Datasets:

rootsautomation
/

TABMEpp

Dataset card Data Studio Files Files and versions Community

Split (3)

train · 110k rows

doc_id stringlengths 8 8	pg_id int32 0 19	ocr stringlengths 36 500k	img unknown
ffmj0185	17	{"lines_data": [{"Word": "Cigarette/Tobacco Store Promotional 8-Case Displays (June-December)", "Confidence": 0.97433, "X1": 0.24, "Y1": 0.02758, "X2": 0.784, "Y2": 0.02738, "X3": 0.784, "Y3": 0.05311, "X4": 0.24, "Y4": 0.05311, "page": 0}, {"Word": "CTS Promotional\".", "Confidence": 0.664, "X1": 0.554, "Y1": 0.17887, "X2": 0.679, "Y2": 0.17867, "X3": 0.679, "Y3": 0.19865, "X4": 0.554, "Y4": 0.19865, "page": 0}, {"Word": "8-Case Displays", "Confidence": 0.975, "X1": 0.56, "Y1": 0.20193, "X2": 0.668, "Y2": 0.20173, "X3": 0.668, "Y3": 0.22458, "X4": 0.56, "Y4": 0.22314, "page": 0}, {"Word": "Regions", "Confidence": 0.66, "X1": 0.409, "Y1": 0.22642, "X2": 0.47, "Y2": 0.22622, "X3": 0.469, "Y3": 0.24476, "X4": 0.409, "Y4": 0.24332, "page": 0}, {"Word": "#527951", "Confidence": 0.901, "X1": 0.583, "Y1": 0.22642, "X2": 0.639, "Y2": 0.22622, "X3": 0.639, "Y3": 0.24332, "X4": 0.583, "Y4": 0.24332, "page": 0}, {"Word": "1100", "Confidence": 0.988, "X1": 0.361, "Y1": 0.24804, "X2": 0.39, "Y2": 0.24784, "X3": 0.39, "Y3": 0.26637, "X4": 0.361, "Y4": 0.26637, "page": 0}, {"Word": "Boston", "Confidence": 0.993, "X1": 0.411, "Y1": 0.25092, "X2": 0.452, "Y2": 0.25072, "X3": 0.452, "Y3": 0.26493, "X4": 0.41, "Y4": 0.26493, "page": 0}, {"Word": "55", "Confidence": 0.993, "X1": 0.663, "Y1": 0.2466, "X2": 0.68, "Y2": 0.2464, "X3": 0.679, "Y3": 0.26493, "X4": 0.663, "Y4": 0.26493, "page": 0}, {"Word": "1200", "Confidence": 0.994, "X1": 0.362, "Y1": 0.27109, "X2": 0.39, "Y2": 0.27089, "X3": 0.39, "Y3": 0.28654, "X4": 0.362, "Y4": 0.28654, "page": 0}, {"Word": "New York Metro", "Confidence": 0.99067, "X1": 0.404, "Y1": 0.26965, "X2": 0.506, "Y2": 0.26945, "X3": 0.506, "Y3": 0.28943, "X4": 0.404, "Y4": 0.28943, "page": 0}, {"Word": "10", "Confidence": 0.952, "X1": 0.662, "Y1": 0.26677, "X2": 0.681, "Y2": 0.26657, "X3": 0.68, "Y3": 0.28943, "X4": 0.662, "Y4": 0.28943, "page": 0}, {"Word": "1300", "Confidence": 0.994, "X1": 0.363, "Y1": 0.29271, "X2": 0.391, "Y2": 0.29251, "X3": 0.391, "Y3": 0.31104, "X4": 0.363, "Y4": 0.31104, "page": 0}, {"Word": "Philadelphia", "Confidence": 0.991, "X1": 0.408, "Y1": 0.29415, "X2": 0.482, "Y2": 0.29395, "X3": 0.482, "Y3": 0.31248, "X4": 0.408, "Y4": 0.31104, "page": 0}, {"Word": "12", "Confidence": 0.905, "X1": 0.657, "Y1": 0.29127, "X2": 0.676, "Y2": 0.29107, "X3": 0.675, "Y3": 0.31104, "X4": 0.656, "Y4": 0.31104, "page": 0}, {"Word": "1600", "Confidence": 0.993, "X1": 0.363, "Y1": 0.3172, "X2": 0.391, "Y2": 0.317, "X3": 0.391, "Y3": 0.33409, "X4": 0.363, "Y4": 0.33265, "page": 0}, {"Word": "Buffalo", "Confidence": 0.883, "X1": 0.406, "Y1": 0.31576, "X2": 0.452, "Y2": 0.31556, "X3": 0.452, "Y3": 0.33409, "X4": 0.406, "Y4": 0.33553, "page": 0}, {"Word": "68", "Confidence": 0.998, "X1": 0.661, "Y1": 0.31432, "X2": 0.679, "Y2": 0.31412, "X3": 0.678, "Y3": 0.33409, "X4": 0.661, "Y4": 0.33553, "page": 0}, {"Word": "1700", "Confidence": 0.998, "X1": 0.362, "Y1": 0.33882, "X2": 0.39, "Y2": 0.33862, "X3": 0.391, "Y3": 0.35715, "X4": 0.362, "Y4": 0.35571, "page": 0}, {"Word": "Pittsburgh", "Confidence": 0.994, "X1": 0.411, "Y1": 0.34026, "X2": 0.472, "Y2": 0.34006, "X3": 0.472, "Y3": 0.35859, "X4": 0.411, "Y4": 0.35715, "page": 0}, {"Word": "140", "Confidence": 0.998, "X1": 0.656, "Y1": 0.33593, "X2": 0.68, "Y2": 0.33573, "X3": 0.68, "Y3": 0.35859, "X4": 0.656, "Y4": 0.35859, "page": 0}, {"Word": "1800", "Confidence": 0.998, "X1": 0.362, "Y1": 0.36187, "X2": 0.391, "Y2": 0.36167, "X3": 0.391, "Y3": 0.37876, "X4": 0.362, "Y4": 0.37876, "page": 0}, {"Word": "Cincinnati", "Confidence": 1.0, "X1": 0.407, "Y1": 0.36043, "X2": 0.47, "Y2": 0.36023, "X3": 0.47, "Y3": 0.3802, "X4": 0.407, "Y4": 0.3802, "page": 0}, {"Word": "110", "Confidence": 0.854, "X1": 0.658, "Y1": 0.36043, "X2": 0.675, "Y2": 0.36023, "X3": 0.675, "Y3": 0.38164, "X4": 0.657, "Y4": 0.38164, "page": 0}, {"Word": "Total NESAR", "Confidence": 0.8115, "X1": 0.395, "Y1": 0.38349, "X2": 0.492, "Y2": 0.38329, "X3": 0.492, "Y3": 0.4047, "X4": 0.395, "Y4": 0.40326, "page": 0}, {"Word": "5 508", "Confidence": 0.45, "X1": 0.639, "Y1": 0.38204, "X2": 0.681, "Y2": 0.38184, "X3": 0.68, "Y3": 0.40326, "X4": 0.639, "Y4": 0.40326, "page": 0}, {"Word": "2100", "Confidence": 0.988, "X1": 0.36, "Y1": 0.40942, "X2": 0.391, "Y2": 0.40922, "X3": 0.391, "Y3": 0.42487, "X4": 0.36, "Y4": 0.42487, "page": 0}, {"Word": "Winston-Salem", "Confidence": 0.964, "X1": 0.409, "Y1": 0.40942, "X2": 0.5, "Y2": 0.40922, "X3": 0.5, "Y3": 0.42631, "X4": 0.409, "Y4": 0.42487, "page": 0}, {"Word": "12", "Confidence": 0.998, "X1": 0.657, "Y1": 0.40654, "X2": 0.675, "Y2": 0.40634, "X3": 0.675, "Y3": 0.42775, "X4": 0.658, "Y4": 0.42775, "page": 0}, {"Word": "2200", "Confidence": 0.988, "X1": 0.361, "Y1": 0.43248, "X2": 0.391, "Y2": 0.43228, "X3": 0.391, "Y3": 0.44793, "X4": 0.36, "Y4": 0.44649, "page": 0}, {"Word": "Atlanta", "Confidence": 0.901, "X1": 0.411, "Y1": 0.43248, "X2": 0.452, "Y2": 0.43228, "X3": 0.452, "Y3": 0.44937, "X4": 0.411, "Y4": 0.44793, "page": 0}, {"Word": "140", "Confidence": 0.998, "X1": 0.657, "Y1": 0.42815, "X2": 0.678, "Y2": 0.42795, "X3": 0.678, "Y3": 0.45081, "X4": 0.656, "Y4": 0.45081, "page": 0}, {"Word": "2300", "Confidence": 0.988, "X1": 0.361, "Y1": 0.45409, "X2": 0.391, "Y2": 0.45389, "X3": 0.391, "Y3": 0.47098, "X4": 0.361, "Y4": 0.47098, "page": 0}, {"Word": "Florida", "Confidence": 0.966, "X1": 0.41, "Y1": 0.45553, "X2": 0.452, "Y2": 0.45533, "X3": 0.451, "Y3": 0.47098, "X4": 0.41, "Y4": 0.46954, "page": 0}, {"Word": "120", "Confidence": 0.789, "X1": 0.657, "Y1": 0.45121, "X2": 0.675, "Y2": 0.45101, "X3": 0.676, "Y3": 0.47386, "X4": 0.657, "Y4": 0.47386, "page": 0}, {"Word": "2600", "Confidence": 0.988, "X1": 0.361, "Y1": 0.47715, "X2": 0.391, "Y2": 0.47695, "X3": 0.391, "Y3": 0.49404, "X4": 0.361, "Y4": 0.49404, "page": 0}, {"Word": "Dallas", "Confidence": 0.993, "X1": 0.412, "Y1": 0.47859, "X2": 0.448, "Y2": 0.47839, "X3": 0.448, "Y3": 0.49404, "X4": 0.412, "Y4": 0.49404, "page": 0}, {"Word": "400", "Confidence": 0.994, "X1": 0.66, "Y1": 0.4757, "X2": 0.679, "Y2": 0.4755, "X3": 0.678, "Y3": 0.49836, "X4": 0.659, "Y4": 0.49692, "page": 0}, {"Word": "2900", "Confidence": 0.981, "X1": 0.362, "Y1": 0.5002, "X2": 0.391, "Y2": 0.5, "X3": 0.391, "Y3": 0.51709, "X4": 0.361, "Y4": 0.51709, "page": 0}, {"Word": "Richmond", "Confidence": 0.993, "X1": 0.411, "Y1": 0.5002, "X2": 0.472, "Y2": 0.5, "X3": 0.472, "Y3": 0.51709, "X4": 0.411, "Y4": 0.51565, "page": 0}, {"Word": "323", "Confidence": 0.998, "X1": 0.656, "Y1": 0.49732, "X2": 0.68, "Y2": 0.49712, "X3": 0.679, "Y3": 0.51853, "X4": 0.656, "Y4": 0.51853, "page": 0}, {"Word": "Total SSA", "Confidence": 0.9235, "X1": 0.395, "Y1": 0.52037, "X2": 0.482, "Y2": 0.52017, "X3": 0.482, "Y3": 0.54159, "X4": 0.395, "Y4": 0.54015, "page": 0}, {"Word": "3,107", "Confidence": 0.636, "X1": 0.644, "Y1": 0.52181, "X2": 0.681, "Y2": 0.52161, "X3": 0.679, "Y3": 0.54447, "X4": 0.644, "Y4": 0.54303, "page": 0}, {"Word": "5100", "Confidence": 0.986, "X1": 0.361, "Y1": 0.54487, "X2": 0.394, "Y2": 0.54467, "X3": 0.394, "Y3": 0.56176, "X4": 0.361, "Y4": 0.56176, "page": 0}, {"Word": "N. California", "Confidence": 0.619, "X1": 0.404, "Y1": 0.54343, "X2": 0.484, "Y2": 0.54323, "X3": 0.484, "Y3": 0.56464, "X4": 0.403, "Y4": 0.5632, "page": 0}, {"Word": "50", "Confidence": 0.997, "X1": 0.663, "Y1": 0.54487, "X2": 0.68, "Y2": 0.54467, "X3": 0.678, "Y3": 0.56464, "X4": 0.661, "Y4": 0.56176, "page": 0}, {"Word": "5400", "Confidence": 0.991, "X1": 0.36, "Y1": 0.56792, "X2": 0.391, "Y2": 0.56772, "X3": 0.392, "Y3": 0.58337, "X4": 0.359, "Y4": 0.58481, "page": 0}, {"Word": "S. California", "Confidence": 0.556, "X1": 0.412, "Y1": 0.56792, "X2": 0.483, "Y2": 0.56772, "X3": 0.483, "Y3": 0.58626, "X4": 0.412, "Y4": 0.58626, "page": 0}, {"Word": "94", "Confidence": 0.988, "X1": 0.662, "Y1": 0.56504, "X2": 0.68, "Y2": 0.56484, "X3": 0.679, "Y3": 0.5877, "X4": 0.661, "Y4": 0.58626, "page": 0}, {"Word": "5600", "Confidence": 0.903, "X1": 0.362, "Y1": 0.59098, "X2": 0.392, "Y2": 0.59078, "X3": 0.391, "Y3": 0.60643, "X4": 0.361, "Y4": 0.60643, "page": 0}, {"Word": "Seattle", "Confidence": 0.942, "X1": 0.411, "Y1": 0.59098, "X2": 0.453, "Y2": 0.59078, "X3": 0.453, "Y3": 0.60787, "X4": 0.411, "Y4": 0.60787, "page": 0}, {"Word": "151", "Confidence": 0.849, "X1": 0.657, "Y1": 0.5881, "X2": 0.677, "Y2": 0.5879, "X3": 0.676, "Y3": 0.60931, "X4": 0.656, "Y4": 0.60931, "page": 0}, {"Word": "5800", "Confidence": 0.987, "X1": 0.361, "Y1": 0.61403, "X2": 0.39, "Y2": 0.61383, "X3": 0.389, "Y3": 0.62948, "X4": 0.361, "Y4": 0.62804, "page": 0}, {"Word": "Houston", "Confidence": 0.997, "X1": 0.411, "Y1": 0.61403, "X2": 0.461, "Y2": 0.61383, "X3": 0.461, "Y3": 0.63092, "X4": 0.411, "Y4": 0.63092, "page": 0}, {"Word": "120", "Confidence": 0.991, "X1": 0.656, "Y1": 0.60971, "X2": 0.68, "Y2": 0.60951, "X3": 0.68, "Y3": 0.63236, "X4": 0.656, "Y4": 0.63236, "page": 0}, {"Word": "Total WSA.", "Confidence": 0.7995, "X1": 0.405, "Y1": 0.63565, "X2": 0.488, "Y2": 0.63545, "X3": 0.489, "Y3": 0.65398, "X4": 0.406, "Y4": 0.65542, "page": 0}, {"Word": "6200", "Confidence": 0.996, "X1": 0.362, "Y1": 0.6587, "X2": 0.392, "Y2": 0.6585, "X3": 0.392, "Y3": 0.67415, "X4": 0.362, "Y4": 0.67415, "page": 0}, {"Word": "Chicago", "Confidence": 0.995, "X1": 0.411, "Y1": 0.6587, "X2": 0.46, "Y2": 0.6585, "X3": 0.459, "Y3": 0.67703, "X4": 0.411, "Y4": 0.67415, "page": 0}, {"Word": "200", "Confidence": 0.998, "X1": 0.655, "Y1": 0.65582, "X2": 0.68, "Y2": 0.65562, "X3": 0.68, "Y3": 0.67703, "X4": 0.654, "Y4": 0.67703, "page": 0}, {"Word": "6300", "Confidence": 0.993, "X1": 0.362, "Y1": 0.68032, "X2": 0.392, "Y2": 0.68012, "X3": 0.392, "Y3": 0.69721, "X4": 0.361, "Y4": 0.69721, "page": 0}, {"Word": "Minneapolis", "Confidence": 0.991, "X1": 0.411, "Y1": 0.68032, "X2": 0.483, "Y2": 0.68012, "X3": 0.483, "Y3": 0.69865, "X4": 0.411, "Y4": 0.69865, "page": 0}, {"Word": "120", "Confidence": 0.995, "X1": 0.659, "Y1": 0.67743, "X2": 0.681, "Y2": 0.67723, "X3": 0.68, "Y3": 0.69865, "X4": 0.659, "Y4": 0.70009, "page": 0}, {"Word": "6600", "Confidence": 0.979, "X1": 0.361, "Y1": 0.70481, "X2": 0.393, "Y2": 0.70461, "X3": 0.393, "Y3": 0.71882, "X4": 0.361, "Y4": 0.71882, "page": 0}, {"Word": "Denver", "Confidence": 0.994, "X1": 0.409, "Y1": 0.70337, "X2": 0.456, "Y2": 0.70317, "X3": 0.456, "Y3": 0.7217, "X4": 0.409, "Y4": 0.72026, "page": 0}, {"Word": "293", "Confidence": 0.998, "X1": 0.655, "Y1": 0.70049, "X2": 0.679, "Y2": 0.70029, "X3": 0.678, "Y3": 0.72458, "X4": 0.654, "Y4": 0.72314, "page": 0}, {"Word": "6700", "Confidence": 0.994, "X1": 0.361, "Y1": 0.72498, "X2": 0.392, "Y2": 0.72478, "X3": 0.392, "Y3": 0.74332, "X4": 0.361, "Y4": 0.74332, "page": 0}, {"Word": "Detroit", "Confidence": 0.991, "X1": 0.41, "Y1": 0.72642, "X2": 0.453, "Y2": 0.72622, "X3": 0.453, "Y3": 0.74476, "X4": 0.41, "Y4": 0.74332, "page": 0}, {"Word": "112", "Confidence": 0.994, "X1": 0.657, "Y1": 0.72354, "X2": 0.678, "Y2": 0.72334, "X3": 0.678, "Y3": 0.7462, "X4": 0.657, "Y4": 0.7462, "page": 0}, {"Word": "6900", "Confidence": 0.982, "X1": 0.364, "Y1": 0.74948, "X2": 0.392, "Y2": 0.74928, "X3": 0.392, "Y3": 0.76637, "X4": 0.363, "Y4": 0.76637, "page": 0}, {"Word": "St. Louis", "Confidence": 0.9965, "X1": 0.41, "Y1": 0.74804, "X2": 0.463, "Y2": 0.74784, "X3": 0.463, "Y3": 0.76637, "X4": 0.41, "Y4": 0.76781, "page": 0}, {"Word": "275", "Confidence": 0.993, "X1": 0.659, "Y1": 0.74804, "X2": 0.681, "Y2": 0.74784, "X3": 0.68, "Y3": 0.76781, "X4": 0.659, "Y4": 0.76781, "page": 0}, {"Word": "Total MWSA:", "Confidence": 0.822, "X1": 0.409, "Y1": 0.77398, "X2": 0.493, "Y2": 0.77378, "X3": 0.493, "Y3": 0.78798, "X4": 0.409, "Y4": 0.78654, "page": 0}, {"Word": ",000", "Confidence": 0.642, "X1": 0.644, "Y1": 0.77253, "X2": 0.68, "Y2": 0.77233, "X3": 0.68, "Y3": 0.79087, "X4": 0.644, "Y4": 0.79231, "page": 0}, {"Word": "GRAND TOTAL", "Confidence": 0.9415, "X1": 0.409, "Y1": 0.79559, "X2": 0.519, "Y2": 0.79539, "X3": 0.519, "Y3": 0.81248, "X4": 0.409, "Y4": 0.81104, "page": 0}, {"Word": "3,030", "Confidence": 0.707, "X1": 0.639, "Y1": 0.79559, "X2": 0.68, "Y2": 0.79539, "X3": 0.68, "Y3": 0.81392, "X4": 0.639, "Y4": 0.81248, "page": 0}, {"Word": "rj1046/ccd", "Confidence": 0.613, "X1": 0.904, "Y1": 0.92671, "X2": 0.96, "Y2": 0.92651, "X3": 0.96, "Y3": 0.94649, "X4": 0.904, "Y4": 0.94649, "page": 0}, {"Word": "52019 0324", "Confidence": 0.9935, "X1": 0.127, "Y1": 0.99588, "X2": 0.029, "Y2": 0.99568, "X3": 0.029, "Y3": 0.9753, "X4": 0.126, "Y4": 0.97242, "page": 0}, {"Word": "Revised: 6/12/97", "Confidence": 0.9945, "X1": 0.859, "Y1": 0.94833, "X2": 0.961, "Y2": 0.94813, "X3": 0.961, "Y3": 0.9681, "X4": 0.86, "Y4": 0.96954, "page": 0}], "words_data": [{"Word": "Cigarette/Tobacco", "Confidence": 0.901, "X1": 0.24, "Y1": 0.02902, "X2": 0.378, "Y2": 0.02882, "X3": 0.378, "Y3": 0.05311, "X4": 0.24, "Y4": 0.05311, "page": 0, "Index": 0}, {"Word": "Store", "Confidence": 0.998, "X1": 0.382, "Y1": 0.02902, "X2": 0.423, "Y2": 0.02882, "X3": 0.423, "Y3": 0.05311, "X4": 0.381, "Y4": 0.05311, "page": 0, "Index": 1}, {"Word": "Promotional", "Confidence": 0.994, "X1": 0.426, "Y1": 0.02902, "X2": 0.52, "Y2": 0.02882, "X3": 0.519, "Y3": 0.05311, "X4": 0.426, "Y4": 0.05311, "page": 0, "Index": 2}, {"Word": "8-Case", "Confidence": 0.992, "X1": 0.523, "Y1": 0.02902, "X2": 0.577, "Y2": 0.02882, "X3": 0.576, "Y3": 0.05311, "X4": 0.523, "Y4": 0.05311, "page": 0, "Index": 3}, {"Word": "Displays", "Confidence": 0.993, "X1": 0.58, "Y1": 0.02902, "X2": 0.647, "Y2": 0.02882, "X3": 0.646, "Y3": 0.05311, "X4": 0.58, "Y4": 0.05311, "page": 0, "Index": 4}, {"Word": "(June-December)", "Confidence": 0.968, "X1": 0.65, "Y1": 0.02902, "X2": 0.785, "Y2": 0.02882, "X3": 0.784, "Y3": 0.05311, "X4": 0.65, "Y4": 0.05311, "page": 0, "Index": 5}, {"Word": "CTS", "Confidence": 0.953, "X1": 0.558, "Y1": 0.17887, "X2": 0.583, "Y2": 0.17867, "X3": 0.583, "Y3": 0.19865, "X4": 0.557, "Y4": 0.19721, "page": 0, "Index": 6}, {"Word": "Promotional\".", "Confidence": 0.375, "X1": 0.587, "Y1": 0.18032, "X2": 0.679, "Y2": 0.18012, "X3": 0.679, "Y3": 0.19865, "X4": 0.587, "Y4": 0.19865, "page": 0, "Index": 7}, {"Word": "8-Case", "Confidence": 0.995, "X1": 0.562, "Y1": 0.20193, "X2": 0.605, "Y2": 0.20173, "X3": 0.605, "Y3": 0.2217, "X4": 0.562, "Y4": 0.22314, "page": 0, "Index": 8}, {"Word": "Displays", "Confidence": 0.955, "X1": 0.608, "Y1": 0.20337, "X2": 0.663, "Y2": 0.20317, "X3": 0.663, "Y3": 0.22458, "X4": 0.608, "Y4": 0.2217, "page": 0, "Index": 9}, {"Word": "Regions", "Confidence": 0.66, "X1": 0.41, "Y1": 0.22787, "X2": 0.462, "Y2": 0.22767, "X3": 0.462, "Y3": 0.24476, "X4": 0.411, "Y4": 0.24332, "page": 0, "Index": 10}, {"Word": "#527951", "Confidence": 0.901, "X1": 0.586, "Y1": 0.22642, "X2": 0.639, "Y2": 0.22622, "X3": 0.639, "Y3": 0.24476, "X4": 0.586, "Y4": 0.24476, "page": 0, "Index": 11}, {"Word": "1100", "Confidence": 0.988, "X1": 0.361, "Y1": 0.24804, "X2": 0.389, "Y2": 0.24784, "X3": 0.39, "Y3": 0.26637, "X4": 0.362, "Y4": 0.26637, "page": 0, "Index": 12}, {"Word": "Boston", "Confidence": 0.993, "X1": 0.411, "Y1": 0.25236, "X2": 0.449, "Y2": 0.25216, "X3": 0.449, "Y3": 0.26637, "X4": 0.411, "Y4": 0.26493, "page": 0, "Index": 13}, {"Word": "55", "Confidence": 0.993, "X1": 0.663, "Y1": 0.2466, "X2": 0.678, "Y2": 0.2464, "X3": 0.678, "Y3": 0.26493, "X4": 0.663, "Y4": 0.26493, "page": 0, "Index": 14}, {"Word": "1200", "Confidence": 0.994, "X1": 0.362, "Y1": 0.27109, "X2": 0.389, "Y2": 0.27089, "X3": 0.389, "Y3": 0.28654, "X4": 0.362, "Y4": 0.28654, "page": 0, "Index": 15}, {"Word": "New", "Confidence": 0.986, "X1": 0.41, "Y1": 0.26965, "X2": 0.434, "Y2": 0.26945, "X3": 0.434, "Y3": 0.28943, "X4": 0.409, "Y4": 0.28943, "page": 0, "Index": 16}, {"Word": "York", "Confidence": 0.989, "X1": 0.44, "Y1": 0.26965, "X2": 0.467, "Y2": 0.26945, "X3": 0.467, "Y3": 0.28943, "X4": 0.44, "Y4": 0.28943, "page": 0, "Index": 17}, {"Word": "Metro", "Confidence": 0.997, "X1": 0.47, "Y1": 0.26965, "X2": 0.505, "Y2": 0.26945, "X3": 0.505, "Y3": 0.29087, "X4": 0.469, "Y4": 0.28943, "page": 0, "Index": 18}, {"Word": "10", "Confidence": 0.952, "X1": 0.662, "Y1": 0.26677, "X2": 0.678, "Y2": 0.26657, "X3": 0.678, "Y3": 0.28943, "X4": 0.663, "Y4": 0.28943, "page": 0, "Index": 19}, {"Word": "1300", "Confidence": 0.994, "X1": 0.363, "Y1": 0.29271, "X2": 0.389, "Y2": 0.29251, "X3": 0.389, "Y3": 0.31104, "X4": 0.363, "Y4": 0.31104, "page": 0, "Index": 20}, {"Word": "Philadelphia", "Confidence": 0.991, "X1": 0.41, "Y1": 0.29559, "X2": 0.482, "Y2": 0.29539, "X3": 0.482, "Y3": 0.31248, "X4": 0.41, "Y4": 0.31248, "page": 0, "Index": 21}, {"Word": "12", "Confidence": 0.905, "X1": 0.657, "Y1": 0.29127, "X2": 0.671, "Y2": 0.29107, "X3": 0.671, "Y3": 0.31104, "X4": 0.657, "Y4": 0.31104, "page": 0, "Index": 22}, {"Word": "1600", "Confidence": 0.993, "X1": 0.363, "Y1": 0.3172, "X2": 0.389, "Y2": 0.317, "X3": 0.389, "Y3": 0.33409, "X4": 0.363, "Y4": 0.33265, "page": 0, "Index": 23}, {"Word": "Buffalo", "Confidence": 0.883, "X1": 0.41, "Y1": 0.3172, "X2": 0.451, "Y2": 0.317, "X3": 0.45, "Y3": 0.33409, "X4": 0.41, "Y4": 0.33553, "page": 0, "Index": 24}, {"Word": "68", "Confidence": 0.998, "X1": 0.662, "Y1": 0.31432, "X2": 0.678, "Y2": 0.31412, "X3": 0.679, "Y3": 0.33409, "X4": 0.663, "Y4": 0.33553, "page": 0, "Index": 25}, {"Word": "1700", "Confidence": 0.998, "X1": 0.362, "Y1": 0.33882, "X2": 0.389, "Y2": 0.33862, "X3": 0.389, "Y3": 0.35715, "X4": 0.362, "Y4": 0.35715, "page": 0, "Index": 26}, {"Word": "Pittsburgh", "Confidence": 0.994, "X1": 0.411, "Y1": 0.3417, "X2": 0.469, "Y2": 0.3415, "X3": 0.469, "Y3": 0.35859, "X4": 0.411, "Y4": 0.35859, "page": 0, "Index": 27}, {"Word": "140", "Confidence": 0.998, "X1": 0.656, "Y1": 0.33593, "X2": 0.679, "Y2": 0.33573, "X3": 0.679, "Y3": 0.35859, "X4": 0.657, "Y4": 0.35859, "page": 0, "Index": 28}, {"Word": "1800", "Confidence": 0.998, "X1": 0.362, "Y1": 0.36187, "X2": 0.39, "Y2": 0.36167, "X3": 0.39, "Y3": 0.37876, "X4": 0.362, "Y4": 0.37876, "page": 0, "Index": 29}, {"Word": "Cincinnati", "Confidence": 1, "X1": 0.411, "Y1": 0.36187, "X2": 0.47, "Y2": 0.36167, "X3": 0.47, "Y3": 0.3802, "X4": 0.411, "Y4": 0.38164, "page": 0, "Index": 30}, {"Word": "110", "Confidence": 0.854, "X1": 0.657, "Y1": 0.36043, "X2": 0.675, "Y2": 0.36023, "X3": 0.675, "Y3": 0.3802, "X4": 0.658, "Y4": 0.38164, "page": 0, "Index": 31}, {"Word": "Total", "Confidence": 0.768, "X1": 0.411, "Y1": 0.38493, "X2": 0.441, "Y2": 0.38473, "X3": 0.441, "Y3": 0.4047, "X4": 0.411, "Y4": 0.4047, "page": 0, "Index": 32}, {"Word": "NESAR", "Confidence": 0.855, "X1": 0.444, "Y1": 0.38349, "X2": 0.492, "Y2": 0.38329, "X3": 0.492, "Y3": 0.40614, "X4": 0.444, "Y4": 0.4047, "page": 0, "Index": 33}, {"Word": "5", "Confidence": 0.007, "X1": 0.647, "Y1": 0.3806, "X2": 0.653, "Y2": 0.3804, "X3": 0.652, "Y3": 0.40326, "X4": 0.647, "Y4": 0.40326, "page": 0, "Index": 34}, {"Word": "508", "Confidence": 0.893, "X1": 0.656, "Y1": 0.3806, "X2": 0.68, "Y2": 0.3804, "X3": 0.68, "Y3": 0.40326, "X4": 0.656, "Y4": 0.40326, "page": 0, "Index": 35}, {"Word": "2100", "Confidence": 0.988, "X1": 0.361, "Y1": 0.40798, "X2": 0.389, "Y2": 0.40778, "X3": 0.389, "Y3": 0.42487, "X4": 0.361, "Y4": 0.42343, "page": 0, "Index": 36}, {"Word": "Winston-Salem", "Confidence": 0.964, "X1": 0.411, "Y1": 0.40942, "X2": 0.495, "Y2": 0.40922, "X3": 0.495, "Y3": 0.42631, "X4": 0.41, "Y4": 0.42487, "page": 0, "Index": 37}, {"Word": "12", "Confidence": 0.998, "X1": 0.657, "Y1": 0.40654, "X2": 0.672, "Y2": 0.40634, "X3": 0.672, "Y3": 0.42775, "X4": 0.657, "Y4": 0.42775, "page": 0, "Index": 38}, {"Word": "2200", "Confidence": 0.988, "X1": 0.361, "Y1": 0.43248, "X2": 0.39, "Y2": 0.43228, "X3": 0.389, "Y3": 0.44793, "X4": 0.361, "Y4": 0.44649, "page": 0, "Index": 39}, {"Word": "Atlanta", "Confidence": 0.901, "X1": 0.412, "Y1": 0.43392, "X2": 0.451, "Y2": 0.43372, "X3": 0.45, "Y3": 0.44937, "X4": 0.411, "Y4": 0.44793, "page": 0, "Index": 40}, {"Word": "140", "Confidence": 0.998, "X1": 0.656, "Y1": 0.42815, "X2": 0.677, "Y2": 0.42795, "X3": 0.677, "Y3": 0.44937, "X4": 0.656, "Y4": 0.45081, "page": 0, "Index": 41}, {"Word": "2300", "Confidence": 0.988, "X1": 0.362, "Y1": 0.45409, "X2": 0.389, "Y2": 0.45389, "X3": 0.389, "Y3": 0.47098, "X4": 0.362, "Y4": 0.47098, "page": 0, "Index": 42}, {"Word": "Florida", "Confidence": 0.966, "X1": 0.411, "Y1": 0.45553, "X2": 0.45, "Y2": 0.45533, "X3": 0.45, "Y3": 0.47242, "X4": 0.41, "Y4": 0.47098, "page": 0, "Index": 43}, {"Word": "120", "Confidence": 0.789, "X1": 0.657, "Y1": 0.45121, "X2": 0.675, "Y2": 0.45101, "X3": 0.675, "Y3": 0.47386, "X4": 0.657, "Y4": 0.47386, "page": 0, "Index": 44}, {"Word": "2600", "Confidence": 0.988, "X1": 0.362, "Y1": 0.47715, "X2": 0.389, "Y2": 0.47695, "X3": 0.389, "Y3": 0.49404, "X4": 0.362, "Y4": 0.49404, "page": 0, "Index": 45}, {"Word": "Dallas", "Confidence": 0.993, "X1": 0.413, "Y1": 0.47859, "X2": 0.447, "Y2": 0.47839, "X3": 0.447, "Y3": 0.49548, "X4": 0.412, "Y4": 0.49404, "page": 0, "Index": 46}, {"Word": "400", "Confidence": 0.994, "X1": 0.659, "Y1": 0.4757, "X2": 0.678, "Y2": 0.4755, "X3": 0.677, "Y3": 0.49836, "X4": 0.659, "Y4": 0.49692, "page": 0, "Index": 47}, {"Word": "2900", "Confidence": 0.981, "X1": 0.362, "Y1": 0.5002, "X2": 0.389, "Y2": 0.5, "X3": 0.389, "Y3": 0.51709, "X4": 0.362, "Y4": 0.51709, "page": 0, "Index": 48}, {"Word": "Richmond", "Confidence": 0.993, "X1": 0.411, "Y1": 0.50164, "X2": 0.47, "Y2": 0.50144, "X3": 0.47, "Y3": 0.51853, "X4": 0.411, "Y4": 0.51709, "page": 0, "Index": 49}, {"Word": "323", "Confidence": 0.998, "X1": 0.656, "Y1": 0.49732, "X2": 0.679, "Y2": 0.49712, "X3": 0.679, "Y3": 0.51853, "X4": 0.657, "Y4": 0.51853, "page": 0, "Index": 50}, {"Word": "Total", "Confidence": 0.881, "X1": 0.412, "Y1": 0.52181, "X2": 0.443, "Y2": 0.52161, "X3": 0.443, "Y3": 0.54159, "X4": 0.412, "Y4": 0.54159, "page": 0, "Index": 51}, {"Word": "SSA", "Confidence": 0.966, "X1": 0.446, "Y1": 0.52181, "X2": 0.472, "Y2": 0.52161, "X3": 0.472, "Y3": 0.54303, "X4": 0.446, "Y4": 0.54159, "page": 0, "Index": 52}, {"Word": "3,107", "Confidence": 0.636, "X1": 0.646, "Y1": 0.52181, "X2": 0.68, "Y2": 0.52161, "X3": 0.68, "Y3": 0.54447, "X4": 0.645, "Y4": 0.54303, "page": 0, "Index": 53}, {"Word": "5100", "Confidence": 0.986, "X1": 0.361, "Y1": 0.54487, "X2": 0.39, "Y2": 0.54467, "X3": 0.39, "Y3": 0.56176, "X4": 0.361, "Y4": 0.56176, "page": 0, "Index": 54}, {"Word": "N.", "Confidence": 0.997, "X1": 0.411, "Y1": 0.54343, "X2": 0.423, "Y2": 0.54323, "X3": 0.423, "Y3": 0.56464, "X4": 0.41, "Y4": 0.56464, "page": 0, "Index": 55}, {"Word": "California", "Confidence": 0.241, "X1": 0.426, "Y1": 0.54487, "X2": 0.484, "Y2": 0.54467, "X3": 0.484, "Y3": 0.56464, "X4": 0.426, "Y4": 0.56464, "page": 0, "Index": 56}, {"Word": "50", "Confidence": 0.997, "X1": 0.664, "Y1": 0.54487, "X2": 0.679, "Y2": 0.54467, "X3": 0.678, "Y3": 0.56464, "X4": 0.662, "Y4": 0.56176, "page": 0, "Index": 57}, {"Word": "5400", "Confidence": 0.991, "X1": 0.36, "Y1": 0.56792, "X2": 0.389, "Y2": 0.56772, "X3": 0.389, "Y3": 0.58337, "X4": 0.36, "Y4": 0.58481, "page": 0, "Index": 58}, {"Word": "S.", "Confidence": 0.997, "X1": 0.412, "Y1": 0.56936, "X2": 0.423, "Y2": 0.56916, "X3": 0.423, "Y3": 0.58626, "X4": 0.412, "Y4": 0.58626, "page": 0, "Index": 59}, {"Word": "California", "Confidence": 0.115, "X1": 0.425, "Y1": 0.56936, "X2": 0.483, "Y2": 0.56916, "X3": 0.482, "Y3": 0.58626, "X4": 0.425, "Y4": 0.58626, "page": 0, "Index": 60}, {"Word": "94", "Confidence": 0.988, "X1": 0.663, "Y1": 0.56504, "X2": 0.678, "Y2": 0.56484, "X3": 0.678, "Y3": 0.5877, "X4": 0.663, "Y4": 0.58626, "page": 0, "Index": 61}, {"Word": "5600", "Confidence": 0.903, "X1": 0.362, "Y1": 0.59098, "X2": 0.389, "Y2": 0.59078, "X3": 0.389, "Y3": 0.60643, "X4": 0.362, "Y4": 0.60643, "page": 0, "Index": 62}, {"Word": "Seattle", "Confidence": 0.942, "X1": 0.412, "Y1": 0.59098, "X2": 0.452, "Y2": 0.59078, "X3": 0.451, "Y3": 0.60787, "X4": 0.412, "Y4": 0.60787, "page": 0, "Index": 63}, {"Word": "151", "Confidence": 0.849, "X1": 0.657, "Y1": 0.5881, "X2": 0.677, "Y2": 0.5879, "X3": 0.677, "Y3": 0.60931, "X4": 0.657, "Y4": 0.60931, "page": 0, "Index": 64}, {"Word": "5800", "Confidence": 0.987, "X1": 0.362, "Y1": 0.61403, "X2": 0.389, "Y2": 0.61383, "X3": 0.389, "Y3": 0.62948, "X4": 0.361, "Y4": 0.62804, "page": 0, "Index": 65}, {"Word": "Houston", "Confidence": 0.997, "X1": 0.411, "Y1": 0.61403, "X2": 0.459, "Y2": 0.61383, "X3": 0.459, "Y3": 0.63092, "X4": 0.411, "Y4": 0.63092, "page": 0, "Index": 66}, {"Word": "120", "Confidence": 0.991, "X1": 0.657, "Y1": 0.60971, "X2": 0.679, "Y2": 0.60951, "X3": 0.679, "Y3": 0.63236, "X4": 0.657, "Y4": 0.63236, "page": 0, "Index": 67}, {"Word": "Total", "Confidence": 0.994, "X1": 0.412, "Y1": 0.63709, "X2": 0.443, "Y2": 0.63689, "X3": 0.443, "Y3": 0.65398, "X4": 0.412, "Y4": 0.65686, "page": 0, "Index": 68}, {"Word": "WSA.", "Confidence": 0.605, "X1": 0.445, "Y1": 0.63565, "X2": 0.484, "Y2": 0.63545, "X3": 0.485, "Y3": 0.65398, "X4": 0.446, "Y4": 0.65398, "page": 0, "Index": 69}, {"Word": "6200", "Confidence": 0.996, "X1": 0.362, "Y1": 0.6587, "X2": 0.39, "Y2": 0.6585, "X3": 0.39, "Y3": 0.67415, "X4": 0.362, "Y4": 0.67415, "page": 0, "Index": 70}, {"Word": "Chicago", "Confidence": 0.995, "X1": 0.411, "Y1": 0.66014, "X2": 0.459, "Y2": 0.65994, "X3": 0.459, "Y3": 0.67703, "X4": 0.411, "Y4": 0.67559, "page": 0, "Index": 71}, {"Word": "200", "Confidence": 0.998, "X1": 0.656, "Y1": 0.65582, "X2": 0.68, "Y2": 0.65562, "X3": 0.68, "Y3": 0.67703, "X4": 0.656, "Y4": 0.67703, "page": 0, "Index": 72}, {"Word": "6300", "Confidence": 0.993, "X1": 0.361, "Y1": 0.68032, "X2": 0.389, "Y2": 0.68012, "X3": 0.389, "Y3": 0.69721, "X4": 0.361, "Y4": 0.69721, "page": 0, "Index": 73}, {"Word": "Minneapolis", "Confidence": 0.991, "X1": 0.412, "Y1": 0.68176, "X2": 0.482, "Y2": 0.68156, "X3": 0.482, "Y3": 0.70009, "X4": 0.411, "Y4": 0.70009, "page": 0, "Index": 74}, {"Word": "120", "Confidence": 0.995, "X1": 0.659, "Y1": 0.67743, "X2": 0.679, "Y2": 0.67723, "X3": 0.679, "Y3": 0.69865, "X4": 0.659, "Y4": 0.70009, "page": 0, "Index": 75}, {"Word": "6600", "Confidence": 0.979, "X1": 0.362, "Y1": 0.70625, "X2": 0.389, "Y2": 0.70605, "X3": 0.388, "Y3": 0.72026, "X4": 0.362, "Y4": 0.72026, "page": 0, "Index": 76}, {"Word": "Denver", "Confidence": 0.994, "X1": 0.411, "Y1": 0.70481, "X2": 0.456, "Y2": 0.70461, "X3": 0.455, "Y3": 0.7217, "X4": 0.41, "Y4": 0.7217, "page": 0, "Index": 77}, {"Word": "293", "Confidence": 0.998, "X1": 0.656, "Y1": 0.70049, "X2": 0.679, "Y2": 0.70029, "X3": 0.679, "Y3": 0.72458, "X4": 0.656, "Y4": 0.72314, "page": 0, "Index": 78}, {"Word": "6700", "Confidence": 0.994, "X1": 0.361, "Y1": 0.72498, "X2": 0.39, "Y2": 0.72478, "X3": 0.39, "Y3": 0.74332, "X4": 0.361, "Y4": 0.74332, "page": 0, "Index": 79}, {"Word": "Detroit", "Confidence": 0.991, "X1": 0.411, "Y1": 0.72787, "X2": 0.453, "Y2": 0.72767, "X3": 0.453, "Y3": 0.74476, "X4": 0.411, "Y4": 0.74332, "page": 0, "Index": 80}, {"Word": "112", "Confidence": 0.994, "X1": 0.657, "Y1": 0.72354, "X2": 0.677, "Y2": 0.72334, "X3": 0.677, "Y3": 0.7462, "X4": 0.657, "Y4": 0.7462, "page": 0, "Index": 81}, {"Word": "6900", "Confidence": 0.982, "X1": 0.363, "Y1": 0.74948, "X2": 0.39, "Y2": 0.74928, "X3": 0.39, "Y3": 0.76637, "X4": 0.363, "Y4": 0.76637, "page": 0, "Index": 82}, {"Word": "St.", "Confidence": 0.996, "X1": 0.411, "Y1": 0.74948, "X2": 0.427, "Y2": 0.74928, "X3": 0.426, "Y3": 0.76781, "X4": 0.411, "Y4": 0.76781, "page": 0, "Index": 83}, {"Word": "Louis", "Confidence": 0.997, "X1": 0.429, "Y1": 0.74948, "X2": 0.463, "Y2": 0.74928, "X3": 0.463, "Y3": 0.76781, "X4": 0.429, "Y4": 0.76781, "page": 0, "Index": 84}, {"Word": "275", "Confidence": 0.993, "X1": 0.659, "Y1": 0.74804, "X2": 0.678, "Y2": 0.74784, "X3": 0.678, "Y3": 0.76781, "X4": 0.659, "Y4": 0.76781, "page": 0, "Index": 85}, {"Word": "Total", "Confidence": 0.849, "X1": 0.412, "Y1": 0.77398, "X2": 0.444, "Y2": 0.77378, "X3": 0.444, "Y3": 0.78654, "X4": 0.412, "Y4": 0.78654, "page": 0, "Index": 86}, {"Word": "MWSA:", "Confidence": 0.795, "X1": 0.446, "Y1": 0.77542, "X2": 0.493, "Y2": 0.77522, "X3": 0.493, "Y3": 0.78798, "X4": 0.446, "Y4": 0.78654, "page": 0, "Index": 87}, {"Word": ",000", "Confidence": 0.642, "X1": 0.652, "Y1": 0.77253, "X2": 0.679, "Y2": 0.77233, "X3": 0.679, "Y3": 0.79231, "X4": 0.652, "Y4": 0.79231, "page": 0, "Index": 88}, {"Word": "GRAND", "Confidence": 0.998, "X1": 0.411, "Y1": 0.79559, "X2": 0.456, "Y2": 0.79539, "X3": 0.455, "Y3": 0.81248, "X4": 0.411, "Y4": 0.81104, "page": 0, "Index": 89}, {"Word": "TOTAL", "Confidence": 0.885, "X1": 0.464, "Y1": 0.79703, "X2": 0.505, "Y2": 0.79683, "X3": 0.504, "Y3": 0.81392, "X4": 0.463, "Y4": 0.81248, "page": 0, "Index": 90}, {"Word": "3,030", "Confidence": 0.707, "X1": 0.645, "Y1": 0.79559, "X2": 0.677, "Y2": 0.79539, "X3": 0.677, "Y3": 0.81536, "X4": 0.645, "Y4": 0.81248, "page": 0, "Index": 91}, {"Word": "rj1046/ccd", "Confidence": 0.613, "X1": 0.905, "Y1": 0.92671, "X2": 0.96, "Y2": 0.92651, "X3": 0.96, "Y3": 0.94793, "X4": 0.905, "Y4": 0.94649, "page": 0, "Index": 92}, {"Word": "0324", "Confidence": 0.99, "X1": 0.07, "Y1": 0.99588, "X2": 0.033, "Y2": 0.99568, "X3": 0.033, "Y3": 0.97675, "X4": 0.07, "Y4": 0.9753, "page": 0, "Index": 93}, {"Word": "52019", "Confidence": 0.997, "X1": 0.126, "Y1": 0.99444, "X2": 0.081, "Y2": 0.99424, "X3": 0.081, "Y3": 0.9753, "X4": 0.126, "Y4": 0.97386, "page": 0, "Index": 94}, {"Word": "Revised:", "Confidence": 0.993, "X1": 0.86, "Y1": 0.94977, "X2": 0.913, "Y2": 0.94957, "X3": 0.913, "Y3": 0.9681, "X4": 0.86, "Y4": 0.96954, "page": 0, "Index": 95}, {"Word": "6/12/97", "Confidence": 0.996, "X1": 0.916, "Y1": 0.94977, "X2": 0.961, "Y2": 0.94957, "X3": 0.96, "Y3": 0.96954, "X4": 0.916, "Y4": 0.9681, "page": 0, "Index": 96}]}	"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"
ffmj0185	8	{"lines_data": [{"Word": "September DORAL B2G1F (Presleeved)", "Confidence": 0.921, "X1": 0.385, "Y1": 0.02329, "X2": 0.636, "Y2": 0.02309, "X3": 0.636, "Y3": 0.04598, "X4": 0.385, "Y4": 0.04598, "page": 0}, {"Word": "Program #701143, Item #530030", "Confidence": 0.976, "X1": 0.411, "Y1": 0.04493, "X2": 0.614, "Y2": 0.04473, "X3": 0.614, "Y3": 0.06618, "X4": 0.411, "Y4": 0.06762, "page": 0}, {"Word": "Region'.", "Confidence": 0.625, "X1": 0.082, "Y1": 0.15749, "X2": 0.139, "Y2": 0.15729, "X3": 0.139, "Y3": 0.17585, "X4": 0.082, "Y4": 0.17585, "page": 0}, {"Word": "Cases SKUS # Offers A. Lts . Lt Mth 100 Lt 100 3 FF 100 1 F FF85 Ult 100", "Confidence": 0.69295, "X1": 0.185, "Y1": 0.15604, "X2": 0.692, "Y2": 0.15584, "X3": 0.692, "Y3": 0.17296, "X4": 0.185, "Y4": 0.17296, "page": 0}, {"Word": "K Box Lts Box FF/100 Box: Lts Box 100", "Confidence": 0.72222, "X1": 0.699, "Y1": 0.15604, "X2": 0.956, "Y2": 0.15584, "X3": 0.956, "Y3": 0.17296, "X4": 0.699, "Y4": 0.17296, "page": 0}, {"Word": "1100 Boston", "Confidence": 0.892, "X1": 0.06, "Y1": 0.17625, "X2": 0.127, "Y2": 0.17605, "X3": 0.128, "Y3": 0.19316, "X4": 0.06, "Y4": 0.19461, "page": 0}, {"Word": "1,141", "Confidence": 0.719, "X1": 0.205, "Y1": 0.17625, "X2": 0.236, "Y2": 0.17605, "X3": 0.236, "Y3": 0.19028, "X4": 0.205, "Y4": 0.19172, "page": 0}, {"Word": "4,890", "Confidence": 0.85, "X1": 0.257, "Y1": 0.17625, "X2": 0.291, "Y2": 0.17605, "X3": 0.291, "Y3": 0.19172, "X4": 0.257, "Y4": 0.19172, "page": 0}, {"Word": "102.690", "Confidence": 0.66, "X1": 0.302, "Y1": 0.17625, "X2": 0.342, "Y2": 0.17605, "X3": 0.342, "Y3": 0.19172, "X4": 0.302, "Y4": 0.19172, "page": 0}, {"Word": "326", "Confidence": 0.998, "X1": 0.377, "Y1": 0.17769, "X2": 0.398, "Y2": 0.17749, "X3": 0.398, "Y3": 0.19028, "X4": 0.377, "Y4": 0.19028, "page": 0}, {"Word": "326", "Confidence": 0.998, "X1": 0.439, "Y1": 0.17769, "X2": 0.46, "Y2": 0.17749, "X3": 0.459, "Y3": 0.19028, "X4": 0.439, "Y4": 0.19028, "page": 0}, {"Word": "326", "Confidence": 0.998, "X1": 0.495, "Y1": 0.17769, "X2": 0.515, "Y2": 0.17749, "X3": 0.515, "Y3": 0.19028, "X4": 0.495, "Y4": 0.19028, "page": 0}, {"Word": "163", "Confidence": 0.954, "X1": 0.552, "Y1": 0.17625, "X2": 0.57, "Y2": 0.17605, "X3": 0.57, "Y3": 0.19028, "X4": 0.552, "Y4": 0.19028, "page": 0}, {"Word": "0", "Confidence": 0.787, "X1": 0.628, "Y1": 0.17769, "X2": 0.637, "Y2": 0.17749, "X3": 0.637, "Y3": 0.19172, "X4": 0.628, "Y4": 0.19172, "page": 0}, {"Word": "0", "Confidence": 0.667, "X1": 0.688, "Y1": 0.17769, "X2": 0.696, "Y2": 0.17749, "X3": 0.696, "Y3": 0.19172, "X4": 0.688, "Y4": 0.19172, "page": 0}, {"Word": "0", "Confidence": 0.623, "X1": 0.751, "Y1": 0.17769, "X2": 0.758, "Y2": 0.17749, "X3": 0.757, "Y3": 0.19028, "X4": 0.75, "Y4": 0.19028, "page": 0}, {"Word": "0", "Confidence": 0.618, "X1": 0.816, "Y1": 0.17769, "X2": 0.824, "Y2": 0.17749, "X3": 0.824, "Y3": 0.19028, "X4": 0.816, "Y4": 0.19172, "page": 0}, {"Word": "0", "Confidence": 0.492, "X1": 0.949, "Y1": 0.17913, "X2": 0.957, "Y2": 0.17893, "X3": 0.958, "Y3": 0.19028, "X4": 0.95, "Y4": 0.19028, "page": 0}, {"Word": "1200 New York Metro", "Confidence": 0.9425, "X1": 0.063, "Y1": 0.19501, "X2": 0.173, "Y2": 0.19481, "X3": 0.173, "Y3": 0.21048, "X4": 0.063, "Y4": 0.21192, "page": 0}, {"Word": "917", "Confidence": 0.994, "X1": 0.211, "Y1": 0.19501, "X2": 0.231, "Y2": 0.19481, "X3": 0.231, "Y3": 0.21048, "X4": 0.211, "Y4": 0.20904, "page": 0}, {"Word": "3,930", "Confidence": 0.811, "X1": 0.257, "Y1": 0.19501, "X2": 0.287, "Y2": 0.19481, "X3": 0.287, "Y3": 0.20904, "X4": 0.257, "Y4": 0.20904, "page": 0}, {"Word": "82,530", "Confidence": 0.914, "X1": 0.307, "Y1": 0.19501, "X2": 0.341, "Y2": 0.19481, "X3": 0.341, "Y3": 0.21048, "X4": 0.306, "Y4": 0.20904, "page": 0}, {"Word": "262", "Confidence": 0.998, "X1": 0.378, "Y1": 0.19501, "X2": 0.397, "Y2": 0.19481, "X3": 0.397, "Y3": 0.20904, "X4": 0.378, "Y4": 0.20759, "page": 0}, {"Word": "202", "Confidence": 0.684, "X1": 0.438, "Y1": 0.19645, "X2": 0.459, "Y2": 0.19625, "X3": 0.458, "Y3": 0.20904, "X4": 0.438, "Y4": 0.20904, "page": 0}, {"Word": "262", "Confidence": 0.932, "X1": 0.495, "Y1": 0.19501, "X2": 0.515, "Y2": 0.19481, "X3": 0.514, "Y3": 0.21048, "X4": 0.495, "Y4": 0.20904, "page": 0}, {"Word": "..", "Confidence": 0.705, "X1": 0.523, "Y1": 0.20655, "X2": 0.541, "Y2": 0.20635, "X3": 0.541, "Y3": 0.21625, "X4": 0.524, "Y4": 0.21625, "page": 0}, {"Word": "131", "Confidence": 0.865, "X1": 0.55, "Y1": 0.19356, "X2": 0.571, "Y2": 0.19336, "X3": 0.571, "Y3": 0.20904, "X4": 0.55, "Y4": 0.21048, "page": 0}, {"Word": "861", "Confidence": 0.996, "X1": 0.212, "Y1": 0.21376, "X2": 0.231, "Y2": 0.21356, "X3": 0.231, "Y3": 0.22779, "X4": 0.211, "Y4": 0.22779, "page": 0}, {"Word": "3.690", "Confidence": 0.795, "X1": 0.258, "Y1": 0.21376, "X2": 0.286, "Y2": 0.21356, "X3": 0.286, "Y3": 0.22779, "X4": 0.258, "Y4": 0.22779, "page": 0}, {"Word": "77.490", "Confidence": 0.664, "X1": 0.306, "Y1": 0.21376, "X2": 0.342, "Y2": 0.21356, "X3": 0.342, "Y3": 0.22779, "X4": 0.306, "Y4": 0.22779, "page": 0}, {"Word": "246", "Confidence": 0.96, "X1": 0.376, "Y1": 0.21521, "X2": 0.397, "Y2": 0.21501, "X3": 0.396, "Y3": 0.22779, "X4": 0.376, "Y4": 0.22779, "page": 0}, {"Word": "246", "Confidence": 0.998, "X1": 0.438, "Y1": 0.21376, "X2": 0.458, "Y2": 0.21356, "X3": 0.458, "Y3": 0.22779, "X4": 0.438, "Y4": 0.22635, "page": 0}, {"Word": "246", "Confidence": 0.994, "X1": 0.495, "Y1": 0.21376, "X2": 0.514, "Y2": 0.21356, "X3": 0.514, "Y3": 0.22779, "X4": 0.494, "Y4": 0.22779, "page": 0}, {"Word": "123", "Confidence": 0.994, "X1": 0.554, "Y1": 0.21232, "X2": 0.57, "Y2": 0.21212, "X3": 0.569, "Y3": 0.22779, "X4": 0.553, "Y4": 0.22924, "page": 0}, {"Word": "0", "Confidence": 0.413, "X1": 0.816, "Y1": 0.21521, "X2": 0.823, "Y2": 0.21501, "X3": 0.823, "Y3": 0.22779, "X4": 0.816, "Y4": 0.22779, "page": 0}, {"Word": "1300 Philadelphia", "Confidence": 0.92, "X1": 0.064, "Y1": 0.21376, "X2": 0.152, "Y2": 0.21356, "X3": 0.152, "Y3": 0.22924, "X4": 0.064, "Y4": 0.23068, "page": 0}, {"Word": "931", "Confidence": 0.848, "X1": 0.211, "Y1": 0.23252, "X2": 0.232, "Y2": 0.23232, "X3": 0.232, "Y3": 0.24655, "X4": 0.211, "Y4": 0.24655, "page": 0}, {"Word": "3.990", "Confidence": 0.799, "X1": 0.257, "Y1": 0.23252, "X2": 0.286, "Y2": 0.23232, "X3": 0.286, "Y3": 0.24655, "X4": 0.257, "Y4": 0.24655, "page": 0}, {"Word": "83.790", "Confidence": 0.661, "X1": 0.307, "Y1": 0.23252, "X2": 0.341, "Y2": 0.23232, "X3": 0.341, "Y3": 0.248, "X4": 0.307, "Y4": 0.24655, "page": 0}, {"Word": "266", "Confidence": 0.994, "X1": 0.377, "Y1": 0.23252, "X2": 0.397, "Y2": 0.23232, "X3": 0.396, "Y3": 0.24655, "X4": 0.376, "Y4": 0.24655, "page": 0}, {"Word": "206", "Confidence": 0.633, "X1": 0.44, "Y1": 0.23397, "X2": 0.458, "Y2": 0.23377, "X3": 0.457, "Y3": 0.248, "X4": 0.439, "Y4": 0.24655, "page": 0}, {"Word": "266", "Confidence": 0.991, "X1": 0.494, "Y1": 0.23108, "X2": 0.514, "Y2": 0.23088, "X3": 0.514, "Y3": 0.24655, "X4": 0.493, "Y4": 0.24655, "page": 0}, {"Word": "133", "Confidence": 0.998, "X1": 0.552, "Y1": 0.22964, "X2": 0.569, "Y2": 0.22944, "X3": 0.569, "Y3": 0.248, "X4": 0.551, "Y4": 0.248, "page": 0}, {"Word": "0", "Confidence": 0.63, "X1": 0.628, "Y1": 0.23397, "X2": 0.636, "Y2": 0.23377, "X3": 0.636, "Y3": 0.24655, "X4": 0.629, "Y4": 0.248, "page": 0}, {"Word": "0", "Confidence": 0.431, "X1": 0.884, "Y1": 0.23397, "X2": 0.89, "Y2": 0.23377, "X3": 0.89, "Y3": 0.24655, "X4": 0.884, "Y4": 0.24655, "page": 0}, {"Word": "1600 Buffalo", "Confidence": 0.9395, "X1": 0.063, "Y1": 0.23252, "X2": 0.13, "Y2": 0.23232, "X3": 0.13, "Y3": 0.24944, "X4": 0.063, "Y4": 0.248, "page": 0}, {"Word": "1,379", "Confidence": 0.774, "X1": 0.204, "Y1": 0.24984, "X2": 0.231, "Y2": 0.24964, "X3": 0.231, "Y3": 0.26531, "X4": 0.204, "Y4": 0.26676, "page": 0}, {"Word": "5.910", "Confidence": 0.765, "X1": 0.258, "Y1": 0.25128, "X2": 0.286, "Y2": 0.25108, "X3": 0.286, "Y3": 0.26531, "X4": 0.259, "Y4": 0.26676, "page": 0}, {"Word": "124,110", "Confidence": 0.865, "X1": 0.303, "Y1": 0.25128, "X2": 0.342, "Y2": 0.25108, "X3": 0.342, "Y3": 0.26676, "X4": 0.303, "Y4": 0.26531, "page": 0}, {"Word": "394", "Confidence": 0.995, "X1": 0.377, "Y1": 0.24984, "X2": 0.397, "Y2": 0.24964, "X3": 0.397, "Y3": 0.26676, "X4": 0.377, "Y4": 0.26676, "page": 0}, {"Word": "394", "Confidence": 0.994, "X1": 0.44, "Y1": 0.25128, "X2": 0.459, "Y2": 0.25108, "X3": 0.459, "Y3": 0.26531, "X4": 0.439, "Y4": 0.26531, "page": 0}, {"Word": "394", "Confidence": 0.998, "X1": 0.495, "Y1": 0.25128, "X2": 0.515, "Y2": 0.25108, "X3": 0.515, "Y3": 0.26676, "X4": 0.495, "Y4": 0.26531, "page": 0}, {"Word": "197", "Confidence": 0.998, "X1": 0.552, "Y1": 0.24984, "X2": 0.57, "Y2": 0.24964, "X3": 0.57, "Y3": 0.26531, "X4": 0.551, "Y4": 0.26531, "page": 0}, {"Word": "O", "Confidence": 0.794, "X1": 0.756, "Y1": 0.26571, "X2": 0.756, "Y2": 0.26551, "X3": 0.751, "Y3": 0.26676, "X4": 0.75, "Y4": 0.25233, "page": 0}, {"Word": "0", "Confidence": 0.454, "X1": 0.824, "Y1": 0.26571, "X2": 0.823, "Y2": 0.26551, "X3": 0.817, "Y3": 0.26676, "X4": 0.817, "Y4": 0.25233, "page": 0}, {"Word": "1700 Pittsburgh", "Confidence": 0.978, "X1": 0.063, "Y1": 0.25128, "X2": 0.143, "Y2": 0.25108, "X3": 0.143, "Y3": 0.2682, "X4": 0.063, "Y4": 0.26676, "page": 0}, {"Word": "1800 Cincinnati", "Confidence": 0.976, "X1": 0.063, "Y1": 0.27004, "X2": 0.143, "Y2": 0.26984, "X3": 0.143, "Y3": 0.28551, "X4": 0.063, "Y4": 0.28696, "page": 0}, {"Word": "3,052", "Confidence": 0.991, "X1": 0.202, "Y1": 0.2686, "X2": 0.233, "Y2": 0.2684, "X3": 0.233, "Y3": 0.28551, "X4": 0.202, "Y4": 0.28551, "page": 0}, {"Word": "13,080", "Confidence": 0.812, "X1": 0.253, "Y1": 0.27004, "X2": 0.291, "Y2": 0.26984, "X3": 0.29, "Y3": 0.28551, "X4": 0.253, "Y4": 0.28551, "page": 0}, {"Word": "274,680", "Confidence": 0.977, "X1": 0.301, "Y1": 0.2686, "X2": 0.341, "Y2": 0.2684, "X3": 0.341, "Y3": 0.28407, "X4": 0.301, "Y4": 0.28407, "page": 0}, {"Word": "872", "Confidence": 0.995, "X1": 0.378, "Y1": 0.27004, "X2": 0.397, "Y2": 0.26984, "X3": 0.397, "Y3": 0.28551, "X4": 0.377, "Y4": 0.28551, "page": 0}, {"Word": "872", "Confidence": 0.994, "X1": 0.439, "Y1": 0.2686, "X2": 0.459, "Y2": 0.2684, "X3": 0.458, "Y3": 0.28407, "X4": 0.439, "Y4": 0.28407, "page": 0}, {"Word": "872", "Confidence": 0.993, "X1": 0.496, "Y1": 0.27004, "X2": 0.515, "Y2": 0.26984, "X3": 0.515, "Y3": 0.28696, "X4": 0.495, "Y4": 0.28551, "page": 0}, {"Word": "436", "Confidence": 0.982, "X1": 0.551, "Y1": 0.2686, "X2": 0.571, "Y2": 0.2684, "X3": 0.57, "Y3": 0.28407, "X4": 0.55, "Y4": 0.28407, "page": 0}, {"Word": "0", "Confidence": 0.612, "X1": 0.627, "Y1": 0.27004, "X2": 0.635, "Y2": 0.26984, "X3": 0.636, "Y3": 0.28407, "X4": 0.627, "Y4": 0.28407, "page": 0}, {"Word": "0", "Confidence": 0.627, "X1": 0.75, "Y1": 0.27148, "X2": 0.758, "Y2": 0.27128, "X3": 0.758, "Y3": 0.28407, "X4": 0.75, "Y4": 0.28407, "page": 0}, {"Word": "8,261 35 90 745.290 2.366 2,366 2.356", "Confidence": 0.61829, "X1": 0.192, "Y1": 0.28736, "X2": 0.53, "Y2": 0.28716, "X3": 0.53, "Y3": 0.30427, "X4": 0.192, "Y4": 0.30427, "page": 0}, {"Word": "TO", "Confidence": 0.633, "X1": 0.879, "Y1": 0.28736, "X2": 0.892, "Y2": 0.28716, "X3": 0.893, "Y3": 0.30283, "X4": 0.879, "Y4": 0.30139, "page": 0}, {"Word": "ToGINESAT", "Confidence": 0.19, "X1": 0.064, "Y1": 0.2888, "X2": 0.171, "Y2": 0.2886, "X3": 0.171, "Y3": 0.3086, "X4": 0.064, "Y4": 0.30572, "page": 0}, {"Word": "2100 Winston-Salem", "Confidence": 0.989, "X1": 0.061, "Y1": 0.30612, "X2": 0.17, "Y2": 0.30592, "X3": 0.17, "Y3": 0.32592, "X4": 0.061, "Y4": 0.32448, "page": 0}, {"Word": "4,039", "Confidence": 0.815, "X1": 0.204, "Y1": 0.30756, "X2": 0.231, "Y2": 0.30736, "X3": 0.231, "Y3": 0.32303, "X4": 0.204, "Y4": 0.32303, "page": 0}, {"Word": "17,310", "Confidence": 0.871, "X1": 0.254, "Y1": 0.30756, "X2": 0.288, "Y2": 0.30736, "X3": 0.288, "Y3": 0.32303, "X4": 0.254, "Y4": 0.32159, "page": 0}, {"Word": "363,510", "Confidence": 0.848, "X1": 0.299, "Y1": 0.30756, "X2": 0.342, "Y2": 0.30736, "X3": 0.341, "Y3": 0.32303, "X4": 0.299, "Y4": 0.32303, "page": 0}, {"Word": "577", "Confidence": 0.994, "X1": 0.378, "Y1": 0.30612, "X2": 0.401, "Y2": 0.30592, "X3": 0.401, "Y3": 0.32303, "X4": 0.378, "Y4": 0.32159, "page": 0}, {"Word": "0", "Confidence": 0.849, "X1": 0.451, "Y1": 0.30756, "X2": 0.458, "Y2": 0.30736, "X3": 0.458, "Y3": 0.32159, "X4": 0.451, "Y4": 0.32159, "page": 0}, {"Word": "1.154", "Confidence": 0.687, "X1": 0.486, "Y1": 0.30756, "X2": 0.515, "Y2": 0.30736, "X3": 0.515, "Y3": 0.32303, "X4": 0.486, "Y4": 0.32159, "page": 0}, {"Word": "1.154", "Confidence": 0.845, "X1": 0.543, "Y1": 0.30612, "X2": 0.572, "Y2": 0.30592, "X3": 0.572, "Y3": 0.32159, "X4": 0.543, "Y4": 0.32303, "page": 0}, {"Word": "1.154:", "Confidence": 0.616, "X1": 0.607, "Y1": 0.30756, "X2": 0.641, "Y2": 0.30736, "X3": 0.641, "Y3": 0.32303, "X4": 0.607, "Y4": 0.32303, "page": 0}, {"Word": "0", "Confidence": 0.61, "X1": 0.751, "Y1": 0.30756, "X2": 0.758, "Y2": 0.30736, "X3": 0.758, "Y3": 0.32015, "X4": 0.751, "Y4": 0.32159, "page": 0}, {"Word": "0", "Confidence": 0.663, "X1": 0.816, "Y1": 0.309, "X2": 0.825, "Y2": 0.3088, "X3": 0.824, "Y3": 0.32303, "X4": 0.816, "Y4": 0.32303, "page": 0}, {"Word": "O", "Confidence": 0.661, "X1": 0.889, "Y1": 0.32488, "X2": 0.889, "Y2": 0.32468, "X3": 0.883, "Y3": 0.32592, "X4": 0.883, "Y4": 0.30716, "page": 0}, {"Word": "2200 Atlanta", "Confidence": 0.6495, "X1": 0.06, "Y1": 0.32632, "X2": 0.127, "Y2": 0.32612, "X3": 0.127, "Y3": 0.34323, "X4": 0.06, "Y4": 0.34323, "page": 0}, {"Word": "2,702", "Confidence": 0.8, "X1": 0.204, "Y1": 0.32632, "X2": 0.231, "Y2": 0.32612, "X3": 0.231, "Y3": 0.34179, "X4": 0.203, "Y4": 0.34179, "page": 0}, {"Word": "11,580", "Confidence": 0.939, "X1": 0.253, "Y1": 0.32632, "X2": 0.286, "Y2": 0.32612, "X3": 0.286, "Y3": 0.34179, "X4": 0.253, "Y4": 0.34179, "page": 0}, {"Word": "243,180", "Confidence": 0.834, "X1": 0.302, "Y1": 0.32632, "X2": 0.342, "Y2": 0.32612, "X3": 0.342, "Y3": 0.34323, "X4": 0.302, "Y4": 0.34179, "page": 0}, {"Word": "386", "Confidence": 0.993, "X1": 0.378, "Y1": 0.32776, "X2": 0.399, "Y2": 0.32756, "X3": 0.399, "Y3": 0.34179, "X4": 0.378, "Y4": 0.34179, "page": 0}, {"Word": "772", "Confidence": 0.998, "X1": 0.495, "Y1": 0.32776, "X2": 0.514, "Y2": 0.32756, "X3": 0.513, "Y3": 0.34179, "X4": 0.494, "Y4": 0.34035, "page": 0}, {"Word": "772", "Confidence": 0.998, "X1": 0.55, "Y1": 0.32776, "X2": 0.571, "Y2": 0.32756, "X3": 0.57, "Y3": 0.34323, "X4": 0.55, "Y4": 0.34179, "page": 0}, {"Word": "772", "Confidence": 0.996, "X1": 0.617, "Y1": 0.32776, "X2": 0.638, "Y2": 0.32756, "X3": 0.637, "Y3": 0.34323, "X4": 0.616, "Y4": 0.34179, "page": 0}, {"Word": "0", "Confidence": 0.495, "X1": 0.695, "Y1": 0.34219, "X2": 0.695, "Y2": 0.34199, "X3": 0.688, "Y3": 0.34179, "X4": 0.689, "Y4": 0.32736, "page": 0}, {"Word": "0", "Confidence": 0.607, "X1": 0.75, "Y1": 0.32776, "X2": 0.758, "Y2": 0.32756, "X3": 0.758, "Y3": 0.34035, "X4": 0.75, "Y4": 0.34179, "page": 0}, {"Word": "0", "Confidence": 0.616, "X1": 0.816, "Y1": 0.32776, "X2": 0.825, "Y2": 0.32756, "X3": 0.824, "Y3": 0.34179, "X4": 0.816, "Y4": 0.34179, "page": 0}, {"Word": "0", "Confidence": 0.584, "X1": 0.883, "Y1": 0.32776, "X2": 0.891, "Y2": 0.32756, "X3": 0.891, "Y3": 0.34179, "X4": 0.883, "Y4": 0.34179, "page": 0}, {"Word": "0", "Confidence": 0.271, "X1": 0.949, "Y1": 0.3292, "X2": 0.957, "Y2": 0.329, "X3": 0.958, "Y3": 0.34179, "X4": 0.949, "Y4": 0.34179, "page": 0}, {"Word": "2300 Florida", "Confidence": 0.853, "X1": 0.061, "Y1": 0.34508, "X2": 0.126, "Y2": 0.34488, "X3": 0.126, "Y3": 0.36055, "X4": 0.061, "Y4": 0.36199, "page": 0}, {"Word": "3,577", "Confidence": 0.658, "X1": 0.203, "Y1": 0.34508, "X2": 0.23, "Y2": 0.34488, "X3": 0.23, "Y3": 0.36055, "X4": 0.203, "Y4": 0.36055, "page": 0}, {"Word": "15,330", "Confidence": 0.991, "X1": 0.253, "Y1": 0.34508, "X2": 0.286, "Y2": 0.34488, "X3": 0.286, "Y3": 0.36055, "X4": 0.253, "Y4": 0.36055, "page": 0}, {"Word": "321,930", "Confidence": 0.958, "X1": 0.301, "Y1": 0.34652, "X2": 0.342, "Y2": 0.34632, "X3": 0.342, "Y3": 0.36199, "X4": 0.301, "Y4": 0.36055, "page": 0}, {"Word": "511", "Confidence": 0.996, "X1": 0.378, "Y1": 0.34652, "X2": 0.399, "Y2": 0.34632, "X3": 0.399, "Y3": 0.36199, "X4": 0.378, "Y4": 0.36055, "page": 0}, {"Word": "0", "Confidence": 0.671, "X1": 0.452, "Y1": 0.34508, "X2": 0.458, "Y2": 0.34488, "X3": 0.457, "Y3": 0.35911, "X4": 0.451, "Y4": 0.35911, "page": 0}, {"Word": "1.022", "Confidence": 0.651, "X1": 0.486, "Y1": 0.34652, "X2": 0.514, "Y2": 0.34632, "X3": 0.514, "Y3": 0.36055, "X4": 0.486, "Y4": 0.35911, "page": 0}, {"Word": "1,022", "Confidence": 0.955, "X1": 0.542, "Y1": 0.34508, "X2": 0.57, "Y2": 0.34488, "X3": 0.569, "Y3": 0.36055, "X4": 0.542, "Y4": 0.36055, "page": 0}, {"Word": "1,022", "Confidence": 0.849, "X1": 0.609, "Y1": 0.34508, "X2": 0.637, "Y2": 0.34488, "X3": 0.636, "Y3": 0.36055, "X4": 0.608, "Y4": 0.36055, "page": 0}, {"Word": "0", "Confidence": 0.676, "X1": 0.75, "Y1": 0.34652, "X2": 0.758, "Y2": 0.34632, "X3": 0.758, "Y3": 0.35911, "X4": 0.75, "Y4": 0.35911, "page": 0}, {"Word": "0", "Confidence": 0.288, "X1": 0.817, "Y1": 0.34652, "X2": 0.824, "Y2": 0.34632, "X3": 0.823, "Y3": 0.35911, "X4": 0.817, "Y4": 0.36055, "page": 0}, {"Word": "0", "Confidence": 0.637, "X1": 0.883, "Y1": 0.34652, "X2": 0.891, "Y2": 0.34632, "X3": 0.891, "Y3": 0.36055, "X4": 0.883, "Y4": 0.36055, "page": 0}, {"Word": "2600 Dallas", "Confidence": 0.8015, "X1": 0.06, "Y1": 0.36384, "X2": 0.124, "Y2": 0.36364, "X3": 0.124, "Y3": 0.38075, "X4": 0.06, "Y4": 0.38075, "page": 0}, {"Word": "3,969", "Confidence": 0.8, "X1": 0.203, "Y1": 0.36384, "X2": 0.232, "Y2": 0.36364, "X3": 0.232, "Y3": 0.37931, "X4": 0.203, "Y4": 0.38075, "page": 0}, {"Word": "17,010", "Confidence": 0.667, "X1": 0.254, "Y1": 0.36384, "X2": 0.286, "Y2": 0.36364, "X3": 0.286, "Y3": 0.37931, "X4": 0.253, "Y4": 0.37931, "page": 0}, {"Word": "357,210", "Confidence": 0.848, "X1": 0.302, "Y1": 0.36384, "X2": 0.342, "Y2": 0.36364, "X3": 0.342, "Y3": 0.37931, "X4": 0.302, "Y4": 0.37931, "page": 0}, {"Word": "0", "Confidence": 0.763, "X1": 0.387, "Y1": 0.36384, "X2": 0.398, "Y2": 0.36364, "X3": 0.398, "Y3": 0.37931, "X4": 0.387, "Y4": 0.37931, "page": 0}, {"Word": "1.134", "Confidence": 0.648, "X1": 0.43, "Y1": 0.36384, "X2": 0.458, "Y2": 0.36364, "X3": 0.458, "Y3": 0.37931, "X4": 0.431, "Y4": 0.37931, "page": 0}, {"Word": "1,134", "Confidence": 0.848, "X1": 0.487, "Y1": 0.36384, "X2": 0.514, "Y2": 0.36364, "X3": 0.514, "Y3": 0.37931, "X4": 0.487, "Y4": 0.37931, "page": 0}, {"Word": "1,134", "Confidence": 0.802, "X1": 0.542, "Y1": 0.36384, "X2": 0.569, "Y2": 0.36364, "X3": 0.569, "Y3": 0.37931, "X4": 0.542, "Y4": 0.38075, "page": 0}, {"Word": "567", "Confidence": 0.875, "X1": 0.676, "Y1": 0.36528, "X2": 0.694, "Y2": 0.36508, "X3": 0.694, "Y3": 0.37931, "X4": 0.676, "Y4": 0.37931, "page": 0}, {"Word": "2900 Richmond", "Confidence": 0.9885, "X1": 0.061, "Y1": 0.3826, "X2": 0.144, "Y2": 0.3824, "X3": 0.144, "Y3": 0.39951, "X4": 0.061, "Y4": 0.39951, "page": 0}, {"Word": "1,722", "Confidence": 0.915, "X1": 0.204, "Y1": 0.38115, "X2": 0.232, "Y2": 0.38095, "X3": 0.232, "Y3": 0.39951, "X4": 0.203, "Y4": 0.39951, "page": 0}, {"Word": "7,380", "Confidence": 0.876, "X1": 0.257, "Y1": 0.38115, "X2": 0.288, "Y2": 0.38095, "X3": 0.288, "Y3": 0.39951, "X4": 0.257, "Y4": 0.39951, "page": 0}, {"Word": "154,980", "Confidence": 0.991, "X1": 0.302, "Y1": 0.3826, "X2": 0.342, "Y2": 0.3824, "X3": 0.342, "Y3": 0.39951, "X4": 0.302, "Y4": 0.39951, "page": 0}, {"Word": "246", "Confidence": 0.996, "X1": 0.377, "Y1": 0.38115, "X2": 0.397, "Y2": 0.38095, "X3": 0.397, "Y3": 0.39807, "X4": 0.377, "Y4": 0.39807, "page": 0}, {"Word": "0", "Confidence": 0.673, "X1": 0.452, "Y1": 0.38404, "X2": 0.459, "Y2": 0.38384, "X3": 0.459, "Y3": 0.39951, "X4": 0.452, "Y4": 0.39951, "page": 0}, {"Word": "492", "Confidence": 0.998, "X1": 0.494, "Y1": 0.3826, "X2": 0.516, "Y2": 0.3824, "X3": 0.516, "Y3": 0.39951, "X4": 0.494, "Y4": 0.39807, "page": 0}, {"Word": "492", "Confidence": 0.995, "X1": 0.55, "Y1": 0.38404, "X2": 0.57, "Y2": 0.38384, "X3": 0.57, "Y3": 0.39951, "X4": 0.55, "Y4": 0.39951, "page": 0}, {"Word": "492", "Confidence": 0.996, "X1": 0.616, "Y1": 0.38404, "X2": 0.637, "Y2": 0.38384, "X3": 0.637, "Y3": 0.39951, "X4": 0.616, "Y4": 0.39807, "page": 0}, {"Word": "0", "Confidence": 0.343, "X1": 0.688, "Y1": 0.38548, "X2": 0.696, "Y2": 0.38528, "X3": 0.695, "Y3": 0.39951, "X4": 0.687, "Y4": 0.39951, "page": 0}, {"Word": "0", "Confidence": 0.68, "X1": 0.751, "Y1": 0.38404, "X2": 0.759, "Y2": 0.38384, "X3": 0.759, "Y3": 0.39807, "X4": 0.75, "Y4": 0.39807, "page": 0}, {"Word": "0", "Confidence": 0.236, "X1": 0.824, "Y1": 0.39991, "X2": 0.823, "Y2": 0.39971, "X3": 0.817, "Y3": 0.39951, "X4": 0.817, "Y4": 0.38364, "page": 0}, {"Word": "0", "Confidence": 0.661, "X1": 0.884, "Y1": 0.38548, "X2": 0.891, "Y2": 0.38528, "X3": 0.891, "Y3": 0.39807, "X4": 0.884, "Y4": 0.39951, "page": 0}, {"Word": "51720 48", "Confidence": 0.1065, "X1": 0.363, "Y1": 0.39991, "X2": 0.418, "Y2": 0.39971, "X3": 0.418, "Y3": 0.41683, "X4": 0.363, "Y4": 0.41971, "page": 0}, {"Word": "FO", "Confidence": 0.665, "X1": 0.811, "Y1": 0.40424, "X2": 0.826, "Y2": 0.40404, "X3": 0.826, "Y3": 0.41683, "X4": 0.811, "Y4": 0.41538, "page": 0}, {"Word": "TO", "Confidence": 0.331, "X1": 0.879, "Y1": 0.40424, "X2": 0.891, "Y2": 0.40404, "X3": 0.891, "Y3": 0.41538, "X4": 0.879, "Y4": 0.41394, "page": 0}, {"Word": "10GISSA", "Confidence": 0.23, "X1": 0.063, "Y1": 0.39991, "X2": 0.151, "Y2": 0.39971, "X3": 0.151, "Y3": 0.41827, "X4": 0.063, "Y4": 0.41971, "page": 0}, {"Word": "16,009 68 610 1 440 81058", "Confidence": 0.67633, "X1": 0.199, "Y1": 0.40135, "X2": 0.361, "Y2": 0.40115, "X3": 0.361, "Y3": 0.41827, "X4": 0.199, "Y4": 0.41827, "page": 0}, {"Word": "-567", "Confidence": 0.602, "X1": 0.673, "Y1": 0.4028, "X2": 0.704, "Y2": 0.4026, "X3": 0.703, "Y3": 0.42116, "X4": 0.673, "Y4": 0.41827, "page": 0}, {"Word": "847", "Confidence": 0.991, "X1": 0.213, "Y1": 0.42156, "X2": 0.232, "Y2": 0.42136, "X3": 0.232, "Y3": 0.43703, "X4": 0.212, "Y4": 0.43559, "page": 0}, {"Word": "3.630", "Confidence": 0.873, "X1": 0.259, "Y1": 0.42156, "X2": 0.287, "Y2": 0.42136, "X3": 0.287, "Y3": 0.43559, "X4": 0.259, "Y4": 0.43559, "page": 0}, {"Word": "76,230", "Confidence": 0.885, "X1": 0.307, "Y1": 0.42156, "X2": 0.341, "Y2": 0.42136, "X3": 0.341, "Y3": 0.43703, "X4": 0.307, "Y4": 0.43559, "page": 0}, {"Word": "0", "Confidence": 0.681, "X1": 0.39, "Y1": 0.423, "X2": 0.397, "Y2": 0.4228, "X3": 0.397, "Y3": 0.43559, "X4": 0.39, "Y4": 0.43559, "page": 0}, {"Word": "0", "Confidence": 0.416, "X1": 0.506, "Y1": 0.423, "X2": 0.515, "Y2": 0.4228, "X3": 0.514, "Y3": 0.43703, "X4": 0.506, "Y4": 0.43703, "page": 0}, {"Word": "0", "Confidence": 0.619, "X1": 0.561, "Y1": 0.423, "X2": 0.57, "Y2": 0.4228, "X3": 0.569, "Y3": 0.43703, "X4": 0.561, "Y4": 0.43703, "page": 0}, {"Word": "0", "Confidence": 0.334, "X1": 0.628, "Y1": 0.423, "X2": 0.637, "Y2": 0.4228, "X3": 0.637, "Y3": 0.43703, "X4": 0.629, "Y4": 0.43703, "page": 0}, {"Word": "242", "Confidence": 0.996, "X1": 0.738, "Y1": 0.42011, "X2": 0.758, "Y2": 0.41991, "X3": 0.758, "Y3": 0.43703, "X4": 0.739, "Y4": 0.43703, "page": 0}, {"Word": "242", "Confidence": 0.998, "X1": 0.806, "Y1": 0.42156, "X2": 0.825, "Y2": 0.42136, "X3": 0.824, "Y3": 0.43703, "X4": 0.805, "Y4": 0.43703, "page": 0}, {"Word": "242", "Confidence": 0.998, "X1": 0.871, "Y1": 0.42156, "X2": 0.89, "Y2": 0.42136, "X3": 0.889, "Y3": 0.43703, "X4": 0.871, "Y4": 0.43703, "page": 0}, {"Word": "5100 N. Califomia", "Confidence": 0.65167, "X1": 0.06, "Y1": 0.42011, "X2": 0.154, "Y2": 0.41991, "X3": 0.154, "Y3": 0.43847, "X4": 0.06, "Y4": 0.43847, "page": 0}, {"Word": "0", "Confidence": 0.36, "X1": 0.687, "Y1": 0.423, "X2": 0.696, "Y2": 0.4228, "X3": 0.696, "Y3": 0.43847, "X4": 0.687, "Y4": 0.43847, "page": 0}, {"Word": "121", "Confidence": 0.994, "X1": 0.94, "Y1": 0.42011, "X2": 0.956, "Y2": 0.41991, "X3": 0.956, "Y3": 0.43847, "X4": 0.939, "Y4": 0.43847, "page": 0}, {"Word": "5400 S. California", "Confidence": 0.683, "X1": 0.063, "Y1": 0.44032, "X2": 0.154, "Y2": 0.44012, "X3": 0.154, "Y3": 0.45723, "X4": 0.063, "Y4": 0.45867, "page": 0}, {"Word": "854", "Confidence": 0.998, "X1": 0.212, "Y1": 0.44032, "X2": 0.232, "Y2": 0.44012, "X3": 0.232, "Y3": 0.45579, "X4": 0.212, "Y4": 0.45579, "page": 0}, {"Word": "3,660", "Confidence": 0.78, "X1": 0.258, "Y1": 0.44032, "X2": 0.286, "Y2": 0.44012, "X3": 0.286, "Y3": 0.45579, "X4": 0.258, "Y4": 0.45579, "page": 0}, {"Word": "76,860", "Confidence": 0.883, "X1": 0.307, "Y1": 0.44032, "X2": 0.341, "Y2": 0.44012, "X3": 0.341, "Y3": 0.45435, "X4": 0.307, "Y4": 0.45435, "page": 0}, {"Word": "34", "Confidence": 0.987, "X1": 0.444, "Y1": 0.43887, "X2": 0.459, "Y2": 0.43867, "X3": 0.459, "Y3": 0.45435, "X4": 0.443, "Y4": 0.45435, "page": 0}, {"Word": "34", "Confidence": 0.998, "X1": 0.499, "Y1": 0.44032, "X2": 0.515, "Y2": 0.44012, "X3": 0.514, "Y3": 0.45435, "X4": 0.499, "Y4": 0.45435, "page": 0}, {"Word": "34", "Confidence": 0.998, "X1": 0.556, "Y1": 0.44032, "X2": 0.571, "Y2": 0.44012, "X3": 0.57, "Y3": 0.45579, "X4": 0.555, "Y4": 0.45579, "page": 0}, {"Word": "0", "Confidence": 0.325, "X1": 0.628, "Y1": 0.44176, "X2": 0.636, "Y2": 0.44156, "X3": 0.636, "Y3": 0.45579, "X4": 0.628, "Y4": 0.45579, "page": 0}, {"Word": "17", "Confidence": 0.998, "X1": 0.683, "Y1": 0.44032, "X2": 0.695, "Y2": 0.44012, "X3": 0.695, "Y3": 0.45435, "X4": 0.683, "Y4": 0.45435, "page": 0}, {"Word": "210", "Confidence": 0.998, "X1": 0.739, "Y1": 0.44032, "X2": 0.759, "Y2": 0.44012, "X3": 0.758, "Y3": 0.45579, "X4": 0.739, "Y4": 0.45579, "page": 0}, {"Word": "210", "Confidence": 0.998, "X1": 0.804, "Y1": 0.44176, "X2": 0.825, "Y2": 0.44156, "X3": 0.825, "Y3": 0.45723, "X4": 0.803, "Y4": 0.45579, "page": 0}, {"Word": "210", "Confidence": 0.998, "X1": 0.869, "Y1": 0.44032, "X2": 0.89, "Y2": 0.44012, "X3": 0.889, "Y3": 0.45579, "X4": 0.868, "Y4": 0.45579, "page": 0}, {"Word": "105", "Confidence": 0.822, "X1": 0.941, "Y1": 0.43743, "X2": 0.956, "Y2": 0.43723, "X3": 0.956, "Y3": 0.45579, "X4": 0.94, "Y4": 0.45579, "page": 0}, {"Word": "5600 Seattle", "Confidence": 0.916, "X1": 0.063, "Y1": 0.46052, "X2": 0.129, "Y2": 0.46032, "X3": 0.129, "Y3": 0.47599, "X4": 0.063, "Y4": 0.47599, "page": 0}, {"Word": "952", "Confidence": 0.998, "X1": 0.214, "Y1": 0.46052, "X2": 0.232, "Y2": 0.46032, "X3": 0.232, "Y3": 0.47455, "X4": 0.213, "Y4": 0.47455, "page": 0}, {"Word": "4.080", "Confidence": 0.654, "X1": 0.258, "Y1": 0.46052, "X2": 0.287, "Y2": 0.46032, "X3": 0.287, "Y3": 0.47455, "X4": 0.258, "Y4": 0.47455, "page": 0}, {"Word": "85,680", "Confidence": 0.922, "X1": 0.307, "Y1": 0.45907, "X2": 0.342, "Y2": 0.45887, "X3": 0.342, "Y3": 0.47455, "X4": 0.307, "Y4": 0.47455, "page": 0}, {"Word": "272", "Confidence": 0.991, "X1": 0.438, "Y1": 0.45907, "X2": 0.459, "Y2": 0.45887, "X3": 0.459, "Y3": 0.47599, "X4": 0.437, "Y4": 0.47743, "page": 0}, {"Word": "272", "Confidence": 0.998, "X1": 0.494, "Y1": 0.45907, "X2": 0.513, "Y2": 0.45887, "X3": 0.513, "Y3": 0.47455, "X4": 0.493, "Y4": 0.47455, "page": 0}, {"Word": "272", "Confidence": 0.991, "X1": 0.551, "Y1": 0.45763, "X2": 0.569, "Y2": 0.45743, "X3": 0.568, "Y3": 0.47455, "X4": 0.55, "Y4": 0.47455, "page": 0}, {"Word": "0", "Confidence": 0.643, "X1": 0.628, "Y1": 0.46052, "X2": 0.637, "Y2": 0.46032, "X3": 0.637, "Y3": 0.47455, "X4": 0.628, "Y4": 0.47455, "page": 0}, {"Word": "136", "Confidence": 0.893, "X1": 0.676, "Y1": 0.45907, "X2": 0.695, "Y2": 0.45887, "X3": 0.695, "Y3": 0.47599, "X4": 0.676, "Y4": 0.47455, "page": 0}, {"Word": "0", "Confidence": 0.631, "X1": 0.816, "Y1": 0.46052, "X2": 0.824, "Y2": 0.46032, "X3": 0.824, "Y3": 0.47455, "X4": 0.816, "Y4": 0.47455, "page": 0}, {"Word": "0", "Confidence": 0.62, "X1": 0.883, "Y1": 0.46052, "X2": 0.89, "Y2": 0.46032, "X3": 0.89, "Y3": 0.47455, "X4": 0.883, "Y4": 0.47599, "page": 0}, {"Word": "0", "Confidence": 0.789, "X1": 0.949, "Y1": 0.46052, "X2": 0.957, "Y2": 0.46032, "X3": 0.958, "Y3": 0.47455, "X4": 0.949, "Y4": 0.47455, "page": 0}, {"Word": "5800 Houston", "Confidence": 0.89, "X1": 0.06, "Y1": 0.47783, "X2": 0.134, "Y2": 0.47763, "X3": 0.134, "Y3": 0.49475, "X4": 0.06, "Y4": 0.49619, "page": 0}, {"Word": "3,871", "Confidence": 0.67, "X1": 0.204, "Y1": 0.47783, "X2": 0.233, "Y2": 0.47763, "X3": 0.233, "Y3": 0.49331, "X4": 0.203, "Y4": 0.49331, "page": 0}, {"Word": "16.590", "Confidence": 0.675, "X1": 0.254, "Y1": 0.47639, "X2": 0.287, "Y2": 0.47619, "X3": 0.287, "Y3": 0.49331, "X4": 0.254, "Y4": 0.49331, "page": 0}, {"Word": "348,390", "Confidence": 0.967, "X1": 0.301, "Y1": 0.47639, "X2": 0.342, "Y2": 0.47619, "X3": 0.342, "Y3": 0.49331, "X4": 0.301, "Y4": 0.49331, "page": 0}, {"Word": "0", "Confidence": 0.685, "X1": 0.389, "Y1": 0.47783, "X2": 0.398, "Y2": 0.47763, "X3": 0.398, "Y3": 0.49331, "X4": 0.389, "Y4": 0.49331, "page": 0}, {"Word": "1,106", "Confidence": 0.904, "X1": 0.431, "Y1": 0.47783, "X2": 0.46, "Y2": 0.47763, "X3": 0.459, "Y3": 0.49331, "X4": 0.431, "Y4": 0.49475, "page": 0}, {"Word": "1.106", "Confidence": 0.624, "X1": 0.486, "Y1": 0.47639, "X2": 0.515, "Y2": 0.47619, "X3": 0.515, "Y3": 0.49331, "X4": 0.486, "Y4": 0.49475, "page": 0}, {"Word": "1.106", "Confidence": 0.667, "X1": 0.542, "Y1": 0.47639, "X2": 0.57, "Y2": 0.47619, "X3": 0.569, "Y3": 0.49331, "X4": 0.542, "Y4": 0.49475, "page": 0}, {"Word": "0", "Confidence": 0.68, "X1": 0.628, "Y1": 0.47928, "X2": 0.637, "Y2": 0.47908, "X3": 0.637, "Y3": 0.49475, "X4": 0.628, "Y4": 0.49475, "page": 0}, {"Word": "553", "Confidence": 0.998, "X1": 0.677, "Y1": 0.47783, "X2": 0.696, "Y2": 0.47763, "X3": 0.695, "Y3": 0.49475, "X4": 0.677, "Y4": 0.49475, "page": 0}, {"Word": "0", "Confidence": 0.511, "X1": 0.75, "Y1": 0.47928, "X2": 0.759, "Y2": 0.47908, "X3": 0.759, "Y3": 0.49331, "X4": 0.75, "Y4": 0.49331, "page": 0}, {"Word": "0", "Confidence": 0.613, "X1": 0.883, "Y1": 0.48072, "X2": 0.89, "Y2": 0.48052, "X3": 0.89, "Y3": 0.49331, "X4": 0.883, "Y4": 0.49331, "page": 0}, {"Word": "B24", "Confidence": 0.679, "X1": 0.214, "Y1": 0.49948, "X2": 0.232, "Y2": 0.49928, "X3": 0.231, "Y3": 0.51207, "X4": 0.213, "Y4": 0.51062, "page": 0}, {"Word": "27.950", "Confidence": 0.22, "X1": 0.252, "Y1": 0.49804, "X2": 0.288, "Y2": 0.49784, "X3": 0.287, "Y3": 0.51351, "X4": 0.252, "Y4": 0.51207, "page": 0}, {"Word": "Prone", "Confidence": 0.281, "X1": 0.376, "Y1": 0.49948, "X2": 0.415, "Y2": 0.49928, "X3": 0.415, "Y3": 0.51495, "X4": 0.376, "Y4": 0.51351, "page": 0}, {"Word": "452", "Confidence": 0.678, "X1": 0.785, "Y1": 0.49804, "X2": 0.827, "Y2": 0.49784, "X3": 0.827, "Y3": 0.51495, "X4": 0.785, "Y4": 0.51351, "page": 0}, {"Word": "457", "Confidence": 0.581, "X1": 0.87, "Y1": 0.50092, "X2": 0.89, "Y2": 0.50072, "X3": 0.89, "Y3": 0.51207, "X4": 0.871, "Y4": 0.51495, "page": 0}, {"Word": "12-3 226", "Confidence": 0.356, "X1": 0.913, "Y1": 0.49659, "X2": 0.959, "Y2": 0.49639, "X3": 0.959, "Y3": 0.51495, "X4": 0.913, "Y4": 0.51495, "page": 0}, {"Word": "6200 Chicago", "Confidence": 0.957, "X1": 0.062, "Y1": 0.51679, "X2": 0.134, "Y2": 0.51659, "X3": 0.134, "Y3": 0.53371, "X4": 0.062, "Y4": 0.53371, "page": 0}, {"Word": "1,372", "Confidence": 0.703, "X1": 0.205, "Y1": 0.51535, "X2": 0.232, "Y2": 0.51515, "X3": 0.232, "Y3": 0.53082, "X4": 0.205, "Y4": 0.53082, "page": 0}, {"Word": "5,880", "Confidence": 0.82, "X1": 0.257, "Y1": 0.51535, "X2": 0.288, "Y2": 0.51515, "X3": 0.287, "Y3": 0.53082, "X4": 0.257, "Y4": 0.53082, "page": 0}, {"Word": "123,480", "Confidence": 0.902, "X1": 0.302, "Y1": 0.51535, "X2": 0.342, "Y2": 0.51515, "X3": 0.343, "Y3": 0.53082, "X4": 0.302, "Y4": 0.53227, "page": 0}, {"Word": "0", "Confidence": 0.676, "X1": 0.389, "Y1": 0.51824, "X2": 0.398, "Y2": 0.51804, "X3": 0.398, "Y3": 0.53227, "X4": 0.389, "Y4": 0.53227, "page": 0}, {"Word": "392", "Confidence": 0.998, "X1": 0.439, "Y1": 0.51535, "X2": 0.46, "Y2": 0.51515, "X3": 0.459, "Y3": 0.53082, "X4": 0.438, "Y4": 0.53227, "page": 0}, {"Word": "392", "Confidence": 0.998, "X1": 0.495, "Y1": 0.51535, "X2": 0.515, "Y2": 0.51515, "X3": 0.515, "Y3": 0.53082, "X4": 0.495, "Y4": 0.53082, "page": 0}, {"Word": "392", "Confidence": 0.994, "X1": 0.551, "Y1": 0.51391, "X2": 0.57, "Y2": 0.51371, "X3": 0.569, "Y3": 0.53082, "X4": 0.55, "Y4": 0.53227, "page": 0}, {"Word": "0", "Confidence": 0.674, "X1": 0.628, "Y1": 0.51679, "X2": 0.636, "Y2": 0.51659, "X3": 0.637, "Y3": 0.53082, "X4": 0.628, "Y4": 0.53082, "page": 0}, {"Word": "196", "Confidence": 0.786, "X1": 0.677, "Y1": 0.51535, "X2": 0.694, "Y2": 0.51515, "X3": 0.693, "Y3": 0.53082, "X4": 0.676, "Y4": 0.53082, "page": 0}, {"Word": "0", "Confidence": 0.628, "X1": 0.75, "Y1": 0.51679, "X2": 0.758, "Y2": 0.51659, "X3": 0.758, "Y3": 0.53082, "X4": 0.75, "Y4": 0.53082, "page": 0}, {"Word": "0", "Confidence": 0.614, "X1": 0.817, "Y1": 0.51824, "X2": 0.824, "Y2": 0.51804, "X3": 0.824, "Y3": 0.53082, "X4": 0.817, "Y4": 0.53082, "page": 0}, {"Word": "0", "Confidence": 0.564, "X1": 0.884, "Y1": 0.51679, "X2": 0.89, "Y2": 0.51659, "X3": 0.89, "Y3": 0.53082, "X4": 0.884, "Y4": 0.53082, "page": 0}, {"Word": "0", "Confidence": 0.621, "X1": 0.948, "Y1": 0.51679, "X2": 0.958, "Y2": 0.51659, "X3": 0.958, "Y3": 0.53082, "X4": 0.949, "Y4": 0.53227, "page": 0}, {"Word": "6300 Minneapolis", "Confidence": 0.963, "X1": 0.062, "Y1": 0.53411, "X2": 0.153, "Y2": 0.53391, "X3": 0.153, "Y3": 0.55103, "X4": 0.062, "Y4": 0.55103, "page": 0}, {"Word": "1,526", "Confidence": 0.849, "X1": 0.204, "Y1": 0.53411, "X2": 0.233, "Y2": 0.53391, "X3": 0.233, "Y3": 0.55103, "X4": 0.204, "Y4": 0.55103, "page": 0}, {"Word": "6,540", "Confidence": 0.829, "X1": 0.256, "Y1": 0.53555, "X2": 0.287, "Y2": 0.53535, "X3": 0.287, "Y3": 0.54958, "X4": 0.256, "Y4": 0.55103, "page": 0}, {"Word": "137,340", "Confidence": 0.991, "X1": 0.301, "Y1": 0.53411, "X2": 0.343, "Y2": 0.53391, "X3": 0.343, "Y3": 0.55103, "X4": 0.301, "Y4": 0.55103, "page": 0}, {"Word": "0", "Confidence": 0.781, "X1": 0.39, "Y1": 0.53555, "X2": 0.398, "Y2": 0.53535, "X3": 0.398, "Y3": 0.54958, "X4": 0.39, "Y4": 0.54958, "page": 0}, {"Word": "436", "Confidence": 0.813, "X1": 0.441, "Y1": 0.53555, "X2": 0.457, "Y2": 0.53535, "X3": 0.457, "Y3": 0.54958, "X4": 0.44, "Y4": 0.54958, "page": 0}, {"Word": "436", "Confidence": 0.996, "X1": 0.496, "Y1": 0.53267, "X2": 0.515, "Y2": 0.53247, "X3": 0.515, "Y3": 0.55103, "X4": 0.495, "Y4": 0.55103, "page": 0}, {"Word": "436", "Confidence": 0.947, "X1": 0.552, "Y1": 0.53411, "X2": 0.571, "Y2": 0.53391, "X3": 0.57, "Y3": 0.55103, "X4": 0.551, "Y4": 0.55247, "page": 0}, {"Word": "0", "Confidence": 0.713, "X1": 0.627, "Y1": 0.53555, "X2": 0.637, "Y2": 0.53535, "X3": 0.637, "Y3": 0.55103, "X4": 0.628, "Y4": 0.55103, "page": 0}, {"Word": "218", "Confidence": 0.998, "X1": 0.676, "Y1": 0.53555, "X2": 0.696, "Y2": 0.53535, "X3": 0.696, "Y3": 0.55103, "X4": 0.676, "Y4": 0.55103, "page": 0}, {"Word": "0", "Confidence": 0.778, "X1": 0.75, "Y1": 0.537, "X2": 0.759, "Y2": 0.5368, "X3": 0.759, "Y3": 0.55103, "X4": 0.751, "Y4": 0.55103, "page": 0}, {"Word": "0", "Confidence": 0.608, "X1": 0.817, "Y1": 0.53844, "X2": 0.824, "Y2": 0.53824, "X3": 0.824, "Y3": 0.55103, "X4": 0.818, "Y4": 0.55103, "page": 0}, {"Word": "6600 Denver", "Confidence": 0.881, "X1": 0.063, "Y1": 0.55431, "X2": 0.13, "Y2": 0.55411, "X3": 0.13, "Y3": 0.57123, "X4": 0.063, "Y4": 0.57123, "page": 0}, {"Word": "1.603", "Confidence": 0.819, "X1": 0.205, "Y1": 0.55431, "X2": 0.233, "Y2": 0.55411, "X3": 0.232, "Y3": 0.56834, "X4": 0.204, "Y4": 0.56834, "page": 0}, {"Word": "6,870", "Confidence": 0.769, "X1": 0.258, "Y1": 0.55431, "X2": 0.287, "Y2": 0.55411, "X3": 0.287, "Y3": 0.56979, "X4": 0.257, "Y4": 0.56979, "page": 0}, {"Word": "144,270", "Confidence": 0.963, "X1": 0.302, "Y1": 0.55431, "X2": 0.342, "Y2": 0.55411, "X3": 0.342, "Y3": 0.56834, "X4": 0.302, "Y4": 0.56834, "page": 0}, {"Word": "0", "Confidence": 0.68, "X1": 0.39, "Y1": 0.55431, "X2": 0.398, "Y2": 0.55411, "X3": 0.398, "Y3": 0.56834, "X4": 0.39, "Y4": 0.56979, "page": 0}, {"Word": "458", "Confidence": 0.994, "X1": 0.438, "Y1": 0.55143, "X2": 0.46, "Y2": 0.55123, "X3": 0.46, "Y3": 0.57123, "X4": 0.438, "Y4": 0.57123, "page": 0}, {"Word": "458", "Confidence": 0.965, "X1": 0.495, "Y1": 0.55287, "X2": 0.513, "Y2": 0.55267, "X3": 0.513, "Y3": 0.56834, "X4": 0.495, "Y4": 0.56979, "page": 0}, {"Word": "458", "Confidence": 0.995, "X1": 0.551, "Y1": 0.55143, "X2": 0.57, "Y2": 0.55123, "X3": 0.57, "Y3": 0.56979, "X4": 0.551, "Y4": 0.56979, "page": 0}, {"Word": "0", "Confidence": 0.268, "X1": 0.628, "Y1": 0.55431, "X2": 0.637, "Y2": 0.55411, "X3": 0.637, "Y3": 0.56979, "X4": 0.629, "Y4": 0.56979, "page": 0}, {"Word": "229", "Confidence": 0.995, "X1": 0.678, "Y1": 0.55431, "X2": 0.696, "Y2": 0.55411, "X3": 0.695, "Y3": 0.56979, "X4": 0.678, "Y4": 0.56979, "page": 0}, {"Word": "0", "Confidence": 0.67, "X1": 0.751, "Y1": 0.55576, "X2": 0.759, "Y2": 0.55556, "X3": 0.759, "Y3": 0.56979, "X4": 0.752, "Y4": 0.56979, "page": 0}, {"Word": "0", "Confidence": 0.576, "X1": 0.816, "Y1": 0.5572, "X2": 0.824, "Y2": 0.557, "X3": 0.824, "Y3": 0.56979, "X4": 0.817, "Y4": 0.56979, "page": 0}, {"Word": "0", "Confidence": 0.621, "X1": 0.884, "Y1": 0.55576, "X2": 0.891, "Y2": 0.55556, "X3": 0.891, "Y3": 0.56979, "X4": 0.884, "Y4": 0.56979, "page": 0}, {"Word": "O", "Confidence": 0.632, "X1": 0.957, "Y1": 0.57019, "X2": 0.957, "Y2": 0.56999, "X3": 0.951, "Y3": 0.57123, "X4": 0.95, "Y4": 0.55536, "page": 0}, {"Word": "6700 Detroit", "Confidence": 0.7985, "X1": 0.063, "Y1": 0.57307, "X2": 0.129, "Y2": 0.57287, "X3": 0.129, "Y3": 0.5871, "X4": 0.063, "Y4": 0.58999, "page": 0}, {"Word": "115,920", "Confidence": 0.932, "X1": 0.302, "Y1": 0.57307, "X2": 0.342, "Y2": 0.57287, "X3": 0.343, "Y3": 0.5871, "X4": 0.302, "Y4": 0.58854, "page": 0}, {"Word": "1,288", "Confidence": 0.713, "X1": 0.204, "Y1": 0.57307, "X2": 0.232, "Y2": 0.57287, "X3": 0.232, "Y3": 0.58854, "X4": 0.204, "Y4": 0.58854, "page": 0}, {"Word": "5,520", "Confidence": 0.835, "X1": 0.258, "Y1": 0.57307, "X2": 0.287, "Y2": 0.57287, "X3": 0.287, "Y3": 0.58854, "X4": 0.258, "Y4": 0.58854, "page": 0}, {"Word": "368", "Confidence": 0.908, "X1": 0.439, "Y1": 0.57307, "X2": 0.461, "Y2": 0.57287, "X3": 0.46, "Y3": 0.58854, "X4": 0.439, "Y4": 0.5871, "page": 0}, {"Word": "368", "Confidence": 0.993, "X1": 0.495, "Y1": 0.57307, "X2": 0.515, "Y2": 0.57287, "X3": 0.515, "Y3": 0.58854, "X4": 0.495, "Y4": 0.58854, "page": 0}, {"Word": "368", "Confidence": 0.997, "X1": 0.55, "Y1": 0.57163, "X2": 0.571, "Y2": 0.57143, "X3": 0.571, "Y3": 0.58854, "X4": 0.55, "Y4": 0.58999, "page": 0}, {"Word": "O", "Confidence": 0.603, "X1": 0.629, "Y1": 0.57451, "X2": 0.637, "Y2": 0.57431, "X3": 0.637, "Y3": 0.58854, "X4": 0.629, "Y4": 0.58854, "page": 0}, {"Word": "18", "Confidence": 0.933, "X1": 0.676, "Y1": 0.57307, "X2": 0.694, "Y2": 0.57287, "X3": 0.693, "Y3": 0.58854, "X4": 0.676, "Y4": 0.58854, "page": 0}, {"Word": "0", "Confidence": 0.829, "X1": 0.75, "Y1": 0.57451, "X2": 0.758, "Y2": 0.57431, "X3": 0.758, "Y3": 0.58854, "X4": 0.75, "Y4": 0.58854, "page": 0}, {"Word": "0", "Confidence": 0.375, "X1": 0.817, "Y1": 0.57451, "X2": 0.824, "Y2": 0.57431, "X3": 0.824, "Y3": 0.58854, "X4": 0.817, "Y4": 0.58854, "page": 0}, {"Word": "0", "Confidence": 0.713, "X1": 0.883, "Y1": 0.57451, "X2": 0.89, "Y2": 0.57431, "X3": 0.89, "Y3": 0.58854, "X4": 0.883, "Y4": 0.58854, "page": 0}, {"Word": "0", "Confidence": 0.806, "X1": 0.951, "Y1": 0.57451, "X2": 0.958, "Y2": 0.57431, "X3": 0.958, "Y3": 0.58854, "X4": 0.951, "Y4": 0.58854, "page": 0}, {"Word": "6900 St. Louis", "Confidence": 0.91433, "X1": 0.063, "Y1": 0.59183, "X2": 0.137, "Y2": 0.59163, "X3": 0.137, "Y3": 0.6073, "X4": 0.063, "Y4": 0.60875, "page": 0}, {"Word": "1,897", "Confidence": 0.934, "X1": 0.205, "Y1": 0.59183, "X2": 0.231, "Y2": 0.59163, "X3": 0.231, "Y3": 0.6073, "X4": 0.204, "Y4": 0.6073, "page": 0}, {"Word": "8,130", "Confidence": 0.805, "X1": 0.258, "Y1": 0.59183, "X2": 0.287, "Y2": 0.59163, "X3": 0.287, "Y3": 0.60586, "X4": 0.257, "Y4": 0.6073, "page": 0}, {"Word": "170,730", "Confidence": 0.932, "X1": 0.303, "Y1": 0.59183, "X2": 0.342, "Y2": 0.59163, "X3": 0.342, "Y3": 0.6073, "X4": 0.303, "Y4": 0.60586, "page": 0}, {"Word": "542", "Confidence": 0.962, "X1": 0.439, "Y1": 0.59039, "X2": 0.46, "Y2": 0.59019, "X3": 0.46, "Y3": 0.6073, "X4": 0.439, "Y4": 0.6073, "page": 0}, {"Word": "542", "Confidence": 0.839, "X1": 0.496, "Y1": 0.58894, "X2": 0.515, "Y2": 0.58874, "X3": 0.515, "Y3": 0.60586, "X4": 0.495, "Y4": 0.60586, "page": 0}, {"Word": "542", "Confidence": 0.994, "X1": 0.551, "Y1": 0.58894, "X2": 0.571, "Y2": 0.58874, "X3": 0.571, "Y3": 0.6073, "X4": 0.551, "Y4": 0.60875, "page": 0}, {"Word": "271", "Confidence": 0.998, "X1": 0.677, "Y1": 0.59183, "X2": 0.695, "Y2": 0.59163, "X3": 0.695, "Y3": 0.6073, "X4": 0.676, "Y4": 0.6073, "page": 0}, {"Word": "0", "Confidence": 0.67, "X1": 0.817, "Y1": 0.59327, "X2": 0.824, "Y2": 0.59307, "X3": 0.823, "Y3": 0.60586, "X4": 0.817, "Y4": 0.60586, "page": 0}, {"Word": "TOUTMWSA", "Confidence": 0.276, "X1": 0.084, "Y1": 0.61059, "X2": 0.156, "Y2": 0.61039, "X3": 0.156, "Y3": 0.62751, "X4": 0.084, "Y4": 0.62751, "page": 0}, {"Word": "321940", "Confidence": 0.319, "X1": 0.252, "Y1": 0.6077, "X2": 0.288, "Y2": 0.6075, "X3": 0.288, "Y3": 0.62606, "X4": 0.252, "Y4": 0.62751, "page": 0}, {"Word": "2H96", "Confidence": 0.647, "X1": 0.42, "Y1": 0.60915, "X2": 0.46, "Y2": 0.60895, "X3": 0.46, "Y3": 0.62751, "X4": 0.42, "Y4": 0.62895, "page": 0}, {"Word": "1.09", "Confidence": 0.629, "X1": 0.666, "Y1": 0.61059, "X2": 0.693, "Y2": 0.61039, "X3": 0.693, "Y3": 0.62606, "X4": 0.666, "Y4": 0.62606, "page": 0}, {"Word": "485,000", "Confidence": 0.366, "X1": 0.302, "Y1": 0.62646, "X2": 0.346, "Y2": 0.62626, "X3": 0.346, "Y3": 0.64482, "X4": 0.302, "Y4": 0.64771, "page": 0}, {"Word": "10.5484 -9.366", "Confidence": 0.279, "X1": 0.478, "Y1": 0.62935, "X2": 0.572, "Y2": 0.62915, "X3": 0.572, "Y3": 0.64482, "X4": 0.478, "Y4": 0.64338, "page": 0}, {"Word": "2.37", "Confidence": 0.624, "X1": 0.663, "Y1": 0.62646, "X2": 0.688, "Y2": 0.62626, "X3": 0.688, "Y3": 0.64626, "X4": 0.663, "Y4": 0.64626, "page": 0}, {"Word": "152", "Confidence": 0.456, "X1": 0.744, "Y1": 0.63223, "X2": 0.758, "Y2": 0.63203, "X3": 0.756, "Y3": 0.64771, "X4": 0.742, "Y4": 0.64338, "page": 0}, {"Word": "\u00a552", "Confidence": 0.262, "X1": 0.874, "Y1": 0.62935, "X2": 0.892, "Y2": 0.62915, "X3": 0.892, "Y3": 0.64626, "X4": 0.873, "Y4": 0.64482, "page": 0}, {"Word": "NOTES:", "Confidence": 0.986, "X1": 0.06, "Y1": 0.66831, "X2": 0.107, "Y2": 0.66811, "X3": 0.107, "Y3": 0.68378, "X4": 0.06, "Y4": 0.68378, "page": 0}, {"Word": "- Allocations do not include cigarette/tobacco stores.", "Confidence": 0.91314, "X1": 0.062, "Y1": 0.68563, "X2": 0.315, "Y2": 0.68543, "X3": 0.315, "Y3": 0.7011, "X4": 0.062, "Y4": 0.70254, "page": 0}, {"Word": "- Based on allocation model.", "Confidence": 0.953, "X1": 0.061, "Y1": 0.70438, "X2": 0.202, "Y2": 0.70418, "X3": 0.202, "Y3": 0.71986, "X4": 0.061, "Y4": 0.71986, "page": 0}, {"Word": "-7-11 SKUs factored out", "Confidence": 0.94275, "X1": 0.062, "Y1": 0.72314, "X2": 0.188, "Y2": 0.72294, "X3": 0.188, "Y3": 0.74006, "X4": 0.062, "Y4": 0.74006, "page": 0}, {"Word": "- All drug stores excluded except Walgreen.", "Confidence": 0.94043, "X1": 0.062, "Y1": 0.7419, "X2": 0.272, "Y2": 0.7417, "X3": 0.272, "Y3": 0.75882, "X4": 0.062, "Y4": 0.75882, "page": 0}, {"Word": "- 21 offers per SKU.", "Confidence": 0.9346, "X1": 0.06, "Y1": 0.75778, "X2": 0.177, "Y2": 0.75758, "X3": 0.177, "Y3": 0.77758, "X4": 0.06, "Y4": 0.77902, "page": 0}, {"Word": "- Each carton contains 3 pre-banded B2G1F offers plus one live pack.", "Confidence": 0.89742, "X1": 0.063, "Y1": 0.77942, "X2": 0.4, "Y2": 0.77922, "X3": 0.4, "Y3": 0.79778, "X4": 0.063, "Y4": 0.79634, "page": 0}, {"Word": "- Each 6M case contains 90 pre-banded B2G1F offers plus 30 live packs.", "Confidence": 0.92092, "X1": 0.064, "Y1": 0.79818, "X2": 0.416, "Y2": 0.79798, "X3": 0.416, "Y3": 0.81654, "X4": 0.064, "Y4": 0.8151, "page": 0}, {"Word": "- WAM accounts to participate in this promotion.", "Confidence": 0.97325, "X1": 0.063, "Y1": 0.81838, "X2": 0.296, "Y2": 0.81818, "X3": 0.296, "Y3": 0.8353, "X4": 0.063, "Y4": 0.8353, "page": 0}, {"Word": "11046", "Confidence": 0.33, "X1": 0.934, "Y1": 0.91651, "X2": 0.962, "Y2": 0.91631, "X3": 0.962, "Y3": 0.93198, "X4": 0.933, "Y4": 0.93198, "page": 0}, {"Word": "Revised: 6/12/97", "Confidence": 0.9935, "X1": 0.877, "Y1": 0.93526, "X2": 0.961, "Y2": 0.93506, "X3": 0.961, "Y3": 0.95218, "X4": 0.877, "Y4": 0.95218, "page": 0}, {"Word": "52019 0315", "Confidence": 0.99, "X1": 0.12, "Y1": 0.99731, "X2": 0.024, "Y2": 0.99711, "X3": 0.024, "Y3": 0.9796, "X4": 0.12, "Y4": 0.9796, "page": 0}], "words_data": [{"Word": "September", "Confidence": 0.994, "X1": 0.386, "Y1": 0.02329, "X2": 0.454, "Y2": 0.02309, "X3": 0.454, "Y3": 0.04453, "X4": 0.386, "Y4": 0.04742, "page": 0, "Index": 0}, {"Word": "DORAL", "Confidence": 0.997, "X1": 0.457, "Y1": 0.02329, "X2": 0.504, "Y2": 0.02309, "X3": 0.504, "Y3": 0.04309, "X4": 0.457, "Y4": 0.04453, "page": 0, "Index": 1}, {"Word": "B2G1F", "Confidence": 0.993, "X1": 0.508, "Y1": 0.02329, "X2": 0.55, "Y2": 0.02309, "X3": 0.55, "Y3": 0.04309, "X4": 0.507, "Y4": 0.04309, "page": 0, "Index": 2}, {"Word": "(Presleeved)", "Confidence": 0.7, "X1": 0.554, "Y1": 0.02473, "X2": 0.636, "Y2": 0.02453, "X3": 0.636, "Y3": 0.04598, "X4": 0.554, "Y4": 0.04309, "page": 0, "Index": 3}, {"Word": "Program", "Confidence": 0.996, "X1": 0.411, "Y1": 0.04782, "X2": 0.46, "Y2": 0.04762, "X3": 0.46, "Y3": 0.06762, "X4": 0.411, "Y4": 0.06906, "page": 0, "Index": 4}, {"Word": "#701143,", "Confidence": 0.981, "X1": 0.466, "Y1": 0.04638, "X2": 0.524, "Y2": 0.04618, "X3": 0.523, "Y3": 0.06762, "X4": 0.466, "Y4": 0.06762, "page": 0, "Index": 5}, {"Word": "Item", "Confidence": 0.934, "X1": 0.527, "Y1": 0.04638, "X2": 0.55, "Y2": 0.04618, "X3": 0.55, "Y3": 0.06762, "X4": 0.526, "Y4": 0.06762, "page": 0, "Index": 6}, {"Word": "#530030", "Confidence": 0.993, "X1": 0.556, "Y1": 0.04638, "X2": 0.61, "Y2": 0.04618, "X3": 0.609, "Y3": 0.06762, "X4": 0.556, "Y4": 0.06618, "page": 0, "Index": 7}, {"Word": "Region'.", "Confidence": 0.625, "X1": 0.091, "Y1": 0.16037, "X2": 0.139, "Y2": 0.16017, "X3": 0.138, "Y3": 0.17585, "X4": 0.091, "Y4": 0.17729, "page": 0, "Index": 8}, {"Word": "Cases", "Confidence": 0.994, "X1": 0.188, "Y1": 0.15893, "X2": 0.221, "Y2": 0.15873, "X3": 0.221, "Y3": 0.1744, "X4": 0.188, "Y4": 0.1744, "page": 0, "Index": 9}, {"Word": "SKUS", "Confidence": 0.941, "X1": 0.244, "Y1": 0.15749, "X2": 0.274, "Y2": 0.15729, "X3": 0.274, "Y3": 0.1744, "X4": 0.244, "Y4": 0.1744, "page": 0, "Index": 10}, {"Word": "#", "Confidence": 0.725, "X1": 0.294, "Y1": 0.15749, "X2": 0.301, "Y2": 0.15729, "X3": 0.301, "Y3": 0.1744, "X4": 0.294, "Y4": 0.1744, "page": 0, "Index": 11}, {"Word": "Offers", "Confidence": 0.983, "X1": 0.303, "Y1": 0.15749, "X2": 0.336, "Y2": 0.15729, "X3": 0.336, "Y3": 0.1744, "X4": 0.303, "Y4": 0.1744, "page": 0, "Index": 12}, {"Word": "A.", "Confidence": 0.988, "X1": 0.348, "Y1": 0.15749, "X2": 0.36, "Y2": 0.15729, "X3": 0.36, "Y3": 0.1744, "X4": 0.348, "Y4": 0.1744, "page": 0, "Index": 13}, {"Word": "Lts", "Confidence": 0.291, "X1": 0.362, "Y1": 0.15749, "X2": 0.379, "Y2": 0.15729, "X3": 0.38, "Y3": 0.1744, "X4": 0.362, "Y4": 0.1744, "page": 0, "Index": 14}, {"Word": ".", "Confidence": 0.613, "X1": 0.39, "Y1": 0.15749, "X2": 0.396, "Y2": 0.15729, "X3": 0.396, "Y3": 0.1744, "X4": 0.39, "Y4": 0.1744, "page": 0, "Index": 15}, {"Word": "Lt", "Confidence": 0.985, "X1": 0.401, "Y1": 0.15749, "X2": 0.412, "Y2": 0.15729, "X3": 0.412, "Y3": 0.1744, "X4": 0.401, "Y4": 0.1744, "page": 0, "Index": 16}, {"Word": "Mth", "Confidence": 0.624, "X1": 0.414, "Y1": 0.15749, "X2": 0.435, "Y2": 0.15729, "X3": 0.435, "Y3": 0.1744, "X4": 0.414, "Y4": 0.1744, "page": 0, "Index": 17}, {"Word": "100", "Confidence": 0.767, "X1": 0.439, "Y1": 0.15749, "X2": 0.456, "Y2": 0.15729, "X3": 0.456, "Y3": 0.1744, "X4": 0.439, "Y4": 0.1744, "page": 0, "Index": 18}, {"Word": "Lt", "Confidence": 0.843, "X1": 0.472, "Y1": 0.15749, "X2": 0.483, "Y2": 0.15729, "X3": 0.483, "Y3": 0.1744, "X4": 0.472, "Y4": 0.1744, "page": 0, "Index": 19}, {"Word": "100", "Confidence": 0.23, "X1": 0.486, "Y1": 0.15749, "X2": 0.504, "Y2": 0.15729, "X3": 0.504, "Y3": 0.17296, "X4": 0.486, "Y4": 0.1744, "page": 0, "Index": 20}, {"Word": "3", "Confidence": 0.548, "X1": 0.506, "Y1": 0.15749, "X2": 0.513, "Y2": 0.15729, "X3": 0.513, "Y3": 0.17296, "X4": 0.506, "Y4": 0.17296, "page": 0, "Index": 21}, {"Word": "FF", "Confidence": 0.994, "X1": 0.527, "Y1": 0.15749, "X2": 0.538, "Y2": 0.15729, "X3": 0.538, "Y3": 0.17296, "X4": 0.527, "Y4": 0.17296, "page": 0, "Index": 22}, {"Word": "100", "Confidence": 0.395, "X1": 0.542, "Y1": 0.15749, "X2": 0.56, "Y2": 0.15729, "X3": 0.56, "Y3": 0.17296, "X4": 0.542, "Y4": 0.17296, "page": 0, "Index": 23}, {"Word": "1", "Confidence": 0.614, "X1": 0.564, "Y1": 0.15749, "X2": 0.571, "Y2": 0.15729, "X3": 0.571, "Y3": 0.17296, "X4": 0.564, "Y4": 0.17296, "page": 0, "Index": 24}, {"Word": "F", "Confidence": 0.567, "X1": 0.577, "Y1": 0.15749, "X2": 0.583, "Y2": 0.15729, "X3": 0.583, "Y3": 0.17296, "X4": 0.577, "Y4": 0.17296, "page": 0, "Index": 25}, {"Word": "FF85", "Confidence": 0.165, "X1": 0.591, "Y1": 0.15749, "X2": 0.617, "Y2": 0.15729, "X3": 0.617, "Y3": 0.17296, "X4": 0.591, "Y4": 0.17296, "page": 0, "Index": 26}, {"Word": "Ult", "Confidence": 0.956, "X1": 0.649, "Y1": 0.15893, "X2": 0.665, "Y2": 0.15873, "X3": 0.665, "Y3": 0.17296, "X4": 0.649, "Y4": 0.17296, "page": 0, "Index": 27}, {"Word": "100", "Confidence": 0.636, "X1": 0.667, "Y1": 0.15893, "X2": 0.685, "Y2": 0.15873, "X3": 0.685, "Y3": 0.17296, "X4": 0.667, "Y4": 0.17296, "page": 0, "Index": 28}, {"Word": "K", "Confidence": 0.506, "X1": 0.7, "Y1": 0.15749, "X2": 0.707, "Y2": 0.15729, "X3": 0.706, "Y3": 0.17152, "X4": 0.7, "Y4": 0.17152, "page": 0, "Index": 29}, {"Word": "Box", "Confidence": 0.999, "X1": 0.717, "Y1": 0.15893, "X2": 0.737, "Y2": 0.15873, "X3": 0.737, "Y3": 0.17296, "X4": 0.717, "Y4": 0.17152, "page": 0, "Index": 30}, {"Word": "Lts", "Confidence": 0.699, "X1": 0.771, "Y1": 0.15893, "X2": 0.788, "Y2": 0.15873, "X3": 0.788, "Y3": 0.17296, "X4": 0.771, "Y4": 0.17296, "page": 0, "Index": 31}, {"Word": "Box", "Confidence": 0.997, "X1": 0.79, "Y1": 0.15893, "X2": 0.811, "Y2": 0.15873, "X3": 0.811, "Y3": 0.1744, "X4": 0.79, "Y4": 0.17296, "page": 0, "Index": 32}, {"Word": "FF/100", "Confidence": 0.565, "X1": 0.826, "Y1": 0.15749, "X2": 0.861, "Y2": 0.15729, "X3": 0.861, "Y3": 0.1744, "X4": 0.826, "Y4": 0.1744, "page": 0, "Index": 33}, {"Word": "Box:", "Confidence": 0.808, "X1": 0.863, "Y1": 0.15749, "X2": 0.891, "Y2": 0.15729, "X3": 0.891, "Y3": 0.1744, "X4": 0.863, "Y4": 0.1744, "page": 0, "Index": 34}, {"Word": "Lts", "Confidence": 0.796, "X1": 0.893, "Y1": 0.15749, "X2": 0.909, "Y2": 0.15729, "X3": 0.909, "Y3": 0.1744, "X4": 0.893, "Y4": 0.1744, "page": 0, "Index": 35}, {"Word": "Box", "Confidence": 0.996, "X1": 0.911, "Y1": 0.15604, "X2": 0.932, "Y2": 0.15584, "X3": 0.932, "Y3": 0.1744, "X4": 0.911, "Y4": 0.1744, "page": 0, "Index": 36}, {"Word": "100", "Confidence": 0.134, "X1": 0.936, "Y1": 0.15604, "X2": 0.954, "Y2": 0.15584, "X3": 0.954, "Y3": 0.17296, "X4": 0.936, "Y4": 0.1744, "page": 0, "Index": 37}, {"Word": "1100", "Confidence": 0.985, "X1": 0.063, "Y1": 0.17769, "X2": 0.087, "Y2": 0.17749, "X3": 0.087, "Y3": 0.19316, "X4": 0.063, "Y4": 0.19605, "page": 0, "Index": 38}, {"Word": "Boston", "Confidence": 0.799, "X1": 0.092, "Y1": 0.17769, "X2": 0.127, "Y2": 0.17749, "X3": 0.127, "Y3": 0.19316, "X4": 0.091, "Y4": 0.19316, "page": 0, "Index": 39}, {"Word": "1,141", "Confidence": 0.719, "X1": 0.205, "Y1": 0.17769, "X2": 0.23, "Y2": 0.17749, "X3": 0.23, "Y3": 0.19172, "X4": 0.205, "Y4": 0.19172, "page": 0, "Index": 40}, {"Word": "4,890", "Confidence": 0.85, "X1": 0.259, "Y1": 0.17625, "X2": 0.285, "Y2": 0.17605, "X3": 0.285, "Y3": 0.19172, "X4": 0.258, "Y4": 0.19172, "page": 0, "Index": 41}, {"Word": "102.690", "Confidence": 0.66, "X1": 0.303, "Y1": 0.17625, "X2": 0.341, "Y2": 0.17605, "X3": 0.34, "Y3": 0.19172, "X4": 0.303, "Y4": 0.19316, "page": 0, "Index": 42}, {"Word": "326", "Confidence": 0.998, "X1": 0.377, "Y1": 0.17769, "X2": 0.395, "Y2": 0.17749, "X3": 0.395, "Y3": 0.19028, "X4": 0.377, "Y4": 0.19028, "page": 0, "Index": 43}, {"Word": "326", "Confidence": 0.998, "X1": 0.439, "Y1": 0.17769, "X2": 0.457, "Y2": 0.17749, "X3": 0.457, "Y3": 0.19028, "X4": 0.439, "Y4": 0.19028, "page": 0, "Index": 44}, {"Word": "326", "Confidence": 0.998, "X1": 0.495, "Y1": 0.17769, "X2": 0.512, "Y2": 0.17749, "X3": 0.512, "Y3": 0.19028, "X4": 0.495, "Y4": 0.19028, "page": 0, "Index": 45}, {"Word": "163", "Confidence": 0.954, "X1": 0.552, "Y1": 0.17625, "X2": 0.568, "Y2": 0.17605, "X3": 0.568, "Y3": 0.19028, "X4": 0.552, "Y4": 0.19028, "page": 0, "Index": 46}, {"Word": "0", "Confidence": 0.787, "X1": 0.628, "Y1": 0.17769, "X2": 0.634, "Y2": 0.17749, "X3": 0.634, "Y3": 0.19172, "X4": 0.628, "Y4": 0.19172, "page": 0, "Index": 47}, {"Word": "0", "Confidence": 0.667, "X1": 0.688, "Y1": 0.17769, "X2": 0.694, "Y2": 0.17749, "X3": 0.694, "Y3": 0.19172, "X4": 0.688, "Y4": 0.19172, "page": 0, "Index": 48}, {"Word": "0", "Confidence": 0.623, "X1": 0.75, "Y1": 0.17769, "X2": 0.755, "Y2": 0.17749, "X3": 0.755, "Y3": 0.19028, "X4": 0.75, "Y4": 0.19028, "page": 0, "Index": 49}, {"Word": "0", "Confidence": 0.618, "X1": 0.816, "Y1": 0.17769, "X2": 0.822, "Y2": 0.17749, "X3": 0.822, "Y3": 0.19172, "X4": 0.816, "Y4": 0.19172, "page": 0, "Index": 50}, {"Word": "0", "Confidence": 0.492, "X1": 0.95, "Y1": 0.17913, "X2": 0.955, "Y2": 0.17893, "X3": 0.955, "Y3": 0.19028, "X4": 0.95, "Y4": 0.19028, "page": 0, "Index": 51}, {"Word": "1200", "Confidence": 0.993, "X1": 0.064, "Y1": 0.19501, "X2": 0.087, "Y2": 0.19481, "X3": 0.087, "Y3": 0.21192, "X4": 0.064, "Y4": 0.21192, "page": 0, "Index": 52}, {"Word": "New", "Confidence": 0.789, "X1": 0.091, "Y1": 0.19501, "X2": 0.113, "Y2": 0.19481, "X3": 0.113, "Y3": 0.21192, "X4": 0.091, "Y4": 0.21192, "page": 0, "Index": 53}, {"Word": "York", "Confidence": 0.991, "X1": 0.117, "Y1": 0.19501, "X2": 0.14, "Y2": 0.19481, "X3": 0.14, "Y3": 0.21192, "X4": 0.117, "Y4": 0.21192, "page": 0, "Index": 54}, {"Word": "Metro", "Confidence": 0.997, "X1": 0.142, "Y1": 0.19645, "X2": 0.172, "Y2": 0.19625, "X3": 0.172, "Y3": 0.21192, "X4": 0.142, "Y4": 0.21192, "page": 0, "Index": 55}, {"Word": "917", "Confidence": 0.994, "X1": 0.212, "Y1": 0.19501, "X2": 0.231, "Y2": 0.19481, "X3": 0.231, "Y3": 0.21048, "X4": 0.212, "Y4": 0.21048, "page": 0, "Index": 56}, {"Word": "3,930", "Confidence": 0.811, "X1": 0.258, "Y1": 0.19645, "X2": 0.284, "Y2": 0.19625, "X3": 0.284, "Y3": 0.21048, "X4": 0.258, "Y4": 0.21048, "page": 0, "Index": 57}, {"Word": "82,530", "Confidence": 0.914, "X1": 0.307, "Y1": 0.19645, "X2": 0.34, "Y2": 0.19625, "X3": 0.339, "Y3": 0.21048, "X4": 0.307, "Y4": 0.21048, "page": 0, "Index": 58}, {"Word": "262", "Confidence": 0.998, "X1": 0.378, "Y1": 0.19501, "X2": 0.396, "Y2": 0.19481, "X3": 0.395, "Y3": 0.20904, "X4": 0.378, "Y4": 0.20759, "page": 0, "Index": 59}, {"Word": "202", "Confidence": 0.684, "X1": 0.439, "Y1": 0.19501, "X2": 0.458, "Y2": 0.19481, "X3": 0.457, "Y3": 0.20904, "X4": 0.439, "Y4": 0.20759, "page": 0, "Index": 60}, {"Word": "262", "Confidence": 0.932, "X1": 0.496, "Y1": 0.19501, "X2": 0.514, "Y2": 0.19481, "X3": 0.513, "Y3": 0.21048, "X4": 0.495, "Y4": 0.20904, "page": 0, "Index": 61}, {"Word": "..", "Confidence": 0.705, "X1": 0.524, "Y1": 0.20655, "X2": 0.535, "Y2": 0.20635, "X3": 0.535, "Y3": 0.21625, "X4": 0.524, "Y4": 0.21625, "page": 0, "Index": 62}, {"Word": "131", "Confidence": 0.865, "X1": 0.551, "Y1": 0.19356, "X2": 0.57, "Y2": 0.19336, "X3": 0.57, "Y3": 0.20904, "X4": 0.552, "Y4": 0.21048, "page": 0, "Index": 63}, {"Word": "861", "Confidence": 0.996, "X1": 0.212, "Y1": 0.21376, "X2": 0.231, "Y2": 0.21356, "X3": 0.231, "Y3": 0.22779, "X4": 0.212, "Y4": 0.22779, "page": 0, "Index": 64}, {"Word": "3.690", "Confidence": 0.795, "X1": 0.258, "Y1": 0.21376, "X2": 0.285, "Y2": 0.21356, "X3": 0.285, "Y3": 0.22779, "X4": 0.258, "Y4": 0.22779, "page": 0, "Index": 65}, {"Word": "246", "Confidence": 0.96, "X1": 0.378, "Y1": 0.21376, "X2": 0.395, "Y2": 0.21356, "X3": 0.395, "Y3": 0.22779, "X4": 0.378, "Y4": 0.22779, "page": 0, "Index": 66}, {"Word": "246", "Confidence": 0.998, "X1": 0.439, "Y1": 0.21376, "X2": 0.457, "Y2": 0.21356, "X3": 0.457, "Y3": 0.22779, "X4": 0.439, "Y4": 0.22635, "page": 0, "Index": 67}, {"Word": "246", "Confidence": 0.994, "X1": 0.494, "Y1": 0.21376, "X2": 0.512, "Y2": 0.21356, "X3": 0.512, "Y3": 0.22779, "X4": 0.494, "Y4": 0.22779, "page": 0, "Index": 68}, {"Word": "123", "Confidence": 0.994, "X1": 0.553, "Y1": 0.21232, "X2": 0.569, "Y2": 0.21212, "X3": 0.569, "Y3": 0.22779, "X4": 0.553, "Y4": 0.22924, "page": 0, "Index": 69}, {"Word": "0", "Confidence": 0.413, "X1": 0.816, "Y1": 0.21521, "X2": 0.822, "Y2": 0.21501, "X3": 0.822, "Y3": 0.22779, "X4": 0.816, "Y4": 0.22779, "page": 0, "Index": 70}, {"Word": "1300", "Confidence": 0.991, "X1": 0.064, "Y1": 0.21521, "X2": 0.087, "Y2": 0.21501, "X3": 0.087, "Y3": 0.22924, "X4": 0.065, "Y4": 0.23068, "page": 0, "Index": 71}, {"Word": "Philadelphia", "Confidence": 0.849, "X1": 0.091, "Y1": 0.21521, "X2": 0.152, "Y2": 0.21501, "X3": 0.151, "Y3": 0.22924, "X4": 0.091, "Y4": 0.22924, "page": 0, "Index": 72}, {"Word": "77.490", "Confidence": 0.664, "X1": 0.308, "Y1": 0.21376, "X2": 0.34, "Y2": 0.21356, "X3": 0.339, "Y3": 0.22924, "X4": 0.307, "Y4": 0.22924, "page": 0, "Index": 73}, {"Word": "931", "Confidence": 0.848, "X1": 0.212, "Y1": 0.23252, "X2": 0.231, "Y2": 0.23232, "X3": 0.231, "Y3": 0.24655, "X4": 0.212, "Y4": 0.24655, "page": 0, "Index": 74}, {"Word": "3.990", "Confidence": 0.799, "X1": 0.258, "Y1": 0.23252, "X2": 0.285, "Y2": 0.23232, "X3": 0.285, "Y3": 0.24655, "X4": 0.258, "Y4": 0.24655, "page": 0, "Index": 75}, {"Word": "83.790", "Confidence": 0.661, "X1": 0.308, "Y1": 0.23397, "X2": 0.34, "Y2": 0.23377, "X3": 0.34, "Y3": 0.248, "X4": 0.308, "Y4": 0.24655, "page": 0, "Index": 76}, {"Word": "266", "Confidence": 0.994, "X1": 0.377, "Y1": 0.23252, "X2": 0.395, "Y2": 0.23232, "X3": 0.395, "Y3": 0.24655, "X4": 0.377, "Y4": 0.24655, "page": 0, "Index": 77}, {"Word": "206", "Confidence": 0.633, "X1": 0.439, "Y1": 0.23397, "X2": 0.457, "Y2": 0.23377, "X3": 0.457, "Y3": 0.248, "X4": 0.439, "Y4": 0.24655, "page": 0, "Index": 78}, {"Word": "266", "Confidence": 0.991, "X1": 0.494, "Y1": 0.23108, "X2": 0.513, "Y2": 0.23088, "X3": 0.513, "Y3": 0.24655, "X4": 0.494, "Y4": 0.248, "page": 0, "Index": 79}, {"Word": "133", "Confidence": 0.998, "X1": 0.551, "Y1": 0.22964, "X2": 0.568, "Y2": 0.22944, "X3": 0.568, "Y3": 0.248, "X4": 0.551, "Y4": 0.248, "page": 0, "Index": 80}, {"Word": "0", "Confidence": 0.63, "X1": 0.628, "Y1": 0.23397, "X2": 0.634, "Y2": 0.23377, "X3": 0.634, "Y3": 0.248, "X4": 0.628, "Y4": 0.248, "page": 0, "Index": 81}, {"Word": "0", "Confidence": 0.431, "X1": 0.884, "Y1": 0.23397, "X2": 0.889, "Y2": 0.23377, "X3": 0.889, "Y3": 0.24655, "X4": 0.884, "Y4": 0.24655, "page": 0, "Index": 82}, {"Word": "1600", "Confidence": 0.994, "X1": 0.064, "Y1": 0.23252, "X2": 0.087, "Y2": 0.23232, "X3": 0.087, "Y3": 0.24944, "X4": 0.064, "Y4": 0.24944, "page": 0, "Index": 83}, {"Word": "Buffalo", "Confidence": 0.885, "X1": 0.091, "Y1": 0.23252, "X2": 0.127, "Y2": 0.23232, "X3": 0.127, "Y3": 0.24944, "X4": 0.091, "Y4": 0.24944, "page": 0, "Index": 84}, {"Word": "1700", "Confidence": 0.987, "X1": 0.064, "Y1": 0.25273, "X2": 0.087, "Y2": 0.25253, "X3": 0.087, "Y3": 0.26676, "X4": 0.064, "Y4": 0.2682, "page": 0, "Index": 85}, {"Word": "1,379", "Confidence": 0.774, "X1": 0.204, "Y1": 0.24984, "X2": 0.23, "Y2": 0.24964, "X3": 0.23, "Y3": 0.26531, "X4": 0.204, "Y4": 0.26676, "page": 0, "Index": 86}, {"Word": "5.910", "Confidence": 0.765, "X1": 0.258, "Y1": 0.25128, "X2": 0.285, "Y2": 0.25108, "X3": 0.285, "Y3": 0.26531, "X4": 0.258, "Y4": 0.26676, "page": 0, "Index": 87}, {"Word": "394", "Confidence": 0.995, "X1": 0.377, "Y1": 0.24984, "X2": 0.397, "Y2": 0.24964, "X3": 0.397, "Y3": 0.26531, "X4": 0.378, "Y4": 0.26676, "page": 0, "Index": 88}, {"Word": "394", "Confidence": 0.994, "X1": 0.44, "Y1": 0.25128, "X2": 0.458, "Y2": 0.25108, "X3": 0.458, "Y3": 0.26531, "X4": 0.44, "Y4": 0.26531, "page": 0, "Index": 89}, {"Word": "394", "Confidence": 0.998, "X1": 0.495, "Y1": 0.25128, "X2": 0.514, "Y2": 0.25108, "X3": 0.514, "Y3": 0.26676, "X4": 0.495, "Y4": 0.26531, "page": 0, "Index": 90}, {"Word": "197", "Confidence": 0.998, "X1": 0.551, "Y1": 0.24984, "X2": 0.569, "Y2": 0.24964, "X3": 0.569, "Y3": 0.26531, "X4": 0.551, "Y4": 0.26531, "page": 0, "Index": 91}, {"Word": "O", "Confidence": 0.794, "X1": 0.756, "Y1": 0.26283, "X2": 0.756, "Y2": 0.26263, "X3": 0.75, "Y3": 0.26387, "X4": 0.75, "Y4": 0.2581, "page": 0, "Index": 92}, {"Word": "0", "Confidence": 0.454, "X1": 0.824, "Y1": 0.26427, "X2": 0.824, "Y2": 0.26407, "X3": 0.817, "Y3": 0.26387, "X4": 0.817, "Y4": 0.25665, "page": 0, "Index": 93}, {"Word": "Pittsburgh", "Confidence": 0.969, "X1": 0.091, "Y1": 0.25273, "X2": 0.141, "Y2": 0.25253, "X3": 0.142, "Y3": 0.2682, "X4": 0.091, "Y4": 0.26676, "page": 0, "Index": 94}, {"Word": "124,110", "Confidence": 0.865, "X1": 0.303, "Y1": 0.25273, "X2": 0.34, "Y2": 0.25253, "X3": 0.34, "Y3": 0.2682, "X4": 0.303, "Y4": 0.26676, "page": 0, "Index": 95}, {"Word": "1800", "Confidence": 0.996, "X1": 0.064, "Y1": 0.27004, "X2": 0.087, "Y2": 0.26984, "X3": 0.087, "Y3": 0.28696, "X4": 0.063, "Y4": 0.28696, "page": 0, "Index": 96}, {"Word": "Cincinnati", "Confidence": 0.956, "X1": 0.091, "Y1": 0.27004, "X2": 0.143, "Y2": 0.26984, "X3": 0.143, "Y3": 0.28696, "X4": 0.091, "Y4": 0.28696, "page": 0, "Index": 97}, {"Word": "3,052", "Confidence": 0.991, "X1": 0.203, "Y1": 0.2686, "X2": 0.231, "Y2": 0.2684, "X3": 0.231, "Y3": 0.28551, "X4": 0.203, "Y4": 0.28551, "page": 0, "Index": 98}, {"Word": "13,080", "Confidence": 0.812, "X1": 0.253, "Y1": 0.27004, "X2": 0.285, "Y2": 0.26984, "X3": 0.285, "Y3": 0.28551, "X4": 0.253, "Y4": 0.28551, "page": 0, "Index": 99}, {"Word": "274,680", "Confidence": 0.977, "X1": 0.301, "Y1": 0.27004, "X2": 0.34, "Y2": 0.26984, "X3": 0.34, "Y3": 0.28551, "X4": 0.301, "Y4": 0.28551, "page": 0, "Index": 100}, {"Word": "872", "Confidence": 0.995, "X1": 0.378, "Y1": 0.27004, "X2": 0.396, "Y2": 0.26984, "X3": 0.396, "Y3": 0.28551, "X4": 0.378, "Y4": 0.28551, "page": 0, "Index": 101}, {"Word": "872", "Confidence": 0.994, "X1": 0.439, "Y1": 0.2686, "X2": 0.458, "Y2": 0.2684, "X3": 0.458, "Y3": 0.28407, "X4": 0.439, "Y4": 0.28407, "page": 0, "Index": 102}, {"Word": "872", "Confidence": 0.993, "X1": 0.495, "Y1": 0.27004, "X2": 0.515, "Y2": 0.26984, "X3": 0.514, "Y3": 0.28696, "X4": 0.495, "Y4": 0.28551, "page": 0, "Index": 103}, {"Word": "436", "Confidence": 0.982, "X1": 0.551, "Y1": 0.2686, "X2": 0.568, "Y2": 0.2684, "X3": 0.568, "Y3": 0.28407, "X4": 0.551, "Y4": 0.28407, "page": 0, "Index": 104}, {"Word": "0", "Confidence": 0.612, "X1": 0.628, "Y1": 0.27004, "X2": 0.634, "Y2": 0.26984, "X3": 0.634, "Y3": 0.28407, "X4": 0.628, "Y4": 0.28407, "page": 0, "Index": 105}, {"Word": "0", "Confidence": 0.627, "X1": 0.75, "Y1": 0.27148, "X2": 0.755, "Y2": 0.27128, "X3": 0.755, "Y3": 0.28407, "X4": 0.75, "Y4": 0.28407, "page": 0, "Index": 106}, {"Word": "ToGINESAT", "Confidence": 0.19, "X1": 0.094, "Y1": 0.29024, "X2": 0.162, "Y2": 0.29004, "X3": 0.162, "Y3": 0.30716, "X4": 0.093, "Y4": 0.30427, "page": 0, "Index": 107}, {"Word": "8,261", "Confidence": 0.161, "X1": 0.203, "Y1": 0.2888, "X2": 0.231, "Y2": 0.2886, "X3": 0.231, "Y3": 0.30427, "X4": 0.204, "Y4": 0.30427, "page": 0, "Index": 108}, {"Word": "35", "Confidence": 0.915, "X1": 0.252, "Y1": 0.2888, "X2": 0.264, "Y2": 0.2886, "X3": 0.265, "Y3": 0.30427, "X4": 0.252, "Y4": 0.30427, "page": 0, "Index": 109}, {"Word": "90", "Confidence": 0.94, "X1": 0.273, "Y1": 0.2888, "X2": 0.285, "Y2": 0.2886, "X3": 0.285, "Y3": 0.30427, "X4": 0.273, "Y4": 0.30427, "page": 0, "Index": 110}, {"Word": "745.290", "Confidence": 0.563, "X1": 0.301, "Y1": 0.2888, "X2": 0.34, "Y2": 0.2886, "X3": 0.34, "Y3": 0.30427, "X4": 0.301, "Y4": 0.30427, "page": 0, "Index": 111}, {"Word": "2.366", "Confidence": 0.564, "X1": 0.368, "Y1": 0.2888, "X2": 0.396, "Y2": 0.2886, "X3": 0.396, "Y3": 0.30427, "X4": 0.368, "Y4": 0.30427, "page": 0, "Index": 112}, {"Word": "2,366", "Confidence": 0.679, "X1": 0.43, "Y1": 0.2888, "X2": 0.457, "Y2": 0.2886, "X3": 0.457, "Y3": 0.30427, "X4": 0.43, "Y4": 0.30427, "page": 0, "Index": 113}, {"Word": "2.356", "Confidence": 0.506, "X1": 0.485, "Y1": 0.2888, "X2": 0.513, "Y2": 0.2886, "X3": 0.513, "Y3": 0.30427, "X4": 0.485, "Y4": 0.30427, "page": 0, "Index": 114}, {"Word": "TO", "Confidence": 0.633, "X1": 0.879, "Y1": 0.28736, "X2": 0.89, "Y2": 0.28716, "X3": 0.889, "Y3": 0.30283, "X4": 0.879, "Y4": 0.30139, "page": 0, "Index": 115}, {"Word": "O", "Confidence": 0.661, "X1": 0.889, "Y1": 0.31477, "X2": 0.889, "Y2": 0.31457, "X3": 0.883, "Y3": 0.31437, "X4": 0.883, "Y4": 0.3086, "page": 0, "Index": 116}, {"Word": "2100", "Confidence": 0.998, "X1": 0.063, "Y1": 0.30756, "X2": 0.088, "Y2": 0.30736, "X3": 0.088, "Y3": 0.32592, "X4": 0.063, "Y4": 0.32592, "page": 0, "Index": 117}, {"Word": "Winston-Salem", "Confidence": 0.98, "X1": 0.091, "Y1": 0.309, "X2": 0.164, "Y2": 0.3088, "X3": 0.164, "Y3": 0.32448, "X4": 0.091, "Y4": 0.32592, "page": 0, "Index": 118}, {"Word": "4,039", "Confidence": 0.815, "X1": 0.204, "Y1": 0.30756, "X2": 0.23, "Y2": 0.30736, "X3": 0.23, "Y3": 0.32303, "X4": 0.204, "Y4": 0.32303, "page": 0, "Index": 119}, {"Word": "17,310", "Confidence": 0.871, "X1": 0.254, "Y1": 0.30756, "X2": 0.285, "Y2": 0.30736, "X3": 0.285, "Y3": 0.32448, "X4": 0.254, "Y4": 0.32303, "page": 0, "Index": 120}, {"Word": "363,510", "Confidence": 0.848, "X1": 0.301, "Y1": 0.309, "X2": 0.34, "Y2": 0.3088, "X3": 0.34, "Y3": 0.32448, "X4": 0.301, "Y4": 0.32448, "page": 0, "Index": 121}, {"Word": "577", "Confidence": 0.994, "X1": 0.378, "Y1": 0.30612, "X2": 0.397, "Y2": 0.30592, "X3": 0.397, "Y3": 0.32303, "X4": 0.378, "Y4": 0.32303, "page": 0, "Index": 122}, {"Word": "0", "Confidence": 0.849, "X1": 0.451, "Y1": 0.30756, "X2": 0.457, "Y2": 0.30736, "X3": 0.457, "Y3": 0.32159, "X4": 0.451, "Y4": 0.32159, "page": 0, "Index": 123}, {"Word": "1.154", "Confidence": 0.687, "X1": 0.487, "Y1": 0.30756, "X2": 0.514, "Y2": 0.30736, "X3": 0.514, "Y3": 0.32303, "X4": 0.486, "Y4": 0.32159, "page": 0, "Index": 124}, {"Word": "1.154", "Confidence": 0.845, "X1": 0.543, "Y1": 0.30756, "X2": 0.568, "Y2": 0.30736, "X3": 0.568, "Y3": 0.32303, "X4": 0.543, "Y4": 0.32303, "page": 0, "Index": 125}, {"Word": "1.154:", "Confidence": 0.616, "X1": 0.609, "Y1": 0.30756, "X2": 0.642, "Y2": 0.30736, "X3": 0.641, "Y3": 0.32448, "X4": 0.608, "Y4": 0.32303, "page": 0, "Index": 126}, {"Word": "0", "Confidence": 0.61, "X1": 0.751, "Y1": 0.30756, "X2": 0.755, "Y2": 0.30736, "X3": 0.756, "Y3": 0.3187, "X4": 0.751, "Y4": 0.32015, "page": 0, "Index": 127}, {"Word": "0", "Confidence": 0.663, "X1": 0.818, "Y1": 0.309, "X2": 0.824, "Y2": 0.3088, "X3": 0.824, "Y3": 0.32303, "X4": 0.818, "Y4": 0.32303, "page": 0, "Index": 128}, {"Word": "2200", "Confidence": 0.996, "X1": 0.062, "Y1": 0.32776, "X2": 0.087, "Y2": 0.32756, "X3": 0.087, "Y3": 0.34323, "X4": 0.062, "Y4": 0.34468, "page": 0, "Index": 129}, {"Word": "Atlanta", "Confidence": 0.303, "X1": 0.093, "Y1": 0.32776, "X2": 0.127, "Y2": 0.32756, "X3": 0.127, "Y3": 0.34468, "X4": 0.093, "Y4": 0.34323, "page": 0, "Index": 130}, {"Word": "2,702", "Confidence": 0.8, "X1": 0.204, "Y1": 0.32632, "X2": 0.231, "Y2": 0.32612, "X3": 0.231, "Y3": 0.34179, "X4": 0.204, "Y4": 0.34179, "page": 0, "Index": 131}, {"Word": "11,580", "Confidence": 0.939, "X1": 0.254, "Y1": 0.32632, "X2": 0.286, "Y2": 0.32612, "X3": 0.286, "Y3": 0.34179, "X4": 0.254, "Y4": 0.34179, "page": 0, "Index": 132}, {"Word": "243,180", "Confidence": 0.834, "X1": 0.302, "Y1": 0.32632, "X2": 0.34, "Y2": 0.32612, "X3": 0.34, "Y3": 0.34323, "X4": 0.302, "Y4": 0.34323, "page": 0, "Index": 133}, {"Word": "386", "Confidence": 0.993, "X1": 0.379, "Y1": 0.32632, "X2": 0.396, "Y2": 0.32612, "X3": 0.396, "Y3": 0.34179, "X4": 0.378, "Y4": 0.34035, "page": 0, "Index": 134}, {"Word": "772", "Confidence": 0.998, "X1": 0.495, "Y1": 0.32776, "X2": 0.514, "Y2": 0.32756, "X3": 0.513, "Y3": 0.34179, "X4": 0.495, "Y4": 0.34035, "page": 0, "Index": 135}, {"Word": "772", "Confidence": 0.998, "X1": 0.551, "Y1": 0.32776, "X2": 0.569, "Y2": 0.32756, "X3": 0.568, "Y3": 0.34323, "X4": 0.55, "Y4": 0.34179, "page": 0, "Index": 136}, {"Word": "772", "Confidence": 0.996, "X1": 0.617, "Y1": 0.32776, "X2": 0.635, "Y2": 0.32756, "X3": 0.635, "Y3": 0.34323, "X4": 0.616, "Y4": 0.34179, "page": 0, "Index": 137}, {"Word": "0", "Confidence": 0.495, "X1": 0.695, "Y1": 0.34075, "X2": 0.695, "Y2": 0.34055, "X3": 0.688, "Y3": 0.34035, "X4": 0.688, "Y4": 0.33313, "page": 0, "Index": 138}, {"Word": "0", "Confidence": 0.607, "X1": 0.75, "Y1": 0.32776, "X2": 0.756, "Y2": 0.32756, "X3": 0.756, "Y3": 0.34179, "X4": 0.75, "Y4": 0.34179, "page": 0, "Index": 139}, {"Word": "0", "Confidence": 0.616, "X1": 0.816, "Y1": 0.32776, "X2": 0.822, "Y2": 0.32756, "X3": 0.822, "Y3": 0.34179, "X4": 0.816, "Y4": 0.34179, "page": 0, "Index": 140}, {"Word": "0", "Confidence": 0.584, "X1": 0.884, "Y1": 0.32776, "X2": 0.891, "Y2": 0.32756, "X3": 0.891, "Y3": 0.34179, "X4": 0.884, "Y4": 0.34179, "page": 0, "Index": 141}, {"Word": "0", "Confidence": 0.271, "X1": 0.95, "Y1": 0.3292, "X2": 0.955, "Y2": 0.329, "X3": 0.955, "Y3": 0.34179, "X4": 0.95, "Y4": 0.34179, "page": 0, "Index": 142}, {"Word": "0", "Confidence": 0.288, "X1": 0.817, "Y1": 0.34652, "X2": 0.82, "Y2": 0.34632, "X3": 0.822, "Y3": 0.35766, "X4": 0.817, "Y4": 0.35911, "page": 0, "Index": 143}, {"Word": "2300", "Confidence": 0.998, "X1": 0.064, "Y1": 0.34652, "X2": 0.088, "Y2": 0.34632, "X3": 0.087, "Y3": 0.36199, "X4": 0.063, "Y4": 0.36344, "page": 0, "Index": 144}, {"Word": "Florida", "Confidence": 0.708, "X1": 0.092, "Y1": 0.34508, "X2": 0.126, "Y2": 0.34488, "X3": 0.126, "Y3": 0.36199, "X4": 0.092, "Y4": 0.36199, "page": 0, "Index": 145}, {"Word": "3,577", "Confidence": 0.658, "X1": 0.204, "Y1": 0.34508, "X2": 0.229, "Y2": 0.34488, "X3": 0.229, "Y3": 0.36055, "X4": 0.204, "Y4": 0.36055, "page": 0, "Index": 146}, {"Word": "15,330", "Confidence": 0.991, "X1": 0.254, "Y1": 0.34652, "X2": 0.286, "Y2": 0.34632, "X3": 0.286, "Y3": 0.36199, "X4": 0.253, "Y4": 0.36055, "page": 0, "Index": 147}, {"Word": "321,930", "Confidence": 0.958, "X1": 0.302, "Y1": 0.34652, "X2": 0.34, "Y2": 0.34632, "X3": 0.34, "Y3": 0.36199, "X4": 0.302, "Y4": 0.36199, "page": 0, "Index": 148}, {"Word": "511", "Confidence": 0.996, "X1": 0.378, "Y1": 0.34652, "X2": 0.396, "Y2": 0.34632, "X3": 0.396, "Y3": 0.36199, "X4": 0.378, "Y4": 0.36055, "page": 0, "Index": 149}, {"Word": "0", "Confidence": 0.671, "X1": 0.452, "Y1": 0.34508, "X2": 0.457, "Y2": 0.34488, "X3": 0.457, "Y3": 0.35911, "X4": 0.452, "Y4": 0.35911, "page": 0, "Index": 150}, {"Word": "1.022", "Confidence": 0.651, "X1": 0.486, "Y1": 0.34652, "X2": 0.514, "Y2": 0.34632, "X3": 0.513, "Y3": 0.36055, "X4": 0.486, "Y4": 0.35911, "page": 0, "Index": 151}, {"Word": "1,022", "Confidence": 0.955, "X1": 0.542, "Y1": 0.34508, "X2": 0.57, "Y2": 0.34488, "X3": 0.57, "Y3": 0.36055, "X4": 0.542, "Y4": 0.36055, "page": 0, "Index": 152}, {"Word": "1,022", "Confidence": 0.849, "X1": 0.609, "Y1": 0.34508, "X2": 0.636, "Y2": 0.34488, "X3": 0.636, "Y3": 0.36055, "X4": 0.609, "Y4": 0.36055, "page": 0, "Index": 153}, {"Word": "0", "Confidence": 0.676, "X1": 0.75, "Y1": 0.34652, "X2": 0.755, "Y2": 0.34632, "X3": 0.756, "Y3": 0.35911, "X4": 0.75, "Y4": 0.35911, "page": 0, "Index": 154}, {"Word": "0", "Confidence": 0.637, "X1": 0.883, "Y1": 0.34652, "X2": 0.889, "Y2": 0.34632, "X3": 0.889, "Y3": 0.36055, "X4": 0.883, "Y4": 0.36055, "page": 0, "Index": 155}, {"Word": "2600", "Confidence": 0.982, "X1": 0.063, "Y1": 0.36384, "X2": 0.088, "Y2": 0.36364, "X3": 0.088, "Y3": 0.38075, "X4": 0.063, "Y4": 0.3822, "page": 0, "Index": 156}, {"Word": "Dallas", "Confidence": 0.621, "X1": 0.092, "Y1": 0.36528, "X2": 0.124, "Y2": 0.36508, "X3": 0.125, "Y3": 0.38075, "X4": 0.092, "Y4": 0.38075, "page": 0, "Index": 157}, {"Word": "3,969", "Confidence": 0.8, "X1": 0.203, "Y1": 0.36384, "X2": 0.231, "Y2": 0.36364, "X3": 0.231, "Y3": 0.37931, "X4": 0.203, "Y4": 0.38075, "page": 0, "Index": 158}, {"Word": "17,010", "Confidence": 0.667, "X1": 0.254, "Y1": 0.36384, "X2": 0.286, "Y2": 0.36364, "X3": 0.286, "Y3": 0.37931, "X4": 0.254, "Y4": 0.37931, "page": 0, "Index": 159}, {"Word": "357,210", "Confidence": 0.848, "X1": 0.302, "Y1": 0.36528, "X2": 0.34, "Y2": 0.36508, "X3": 0.34, "Y3": 0.38075, "X4": 0.302, "Y4": 0.37931, "page": 0, "Index": 160}, {"Word": "0", "Confidence": 0.763, "X1": 0.39, "Y1": 0.36384, "X2": 0.397, "Y2": 0.36364, "X3": 0.397, "Y3": 0.37931, "X4": 0.39, "Y4": 0.37931, "page": 0, "Index": 161}, {"Word": "1.134", "Confidence": 0.648, "X1": 0.431, "Y1": 0.36384, "X2": 0.458, "Y2": 0.36364, "X3": 0.458, "Y3": 0.37931, "X4": 0.431, "Y4": 0.37931, "page": 0, "Index": 162}, {"Word": "1,134", "Confidence": 0.848, "X1": 0.487, "Y1": 0.36384, "X2": 0.513, "Y2": 0.36364, "X3": 0.513, "Y3": 0.37931, "X4": 0.487, "Y4": 0.37931, "page": 0, "Index": 163}, {"Word": "1,134", "Confidence": 0.802, "X1": 0.542, "Y1": 0.36384, "X2": 0.568, "Y2": 0.36364, "X3": 0.568, "Y3": 0.38075, "X4": 0.542, "Y4": 0.38075, "page": 0, "Index": 164}, {"Word": "567", "Confidence": 0.875, "X1": 0.676, "Y1": 0.36528, "X2": 0.694, "Y2": 0.36508, "X3": 0.694, "Y3": 0.37931, "X4": 0.676, "Y4": 0.37931, "page": 0, "Index": 165}, {"Word": "0", "Confidence": 0.236, "X1": 0.824, "Y1": 0.39703, "X2": 0.824, "Y2": 0.39683, "X3": 0.817, "Y3": 0.39663, "X4": 0.817, "Y4": 0.38941, "page": 0, "Index": 166}, {"Word": "2900", "Confidence": 0.986, "X1": 0.064, "Y1": 0.3826, "X2": 0.088, "Y2": 0.3824, "X3": 0.087, "Y3": 0.40095, "X4": 0.063, "Y4": 0.40095, "page": 0, "Index": 167}, {"Word": "Richmond", "Confidence": 0.991, "X1": 0.092, "Y1": 0.38404, "X2": 0.142, "Y2": 0.38384, "X3": 0.143, "Y3": 0.40095, "X4": 0.092, "Y4": 0.40095, "page": 0, "Index": 168}, {"Word": "1,722", "Confidence": 0.915, "X1": 0.203, "Y1": 0.38115, "X2": 0.23, "Y2": 0.38095, "X3": 0.231, "Y3": 0.39807, "X4": 0.203, "Y4": 0.39951, "page": 0, "Index": 169}, {"Word": "7,380", "Confidence": 0.876, "X1": 0.259, "Y1": 0.38115, "X2": 0.287, "Y2": 0.38095, "X3": 0.287, "Y3": 0.39951, "X4": 0.259, "Y4": 0.39951, "page": 0, "Index": 170}, {"Word": "154,980", "Confidence": 0.991, "X1": 0.303, "Y1": 0.38404, "X2": 0.34, "Y2": 0.38384, "X3": 0.341, "Y3": 0.40095, "X4": 0.302, "Y4": 0.39951, "page": 0, "Index": 171}, {"Word": "246", "Confidence": 0.996, "X1": 0.378, "Y1": 0.38115, "X2": 0.397, "Y2": 0.38095, "X3": 0.397, "Y3": 0.39807, "X4": 0.378, "Y4": 0.39807, "page": 0, "Index": 172}, {"Word": "0", "Confidence": 0.673, "X1": 0.452, "Y1": 0.38404, "X2": 0.457, "Y2": 0.38384, "X3": 0.458, "Y3": 0.39951, "X4": 0.452, "Y4": 0.39951, "page": 0, "Index": 173}, {"Word": "492", "Confidence": 0.998, "X1": 0.495, "Y1": 0.3826, "X2": 0.514, "Y2": 0.3824, "X3": 0.514, "Y3": 0.39951, "X4": 0.494, "Y4": 0.39807, "page": 0, "Index": 174}, {"Word": "492", "Confidence": 0.995, "X1": 0.551, "Y1": 0.38404, "X2": 0.569, "Y2": 0.38384, "X3": 0.569, "Y3": 0.39951, "X4": 0.551, "Y4": 0.39951, "page": 0, "Index": 175}, {"Word": "492", "Confidence": 0.996, "X1": 0.617, "Y1": 0.38404, "X2": 0.636, "Y2": 0.38384, "X3": 0.636, "Y3": 0.39951, "X4": 0.616, "Y4": 0.39807, "page": 0, "Index": 176}, {"Word": "0", "Confidence": 0.343, "X1": 0.688, "Y1": 0.38548, "X2": 0.693, "Y2": 0.38528, "X3": 0.693, "Y3": 0.39951, "X4": 0.688, "Y4": 0.39951, "page": 0, "Index": 177}, {"Word": "0", "Confidence": 0.68, "X1": 0.75, "Y1": 0.38404, "X2": 0.756, "Y2": 0.38384, "X3": 0.756, "Y3": 0.39807, "X4": 0.75, "Y4": 0.39807, "page": 0, "Index": 178}, {"Word": "0", "Confidence": 0.661, "X1": 0.884, "Y1": 0.38548, "X2": 0.889, "Y2": 0.38528, "X3": 0.89, "Y3": 0.39951, "X4": 0.884, "Y4": 0.39951, "page": 0, "Index": 179}, {"Word": "81058", "Confidence": 0.425, "X1": 0.322, "Y1": 0.40135, "X2": 0.361, "Y2": 0.40115, "X3": 0.361, "Y3": 0.41683, "X4": 0.322, "Y4": 0.41827, "page": 0, "Index": 180}, {"Word": "FO", "Confidence": 0.665, "X1": 0.811, "Y1": 0.40424, "X2": 0.822, "Y2": 0.40404, "X3": 0.821, "Y3": 0.41683, "X4": 0.811, "Y4": 0.41538, "page": 0, "Index": 181}, {"Word": "TO", "Confidence": 0.331, "X1": 0.879, "Y1": 0.40424, "X2": 0.888, "Y2": 0.40404, "X3": 0.888, "Y3": 0.41538, "X4": 0.879, "Y4": 0.41394, "page": 0, "Index": 182}, {"Word": "10GISSA", "Confidence": 0.23, "X1": 0.093, "Y1": 0.40135, "X2": 0.143, "Y2": 0.40115, "X3": 0.143, "Y3": 0.41827, "X4": 0.093, "Y4": 0.41827, "page": 0, "Index": 183}, {"Word": "16,009", "Confidence": 0.802, "X1": 0.2, "Y1": 0.4028, "X2": 0.231, "Y2": 0.4026, "X3": 0.231, "Y3": 0.41827, "X4": 0.199, "Y4": 0.41827, "page": 0, "Index": 184}, {"Word": "68", "Confidence": 0.645, "X1": 0.251, "Y1": 0.40135, "X2": 0.264, "Y2": 0.40115, "X3": 0.264, "Y3": 0.41971, "X4": 0.251, "Y4": 0.41971, "page": 0, "Index": 185}, {"Word": "610", "Confidence": 0.931, "X1": 0.267, "Y1": 0.40135, "X2": 0.286, "Y2": 0.40115, "X3": 0.286, "Y3": 0.41971, "X4": 0.267, "Y4": 0.41971, "page": 0, "Index": 186}, {"Word": "1", "Confidence": 0.637, "X1": 0.293, "Y1": 0.40135, "X2": 0.299, "Y2": 0.40115, "X3": 0.299, "Y3": 0.41827, "X4": 0.293, "Y4": 0.41971, "page": 0, "Index": 187}, {"Word": "440", "Confidence": 0.618, "X1": 0.301, "Y1": 0.40135, "X2": 0.319, "Y2": 0.40115, "X3": 0.32, "Y3": 0.41827, "X4": 0.301, "Y4": 0.41827, "page": 0, "Index": 188}, {"Word": "51720", "Confidence": 0.207, "X1": 0.366, "Y1": 0.4028, "X2": 0.396, "Y2": 0.4026, "X3": 0.397, "Y3": 0.41971, "X4": 0.366, "Y4": 0.41971, "page": 0, "Index": 189}, {"Word": "48", "Confidence": 0.006, "X1": 0.401, "Y1": 0.40135, "X2": 0.417, "Y2": 0.40115, "X3": 0.418, "Y3": 0.41827, "X4": 0.401, "Y4": 0.41971, "page": 0, "Index": 190}, {"Word": "-567", "Confidence": 0.602, "X1": 0.673, "Y1": 0.4028, "X2": 0.696, "Y2": 0.4026, "X3": 0.696, "Y3": 0.42116, "X4": 0.673, "Y4": 0.41971, "page": 0, "Index": 191}, {"Word": "847", "Confidence": 0.991, "X1": 0.213, "Y1": 0.42156, "X2": 0.232, "Y2": 0.42136, "X3": 0.232, "Y3": 0.43703, "X4": 0.212, "Y4": 0.43559, "page": 0, "Index": 192}, {"Word": "3.630", "Confidence": 0.873, "X1": 0.26, "Y1": 0.42156, "X2": 0.285, "Y2": 0.42136, "X3": 0.285, "Y3": 0.43559, "X4": 0.26, "Y4": 0.43559, "page": 0, "Index": 193}, {"Word": "76,230", "Confidence": 0.885, "X1": 0.308, "Y1": 0.42156, "X2": 0.34, "Y2": 0.42136, "X3": 0.34, "Y3": 0.43703, "X4": 0.308, "Y4": 0.43559, "page": 0, "Index": 194}, {"Word": "0", "Confidence": 0.681, "X1": 0.39, "Y1": 0.423, "X2": 0.395, "Y2": 0.4228, "X3": 0.395, "Y3": 0.43559, "X4": 0.39, "Y4": 0.43559, "page": 0, "Index": 195}, {"Word": "0", "Confidence": 0.416, "X1": 0.507, "Y1": 0.42156, "X2": 0.513, "Y2": 0.42136, "X3": 0.512, "Y3": 0.43703, "X4": 0.506, "Y4": 0.43559, "page": 0, "Index": 196}, {"Word": "0", "Confidence": 0.619, "X1": 0.562, "Y1": 0.423, "X2": 0.568, "Y2": 0.4228, "X3": 0.568, "Y3": 0.43703, "X4": 0.562, "Y4": 0.43703, "page": 0, "Index": 197}, {"Word": "0", "Confidence": 0.334, "X1": 0.628, "Y1": 0.423, "X2": 0.634, "Y2": 0.4228, "X3": 0.634, "Y3": 0.43703, "X4": 0.628, "Y4": 0.43703, "page": 0, "Index": 198}, {"Word": "242", "Confidence": 0.996, "X1": 0.738, "Y1": 0.42011, "X2": 0.758, "Y2": 0.41991, "X3": 0.758, "Y3": 0.43559, "X4": 0.739, "Y4": 0.43703, "page": 0, "Index": 199}, {"Word": "242", "Confidence": 0.998, "X1": 0.805, "Y1": 0.42156, "X2": 0.823, "Y2": 0.42136, "X3": 0.824, "Y3": 0.43703, "X4": 0.806, "Y4": 0.43703, "page": 0, "Index": 200}, {"Word": "242", "Confidence": 0.998, "X1": 0.872, "Y1": 0.42156, "X2": 0.889, "Y2": 0.42136, "X3": 0.889, "Y3": 0.43703, "X4": 0.872, "Y4": 0.43703, "page": 0, "Index": 201}, {"Word": "121", "Confidence": 0.994, "X1": 0.939, "Y1": 0.42011, "X2": 0.955, "Y2": 0.41991, "X3": 0.955, "Y3": 0.43703, "X4": 0.939, "Y4": 0.43847, "page": 0, "Index": 202}, {"Word": "5100", "Confidence": 0.877, "X1": 0.063, "Y1": 0.42156, "X2": 0.089, "Y2": 0.42136, "X3": 0.088, "Y3": 0.43847, "X4": 0.063, "Y4": 0.43992, "page": 0, "Index": 203}, {"Word": "N.", "Confidence": 0.998, "X1": 0.093, "Y1": 0.42156, "X2": 0.104, "Y2": 0.42136, "X3": 0.103, "Y3": 0.43847, "X4": 0.092, "Y4": 0.43847, "page": 0, "Index": 204}, {"Word": "Califomia", "Confidence": 0.08, "X1": 0.106, "Y1": 0.423, "X2": 0.154, "Y2": 0.4228, "X3": 0.154, "Y3": 0.43847, "X4": 0.106, "Y4": 0.43847, "page": 0, "Index": 205}, {"Word": "0", "Confidence": 0.36, "X1": 0.69, "Y1": 0.423, "X2": 0.696, "Y2": 0.4228, "X3": 0.696, "Y3": 0.43847, "X4": 0.69, "Y4": 0.43847, "page": 0, "Index": 206}, {"Word": "5400", "Confidence": 0.986, "X1": 0.065, "Y1": 0.44176, "X2": 0.088, "Y2": 0.44156, "X3": 0.088, "Y3": 0.45723, "X4": 0.064, "Y4": 0.45867, "page": 0, "Index": 207}, {"Word": "S.", "Confidence": 0.998, "X1": 0.092, "Y1": 0.44032, "X2": 0.103, "Y2": 0.44012, "X3": 0.103, "Y3": 0.45723, "X4": 0.092, "Y4": 0.45723, "page": 0, "Index": 208}, {"Word": "California", "Confidence": 0.065, "X1": 0.106, "Y1": 0.44032, "X2": 0.154, "Y2": 0.44012, "X3": 0.154, "Y3": 0.45723, "X4": 0.105, "Y4": 0.45723, "page": 0, "Index": 209}, {"Word": "854", "Confidence": 0.998, "X1": 0.213, "Y1": 0.44032, "X2": 0.231, "Y2": 0.44012, "X3": 0.231, "Y3": 0.45579, "X4": 0.213, "Y4": 0.45579, "page": 0, "Index": 210}, {"Word": "3,660", "Confidence": 0.78, "X1": 0.259, "Y1": 0.44032, "X2": 0.286, "Y2": 0.44012, "X3": 0.286, "Y3": 0.45579, "X4": 0.259, "Y4": 0.45579, "page": 0, "Index": 211}, {"Word": "76,860", "Confidence": 0.883, "X1": 0.308, "Y1": 0.44032, "X2": 0.34, "Y2": 0.44012, "X3": 0.34, "Y3": 0.45579, "X4": 0.308, "Y4": 0.45579, "page": 0, "Index": 212}, {"Word": "34", "Confidence": 0.987, "X1": 0.446, "Y1": 0.43887, "X2": 0.458, "Y2": 0.43867, "X3": 0.458, "Y3": 0.45435, "X4": 0.446, "Y4": 0.45435, "page": 0, "Index": 213}, {"Word": "34", "Confidence": 0.998, "X1": 0.502, "Y1": 0.44032, "X2": 0.514, "Y2": 0.44012, "X3": 0.514, "Y3": 0.45435, "X4": 0.502, "Y4": 0.45435, "page": 0, "Index": 214}, {"Word": "34", "Confidence": 0.998, "X1": 0.556, "Y1": 0.43887, "X2": 0.571, "Y2": 0.43867, "X3": 0.57, "Y3": 0.45579, "X4": 0.556, "Y4": 0.45435, "page": 0, "Index": 215}, {"Word": "0", "Confidence": 0.325, "X1": 0.628, "Y1": 0.44176, "X2": 0.634, "Y2": 0.44156, "X3": 0.634, "Y3": 0.45579, "X4": 0.628, "Y4": 0.45579, "page": 0, "Index": 216}, {"Word": "17", "Confidence": 0.998, "X1": 0.683, "Y1": 0.44032, "X2": 0.695, "Y2": 0.44012, "X3": 0.695, "Y3": 0.45435, "X4": 0.683, "Y4": 0.45435, "page": 0, "Index": 217}, {"Word": "210", "Confidence": 0.998, "X1": 0.74, "Y1": 0.44032, "X2": 0.757, "Y2": 0.44012, "X3": 0.757, "Y3": 0.45579, "X4": 0.74, "Y4": 0.45579, "page": 0, "Index": 218}, {"Word": "210", "Confidence": 0.998, "X1": 0.804, "Y1": 0.44176, "X2": 0.822, "Y2": 0.44156, "X3": 0.822, "Y3": 0.45723, "X4": 0.804, "Y4": 0.45579, "page": 0, "Index": 219}, {"Word": "210", "Confidence": 0.998, "X1": 0.871, "Y1": 0.44032, "X2": 0.889, "Y2": 0.44012, "X3": 0.889, "Y3": 0.45579, "X4": 0.871, "Y4": 0.45579, "page": 0, "Index": 220}, {"Word": "105", "Confidence": 0.822, "X1": 0.94, "Y1": 0.43743, "X2": 0.956, "Y2": 0.43723, "X3": 0.956, "Y3": 0.45579, "X4": 0.94, "Y4": 0.45579, "page": 0, "Index": 221}, {"Word": "5600", "Confidence": 0.982, "X1": 0.064, "Y1": 0.46052, "X2": 0.088, "Y2": 0.46032, "X3": 0.088, "Y3": 0.47599, "X4": 0.064, "Y4": 0.47599, "page": 0, "Index": 222}, {"Word": "Seattle", "Confidence": 0.85, "X1": 0.093, "Y1": 0.46052, "X2": 0.127, "Y2": 0.46032, "X3": 0.127, "Y3": 0.47599, "X4": 0.092, "Y4": 0.47599, "page": 0, "Index": 223}, {"Word": "952", "Confidence": 0.998, "X1": 0.213, "Y1": 0.45907, "X2": 0.231, "Y2": 0.45887, "X3": 0.231, "Y3": 0.47455, "X4": 0.213, "Y4": 0.4731, "page": 0, "Index": 224}, {"Word": "4.080", "Confidence": 0.654, "X1": 0.259, "Y1": 0.45907, "X2": 0.285, "Y2": 0.45887, "X3": 0.285, "Y3": 0.47455, "X4": 0.258, "Y4": 0.4731, "page": 0, "Index": 225}, {"Word": "85,680", "Confidence": 0.922, "X1": 0.308, "Y1": 0.46052, "X2": 0.34, "Y2": 0.46032, "X3": 0.34, "Y3": 0.47455, "X4": 0.308, "Y4": 0.47455, "page": 0, "Index": 226}, {"Word": "272", "Confidence": 0.991, "X1": 0.439, "Y1": 0.45907, "X2": 0.458, "Y2": 0.45887, "X3": 0.459, "Y3": 0.47743, "X4": 0.439, "Y4": 0.47743, "page": 0, "Index": 227}, {"Word": "272", "Confidence": 0.998, "X1": 0.495, "Y1": 0.45907, "X2": 0.513, "Y2": 0.45887, "X3": 0.513, "Y3": 0.47455, "X4": 0.495, "Y4": 0.47455, "page": 0, "Index": 228}, {"Word": "272", "Confidence": 0.991, "X1": 0.551, "Y1": 0.45763, "X2": 0.568, "Y2": 0.45743, "X3": 0.568, "Y3": 0.47455, "X4": 0.551, "Y4": 0.47455, "page": 0, "Index": 229}, {"Word": "0", "Confidence": 0.643, "X1": 0.628, "Y1": 0.46052, "X2": 0.634, "Y2": 0.46032, "X3": 0.634, "Y3": 0.47455, "X4": 0.628, "Y4": 0.47455, "page": 0, "Index": 230}, {"Word": "136", "Confidence": 0.893, "X1": 0.677, "Y1": 0.45907, "X2": 0.694, "Y2": 0.45887, "X3": 0.694, "Y3": 0.47599, "X4": 0.677, "Y4": 0.47599, "page": 0, "Index": 231}, {"Word": "0", "Confidence": 0.631, "X1": 0.816, "Y1": 0.46052, "X2": 0.822, "Y2": 0.46032, "X3": 0.822, "Y3": 0.47455, "X4": 0.816, "Y4": 0.47455, "page": 0, "Index": 232}, {"Word": "0", "Confidence": 0.62, "X1": 0.883, "Y1": 0.46052, "X2": 0.887, "Y2": 0.46032, "X3": 0.888, "Y3": 0.4731, "X4": 0.883, "Y4": 0.47455, "page": 0, "Index": 233}, {"Word": "0", "Confidence": 0.789, "X1": 0.95, "Y1": 0.46052, "X2": 0.956, "Y2": 0.46032, "X3": 0.956, "Y3": 0.47455, "X4": 0.95, "Y4": 0.47455, "page": 0, "Index": 234}, {"Word": "5800", "Confidence": 0.785, "X1": 0.064, "Y1": 0.47928, "X2": 0.088, "Y2": 0.47908, "X3": 0.088, "Y3": 0.49475, "X4": 0.063, "Y4": 0.49619, "page": 0, "Index": 235}, {"Word": "Houston", "Confidence": 0.995, "X1": 0.093, "Y1": 0.47928, "X2": 0.134, "Y2": 0.47908, "X3": 0.134, "Y3": 0.49619, "X4": 0.093, "Y4": 0.49475, "page": 0, "Index": 236}, {"Word": "3,871", "Confidence": 0.67, "X1": 0.204, "Y1": 0.47783, "X2": 0.231, "Y2": 0.47763, "X3": 0.231, "Y3": 0.49331, "X4": 0.204, "Y4": 0.49331, "page": 0, "Index": 237}, {"Word": "16.590", "Confidence": 0.675, "X1": 0.255, "Y1": 0.47783, "X2": 0.285, "Y2": 0.47763, "X3": 0.285, "Y3": 0.49331, "X4": 0.255, "Y4": 0.49331, "page": 0, "Index": 238}, {"Word": "348,390", "Confidence": 0.967, "X1": 0.302, "Y1": 0.47783, "X2": 0.342, "Y2": 0.47763, "X3": 0.342, "Y3": 0.49475, "X4": 0.302, "Y4": 0.49475, "page": 0, "Index": 239}, {"Word": "0", "Confidence": 0.685, "X1": 0.389, "Y1": 0.47783, "X2": 0.395, "Y2": 0.47763, "X3": 0.396, "Y3": 0.49331, "X4": 0.389, "Y4": 0.49331, "page": 0, "Index": 240}, {"Word": "1,106", "Confidence": 0.904, "X1": 0.431, "Y1": 0.47783, "X2": 0.458, "Y2": 0.47763, "X3": 0.459, "Y3": 0.49475, "X4": 0.431, "Y4": 0.49475, "page": 0, "Index": 241}, {"Word": "1.106", "Confidence": 0.624, "X1": 0.486, "Y1": 0.47639, "X2": 0.514, "Y2": 0.47619, "X3": 0.514, "Y3": 0.49331, "X4": 0.487, "Y4": 0.49475, "page": 0, "Index": 242}, {"Word": "1.106", "Confidence": 0.667, "X1": 0.542, "Y1": 0.47639, "X2": 0.569, "Y2": 0.47619, "X3": 0.57, "Y3": 0.49331, "X4": 0.542, "Y4": 0.49475, "page": 0, "Index": 243}, {"Word": "0", "Confidence": 0.68, "X1": 0.628, "Y1": 0.47928, "X2": 0.634, "Y2": 0.47908, "X3": 0.634, "Y3": 0.49475, "X4": 0.628, "Y4": 0.49475, "page": 0, "Index": 244}, {"Word": "553", "Confidence": 0.998, "X1": 0.677, "Y1": 0.47783, "X2": 0.695, "Y2": 0.47763, "X3": 0.695, "Y3": 0.49475, "X4": 0.677, "Y4": 0.49475, "page": 0, "Index": 245}, {"Word": "0", "Confidence": 0.511, "X1": 0.75, "Y1": 0.47928, "X2": 0.756, "Y2": 0.47908, "X3": 0.756, "Y3": 0.49331, "X4": 0.75, "Y4": 0.49331, "page": 0, "Index": 246}, {"Word": "0", "Confidence": 0.613, "X1": 0.883, "Y1": 0.48072, "X2": 0.888, "Y2": 0.48052, "X3": 0.888, "Y3": 0.49331, "X4": 0.883, "Y4": 0.49331, "page": 0, "Index": 247}, {"Word": "B24", "Confidence": 0.679, "X1": 0.213, "Y1": 0.49948, "X2": 0.231, "Y2": 0.49928, "X3": 0.23, "Y3": 0.51207, "X4": 0.213, "Y4": 0.51062, "page": 0, "Index": 248}, {"Word": "27.950", "Confidence": 0.22, "X1": 0.253, "Y1": 0.49948, "X2": 0.285, "Y2": 0.49928, "X3": 0.285, "Y3": 0.51351, "X4": 0.253, "Y4": 0.51207, "page": 0, "Index": 249}, {"Word": "Prone", "Confidence": 0.281, "X1": 0.377, "Y1": 0.50236, "X2": 0.414, "Y2": 0.50216, "X3": 0.414, "Y3": 0.51495, "X4": 0.376, "Y4": 0.51351, "page": 0, "Index": 250}, {"Word": "452", "Confidence": 0.678, "X1": 0.805, "Y1": 0.49948, "X2": 0.823, "Y2": 0.49928, "X3": 0.823, "Y3": 0.51495, "X4": 0.804, "Y4": 0.51495, "page": 0, "Index": 251}, {"Word": "457", "Confidence": 0.581, "X1": 0.871, "Y1": 0.50092, "X2": 0.889, "Y2": 0.50072, "X3": 0.89, "Y3": 0.51351, "X4": 0.871, "Y4": 0.51495, "page": 0, "Index": 252}, {"Word": "12-3", "Confidence": 0, "X1": 0.914, "Y1": 0.49948, "X2": 0.935, "Y2": 0.49928, "X3": 0.935, "Y3": 0.51639, "X4": 0.914, "Y4": 0.51639, "page": 0, "Index": 253}, {"Word": "226", "Confidence": 0.712, "X1": 0.938, "Y1": 0.49804, "X2": 0.958, "Y2": 0.49784, "X3": 0.958, "Y3": 0.51351, "X4": 0.938, "Y4": 0.51639, "page": 0, "Index": 254}, {"Word": "6200", "Confidence": 0.92, "X1": 0.063, "Y1": 0.51824, "X2": 0.088, "Y2": 0.51804, "X3": 0.088, "Y3": 0.53515, "X4": 0.063, "Y4": 0.53515, "page": 0, "Index": 255}, {"Word": "Chicago", "Confidence": 0.994, "X1": 0.092, "Y1": 0.51824, "X2": 0.134, "Y2": 0.51804, "X3": 0.134, "Y3": 0.53515, "X4": 0.092, "Y4": 0.53515, "page": 0, "Index": 256}, {"Word": "1,372", "Confidence": 0.703, "X1": 0.205, "Y1": 0.51535, "X2": 0.231, "Y2": 0.51515, "X3": 0.231, "Y3": 0.53082, "X4": 0.205, "Y4": 0.53082, "page": 0, "Index": 257}, {"Word": "5,880", "Confidence": 0.82, "X1": 0.258, "Y1": 0.51535, "X2": 0.286, "Y2": 0.51515, "X3": 0.286, "Y3": 0.53082, "X4": 0.258, "Y4": 0.53082, "page": 0, "Index": 258}, {"Word": "123,480", "Confidence": 0.902, "X1": 0.303, "Y1": 0.51535, "X2": 0.34, "Y2": 0.51515, "X3": 0.34, "Y3": 0.53227, "X4": 0.303, "Y4": 0.53227, "page": 0, "Index": 259}, {"Word": "0", "Confidence": 0.676, "X1": 0.39, "Y1": 0.51824, "X2": 0.395, "Y2": 0.51804, "X3": 0.395, "Y3": 0.53227, "X4": 0.39, "Y4": 0.53227, "page": 0, "Index": 260}, {"Word": "392", "Confidence": 0.998, "X1": 0.439, "Y1": 0.51535, "X2": 0.458, "Y2": 0.51515, "X3": 0.458, "Y3": 0.53227, "X4": 0.439, "Y4": 0.53227, "page": 0, "Index": 261}, {"Word": "392", "Confidence": 0.998, "X1": 0.495, "Y1": 0.51535, "X2": 0.514, "Y2": 0.51515, "X3": 0.514, "Y3": 0.53082, "X4": 0.496, "Y4": 0.53082, "page": 0, "Index": 262}, {"Word": "392", "Confidence": 0.994, "X1": 0.55, "Y1": 0.51391, "X2": 0.569, "Y2": 0.51371, "X3": 0.569, "Y3": 0.53082, "X4": 0.551, "Y4": 0.53227, "page": 0, "Index": 263}, {"Word": "0", "Confidence": 0.674, "X1": 0.628, "Y1": 0.51679, "X2": 0.634, "Y2": 0.51659, "X3": 0.634, "Y3": 0.53082, "X4": 0.628, "Y4": 0.53082, "page": 0, "Index": 264}, {"Word": "196", "Confidence": 0.786, "X1": 0.676, "Y1": 0.51535, "X2": 0.693, "Y2": 0.51515, "X3": 0.694, "Y3": 0.52938, "X4": 0.677, "Y4": 0.53082, "page": 0, "Index": 265}, {"Word": "0", "Confidence": 0.628, "X1": 0.75, "Y1": 0.51679, "X2": 0.756, "Y2": 0.51659, "X3": 0.756, "Y3": 0.53082, "X4": 0.75, "Y4": 0.53082, "page": 0, "Index": 266}, {"Word": "0", "Confidence": 0.614, "X1": 0.817, "Y1": 0.51824, "X2": 0.822, "Y2": 0.51804, "X3": 0.822, "Y3": 0.53082, "X4": 0.817, "Y4": 0.53082, "page": 0, "Index": 267}, {"Word": "0", "Confidence": 0.564, "X1": 0.884, "Y1": 0.51679, "X2": 0.89, "Y2": 0.51659, "X3": 0.89, "Y3": 0.53082, "X4": 0.884, "Y4": 0.53082, "page": 0, "Index": 268}, {"Word": "0", "Confidence": 0.621, "X1": 0.949, "Y1": 0.51679, "X2": 0.955, "Y2": 0.51659, "X3": 0.956, "Y3": 0.53227, "X4": 0.949, "Y4": 0.53227, "page": 0, "Index": 269}, {"Word": "6300", "Confidence": 0.955, "X1": 0.063, "Y1": 0.53555, "X2": 0.088, "Y2": 0.53535, "X3": 0.088, "Y3": 0.55247, "X4": 0.063, "Y4": 0.55247, "page": 0, "Index": 270}, {"Word": "Minneapolis", "Confidence": 0.971, "X1": 0.092, "Y1": 0.537, "X2": 0.153, "Y2": 0.5368, "X3": 0.153, "Y3": 0.55103, "X4": 0.092, "Y4": 0.55247, "page": 0, "Index": 271}, {"Word": "1,526", "Confidence": 0.849, "X1": 0.204, "Y1": 0.53411, "X2": 0.231, "Y2": 0.53391, "X3": 0.232, "Y3": 0.55103, "X4": 0.205, "Y4": 0.55103, "page": 0, "Index": 272}, {"Word": "6,540", "Confidence": 0.829, "X1": 0.258, "Y1": 0.53555, "X2": 0.286, "Y2": 0.53535, "X3": 0.286, "Y3": 0.55103, "X4": 0.258, "Y4": 0.55103, "page": 0, "Index": 273}, {"Word": "137,340", "Confidence": 0.991, "X1": 0.303, "Y1": 0.53555, "X2": 0.341, "Y2": 0.53535, "X3": 0.341, "Y3": 0.55103, "X4": 0.302, "Y4": 0.55103, "page": 0, "Index": 274}, {"Word": "0", "Confidence": 0.781, "X1": 0.39, "Y1": 0.53555, "X2": 0.396, "Y2": 0.53535, "X3": 0.396, "Y3": 0.54958, "X4": 0.39, "Y4": 0.54958, "page": 0, "Index": 275}, {"Word": "436", "Confidence": 0.813, "X1": 0.44, "Y1": 0.53555, "X2": 0.457, "Y2": 0.53535, "X3": 0.457, "Y3": 0.54958, "X4": 0.44, "Y4": 0.54958, "page": 0, "Index": 276}, {"Word": "436", "Confidence": 0.996, "X1": 0.495, "Y1": 0.53267, "X2": 0.515, "Y2": 0.53247, "X3": 0.515, "Y3": 0.54958, "X4": 0.496, "Y4": 0.55103, "page": 0, "Index": 277}, {"Word": "436", "Confidence": 0.947, "X1": 0.551, "Y1": 0.53411, "X2": 0.569, "Y2": 0.53391, "X3": 0.57, "Y3": 0.55247, "X4": 0.551, "Y4": 0.55247, "page": 0, "Index": 278}, {"Word": "0", "Confidence": 0.713, "X1": 0.628, "Y1": 0.53555, "X2": 0.635, "Y2": 0.53535, "X3": 0.635, "Y3": 0.55103, "X4": 0.628, "Y4": 0.55103, "page": 0, "Index": 279}, {"Word": "218", "Confidence": 0.998, "X1": 0.677, "Y1": 0.53555, "X2": 0.694, "Y2": 0.53535, "X3": 0.694, "Y3": 0.55103, "X4": 0.677, "Y4": 0.55103, "page": 0, "Index": 280}, {"Word": "0", "Confidence": 0.778, "X1": 0.75, "Y1": 0.537, "X2": 0.756, "Y2": 0.5368, "X3": 0.756, "Y3": 0.55103, "X4": 0.75, "Y4": 0.55103, "page": 0, "Index": 281}, {"Word": "0", "Confidence": 0.608, "X1": 0.817, "Y1": 0.53844, "X2": 0.822, "Y2": 0.53824, "X3": 0.822, "Y3": 0.55103, "X4": 0.817, "Y4": 0.55103, "page": 0, "Index": 282}, {"Word": "6600", "Confidence": 0.915, "X1": 0.064, "Y1": 0.55576, "X2": 0.089, "Y2": 0.55556, "X3": 0.088, "Y3": 0.57267, "X4": 0.064, "Y4": 0.57267, "page": 0, "Index": 283}, {"Word": "Denver", "Confidence": 0.847, "X1": 0.093, "Y1": 0.5572, "X2": 0.13, "Y2": 0.557, "X3": 0.13, "Y3": 0.57267, "X4": 0.092, "Y4": 0.57267, "page": 0, "Index": 284}, {"Word": "1.603", "Confidence": 0.819, "X1": 0.204, "Y1": 0.55431, "X2": 0.231, "Y2": 0.55411, "X3": 0.231, "Y3": 0.56834, "X4": 0.204, "Y4": 0.56834, "page": 0, "Index": 285}, {"Word": "6,870", "Confidence": 0.769, "X1": 0.258, "Y1": 0.55431, "X2": 0.285, "Y2": 0.55411, "X3": 0.285, "Y3": 0.56979, "X4": 0.258, "Y4": 0.56979, "page": 0, "Index": 286}, {"Word": "144,270", "Confidence": 0.963, "X1": 0.303, "Y1": 0.55431, "X2": 0.34, "Y2": 0.55411, "X3": 0.34, "Y3": 0.56979, "X4": 0.303, "Y4": 0.56979, "page": 0, "Index": 287}, {"Word": "0", "Confidence": 0.68, "X1": 0.39, "Y1": 0.55431, "X2": 0.396, "Y2": 0.55411, "X3": 0.397, "Y3": 0.56979, "X4": 0.39, "Y4": 0.56979, "page": 0, "Index": 288}, {"Word": "458", "Confidence": 0.994, "X1": 0.438, "Y1": 0.55143, "X2": 0.459, "Y2": 0.55123, "X3": 0.459, "Y3": 0.57123, "X4": 0.439, "Y4": 0.57123, "page": 0, "Index": 289}, {"Word": "458", "Confidence": 0.965, "X1": 0.495, "Y1": 0.55287, "X2": 0.512, "Y2": 0.55267, "X3": 0.513, "Y3": 0.56979, "X4": 0.496, "Y4": 0.56979, "page": 0, "Index": 290}, {"Word": "458", "Confidence": 0.995, "X1": 0.551, "Y1": 0.55143, "X2": 0.569, "Y2": 0.55123, "X3": 0.569, "Y3": 0.56979, "X4": 0.551, "Y4": 0.56979, "page": 0, "Index": 291}, {"Word": "0", "Confidence": 0.268, "X1": 0.628, "Y1": 0.55431, "X2": 0.634, "Y2": 0.55411, "X3": 0.635, "Y3": 0.56979, "X4": 0.628, "Y4": 0.56979, "page": 0, "Index": 292}, {"Word": "229", "Confidence": 0.995, "X1": 0.678, "Y1": 0.55431, "X2": 0.694, "Y2": 0.55411, "X3": 0.694, "Y3": 0.56979, "X4": 0.678, "Y4": 0.56979, "page": 0, "Index": 293}, {"Word": "0", "Confidence": 0.67, "X1": 0.751, "Y1": 0.55576, "X2": 0.757, "Y2": 0.55556, "X3": 0.757, "Y3": 0.56979, "X4": 0.751, "Y4": 0.56979, "page": 0, "Index": 294}, {"Word": "0", "Confidence": 0.576, "X1": 0.816, "Y1": 0.5572, "X2": 0.822, "Y2": 0.557, "X3": 0.822, "Y3": 0.56979, "X4": 0.816, "Y4": 0.56979, "page": 0, "Index": 295}, {"Word": "0", "Confidence": 0.621, "X1": 0.884, "Y1": 0.55576, "X2": 0.89, "Y2": 0.55556, "X3": 0.89, "Y3": 0.56979, "X4": 0.884, "Y4": 0.56979, "page": 0, "Index": 296}, {"Word": "O", "Confidence": 0.632, "X1": 0.957, "Y1": 0.56874, "X2": 0.957, "Y2": 0.56854, "X3": 0.95, "Y3": 0.56834, "X4": 0.95, "Y4": 0.56257, "page": 0, "Index": 297}, {"Word": "6700", "Confidence": 0.982, "X1": 0.064, "Y1": 0.57451, "X2": 0.088, "Y2": 0.57431, "X3": 0.088, "Y3": 0.58999, "X4": 0.064, "Y4": 0.58999, "page": 0, "Index": 298}, {"Word": "Detroit", "Confidence": 0.615, "X1": 0.092, "Y1": 0.57307, "X2": 0.129, "Y2": 0.57287, "X3": 0.129, "Y3": 0.58854, "X4": 0.092, "Y4": 0.58999, "page": 0, "Index": 299}, {"Word": "1,288", "Confidence": 0.713, "X1": 0.204, "Y1": 0.57307, "X2": 0.231, "Y2": 0.57287, "X3": 0.231, "Y3": 0.58854, "X4": 0.205, "Y4": 0.58854, "page": 0, "Index": 300}, {"Word": "5,520", "Confidence": 0.835, "X1": 0.259, "Y1": 0.57307, "X2": 0.286, "Y2": 0.57287, "X3": 0.286, "Y3": 0.58854, "X4": 0.259, "Y4": 0.58854, "page": 0, "Index": 301}, {"Word": "115,920", "Confidence": 0.932, "X1": 0.303, "Y1": 0.57451, "X2": 0.341, "Y2": 0.57431, "X3": 0.341, "Y3": 0.58854, "X4": 0.303, "Y4": 0.58854, "page": 0, "Index": 302}, {"Word": "368", "Confidence": 0.908, "X1": 0.44, "Y1": 0.57307, "X2": 0.458, "Y2": 0.57287, "X3": 0.457, "Y3": 0.58854, "X4": 0.439, "Y4": 0.5871, "page": 0, "Index": 303}, {"Word": "368", "Confidence": 0.993, "X1": 0.495, "Y1": 0.57307, "X2": 0.513, "Y2": 0.57287, "X3": 0.514, "Y3": 0.58854, "X4": 0.496, "Y4": 0.58854, "page": 0, "Index": 304}, {"Word": "368", "Confidence": 0.997, "X1": 0.55, "Y1": 0.57163, "X2": 0.569, "Y2": 0.57143, "X3": 0.57, "Y3": 0.58854, "X4": 0.551, "Y4": 0.58999, "page": 0, "Index": 305}, {"Word": "O", "Confidence": 0.603, "X1": 0.63, "Y1": 0.57451, "X2": 0.635, "Y2": 0.57431, "X3": 0.635, "Y3": 0.58854, "X4": 0.63, "Y4": 0.58854, "page": 0, "Index": 306}, {"Word": "18", "Confidence": 0.933, "X1": 0.676, "Y1": 0.57307, "X2": 0.688, "Y2": 0.57287, "X3": 0.688, "Y3": 0.58854, "X4": 0.677, "Y4": 0.58854, "page": 0, "Index": 307}, {"Word": "0", "Confidence": 0.829, "X1": 0.75, "Y1": 0.57451, "X2": 0.756, "Y2": 0.57431, "X3": 0.756, "Y3": 0.58854, "X4": 0.75, "Y4": 0.58854, "page": 0, "Index": 308}, {"Word": "0", "Confidence": 0.375, "X1": 0.817, "Y1": 0.57451, "X2": 0.823, "Y2": 0.57431, "X3": 0.823, "Y3": 0.58854, "X4": 0.817, "Y4": 0.58854, "page": 0, "Index": 309}, {"Word": "0", "Confidence": 0.713, "X1": 0.883, "Y1": 0.57451, "X2": 0.889, "Y2": 0.57431, "X3": 0.889, "Y3": 0.58854, "X4": 0.883, "Y4": 0.58854, "page": 0, "Index": 310}, {"Word": "0", "Confidence": 0.806, "X1": 0.951, "Y1": 0.57451, "X2": 0.957, "Y2": 0.57431, "X3": 0.958, "Y3": 0.58854, "X4": 0.951, "Y4": 0.58854, "page": 0, "Index": 311}, {"Word": "Louis", "Confidence": 0.994, "X1": 0.108, "Y1": 0.59183, "X2": 0.137, "Y2": 0.59163, "X3": 0.137, "Y3": 0.6073, "X4": 0.109, "Y4": 0.60875, "page": 0, "Index": 312}, {"Word": "1,897", "Confidence": 0.934, "X1": 0.205, "Y1": 0.59183, "X2": 0.23, "Y2": 0.59163, "X3": 0.23, "Y3": 0.6073, "X4": 0.205, "Y4": 0.6073, "page": 0, "Index": 313}, {"Word": "8,130", "Confidence": 0.805, "X1": 0.258, "Y1": 0.59183, "X2": 0.286, "Y2": 0.59163, "X3": 0.286, "Y3": 0.6073, "X4": 0.258, "Y4": 0.6073, "page": 0, "Index": 314}, {"Word": "170,730", "Confidence": 0.932, "X1": 0.303, "Y1": 0.59327, "X2": 0.34, "Y2": 0.59307, "X3": 0.34, "Y3": 0.6073, "X4": 0.303, "Y4": 0.6073, "page": 0, "Index": 315}, {"Word": "542", "Confidence": 0.962, "X1": 0.439, "Y1": 0.59039, "X2": 0.459, "Y2": 0.59019, "X3": 0.459, "Y3": 0.6073, "X4": 0.44, "Y4": 0.6073, "page": 0, "Index": 316}, {"Word": "542", "Confidence": 0.839, "X1": 0.495, "Y1": 0.58894, "X2": 0.515, "Y2": 0.58874, "X3": 0.515, "Y3": 0.60442, "X4": 0.496, "Y4": 0.60586, "page": 0, "Index": 317}, {"Word": "542", "Confidence": 0.994, "X1": 0.551, "Y1": 0.58894, "X2": 0.57, "Y2": 0.58874, "X3": 0.571, "Y3": 0.6073, "X4": 0.552, "Y4": 0.60875, "page": 0, "Index": 318}, {"Word": "271", "Confidence": 0.998, "X1": 0.677, "Y1": 0.59183, "X2": 0.694, "Y2": 0.59163, "X3": 0.694, "Y3": 0.6073, "X4": 0.677, "Y4": 0.6073, "page": 0, "Index": 319}, {"Word": "0", "Confidence": 0.67, "X1": 0.817, "Y1": 0.59327, "X2": 0.822, "Y2": 0.59307, "X3": 0.822, "Y3": 0.60586, "X4": 0.817, "Y4": 0.60586, "page": 0, "Index": 320}, {"Word": "6900", "Confidence": 0.986, "X1": 0.064, "Y1": 0.59327, "X2": 0.088, "Y2": 0.59307, "X3": 0.088, "Y3": 0.60875, "X4": 0.064, "Y4": 0.61019, "page": 0, "Index": 321}, {"Word": "St.", "Confidence": 0.763, "X1": 0.092, "Y1": 0.59183, "X2": 0.106, "Y2": 0.59163, "X3": 0.106, "Y3": 0.60875, "X4": 0.092, "Y4": 0.60875, "page": 0, "Index": 322}, {"Word": "321940", "Confidence": 0.319, "X1": 0.252, "Y1": 0.6077, "X2": 0.286, "Y2": 0.6075, "X3": 0.287, "Y3": 0.62606, "X4": 0.252, "Y4": 0.62751, "page": 0, "Index": 323}, {"Word": "2H96", "Confidence": 0.647, "X1": 0.43, "Y1": 0.61059, "X2": 0.458, "Y2": 0.61039, "X3": 0.458, "Y3": 0.62751, "X4": 0.43, "Y4": 0.62895, "page": 0, "Index": 324}, {"Word": "1.09", "Confidence": 0.629, "X1": 0.668, "Y1": 0.61059, "X2": 0.688, "Y2": 0.61039, "X3": 0.688, "Y3": 0.62606, "X4": 0.668, "Y4": 0.62606, "page": 0, "Index": 325}, {"Word": "TOUTMWSA", "Confidence": 0.276, "X1": 0.095, "Y1": 0.61203, "X2": 0.156, "Y2": 0.61183, "X3": 0.157, "Y3": 0.62895, "X4": 0.095, "Y4": 0.62895, "page": 0, "Index": 326}, {"Word": "485,000", "Confidence": 0.366, "X1": 0.303, "Y1": 0.62791, "X2": 0.343, "Y2": 0.62771, "X3": 0.342, "Y3": 0.64626, "X4": 0.302, "Y4": 0.64771, "page": 0, "Index": 327}, {"Word": "10.5484", "Confidence": 0.148, "X1": 0.48, "Y1": 0.62935, "X2": 0.519, "Y2": 0.62915, "X3": 0.519, "Y3": 0.64482, "X4": 0.48, "Y4": 0.64482, "page": 0, "Index": 328}, {"Word": "-9.366", "Confidence": 0.41, "X1": 0.535, "Y1": 0.63079, "X2": 0.568, "Y2": 0.63059, "X3": 0.568, "Y3": 0.64482, "X4": 0.535, "Y4": 0.64482, "page": 0, "Index": 329}, {"Word": "2.37", "Confidence": 0.624, "X1": 0.667, "Y1": 0.62646, "X2": 0.687, "Y2": 0.62626, "X3": 0.687, "Y3": 0.64626, "X4": 0.667, "Y4": 0.64626, "page": 0, "Index": 330}, {"Word": "152", "Confidence": 0.456, "X1": 0.743, "Y1": 0.63223, "X2": 0.758, "Y2": 0.63203, "X3": 0.756, "Y3": 0.64771, "X4": 0.742, "Y4": 0.64338, "page": 0, "Index": 331}, {"Word": "\u00a552", "Confidence": 0.262, "X1": 0.873, "Y1": 0.62935, "X2": 0.89, "Y2": 0.62915, "X3": 0.89, "Y3": 0.64626, "X4": 0.873, "Y4": 0.64482, "page": 0, "Index": 332}, {"Word": "NOTES:", "Confidence": 0.986, "X1": 0.062, "Y1": 0.66831, "X2": 0.107, "Y2": 0.66811, "X3": 0.107, "Y3": 0.68523, "X4": 0.061, "Y4": 0.68378, "page": 0, "Index": 333}, {"Word": "-", "Confidence": 0.935, "X1": 0.063, "Y1": 0.68707, "X2": 0.066, "Y2": 0.68687, "X3": 0.067, "Y3": 0.70254, "X4": 0.063, "Y4": 0.70254, "page": 0, "Index": 334}, {"Word": "Allocations", "Confidence": 0.991, "X1": 0.068, "Y1": 0.68707, "X2": 0.122, "Y2": 0.68687, "X3": 0.122, "Y3": 0.70254, "X4": 0.069, "Y4": 0.70254, "page": 0, "Index": 335}, {"Word": "do", "Confidence": 0.997, "X1": 0.124, "Y1": 0.68707, "X2": 0.137, "Y2": 0.68687, "X3": 0.138, "Y3": 0.70254, "X4": 0.124, "Y4": 0.70254, "page": 0, "Index": 336}, {"Word": "not", "Confidence": 0.997, "X1": 0.14, "Y1": 0.68707, "X2": 0.156, "Y2": 0.68687, "X3": 0.156, "Y3": 0.70254, "X4": 0.14, "Y4": 0.70254, "page": 0, "Index": 337}, {"Word": "include", "Confidence": 0.849, "X1": 0.158, "Y1": 0.68707, "X2": 0.193, "Y2": 0.68687, "X3": 0.193, "Y3": 0.70254, "X4": 0.158, "Y4": 0.70254, "page": 0, "Index": 338}, {"Word": "cigarette/tobacco", "Confidence": 0.739, "X1": 0.195, "Y1": 0.68707, "X2": 0.279, "Y2": 0.68687, "X3": 0.279, "Y3": 0.7011, "X4": 0.195, "Y4": 0.70254, "page": 0, "Index": 339}, {"Word": "stores.", "Confidence": 0.884, "X1": 0.281, "Y1": 0.68707, "X2": 0.315, "Y2": 0.68687, "X3": 0.315, "Y3": 0.7011, "X4": 0.281, "Y4": 0.7011, "page": 0, "Index": 340}, {"Word": "-", "Confidence": 0.993, "X1": 0.063, "Y1": 0.70583, "X2": 0.067, "Y2": 0.70563, "X3": 0.066, "Y3": 0.7213, "X4": 0.062, "Y4": 0.7213, "page": 0, "Index": 341}, {"Word": "Based", "Confidence": 0.997, "X1": 0.069, "Y1": 0.70438, "X2": 0.1, "Y2": 0.70418, "X3": 0.1, "Y3": 0.7213, "X4": 0.068, "Y4": 0.7213, "page": 0, "Index": 342}, {"Word": "on", "Confidence": 0.997, "X1": 0.103, "Y1": 0.70438, "X2": 0.116, "Y2": 0.70418, "X3": 0.115, "Y3": 0.7213, "X4": 0.103, "Y4": 0.7213, "page": 0, "Index": 343}, {"Word": "allocation", "Confidence": 0.993, "X1": 0.118, "Y1": 0.70438, "X2": 0.165, "Y2": 0.70418, "X3": 0.165, "Y3": 0.7213, "X4": 0.118, "Y4": 0.7213, "page": 0, "Index": 344}, {"Word": "model.", "Confidence": 0.785, "X1": 0.167, "Y1": 0.70583, "X2": 0.203, "Y2": 0.70563, "X3": 0.203, "Y3": 0.7213, "X4": 0.167, "Y4": 0.7213, "page": 0, "Index": 345}, {"Word": "-7-11", "Confidence": 0.848, "X1": 0.063, "Y1": 0.72314, "X2": 0.091, "Y2": 0.72294, "X3": 0.091, "Y3": 0.74006, "X4": 0.062, "Y4": 0.7415, "page": 0, "Index": 346}, {"Word": "SKUs", "Confidence": 0.988, "X1": 0.093, "Y1": 0.72314, "X2": 0.122, "Y2": 0.72294, "X3": 0.122, "Y3": 0.74006, "X4": 0.093, "Y4": 0.74006, "page": 0, "Index": 347}, {"Word": "factored", "Confidence": 0.994, "X1": 0.124, "Y1": 0.72314, "X2": 0.165, "Y2": 0.72294, "X3": 0.166, "Y3": 0.74006, "X4": 0.124, "Y4": 0.74006, "page": 0, "Index": 348}, {"Word": "out", "Confidence": 0.941, "X1": 0.168, "Y1": 0.72459, "X2": 0.187, "Y2": 0.72439, "X3": 0.187, "Y3": 0.74006, "X4": 0.168, "Y4": 0.74006, "page": 0, "Index": 349}, {"Word": "-", "Confidence": 0.991, "X1": 0.063, "Y1": 0.74335, "X2": 0.067, "Y2": 0.74315, "X3": 0.066, "Y3": 0.75882, "X4": 0.063, "Y4": 0.75882, "page": 0, "Index": 350}, {"Word": "All", "Confidence": 0.995, "X1": 0.069, "Y1": 0.74335, "X2": 0.082, "Y2": 0.74315, "X3": 0.081, "Y3": 0.75882, "X4": 0.069, "Y4": 0.75882, "page": 0, "Index": 351}, {"Word": "drug", "Confidence": 0.987, "X1": 0.084, "Y1": 0.74335, "X2": 0.107, "Y2": 0.74315, "X3": 0.106, "Y3": 0.75882, "X4": 0.083, "Y4": 0.75882, "page": 0, "Index": 352}, {"Word": "stores", "Confidence": 0.944, "X1": 0.109, "Y1": 0.74335, "X2": 0.139, "Y2": 0.74315, "X3": 0.139, "Y3": 0.75882, "X4": 0.108, "Y4": 0.75882, "page": 0, "Index": 353}, {"Word": "excluded", "Confidence": 0.962, "X1": 0.141, "Y1": 0.74335, "X2": 0.186, "Y2": 0.74315, "X3": 0.186, "Y3": 0.75882, "X4": 0.141, "Y4": 0.75882, "page": 0, "Index": 354}, {"Word": "except", "Confidence": 0.803, "X1": 0.189, "Y1": 0.7419, "X2": 0.221, "Y2": 0.7417, "X3": 0.221, "Y3": 0.75882, "X4": 0.188, "Y4": 0.75882, "page": 0, "Index": 355}, {"Word": "Walgreen.", "Confidence": 0.901, "X1": 0.223, "Y1": 0.7419, "X2": 0.273, "Y2": 0.7417, "X3": 0.273, "Y3": 0.75882, "X4": 0.223, "Y4": 0.75882, "page": 0, "Index": 356}, {"Word": "offers", "Confidence": 0.995, "X1": 0.084, "Y1": 0.76066, "X2": 0.111, "Y2": 0.76046, "X3": 0.11, "Y3": 0.77758, "X4": 0.083, "Y4": 0.77902, "page": 0, "Index": 357}, {"Word": "per", "Confidence": 0.953, "X1": 0.114, "Y1": 0.76066, "X2": 0.131, "Y2": 0.76046, "X3": 0.13, "Y3": 0.77758, "X4": 0.113, "Y4": 0.77758, "page": 0, "Index": 358}, {"Word": "-", "Confidence": 0.77, "X1": 0.062, "Y1": 0.75922, "X2": 0.066, "Y2": 0.75902, "X3": 0.065, "Y3": 0.78046, "X4": 0.061, "Y4": 0.78046, "page": 0, "Index": 359}, {"Word": "21", "Confidence": 0.997, "X1": 0.069, "Y1": 0.76066, "X2": 0.081, "Y2": 0.76046, "X3": 0.08, "Y3": 0.77902, "X4": 0.068, "Y4": 0.77902, "page": 0, "Index": 360}, {"Word": "SKU.", "Confidence": 0.958, "X1": 0.134, "Y1": 0.75922, "X2": 0.164, "Y2": 0.75902, "X3": 0.164, "Y3": 0.77902, "X4": 0.133, "Y4": 0.77758, "page": 0, "Index": 361}, {"Word": "-", "Confidence": 0.718, "X1": 0.063, "Y1": 0.78086, "X2": 0.066, "Y2": 0.78066, "X3": 0.066, "Y3": 0.79778, "X4": 0.064, "Y4": 0.79778, "page": 0, "Index": 362}, {"Word": "Each", "Confidence": 0.981, "X1": 0.068, "Y1": 0.78086, "X2": 0.094, "Y2": 0.78066, "X3": 0.094, "Y3": 0.79778, "X4": 0.068, "Y4": 0.79778, "page": 0, "Index": 363}, {"Word": "carton", "Confidence": 0.631, "X1": 0.096, "Y1": 0.78086, "X2": 0.127, "Y2": 0.78066, "X3": 0.127, "Y3": 0.79778, "X4": 0.096, "Y4": 0.79778, "page": 0, "Index": 364}, {"Word": "contains", "Confidence": 0.967, "X1": 0.13, "Y1": 0.78086, "X2": 0.172, "Y2": 0.78066, "X3": 0.172, "Y3": 0.79778, "X4": 0.13, "Y4": 0.79778, "page": 0, "Index": 365}, {"Word": "3", "Confidence": 0.996, "X1": 0.174, "Y1": 0.78086, "X2": 0.18, "Y2": 0.78066, "X3": 0.18, "Y3": 0.79778, "X4": 0.174, "Y4": 0.79778, "page": 0, "Index": 366}, {"Word": "pre-banded", "Confidence": 0.908, "X1": 0.183, "Y1": 0.78086, "X2": 0.239, "Y2": 0.78066, "X3": 0.238, "Y3": 0.79778, "X4": 0.183, "Y4": 0.79778, "page": 0, "Index": 367}, {"Word": "B2G1F", "Confidence": 0.934, "X1": 0.241, "Y1": 0.78086, "X2": 0.276, "Y2": 0.78066, "X3": 0.276, "Y3": 0.79778, "X4": 0.241, "Y4": 0.79778, "page": 0, "Index": 368}, {"Word": "offers", "Confidence": 0.884, "X1": 0.278, "Y1": 0.78086, "X2": 0.307, "Y2": 0.78066, "X3": 0.306, "Y3": 0.79778, "X4": 0.278, "Y4": 0.79778, "page": 0, "Index": 369}, {"Word": "plus", "Confidence": 0.966, "X1": 0.309, "Y1": 0.78086, "X2": 0.329, "Y2": 0.78066, "X3": 0.329, "Y3": 0.79778, "X4": 0.308, "Y4": 0.79778, "page": 0, "Index": 370}, {"Word": "one", "Confidence": 0.998, "X1": 0.332, "Y1": 0.78086, "X2": 0.35, "Y2": 0.78066, "X3": 0.35, "Y3": 0.79778, "X4": 0.331, "Y4": 0.79778, "page": 0, "Index": 371}, {"Word": "live", "Confidence": 0.857, "X1": 0.353, "Y1": 0.78086, "X2": 0.37, "Y2": 0.78066, "X3": 0.369, "Y3": 0.79778, "X4": 0.352, "Y4": 0.79778, "page": 0, "Index": 372}, {"Word": "pack.", "Confidence": 0.929, "X1": 0.372, "Y1": 0.78086, "X2": 0.4, "Y2": 0.78066, "X3": 0.399, "Y3": 0.79778, "X4": 0.371, "Y4": 0.79778, "page": 0, "Index": 373}, {"Word": "-", "Confidence": 0.282, "X1": 0.064, "Y1": 0.79962, "X2": 0.066, "Y2": 0.79942, "X3": 0.066, "Y3": 0.81654, "X4": 0.065, "Y4": 0.81654, "page": 0, "Index": 374}, {"Word": "Each", "Confidence": 0.987, "X1": 0.068, "Y1": 0.79962, "X2": 0.094, "Y2": 0.79942, "X3": 0.094, "Y3": 0.81654, "X4": 0.069, "Y4": 0.81654, "page": 0, "Index": 375}, {"Word": "6M", "Confidence": 0.995, "X1": 0.096, "Y1": 0.79962, "X2": 0.11, "Y2": 0.79942, "X3": 0.11, "Y3": 0.81654, "X4": 0.096, "Y4": 0.81654, "page": 0, "Index": 376}, {"Word": "case", "Confidence": 0.986, "X1": 0.114, "Y1": 0.79962, "X2": 0.138, "Y2": 0.79942, "X3": 0.139, "Y3": 0.81654, "X4": 0.115, "Y4": 0.81654, "page": 0, "Index": 377}, {"Word": "contains", "Confidence": 0.993, "X1": 0.141, "Y1": 0.79818, "X2": 0.182, "Y2": 0.79798, "X3": 0.182, "Y3": 0.81654, "X4": 0.141, "Y4": 0.81654, "page": 0, "Index": 378}, {"Word": "90", "Confidence": 0.996, "X1": 0.185, "Y1": 0.79818, "X2": 0.198, "Y2": 0.79798, "X3": 0.198, "Y3": 0.81654, "X4": 0.185, "Y4": 0.81654, "page": 0, "Index": 379}, {"Word": "pre-banded", "Confidence": 0.991, "X1": 0.201, "Y1": 0.79818, "X2": 0.255, "Y2": 0.79798, "X3": 0.256, "Y3": 0.81654, "X4": 0.201, "Y4": 0.81654, "page": 0, "Index": 380}, {"Word": "B2G1F", "Confidence": 0.852, "X1": 0.258, "Y1": 0.79818, "X2": 0.293, "Y2": 0.79798, "X3": 0.293, "Y3": 0.81654, "X4": 0.258, "Y4": 0.81654, "page": 0, "Index": 381}, {"Word": "offers", "Confidence": 0.949, "X1": 0.295, "Y1": 0.79818, "X2": 0.323, "Y2": 0.79798, "X3": 0.323, "Y3": 0.81654, "X4": 0.296, "Y4": 0.81654, "page": 0, "Index": 382}, {"Word": "plus", "Confidence": 0.97, "X1": 0.326, "Y1": 0.79962, "X2": 0.347, "Y2": 0.79942, "X3": 0.347, "Y3": 0.81654, "X4": 0.326, "Y4": 0.81654, "page": 0, "Index": 383}, {"Word": "30", "Confidence": 0.998, "X1": 0.349, "Y1": 0.79962, "X2": 0.361, "Y2": 0.79942, "X3": 0.362, "Y3": 0.81654, "X4": 0.35, "Y4": 0.81654, "page": 0, "Index": 384}, {"Word": "live", "Confidence": 0.994, "X1": 0.364, "Y1": 0.79962, "X2": 0.381, "Y2": 0.79942, "X3": 0.381, "Y3": 0.81654, "X4": 0.364, "Y4": 0.81654, "page": 0, "Index": 385}, {"Word": "packs.", "Confidence": 0.979, "X1": 0.383, "Y1": 0.79962, "X2": 0.417, "Y2": 0.79942, "X3": 0.417, "Y3": 0.81654, "X4": 0.383, "Y4": 0.81654, "page": 0, "Index": 386}, {"Word": "-", "Confidence": 0.887, "X1": 0.064, "Y1": 0.81982, "X2": 0.066, "Y2": 0.81962, "X3": 0.065, "Y3": 0.83674, "X4": 0.063, "Y4": 0.83674, "page": 0, "Index": 387}, {"Word": "WAM", "Confidence": 0.94, "X1": 0.068, "Y1": 0.81982, "X2": 0.093, "Y2": 0.81962, "X3": 0.093, "Y3": 0.8353, "X4": 0.068, "Y4": 0.83674, "page": 0, "Index": 388}, {"Word": "accounts", "Confidence": 0.992, "X1": 0.099, "Y1": 0.81982, "X2": 0.143, "Y2": 0.81962, "X3": 0.143, "Y3": 0.8353, "X4": 0.099, "Y4": 0.8353, "page": 0, "Index": 389}, {"Word": "to", "Confidence": 0.997, "X1": 0.145, "Y1": 0.81982, "X2": 0.156, "Y2": 0.81962, "X3": 0.155, "Y3": 0.8353, "X4": 0.145, "Y4": 0.8353, "page": 0, "Index": 390}, {"Word": "participate", "Confidence": 0.991, "X1": 0.158, "Y1": 0.81982, "X2": 0.21, "Y2": 0.81962, "X3": 0.209, "Y3": 0.8353, "X4": 0.158, "Y4": 0.8353, "page": 0, "Index": 391}, {"Word": "in", "Confidence": 0.998, "X1": 0.212, "Y1": 0.81982, "X2": 0.22, "Y2": 0.81962, "X3": 0.22, "Y3": 0.8353, "X4": 0.211, "Y4": 0.8353, "page": 0, "Index": 392}, {"Word": "this", "Confidence": 0.994, "X1": 0.222, "Y1": 0.81982, "X2": 0.241, "Y2": 0.81962, "X3": 0.24, "Y3": 0.8353, "X4": 0.222, "Y4": 0.8353, "page": 0, "Index": 393}, {"Word": "promotion.", "Confidence": 0.987, "X1": 0.243, "Y1": 0.81982, "X2": 0.296, "Y2": 0.81962, "X3": 0.296, "Y3": 0.8353, "X4": 0.242, "Y4": 0.8353, "page": 0, "Index": 394}, {"Word": "11046", "Confidence": 0.33, "X1": 0.934, "Y1": 0.91651, "X2": 0.961, "Y2": 0.91631, "X3": 0.961, "Y3": 0.93054, "X4": 0.934, "Y4": 0.93198, "page": 0, "Index": 395}, {"Word": "Revised:", "Confidence": 0.993, "X1": 0.878, "Y1": 0.93526, "X2": 0.921, "Y2": 0.93506, "X3": 0.921, "Y3": 0.95218, "X4": 0.878, "Y4": 0.95362, "page": 0, "Index": 396}, {"Word": "6/12/97", "Confidence": 0.994, "X1": 0.923, "Y1": 0.93671, "X2": 0.961, "Y2": 0.93651, "X3": 0.961, "Y3": 0.95218, "X4": 0.923, "Y4": 0.95218, "page": 0, "Index": 397}, {"Word": "0315", "Confidence": 0.989, "X1": 0.065, "Y1": 0.99731, "X2": 0.029, "Y2": 0.99711, "X3": 0.028, "Y3": 0.9796, "X4": 0.065, "Y4": 0.9796, "page": 0, "Index": 398}, {"Word": "52019", "Confidence": 0.991, "X1": 0.12, "Y1": 0.99731, "X2": 0.076, "Y2": 0.99711, "X3": 0.076, "Y3": 0.9796, "X4": 0.12, "Y4": 0.98104, "page": 0, "Index": 399}]}	"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"
ffmj0185	0	{"lines_data": [{"Word": "TO:", "Confidence": 0.998, "X1": 0.09209, "Y1": 0.0562, "X2": 0.12518, "Y2": 0.056, "X3": 0.12662, "Y3": 0.0698, "X4": 0.09353, "Y4": 0.0698, "page": 0}, {"Word": "D. P. Fitzgerald", "Confidence": 0.99533, "X1": 0.23453, "Y1": 0.0562, "X2": 0.35683, "Y2": 0.056, "X3": 0.35827, "Y3": 0.0698, "X4": 0.23453, "Y4": 0.0698, "page": 0}, {"Word": "J. E. Powers", "Confidence": 0.99567, "X1": 0.48345, "Y1": 0.0562, "X2": 0.58561, "Y2": 0.056, "X3": 0.58561, "Y3": 0.0698, "X4": 0.48345, "Y4": 0.0698, "page": 0}, {"Word": "L. C. Sheer", "Confidence": 0.997, "X1": 0.66187, "Y1": 0.0562, "X2": 0.75252, "Y2": 0.056, "X3": 0.75252, "Y3": 0.0708, "X4": 0.66187, "Y4": 0.0708, "page": 0}, {"Word": "J. T. Odom", "Confidence": 0.994, "X1": 0.23165, "Y1": 0.0732, "X2": 0.32086, "Y2": 0.073, "X3": 0.32086, "Y3": 0.0848, "X4": 0.23165, "Y4": 0.0848, "page": 0}, {"Word": "M. W. Shaw", "Confidence": 0.99267, "X1": 0.48201, "Y1": 0.0722, "X2": 0.58273, "Y2": 0.072, "X3": 0.58129, "Y3": 0.0848, "X4": 0.48201, "Y4": 0.0838, "page": 0}, {"Word": "T. M. Coleman", "Confidence": 0.99733, "X1": 0.66475, "Y1": 0.0732, "X2": 0.78129, "Y2": 0.073, "X3": 0.78129, "Y3": 0.0868, "X4": 0.66475, "Y4": 0.0838, "page": 0}, {"Word": "J. J. Ellegale", "Confidence": 0.88067, "X1": 0.23309, "Y1": 0.0882, "X2": 0.33525, "Y2": 0.088, "X3": 0.33525, "Y3": 0.1018, "X4": 0.23309, "Y4": 0.0998, "page": 0}, {"Word": "M. O. Smith", "Confidence": 0.99533, "X1": 0.48058, "Y1": 0.0882, "X2": 0.57698, "Y2": 0.088, "X3": 0.57698, "Y3": 0.1018, "X4": 0.48058, "Y4": 0.1008, "page": 0}, {"Word": "S. B. Calloway", "Confidence": 0.92367, "X1": 0.66475, "Y1": 0.0892, "X2": 0.77698, "Y2": 0.089, "X3": 0.77698, "Y3": 0.1038, "X4": 0.66331, "Y4": 0.1008, "page": 0}, {"Word": "S. R. Qualkinbush", "Confidence": 0.99533, "X1": 0.23022, "Y1": 0.1032, "X2": 0.37554, "Y2": 0.103, "X3": 0.37554, "Y3": 0.1168, "X4": 0.23022, "Y4": 0.1168, "page": 0}, {"Word": "C. M. Davis", "Confidence": 0.99667, "X1": 0.48201, "Y1": 0.1032, "X2": 0.5741, "Y2": 0.103, "X3": 0.5741, "Y3": 0.1168, "X4": 0.48201, "Y4": 0.1168, "page": 0}, {"Word": "K. M. Adams", "Confidence": 0.99433, "X1": 0.66331, "Y1": 0.1032, "X2": 0.76691, "Y2": 0.103, "X3": 0.76691, "Y3": 0.1178, "X4": 0.66331, "Y4": 0.1168, "page": 0}, {"Word": "M. J. McKinny", "Confidence": 0.99633, "X1": 0.23165, "Y1": 0.1192, "X2": 0.34388, "Y2": 0.119, "X3": 0.34388, "Y3": 0.1318, "X4": 0.23165, "Y4": 0.1318, "page": 0}, {"Word": "J. J. Kerigan", "Confidence": 0.99533, "X1": 0.48345, "Y1": 0.1192, "X2": 0.58129, "Y2": 0.119, "X3": 0.58129, "Y3": 0.1328, "X4": 0.48345, "Y4": 0.1308, "page": 0}, {"Word": "S. G. Steen", "Confidence": 0.99633, "X1": 0.66331, "Y1": 0.1192, "X2": 0.75827, "Y2": 0.119, "X3": 0.75683, "Y3": 0.1328, "X4": 0.66187, "Y4": 0.1318, "page": 0}, {"Word": "R. S. Reams", "Confidence": 0.99667, "X1": 0.48058, "Y1": 0.1342, "X2": 0.58561, "Y2": 0.134, "X3": 0.58561, "Y3": 0.1478, "X4": 0.48058, "Y4": 0.1468, "page": 0}, {"Word": "K. V. McCaffrey", "Confidence": 0.98233, "X1": 0.23022, "Y1": 0.1342, "X2": 0.35683, "Y2": 0.134, "X3": 0.3554, "Y3": 0.1488, "X4": 0.23022, "Y4": 0.1478, "page": 0}, {"Word": "T. M. Smith", "Confidence": 0.98833, "X1": 0.23165, "Y1": 0.1492, "X2": 0.3223, "Y2": 0.149, "X3": 0.3223, "Y3": 0.1638, "X4": 0.23165, "Y4": 0.1638, "page": 0}, {"Word": "Y. Willard", "Confidence": 0.9945, "X1": 0.48058, "Y1": 0.1492, "X2": 0.55971, "Y2": 0.149, "X3": 0.55971, "Y3": 0.1628, "X4": 0.48058, "Y4": 0.1628, "page": 0}, {"Word": "FROM:", "Confidence": 0.995, "X1": 0.08921, "Y1": 0.1792, "X2": 0.15252, "Y2": 0.179, "X3": 0.15252, "Y3": 0.1948, "X4": 0.08921, "Y4": 0.1948, "page": 0}, {"Word": ". R. J. Luongo", "Confidence": 0.9705, "X1": 0.21871, "Y1": 0.1802, "X2": 0.33381, "Y2": 0.18, "X3": 0.33381, "Y3": 0.1958, "X4": 0.21871, "Y4": 0.1978, "page": 0}, {"Word": "DATE:", "Confidence": 0.995, "X1": 0.09065, "Y1": 0.2112, "X2": 0.1482, "Y2": 0.211, "X3": 0.14964, "Y3": 0.2248, "X4": 0.09065, "Y4": 0.2268, "page": 0}, {"Word": "June 12, 1997", "Confidence": 0.99033, "X1": 0.23165, "Y1": 0.2112, "X2": 0.34388, "Y2": 0.211, "X3": 0.34388, "Y3": 0.2268, "X4": 0.23165, "Y4": 0.2268, "page": 0}, {"Word": "SUBJECT:", "Confidence": 0.994, "X1": 0.09065, "Y1": 0.2422, "X2": 0.18273, "Y2": 0.242, "X3": 0.18273, "Y3": 0.2578, "X4": 0.09065, "Y4": 0.2588, "page": 0}, {"Word": "Third Quarter 1997 Workplan Promotion Allocations", "Confidence": 0.975, "X1": 0.23165, "Y1": 0.2422, "X2": 0.63309, "Y2": 0.242, "X3": 0.63309, "Y3": 0.2578, "X4": 0.23165, "Y4": 0.2588, "page": 0}, {"Word": "Attached are revised third quarter 1997 workplan promotion allocations. DORAL Buy Carton Get 5 Packs", "Confidence": 0.9884, "X1": 0.08921, "Y1": 0.2902, "X2": 0.90216, "Y2": 0.29, "X3": 0.90216, "Y3": 0.3058, "X4": 0.08921, "Y4": 0.3058, "page": 0}, {"Word": "Free (September) replaces CTS Carton Overlay Program. DORAL Supermarket Discount Pack", "Confidence": 0.98573, "X1": 0.09065, "Y1": 0.3062, "X2": 0.82878, "Y2": 0.306, "X3": 0.82878, "Y3": 0.3208, "X4": 0.09065, "Y4": 0.3208, "page": 0}, {"Word": "Promotion (July) is a new allocation. This packet should replace the one you received on May 20, 1997, -.. .", "Confidence": 0.8745, "X1": 0.08921, "Y1": 0.3222, "X2": 0.93094, "Y2": 0.322, "X3": 0.93094, "Y3": 0.3368, "X4": 0.08921, "Y4": 0.3378, "page": 0}, {"Word": "National allocation promotions are based upon the revised allocation models for CAMEL, WINSTON and", "Confidence": 0.99314, "X1": 0.08921, "Y1": 0.3382, "X2": 0.89353, "Y2": 0.338, "X3": 0.89353, "Y3": 0.3538, "X4": 0.08921, "Y4": 0.3538, "page": 0}, {"Word": "DORAL. Attached are:", "Confidence": 0.99233, "X1": 0.09065, "Y1": 0.3542, "X2": 0.2705, "Y2": 0.354, "X3": 0.26906, "Y3": 0.3688, "X4": 0.09065, "Y4": 0.3688, "page": 0}, {"Word": "July CAMEL B2G2F (Base and Menthol) (Revised, Atlanta, Dallas)", "Confidence": 0.98944, "X1": 0.11799, "Y1": 0.3842, "X2": 0.64604, "Y2": 0.384, "X3": 0.64604, "Y3": 0.4028, "X4": 0.11799, "Y4": 0.4028, "page": 0}, {"Word": "July DORAL B2G Flashlight", "Confidence": 0.99525, "X1": 0.1223, "Y1": 0.4022, "X2": 0.33813, "Y2": 0.402, "X3": 0.33813, "Y3": 0.4178, "X4": 0.1223, "Y4": 0.4168, "page": 0}, {"Word": "...", "Confidence": 0.644, "X1": 0.10216, "Y1": 0.4312, "X2": 0.10072, "Y2": 0.431, "X3": 0.08921, "Y3": 0.4308, "X4": 0.08921, "Y4": 0.3898, "page": 0}, {"Word": "July DORAL Supermarket 2-Pack Discount Cards (Now)", "Confidence": 0.99229, "X1": 0.1223, "Y1": 0.4162, "X2": 0.55827, "Y2": 0.416, "X3": 0.55827, "Y3": 0.4328, "X4": 0.1223, "Y4": 0.4328, "page": 0}, {"Word": "August WINSTON B2G2F", "Confidence": 0.99567, "X1": 0.11942, "Y1": 0.4322, "X2": 0.32086, "Y2": 0.432, "X3": 0.32086, "Y3": 0.4468, "X4": 0.11942, "Y4": 0.4488, "page": 0}, {"Word": "August WINSTON Carton Onsert - CTS (Item/Program numbers corrected, POS Kit allocations added)", "Confidence": 0.94523, "X1": 0.12086, "Y1": 0.4482, "X2": 0.94676, "Y2": 0.448, "X3": 0.94676, "Y3": 0.4648, "X4": 0.12086, "Y4": 0.4648, "page": 0}, {"Word": "August CAMEL B2G T-Shirt", "Confidence": 0.99525, "X1": 0.12086, "Y1": 0.4642, "X2": 0.33957, "Y2": 0.464, "X3": 0.33957, "Y3": 0.4778, "X4": 0.12086, "Y4": 0.4798, "page": 0}, {"Word": "September WINSTON B2G2 Lighters", "Confidence": 0.9265, "X1": 0.1223, "Y1": 0.4802, "X2": 0.41151, "Y2": 0.48, "X3": 0.41151, "Y3": 0.4948, "X4": 0.1223, "Y4": 0.4948, "page": 0}, {"Word": "September DORAL B2G1F (Revised, S. California, Houston)", "Confidence": 0.97143, "X1": 0.12086, "Y1": 0.4952, "X2": 0.60863, "Y2": 0.495, "X3": 0.60863, "Y3": 0.5118, "X4": 0.12086, "Y4": 0.5118, "page": 0}, {"Word": "Third Quarter 1997 DPC Allocations", "Confidence": 0.992, "X1": 0.11799, "Y1": 0.5112, "X2": 0.39712, "Y2": 0.511, "X3": 0.39856, "Y3": 0.5258, "X4": 0.11799, "Y4": 0.5268, "page": 0}, {"Word": "CAMEL (Revised, Philadelphia, Richmond)", "Confidence": 0.93, "X1": 0.15396, "Y1": 0.5272, "X2": 0.50504, "Y2": 0.527, "X3": 0.50504, "Y3": 0.5418, "X4": 0.15396, "Y4": 0.5418, "page": 0}, {"Word": "CAMEL Menthol (Revised, Philadelphia, Richmond)", "Confidence": 0.816, "X1": 0.14964, "Y1": 0.5422, "X2": 0.57122, "Y2": 0.542, "X3": 0.57122, "Y3": 0.5578, "X4": 0.14964, "Y4": 0.5588, "page": 0}, {"Word": "DORAL", "Confidence": 0.995, "X1": 0.15252, "Y1": 0.5602, "X2": 0.21439, "Y2": 0.56, "X3": 0.21439, "Y3": 0.5728, "X4": 0.15252, "Y4": 0.5738, "page": 0}, {"Word": "SALEM (Revised, Philadelphia, Atlanta, Richmond)", "Confidence": 0.9438, "X1": 0.14964, "Y1": 0.5752, "X2": 0.57122, "Y2": 0.575, "X3": 0.57122, "Y3": 0.5898, "X4": 0.14964, "Y4": 0.5888, "page": 0}, {"Word": "WINSTON", "Confidence": 0.996, "X1": 0.14532, "Y1": 0.5912, "X2": 0.23741, "Y2": 0.591, "X3": 0.23741, "Y3": 0.6048, "X4": 0.14532, "Y4": 0.6048, "page": 0}, {"Word": "Third Quarter 1997 DPC Tear Tape Product Allocations", "Confidence": 0.96375, "X1": 0.11799, "Y1": 0.6052, "X2": 0.5482, "Y2": 0.605, "X3": 0.5482, "Y3": 0.6208, "X4": 0.11799, "Y4": 0.6208, "page": 0}, {"Word": "CAMEL", "Confidence": 0.997, "X1": 0.14245, "Y1": 0.6222, "X2": 0.21439, "Y2": 0.622, "X3": 0.21439, "Y3": 0.6358, "X4": 0.14245, "Y4": 0.6348, "page": 0}, {"Word": "CAMEL Menthol", "Confidence": 0.9385, "X1": 0.15108, "Y1": 0.6382, "X2": 0.28058, "Y2": 0.638, "X3": 0.28058, "Y3": 0.6518, "X4": 0.15108, "Y4": 0.6518, "page": 0}, {"Word": "DORAL", "Confidence": 0.997, "X1": 0.13813, "Y1": 0.6532, "X2": 0.21583, "Y2": 0.653, "X3": 0.21583, "Y3": 0.6668, "X4": 0.13813, "Y4": 0.6668, "page": 0}, {"Word": "Third Quarter DPC Allocation Summary", "Confidence": 0.9842, "X1": 0.12086, "Y1": 0.6692, "X2": 0.42302, "Y2": 0.669, "X3": 0.42302, "Y3": 0.6838, "X4": 0.12086, "Y4": 0.6838, "page": 0}, {"Word": ".", "Confidence": 0.941, "X1": 0.09928, "Y1": 0.6912, "X2": 0.09928, "Y2": 0.691, "X3": 0.08633, "Y3": 0.6908, "X4": 0.08633, "Y4": 0.6718, "page": 0}, {"Word": "September CTS DORAL Buy Carton Get 5 Packs Free (New, Replaces September DORAL Carton", "Confidence": 0.97807, "X1": 0.12086, "Y1": 0.6842, "X2": 0.89928, "Y2": 0.684, "X3": 0.89928, "Y3": 0.7008, "X4": 0.12086, "Y4": 0.7008, "page": 0}, {"Word": "Onsert, Includes POS Kit Allocations)", "Confidence": 0.899, "X1": 0.11655, "Y1": 0.7002, "X2": 0.42878, "Y2": 0.7, "X3": 0.42878, "Y3": 0.7168, "X4": 0.11655, "Y4": 0.7168, "page": 0}, {"Word": "Third Quarter SME Allocations", "Confidence": 0.9945, "X1": 0.11799, "Y1": 0.7172, "X2": 0.3554, "Y2": 0.717, "X3": 0.3554, "Y3": 0.7318, "X4": 0.11799, "Y4": 0.7308, "page": 0}, {"Word": "WINSTON", "Confidence": 0.993, "X1": 0.14964, "Y1": 0.7312, "X2": 0.23741, "Y2": 0.731, "X3": 0.23741, "Y3": 0.7458, "X4": 0.14964, "Y4": 0.7468, "page": 0}, {"Word": "CAMEL", "Confidence": 0.994, "X1": 0.15252, "Y1": 0.7482, "X2": 0.21439, "Y2": 0.748, "X3": 0.21439, "Y3": 0.7618, "X4": 0.15252, "Y4": 0.7628, "page": 0}, {"Word": "CTS Promotional 8-Case Display, effective June 1997", "Confidence": 0.97186, "X1": 0.11655, "Y1": 0.7632, "X2": 0.53669, "Y2": 0.763, "X3": 0.53669, "Y3": 0.7788, "X4": 0.11655, "Y4": 0.7788, "page": 0}, {"Word": "ced", "Confidence": 0.654, "X1": 0.08777, "Y1": 0.8142, "X2": 0.12086, "Y2": 0.814, "X3": 0.12086, "Y3": 0.8258, "X4": 0.08777, "Y4": 0.8248, "page": 0}, {"Word": "Attachments", "Confidence": 0.991, "X1": 0.08633, "Y1": 0.8432, "X2": 0.18849, "Y2": 0.843, "X3": 0.18849, "Y3": 0.8568, "X4": 0.08633, "Y4": 0.8578, "page": 0}, {"Word": "C: D. L. Bomgardner", "Confidence": 0.97125, "X1": 0.08633, "Y1": 0.8752, "X2": 0.26043, "Y2": 0.875, "X3": 0.26043, "Y3": 0.8898, "X4": 0.08633, "Y4": 0.8898, "page": 0}, {"Word": "S. G. Reid", "Confidence": 0.99367, "X1": 0.11942, "Y1": 0.8902, "X2": 0.20288, "Y2": 0.89, "X3": 0.20288, "Y3": 0.9038, "X4": 0.11942, "Y4": 0.9038, "page": 0}, {"Word": "F. E. Cook", "Confidence": 0.99167, "X1": 0.11942, "Y1": 0.9062, "X2": 0.20576, "Y2": 0.906, "X3": 0.20576, "Y3": 0.9198, "X4": 0.11942, "Y4": 0.9198, "page": 0}, {"Word": "C. M. Uffindell", "Confidence": 0.992, "X1": 0.11942, "Y1": 0.9212, "X2": 0.23165, "Y2": 0.921, "X3": 0.23165, "Y3": 0.9358, "X4": 0.11942, "Y4": 0.9358, "page": 0}, {"Word": "ROMS", "Confidence": 0.983, "X1": 0.11942, "Y1": 0.9382, "X2": 0.17122, "Y2": 0.938, "X3": 0.17122, "Y3": 0.9518, "X4": 0.11942, "Y4": 0.9508, "page": 0}, {"Word": "rj1046/ccd", "Confidence": 0.478, "X1": 0.84029, "Y1": 0.9532, "X2": 0.90791, "Y2": 0.953, "X3": 0.90791, "Y3": 0.9668, "X4": 0.84029, "Y4": 0.9678, "page": 0}, {"Word": "52019 0307", "Confidence": 0.9885, "X1": 0.98849, "Y1": 0.9622, "X2": 0.98417, "Y2": 0.962, "X3": 0.96403, "Y3": 0.9618, "X4": 0.96835, "Y4": 0.8658, "page": 0}], "words_data": [{"Word": "TO:", "Confidence": 0.998, "X1": 0.09353, "Y1": 0.0562, "X2": 0.12518, "Y2": 0.056, "X3": 0.12518, "Y3": 0.0698, "X4": 0.09353, "Y4": 0.0698, "page": 0, "Index": 0}, {"Word": "D.", "Confidence": 0.997, "X1": 0.23453, "Y1": 0.0572, "X2": 0.24892, "Y2": 0.057, "X3": 0.24892, "Y3": 0.0708, "X4": 0.23453, "Y4": 0.0698, "page": 0, "Index": 1}, {"Word": "P.", "Confidence": 0.998, "X1": 0.25324, "Y1": 0.0572, "X2": 0.2705, "Y2": 0.057, "X3": 0.2705, "Y3": 0.0708, "X4": 0.25324, "Y4": 0.0708, "page": 0, "Index": 2}, {"Word": "Fitzgerald", "Confidence": 0.991, "X1": 0.27482, "Y1": 0.0562, "X2": 0.3554, "Y2": 0.056, "X3": 0.3554, "Y3": 0.0698, "X4": 0.27482, "Y4": 0.0708, "page": 0, "Index": 3}, {"Word": "J.", "Confidence": 0.992, "X1": 0.48345, "Y1": 0.0562, "X2": 0.49496, "Y2": 0.056, "X3": 0.49496, "Y3": 0.0708, "X4": 0.48345, "Y4": 0.0708, "page": 0, "Index": 4}, {"Word": "E.", "Confidence": 0.998, "X1": 0.49928, "Y1": 0.0562, "X2": 0.51655, "Y2": 0.056, "X3": 0.51655, "Y3": 0.0708, "X4": 0.49928, "Y4": 0.0708, "page": 0, "Index": 5}, {"Word": "Powers", "Confidence": 0.997, "X1": 0.52086, "Y1": 0.0572, "X2": 0.58417, "Y2": 0.057, "X3": 0.58417, "Y3": 0.0708, "X4": 0.52086, "Y4": 0.0708, "page": 0, "Index": 6}, {"Word": "L.", "Confidence": 0.997, "X1": 0.66187, "Y1": 0.0562, "X2": 0.6777, "Y2": 0.056, "X3": 0.6777, "Y3": 0.0708, "X4": 0.66187, "Y4": 0.0718, "page": 0, "Index": 7}, {"Word": "C.", "Confidence": 0.997, "X1": 0.68201, "Y1": 0.0572, "X2": 0.69928, "Y2": 0.057, "X3": 0.69928, "Y3": 0.0708, "X4": 0.68201, "Y4": 0.0708, "page": 0, "Index": 8}, {"Word": "Sheer", "Confidence": 0.997, "X1": 0.7036, "Y1": 0.0572, "X2": 0.75396, "Y2": 0.057, "X3": 0.75252, "Y3": 0.0708, "X4": 0.7036, "Y4": 0.0708, "page": 0, "Index": 9}, {"Word": "J.", "Confidence": 0.998, "X1": 0.23453, "Y1": 0.0722, "X2": 0.24892, "Y2": 0.072, "X3": 0.24892, "Y3": 0.0848, "X4": 0.23309, "Y4": 0.0848, "page": 0, "Index": 10}, {"Word": "T.", "Confidence": 0.997, "X1": 0.25324, "Y1": 0.0722, "X2": 0.26619, "Y2": 0.072, "X3": 0.26619, "Y3": 0.0848, "X4": 0.2518, "Y4": 0.0848, "page": 0, "Index": 11}, {"Word": "Odom", "Confidence": 0.987, "X1": 0.2705, "Y1": 0.0732, "X2": 0.31511, "Y2": 0.073, "X3": 0.31367, "Y3": 0.0858, "X4": 0.26906, "Y4": 0.0848, "page": 0, "Index": 12}, {"Word": "M.", "Confidence": 0.992, "X1": 0.48345, "Y1": 0.0722, "X2": 0.50072, "Y2": 0.072, "X3": 0.50072, "Y3": 0.0848, "X4": 0.48345, "Y4": 0.0848, "page": 0, "Index": 13}, {"Word": "W.", "Confidence": 0.997, "X1": 0.50504, "Y1": 0.0722, "X2": 0.5295, "Y2": 0.072, "X3": 0.52806, "Y3": 0.0848, "X4": 0.50504, "Y4": 0.0848, "page": 0, "Index": 14}, {"Word": "Shaw", "Confidence": 0.989, "X1": 0.53237, "Y1": 0.0732, "X2": 0.57554, "Y2": 0.073, "X3": 0.5741, "Y3": 0.0858, "X4": 0.53094, "Y4": 0.0848, "page": 0, "Index": 15}, {"Word": "T.", "Confidence": 0.998, "X1": 0.66475, "Y1": 0.0722, "X2": 0.67914, "Y2": 0.072, "X3": 0.67914, "Y3": 0.0848, "X4": 0.66475, "Y4": 0.0848, "page": 0, "Index": 16}, {"Word": "M.", "Confidence": 0.997, "X1": 0.68345, "Y1": 0.0722, "X2": 0.7036, "Y2": 0.072, "X3": 0.70216, "Y3": 0.0848, "X4": 0.68345, "Y4": 0.0848, "page": 0, "Index": 17}, {"Word": "Coleman", "Confidence": 0.997, "X1": 0.70647, "Y1": 0.0742, "X2": 0.77842, "Y2": 0.074, "X3": 0.77842, "Y3": 0.0868, "X4": 0.70647, "Y4": 0.0848, "page": 0, "Index": 18}, {"Word": "J.", "Confidence": 0.981, "X1": 0.23453, "Y1": 0.0872, "X2": 0.24748, "Y2": 0.087, "X3": 0.24604, "Y3": 0.1008, "X4": 0.23309, "Y4": 0.1008, "page": 0, "Index": 19}, {"Word": "J.", "Confidence": 0.997, "X1": 0.2518, "Y1": 0.0882, "X2": 0.26475, "Y2": 0.088, "X3": 0.26331, "Y3": 0.1008, "X4": 0.25036, "Y4": 0.1008, "page": 0, "Index": 20}, {"Word": "Ellegale", "Confidence": 0.664, "X1": 0.26906, "Y1": 0.0892, "X2": 0.33381, "Y2": 0.089, "X3": 0.33237, "Y3": 0.1028, "X4": 0.26763, "Y4": 0.1008, "page": 0, "Index": 21}, {"Word": "M.", "Confidence": 0.998, "X1": 0.48201, "Y1": 0.0882, "X2": 0.50216, "Y2": 0.088, "X3": 0.50072, "Y3": 0.1008, "X4": 0.48201, "Y4": 0.1008, "page": 0, "Index": 22}, {"Word": "O.", "Confidence": 0.991, "X1": 0.50647, "Y1": 0.0882, "X2": 0.52662, "Y2": 0.088, "X3": 0.52518, "Y3": 0.1018, "X4": 0.50504, "Y4": 0.1008, "page": 0, "Index": 23}, {"Word": "Smith", "Confidence": 0.997, "X1": 0.53094, "Y1": 0.0892, "X2": 0.57698, "Y2": 0.089, "X3": 0.57698, "Y3": 0.1028, "X4": 0.5295, "Y4": 0.1018, "page": 0, "Index": 24}, {"Word": "S.", "Confidence": 0.996, "X1": 0.66619, "Y1": 0.0872, "X2": 0.67914, "Y2": 0.087, "X3": 0.6777, "Y3": 0.1018, "X4": 0.66475, "Y4": 0.1008, "page": 0, "Index": 25}, {"Word": "B.", "Confidence": 0.779, "X1": 0.68345, "Y1": 0.0882, "X2": 0.70072, "Y2": 0.088, "X3": 0.69928, "Y3": 0.1018, "X4": 0.68201, "Y4": 0.1018, "page": 0, "Index": 26}, {"Word": "Calloway", "Confidence": 0.996, "X1": 0.70504, "Y1": 0.0892, "X2": 0.77698, "Y2": 0.089, "X3": 0.77698, "Y3": 0.1048, "X4": 0.7036, "Y4": 0.1028, "page": 0, "Index": 27}, {"Word": "S.", "Confidence": 0.998, "X1": 0.23309, "Y1": 0.1032, "X2": 0.24892, "Y2": 0.103, "X3": 0.24892, "Y3": 0.1168, "X4": 0.23309, "Y4": 0.1168, "page": 0, "Index": 28}, {"Word": "R.", "Confidence": 0.997, "X1": 0.25324, "Y1": 0.1042, "X2": 0.2705, "Y2": 0.104, "X3": 0.2705, "Y3": 0.1168, "X4": 0.25324, "Y4": 0.1168, "page": 0, "Index": 29}, {"Word": "Qualkinbush", "Confidence": 0.991, "X1": 0.27482, "Y1": 0.1042, "X2": 0.37266, "Y2": 0.104, "X3": 0.37266, "Y3": 0.1178, "X4": 0.27482, "Y4": 0.1168, "page": 0, "Index": 30}, {"Word": "C.", "Confidence": 0.996, "X1": 0.48345, "Y1": 0.1042, "X2": 0.49928, "Y2": 0.104, "X3": 0.49928, "Y3": 0.1168, "X4": 0.48345, "Y4": 0.1168, "page": 0, "Index": 31}, {"Word": "M.", "Confidence": 0.997, "X1": 0.5036, "Y1": 0.1042, "X2": 0.52374, "Y2": 0.104, "X3": 0.52374, "Y3": 0.1168, "X4": 0.50216, "Y4": 0.1168, "page": 0, "Index": 32}, {"Word": "Davis", "Confidence": 0.997, "X1": 0.52806, "Y1": 0.1042, "X2": 0.5741, "Y2": 0.104, "X3": 0.5741, "Y3": 0.1168, "X4": 0.52806, "Y4": 0.1168, "page": 0, "Index": 33}, {"Word": "K.", "Confidence": 0.995, "X1": 0.66475, "Y1": 0.1032, "X2": 0.67914, "Y2": 0.103, "X3": 0.67914, "Y3": 0.1168, "X4": 0.66331, "Y4": 0.1168, "page": 0, "Index": 34}, {"Word": "M.", "Confidence": 0.991, "X1": 0.68345, "Y1": 0.1032, "X2": 0.70216, "Y2": 0.103, "X3": 0.70216, "Y3": 0.1178, "X4": 0.68345, "Y4": 0.1168, "page": 0, "Index": 35}, {"Word": "Adams", "Confidence": 0.997, "X1": 0.70647, "Y1": 0.1042, "X2": 0.76547, "Y2": 0.104, "X3": 0.76547, "Y3": 0.1188, "X4": 0.70647, "Y4": 0.1178, "page": 0, "Index": 36}, {"Word": "M.", "Confidence": 0.997, "X1": 0.23165, "Y1": 0.1192, "X2": 0.2518, "Y2": 0.119, "X3": 0.2518, "Y3": 0.1318, "X4": 0.23165, "Y4": 0.1318, "page": 0, "Index": 37}, {"Word": "J.", "Confidence": 0.997, "X1": 0.25612, "Y1": 0.1192, "X2": 0.26906, "Y2": 0.119, "X3": 0.26906, "Y3": 0.1318, "X4": 0.25612, "Y4": 0.1318, "page": 0, "Index": 38}, {"Word": "McKinny", "Confidence": 0.995, "X1": 0.27338, "Y1": 0.1202, "X2": 0.34388, "Y2": 0.12, "X3": 0.34245, "Y3": 0.1328, "X4": 0.27338, "Y4": 0.1318, "page": 0, "Index": 39}, {"Word": "J.", "Confidence": 0.998, "X1": 0.48489, "Y1": 0.1182, "X2": 0.49784, "Y2": 0.118, "X3": 0.4964, "Y3": 0.1318, "X4": 0.48345, "Y4": 0.1308, "page": 0, "Index": 40}, {"Word": "J.", "Confidence": 0.997, "X1": 0.50072, "Y1": 0.1182, "X2": 0.51367, "Y2": 0.118, "X3": 0.51367, "Y3": 0.1318, "X4": 0.50072, "Y4": 0.1318, "page": 0, "Index": 41}, {"Word": "Kerigan", "Confidence": 0.991, "X1": 0.51799, "Y1": 0.1192, "X2": 0.58273, "Y2": 0.119, "X3": 0.58129, "Y3": 0.1328, "X4": 0.51799, "Y4": 0.1318, "page": 0, "Index": 42}, {"Word": "S.", "Confidence": 0.996, "X1": 0.66331, "Y1": 0.1182, "X2": 0.67914, "Y2": 0.118, "X3": 0.67914, "Y3": 0.1318, "X4": 0.66331, "Y4": 0.1318, "page": 0, "Index": 43}, {"Word": "G.", "Confidence": 0.996, "X1": 0.68345, "Y1": 0.1182, "X2": 0.70216, "Y2": 0.118, "X3": 0.70216, "Y3": 0.1328, "X4": 0.68345, "Y4": 0.1318, "page": 0, "Index": 44}, {"Word": "Steen", "Confidence": 0.997, "X1": 0.70647, "Y1": 0.1202, "X2": 0.7554, "Y2": 0.12, "X3": 0.75396, "Y3": 0.1338, "X4": 0.70504, "Y4": 0.1328, "page": 0, "Index": 45}, {"Word": "K.", "Confidence": 0.96, "X1": 0.23165, "Y1": 0.1342, "X2": 0.24892, "Y2": 0.134, "X3": 0.24892, "Y3": 0.1478, "X4": 0.23165, "Y4": 0.1478, "page": 0, "Index": 46}, {"Word": "V.", "Confidence": 0.993, "X1": 0.25324, "Y1": 0.1342, "X2": 0.26906, "Y2": 0.134, "X3": 0.26906, "Y3": 0.1478, "X4": 0.2518, "Y4": 0.1478, "page": 0, "Index": 47}, {"Word": "R.", "Confidence": 0.997, "X1": 0.48058, "Y1": 0.1342, "X2": 0.49928, "Y2": 0.134, "X3": 0.49928, "Y3": 0.1478, "X4": 0.48201, "Y4": 0.1478, "page": 0, "Index": 48}, {"Word": "S.", "Confidence": 0.997, "X1": 0.50216, "Y1": 0.1342, "X2": 0.51942, "Y2": 0.134, "X3": 0.51942, "Y3": 0.1478, "X4": 0.5036, "Y4": 0.1478, "page": 0, "Index": 49}, {"Word": "McCaffrey", "Confidence": 0.994, "X1": 0.27338, "Y1": 0.1352, "X2": 0.3554, "Y2": 0.135, "X3": 0.35396, "Y3": 0.1498, "X4": 0.27338, "Y4": 0.1478, "page": 0, "Index": 50}, {"Word": "Reams", "Confidence": 0.996, "X1": 0.52374, "Y1": 0.1352, "X2": 0.58417, "Y2": 0.135, "X3": 0.58273, "Y3": 0.1488, "X4": 0.52374, "Y4": 0.1478, "page": 0, "Index": 51}, {"Word": "T.", "Confidence": 0.97, "X1": 0.23309, "Y1": 0.1492, "X2": 0.24604, "Y2": 0.149, "X3": 0.24604, "Y3": 0.1638, "X4": 0.23309, "Y4": 0.1638, "page": 0, "Index": 52}, {"Word": "M.", "Confidence": 0.997, "X1": 0.25036, "Y1": 0.1492, "X2": 0.27194, "Y2": 0.149, "X3": 0.2705, "Y3": 0.1638, "X4": 0.25036, "Y4": 0.1638, "page": 0, "Index": 53}, {"Word": "Smith", "Confidence": 0.998, "X1": 0.27626, "Y1": 0.1502, "X2": 0.3223, "Y2": 0.15, "X3": 0.3223, "Y3": 0.1638, "X4": 0.27482, "Y4": 0.1638, "page": 0, "Index": 54}, {"Word": "Y.", "Confidence": 0.995, "X1": 0.48201, "Y1": 0.1492, "X2": 0.49784, "Y2": 0.149, "X3": 0.49784, "Y3": 0.1638, "X4": 0.48345, "Y4": 0.1638, "page": 0, "Index": 55}, {"Word": "Willard", "Confidence": 0.994, "X1": 0.50072, "Y1": 0.1492, "X2": 0.55827, "Y2": 0.149, "X3": 0.55971, "Y3": 0.1638, "X4": 0.50216, "Y4": 0.1638, "page": 0, "Index": 56}, {"Word": "FROM:", "Confidence": 0.995, "X1": 0.09065, "Y1": 0.1792, "X2": 0.15252, "Y2": 0.179, "X3": 0.15252, "Y3": 0.1938, "X4": 0.09065, "Y4": 0.1948, "page": 0, "Index": 57}, {"Word": ".", "Confidence": 0.917, "X1": 0.22158, "Y1": 0.1812, "X2": 0.22734, "Y2": 0.181, "X3": 0.22446, "Y3": 0.1978, "X4": 0.21871, "Y4": 0.1978, "page": 0, "Index": 58}, {"Word": "R.", "Confidence": 0.995, "X1": 0.23165, "Y1": 0.1802, "X2": 0.24892, "Y2": 0.18, "X3": 0.24748, "Y3": 0.1968, "X4": 0.23022, "Y4": 0.1978, "page": 0, "Index": 59}, {"Word": "J.", "Confidence": 0.997, "X1": 0.25324, "Y1": 0.1802, "X2": 0.26763, "Y2": 0.18, "X3": 0.26619, "Y3": 0.1958, "X4": 0.2518, "Y4": 0.1968, "page": 0, "Index": 60}, {"Word": "Luongo", "Confidence": 0.973, "X1": 0.27194, "Y1": 0.1812, "X2": 0.33381, "Y2": 0.181, "X3": 0.33381, "Y3": 0.1958, "X4": 0.2705, "Y4": 0.1958, "page": 0, "Index": 61}, {"Word": "DATE:", "Confidence": 0.995, "X1": 0.09065, "Y1": 0.2112, "X2": 0.1482, "Y2": 0.211, "X3": 0.14964, "Y3": 0.2248, "X4": 0.09065, "Y4": 0.2268, "page": 0, "Index": 62}, {"Word": "June", "Confidence": 0.991, "X1": 0.23309, "Y1": 0.2122, "X2": 0.2705, "Y2": 0.212, "X3": 0.26906, "Y3": 0.2268, "X4": 0.23165, "Y4": 0.2268, "page": 0, "Index": 63}, {"Word": "12,", "Confidence": 0.991, "X1": 0.27482, "Y1": 0.2122, "X2": 0.29928, "Y2": 0.212, "X3": 0.29784, "Y3": 0.2268, "X4": 0.27338, "Y4": 0.2268, "page": 0, "Index": 64}, {"Word": "1997", "Confidence": 0.989, "X1": 0.3036, "Y1": 0.2112, "X2": 0.34388, "Y2": 0.211, "X3": 0.34245, "Y3": 0.2268, "X4": 0.30216, "Y4": 0.2268, "page": 0, "Index": 65}, {"Word": "SUBJECT:", "Confidence": 0.994, "X1": 0.09065, "Y1": 0.2432, "X2": 0.18273, "Y2": 0.243, "X3": 0.18273, "Y3": 0.2588, "X4": 0.09209, "Y4": 0.2588, "page": 0, "Index": 66}, {"Word": "Third", "Confidence": 0.993, "X1": 0.23309, "Y1": 0.2422, "X2": 0.2705, "Y2": 0.242, "X3": 0.26906, "Y3": 0.2588, "X4": 0.23165, "Y4": 0.2588, "page": 0, "Index": 67}, {"Word": "Quarter", "Confidence": 0.995, "X1": 0.27482, "Y1": 0.2422, "X2": 0.33381, "Y2": 0.242, "X3": 0.33237, "Y3": 0.2588, "X4": 0.27482, "Y4": 0.2588, "page": 0, "Index": 68}, {"Word": "1997", "Confidence": 0.989, "X1": 0.33813, "Y1": 0.2422, "X2": 0.3741, "Y2": 0.242, "X3": 0.3741, "Y3": 0.2588, "X4": 0.33813, "Y4": 0.2588, "page": 0, "Index": 69}, {"Word": "Workplan", "Confidence": 0.927, "X1": 0.37986, "Y1": 0.2422, "X2": 0.45324, "Y2": 0.242, "X3": 0.45324, "Y3": 0.2588, "X4": 0.37842, "Y4": 0.2588, "page": 0, "Index": 70}, {"Word": "Promotion", "Confidence": 0.991, "X1": 0.45899, "Y1": 0.2422, "X2": 0.53957, "Y2": 0.242, "X3": 0.53813, "Y3": 0.2588, "X4": 0.45755, "Y4": 0.2588, "page": 0, "Index": 71}, {"Word": "Allocations", "Confidence": 0.955, "X1": 0.54388, "Y1": 0.2422, "X2": 0.63309, "Y2": 0.242, "X3": 0.63165, "Y3": 0.2588, "X4": 0.54388, "Y4": 0.2588, "page": 0, "Index": 72}, {"Word": "Attached", "Confidence": 0.995, "X1": 0.09065, "Y1": 0.2912, "X2": 0.15827, "Y2": 0.291, "X3": 0.15827, "Y3": 0.3058, "X4": 0.09065, "Y4": 0.3058, "page": 0, "Index": 73}, {"Word": "are", "Confidence": 0.998, "X1": 0.16259, "Y1": 0.2912, "X2": 0.18705, "Y2": 0.291, "X3": 0.18849, "Y3": 0.3058, "X4": 0.16259, "Y4": 0.3058, "page": 0, "Index": 74}, {"Word": "revised", "Confidence": 0.996, "X1": 0.19137, "Y1": 0.2912, "X2": 0.24748, "Y2": 0.291, "X3": 0.24892, "Y3": 0.3068, "X4": 0.19281, "Y4": 0.3058, "page": 0, "Index": 75}, {"Word": "third", "Confidence": 0.991, "X1": 0.2518, "Y1": 0.2912, "X2": 0.28633, "Y2": 0.291, "X3": 0.28633, "Y3": 0.3068, "X4": 0.25324, "Y4": 0.3068, "page": 0, "Index": 76}, {"Word": "quarter", "Confidence": 0.981, "X1": 0.29065, "Y1": 0.2912, "X2": 0.34676, "Y2": 0.291, "X3": 0.34676, "Y3": 0.3068, "X4": 0.29065, "Y4": 0.3068, "page": 0, "Index": 77}, {"Word": "1997", "Confidence": 0.989, "X1": 0.35108, "Y1": 0.2912, "X2": 0.38849, "Y2": 0.291, "X3": 0.38849, "Y3": 0.3068, "X4": 0.35108, "Y4": 0.3068, "page": 0, "Index": 78}, {"Word": "workplan", "Confidence": 0.981, "X1": 0.39281, "Y1": 0.2912, "X2": 0.46331, "Y2": 0.291, "X3": 0.46331, "Y3": 0.3068, "X4": 0.39281, "Y4": 0.3068, "page": 0, "Index": 79}, {"Word": "promotion", "Confidence": 0.991, "X1": 0.46763, "Y1": 0.2912, "X2": 0.54532, "Y2": 0.291, "X3": 0.54532, "Y3": 0.3068, "X4": 0.46763, "Y4": 0.3068, "page": 0, "Index": 80}, {"Word": "allocations.", "Confidence": 0.937, "X1": 0.54964, "Y1": 0.2912, "X2": 0.64029, "Y2": 0.291, "X3": 0.64029, "Y3": 0.3068, "X4": 0.54964, "Y4": 0.3068, "page": 0, "Index": 81}, {"Word": "DORAL", "Confidence": 0.995, "X1": 0.6446, "Y1": 0.2912, "X2": 0.70504, "Y2": 0.291, "X3": 0.70504, "Y3": 0.3068, "X4": 0.6446, "Y4": 0.3068, "page": 0, "Index": 82}, {"Word": "Buy", "Confidence": 0.991, "X1": 0.70935, "Y1": 0.2912, "X2": 0.74101, "Y2": 0.291, "X3": 0.74101, "Y3": 0.3068, "X4": 0.70935, "Y4": 0.3068, "page": 0, "Index": 83}, {"Word": "Carton", "Confidence": 0.995, "X1": 0.74532, "Y1": 0.2912, "X2": 0.79712, "Y2": 0.291, "X3": 0.79712, "Y3": 0.3068, "X4": 0.74532, "Y4": 0.3068, "page": 0, "Index": 84}, {"Word": "Get", "Confidence": 0.991, "X1": 0.80144, "Y1": 0.2912, "X2": 0.83165, "Y2": 0.291, "X3": 0.83165, "Y3": 0.3068, "X4": 0.80144, "Y4": 0.3068, "page": 0, "Index": 85}, {"Word": "5", "Confidence": 0.998, "X1": 0.83597, "Y1": 0.2912, "X2": 0.8446, "Y2": 0.291, "X3": 0.8446, "Y3": 0.3058, "X4": 0.83597, "Y4": 0.3058, "page": 0, "Index": 86}, {"Word": "Packs", "Confidence": 0.997, "X1": 0.84892, "Y1": 0.2912, "X2": 0.90216, "Y2": 0.291, "X3": 0.90216, "Y3": 0.3058, "X4": 0.84892, "Y4": 0.3058, "page": 0, "Index": 87}, {"Word": "Free", "Confidence": 0.987, "X1": 0.09065, "Y1": 0.3072, "X2": 0.12518, "Y2": 0.307, "X3": 0.12518, "Y3": 0.3208, "X4": 0.09065, "Y4": 0.3208, "page": 0, "Index": 88}, {"Word": "(September)", "Confidence": 0.991, "X1": 0.1295, "Y1": 0.3072, "X2": 0.2259, "Y2": 0.307, "X3": 0.2259, "Y3": 0.3218, "X4": 0.1295, "Y4": 0.3208, "page": 0, "Index": 89}, {"Word": "replaces", "Confidence": 0.991, "X1": 0.23022, "Y1": 0.3072, "X2": 0.2964, "Y2": 0.307, "X3": 0.2964, "Y3": 0.3218, "X4": 0.23022, "Y4": 0.3218, "page": 0, "Index": 90}, {"Word": "CTS", "Confidence": 0.998, "X1": 0.30072, "Y1": 0.3072, "X2": 0.33525, "Y2": 0.307, "X3": 0.33525, "Y3": 0.3218, "X4": 0.29928, "Y4": 0.3218, "page": 0, "Index": 91}, {"Word": "Carton", "Confidence": 0.959, "X1": 0.33957, "Y1": 0.3072, "X2": 0.39281, "Y2": 0.307, "X3": 0.39137, "Y3": 0.3218, "X4": 0.33957, "Y4": 0.3218, "page": 0, "Index": 92}, {"Word": "Overlay", "Confidence": 0.992, "X1": 0.39712, "Y1": 0.3072, "X2": 0.45755, "Y2": 0.307, "X3": 0.45755, "Y3": 0.3218, "X4": 0.39568, "Y4": 0.3218, "page": 0, "Index": 93}, {"Word": "Program.", "Confidence": 0.958, "X1": 0.46187, "Y1": 0.3072, "X2": 0.53957, "Y2": 0.307, "X3": 0.53813, "Y3": 0.3218, "X4": 0.46187, "Y4": 0.3218, "page": 0, "Index": 94}, {"Word": "DORAL", "Confidence": 0.996, "X1": 0.54245, "Y1": 0.3072, "X2": 0.60288, "Y2": 0.307, "X3": 0.60288, "Y3": 0.3218, "X4": 0.54245, "Y4": 0.3218, "page": 0, "Index": 95}, {"Word": "Supermarket", "Confidence": 0.989, "X1": 0.60719, "Y1": 0.3072, "X2": 0.70791, "Y2": 0.307, "X3": 0.70647, "Y3": 0.3218, "X4": 0.60719, "Y4": 0.3218, "page": 0, "Index": 96}, {"Word": "Discount", "Confidence": 0.994, "X1": 0.71223, "Y1": 0.3072, "X2": 0.77986, "Y2": 0.307, "X3": 0.77986, "Y3": 0.3218, "X4": 0.71079, "Y4": 0.3218, "page": 0, "Index": 97}, {"Word": "Pack", "Confidence": 0.988, "X1": 0.78417, "Y1": 0.3072, "X2": 0.82734, "Y2": 0.307, "X3": 0.8259, "Y3": 0.3208, "X4": 0.78417, "Y4": 0.3218, "page": 0, "Index": 98}, {"Word": "Promotion", "Confidence": 0.944, "X1": 0.09065, "Y1": 0.3232, "X2": 0.16835, "Y2": 0.323, "X3": 0.16835, "Y3": 0.3378, "X4": 0.08921, "Y4": 0.3378, "page": 0, "Index": 99}, {"Word": "(July)", "Confidence": 0.991, "X1": 0.17266, "Y1": 0.3232, "X2": 0.21583, "Y2": 0.323, "X3": 0.21583, "Y3": 0.3378, "X4": 0.17122, "Y4": 0.3378, "page": 0, "Index": 100}, {"Word": "is", "Confidence": 0.998, "X1": 0.22014, "Y1": 0.3232, "X2": 0.23453, "Y2": 0.323, "X3": 0.23309, "Y3": 0.3378, "X4": 0.21871, "Y4": 0.3378, "page": 0, "Index": 101}, {"Word": "a", "Confidence": 0.937, "X1": 0.23741, "Y1": 0.3232, "X2": 0.24604, "Y2": 0.323, "X3": 0.24604, "Y3": 0.3378, "X4": 0.23741, "Y4": 0.3378, "page": 0, "Index": 102}, {"Word": "new", "Confidence": 0.998, "X1": 0.25036, "Y1": 0.3232, "X2": 0.28345, "Y2": 0.323, "X3": 0.28345, "Y3": 0.3378, "X4": 0.25036, "Y4": 0.3378, "page": 0, "Index": 103}, {"Word": "allocation.", "Confidence": 0.991, "X1": 0.28777, "Y1": 0.3232, "X2": 0.37266, "Y2": 0.323, "X3": 0.37122, "Y3": 0.3378, "X4": 0.28777, "Y4": 0.3378, "page": 0, "Index": 104}, {"Word": "This", "Confidence": 0.988, "X1": 0.37698, "Y1": 0.3232, "X2": 0.40863, "Y2": 0.323, "X3": 0.40719, "Y3": 0.3378, "X4": 0.37554, "Y4": 0.3378, "page": 0, "Index": 105}, {"Word": "packet", "Confidence": 0.995, "X1": 0.41295, "Y1": 0.3232, "X2": 0.46475, "Y2": 0.323, "X3": 0.46331, "Y3": 0.3378, "X4": 0.41151, "Y4": 0.3378, "page": 0, "Index": 106}, {"Word": "should", "Confidence": 0.994, "X1": 0.46906, "Y1": 0.3232, "X2": 0.52086, "Y2": 0.323, "X3": 0.51942, "Y3": 0.3378, "X4": 0.46763, "Y4": 0.3378, "page": 0, "Index": 107}, {"Word": "replace", "Confidence": 0.992, "X1": 0.52518, "Y1": 0.3232, "X2": 0.58273, "Y2": 0.323, "X3": 0.58273, "Y3": 0.3378, "X4": 0.52374, "Y4": 0.3378, "page": 0, "Index": 108}, {"Word": "the", "Confidence": 0.993, "X1": 0.58705, "Y1": 0.3232, "X2": 0.61151, "Y2": 0.323, "X3": 0.61007, "Y3": 0.3378, "X4": 0.58705, "Y4": 0.3378, "page": 0, "Index": 109}, {"Word": "one", "Confidence": 0.998, "X1": 0.61583, "Y1": 0.3232, "X2": 0.6446, "Y2": 0.323, "X3": 0.64317, "Y3": 0.3378, "X4": 0.61439, "Y4": 0.3378, "page": 0, "Index": 110}, {"Word": "you", "Confidence": 0.998, "X1": 0.64892, "Y1": 0.3232, "X2": 0.6777, "Y2": 0.323, "X3": 0.6777, "Y3": 0.3378, "X4": 0.64748, "Y4": 0.3378, "page": 0, "Index": 111}, {"Word": "received", "Confidence": 0.666, "X1": 0.68201, "Y1": 0.3232, "X2": 0.7482, "Y2": 0.323, "X3": 0.74676, "Y3": 0.3378, "X4": 0.68201, "Y4": 0.3378, "page": 0, "Index": 112}, {"Word": "on", "Confidence": 0.996, "X1": 0.75252, "Y1": 0.3232, "X2": 0.77266, "Y2": 0.323, "X3": 0.77266, "Y3": 0.3368, "X4": 0.75108, "Y4": 0.3368, "page": 0, "Index": 113}, {"Word": "May", "Confidence": 0.998, "X1": 0.77698, "Y1": 0.3232, "X2": 0.81151, "Y2": 0.323, "X3": 0.81007, "Y3": 0.3368, "X4": 0.77554, "Y4": 0.3368, "page": 0, "Index": 114}, {"Word": "20,", "Confidence": 0.981, "X1": 0.81583, "Y1": 0.3232, "X2": 0.84173, "Y2": 0.323, "X3": 0.84029, "Y3": 0.3368, "X4": 0.81439, "Y4": 0.3368, "page": 0, "Index": 115}, {"Word": "1997,", "Confidence": 0.644, "X1": 0.84604, "Y1": 0.3242, "X2": 0.89496, "Y2": 0.324, "X3": 0.89353, "Y3": 0.3368, "X4": 0.8446, "Y4": 0.3368, "page": 0, "Index": 116}, {"Word": "-..", "Confidence": 0.17, "X1": 0.89928, "Y1": 0.3242, "X2": 0.91655, "Y2": 0.324, "X3": 0.91511, "Y3": 0.3368, "X4": 0.89784, "Y4": 0.3368, "page": 0, "Index": 117}, {"Word": ".", "Confidence": 0.218, "X1": 0.92086, "Y1": 0.3242, "X2": 0.93094, "Y2": 0.324, "X3": 0.9295, "Y3": 0.3368, "X4": 0.91942, "Y4": 0.3368, "page": 0, "Index": 118}, {"Word": "National", "Confidence": 0.994, "X1": 0.09065, "Y1": 0.3392, "X2": 0.15396, "Y2": 0.339, "X3": 0.15252, "Y3": 0.3528, "X4": 0.08921, "Y4": 0.3528, "page": 0, "Index": 119}, {"Word": "allocation", "Confidence": 0.991, "X1": 0.15827, "Y1": 0.3392, "X2": 0.23022, "Y2": 0.339, "X3": 0.23022, "Y3": 0.3538, "X4": 0.15683, "Y4": 0.3528, "page": 0, "Index": 120}, {"Word": "promotions", "Confidence": 0.991, "X1": 0.23453, "Y1": 0.3382, "X2": 0.32086, "Y2": 0.338, "X3": 0.31942, "Y3": 0.3538, "X4": 0.23453, "Y4": 0.3538, "page": 0, "Index": 121}, {"Word": "are", "Confidence": 0.998, "X1": 0.32518, "Y1": 0.3382, "X2": 0.34964, "Y2": 0.338, "X3": 0.34964, "Y3": 0.3538, "X4": 0.32374, "Y4": 0.3538, "page": 0, "Index": 122}, {"Word": "based", "Confidence": 0.997, "X1": 0.3554, "Y1": 0.3382, "X2": 0.40144, "Y2": 0.338, "X3": 0.40144, "Y3": 0.3538, "X4": 0.35396, "Y4": 0.3538, "page": 0, "Index": 123}, {"Word": "upon", "Confidence": 0.987, "X1": 0.40719, "Y1": 0.3382, "X2": 0.4446, "Y2": 0.338, "X3": 0.4446, "Y3": 0.3538, "X4": 0.40576, "Y4": 0.3538, "page": 0, "Index": 124}, {"Word": "the", "Confidence": 0.998, "X1": 0.44892, "Y1": 0.3382, "X2": 0.47482, "Y2": 0.338, "X3": 0.47338, "Y3": 0.3538, "X4": 0.44892, "Y4": 0.3538, "page": 0, "Index": 125}, {"Word": "revised", "Confidence": 0.995, "X1": 0.47914, "Y1": 0.3382, "X2": 0.53525, "Y2": 0.338, "X3": 0.53381, "Y3": 0.3538, "X4": 0.4777, "Y4": 0.3538, "page": 0, "Index": 126}, {"Word": "allocation", "Confidence": 0.981, "X1": 0.53957, "Y1": 0.3382, "X2": 0.61295, "Y2": 0.338, "X3": 0.61295, "Y3": 0.3538, "X4": 0.53813, "Y4": 0.3538, "page": 0, "Index": 127}, {"Word": "models", "Confidence": 0.995, "X1": 0.61871, "Y1": 0.3382, "X2": 0.67482, "Y2": 0.338, "X3": 0.67338, "Y3": 0.3538, "X4": 0.61727, "Y4": 0.3538, "page": 0, "Index": 128}, {"Word": "for", "Confidence": 0.998, "X1": 0.67914, "Y1": 0.3382, "X2": 0.69928, "Y2": 0.338, "X3": 0.69784, "Y3": 0.3538, "X4": 0.6777, "Y4": 0.3538, "page": 0, "Index": 129}, {"Word": "CAMEL,", "Confidence": 0.992, "X1": 0.7036, "Y1": 0.3382, "X2": 0.76691, "Y2": 0.338, "X3": 0.76691, "Y3": 0.3538, "X4": 0.7036, "Y4": 0.3538, "page": 0, "Index": 130}, {"Word": "WINSTON", "Confidence": 0.991, "X1": 0.77266, "Y1": 0.3382, "X2": 0.85468, "Y2": 0.338, "X3": 0.85324, "Y3": 0.3538, "X4": 0.77122, "Y4": 0.3538, "page": 0, "Index": 131}, {"Word": "and", "Confidence": 0.996, "X1": 0.85899, "Y1": 0.3382, "X2": 0.89353, "Y2": 0.338, "X3": 0.89209, "Y3": 0.3538, "X4": 0.85899, "Y4": 0.3538, "page": 0, "Index": 132}, {"Word": "DORAL.", "Confidence": 0.994, "X1": 0.09209, "Y1": 0.3542, "X2": 0.15827, "Y2": 0.354, "X3": 0.15827, "Y3": 0.3698, "X4": 0.09209, "Y4": 0.3688, "page": 0, "Index": 133}, {"Word": "Attached", "Confidence": 0.996, "X1": 0.16259, "Y1": 0.3552, "X2": 0.23309, "Y2": 0.355, "X3": 0.23165, "Y3": 0.3698, "X4": 0.16259, "Y4": 0.3698, "page": 0, "Index": 134}, {"Word": "are:", "Confidence": 0.987, "X1": 0.23741, "Y1": 0.3552, "X2": 0.2705, "Y2": 0.355, "X3": 0.26906, "Y3": 0.3698, "X4": 0.23597, "Y4": 0.3698, "page": 0, "Index": 135}, {"Word": "July", "Confidence": 0.991, "X1": 0.1223, "Y1": 0.3862, "X2": 0.15108, "Y2": 0.386, "X3": 0.14964, "Y3": 0.4018, "X4": 0.11942, "Y4": 0.4018, "page": 0, "Index": 136}, {"Word": "CAMEL", "Confidence": 0.997, "X1": 0.1554, "Y1": 0.3862, "X2": 0.21583, "Y2": 0.386, "X3": 0.21439, "Y3": 0.4018, "X4": 0.15396, "Y4": 0.4018, "page": 0, "Index": 137}, {"Word": "B2G2F", "Confidence": 0.997, "X1": 0.22014, "Y1": 0.3862, "X2": 0.27482, "Y2": 0.386, "X3": 0.27194, "Y3": 0.4018, "X4": 0.21871, "Y4": 0.4018, "page": 0, "Index": 138}, {"Word": "(Base", "Confidence": 0.993, "X1": 0.27914, "Y1": 0.3862, "X2": 0.32518, "Y2": 0.386, "X3": 0.32374, "Y3": 0.4018, "X4": 0.2777, "Y4": 0.4018, "page": 0, "Index": 139}, {"Word": "and", "Confidence": 0.998, "X1": 0.3295, "Y1": 0.3852, "X2": 0.35827, "Y2": 0.385, "X3": 0.35683, "Y3": 0.4018, "X4": 0.32806, "Y4": 0.4018, "page": 0, "Index": 140}, {"Word": "Menthol)", "Confidence": 0.991, "X1": 0.36259, "Y1": 0.3852, "X2": 0.43022, "Y2": 0.385, "X3": 0.42878, "Y3": 0.4018, "X4": 0.36115, "Y4": 0.4018, "page": 0, "Index": 141}, {"Word": "(Revised,", "Confidence": 0.991, "X1": 0.43453, "Y1": 0.3852, "X2": 0.51367, "Y2": 0.385, "X3": 0.51367, "Y3": 0.4018, "X4": 0.43453, "Y4": 0.4018, "page": 0, "Index": 142}, {"Word": "Atlanta,", "Confidence": 0.958, "X1": 0.51942, "Y1": 0.3852, "X2": 0.58129, "Y2": 0.385, "X3": 0.58129, "Y3": 0.4028, "X4": 0.51799, "Y4": 0.4018, "page": 0, "Index": 143}, {"Word": "Dallas)", "Confidence": 0.989, "X1": 0.58705, "Y1": 0.3852, "X2": 0.64748, "Y2": 0.385, "X3": 0.64604, "Y3": 0.4028, "X4": 0.58561, "Y4": 0.4028, "page": 0, "Index": 144}, {"Word": "July", "Confidence": 0.994, "X1": 0.12374, "Y1": 0.4032, "X2": 0.15108, "Y2": 0.403, "X3": 0.15108, "Y3": 0.4168, "X4": 0.1223, "Y4": 0.4168, "page": 0, "Index": 145}, {"Word": "DORAL", "Confidence": 0.997, "X1": 0.1554, "Y1": 0.4022, "X2": 0.21583, "Y2": 0.402, "X3": 0.21583, "Y3": 0.4178, "X4": 0.1554, "Y4": 0.4168, "page": 0, "Index": 146}, {"Word": "B2G", "Confidence": 0.997, "X1": 0.22014, "Y1": 0.4022, "X2": 0.25612, "Y2": 0.402, "X3": 0.25612, "Y3": 0.4178, "X4": 0.22014, "Y4": 0.4178, "page": 0, "Index": 147}, {"Word": "Flashlight", "Confidence": 0.993, "X1": 0.26043, "Y1": 0.4032, "X2": 0.33813, "Y2": 0.403, "X3": 0.33813, "Y3": 0.4178, "X4": 0.26043, "Y4": 0.4178, "page": 0, "Index": 148}, {"Word": "...", "Confidence": 0.644, "X1": 0.10216, "Y1": 0.4272, "X2": 0.10216, "Y2": 0.427, "X3": 0.08921, "Y3": 0.4268, "X4": 0.09065, "Y4": 0.3908, "page": 0, "Index": 149}, {"Word": "July", "Confidence": 0.991, "X1": 0.12374, "Y1": 0.4172, "X2": 0.15108, "Y2": 0.417, "X3": 0.15108, "Y3": 0.4328, "X4": 0.1223, "Y4": 0.4328, "page": 0, "Index": 150}, {"Word": "DORAL", "Confidence": 0.997, "X1": 0.1554, "Y1": 0.4172, "X2": 0.21583, "Y2": 0.417, "X3": 0.21439, "Y3": 0.4328, "X4": 0.1554, "Y4": 0.4328, "page": 0, "Index": 151}, {"Word": "Supermarket", "Confidence": 0.992, "X1": 0.22014, "Y1": 0.4172, "X2": 0.31942, "Y2": 0.417, "X3": 0.31799, "Y3": 0.4318, "X4": 0.21871, "Y4": 0.4328, "page": 0, "Index": 152}, {"Word": "2-Pack", "Confidence": 0.995, "X1": 0.32374, "Y1": 0.4172, "X2": 0.37698, "Y2": 0.417, "X3": 0.37554, "Y3": 0.4318, "X4": 0.3223, "Y4": 0.4318, "page": 0, "Index": 153}, {"Word": "Discount", "Confidence": 0.994, "X1": 0.38129, "Y1": 0.4172, "X2": 0.45036, "Y2": 0.417, "X3": 0.44892, "Y3": 0.4328, "X4": 0.37986, "Y4": 0.4318, "page": 0, "Index": 154}, {"Word": "Cards", "Confidence": 0.996, "X1": 0.45468, "Y1": 0.4172, "X2": 0.50072, "Y2": 0.417, "X3": 0.49928, "Y3": 0.4328, "X4": 0.45324, "Y4": 0.4328, "page": 0, "Index": 155}, {"Word": "(Now)", "Confidence": 0.981, "X1": 0.50647, "Y1": 0.4172, "X2": 0.55827, "Y2": 0.417, "X3": 0.55683, "Y3": 0.4338, "X4": 0.50504, "Y4": 0.4328, "page": 0, "Index": 156}, {"Word": "B2G2F", "Confidence": 0.997, "X1": 0.26475, "Y1": 0.4332, "X2": 0.32086, "Y2": 0.433, "X3": 0.31942, "Y3": 0.4478, "X4": 0.26475, "Y4": 0.4488, "page": 0, "Index": 157}, {"Word": "August", "Confidence": 0.996, "X1": 0.12086, "Y1": 0.4342, "X2": 0.1741, "Y2": 0.434, "X3": 0.17266, "Y3": 0.4488, "X4": 0.12086, "Y4": 0.4488, "page": 0, "Index": 158}, {"Word": "WINSTON", "Confidence": 0.994, "X1": 0.17842, "Y1": 0.4332, "X2": 0.26043, "Y2": 0.433, "X3": 0.26043, "Y3": 0.4488, "X4": 0.17698, "Y4": 0.4488, "page": 0, "Index": 159}, {"Word": "August", "Confidence": 0.995, "X1": 0.12086, "Y1": 0.4492, "X2": 0.17266, "Y2": 0.449, "X3": 0.17266, "Y3": 0.4638, "X4": 0.12086, "Y4": 0.4638, "page": 0, "Index": 160}, {"Word": "WINSTON", "Confidence": 0.994, "X1": 0.17698, "Y1": 0.4492, "X2": 0.25899, "Y2": 0.449, "X3": 0.25899, "Y3": 0.4638, "X4": 0.17698, "Y4": 0.4638, "page": 0, "Index": 161}, {"Word": "Carton", "Confidence": 0.965, "X1": 0.26475, "Y1": 0.4492, "X2": 0.31511, "Y2": 0.449, "X3": 0.31511, "Y3": 0.4648, "X4": 0.26475, "Y4": 0.4638, "page": 0, "Index": 162}, {"Word": "Onsert", "Confidence": 0.996, "X1": 0.31942, "Y1": 0.4492, "X2": 0.3741, "Y2": 0.449, "X3": 0.3741, "Y3": 0.4648, "X4": 0.31942, "Y4": 0.4648, "page": 0, "Index": 163}, {"Word": "-", "Confidence": 0.991, "X1": 0.37842, "Y1": 0.4492, "X2": 0.38273, "Y2": 0.449, "X3": 0.38273, "Y3": 0.4648, "X4": 0.37842, "Y4": 0.4648, "page": 0, "Index": 164}, {"Word": "CTS", "Confidence": 0.998, "X1": 0.38705, "Y1": 0.4492, "X2": 0.42302, "Y2": 0.449, "X3": 0.42302, "Y3": 0.4648, "X4": 0.38705, "Y4": 0.4648, "page": 0, "Index": 165}, {"Word": "(Item/Program", "Confidence": 0.644, "X1": 0.42734, "Y1": 0.4492, "X2": 0.54532, "Y2": 0.449, "X3": 0.54532, "Y3": 0.4648, "X4": 0.42734, "Y4": 0.4648, "page": 0, "Index": 166}, {"Word": "numbers", "Confidence": 0.994, "X1": 0.55108, "Y1": 0.4482, "X2": 0.62446, "Y2": 0.448, "X3": 0.62446, "Y3": 0.4648, "X4": 0.55108, "Y4": 0.4648, "page": 0, "Index": 167}, {"Word": "corrected,", "Confidence": 0.947, "X1": 0.62878, "Y1": 0.4482, "X2": 0.71367, "Y2": 0.448, "X3": 0.71367, "Y3": 0.4648, "X4": 0.62878, "Y4": 0.4648, "page": 0, "Index": 168}, {"Word": "POS", "Confidence": 0.998, "X1": 0.71799, "Y1": 0.4482, "X2": 0.75396, "Y2": 0.448, "X3": 0.75396, "Y3": 0.4658, "X4": 0.71799, "Y4": 0.4648, "page": 0, "Index": 169}, {"Word": "Kit", "Confidence": 0.998, "X1": 0.75827, "Y1": 0.4482, "X2": 0.78273, "Y2": 0.448, "X3": 0.78273, "Y3": 0.4658, "X4": 0.75827, "Y4": 0.4658, "page": 0, "Index": 170}, {"Word": "allocations", "Confidence": 0.886, "X1": 0.78705, "Y1": 0.4482, "X2": 0.87914, "Y2": 0.448, "X3": 0.87914, "Y3": 0.4658, "X4": 0.78705, "Y4": 0.4658, "page": 0, "Index": 171}, {"Word": "added)", "Confidence": 0.882, "X1": 0.88345, "Y1": 0.4482, "X2": 0.94676, "Y2": 0.448, "X3": 0.94676, "Y3": 0.4658, "X4": 0.88345, "Y4": 0.4658, "page": 0, "Index": 172}, {"Word": "T-Shirt", "Confidence": 0.992, "X1": 0.28345, "Y1": 0.4642, "X2": 0.33957, "Y2": 0.464, "X3": 0.33957, "Y3": 0.4778, "X4": 0.28345, "Y4": 0.4788, "page": 0, "Index": 173}, {"Word": "August", "Confidence": 0.994, "X1": 0.12086, "Y1": 0.4652, "X2": 0.17554, "Y2": 0.465, "X3": 0.17554, "Y3": 0.4798, "X4": 0.12086, "Y4": 0.4798, "page": 0, "Index": 174}, {"Word": "CAMEL", "Confidence": 0.997, "X1": 0.17842, "Y1": 0.4642, "X2": 0.23885, "Y2": 0.464, "X3": 0.23885, "Y3": 0.4788, "X4": 0.17842, "Y4": 0.4798, "page": 0, "Index": 175}, {"Word": "B2G", "Confidence": 0.998, "X1": 0.24317, "Y1": 0.4642, "X2": 0.2777, "Y2": 0.464, "X3": 0.2777, "Y3": 0.4788, "X4": 0.24317, "Y4": 0.4788, "page": 0, "Index": 176}, {"Word": "September", "Confidence": 0.882, "X1": 0.1223, "Y1": 0.4812, "X2": 0.20432, "Y2": 0.481, "X3": 0.20432, "Y3": 0.4958, "X4": 0.1223, "Y4": 0.4948, "page": 0, "Index": 177}, {"Word": "WINSTON", "Confidence": 0.995, "X1": 0.20863, "Y1": 0.4812, "X2": 0.28921, "Y2": 0.481, "X3": 0.28921, "Y3": 0.4958, "X4": 0.20863, "Y4": 0.4958, "page": 0, "Index": 178}, {"Word": "B2G2", "Confidence": 0.833, "X1": 0.29496, "Y1": 0.4812, "X2": 0.33957, "Y2": 0.481, "X3": 0.33957, "Y3": 0.4958, "X4": 0.29496, "Y4": 0.4958, "page": 0, "Index": 179}, {"Word": "Lighters", "Confidence": 0.996, "X1": 0.34388, "Y1": 0.4812, "X2": 0.41007, "Y2": 0.481, "X3": 0.41007, "Y3": 0.4958, "X4": 0.34388, "Y4": 0.4958, "page": 0, "Index": 180}, {"Word": "September", "Confidence": 0.992, "X1": 0.1223, "Y1": 0.4962, "X2": 0.20576, "Y2": 0.496, "X3": 0.20432, "Y3": 0.5108, "X4": 0.12086, "Y4": 0.5108, "page": 0, "Index": 181}, {"Word": "DORAL", "Confidence": 0.997, "X1": 0.21007, "Y1": 0.4962, "X2": 0.26906, "Y2": 0.496, "X3": 0.26763, "Y3": 0.5108, "X4": 0.20863, "Y4": 0.5108, "page": 0, "Index": 182}, {"Word": "B2G1F", "Confidence": 0.991, "X1": 0.27338, "Y1": 0.4962, "X2": 0.32806, "Y2": 0.496, "X3": 0.32806, "Y3": 0.5098, "X4": 0.27194, "Y4": 0.5108, "page": 0, "Index": 183}, {"Word": "(Revised,", "Confidence": 0.991, "X1": 0.33237, "Y1": 0.4962, "X2": 0.41007, "Y2": 0.496, "X3": 0.41007, "Y3": 0.5108, "X4": 0.33237, "Y4": 0.5098, "page": 0, "Index": 184}, {"Word": "S.", "Confidence": 0.963, "X1": 0.41439, "Y1": 0.4962, "X2": 0.43022, "Y2": 0.496, "X3": 0.43022, "Y3": 0.5108, "X4": 0.41439, "Y4": 0.5108, "page": 0, "Index": 185}, {"Word": "California,", "Confidence": 0.875, "X1": 0.43453, "Y1": 0.4962, "X2": 0.5223, "Y2": 0.496, "X3": 0.52086, "Y3": 0.5108, "X4": 0.43453, "Y4": 0.5108, "page": 0, "Index": 186}, {"Word": "Houston)", "Confidence": 0.991, "X1": 0.52662, "Y1": 0.4952, "X2": 0.60863, "Y2": 0.495, "X3": 0.60719, "Y3": 0.5118, "X4": 0.52518, "Y4": 0.5108, "page": 0, "Index": 187}, {"Word": "Third", "Confidence": 0.996, "X1": 0.1223, "Y1": 0.5122, "X2": 0.15971, "Y2": 0.512, "X3": 0.15827, "Y3": 0.5268, "X4": 0.12086, "Y4": 0.5268, "page": 0, "Index": 188}, {"Word": "Quarter", "Confidence": 0.996, "X1": 0.16403, "Y1": 0.5122, "X2": 0.2259, "Y2": 0.512, "X3": 0.2259, "Y3": 0.5268, "X4": 0.16259, "Y4": 0.5268, "page": 0, "Index": 189}, {"Word": "1997", "Confidence": 0.98, "X1": 0.23022, "Y1": 0.5122, "X2": 0.26619, "Y2": 0.512, "X3": 0.26619, "Y3": 0.5258, "X4": 0.22878, "Y4": 0.5258, "page": 0, "Index": 190}, {"Word": "DPC", "Confidence": 0.997, "X1": 0.2705, "Y1": 0.5122, "X2": 0.30647, "Y2": 0.512, "X3": 0.30647, "Y3": 0.5258, "X4": 0.2705, "Y4": 0.5258, "page": 0, "Index": 191}, {"Word": "Allocations", "Confidence": 0.991, "X1": 0.31079, "Y1": 0.5132, "X2": 0.39856, "Y2": 0.513, "X3": 0.39856, "Y3": 0.5258, "X4": 0.31079, "Y4": 0.5258, "page": 0, "Index": 192}, {"Word": "CAMEL", "Confidence": 0.997, "X1": 0.1554, "Y1": 0.5282, "X2": 0.21151, "Y2": 0.528, "X3": 0.21007, "Y3": 0.5428, "X4": 0.15396, "Y4": 0.5428, "page": 0, "Index": 193}, {"Word": "(Revised,", "Confidence": 0.884, "X1": 0.21583, "Y1": 0.5282, "X2": 0.29209, "Y2": 0.528, "X3": 0.29065, "Y3": 0.5428, "X4": 0.21439, "Y4": 0.5428, "page": 0, "Index": 194}, {"Word": "Philadelphia,", "Confidence": 0.848, "X1": 0.2964, "Y1": 0.5272, "X2": 0.40432, "Y2": 0.527, "X3": 0.40288, "Y3": 0.5428, "X4": 0.29496, "Y4": 0.5428, "page": 0, "Index": 195}, {"Word": "Richmond)", "Confidence": 0.991, "X1": 0.40863, "Y1": 0.5282, "X2": 0.50504, "Y2": 0.528, "X3": 0.5036, "Y3": 0.5428, "X4": 0.40719, "Y4": 0.5428, "page": 0, "Index": 196}, {"Word": "CAMEL", "Confidence": 0.994, "X1": 0.15252, "Y1": 0.5432, "X2": 0.21151, "Y2": 0.543, "X3": 0.21007, "Y3": 0.5578, "X4": 0.15108, "Y4": 0.5578, "page": 0, "Index": 197}, {"Word": "Menthol", "Confidence": 0.643, "X1": 0.21583, "Y1": 0.5432, "X2": 0.2777, "Y2": 0.543, "X3": 0.27626, "Y3": 0.5578, "X4": 0.21439, "Y4": 0.5578, "page": 0, "Index": 198}, {"Word": "(Revised,", "Confidence": 0.994, "X1": 0.28201, "Y1": 0.5432, "X2": 0.35827, "Y2": 0.543, "X3": 0.35683, "Y3": 0.5578, "X4": 0.28058, "Y4": 0.5578, "page": 0, "Index": 199}, {"Word": "Philadelphia,", "Confidence": 0.458, "X1": 0.36259, "Y1": 0.5432, "X2": 0.4705, "Y2": 0.543, "X3": 0.46906, "Y3": 0.5588, "X4": 0.36115, "Y4": 0.5578, "page": 0, "Index": 200}, {"Word": "Richmond)", "Confidence": 0.991, "X1": 0.47482, "Y1": 0.5432, "X2": 0.57122, "Y2": 0.543, "X3": 0.56978, "Y3": 0.5588, "X4": 0.47338, "Y4": 0.5588, "page": 0, "Index": 201}, {"Word": "DORAL", "Confidence": 0.995, "X1": 0.15396, "Y1": 0.5612, "X2": 0.21439, "Y2": 0.561, "X3": 0.21439, "Y3": 0.5738, "X4": 0.15396, "Y4": 0.5748, "page": 0, "Index": 202}, {"Word": "SALEM", "Confidence": 0.994, "X1": 0.15108, "Y1": 0.5752, "X2": 0.20719, "Y2": 0.575, "X3": 0.20576, "Y3": 0.5898, "X4": 0.15108, "Y4": 0.5888, "page": 0, "Index": 203}, {"Word": "(Revised,", "Confidence": 0.981, "X1": 0.21439, "Y1": 0.5752, "X2": 0.29209, "Y2": 0.575, "X3": 0.29065, "Y3": 0.5898, "X4": 0.21439, "Y4": 0.5898, "page": 0, "Index": 204}, {"Word": "Philadelphia,", "Confidence": 0.964, "X1": 0.2964, "Y1": 0.5752, "X2": 0.40288, "Y2": 0.575, "X3": 0.40288, "Y3": 0.5898, "X4": 0.29496, "Y4": 0.5898, "page": 0, "Index": 205}, {"Word": "Atlanta,", "Confidence": 0.958, "X1": 0.40719, "Y1": 0.5752, "X2": 0.47194, "Y2": 0.575, "X3": 0.47194, "Y3": 0.5898, "X4": 0.40719, "Y4": 0.5898, "page": 0, "Index": 206}, {"Word": "Richmond)", "Confidence": 0.822, "X1": 0.47626, "Y1": 0.5752, "X2": 0.57266, "Y2": 0.575, "X3": 0.57122, "Y3": 0.5908, "X4": 0.47482, "Y4": 0.5898, "page": 0, "Index": 207}, {"Word": "WINSTON", "Confidence": 0.996, "X1": 0.14964, "Y1": 0.5922, "X2": 0.23309, "Y2": 0.592, "X3": 0.23309, "Y3": 0.6048, "X4": 0.14964, "Y4": 0.6058, "page": 0, "Index": 208}, {"Word": "Third", "Confidence": 0.995, "X1": 0.12086, "Y1": 0.6062, "X2": 0.15971, "Y2": 0.606, "X3": 0.15971, "Y3": 0.6208, "X4": 0.12086, "Y4": 0.6208, "page": 0, "Index": 209}, {"Word": "Quarter", "Confidence": 0.991, "X1": 0.16403, "Y1": 0.6062, "X2": 0.22446, "Y2": 0.606, "X3": 0.22446, "Y3": 0.6208, "X4": 0.16403, "Y4": 0.6208, "page": 0, "Index": 210}, {"Word": "1997", "Confidence": 0.989, "X1": 0.22878, "Y1": 0.6062, "X2": 0.26475, "Y2": 0.606, "X3": 0.26475, "Y3": 0.6208, "X4": 0.22878, "Y4": 0.6208, "page": 0, "Index": 211}, {"Word": "DPC", "Confidence": 0.998, "X1": 0.26906, "Y1": 0.6062, "X2": 0.30647, "Y2": 0.606, "X3": 0.30647, "Y3": 0.6218, "X4": 0.26906, "Y4": 0.6208, "page": 0, "Index": 212}, {"Word": "Tear", "Confidence": 0.99, "X1": 0.31223, "Y1": 0.6062, "X2": 0.3482, "Y2": 0.606, "X3": 0.3482, "Y3": 0.6218, "X4": 0.31223, "Y4": 0.6218, "page": 0, "Index": 213}, {"Word": "Tape", "Confidence": 0.986, "X1": 0.35252, "Y1": 0.6062, "X2": 0.39137, "Y2": 0.606, "X3": 0.39137, "Y3": 0.6218, "X4": 0.35252, "Y4": 0.6218, "page": 0, "Index": 214}, {"Word": "Product", "Confidence": 0.992, "X1": 0.39568, "Y1": 0.6062, "X2": 0.45612, "Y2": 0.606, "X3": 0.45612, "Y3": 0.6218, "X4": 0.39568, "Y4": 0.6218, "page": 0, "Index": 215}, {"Word": "Allocations", "Confidence": 0.769, "X1": 0.46043, "Y1": 0.6062, "X2": 0.5482, "Y2": 0.606, "X3": 0.5482, "Y3": 0.6218, "X4": 0.46043, "Y4": 0.6218, "page": 0, "Index": 216}, {"Word": "CAMEL", "Confidence": 0.997, "X1": 0.15108, "Y1": 0.6232, "X2": 0.21295, "Y2": 0.623, "X3": 0.21295, "Y3": 0.6358, "X4": 0.15108, "Y4": 0.6358, "page": 0, "Index": 217}, {"Word": "CAMEL", "Confidence": 0.994, "X1": 0.15108, "Y1": 0.6392, "X2": 0.21151, "Y2": 0.639, "X3": 0.21151, "Y3": 0.6528, "X4": 0.15108, "Y4": 0.6518, "page": 0, "Index": 218}, {"Word": "Menthol", "Confidence": 0.883, "X1": 0.21583, "Y1": 0.6392, "X2": 0.28058, "Y2": 0.639, "X3": 0.27914, "Y3": 0.6518, "X4": 0.21439, "Y4": 0.6528, "page": 0, "Index": 219}, {"Word": "DORAL", "Confidence": 0.997, "X1": 0.14964, "Y1": 0.6542, "X2": 0.21439, "Y2": 0.654, "X3": 0.21439, "Y3": 0.6678, "X4": 0.14964, "Y4": 0.6678, "page": 0, "Index": 220}, {"Word": ".", "Confidence": 0.941, "X1": 0.09928, "Y1": 0.6792, "X2": 0.09928, "Y2": 0.679, "X3": 0.08633, "Y3": 0.6788, "X4": 0.08633, "Y4": 0.6738, "page": 0, "Index": 221}, {"Word": "Third", "Confidence": 0.943, "X1": 0.1223, "Y1": 0.6702, "X2": 0.15971, "Y2": 0.67, "X3": 0.15827, "Y3": 0.6848, "X4": 0.1223, "Y4": 0.6848, "page": 0, "Index": 222}, {"Word": "Quarter", "Confidence": 0.993, "X1": 0.16403, "Y1": 0.6702, "X2": 0.22158, "Y2": 0.67, "X3": 0.22158, "Y3": 0.6848, "X4": 0.16259, "Y4": 0.6848, "page": 0, "Index": 223}, {"Word": "DPC", "Confidence": 0.998, "X1": 0.2259, "Y1": 0.6702, "X2": 0.26331, "Y2": 0.67, "X3": 0.26187, "Y3": 0.6848, "X4": 0.2259, "Y4": 0.6848, "page": 0, "Index": 224}, {"Word": "Allocation", "Confidence": 0.991, "X1": 0.26763, "Y1": 0.6702, "X2": 0.34245, "Y2": 0.67, "X3": 0.34101, "Y3": 0.6838, "X4": 0.26619, "Y4": 0.6848, "page": 0, "Index": 225}, {"Word": "Summary", "Confidence": 0.996, "X1": 0.34676, "Y1": 0.6712, "X2": 0.42302, "Y2": 0.671, "X3": 0.42302, "Y3": 0.6838, "X4": 0.34532, "Y4": 0.6838, "page": 0, "Index": 226}, {"Word": "September", "Confidence": 0.991, "X1": 0.1223, "Y1": 0.6852, "X2": 0.20432, "Y2": 0.685, "X3": 0.20288, "Y3": 0.6998, "X4": 0.12086, "Y4": 0.6998, "page": 0, "Index": 227}, {"Word": "CTS", "Confidence": 0.997, "X1": 0.20863, "Y1": 0.6852, "X2": 0.24173, "Y2": 0.685, "X3": 0.24173, "Y3": 0.6998, "X4": 0.20863, "Y4": 0.6998, "page": 0, "Index": 228}, {"Word": "DORAL", "Confidence": 0.997, "X1": 0.24604, "Y1": 0.6852, "X2": 0.30647, "Y2": 0.685, "X3": 0.30504, "Y3": 0.6998, "X4": 0.24604, "Y4": 0.6998, "page": 0, "Index": 229}, {"Word": "Buy", "Confidence": 0.998, "X1": 0.31079, "Y1": 0.6852, "X2": 0.34101, "Y2": 0.685, "X3": 0.34101, "Y3": 0.6998, "X4": 0.31079, "Y4": 0.6998, "page": 0, "Index": 230}, {"Word": "Carton", "Confidence": 0.995, "X1": 0.34532, "Y1": 0.6852, "X2": 0.39712, "Y2": 0.685, "X3": 0.39712, "Y3": 0.6998, "X4": 0.34532, "Y4": 0.6998, "page": 0, "Index": 231}, {"Word": "Get", "Confidence": 0.991, "X1": 0.40144, "Y1": 0.6852, "X2": 0.43022, "Y2": 0.685, "X3": 0.43022, "Y3": 0.7008, "X4": 0.40144, "Y4": 0.6998, "page": 0, "Index": 232}, {"Word": "5", "Confidence": 0.995, "X1": 0.43453, "Y1": 0.6852, "X2": 0.4446, "Y2": 0.685, "X3": 0.4446, "Y3": 0.7008, "X4": 0.43453, "Y4": 0.7008, "page": 0, "Index": 233}, {"Word": "Packs", "Confidence": 0.994, "X1": 0.44892, "Y1": 0.6852, "X2": 0.4964, "Y2": 0.685, "X3": 0.4964, "Y3": 0.7008, "X4": 0.44892, "Y4": 0.7008, "page": 0, "Index": 234}, {"Word": "Free", "Confidence": 0.989, "X1": 0.50072, "Y1": 0.6852, "X2": 0.53669, "Y2": 0.685, "X3": 0.53669, "Y3": 0.7008, "X4": 0.50072, "Y4": 0.7008, "page": 0, "Index": 235}, {"Word": "(New,", "Confidence": 0.991, "X1": 0.54245, "Y1": 0.6842, "X2": 0.58993, "Y2": 0.684, "X3": 0.58993, "Y3": 0.7008, "X4": 0.54245, "Y4": 0.7008, "page": 0, "Index": 236}, {"Word": "Replaces", "Confidence": 0.951, "X1": 0.59568, "Y1": 0.6842, "X2": 0.67194, "Y2": 0.684, "X3": 0.67194, "Y3": 0.7008, "X4": 0.59568, "Y4": 0.7008, "page": 0, "Index": 237}, {"Word": "September", "Confidence": 0.812, "X1": 0.67626, "Y1": 0.6842, "X2": 0.76547, "Y2": 0.684, "X3": 0.76547, "Y3": 0.7018, "X4": 0.67626, "Y4": 0.7008, "page": 0, "Index": 238}, {"Word": "DORAL", "Confidence": 0.996, "X1": 0.76978, "Y1": 0.6842, "X2": 0.83309, "Y2": 0.684, "X3": 0.83309, "Y3": 0.7018, "X4": 0.77122, "Y4": 0.7018, "page": 0, "Index": 239}, {"Word": "Carton", "Confidence": 0.996, "X1": 0.83741, "Y1": 0.6842, "X2": 0.8964, "Y2": 0.684, "X3": 0.8964, "Y3": 0.7018, "X4": 0.83741, "Y4": 0.7018, "page": 0, "Index": 240}, {"Word": "Onsert,", "Confidence": 0.991, "X1": 0.11799, "Y1": 0.7012, "X2": 0.17986, "Y2": 0.701, "X3": 0.17986, "Y3": 0.7168, "X4": 0.11799, "Y4": 0.7178, "page": 0, "Index": 241}, {"Word": "Includes", "Confidence": 0.777, "X1": 0.18417, "Y1": 0.7012, "X2": 0.25468, "Y2": 0.701, "X3": 0.25468, "Y3": 0.7158, "X4": 0.18417, "Y4": 0.7168, "page": 0, "Index": 242}, {"Word": "POS", "Confidence": 0.998, "X1": 0.25899, "Y1": 0.7012, "X2": 0.29496, "Y2": 0.701, "X3": 0.29496, "Y3": 0.7158, "X4": 0.25899, "Y4": 0.7158, "page": 0, "Index": 243}, {"Word": "Kit", "Confidence": 0.958, "X1": 0.29928, "Y1": 0.7012, "X2": 0.32374, "Y2": 0.701, "X3": 0.32374, "Y3": 0.7158, "X4": 0.29928, "Y4": 0.7158, "page": 0, "Index": 244}, {"Word": "Allocations)", "Confidence": 0.771, "X1": 0.32806, "Y1": 0.7022, "X2": 0.42878, "Y2": 0.702, "X3": 0.43022, "Y3": 0.7168, "X4": 0.32806, "Y4": 0.7158, "page": 0, "Index": 245}, {"Word": "Third", "Confidence": 0.995, "X1": 0.11942, "Y1": 0.7172, "X2": 0.15827, "Y2": 0.717, "X3": 0.15827, "Y3": 0.7308, "X4": 0.11942, "Y4": 0.7318, "page": 0, "Index": 246}, {"Word": "Quarter", "Confidence": 0.994, "X1": 0.16259, "Y1": 0.7172, "X2": 0.22158, "Y2": 0.717, "X3": 0.22158, "Y3": 0.7308, "X4": 0.16259, "Y4": 0.7308, "page": 0, "Index": 247}, {"Word": "SME", "Confidence": 0.998, "X1": 0.2259, "Y1": 0.7172, "X2": 0.26331, "Y2": 0.717, "X3": 0.26475, "Y3": 0.7308, "X4": 0.2259, "Y4": 0.7308, "page": 0, "Index": 248}, {"Word": "Allocations", "Confidence": 0.991, "X1": 0.26763, "Y1": 0.7182, "X2": 0.35396, "Y2": 0.718, "X3": 0.3554, "Y3": 0.7318, "X4": 0.26763, "Y4": 0.7308, "page": 0, "Index": 249}, {"Word": "WINSTON", "Confidence": 0.993, "X1": 0.15108, "Y1": 0.7322, "X2": 0.23165, "Y2": 0.732, "X3": 0.23165, "Y3": 0.7468, "X4": 0.14964, "Y4": 0.7458, "page": 0, "Index": 250}, {"Word": "CAMEL", "Confidence": 0.994, "X1": 0.15396, "Y1": 0.7492, "X2": 0.21295, "Y2": 0.749, "X3": 0.21295, "Y3": 0.7628, "X4": 0.15396, "Y4": 0.7628, "page": 0, "Index": 251}, {"Word": "CTS", "Confidence": 0.995, "X1": 0.11799, "Y1": 0.7642, "X2": 0.15252, "Y2": 0.764, "X3": 0.15252, "Y3": 0.7788, "X4": 0.11799, "Y4": 0.7788, "page": 0, "Index": 252}, {"Word": "Promotional", "Confidence": 0.993, "X1": 0.15827, "Y1": 0.7642, "X2": 0.25036, "Y2": 0.764, "X3": 0.25036, "Y3": 0.7798, "X4": 0.15683, "Y4": 0.7788, "page": 0, "Index": 253}, {"Word": "8-Case", "Confidence": 0.997, "X1": 0.25468, "Y1": 0.7642, "X2": 0.30935, "Y2": 0.764, "X3": 0.30935, "Y3": 0.7798, "X4": 0.25468, "Y4": 0.7798, "page": 0, "Index": 254}, {"Word": "Display,", "Confidence": 0.991, "X1": 0.31367, "Y1": 0.7642, "X2": 0.37698, "Y2": 0.764, "X3": 0.37554, "Y3": 0.7798, "X4": 0.31367, "Y4": 0.7798, "page": 0, "Index": 255}, {"Word": "effective", "Confidence": 0.858, "X1": 0.38129, "Y1": 0.7632, "X2": 0.44748, "Y2": 0.763, "X3": 0.44748, "Y3": 0.7798, "X4": 0.37986, "Y4": 0.7798, "page": 0, "Index": 256}, {"Word": "June", "Confidence": 0.989, "X1": 0.4518, "Y1": 0.7632, "X2": 0.49065, "Y2": 0.763, "X3": 0.49065, "Y3": 0.7798, "X4": 0.4518, "Y4": 0.7798, "page": 0, "Index": 257}, {"Word": "1997", "Confidence": 0.98, "X1": 0.49496, "Y1": 0.7632, "X2": 0.53813, "Y2": 0.763, "X3": 0.53813, "Y3": 0.7798, "X4": 0.49496, "Y4": 0.7798, "page": 0, "Index": 258}, {"Word": "ced", "Confidence": 0.654, "X1": 0.08921, "Y1": 0.8142, "X2": 0.11655, "Y2": 0.814, "X3": 0.11655, "Y3": 0.8258, "X4": 0.08777, "Y4": 0.8248, "page": 0, "Index": 259}, {"Word": "Attachments", "Confidence": 0.991, "X1": 0.08777, "Y1": 0.8442, "X2": 0.18993, "Y2": 0.844, "X3": 0.18849, "Y3": 0.8578, "X4": 0.08777, "Y4": 0.8578, "page": 0, "Index": 260}, {"Word": "C:", "Confidence": 0.942, "X1": 0.08777, "Y1": 0.8752, "X2": 0.10935, "Y2": 0.875, "X3": 0.10791, "Y3": 0.8908, "X4": 0.08633, "Y4": 0.8908, "page": 0, "Index": 261}, {"Word": "D.", "Confidence": 0.997, "X1": 0.11799, "Y1": 0.8752, "X2": 0.13669, "Y2": 0.875, "X3": 0.13669, "Y3": 0.8898, "X4": 0.11655, "Y4": 0.8898, "page": 0, "Index": 262}, {"Word": "L.", "Confidence": 0.955, "X1": 0.14101, "Y1": 0.8752, "X2": 0.15683, "Y2": 0.875, "X3": 0.1554, "Y3": 0.8898, "X4": 0.14101, "Y4": 0.8898, "page": 0, "Index": 263}, {"Word": "Bomgardner", "Confidence": 0.991, "X1": 0.15971, "Y1": 0.8762, "X2": 0.26043, "Y2": 0.876, "X3": 0.25899, "Y3": 0.8898, "X4": 0.15971, "Y4": 0.8898, "page": 0, "Index": 264}, {"Word": "S.", "Confidence": 0.997, "X1": 0.11942, "Y1": 0.8912, "X2": 0.13525, "Y2": 0.891, "X3": 0.13525, "Y3": 0.9038, "X4": 0.11942, "Y4": 0.9038, "page": 0, "Index": 265}, {"Word": "G.", "Confidence": 0.998, "X1": 0.13957, "Y1": 0.8912, "X2": 0.15971, "Y2": 0.891, "X3": 0.15827, "Y3": 0.9038, "X4": 0.13957, "Y4": 0.9038, "page": 0, "Index": 266}, {"Word": "Reid", "Confidence": 0.986, "X1": 0.16259, "Y1": 0.8912, "X2": 0.20288, "Y2": 0.891, "X3": 0.20144, "Y3": 0.9048, "X4": 0.16259, "Y4": 0.9038, "page": 0, "Index": 267}, {"Word": "52019", "Confidence": 0.998, "X1": 0.98993, "Y1": 0.9112, "X2": 0.98705, "Y2": 0.911, "X3": 0.96691, "Y3": 0.9108, "X4": 0.96835, "Y4": 0.8658, "page": 0, "Index": 268}, {"Word": "F.", "Confidence": 0.991, "X1": 0.11942, "Y1": 0.9072, "X2": 0.13525, "Y2": 0.907, "X3": 0.13525, "Y3": 0.9198, "X4": 0.11942, "Y4": 0.9198, "page": 0, "Index": 269}, {"Word": "E.", "Confidence": 0.996, "X1": 0.13957, "Y1": 0.9062, "X2": 0.1554, "Y2": 0.906, "X3": 0.1554, "Y3": 0.9198, "X4": 0.13957, "Y4": 0.9198, "page": 0, "Index": 270}, {"Word": "Cook", "Confidence": 0.988, "X1": 0.15971, "Y1": 0.9072, "X2": 0.20288, "Y2": 0.907, "X3": 0.20288, "Y3": 0.9208, "X4": 0.15971, "Y4": 0.9198, "page": 0, "Index": 271}, {"Word": "C.", "Confidence": 0.997, "X1": 0.12086, "Y1": 0.9222, "X2": 0.13669, "Y2": 0.922, "X3": 0.13669, "Y3": 0.9358, "X4": 0.12086, "Y4": 0.9358, "page": 0, "Index": 272}, {"Word": "M.", "Confidence": 0.998, "X1": 0.13957, "Y1": 0.9222, "X2": 0.15971, "Y2": 0.922, "X3": 0.15971, "Y3": 0.9358, "X4": 0.13957, "Y4": 0.9358, "page": 0, "Index": 273}, {"Word": "Uffindell", "Confidence": 0.981, "X1": 0.16403, "Y1": 0.9232, "X2": 0.23165, "Y2": 0.923, "X3": 0.23022, "Y3": 0.9368, "X4": 0.16403, "Y4": 0.9358, "page": 0, "Index": 274}, {"Word": "ROMS", "Confidence": 0.983, "X1": 0.11942, "Y1": 0.9382, "X2": 0.16978, "Y2": 0.938, "X3": 0.16978, "Y3": 0.9518, "X4": 0.11942, "Y4": 0.9508, "page": 0, "Index": 275}, {"Word": "rj1046/ccd", "Confidence": 0.478, "X1": 0.84173, "Y1": 0.9532, "X2": 0.90504, "Y2": 0.953, "X3": 0.90647, "Y3": 0.9678, "X4": 0.84317, "Y4": 0.9678, "page": 0, "Index": 276}, {"Word": "0307", "Confidence": 0.979, "X1": 0.98705, "Y1": 0.9602, "X2": 0.98561, "Y2": 0.96, "X3": 0.96403, "Y3": 0.9588, "X4": 0.96547, "Y4": 0.9208, "page": 0, "Index": 277}]}	"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"
ffmj0185	6	{"lines_data": [{"Word": "August CAMEL B2G T-Shirt", "Confidence": 0.997, "X1": 0.402, "Y1": 0.02188, "X2": 0.616, "Y2": 0.02168, "X3": 0.616, "Y3": 0.04604, "X4": 0.402, "Y4": 0.04749, "page": 0}, {"Word": "Program #700040, Item #530264", "Confidence": 0.99075, "X1": 0.387, "Y1": 0.04789, "X2": 0.631, "Y2": 0.04769, "X3": 0.631, "Y3": 0.0735, "X4": 0.387, "Y4": 0.07494, "page": 0}, {"Word": "RegionPriority SKUS Offers", "Confidence": 0.797, "X1": 0.363, "Y1": 0.12592, "X2": 0.715, "Y2": 0.12572, "X3": 0.715, "Y3": 0.14575, "X4": 0.363, "Y4": 0.1472, "page": 0}, {"Word": "1100", "Confidence": 0.982, "X1": 0.322, "Y1": 0.15338, "X2": 0.352, "Y2": 0.15318, "X3": 0.353, "Y3": 0.16743, "X4": 0.322, "Y4": 0.16743, "page": 0}, {"Word": "Boston", "Confidence": 0.997, "X1": 0.371, "Y1": 0.15338, "X2": 0.414, "Y2": 0.15318, "X3": 0.414, "Y3": 0.17032, "X4": 0.371, "Y4": 0.16888, "page": 0}, {"Word": "T", "Confidence": 0.92, "X1": 0.495, "Y1": 0.14904, "X2": 0.509, "Y2": 0.14884, "X3": 0.509, "Y3": 0.16888, "X4": 0.495, "Y4": 0.16888, "page": 0}, {"Word": "6,442", "Confidence": 0.907, "X1": 0.583, "Y1": 0.15193, "X2": 0.62, "Y2": 0.15173, "X3": 0.62, "Y3": 0.17032, "X4": 0.583, "Y4": 0.17032, "page": 0}, {"Word": "128,840", "Confidence": 0.994, "X1": 0.665, "Y1": 0.15193, "X2": 0.713, "Y2": 0.15173, "X3": 0.713, "Y3": 0.16888, "X4": 0.665, "Y4": 0.16888, "page": 0}, {"Word": "1200", "Confidence": 0.989, "X1": 0.322, "Y1": 0.1765, "X2": 0.353, "Y2": 0.1763, "X3": 0.353, "Y3": 0.19344, "X4": 0.322, "Y4": 0.19055, "page": 0}, {"Word": "New York Metro", "Confidence": 0.995, "X1": 0.372, "Y1": 0.17506, "X2": 0.468, "Y2": 0.17486, "X3": 0.468, "Y3": 0.19344, "X4": 0.372, "Y4": 0.19344, "page": 0}, {"Word": "L", "Confidence": 0.993, "X1": 0.496, "Y1": 0.17506, "X2": 0.506, "Y2": 0.17486, "X3": 0.506, "Y3": 0.192, "X4": 0.496, "Y4": 0.192, "page": 0}, {"Word": "5,507", "Confidence": 0.902, "X1": 0.584, "Y1": 0.17361, "X2": 0.623, "Y2": 0.17341, "X3": 0.623, "Y3": 0.192, "X4": 0.584, "Y4": 0.19344, "page": 0}, {"Word": "110,140", "Confidence": 0.991, "X1": 0.664, "Y1": 0.17506, "X2": 0.713, "Y2": 0.17486, "X3": 0.713, "Y3": 0.192, "X4": 0.664, "Y4": 0.19344, "page": 0}, {"Word": "1300", "Confidence": 0.991, "X1": 0.322, "Y1": 0.19962, "X2": 0.352, "Y2": 0.19942, "X3": 0.352, "Y3": 0.21512, "X4": 0.322, "Y4": 0.21367, "page": 0}, {"Word": "Philadelphia", "Confidence": 0.991, "X1": 0.37, "Y1": 0.19673, "X2": 0.445, "Y2": 0.19653, "X3": 0.445, "Y3": 0.21656, "X4": 0.37, "Y4": 0.21512, "page": 0}, {"Word": "L", "Confidence": 0.994, "X1": 0.496, "Y1": 0.19962, "X2": 0.507, "Y2": 0.19942, "X3": 0.508, "Y3": 0.21656, "X4": 0.497, "Y4": 0.21656, "page": 0}, {"Word": "3,989", "Confidence": 0.991, "X1": 0.585, "Y1": 0.19818, "X2": 0.62, "Y2": 0.19798, "X3": 0.619, "Y3": 0.21656, "X4": 0.584, "Y4": 0.21512, "page": 0}, {"Word": "79,780", "Confidence": 0.993, "X1": 0.671, "Y1": 0.19818, "X2": 0.713, "Y2": 0.19798, "X3": 0.713, "Y3": 0.21656, "X4": 0.671, "Y4": 0.21512, "page": 0}, {"Word": "1600", "Confidence": 0.988, "X1": 0.322, "Y1": 0.2213, "X2": 0.353, "Y2": 0.2211, "X3": 0.353, "Y3": 0.23824, "X4": 0.321, "Y4": 0.23679, "page": 0}, {"Word": "Buffalo", "Confidence": 0.919, "X1": 0.371, "Y1": 0.2213, "X2": 0.415, "Y2": 0.2211, "X3": 0.415, "Y3": 0.23824, "X4": 0.37, "Y4": 0.23824, "page": 0}, {"Word": "T", "Confidence": 0.932, "X1": 0.497, "Y1": 0.21985, "X2": 0.508, "Y2": 0.21965, "X3": 0.508, "Y3": 0.23824, "X4": 0.497, "Y4": 0.23968, "page": 0}, {"Word": "4,064", "Confidence": 0.911, "X1": 0.584, "Y1": 0.2213, "X2": 0.62, "Y2": 0.2211, "X3": 0.62, "Y3": 0.23824, "X4": 0.584, "Y4": 0.23824, "page": 0}, {"Word": "81,280", "Confidence": 0.994, "X1": 0.671, "Y1": 0.2213, "X2": 0.714, "Y2": 0.2211, "X3": 0.714, "Y3": 0.23824, "X4": 0.671, "Y4": 0.23824, "page": 0}, {"Word": "1700", "Confidence": 0.988, "X1": 0.323, "Y1": 0.24442, "X2": 0.353, "Y2": 0.24422, "X3": 0.353, "Y3": 0.26136, "X4": 0.322, "Y4": 0.25992, "page": 0}, {"Word": "Pittsburgh", "Confidence": 0.994, "X1": 0.371, "Y1": 0.24442, "X2": 0.432, "Y2": 0.24422, "X3": 0.432, "Y3": 0.26281, "X4": 0.37, "Y4": 0.26136, "page": 0}, {"Word": "P", "Confidence": 0.994, "X1": 0.496, "Y1": 0.24442, "X2": 0.506, "Y2": 0.24422, "X3": 0.506, "Y3": 0.26136, "X4": 0.496, "Y4": 0.26136, "page": 0}, {"Word": "10,252", "Confidence": 0.899, "X1": 0.578, "Y1": 0.24297, "X2": 0.62, "Y2": 0.24277, "X3": 0.62, "Y3": 0.26281, "X4": 0.578, "Y4": 0.26281, "page": 0}, {"Word": "205,040", "Confidence": 0.932, "X1": 0.662, "Y1": 0.24442, "X2": 0.714, "Y2": 0.24422, "X3": 0.713, "Y3": 0.26136, "X4": 0.662, "Y4": 0.26136, "page": 0}, {"Word": "1800", "Confidence": 0.998, "X1": 0.324, "Y1": 0.26754, "X2": 0.353, "Y2": 0.26734, "X3": 0.353, "Y3": 0.28448, "X4": 0.323, "Y4": 0.28448, "page": 0}, {"Word": "Cincinnati", "Confidence": 0.994, "X1": 0.37, "Y1": 0.2661, "X2": 0.431, "Y2": 0.2659, "X3": 0.432, "Y3": 0.28448, "X4": 0.37, "Y4": 0.28448, "page": 0}, {"Word": "P", "Confidence": 0.995, "X1": 0.496, "Y1": 0.26465, "X2": 0.508, "Y2": 0.26445, "X3": 0.508, "Y3": 0.28304, "X4": 0.496, "Y4": 0.28448, "page": 0}, {"Word": "9.515", "Confidence": 0.658, "X1": 0.586, "Y1": 0.26754, "X2": 0.619, "Y2": 0.26734, "X3": 0.619, "Y3": 0.28593, "X4": 0.586, "Y4": 0.28448, "page": 0}, {"Word": "190,300", "Confidence": 0.942, "X1": 0.665, "Y1": 0.2661, "X2": 0.715, "Y2": 0.2659, "X3": 0.715, "Y3": 0.28448, "X4": 0.665, "Y4": 0.28448, "page": 0}, {"Word": "Total NESA", "Confidence": 0.9385, "X1": 0.362, "Y1": 0.28922, "X2": 0.442, "Y2": 0.28902, "X3": 0.443, "Y3": 0.30616, "X4": 0.362, "Y4": 0.30905, "page": 0}, {"Word": "39,769", "Confidence": 0.835, "X1": 0.572, "Y1": 0.28633, "X2": 0.632, "Y2": 0.28613, "X3": 0.632, "Y3": 0.30616, "X4": 0.572, "Y4": 0.3076, "page": 0}, {"Word": "\u20b9795,380", "Confidence": 0.627, "X1": 0.651, "Y1": 0.28633, "X2": 0.713, "Y2": 0.28613, "X3": 0.713, "Y3": 0.3076, "X4": 0.651, "Y4": 0.3076, "page": 0}, {"Word": "2100", "Confidence": 0.989, "X1": 0.323, "Y1": 0.31234, "X2": 0.354, "Y2": 0.31214, "X3": 0.354, "Y3": 0.33072, "X4": 0.322, "Y4": 0.33072, "page": 0}, {"Word": "Winston-Salem", "Confidence": 0.993, "X1": 0.37, "Y1": 0.31234, "X2": 0.463, "Y2": 0.31214, "X3": 0.463, "Y3": 0.33217, "X4": 0.37, "Y4": 0.33072, "page": 0}, {"Word": "7,422", "Confidence": 0.91, "X1": 0.585, "Y1": 0.31089, "X2": 0.62, "Y2": 0.31069, "X3": 0.62, "Y3": 0.33217, "X4": 0.585, "Y4": 0.33217, "page": 0}, {"Word": "148,440", "Confidence": 0.741, "X1": 0.666, "Y1": 0.31089, "X2": 0.714, "Y2": 0.31069, "X3": 0.714, "Y3": 0.33072, "X4": 0.666, "Y4": 0.33217, "page": 0}, {"Word": "2200", "Confidence": 0.989, "X1": 0.322, "Y1": 0.33691, "X2": 0.354, "Y2": 0.33671, "X3": 0.354, "Y3": 0.35385, "X4": 0.322, "Y4": 0.3524, "page": 0}, {"Word": "Atlanta", "Confidence": 0.603, "X1": 0.365, "Y1": 0.33546, "X2": 0.414, "Y2": 0.33526, "X3": 0.414, "Y3": 0.3524, "X4": 0.365, "Y4": 0.3524, "page": 0}, {"Word": "T", "Confidence": 0.969, "X1": 0.497, "Y1": 0.33546, "X2": 0.509, "Y2": 0.33526, "X3": 0.509, "Y3": 0.3524, "X4": 0.497, "Y4": 0.35385, "page": 0}, {"Word": "6,753", "Confidence": 0.939, "X1": 0.584, "Y1": 0.33546, "X2": 0.619, "Y2": 0.33526, "X3": 0.619, "Y3": 0.35385, "X4": 0.584, "Y4": 0.35385, "page": 0}, {"Word": "135,060", "Confidence": 0.991, "X1": 0.664, "Y1": 0.33546, "X2": 0.715, "Y2": 0.33526, "X3": 0.715, "Y3": 0.3524, "X4": 0.664, "Y4": 0.3524, "page": 0}, {"Word": "2300", "Confidence": 0.989, "X1": 0.321, "Y1": 0.36003, "X2": 0.353, "Y2": 0.35983, "X3": 0.353, "Y3": 0.37552, "X4": 0.321, "Y4": 0.37552, "page": 0}, {"Word": "Florida", "Confidence": 0.933, "X1": 0.369, "Y1": 0.35858, "X2": 0.413, "Y2": 0.35838, "X3": 0.413, "Y3": 0.37552, "X4": 0.369, "Y4": 0.37552, "page": 0}, {"Word": "P", "Confidence": 0.995, "X1": 0.496, "Y1": 0.35714, "X2": 0.508, "Y2": 0.35694, "X3": 0.508, "Y3": 0.37408, "X4": 0.496, "Y4": 0.37552, "page": 0}, {"Word": "8,536", "Confidence": 0.991, "X1": 0.585, "Y1": 0.35858, "X2": 0.619, "Y2": 0.35838, "X3": 0.619, "Y3": 0.37697, "X4": 0.585, "Y4": 0.37552, "page": 0}, {"Word": "170,720", "Confidence": 0.99, "X1": 0.665, "Y1": 0.35858, "X2": 0.714, "Y2": 0.35838, "X3": 0.714, "Y3": 0.37697, "X4": 0.665, "Y4": 0.37552, "page": 0}, {"Word": "2600", "Confidence": 0.988, "X1": 0.321, "Y1": 0.3817, "X2": 0.353, "Y2": 0.3815, "X3": 0.353, "Y3": 0.39864, "X4": 0.321, "Y4": 0.39864, "page": 0}, {"Word": "Dallas", "Confidence": 0.607, "X1": 0.369, "Y1": 0.3817, "X2": 0.41, "Y2": 0.3815, "X3": 0.41, "Y3": 0.39864, "X4": 0.369, "Y4": 0.40009, "page": 0}, {"Word": "T", "Confidence": 0.814, "X1": 0.496, "Y1": 0.38026, "X2": 0.509, "Y2": 0.38006, "X3": 0.51, "Y3": 0.40009, "X4": 0.497, "Y4": 0.40153, "page": 0}, {"Word": "8,250", "Confidence": 0.992, "X1": 0.586, "Y1": 0.3817, "X2": 0.619, "Y2": 0.3815, "X3": 0.62, "Y3": 0.39864, "X4": 0.585, "Y4": 0.40009, "page": 0}, {"Word": "165,000", "Confidence": 0.991, "X1": 0.665, "Y1": 0.38315, "X2": 0.714, "Y2": 0.38295, "X3": 0.714, "Y3": 0.39864, "X4": 0.665, "Y4": 0.39864, "page": 0}, {"Word": "2900", "Confidence": 0.988, "X1": 0.321, "Y1": 0.40482, "X2": 0.353, "Y2": 0.40462, "X3": 0.353, "Y3": 0.42177, "X4": 0.321, "Y4": 0.42177, "page": 0}, {"Word": "Richmond", "Confidence": 0.996, "X1": 0.371, "Y1": 0.40482, "X2": 0.434, "Y2": 0.40462, "X3": 0.434, "Y3": 0.42321, "X4": 0.371, "Y4": 0.42177, "page": 0}, {"Word": "T", "Confidence": 0.925, "X1": 0.497, "Y1": 0.40338, "X2": 0.508, "Y2": 0.40318, "X3": 0.508, "Y3": 0.42177, "X4": 0.497, "Y4": 0.42321, "page": 0}, {"Word": "5.760", "Confidence": 0.661, "X1": 0.585, "Y1": 0.40482, "X2": 0.62, "Y2": 0.40462, "X3": 0.62, "Y3": 0.42177, "X4": 0.585, "Y4": 0.42177, "page": 0}, {"Word": "115,200", "Confidence": 0.993, "X1": 0.666, "Y1": 0.40627, "X2": 0.715, "Y2": 0.40607, "X3": 0.715, "Y3": 0.42321, "X4": 0.666, "Y4": 0.42177, "page": 0}, {"Word": "TOHISS", "Confidence": 0.621, "X1": 0.373, "Y1": 0.42795, "X2": 0.427, "Y2": 0.42775, "X3": 0.427, "Y3": 0.44633, "X4": 0.373, "Y4": 0.44633, "page": 0}, {"Word": "36.721", "Confidence": 0.662, "X1": 0.58, "Y1": 0.42939, "X2": 0.619, "Y2": 0.42919, "X3": 0.619, "Y3": 0.44633, "X4": 0.58, "Y4": 0.44633, "page": 0}, {"Word": "$734-420", "Confidence": 0.609, "X1": 0.658, "Y1": 0.42506, "X2": 0.715, "Y2": 0.42486, "X3": 0.716, "Y3": 0.44633, "X4": 0.658, "Y4": 0.44922, "page": 0}, {"Word": "5100", "Confidence": 0.995, "X1": 0.323, "Y1": 0.45107, "X2": 0.353, "Y2": 0.45087, "X3": 0.353, "Y3": 0.46801, "X4": 0.323, "Y4": 0.46801, "page": 0}, {"Word": "N. California", "Confidence": 0.9405, "X1": 0.371, "Y1": 0.44962, "X2": 0.446, "Y2": 0.44942, "X3": 0.446, "Y3": 0.46945, "X4": 0.371, "Y4": 0.46801, "page": 0}, {"Word": "P", "Confidence": 0.995, "X1": 0.496, "Y1": 0.44962, "X2": 0.508, "Y2": 0.44942, "X3": 0.508, "Y3": 0.46801, "X4": 0.496, "Y4": 0.46801, "page": 0}, {"Word": "7,106", "Confidence": 0.991, "X1": 0.586, "Y1": 0.45107, "X2": 0.62, "Y2": 0.45087, "X3": 0.62, "Y3": 0.46945, "X4": 0.586, "Y4": 0.46945, "page": 0}, {"Word": "142,120", "Confidence": 0.904, "X1": 0.665, "Y1": 0.45107, "X2": 0.714, "Y2": 0.45087, "X3": 0.714, "Y3": 0.46945, "X4": 0.665, "Y4": 0.46945, "page": 0}, {"Word": "5400", "Confidence": 0.994, "X1": 0.323, "Y1": 0.47419, "X2": 0.353, "Y2": 0.47399, "X3": 0.353, "Y3": 0.48968, "X4": 0.323, "Y4": 0.48968, "page": 0}, {"Word": "S. Califomia", "Confidence": 0.544, "X1": 0.37, "Y1": 0.47274, "X2": 0.446, "Y2": 0.47254, "X3": 0.446, "Y3": 0.49113, "X4": 0.37, "Y4": 0.49257, "page": 0}, {"Word": "P", "Confidence": 0.995, "X1": 0.496, "Y1": 0.47274, "X2": 0.508, "Y2": 0.47254, "X3": 0.508, "Y3": 0.48968, "X4": 0.496, "Y4": 0.48968, "page": 0}, {"Word": "5,719", "Confidence": 0.835, "X1": 0.585, "Y1": 0.47419, "X2": 0.619, "Y2": 0.47399, "X3": 0.619, "Y3": 0.49113, "X4": 0.584, "Y4": 0.49113, "page": 0}, {"Word": "114,380", "Confidence": 0.899, "X1": 0.666, "Y1": 0.47419, "X2": 0.714, "Y2": 0.47399, "X3": 0.714, "Y3": 0.49113, "X4": 0.666, "Y4": 0.49113, "page": 0}, {"Word": "5600", "Confidence": 0.889, "X1": 0.322, "Y1": 0.49731, "X2": 0.353, "Y2": 0.49711, "X3": 0.353, "Y3": 0.51281, "X4": 0.322, "Y4": 0.51136, "page": 0}, {"Word": "Seattle", "Confidence": 0.991, "X1": 0.371, "Y1": 0.49586, "X2": 0.414, "Y2": 0.49566, "X3": 0.414, "Y3": 0.51425, "X4": 0.371, "Y4": 0.51425, "page": 0}, {"Word": "P", "Confidence": 0.898, "X1": 0.497, "Y1": 0.49586, "X2": 0.509, "Y2": 0.49566, "X3": 0.509, "Y3": 0.51425, "X4": 0.497, "Y4": 0.51425, "page": 0}, {"Word": "11,095", "Confidence": 0.958, "X1": 0.58, "Y1": 0.49586, "X2": 0.62, "Y2": 0.49566, "X3": 0.62, "Y3": 0.5157, "X4": 0.58, "Y4": 0.51425, "page": 0}, {"Word": "221,900", "Confidence": 0.994, "X1": 0.664, "Y1": 0.49442, "X2": 0.715, "Y2": 0.49422, "X3": 0.715, "Y3": 0.51425, "X4": 0.664, "Y4": 0.51281, "page": 0}, {"Word": "5800", "Confidence": 0.988, "X1": 0.322, "Y1": 0.52043, "X2": 0.353, "Y2": 0.52023, "X3": 0.353, "Y3": 0.53593, "X4": 0.322, "Y4": 0.53448, "page": 0}, {"Word": "Houston", "Confidence": 0.997, "X1": 0.371, "Y1": 0.51899, "X2": 0.424, "Y2": 0.51879, "X3": 0.424, "Y3": 0.53737, "X4": 0.371, "Y4": 0.53593, "page": 0}, {"Word": "T", "Confidence": 0.994, "X1": 0.498, "Y1": 0.51754, "X2": 0.51, "Y2": 0.51734, "X3": 0.509, "Y3": 0.53593, "X4": 0.497, "Y4": 0.53593, "page": 0}, {"Word": "8,175", "Confidence": 0.993, "X1": 0.585, "Y1": 0.51899, "X2": 0.619, "Y2": 0.51879, "X3": 0.62, "Y3": 0.53593, "X4": 0.585, "Y4": 0.53737, "page": 0}, {"Word": "163,500", "Confidence": 0.991, "X1": 0.666, "Y1": 0.51754, "X2": 0.714, "Y2": 0.51734, "X3": 0.715, "Y3": 0.53593, "X4": 0.666, "Y4": 0.53593, "page": 0}, {"Word": "Total WS", "Confidence": 0.6785, "X1": 0.369, "Y1": 0.54066, "X2": 0.431, "Y2": 0.54046, "X3": 0.431, "Y3": 0.55905, "X4": 0.369, "Y4": 0.5576, "page": 0}, {"Word": "32,095", "Confidence": 0.702, "X1": 0.578, "Y1": 0.54211, "X2": 0.624, "Y2": 0.54191, "X3": 0.624, "Y3": 0.56049, "X4": 0.578, "Y4": 0.56194, "page": 0}, {"Word": "$41,900", "Confidence": 0.557, "X1": 0.663, "Y1": 0.54066, "X2": 0.715, "Y2": 0.54046, "X3": 0.716, "Y3": 0.55905, "X4": 0.663, "Y4": 0.56194, "page": 0}, {"Word": "6200", "Confidence": 0.995, "X1": 0.323, "Y1": 0.56523, "X2": 0.353, "Y2": 0.56503, "X3": 0.354, "Y3": 0.58072, "X4": 0.322, "Y4": 0.58072, "page": 0}, {"Word": "Chicago", "Confidence": 0.997, "X1": 0.373, "Y1": 0.56667, "X2": 0.422, "Y2": 0.56647, "X3": 0.421, "Y3": 0.58506, "X4": 0.372, "Y4": 0.58217, "page": 0}, {"Word": "P", "Confidence": 0.995, "X1": 0.496, "Y1": 0.56378, "X2": 0.508, "Y2": 0.56358, "X3": 0.509, "Y3": 0.58362, "X4": 0.496, "Y4": 0.58362, "page": 0}, {"Word": "10,280", "Confidence": 0.993, "X1": 0.579, "Y1": 0.56378, "X2": 0.619, "Y2": 0.56358, "X3": 0.619, "Y3": 0.58217, "X4": 0.579, "Y4": 0.58362, "page": 0}, {"Word": "205,600", "Confidence": 0.991, "X1": 0.664, "Y1": 0.56523, "X2": 0.714, "Y2": 0.56503, "X3": 0.714, "Y3": 0.58217, "X4": 0.664, "Y4": 0.58217, "page": 0}, {"Word": "6300", "Confidence": 0.991, "X1": 0.323, "Y1": 0.58691, "X2": 0.353, "Y2": 0.58671, "X3": 0.353, "Y3": 0.60385, "X4": 0.323, "Y4": 0.60385, "page": 0}, {"Word": "Minneapolis", "Confidence": 0.994, "X1": 0.373, "Y1": 0.58835, "X2": 0.444, "Y2": 0.58815, "X3": 0.444, "Y3": 0.60529, "X4": 0.373, "Y4": 0.60385, "page": 0}, {"Word": "P", "Confidence": 0.995, "X1": 0.497, "Y1": 0.58546, "X2": 0.508, "Y2": 0.58526, "X3": 0.508, "Y3": 0.6024, "X4": 0.497, "Y4": 0.60385, "page": 0}, {"Word": "11,219", "Confidence": 0.83, "X1": 0.58, "Y1": 0.58691, "X2": 0.619, "Y2": 0.58671, "X3": 0.619, "Y3": 0.60529, "X4": 0.58, "Y4": 0.60385, "page": 0}, {"Word": "224,380", "Confidence": 0.944, "X1": 0.664, "Y1": 0.58691, "X2": 0.714, "Y2": 0.58671, "X3": 0.714, "Y3": 0.60529, "X4": 0.664, "Y4": 0.60385, "page": 0}, {"Word": "6600", "Confidence": 0.991, "X1": 0.322, "Y1": 0.61003, "X2": 0.353, "Y2": 0.60983, "X3": 0.353, "Y3": 0.62697, "X4": 0.322, "Y4": 0.62697, "page": 0}, {"Word": "P", "Confidence": 0.995, "X1": 0.497, "Y1": 0.60714, "X2": 0.508, "Y2": 0.60694, "X3": 0.508, "Y3": 0.62552, "X4": 0.497, "Y4": 0.62697, "page": 0}, {"Word": "167,440", "Confidence": 0.981, "X1": 0.665, "Y1": 0.61003, "X2": 0.714, "Y2": 0.60983, "X3": 0.714, "Y3": 0.62697, "X4": 0.665, "Y4": 0.62697, "page": 0}, {"Word": "Denver", "Confidence": 0.995, "X1": 0.37, "Y1": 0.61003, "X2": 0.417, "Y2": 0.60983, "X3": 0.418, "Y3": 0.62841, "X4": 0.37, "Y4": 0.62986, "page": 0}, {"Word": "8,372", "Confidence": 0.97, "X1": 0.585, "Y1": 0.61003, "X2": 0.621, "Y2": 0.60983, "X3": 0.621, "Y3": 0.62841, "X4": 0.585, "Y4": 0.62697, "page": 0}, {"Word": "6700", "Confidence": 0.987, "X1": 0.323, "Y1": 0.63315, "X2": 0.353, "Y2": 0.63295, "X3": 0.353, "Y3": 0.65009, "X4": 0.322, "Y4": 0.64864, "page": 0}, {"Word": "Detroit", "Confidence": 0.993, "X1": 0.372, "Y1": 0.63315, "X2": 0.414, "Y2": 0.63295, "X3": 0.414, "Y3": 0.65009, "X4": 0.372, "Y4": 0.64864, "page": 0}, {"Word": "T", "Confidence": 0.991, "X1": 0.497, "Y1": 0.6317, "X2": 0.51, "Y2": 0.6315, "X3": 0.51, "Y3": 0.65009, "X4": 0.497, "Y4": 0.65153, "page": 0}, {"Word": "6,654", "Confidence": 0.855, "X1": 0.584, "Y1": 0.6317, "X2": 0.619, "Y2": 0.6315, "X3": 0.619, "Y3": 0.65009, "X4": 0.584, "Y4": 0.65009, "page": 0}, {"Word": "133,080", "Confidence": 0.993, "X1": 0.666, "Y1": 0.63315, "X2": 0.714, "Y2": 0.63295, "X3": 0.714, "Y3": 0.65009, "X4": 0.666, "Y4": 0.64864, "page": 0}, {"Word": "6900", "Confidence": 0.987, "X1": 0.322, "Y1": 0.65627, "X2": 0.353, "Y2": 0.65607, "X3": 0.353, "Y3": 0.67321, "X4": 0.322, "Y4": 0.67177, "page": 0}, {"Word": "St. Louis", "Confidence": 0.942, "X1": 0.373, "Y1": 0.65482, "X2": 0.426, "Y2": 0.65462, "X3": 0.426, "Y3": 0.67321, "X4": 0.373, "Y4": 0.67321, "page": 0}, {"Word": "L", "Confidence": 0.993, "X1": 0.497, "Y1": 0.65482, "X2": 0.509, "Y2": 0.65462, "X3": 0.508, "Y3": 0.67466, "X4": 0.497, "Y4": 0.67466, "page": 0}, {"Word": "5,090", "Confidence": 0.885, "X1": 0.585, "Y1": 0.65627, "X2": 0.621, "Y2": 0.65607, "X3": 0.621, "Y3": 0.67321, "X4": 0.584, "Y4": 0.67321, "page": 0}, {"Word": "101,800", "Confidence": 0.994, "X1": 0.666, "Y1": 0.65627, "X2": 0.714, "Y2": 0.65607, "X3": 0.714, "Y3": 0.67321, "X4": 0.666, "Y4": 0.67321, "page": 0}, {"Word": "Home Office", "Confidence": 0.991, "X1": 0.372, "Y1": 0.6765, "X2": 0.447, "Y2": 0.6763, "X3": 0.447, "Y3": 0.69633, "X4": 0.372, "Y4": 0.69633, "page": 0}, {"Word": "5", "Confidence": 0.982, "X1": 0.611, "Y1": 0.67795, "X2": 0.62, "Y2": 0.67775, "X3": 0.62, "Y3": 0.69344, "X4": 0.611, "Y4": 0.69489, "page": 0}, {"Word": "100", "Confidence": 0.981, "X1": 0.689, "Y1": 0.67795, "X2": 0.715, "Y2": 0.67775, "X3": 0.714, "Y3": 0.69633, "X4": 0.689, "Y4": 0.69778, "page": 0}, {"Word": "41.615", "Confidence": 0.669, "X1": 0.571, "Y1": 0.70107, "X2": 0.623, "Y2": 0.70087, "X3": 0.624, "Y3": 0.71656, "X4": 0.571, "Y4": 0.71945, "page": 0}, {"Word": "TOLI MWSALE", "Confidence": 0.2675, "X1": 0.368, "Y1": 0.69962, "X2": 0.465, "Y2": 0.69942, "X3": 0.465, "Y3": 0.7209, "X4": 0.368, "Y4": 0.71945, "page": 0}, {"Word": "32,300", "Confidence": 0.669, "X1": 0.674, "Y1": 0.69962, "X2": 0.715, "Y2": 0.69942, "X3": 0.715, "Y3": 0.71801, "X4": 0.674, "Y4": 0.71801, "page": 0}, {"Word": "HIGRAND TOTAL", "Confidence": 0.6135, "X1": 0.351, "Y1": 0.7213, "X2": 0.473, "Y2": 0.7211, "X3": 0.473, "Y3": 0.74257, "X4": 0.352, "Y4": 0.74257, "page": 0}, {"Word": "1 150 205 - 23,004.100", "Confidence": 0.5298, "X1": 0.56, "Y1": 0.7213, "X2": 0.716, "Y2": 0.7211, "X3": 0.716, "Y3": 0.74402, "X4": 0.56, "Y4": 0.74402, "page": 0}, {"Word": "NOTES:", "Confidence": 0.993, "X1": 0.304, "Y1": 0.77043, "X2": 0.356, "Y2": 0.77023, "X3": 0.356, "Y3": 0.78882, "X4": 0.304, "Y4": 0.78882, "page": 0}, {"Word": "-Based on allocation model.", "Confidence": 0.89725, "X1": 0.308, "Y1": 0.79355, "X2": 0.475, "Y2": 0.79335, "X3": 0.475, "Y3": 0.81338, "X4": 0.308, "Y4": 0.81338, "page": 0}, {"Word": "- All drug stores excluded except Walgreen.", "Confidence": 0.93829, "X1": 0.307, "Y1": 0.81667, "X2": 0.561, "Y2": 0.81647, "X3": 0.561, "Y3": 0.83795, "X4": 0.307, "Y4": 0.83795, "page": 0}, {"Word": "- WAM accounts to participate in this promotion.", "Confidence": 0.9805, "X1": 0.305, "Y1": 0.83835, "X2": 0.583, "Y2": 0.83815, "X3": 0.583, "Y3": 0.86107, "X4": 0.305, "Y4": 0.85963, "page": 0}, {"Word": "rj1046/ccd", "Confidence": 0.496, "X1": 0.901, "Y1": 0.92506, "X2": 0.958, "Y2": 0.92486, "X3": 0.958, "Y3": 0.94633, "X4": 0.901, "Y4": 0.94633, "page": 0}, {"Word": "Revised: 6/12/97", "Confidence": 0.995, "X1": 0.856, "Y1": 0.94818, "X2": 0.958, "Y2": 0.94798, "X3": 0.958, "Y3": 0.96801, "X4": 0.856, "Y4": 0.96801, "page": 0}], "words_data": [{"Word": "August", "Confidence": 0.997, "X1": 0.404, "Y1": 0.02332, "X2": 0.459, "Y2": 0.02312, "X3": 0.458, "Y3": 0.04749, "X4": 0.403, "Y4": 0.04749, "page": 0, "Index": 0}, {"Word": "CAMEL", "Confidence": 0.998, "X1": 0.462, "Y1": 0.02332, "X2": 0.518, "Y2": 0.02312, "X3": 0.517, "Y3": 0.04604, "X4": 0.461, "Y4": 0.04749, "page": 0, "Index": 1}, {"Word": "B2G", "Confidence": 0.998, "X1": 0.522, "Y1": 0.02332, "X2": 0.553, "Y2": 0.02312, "X3": 0.552, "Y3": 0.04604, "X4": 0.522, "Y4": 0.04604, "page": 0, "Index": 2}, {"Word": "T-Shirt", "Confidence": 0.995, "X1": 0.561, "Y1": 0.02188, "X2": 0.615, "Y2": 0.02168, "X3": 0.615, "Y3": 0.04604, "X4": 0.56, "Y4": 0.04604, "page": 0, "Index": 3}, {"Word": "Program", "Confidence": 0.997, "X1": 0.387, "Y1": 0.05078, "X2": 0.447, "Y2": 0.05058, "X3": 0.447, "Y3": 0.0735, "X4": 0.387, "Y4": 0.07639, "page": 0, "Index": 4}, {"Word": "#700040,", "Confidence": 0.991, "X1": 0.456, "Y1": 0.05078, "X2": 0.523, "Y2": 0.05058, "X3": 0.524, "Y3": 0.0735, "X4": 0.456, "Y4": 0.0735, "page": 0, "Index": 5}, {"Word": "Item", "Confidence": 0.981, "X1": 0.526, "Y1": 0.05078, "X2": 0.554, "Y2": 0.05058, "X3": 0.555, "Y3": 0.0735, "X4": 0.527, "Y4": 0.07205, "page": 0, "Index": 6}, {"Word": "#530264", "Confidence": 0.994, "X1": 0.563, "Y1": 0.04789, "X2": 0.627, "Y2": 0.04769, "X3": 0.627, "Y3": 0.07494, "X4": 0.564, "Y4": 0.0735, "page": 0, "Index": 7}, {"Word": "RegionPriority", "Confidence": 0.795, "X1": 0.37, "Y1": 0.12737, "X2": 0.524, "Y2": 0.12717, "X3": 0.524, "Y3": 0.1472, "X4": 0.37, "Y4": 0.14864, "page": 0, "Index": 8}, {"Word": "SKUS", "Confidence": 0.92, "X1": 0.556, "Y1": 0.12737, "X2": 0.592, "Y2": 0.12717, "X3": 0.592, "Y3": 0.1472, "X4": 0.556, "Y4": 0.1472, "page": 0, "Index": 9}, {"Word": "Offers", "Confidence": 0.676, "X1": 0.647, "Y1": 0.12737, "X2": 0.688, "Y2": 0.12717, "X3": 0.688, "Y3": 0.1472, "X4": 0.647, "Y4": 0.1472, "page": 0, "Index": 10}, {"Word": "1100", "Confidence": 0.982, "X1": 0.322, "Y1": 0.15338, "X2": 0.349, "Y2": 0.15318, "X3": 0.349, "Y3": 0.16743, "X4": 0.322, "Y4": 0.16743, "page": 0, "Index": 11}, {"Word": "Boston", "Confidence": 0.997, "X1": 0.372, "Y1": 0.15627, "X2": 0.411, "Y2": 0.15607, "X3": 0.411, "Y3": 0.16888, "X4": 0.372, "Y4": 0.17032, "page": 0, "Index": 12}, {"Word": "T", "Confidence": 0.92, "X1": 0.499, "Y1": 0.14904, "X2": 0.508, "Y2": 0.14884, "X3": 0.508, "Y3": 0.16888, "X4": 0.499, "Y4": 0.16888, "page": 0, "Index": 13}, {"Word": "6,442", "Confidence": 0.907, "X1": 0.584, "Y1": 0.15193, "X2": 0.618, "Y2": 0.15173, "X3": 0.618, "Y3": 0.17032, "X4": 0.584, "Y4": 0.17032, "page": 0, "Index": 14}, {"Word": "128,840", "Confidence": 0.994, "X1": 0.666, "Y1": 0.15193, "X2": 0.71, "Y2": 0.15173, "X3": 0.711, "Y3": 0.17032, "X4": 0.666, "Y4": 0.16888, "page": 0, "Index": 15}, {"Word": "1200", "Confidence": 0.989, "X1": 0.323, "Y1": 0.1765, "X2": 0.35, "Y2": 0.1763, "X3": 0.35, "Y3": 0.19344, "X4": 0.322, "Y4": 0.19055, "page": 0, "Index": 16}, {"Word": "New", "Confidence": 0.997, "X1": 0.372, "Y1": 0.17506, "X2": 0.395, "Y2": 0.17486, "X3": 0.395, "Y3": 0.19344, "X4": 0.372, "Y4": 0.19489, "page": 0, "Index": 17}, {"Word": "York", "Confidence": 0.991, "X1": 0.401, "Y1": 0.17506, "X2": 0.429, "Y2": 0.17486, "X3": 0.429, "Y3": 0.19344, "X4": 0.401, "Y4": 0.19344, "page": 0, "Index": 18}, {"Word": "Metro", "Confidence": 0.997, "X1": 0.432, "Y1": 0.1765, "X2": 0.467, "Y2": 0.1763, "X3": 0.467, "Y3": 0.19489, "X4": 0.431, "Y4": 0.19344, "page": 0, "Index": 19}, {"Word": "L", "Confidence": 0.993, "X1": 0.497, "Y1": 0.17506, "X2": 0.504, "Y2": 0.17486, "X3": 0.504, "Y3": 0.192, "X4": 0.497, "Y4": 0.192, "page": 0, "Index": 20}, {"Word": "5,507", "Confidence": 0.902, "X1": 0.585, "Y1": 0.17506, "X2": 0.618, "Y2": 0.17486, "X3": 0.618, "Y3": 0.192, "X4": 0.584, "Y4": 0.19344, "page": 0, "Index": 21}, {"Word": "110,140", "Confidence": 0.991, "X1": 0.665, "Y1": 0.17506, "X2": 0.712, "Y2": 0.17486, "X3": 0.711, "Y3": 0.19344, "X4": 0.665, "Y4": 0.19344, "page": 0, "Index": 22}, {"Word": "1300", "Confidence": 0.991, "X1": 0.323, "Y1": 0.19962, "X2": 0.349, "Y2": 0.19942, "X3": 0.349, "Y3": 0.21512, "X4": 0.322, "Y4": 0.21367, "page": 0, "Index": 23}, {"Word": "Philadelphia", "Confidence": 0.991, "X1": 0.372, "Y1": 0.19818, "X2": 0.444, "Y2": 0.19798, "X3": 0.444, "Y3": 0.21656, "X4": 0.371, "Y4": 0.21656, "page": 0, "Index": 24}, {"Word": "L", "Confidence": 0.994, "X1": 0.497, "Y1": 0.19962, "X2": 0.504, "Y2": 0.19942, "X3": 0.504, "Y3": 0.21656, "X4": 0.497, "Y4": 0.21656, "page": 0, "Index": 25}, {"Word": "3,989", "Confidence": 0.991, "X1": 0.585, "Y1": 0.19818, "X2": 0.619, "Y2": 0.19798, "X3": 0.619, "Y3": 0.21656, "X4": 0.584, "Y4": 0.21512, "page": 0, "Index": 26}, {"Word": "79,780", "Confidence": 0.993, "X1": 0.672, "Y1": 0.19962, "X2": 0.711, "Y2": 0.19942, "X3": 0.711, "Y3": 0.21656, "X4": 0.672, "Y4": 0.21656, "page": 0, "Index": 27}, {"Word": "T", "Confidence": 0.932, "X1": 0.497, "Y1": 0.21985, "X2": 0.504, "Y2": 0.21965, "X3": 0.505, "Y3": 0.23679, "X4": 0.498, "Y4": 0.23824, "page": 0, "Index": 28}, {"Word": "1600", "Confidence": 0.988, "X1": 0.322, "Y1": 0.2213, "X2": 0.351, "Y2": 0.2211, "X3": 0.351, "Y3": 0.23824, "X4": 0.322, "Y4": 0.23679, "page": 0, "Index": 29}, {"Word": "Buffalo", "Confidence": 0.919, "X1": 0.372, "Y1": 0.22274, "X2": 0.414, "Y2": 0.22254, "X3": 0.413, "Y3": 0.23968, "X4": 0.371, "Y4": 0.23968, "page": 0, "Index": 30}, {"Word": "4,064", "Confidence": 0.911, "X1": 0.585, "Y1": 0.2213, "X2": 0.619, "Y2": 0.2211, "X3": 0.619, "Y3": 0.23824, "X4": 0.585, "Y4": 0.23824, "page": 0, "Index": 31}, {"Word": "81,280", "Confidence": 0.994, "X1": 0.672, "Y1": 0.2213, "X2": 0.711, "Y2": 0.2211, "X3": 0.711, "Y3": 0.23968, "X4": 0.671, "Y4": 0.23824, "page": 0, "Index": 32}, {"Word": "1700", "Confidence": 0.988, "X1": 0.323, "Y1": 0.24442, "X2": 0.35, "Y2": 0.24422, "X3": 0.35, "Y3": 0.26136, "X4": 0.322, "Y4": 0.25992, "page": 0, "Index": 33}, {"Word": "Pittsburgh", "Confidence": 0.994, "X1": 0.372, "Y1": 0.24586, "X2": 0.431, "Y2": 0.24566, "X3": 0.431, "Y3": 0.26425, "X4": 0.371, "Y4": 0.26136, "page": 0, "Index": 34}, {"Word": "P", "Confidence": 0.994, "X1": 0.496, "Y1": 0.24442, "X2": 0.503, "Y2": 0.24422, "X3": 0.503, "Y3": 0.26136, "X4": 0.496, "Y4": 0.26136, "page": 0, "Index": 35}, {"Word": "10,252", "Confidence": 0.899, "X1": 0.579, "Y1": 0.24442, "X2": 0.618, "Y2": 0.24422, "X3": 0.618, "Y3": 0.26281, "X4": 0.579, "Y4": 0.26281, "page": 0, "Index": 36}, {"Word": "205,040", "Confidence": 0.932, "X1": 0.663, "Y1": 0.24442, "X2": 0.711, "Y2": 0.24422, "X3": 0.711, "Y3": 0.26281, "X4": 0.663, "Y4": 0.26281, "page": 0, "Index": 37}, {"Word": "1800", "Confidence": 0.998, "X1": 0.323, "Y1": 0.26754, "X2": 0.351, "Y2": 0.26734, "X3": 0.351, "Y3": 0.28448, "X4": 0.323, "Y4": 0.28448, "page": 0, "Index": 38}, {"Word": "Cincinnati", "Confidence": 0.994, "X1": 0.371, "Y1": 0.26754, "X2": 0.431, "Y2": 0.26734, "X3": 0.432, "Y3": 0.28448, "X4": 0.371, "Y4": 0.28593, "page": 0, "Index": 39}, {"Word": "P", "Confidence": 0.995, "X1": 0.496, "Y1": 0.26465, "X2": 0.502, "Y2": 0.26445, "X3": 0.503, "Y3": 0.28159, "X4": 0.496, "Y4": 0.28304, "page": 0, "Index": 40}, {"Word": "9.515", "Confidence": 0.658, "X1": 0.586, "Y1": 0.26754, "X2": 0.618, "Y2": 0.26734, "X3": 0.618, "Y3": 0.28593, "X4": 0.586, "Y4": 0.28448, "page": 0, "Index": 41}, {"Word": "190,300", "Confidence": 0.942, "X1": 0.666, "Y1": 0.2661, "X2": 0.711, "Y2": 0.2659, "X3": 0.711, "Y3": 0.28593, "X4": 0.666, "Y4": 0.28593, "page": 0, "Index": 42}, {"Word": "Total", "Confidence": 0.886, "X1": 0.371, "Y1": 0.29066, "X2": 0.404, "Y2": 0.29046, "X3": 0.404, "Y3": 0.3076, "X4": 0.371, "Y4": 0.30905, "page": 0, "Index": 43}, {"Word": "NESA", "Confidence": 0.991, "X1": 0.406, "Y1": 0.29066, "X2": 0.441, "Y2": 0.29046, "X3": 0.441, "Y3": 0.3076, "X4": 0.406, "Y4": 0.3076, "page": 0, "Index": 44}, {"Word": "39,769", "Confidence": 0.835, "X1": 0.578, "Y1": 0.28922, "X2": 0.618, "Y2": 0.28902, "X3": 0.618, "Y3": 0.3076, "X4": 0.577, "Y4": 0.30905, "page": 0, "Index": 45}, {"Word": "\u20b9795,380", "Confidence": 0.627, "X1": 0.653, "Y1": 0.28922, "X2": 0.712, "Y2": 0.28902, "X3": 0.712, "Y3": 0.3076, "X4": 0.654, "Y4": 0.30905, "page": 0, "Index": 46}, {"Word": "2100", "Confidence": 0.989, "X1": 0.323, "Y1": 0.31234, "X2": 0.351, "Y2": 0.31214, "X3": 0.351, "Y3": 0.33072, "X4": 0.323, "Y4": 0.33072, "page": 0, "Index": 47}, {"Word": "Winston-Salem", "Confidence": 0.993, "X1": 0.372, "Y1": 0.31378, "X2": 0.457, "Y2": 0.31358, "X3": 0.458, "Y3": 0.33217, "X4": 0.371, "Y4": 0.33217, "page": 0, "Index": 48}, {"Word": "7,422", "Confidence": 0.91, "X1": 0.586, "Y1": 0.31089, "X2": 0.62, "Y2": 0.31069, "X3": 0.62, "Y3": 0.33072, "X4": 0.586, "Y4": 0.33217, "page": 0, "Index": 49}, {"Word": "148,440", "Confidence": 0.741, "X1": 0.666, "Y1": 0.31234, "X2": 0.712, "Y2": 0.31214, "X3": 0.712, "Y3": 0.33217, "X4": 0.666, "Y4": 0.33217, "page": 0, "Index": 50}, {"Word": "2200", "Confidence": 0.989, "X1": 0.323, "Y1": 0.33691, "X2": 0.351, "Y2": 0.33671, "X3": 0.351, "Y3": 0.35385, "X4": 0.322, "Y4": 0.3524, "page": 0, "Index": 51}, {"Word": "Atlanta", "Confidence": 0.603, "X1": 0.372, "Y1": 0.33691, "X2": 0.413, "Y2": 0.33671, "X3": 0.413, "Y3": 0.35385, "X4": 0.372, "Y4": 0.35385, "page": 0, "Index": 52}, {"Word": "T", "Confidence": 0.969, "X1": 0.497, "Y1": 0.33546, "X2": 0.504, "Y2": 0.33526, "X3": 0.504, "Y3": 0.35096, "X4": 0.498, "Y4": 0.3524, "page": 0, "Index": 53}, {"Word": "6,753", "Confidence": 0.939, "X1": 0.584, "Y1": 0.33546, "X2": 0.618, "Y2": 0.33526, "X3": 0.619, "Y3": 0.3524, "X4": 0.585, "Y4": 0.35385, "page": 0, "Index": 54}, {"Word": "135,060", "Confidence": 0.991, "X1": 0.666, "Y1": 0.33691, "X2": 0.712, "Y2": 0.33671, "X3": 0.712, "Y3": 0.35385, "X4": 0.665, "Y4": 0.35385, "page": 0, "Index": 55}, {"Word": "2300", "Confidence": 0.989, "X1": 0.322, "Y1": 0.35858, "X2": 0.351, "Y2": 0.35838, "X3": 0.351, "Y3": 0.37552, "X4": 0.322, "Y4": 0.37408, "page": 0, "Index": 56}, {"Word": "Florida", "Confidence": 0.933, "X1": 0.372, "Y1": 0.35858, "X2": 0.413, "Y2": 0.35838, "X3": 0.413, "Y3": 0.37697, "X4": 0.371, "Y4": 0.37697, "page": 0, "Index": 57}, {"Word": "P", "Confidence": 0.995, "X1": 0.496, "Y1": 0.35714, "X2": 0.502, "Y2": 0.35694, "X3": 0.503, "Y3": 0.37263, "X4": 0.496, "Y4": 0.37408, "page": 0, "Index": 58}, {"Word": "8,536", "Confidence": 0.991, "X1": 0.585, "Y1": 0.35858, "X2": 0.618, "Y2": 0.35838, "X3": 0.618, "Y3": 0.37697, "X4": 0.585, "Y4": 0.37552, "page": 0, "Index": 59}, {"Word": "170,720", "Confidence": 0.99, "X1": 0.666, "Y1": 0.36003, "X2": 0.712, "Y2": 0.35983, "X3": 0.712, "Y3": 0.37697, "X4": 0.665, "Y4": 0.37697, "page": 0, "Index": 60}, {"Word": "2600", "Confidence": 0.988, "X1": 0.322, "Y1": 0.3817, "X2": 0.351, "Y2": 0.3815, "X3": 0.351, "Y3": 0.39864, "X4": 0.322, "Y4": 0.39864, "page": 0, "Index": 61}, {"Word": "Dallas", "Confidence": 0.607, "X1": 0.371, "Y1": 0.38315, "X2": 0.409, "Y2": 0.38295, "X3": 0.408, "Y3": 0.40009, "X4": 0.371, "Y4": 0.40153, "page": 0, "Index": 62}, {"Word": "T", "Confidence": 0.814, "X1": 0.497, "Y1": 0.38026, "X2": 0.505, "Y2": 0.38006, "X3": 0.506, "Y3": 0.40009, "X4": 0.498, "Y4": 0.40153, "page": 0, "Index": 63}, {"Word": "8,250", "Confidence": 0.992, "X1": 0.585, "Y1": 0.3817, "X2": 0.618, "Y2": 0.3815, "X3": 0.618, "Y3": 0.39864, "X4": 0.585, "Y4": 0.40009, "page": 0, "Index": 64}, {"Word": "165,000", "Confidence": 0.991, "X1": 0.666, "Y1": 0.38459, "X2": 0.711, "Y2": 0.38439, "X3": 0.711, "Y3": 0.40009, "X4": 0.666, "Y4": 0.39864, "page": 0, "Index": 65}, {"Word": "2900", "Confidence": 0.988, "X1": 0.322, "Y1": 0.40482, "X2": 0.351, "Y2": 0.40462, "X3": 0.351, "Y3": 0.42177, "X4": 0.322, "Y4": 0.42177, "page": 0, "Index": 66}, {"Word": "Richmond", "Confidence": 0.996, "X1": 0.372, "Y1": 0.40627, "X2": 0.431, "Y2": 0.40607, "X3": 0.431, "Y3": 0.42321, "X4": 0.372, "Y4": 0.42321, "page": 0, "Index": 67}, {"Word": "T", "Confidence": 0.925, "X1": 0.498, "Y1": 0.40338, "X2": 0.506, "Y2": 0.40318, "X3": 0.506, "Y3": 0.42321, "X4": 0.499, "Y4": 0.42321, "page": 0, "Index": 68}, {"Word": "5.760", "Confidence": 0.661, "X1": 0.585, "Y1": 0.40482, "X2": 0.618, "Y2": 0.40462, "X3": 0.618, "Y3": 0.42177, "X4": 0.585, "Y4": 0.42177, "page": 0, "Index": 69}, {"Word": "115,200", "Confidence": 0.993, "X1": 0.667, "Y1": 0.40627, "X2": 0.712, "Y2": 0.40607, "X3": 0.711, "Y3": 0.42466, "X4": 0.666, "Y4": 0.42321, "page": 0, "Index": 70}, {"Word": "TOHISS", "Confidence": 0.621, "X1": 0.374, "Y1": 0.42939, "X2": 0.425, "Y2": 0.42919, "X3": 0.425, "Y3": 0.44633, "X4": 0.374, "Y4": 0.44778, "page": 0, "Index": 71}, {"Word": "36.721", "Confidence": 0.662, "X1": 0.581, "Y1": 0.43084, "X2": 0.619, "Y2": 0.43064, "X3": 0.619, "Y3": 0.44778, "X4": 0.58, "Y4": 0.44778, "page": 0, "Index": 72}, {"Word": "$734-420", "Confidence": 0.609, "X1": 0.658, "Y1": 0.42506, "X2": 0.713, "Y2": 0.42486, "X3": 0.713, "Y3": 0.44633, "X4": 0.659, "Y4": 0.44922, "page": 0, "Index": 73}, {"Word": "5100", "Confidence": 0.995, "X1": 0.323, "Y1": 0.45107, "X2": 0.351, "Y2": 0.45087, "X3": 0.351, "Y3": 0.46801, "X4": 0.323, "Y4": 0.46801, "page": 0, "Index": 74}, {"Word": "N.", "Confidence": 0.998, "X1": 0.372, "Y1": 0.44962, "X2": 0.385, "Y2": 0.44942, "X3": 0.385, "Y3": 0.46945, "X4": 0.372, "Y4": 0.46945, "page": 0, "Index": 75}, {"Word": "California", "Confidence": 0.883, "X1": 0.388, "Y1": 0.45107, "X2": 0.446, "Y2": 0.45087, "X3": 0.446, "Y3": 0.46945, "X4": 0.387, "Y4": 0.46945, "page": 0, "Index": 76}, {"Word": "P", "Confidence": 0.995, "X1": 0.496, "Y1": 0.44962, "X2": 0.504, "Y2": 0.44942, "X3": 0.504, "Y3": 0.46801, "X4": 0.497, "Y4": 0.46801, "page": 0, "Index": 77}, {"Word": "7,106", "Confidence": 0.991, "X1": 0.586, "Y1": 0.45107, "X2": 0.618, "Y2": 0.45087, "X3": 0.618, "Y3": 0.46945, "X4": 0.586, "Y4": 0.46945, "page": 0, "Index": 78}, {"Word": "142,120", "Confidence": 0.904, "X1": 0.665, "Y1": 0.45107, "X2": 0.712, "Y2": 0.45087, "X3": 0.712, "Y3": 0.4709, "X4": 0.665, "Y4": 0.46945, "page": 0, "Index": 79}, {"Word": "5400", "Confidence": 0.994, "X1": 0.323, "Y1": 0.47419, "X2": 0.35, "Y2": 0.47399, "X3": 0.35, "Y3": 0.48968, "X4": 0.323, "Y4": 0.48968, "page": 0, "Index": 80}, {"Word": "S.", "Confidence": 0.997, "X1": 0.372, "Y1": 0.47419, "X2": 0.384, "Y2": 0.47399, "X3": 0.384, "Y3": 0.49257, "X4": 0.371, "Y4": 0.49257, "page": 0, "Index": 81}, {"Word": "Califomia", "Confidence": 0.091, "X1": 0.387, "Y1": 0.47419, "X2": 0.445, "Y2": 0.47399, "X3": 0.445, "Y3": 0.49257, "X4": 0.386, "Y4": 0.49257, "page": 0, "Index": 82}, {"Word": "P", "Confidence": 0.995, "X1": 0.496, "Y1": 0.47274, "X2": 0.503, "Y2": 0.47254, "X3": 0.504, "Y3": 0.48968, "X4": 0.497, "Y4": 0.48968, "page": 0, "Index": 83}, {"Word": "5,719", "Confidence": 0.835, "X1": 0.585, "Y1": 0.47274, "X2": 0.619, "Y2": 0.47254, "X3": 0.618, "Y3": 0.49113, "X4": 0.584, "Y4": 0.48968, "page": 0, "Index": 84}, {"Word": "114,380", "Confidence": 0.899, "X1": 0.666, "Y1": 0.47563, "X2": 0.712, "Y2": 0.47543, "X3": 0.711, "Y3": 0.49113, "X4": 0.666, "Y4": 0.49113, "page": 0, "Index": 85}, {"Word": "5600", "Confidence": 0.889, "X1": 0.323, "Y1": 0.49731, "X2": 0.351, "Y2": 0.49711, "X3": 0.351, "Y3": 0.51281, "X4": 0.322, "Y4": 0.51136, "page": 0, "Index": 86}, {"Word": "Seattle", "Confidence": 0.991, "X1": 0.372, "Y1": 0.49731, "X2": 0.413, "Y2": 0.49711, "X3": 0.413, "Y3": 0.51425, "X4": 0.372, "Y4": 0.51425, "page": 0, "Index": 87}, {"Word": "P", "Confidence": 0.898, "X1": 0.497, "Y1": 0.49586, "X2": 0.504, "Y2": 0.49566, "X3": 0.504, "Y3": 0.51425, "X4": 0.497, "Y4": 0.51425, "page": 0, "Index": 88}, {"Word": "11,095", "Confidence": 0.958, "X1": 0.58, "Y1": 0.49731, "X2": 0.619, "Y2": 0.49711, "X3": 0.619, "Y3": 0.5157, "X4": 0.58, "Y4": 0.5157, "page": 0, "Index": 89}, {"Word": "221,900", "Confidence": 0.994, "X1": 0.665, "Y1": 0.49442, "X2": 0.712, "Y2": 0.49422, "X3": 0.713, "Y3": 0.51425, "X4": 0.665, "Y4": 0.51425, "page": 0, "Index": 90}, {"Word": "5800", "Confidence": 0.988, "X1": 0.323, "Y1": 0.52043, "X2": 0.351, "Y2": 0.52023, "X3": 0.351, "Y3": 0.53593, "X4": 0.322, "Y4": 0.53448, "page": 0, "Index": 91}, {"Word": "Houston", "Confidence": 0.997, "X1": 0.372, "Y1": 0.52043, "X2": 0.42, "Y2": 0.52023, "X3": 0.421, "Y3": 0.53737, "X4": 0.372, "Y4": 0.53737, "page": 0, "Index": 92}, {"Word": "T", "Confidence": 0.994, "X1": 0.498, "Y1": 0.51754, "X2": 0.505, "Y2": 0.51734, "X3": 0.506, "Y3": 0.53593, "X4": 0.498, "Y4": 0.53593, "page": 0, "Index": 93}, {"Word": "8,175", "Confidence": 0.993, "X1": 0.586, "Y1": 0.52043, "X2": 0.618, "Y2": 0.52023, "X3": 0.617, "Y3": 0.53737, "X4": 0.586, "Y4": 0.53737, "page": 0, "Index": 94}, {"Word": "163,500", "Confidence": 0.991, "X1": 0.667, "Y1": 0.51899, "X2": 0.712, "Y2": 0.51879, "X3": 0.712, "Y3": 0.53737, "X4": 0.667, "Y4": 0.53737, "page": 0, "Index": 95}, {"Word": "Total", "Confidence": 0.615, "X1": 0.374, "Y1": 0.54066, "X2": 0.405, "Y2": 0.54046, "X3": 0.406, "Y3": 0.55905, "X4": 0.374, "Y4": 0.5576, "page": 0, "Index": 96}, {"Word": "WS", "Confidence": 0.742, "X1": 0.408, "Y1": 0.54066, "X2": 0.428, "Y2": 0.54046, "X3": 0.429, "Y3": 0.55905, "X4": 0.408, "Y4": 0.55905, "page": 0, "Index": 97}, {"Word": "32,095", "Confidence": 0.702, "X1": 0.58, "Y1": 0.54355, "X2": 0.619, "Y2": 0.54335, "X3": 0.619, "Y3": 0.56194, "X4": 0.579, "Y4": 0.56194, "page": 0, "Index": 98}, {"Word": "$41,900", "Confidence": 0.557, "X1": 0.665, "Y1": 0.54211, "X2": 0.712, "Y2": 0.54191, "X3": 0.713, "Y3": 0.56049, "X4": 0.665, "Y4": 0.56194, "page": 0, "Index": 99}, {"Word": "6200", "Confidence": 0.995, "X1": 0.322, "Y1": 0.56523, "X2": 0.351, "Y2": 0.56503, "X3": 0.351, "Y3": 0.58072, "X4": 0.322, "Y4": 0.58072, "page": 0, "Index": 100}, {"Word": "Chicago", "Confidence": 0.997, "X1": 0.374, "Y1": 0.56667, "X2": 0.421, "Y2": 0.56647, "X3": 0.421, "Y3": 0.58651, "X4": 0.373, "Y4": 0.58362, "page": 0, "Index": 101}, {"Word": "P", "Confidence": 0.995, "X1": 0.496, "Y1": 0.56378, "X2": 0.504, "Y2": 0.56358, "X3": 0.505, "Y3": 0.58362, "X4": 0.497, "Y4": 0.58362, "page": 0, "Index": 102}, {"Word": "10,280", "Confidence": 0.993, "X1": 0.579, "Y1": 0.56523, "X2": 0.618, "Y2": 0.56503, "X3": 0.618, "Y3": 0.58362, "X4": 0.579, "Y4": 0.58362, "page": 0, "Index": 103}, {"Word": "205,600", "Confidence": 0.991, "X1": 0.665, "Y1": 0.56523, "X2": 0.712, "Y2": 0.56503, "X3": 0.712, "Y3": 0.58217, "X4": 0.664, "Y4": 0.58362, "page": 0, "Index": 104}, {"Word": "6300", "Confidence": 0.991, "X1": 0.323, "Y1": 0.58691, "X2": 0.351, "Y2": 0.58671, "X3": 0.351, "Y3": 0.60385, "X4": 0.323, "Y4": 0.60385, "page": 0, "Index": 105}, {"Word": "Minneapolis", "Confidence": 0.994, "X1": 0.374, "Y1": 0.58835, "X2": 0.443, "Y2": 0.58815, "X3": 0.443, "Y3": 0.60674, "X4": 0.373, "Y4": 0.60529, "page": 0, "Index": 106}, {"Word": "P", "Confidence": 0.995, "X1": 0.497, "Y1": 0.58546, "X2": 0.503, "Y2": 0.58526, "X3": 0.504, "Y3": 0.60096, "X4": 0.497, "Y4": 0.6024, "page": 0, "Index": 107}, {"Word": "11,219", "Confidence": 0.83, "X1": 0.58, "Y1": 0.58835, "X2": 0.618, "Y2": 0.58815, "X3": 0.618, "Y3": 0.60529, "X4": 0.58, "Y4": 0.60529, "page": 0, "Index": 108}, {"Word": "224,380", "Confidence": 0.944, "X1": 0.665, "Y1": 0.58835, "X2": 0.712, "Y2": 0.58815, "X3": 0.711, "Y3": 0.60529, "X4": 0.665, "Y4": 0.60529, "page": 0, "Index": 109}, {"Word": "6600", "Confidence": 0.991, "X1": 0.322, "Y1": 0.61003, "X2": 0.351, "Y2": 0.60983, "X3": 0.351, "Y3": 0.62697, "X4": 0.322, "Y4": 0.62697, "page": 0, "Index": 110}, {"Word": "P", "Confidence": 0.995, "X1": 0.497, "Y1": 0.60714, "X2": 0.503, "Y2": 0.60694, "X3": 0.504, "Y3": 0.62408, "X4": 0.497, "Y4": 0.62552, "page": 0, "Index": 111}, {"Word": "Denver", "Confidence": 0.995, "X1": 0.372, "Y1": 0.61147, "X2": 0.418, "Y2": 0.61127, "X3": 0.418, "Y3": 0.62841, "X4": 0.372, "Y4": 0.62986, "page": 0, "Index": 112}, {"Word": "8,372", "Confidence": 0.97, "X1": 0.585, "Y1": 0.61003, "X2": 0.619, "Y2": 0.60983, "X3": 0.619, "Y3": 0.62841, "X4": 0.585, "Y4": 0.62697, "page": 0, "Index": 113}, {"Word": "167,440", "Confidence": 0.981, "X1": 0.666, "Y1": 0.61147, "X2": 0.712, "Y2": 0.61127, "X3": 0.712, "Y3": 0.62841, "X4": 0.666, "Y4": 0.62841, "page": 0, "Index": 114}, {"Word": "6700", "Confidence": 0.987, "X1": 0.323, "Y1": 0.63315, "X2": 0.351, "Y2": 0.63295, "X3": 0.351, "Y3": 0.65009, "X4": 0.322, "Y4": 0.64864, "page": 0, "Index": 115}, {"Word": "Detroit", "Confidence": 0.993, "X1": 0.373, "Y1": 0.63315, "X2": 0.414, "Y2": 0.63295, "X3": 0.414, "Y3": 0.65009, "X4": 0.373, "Y4": 0.65009, "page": 0, "Index": 116}, {"Word": "T", "Confidence": 0.991, "X1": 0.497, "Y1": 0.6317, "X2": 0.506, "Y2": 0.6315, "X3": 0.507, "Y3": 0.65153, "X4": 0.498, "Y4": 0.65153, "page": 0, "Index": 117}, {"Word": "6,654", "Confidence": 0.855, "X1": 0.584, "Y1": 0.6317, "X2": 0.618, "Y2": 0.6315, "X3": 0.619, "Y3": 0.64864, "X4": 0.585, "Y4": 0.65009, "page": 0, "Index": 118}, {"Word": "133,080", "Confidence": 0.993, "X1": 0.666, "Y1": 0.63315, "X2": 0.712, "Y2": 0.63295, "X3": 0.712, "Y3": 0.65009, "X4": 0.666, "Y4": 0.64864, "page": 0, "Index": 119}, {"Word": "6900", "Confidence": 0.987, "X1": 0.323, "Y1": 0.65627, "X2": 0.351, "Y2": 0.65607, "X3": 0.351, "Y3": 0.67321, "X4": 0.322, "Y4": 0.67177, "page": 0, "Index": 120}, {"Word": "St.", "Confidence": 0.887, "X1": 0.374, "Y1": 0.65627, "X2": 0.388, "Y2": 0.65607, "X3": 0.388, "Y3": 0.67466, "X4": 0.374, "Y4": 0.67466, "page": 0, "Index": 121}, {"Word": "Louis", "Confidence": 0.997, "X1": 0.391, "Y1": 0.65627, "X2": 0.425, "Y2": 0.65607, "X3": 0.425, "Y3": 0.67321, "X4": 0.391, "Y4": 0.67466, "page": 0, "Index": 122}, {"Word": "L", "Confidence": 0.993, "X1": 0.497, "Y1": 0.65482, "X2": 0.505, "Y2": 0.65462, "X3": 0.506, "Y3": 0.67466, "X4": 0.498, "Y4": 0.67466, "page": 0, "Index": 123}, {"Word": "5,090", "Confidence": 0.885, "X1": 0.585, "Y1": 0.65627, "X2": 0.619, "Y2": 0.65607, "X3": 0.619, "Y3": 0.67321, "X4": 0.585, "Y4": 0.67321, "page": 0, "Index": 124}, {"Word": "101,800", "Confidence": 0.994, "X1": 0.666, "Y1": 0.65771, "X2": 0.712, "Y2": 0.65751, "X3": 0.712, "Y3": 0.67466, "X4": 0.666, "Y4": 0.67321, "page": 0, "Index": 125}, {"Word": "Home", "Confidence": 0.988, "X1": 0.373, "Y1": 0.67795, "X2": 0.408, "Y2": 0.67775, "X3": 0.408, "Y3": 0.69633, "X4": 0.373, "Y4": 0.69633, "page": 0, "Index": 126}, {"Word": "Office", "Confidence": 0.994, "X1": 0.411, "Y1": 0.67795, "X2": 0.446, "Y2": 0.67775, "X3": 0.447, "Y3": 0.69633, "X4": 0.41, "Y4": 0.69633, "page": 0, "Index": 127}, {"Word": "5", "Confidence": 0.982, "X1": 0.612, "Y1": 0.67795, "X2": 0.618, "Y2": 0.67775, "X3": 0.619, "Y3": 0.69489, "X4": 0.613, "Y4": 0.69489, "page": 0, "Index": 128}, {"Word": "100", "Confidence": 0.981, "X1": 0.691, "Y1": 0.67795, "X2": 0.712, "Y2": 0.67775, "X3": 0.713, "Y3": 0.69633, "X4": 0.691, "Y4": 0.69778, "page": 0, "Index": 129}, {"Word": "TOLI", "Confidence": 0.303, "X1": 0.374, "Y1": 0.70107, "X2": 0.404, "Y2": 0.70087, "X3": 0.404, "Y3": 0.71945, "X4": 0.374, "Y4": 0.7209, "page": 0, "Index": 130}, {"Word": "MWSALE", "Confidence": 0.232, "X1": 0.407, "Y1": 0.70107, "X2": 0.463, "Y2": 0.70087, "X3": 0.463, "Y3": 0.7209, "X4": 0.407, "Y4": 0.71945, "page": 0, "Index": 131}, {"Word": "41.615", "Confidence": 0.669, "X1": 0.579, "Y1": 0.70251, "X2": 0.619, "Y2": 0.70231, "X3": 0.619, "Y3": 0.71801, "X4": 0.578, "Y4": 0.71945, "page": 0, "Index": 132}, {"Word": "32,300", "Confidence": 0.669, "X1": 0.675, "Y1": 0.70107, "X2": 0.712, "Y2": 0.70087, "X3": 0.712, "Y3": 0.71801, "X4": 0.675, "Y4": 0.71945, "page": 0, "Index": 133}, {"Word": "HIGRAND", "Confidence": 0.231, "X1": 0.356, "Y1": 0.72274, "X2": 0.419, "Y2": 0.72254, "X3": 0.419, "Y3": 0.74257, "X4": 0.356, "Y4": 0.74402, "page": 0, "Index": 134}, {"Word": "TOTAL", "Confidence": 0.996, "X1": 0.425, "Y1": 0.72274, "X2": 0.468, "Y2": 0.72254, "X3": 0.468, "Y3": 0.74257, "X4": 0.425, "Y4": 0.74257, "page": 0, "Index": 135}, {"Word": "1", "Confidence": 0.626, "X1": 0.562, "Y1": 0.72419, "X2": 0.568, "Y2": 0.72399, "X3": 0.568, "Y3": 0.74402, "X4": 0.562, "Y4": 0.74402, "page": 0, "Index": 136}, {"Word": "150", "Confidence": 0.814, "X1": 0.571, "Y1": 0.72419, "X2": 0.593, "Y2": 0.72399, "X3": 0.593, "Y3": 0.74402, "X4": 0.571, "Y4": 0.74402, "page": 0, "Index": 137}, {"Word": "205", "Confidence": 0.856, "X1": 0.596, "Y1": 0.72274, "X2": 0.62, "Y2": 0.72254, "X3": 0.62, "Y3": 0.74546, "X4": 0.596, "Y4": 0.74546, "page": 0, "Index": 138}, {"Word": "-", "Confidence": 0.001, "X1": 0.624, "Y1": 0.72274, "X2": 0.633, "Y2": 0.72254, "X3": 0.633, "Y3": 0.74546, "X4": 0.624, "Y4": 0.74546, "page": 0, "Index": 139}, {"Word": "23,004.100", "Confidence": 0.352, "X1": 0.648, "Y1": 0.72419, "X2": 0.712, "Y2": 0.72399, "X3": 0.712, "Y3": 0.74402, "X4": 0.648, "Y4": 0.74546, "page": 0, "Index": 140}, {"Word": "NOTES:", "Confidence": 0.993, "X1": 0.305, "Y1": 0.77043, "X2": 0.355, "Y2": 0.77023, "X3": 0.355, "Y3": 0.79026, "X4": 0.305, "Y4": 0.79026, "page": 0, "Index": 141}, {"Word": "-Based", "Confidence": 0.606, "X1": 0.309, "Y1": 0.79355, "X2": 0.351, "Y2": 0.79335, "X3": 0.351, "Y3": 0.81338, "X4": 0.308, "Y4": 0.81338, "page": 0, "Index": 142}, {"Word": "on", "Confidence": 0.998, "X1": 0.354, "Y1": 0.79355, "X2": 0.369, "Y2": 0.79335, "X3": 0.369, "Y3": 0.81194, "X4": 0.354, "Y4": 0.81338, "page": 0, "Index": 143}, {"Word": "allocation", "Confidence": 0.994, "X1": 0.372, "Y1": 0.79355, "X2": 0.429, "Y2": 0.79335, "X3": 0.428, "Y3": 0.81338, "X4": 0.372, "Y4": 0.81194, "page": 0, "Index": 144}, {"Word": "model.", "Confidence": 0.991, "X1": 0.431, "Y1": 0.795, "X2": 0.475, "Y2": 0.7948, "X3": 0.475, "Y3": 0.81483, "X4": 0.431, "Y4": 0.81338, "page": 0, "Index": 145}, {"Word": "-", "Confidence": 0.743, "X1": 0.307, "Y1": 0.81812, "X2": 0.31, "Y2": 0.81792, "X3": 0.31, "Y3": 0.83795, "X4": 0.307, "Y4": 0.83795, "page": 0, "Index": 146}, {"Word": "All", "Confidence": 0.886, "X1": 0.313, "Y1": 0.81667, "X2": 0.327, "Y2": 0.81647, "X3": 0.327, "Y3": 0.83795, "X4": 0.312, "Y4": 0.83795, "page": 0, "Index": 147}, {"Word": "drug", "Confidence": 0.987, "X1": 0.33, "Y1": 0.81667, "X2": 0.358, "Y2": 0.81647, "X3": 0.357, "Y3": 0.83795, "X4": 0.33, "Y4": 0.83795, "page": 0, "Index": 148}, {"Word": "stores", "Confidence": 0.997, "X1": 0.361, "Y1": 0.81667, "X2": 0.397, "Y2": 0.81647, "X3": 0.397, "Y3": 0.83651, "X4": 0.36, "Y4": 0.83795, "page": 0, "Index": 149}, {"Word": "excluded", "Confidence": 0.97, "X1": 0.4, "Y1": 0.81667, "X2": 0.454, "Y2": 0.81647, "X3": 0.454, "Y3": 0.83651, "X4": 0.4, "Y4": 0.83651, "page": 0, "Index": 150}, {"Word": "except", "Confidence": 0.997, "X1": 0.457, "Y1": 0.81812, "X2": 0.497, "Y2": 0.81792, "X3": 0.496, "Y3": 0.83651, "X4": 0.457, "Y4": 0.83651, "page": 0, "Index": 151}, {"Word": "Walgreen.", "Confidence": 0.988, "X1": 0.5, "Y1": 0.81956, "X2": 0.562, "Y2": 0.81936, "X3": 0.561, "Y3": 0.83795, "X4": 0.499, "Y4": 0.83651, "page": 0, "Index": 152}, {"Word": "-", "Confidence": 0.926, "X1": 0.307, "Y1": 0.83835, "X2": 0.309, "Y2": 0.83815, "X3": 0.308, "Y3": 0.86107, "X4": 0.306, "Y4": 0.86107, "page": 0, "Index": 153}, {"Word": "WAM", "Confidence": 0.998, "X1": 0.312, "Y1": 0.83835, "X2": 0.343, "Y2": 0.83815, "X3": 0.342, "Y3": 0.86107, "X4": 0.311, "Y4": 0.86107, "page": 0, "Index": 154}, {"Word": "accounts", "Confidence": 0.994, "X1": 0.349, "Y1": 0.8398, "X2": 0.402, "Y2": 0.8396, "X3": 0.401, "Y3": 0.86107, "X4": 0.348, "Y4": 0.86107, "page": 0, "Index": 155}, {"Word": "to", "Confidence": 0.998, "X1": 0.405, "Y1": 0.8398, "X2": 0.417, "Y2": 0.8396, "X3": 0.416, "Y3": 0.86107, "X4": 0.404, "Y4": 0.86107, "page": 0, "Index": 156}, {"Word": "participate", "Confidence": 0.994, "X1": 0.42, "Y1": 0.8398, "X2": 0.48, "Y2": 0.8396, "X3": 0.48, "Y3": 0.86107, "X4": 0.419, "Y4": 0.86107, "page": 0, "Index": 157}, {"Word": "in", "Confidence": 0.998, "X1": 0.483, "Y1": 0.8398, "X2": 0.494, "Y2": 0.8396, "X3": 0.494, "Y3": 0.86107, "X4": 0.483, "Y4": 0.86107, "page": 0, "Index": 158}, {"Word": "this", "Confidence": 0.986, "X1": 0.497, "Y1": 0.8398, "X2": 0.518, "Y2": 0.8396, "X3": 0.518, "Y3": 0.86107, "X4": 0.497, "Y4": 0.86107, "page": 0, "Index": 159}, {"Word": "promotion.", "Confidence": 0.95, "X1": 0.521, "Y1": 0.8398, "X2": 0.583, "Y2": 0.8396, "X3": 0.583, "Y3": 0.86107, "X4": 0.521, "Y4": 0.86107, "page": 0, "Index": 160}, {"Word": "rj1046/ccd", "Confidence": 0.496, "X1": 0.902, "Y1": 0.9265, "X2": 0.958, "Y2": 0.9263, "X3": 0.958, "Y3": 0.94778, "X4": 0.902, "Y4": 0.94778, "page": 0, "Index": 161}, {"Word": "Revised:", "Confidence": 0.995, "X1": 0.857, "Y1": 0.94962, "X2": 0.91, "Y2": 0.94942, "X3": 0.91, "Y3": 0.96801, "X4": 0.857, "Y4": 0.96945, "page": 0, "Index": 162}, {"Word": "6/12/97", "Confidence": 0.995, "X1": 0.913, "Y1": 0.94962, "X2": 0.958, "Y2": 0.94942, "X3": 0.957, "Y3": 0.96945, "X4": 0.912, "Y4": 0.96801, "page": 0, "Index": 163}]}	"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"
ffmk0125	0	{"lines_data": [{"Word": "Products", "Confidence": 0.985, "X1": 0.3817, "Y1": 0.0012, "X2": 0.55425, "Y2": 0.001, "X3": 0.55556, "Y3": 0.0278, "X4": 0.3817, "Y4": 0.0338, "page": 0}, {"Word": "10/30/91", "Confidence": 0.86, "X1": 0.10458, "Y1": 0.0082, "X2": 0.17647, "Y2": 0.008, "X3": 0.17516, "Y3": 0.0298, "X4": 0.10719, "Y4": 0.0308, "page": 0}, {"Word": "Confidential", "Confidence": 0.991, "X1": 0.80131, "Y1": 0.0202, "X2": 0.91242, "Y2": 0.02, "X3": 0.9085, "Y3": 0.0368, "X4": 0.79739, "Y4": 0.0198, "page": 0}, {"Word": "-.", "Confidence": 0.697, "X1": 0.9634, "Y1": 0.0442, "X2": 0.9634, "Y2": 0.044, "X3": 0.95425, "Y3": 0.0448, "X4": 0.95556, "Y4": 0.0318, "page": 0}, {"Word": "Philip Morris v. ABC", "Confidence": 0.88275, "X1": 0.72418, "Y1": 0.0392, "X2": 0.9634, "Y2": 0.039, "X3": 0.96209, "Y3": 0.0638, "X4": 0.72288, "Y4": 0.0368, "page": 0}, {"Word": ". Maintain & update engineering documentation.", "Confidence": 0.58117, "X1": 0.09281, "Y1": 0.0462, "X2": 0.98301, "Y2": 0.046, "X3": 0.98301, "Y3": 0.0748, "X4": 0.09281, "Y4": 0.0748, "page": 0}, {"Word": "( jan", "Confidence": 0.2345, "X1": 0.0, "Y1": 0.0722, "X2": 0.06536, "Y2": 0.072, "X3": 0.06797, "Y3": 0.0938, "X4": 0.00131, "Y4": 0.0988, "page": 0}, {"Word": "1. Fuld verifying bevis conditions", "Confidence": 0.715, "X1": 0.13987, "Y1": 0.0772, "X2": 0.8366, "Y2": 0.077, "X3": 0.8366, "Y3": 0.1028, "X4": 0.13987, "Y4": 0.1028, "page": 0}, {"Word": "forme", "Confidence": 0.787, "X1": 0.00131, "Y1": 0.0972, "X2": 0.07582, "Y2": 0.097, "X3": 0.07974, "Y3": 0.1198, "X4": 0.00654, "Y4": 0.1358, "page": 0}, {"Word": "before beginning work on new dugs.", "Confidence": 0.82033, "X1": 0.17516, "Y1": 0.1072, "X2": 0.95817, "Y2": 0.107, "X3": 0.95817, "Y3": 0.1328, "X4": 0.17516, "Y4": 0.1338, "page": 0}, {"Word": "or revising drugs.", "Confidence": 0.723, "X1": 0.19216, "Y1": 0.1382, "X2": 0.54379, "Y2": 0.138, "X3": 0.54379, "Y3": 0.1648, "X4": 0.19216, "Y4": 0.1658, "page": 0}, {"Word": "2. g revisione to dugs, loops, + specs.", "Confidence": 0.58513, "X1": 0.13072, "Y1": 0.1682, "X2": 0.95163, "Y2": 0.168, "X3": 0.95163, "Y3": 0.1958, "X4": 0.13072, "Y4": 0.1968, "page": 0}, {"Word": "3. Hurating new drawings for project", "Confidence": 0.76883, "X1": 0.13333, "Y1": 0.2002, "X2": 0.89804, "Y2": 0.2, "X3": 0.89804, "Y3": 0.2248, "X4": 0.13333, "Y4": 0.2228, "page": 0}, {"Word": "work/ spic sheets for new instrumentation.", "Confidence": 0.51333, "X1": 0.18562, "Y1": 0.2272, "X2": 0.97255, "Y2": 0.227, "X3": 0.97255, "Y3": 0.2538, "X4": 0.18562, "Y4": 0.2528, "page": 0}, {"Word": ", original", "Confidence": 0.7875, "X1": 0.36732, "Y1": 0.2412, "X2": 0.50458, "Y2": 0.241, "X3": 0.50588, "Y3": 0.2668, "X4": 0.36732, "Y4": 0.2698, "page": 0}, {"Word": "4. Putting drawings il pete requestor.", "Confidence": 0.487, "X1": 0.1281, "Y1": 0.2462, "X2": 0.73987, "Y2": 0.246, "X3": 0.74118, "Y3": 0.2778, "X4": 0.12941, "Y4": 0.2868, "page": 0}, {"Word": "nom the tubefilet", "Confidence": 0.35667, "X1": 0.56993, "Y1": 0.2572, "X2": 0.9268, "Y2": 0.257, "X3": 0.9268, "Y3": 0.2828, "X4": 0.56993, "Y4": 0.2878, "page": 0}, {"Word": "for project work.", "Confidence": 0.84567, "X1": 0.17516, "Y1": 0.2902, "X2": 0.54379, "Y2": 0.29, "X3": 0.54379, "Y3": 0.3128, "X4": 0.17516, "Y4": 0.3168, "page": 0}, {"Word": "5. Running copies of original drawings", "Confidence": 0.87833, "X1": 0.12549, "Y1": 0.3152, "X2": 0.92026, "Y2": 0.315, "X3": 0.92026, "Y3": 0.3448, "X4": 0.12549, "Y4": 0.3478, "page": 0}, {"Word": "and yelacing them in the tuls", "Confidence": 0.88967, "X1": 0.18824, "Y1": 0.3482, "X2": 0.87843, "Y2": 0.348, "X3": 0.87843, "Y3": 0.3738, "X4": 0.18824, "Y4": 0.3778, "page": 0}, {"Word": "while originals are being revised.", "Confidence": 0.7948, "X1": 0.17386, "Y1": 0.3772, "X2": 0.90719, "Y2": 0.377, "X3": 0.90719, "Y3": 0.4048, "X4": 0.17386, "Y4": 0.4078, "page": 0}, {"Word": "6. the original drawings back", "Confidence": 0.6234, "X1": 0.12941, "Y1": 0.4022, "X2": 0.86797, "Y2": 0.402, "X3": 0.86928, "Y3": 0.4358, "X4": 0.12941, "Y4": 0.4408, "page": 0}, {"Word": "drawing files after project completion.", "Confidence": 0.7272, "X1": 0.02876, "Y1": 0.4422, "X2": 0.76471, "Y2": 0.442, "X3": 0.76471, "Y3": 0.4688, "X4": 0.02876, "Y4": 0.4708, "page": 0}, {"Word": "7. making copies of drugs/loope for", "Confidence": 0.84183, "X1": 0.12026, "Y1": 0.4742, "X2": 0.84706, "Y2": 0.474, "X3": 0.84706, "Y3": 0.4998, "X4": 0.12026, "Y4": 0.4998, "page": 0}, {"Word": "maitena conet. / bid packages or for reference.", "Confidence": 0.62313, "X1": 0.06275, "Y1": 0.5022, "X2": 0.93725, "Y2": 0.502, "X3": 0.93725, "Y3": 0.5328, "X4": 0.06275, "Y4": 0.5408, "page": 0}, {"Word": "18. istiluting copies of wine", "Confidence": 0.5478, "X1": 0.09935, "Y1": 0.5212, "X2": 0.72941, "Y2": 0.521, "X3": 0.73072, "Y3": 0.5548, "X4": 0.09935, "Y4": 0.5638, "page": 0}, {"Word": "of drugs to area", "Confidence": 0.64625, "X1": 0.60654, "Y1": 0.5342, "X2": 0.92418, "Y2": 0.534, "X3": 0.9268, "Y3": 0.5608, "X4": 0.60784, "Y4": 0.5728, "page": 0}, {"Word": "craft file, fuld appropriate people, etc.", "Confidence": 0.5115, "X1": 0.02222, "Y1": 0.5642, "X2": 0.77124, "Y2": 0.564, "X3": 0.77124, "Y3": 0.5918, "X4": 0.02222, "Y4": 0.5908, "page": 0}, {"Word": "9. Backing up durgs. on CAD system to", "Confidence": 0.644, "X1": 0.11242, "Y1": 0.5892, "X2": 0.92157, "Y2": 0.589, "X3": 0.92288, "Y3": 0.6228, "X4": 0.11242, "Y4": 0.6238, "page": 0}, {"Word": "son, father, + grandfather Bernoulli's.", "Confidence": 0.5052, "X1": 0.14248, "Y1": 0.6202, "X2": 0.89804, "Y2": 0.62, "X3": 0.89935, "Y3": 0.6478, "X4": 0.14379, "Y4": 0.6558, "page": 0}, {"Word": "10. Issuing drawing / loop numbers.", "Confidence": 0.79117, "X1": 0.12418, "Y1": 0.6572, "X2": 0.86405, "Y2": 0.657, "X3": 0.86405, "Y3": 0.6838, "X4": 0.12418, "Y4": 0.6868, "page": 0}, {"Word": "11. maintaining an updated", "Confidence": 0.9385, "X1": 0.11503, "Y1": 0.6892, "X2": 0.87582, "Y2": 0.689, "X3": 0.87582, "Y3": 0.7138, "X4": 0.11503, "Y4": 0.7148, "page": 0}, {"Word": "of log of existing durge & new ones.", "Confidence": 0.68937, "X1": 0.18562, "Y1": 0.7192, "X2": 0.9098, "Y2": 0.719, "X3": 0.91111, "Y3": 0.7428, "X4": 0.18562, "Y4": 0.7458, "page": 0}, {"Word": "12. Maintaining an updated hanging", "Confidence": 0.9356, "X1": 0.12288, "Y1": 0.7482, "X2": 0.87582, "Y2": 0.748, "X3": 0.87582, "Y3": 0.7758, "X4": 0.12288, "Y4": 0.7798, "page": 0}, {"Word": "dug. file & index.", "Confidence": 0.63075, "X1": 0.18562, "Y1": 0.7822, "X2": 0.58431, "Y2": 0.782, "X3": 0.58562, "Y3": 0.8088, "X4": 0.18562, "Y4": 0.8098, "page": 0}, {"Word": "13. maintaining an updated vendor", "Confidence": 0.8206, "X1": 0.1268, "Y1": 0.8062, "X2": 0.86797, "Y2": 0.806, "X3": 0.86797, "Y3": 0.8338, "X4": 0.1281, "Y4": 0.8418, "page": 0}, {"Word": "drawing file + index.", "Confidence": 0.84, "X1": 0.18431, "Y1": 0.8412, "X2": 0.6719, "Y2": 0.841, "X3": 0.6732, "Y3": 0.8678, "X4": 0.18562, "Y4": 0.8738, "page": 0}, {"Word": "status pari", "Confidence": 0.344, "X1": 0.82092, "Y1": 0.8412, "X2": 0.96863, "Y2": 0.841, "X3": 0.96993, "Y3": 0.8698, "X4": 0.82092, "Y4": 0.8758, "page": 0}, {"Word": "14. Tracking the work assignments of", "Confidence": 0.89533, "X1": 0.11503, "Y1": 0.8722, "X2": 0.90719, "Y2": 0.872, "X3": 0.9085, "Y3": 0.8998, "X4": 0.11503, "Y4": 0.9038, "page": 0}, {"Word": "designers / draftomen - drafting request form", "Confidence": 0.77329, "X1": 0.17516, "Y1": 0.9042, "X2": 0.95817, "Y2": 0.904, "X3": 0.95817, "Y3": 0.9278, "X4": 0.17516, "Y4": 0.9328, "page": 0}, {"Word": "e.s (Akia)", "Confidence": 0.2205, "X1": 0.80392, "Y1": 0.9212, "X2": 0.93725, "Y2": 0.921, "X3": 0.93856, "Y3": 0.9428, "X4": 0.80523, "Y4": 0.9478, "page": 0}, {"Word": "2030341666", "Confidence": 0.995, "X1": 0.62222, "Y1": 0.9552, "X2": 0.81699, "Y2": 0.955, "X3": 0.81699, "Y3": 0.9778, "X4": 0.62222, "Y4": 0.9798, "page": 0}], "words_data": [{"Word": "10/30/91", "Confidence": 0.86, "X1": 0.10458, "Y1": 0.0062, "X2": 0.17386, "Y2": 0.006, "X3": 0.17386, "Y3": 0.0308, "X4": 0.10458, "Y4": 0.0308, "page": 0, "Index": 0}, {"Word": "Products", "Confidence": 0.985, "X1": 0.39216, "Y1": 0.0022, "X2": 0.5451, "Y2": 0.002, "X3": 0.54902, "Y3": 0.0288, "X4": 0.39216, "Y4": 0.0348, "page": 0, "Index": 1}, {"Word": "Confidential", "Confidence": 0.991, "X1": 0.80261, "Y1": 0.0212, "X2": 0.91242, "Y2": 0.021, "X3": 0.9085, "Y3": 0.0368, "X4": 0.79739, "Y4": 0.0208, "page": 0, "Index": 2}, {"Word": "Philip", "Confidence": 0.981, "X1": 0.75556, "Y1": 0.0232, "X2": 0.80523, "Y2": 0.023, "X3": 0.80523, "Y3": 0.0448, "X4": 0.75425, "Y4": 0.0408, "page": 0, "Index": 3}, {"Word": "-.", "Confidence": 0.697, "X1": 0.96471, "Y1": 0.0442, "X2": 0.9634, "Y2": 0.044, "X3": 0.95425, "Y3": 0.0438, "X4": 0.95556, "Y4": 0.0308, "page": 0, "Index": 4}, {"Word": "Morris", "Confidence": 0.95, "X1": 0.81176, "Y1": 0.0312, "X2": 0.86536, "Y2": 0.031, "X3": 0.86536, "Y3": 0.0508, "X4": 0.81046, "Y4": 0.0448, "page": 0, "Index": 5}, {"Word": "v.", "Confidence": 0.951, "X1": 0.8719, "Y1": 0.0332, "X2": 0.88758, "Y2": 0.033, "X3": 0.88627, "Y3": 0.0538, "X4": 0.87059, "Y4": 0.0518, "page": 0, "Index": 6}, {"Word": "ABC", "Confidence": 0.649, "X1": 0.89281, "Y1": 0.0382, "X2": 0.93725, "Y2": 0.038, "X3": 0.93725, "Y3": 0.0608, "X4": 0.89281, "Y4": 0.0538, "page": 0, "Index": 7}, {"Word": ".", "Confidence": 0.085, "X1": 0.10719, "Y1": 0.0462, "X2": 0.1281, "Y2": 0.046, "X3": 0.1281, "Y3": 0.0758, "X4": 0.10719, "Y4": 0.0758, "page": 0, "Index": 8}, {"Word": "Maintain", "Confidence": 0.939, "X1": 0.16209, "Y1": 0.0462, "X2": 0.30327, "Y2": 0.046, "X3": 0.30327, "Y3": 0.0738, "X4": 0.16209, "Y4": 0.0748, "page": 0, "Index": 9}, {"Word": "&", "Confidence": 0.095, "X1": 0.32549, "Y1": 0.0462, "X2": 0.34641, "Y2": 0.046, "X3": 0.34641, "Y3": 0.0738, "X4": 0.32549, "Y4": 0.0738, "page": 0, "Index": 10}, {"Word": "update", "Confidence": 0.885, "X1": 0.36471, "Y1": 0.0472, "X2": 0.50065, "Y2": 0.047, "X3": 0.50065, "Y3": 0.0728, "X4": 0.3634, "Y4": 0.0738, "page": 0, "Index": 11}, {"Word": "engineering", "Confidence": 0.664, "X1": 0.53595, "Y1": 0.0492, "X2": 0.72418, "Y2": 0.049, "X3": 0.72288, "Y3": 0.0718, "X4": 0.53595, "Y4": 0.0728, "page": 0, "Index": 12}, {"Word": "documentation.", "Confidence": 0.819, "X1": 0.75033, "Y1": 0.0512, "X2": 0.98039, "Y2": 0.051, "X3": 0.98039, "Y3": 0.0708, "X4": 0.74902, "Y4": 0.0718, "page": 0, "Index": 13}, {"Word": "(", "Confidence": 0.063, "X1": 0.0, "Y1": 0.0722, "X2": 0.01569, "Y2": 0.072, "X3": 0.01699, "Y3": 0.0978, "X4": 0.00131, "Y4": 0.0988, "page": 0, "Index": 14}, {"Word": "jan", "Confidence": 0.406, "X1": 0.02222, "Y1": 0.0722, "X2": 0.06275, "Y2": 0.072, "X3": 0.06405, "Y3": 0.0958, "X4": 0.02484, "Y4": 0.0978, "page": 0, "Index": 15}, {"Word": "1.", "Confidence": 0.961, "X1": 0.13987, "Y1": 0.0782, "X2": 0.16471, "Y2": 0.078, "X3": 0.16601, "Y3": 0.1038, "X4": 0.14118, "Y4": 0.1038, "page": 0, "Index": 16}, {"Word": "Fuld", "Confidence": 0.744, "X1": 0.19085, "Y1": 0.0782, "X2": 0.28105, "Y2": 0.078, "X3": 0.28235, "Y3": 0.1038, "X4": 0.19216, "Y4": 0.1038, "page": 0, "Index": 17}, {"Word": "verifying", "Confidence": 0.845, "X1": 0.31111, "Y1": 0.0792, "X2": 0.46928, "Y2": 0.079, "X3": 0.46928, "Y3": 0.1028, "X4": 0.31242, "Y4": 0.1038, "page": 0, "Index": 18}, {"Word": "bevis", "Confidence": 0.064, "X1": 0.49804, "Y1": 0.0792, "X2": 0.59739, "Y2": 0.079, "X3": 0.59869, "Y3": 0.1028, "X4": 0.49935, "Y4": 0.1028, "page": 0, "Index": 19}, {"Word": "conditions", "Confidence": 0.961, "X1": 0.62353, "Y1": 0.0802, "X2": 0.82222, "Y2": 0.08, "X3": 0.82222, "Y3": 0.1008, "X4": 0.62353, "Y4": 0.1028, "page": 0, "Index": 20}, {"Word": "forme", "Confidence": 0.787, "X1": 0.00131, "Y1": 0.0972, "X2": 0.07059, "Y2": 0.097, "X3": 0.07843, "Y3": 0.1208, "X4": 0.00654, "Y4": 0.1348, "page": 0, "Index": 21}, {"Word": "before", "Confidence": 0.651, "X1": 0.19216, "Y1": 0.1082, "X2": 0.30065, "Y2": 0.108, "X3": 0.29804, "Y3": 0.1338, "X4": 0.18954, "Y4": 0.1338, "page": 0, "Index": 22}, {"Word": "beginning", "Confidence": 0.718, "X1": 0.33856, "Y1": 0.1092, "X2": 0.5098, "Y2": 0.109, "X3": 0.5085, "Y3": 0.1328, "X4": 0.33595, "Y4": 0.1338, "page": 0, "Index": 23}, {"Word": "work", "Confidence": 0.961, "X1": 0.54771, "Y1": 0.1092, "X2": 0.63529, "Y2": 0.109, "X3": 0.63399, "Y3": 0.1328, "X4": 0.54641, "Y4": 0.1328, "page": 0, "Index": 24}, {"Word": "on", "Confidence": 0.988, "X1": 0.6732, "Y1": 0.1092, "X2": 0.71111, "Y2": 0.109, "X3": 0.7098, "Y3": 0.1318, "X4": 0.6732, "Y4": 0.1318, "page": 0, "Index": 25}, {"Word": "new", "Confidence": 0.998, "X1": 0.74902, "Y1": 0.1092, "X2": 0.81961, "Y2": 0.109, "X3": 0.81961, "Y3": 0.1318, "X4": 0.74902, "Y4": 0.1318, "page": 0, "Index": 26}, {"Word": "dugs.", "Confidence": 0.606, "X1": 0.86536, "Y1": 0.1092, "X2": 0.95817, "Y2": 0.109, "X3": 0.95817, "Y3": 0.1308, "X4": 0.86667, "Y4": 0.1318, "page": 0, "Index": 27}, {"Word": "or", "Confidence": 0.91, "X1": 0.19869, "Y1": 0.1422, "X2": 0.23137, "Y2": 0.142, "X3": 0.23007, "Y3": 0.1628, "X4": 0.19739, "Y4": 0.1628, "page": 0, "Index": 28}, {"Word": "revising", "Confidence": 0.659, "X1": 0.25229, "Y1": 0.1392, "X2": 0.40131, "Y2": 0.139, "X3": 0.40131, "Y3": 0.1638, "X4": 0.25229, "Y4": 0.1628, "page": 0, "Index": 29}, {"Word": "drugs.", "Confidence": 0.6, "X1": 0.43529, "Y1": 0.1382, "X2": 0.54248, "Y2": 0.138, "X3": 0.54248, "Y3": 0.1658, "X4": 0.43529, "Y4": 0.1638, "page": 0, "Index": 30}, {"Word": "2.", "Confidence": 0.928, "X1": 0.13595, "Y1": 0.1722, "X2": 0.16993, "Y2": 0.172, "X3": 0.16993, "Y3": 0.1958, "X4": 0.13595, "Y4": 0.1958, "page": 0, "Index": 31}, {"Word": "g", "Confidence": 0.087, "X1": 0.2902, "Y1": 0.1712, "X2": 0.3098, "Y2": 0.171, "X3": 0.3098, "Y3": 0.1948, "X4": 0.28889, "Y4": 0.1948, "page": 0, "Index": 32}, {"Word": "revisione", "Confidence": 0.366, "X1": 0.34118, "Y1": 0.1692, "X2": 0.49804, "Y2": 0.169, "X3": 0.49804, "Y3": 0.1938, "X4": 0.34118, "Y4": 0.1938, "page": 0, "Index": 33}, {"Word": "to", "Confidence": 0.997, "X1": 0.5451, "Y1": 0.1692, "X2": 0.58301, "Y2": 0.169, "X3": 0.58301, "Y3": 0.1938, "X4": 0.5451, "Y4": 0.1938, "page": 0, "Index": 34}, {"Word": "dugs,", "Confidence": 0.683, "X1": 0.59608, "Y1": 0.1692, "X2": 0.69804, "Y2": 0.169, "X3": 0.69804, "Y3": 0.1948, "X4": 0.59608, "Y4": 0.1938, "page": 0, "Index": 35}, {"Word": "loops,", "Confidence": 0.922, "X1": 0.70719, "Y1": 0.1702, "X2": 0.80784, "Y2": 0.17, "X3": 0.80784, "Y3": 0.1948, "X4": 0.70719, "Y4": 0.1948, "page": 0, "Index": 36}, {"Word": "+", "Confidence": 0.078, "X1": 0.81438, "Y1": 0.1702, "X2": 0.83529, "Y2": 0.17, "X3": 0.83399, "Y3": 0.1958, "X4": 0.81307, "Y4": 0.1948, "page": 0, "Index": 37}, {"Word": "specs.", "Confidence": 0.62, "X1": 0.84444, "Y1": 0.1712, "X2": 0.95033, "Y2": 0.171, "X3": 0.94902, "Y3": 0.1968, "X4": 0.84314, "Y4": 0.1958, "page": 0, "Index": 38}, {"Word": "3.", "Confidence": 0.984, "X1": 0.13464, "Y1": 0.1992, "X2": 0.16732, "Y2": 0.199, "X3": 0.16863, "Y3": 0.2228, "X4": 0.13464, "Y4": 0.2228, "page": 0, "Index": 39}, {"Word": "Hurating", "Confidence": 0.402, "X1": 0.18824, "Y1": 0.1992, "X2": 0.3634, "Y2": 0.199, "X3": 0.3634, "Y3": 0.2228, "X4": 0.18954, "Y4": 0.2228, "page": 0, "Index": 40}, {"Word": "new", "Confidence": 0.989, "X1": 0.39216, "Y1": 0.2002, "X2": 0.44967, "Y2": 0.2, "X3": 0.45098, "Y3": 0.2228, "X4": 0.39346, "Y4": 0.2228, "page": 0, "Index": 41}, {"Word": "drawings", "Confidence": 0.331, "X1": 0.49281, "Y1": 0.2002, "X2": 0.66667, "Y2": 0.2, "X3": 0.66797, "Y3": 0.2238, "X4": 0.49281, "Y4": 0.2228, "page": 0, "Index": 42}, {"Word": "for", "Confidence": 0.913, "X1": 0.7085, "Y1": 0.2002, "X2": 0.76209, "Y2": 0.2, "X3": 0.7634, "Y3": 0.2248, "X4": 0.7098, "Y4": 0.2248, "page": 0, "Index": 43}, {"Word": "project", "Confidence": 0.994, "X1": 0.77908, "Y1": 0.2002, "X2": 0.8915, "Y2": 0.2, "X3": 0.8915, "Y3": 0.2258, "X4": 0.78039, "Y4": 0.2248, "page": 0, "Index": 44}, {"Word": "work/", "Confidence": 0.666, "X1": 0.19608, "Y1": 0.2282, "X2": 0.31765, "Y2": 0.228, "X3": 0.31765, "Y3": 0.2538, "X4": 0.19608, "Y4": 0.2538, "page": 0, "Index": 45}, {"Word": "spic", "Confidence": 0.297, "X1": 0.32418, "Y1": 0.2282, "X2": 0.39216, "Y2": 0.228, "X3": 0.39216, "Y3": 0.2538, "X4": 0.32418, "Y4": 0.2538, "page": 0, "Index": 46}, {"Word": "sheets", "Confidence": 0.19, "X1": 0.40915, "Y1": 0.2292, "X2": 0.51242, "Y2": 0.229, "X3": 0.51242, "Y3": 0.2538, "X4": 0.41046, "Y4": 0.2538, "page": 0, "Index": 47}, {"Word": "for", "Confidence": 0.71, "X1": 0.53856, "Y1": 0.2292, "X2": 0.58431, "Y2": 0.229, "X3": 0.58562, "Y3": 0.2538, "X4": 0.53856, "Y4": 0.2538, "page": 0, "Index": 48}, {"Word": "new", "Confidence": 0.617, "X1": 0.59346, "Y1": 0.2292, "X2": 0.64444, "Y2": 0.229, "X3": 0.64444, "Y3": 0.2538, "X4": 0.59477, "Y4": 0.2538, "page": 0, "Index": 49}, {"Word": "instrumentation.", "Confidence": 0.6, "X1": 0.68366, "Y1": 0.2302, "X2": 0.96993, "Y2": 0.23, "X3": 0.97124, "Y3": 0.2528, "X4": 0.68366, "Y4": 0.2538, "page": 0, "Index": 50}, {"Word": "original", "Confidence": 0.944, "X1": 0.38039, "Y1": 0.2422, "X2": 0.50065, "Y2": 0.242, "X3": 0.50065, "Y3": 0.2678, "X4": 0.38039, "Y4": 0.2698, "page": 0, "Index": 51}, {"Word": "requestor.", "Confidence": 0.612, "X1": 0.61307, "Y1": 0.2472, "X2": 0.73856, "Y2": 0.247, "X3": 0.73987, "Y3": 0.2638, "X4": 0.61438, "Y4": 0.2748, "page": 0, "Index": 52}, {"Word": ",", "Confidence": 0.631, "X1": 0.36732, "Y1": 0.2472, "X2": 0.37386, "Y2": 0.247, "X3": 0.37516, "Y3": 0.2698, "X4": 0.36863, "Y4": 0.2698, "page": 0, "Index": 53}, {"Word": "pete", "Confidence": 0.11, "X1": 0.54771, "Y1": 0.2552, "X2": 0.60131, "Y2": 0.255, "X3": 0.60131, "Y3": 0.2758, "X4": 0.54902, "Y4": 0.2798, "page": 0, "Index": 54}, {"Word": "4.", "Confidence": 0.98, "X1": 0.12941, "Y1": 0.2572, "X2": 0.16078, "Y2": 0.257, "X3": 0.16209, "Y3": 0.2828, "X4": 0.12941, "Y4": 0.2818, "page": 0, "Index": 55}, {"Word": "Putting", "Confidence": 0.531, "X1": 0.18562, "Y1": 0.2602, "X2": 0.32418, "Y2": 0.26, "X3": 0.32418, "Y3": 0.2868, "X4": 0.18693, "Y4": 0.2838, "page": 0, "Index": 56}, {"Word": "drawings", "Confidence": 0.619, "X1": 0.35294, "Y1": 0.2582, "X2": 0.51111, "Y2": 0.258, "X3": 0.51242, "Y3": 0.2818, "X4": 0.35425, "Y4": 0.2858, "page": 0, "Index": 57}, {"Word": "il", "Confidence": 0.07, "X1": 0.52026, "Y1": 0.2572, "X2": 0.54248, "Y2": 0.257, "X3": 0.54379, "Y3": 0.2798, "X4": 0.52157, "Y4": 0.2808, "page": 0, "Index": 58}, {"Word": "nom", "Confidence": 0.078, "X1": 0.57124, "Y1": 0.2622, "X2": 0.62092, "Y2": 0.262, "X3": 0.61961, "Y3": 0.2858, "X4": 0.57124, "Y4": 0.2878, "page": 0, "Index": 59}, {"Word": "the", "Confidence": 0.865, "X1": 0.65359, "Y1": 0.2602, "X2": 0.7098, "Y2": 0.26, "X3": 0.7098, "Y3": 0.2828, "X4": 0.65359, "Y4": 0.2848, "page": 0, "Index": 60}, {"Word": "tubefilet", "Confidence": 0.127, "X1": 0.73072, "Y1": 0.2582, "X2": 0.91765, "Y2": 0.258, "X3": 0.91765, "Y3": 0.2828, "X4": 0.73072, "Y4": 0.2828, "page": 0, "Index": 61}, {"Word": "for", "Confidence": 0.937, "X1": 0.19216, "Y1": 0.2932, "X2": 0.23791, "Y2": 0.293, "X3": 0.23922, "Y3": 0.3168, "X4": 0.19346, "Y4": 0.3168, "page": 0, "Index": 62}, {"Word": "project", "Confidence": 0.712, "X1": 0.27059, "Y1": 0.2902, "X2": 0.38693, "Y2": 0.29, "X3": 0.38693, "Y3": 0.3158, "X4": 0.2719, "Y4": 0.3168, "page": 0, "Index": 63}, {"Word": "work.", "Confidence": 0.888, "X1": 0.42484, "Y1": 0.2912, "X2": 0.5451, "Y2": 0.291, "X3": 0.5451, "Y3": 0.3128, "X4": 0.42484, "Y4": 0.3148, "page": 0, "Index": 64}, {"Word": "5.", "Confidence": 0.613, "X1": 0.1268, "Y1": 0.3222, "X2": 0.1634, "Y2": 0.322, "X3": 0.1634, "Y3": 0.3458, "X4": 0.1281, "Y4": 0.3458, "page": 0, "Index": 65}, {"Word": "Running", "Confidence": 0.886, "X1": 0.19608, "Y1": 0.3222, "X2": 0.34641, "Y2": 0.322, "X3": 0.34641, "Y3": 0.3478, "X4": 0.19608, "Y4": 0.3468, "page": 0, "Index": 66}, {"Word": "copies", "Confidence": 0.885, "X1": 0.36993, "Y1": 0.3212, "X2": 0.47451, "Y2": 0.321, "X3": 0.47451, "Y3": 0.3478, "X4": 0.36993, "Y4": 0.3478, "page": 0, "Index": 67}, {"Word": "of", "Confidence": 0.993, "X1": 0.50196, "Y1": 0.3212, "X2": 0.54248, "Y2": 0.321, "X3": 0.54248, "Y3": 0.3478, "X4": 0.50196, "Y4": 0.3478, "page": 0, "Index": 68}, {"Word": "original", "Confidence": 0.985, "X1": 0.56209, "Y1": 0.3192, "X2": 0.70719, "Y2": 0.319, "X3": 0.70719, "Y3": 0.3468, "X4": 0.56078, "Y4": 0.3478, "page": 0, "Index": 69}, {"Word": "drawings", "Confidence": 0.908, "X1": 0.7451, "Y1": 0.3162, "X2": 0.9085, "Y2": 0.316, "X3": 0.90719, "Y3": 0.3448, "X4": 0.74379, "Y4": 0.3468, "page": 0, "Index": 70}, {"Word": "and", "Confidence": 0.993, "X1": 0.18824, "Y1": 0.3522, "X2": 0.25229, "Y2": 0.352, "X3": 0.25359, "Y3": 0.3778, "X4": 0.18954, "Y4": 0.3788, "page": 0, "Index": 71}, {"Word": "yelacing", "Confidence": 0.911, "X1": 0.27843, "Y1": 0.3522, "X2": 0.4183, "Y2": 0.352, "X3": 0.41961, "Y3": 0.3768, "X4": 0.27974, "Y4": 0.3778, "page": 0, "Index": 72}, {"Word": "them", "Confidence": 0.908, "X1": 0.46144, "Y1": 0.3522, "X2": 0.54641, "Y2": 0.352, "X3": 0.54771, "Y3": 0.3758, "X4": 0.46275, "Y4": 0.3768, "page": 0, "Index": 73}, {"Word": "in", "Confidence": 0.981, "X1": 0.61176, "Y1": 0.3512, "X2": 0.65359, "Y2": 0.351, "X3": 0.65359, "Y3": 0.3748, "X4": 0.61176, "Y4": 0.3748, "page": 0, "Index": 74}, {"Word": "the", "Confidence": 0.986, "X1": 0.68366, "Y1": 0.3502, "X2": 0.74248, "Y2": 0.35, "X3": 0.74248, "Y3": 0.3748, "X4": 0.68366, "Y4": 0.3748, "page": 0, "Index": 75}, {"Word": "tuls", "Confidence": 0.559, "X1": 0.77386, "Y1": 0.3492, "X2": 0.86667, "Y2": 0.349, "X3": 0.86667, "Y3": 0.3738, "X4": 0.77386, "Y4": 0.3738, "page": 0, "Index": 76}, {"Word": "while", "Confidence": 0.952, "X1": 0.19608, "Y1": 0.3822, "X2": 0.29281, "Y2": 0.382, "X3": 0.29412, "Y3": 0.4078, "X4": 0.19739, "Y4": 0.4068, "page": 0, "Index": 77}, {"Word": "originals", "Confidence": 0.74, "X1": 0.31503, "Y1": 0.3822, "X2": 0.48627, "Y2": 0.382, "X3": 0.48758, "Y3": 0.4078, "X4": 0.31634, "Y4": 0.4078, "page": 0, "Index": 78}, {"Word": "are", "Confidence": 0.954, "X1": 0.52288, "Y1": 0.3822, "X2": 0.57908, "Y2": 0.382, "X3": 0.58039, "Y3": 0.4078, "X4": 0.52418, "Y4": 0.4078, "page": 0, "Index": 79}, {"Word": "being", "Confidence": 0.782, "X1": 0.60261, "Y1": 0.3812, "X2": 0.70719, "Y2": 0.381, "X3": 0.7085, "Y3": 0.4058, "X4": 0.60392, "Y4": 0.4068, "page": 0, "Index": 80}, {"Word": "revised.", "Confidence": 0.546, "X1": 0.74771, "Y1": 0.3782, "X2": 0.90588, "Y2": 0.378, "X3": 0.90719, "Y3": 0.4028, "X4": 0.74902, "Y4": 0.4058, "page": 0, "Index": 81}, {"Word": "6.", "Confidence": 0.701, "X1": 0.13072, "Y1": 0.4102, "X2": 0.16601, "Y2": 0.41, "X3": 0.16601, "Y3": 0.4358, "X4": 0.13072, "Y4": 0.4348, "page": 0, "Index": 82}, {"Word": "drawings", "Confidence": 0.937, "X1": 0.61307, "Y1": 0.4072, "X2": 0.76732, "Y2": 0.407, "X3": 0.76863, "Y3": 0.4328, "X4": 0.61307, "Y4": 0.4378, "page": 0, "Index": 83}, {"Word": "back", "Confidence": 0.06, "X1": 0.77778, "Y1": 0.4042, "X2": 0.83922, "Y2": 0.404, "X3": 0.84052, "Y3": 0.4288, "X4": 0.77778, "Y4": 0.4318, "page": 0, "Index": 84}, {"Word": "the", "Confidence": 0.617, "X1": 0.38039, "Y1": 0.4142, "X2": 0.43399, "Y2": 0.414, "X3": 0.43399, "Y3": 0.4408, "X4": 0.38039, "Y4": 0.4398, "page": 0, "Index": 85}, {"Word": "original", "Confidence": 0.802, "X1": 0.45229, "Y1": 0.4132, "X2": 0.58562, "Y2": 0.413, "X3": 0.58562, "Y3": 0.4388, "X4": 0.45229, "Y4": 0.4398, "page": 0, "Index": 86}, {"Word": "completion.", "Confidence": 0.753, "X1": 0.5634, "Y1": 0.4432, "X2": 0.76078, "Y2": 0.443, "X3": 0.76209, "Y3": 0.4658, "X4": 0.56471, "Y4": 0.4698, "page": 0, "Index": 87}, {"Word": "drawing", "Confidence": 0.314, "X1": 0.03007, "Y1": 0.4442, "X2": 0.10327, "Y2": 0.444, "X3": 0.10327, "Y3": 0.4688, "X4": 0.03007, "Y4": 0.4678, "page": 0, "Index": 88}, {"Word": "files", "Confidence": 0.74, "X1": 0.1098, "Y1": 0.4442, "X2": 0.16601, "Y2": 0.444, "X3": 0.16732, "Y3": 0.4698, "X4": 0.1098, "Y4": 0.4688, "page": 0, "Index": 89}, {"Word": "after", "Confidence": 0.843, "X1": 0.30327, "Y1": 0.4432, "X2": 0.38693, "Y2": 0.443, "X3": 0.38693, "Y3": 0.4708, "X4": 0.30458, "Y4": 0.4708, "page": 0, "Index": 90}, {"Word": "project", "Confidence": 0.986, "X1": 0.42745, "Y1": 0.4432, "X2": 0.54118, "Y2": 0.443, "X3": 0.54118, "Y3": 0.4698, "X4": 0.42745, "Y4": 0.4708, "page": 0, "Index": 91}, {"Word": "7.", "Confidence": 0.829, "X1": 0.13072, "Y1": 0.4742, "X2": 0.16601, "Y2": 0.474, "X3": 0.16732, "Y3": 0.4998, "X4": 0.13203, "Y4": 0.4988, "page": 0, "Index": 92}, {"Word": "making", "Confidence": 0.962, "X1": 0.20392, "Y1": 0.4742, "X2": 0.32418, "Y2": 0.474, "X3": 0.32549, "Y3": 0.5008, "X4": 0.20392, "Y4": 0.4998, "page": 0, "Index": 93}, {"Word": "copies", "Confidence": 0.729, "X1": 0.35294, "Y1": 0.4742, "X2": 0.46536, "Y2": 0.474, "X3": 0.46536, "Y3": 0.5008, "X4": 0.35294, "Y4": 0.5008, "page": 0, "Index": 94}, {"Word": "of", "Confidence": 0.987, "X1": 0.48758, "Y1": 0.4742, "X2": 0.5281, "Y2": 0.474, "X3": 0.5281, "Y3": 0.5008, "X4": 0.48758, "Y4": 0.5008, "page": 0, "Index": 95}, {"Word": "drugs/loope", "Confidence": 0.59, "X1": 0.55163, "Y1": 0.4742, "X2": 0.75425, "Y2": 0.474, "X3": 0.75425, "Y3": 0.4998, "X4": 0.55163, "Y4": 0.5008, "page": 0, "Index": 96}, {"Word": "for", "Confidence": 0.954, "X1": 0.7817, "Y1": 0.4752, "X2": 0.83529, "Y2": 0.475, "X3": 0.83529, "Y3": 0.4998, "X4": 0.7817, "Y4": 0.4998, "page": 0, "Index": 97}, {"Word": "maitena", "Confidence": 0.111, "X1": 0.06405, "Y1": 0.5122, "X2": 0.17647, "Y2": 0.512, "X3": 0.1817, "Y3": 0.5378, "X4": 0.06797, "Y4": 0.5418, "page": 0, "Index": 98}, {"Word": "conet.", "Confidence": 0.614, "X1": 0.19085, "Y1": 0.5072, "X2": 0.28366, "Y2": 0.507, "X3": 0.28758, "Y3": 0.5348, "X4": 0.19608, "Y4": 0.5368, "page": 0, "Index": 99}, {"Word": "/", "Confidence": 0.526, "X1": 0.2915, "Y1": 0.5062, "X2": 0.31111, "Y2": 0.506, "X3": 0.31503, "Y3": 0.5338, "X4": 0.29542, "Y4": 0.5348, "page": 0, "Index": 100}, {"Word": "bid", "Confidence": 0.419, "X1": 0.31765, "Y1": 0.5052, "X2": 0.37647, "Y2": 0.505, "X3": 0.38039, "Y3": 0.5328, "X4": 0.32157, "Y4": 0.5338, "page": 0, "Index": 101}, {"Word": "packages", "Confidence": 0.904, "X1": 0.4183, "Y1": 0.5022, "X2": 0.56732, "Y2": 0.502, "X3": 0.56993, "Y3": 0.5298, "X4": 0.42092, "Y4": 0.5318, "page": 0, "Index": 102}, {"Word": "or", "Confidence": 0.639, "X1": 0.6, "Y1": 0.5022, "X2": 0.64052, "Y2": 0.502, "X3": 0.64314, "Y3": 0.5298, "X4": 0.60261, "Y4": 0.5298, "page": 0, "Index": 103}, {"Word": "for", "Confidence": 0.92, "X1": 0.65882, "Y1": 0.5032, "X2": 0.71373, "Y2": 0.503, "X3": 0.71503, "Y3": 0.5298, "X4": 0.66144, "Y4": 0.5298, "page": 0, "Index": 104}, {"Word": "reference.", "Confidence": 0.852, "X1": 0.75033, "Y1": 0.5092, "X2": 0.93595, "Y2": 0.509, "X3": 0.93725, "Y3": 0.5328, "X4": 0.75163, "Y4": 0.5298, "page": 0, "Index": 105}, {"Word": "wine", "Confidence": 0.083, "X1": 0.65098, "Y1": 0.5222, "X2": 0.72549, "Y2": 0.522, "X3": 0.7281, "Y3": 0.5438, "X4": 0.65359, "Y4": 0.5498, "page": 0, "Index": 106}, {"Word": "copies", "Confidence": 0.897, "X1": 0.46667, "Y1": 0.5302, "X2": 0.58039, "Y2": 0.53, "X3": 0.58301, "Y3": 0.5548, "X4": 0.46797, "Y4": 0.5608, "page": 0, "Index": 107}, {"Word": "of", "Confidence": 0.957, "X1": 0.60654, "Y1": 0.5262, "X2": 0.64444, "Y2": 0.526, "X3": 0.64706, "Y3": 0.5508, "X4": 0.60915, "Y4": 0.5528, "page": 0, "Index": 108}, {"Word": "drugs", "Confidence": 0.211, "X1": 0.66928, "Y1": 0.5362, "X2": 0.76209, "Y2": 0.536, "X3": 0.7634, "Y3": 0.5578, "X4": 0.6719, "Y4": 0.5648, "page": 0, "Index": 109}, {"Word": "to", "Confidence": 0.997, "X1": 0.79739, "Y1": 0.5352, "X2": 0.83529, "Y2": 0.535, "X3": 0.8366, "Y3": 0.5558, "X4": 0.79869, "Y4": 0.5558, "page": 0, "Index": 110}, {"Word": "area", "Confidence": 0.456, "X1": 0.84706, "Y1": 0.5372, "X2": 0.9085, "Y2": 0.537, "X3": 0.9098, "Y3": 0.5578, "X4": 0.84837, "Y4": 0.5558, "page": 0, "Index": 111}, {"Word": "18.", "Confidence": 0.668, "X1": 0.10065, "Y1": 0.5352, "X2": 0.16601, "Y2": 0.535, "X3": 0.16601, "Y3": 0.5608, "X4": 0.10065, "Y4": 0.5578, "page": 0, "Index": 112}, {"Word": "istiluting", "Confidence": 0.134, "X1": 0.21961, "Y1": 0.5352, "X2": 0.43007, "Y2": 0.535, "X3": 0.43268, "Y3": 0.5618, "X4": 0.21961, "Y4": 0.5628, "page": 0, "Index": 113}, {"Word": "of", "Confidence": 0.921, "X1": 0.60654, "Y1": 0.5432, "X2": 0.64183, "Y2": 0.543, "X3": 0.64444, "Y3": 0.5688, "X4": 0.60915, "Y4": 0.5738, "page": 0, "Index": 114}, {"Word": "craft", "Confidence": 0.495, "X1": 0.04575, "Y1": 0.5642, "X2": 0.10588, "Y2": 0.564, "X3": 0.10719, "Y3": 0.5908, "X4": 0.04706, "Y4": 0.5898, "page": 0, "Index": 115}, {"Word": "file,", "Confidence": 0.465, "X1": 0.11242, "Y1": 0.5642, "X2": 0.18431, "Y2": 0.564, "X3": 0.18431, "Y3": 0.5908, "X4": 0.11373, "Y4": 0.5908, "page": 0, "Index": 116}, {"Word": "fuld", "Confidence": 0.452, "X1": 0.20261, "Y1": 0.5642, "X2": 0.28235, "Y2": 0.564, "X3": 0.28366, "Y3": 0.5918, "X4": 0.20392, "Y4": 0.5908, "page": 0, "Index": 117}, {"Word": "appropriate", "Confidence": 0.42, "X1": 0.31503, "Y1": 0.5652, "X2": 0.53333, "Y2": 0.565, "X3": 0.53464, "Y3": 0.5918, "X4": 0.31503, "Y4": 0.5918, "page": 0, "Index": 118}, {"Word": "people,", "Confidence": 0.607, "X1": 0.56078, "Y1": 0.5662, "X2": 0.68105, "Y2": 0.566, "X3": 0.68235, "Y3": 0.5898, "X4": 0.56209, "Y4": 0.5918, "page": 0, "Index": 119}, {"Word": "etc.", "Confidence": 0.63, "X1": 0.69542, "Y1": 0.5672, "X2": 0.77124, "Y2": 0.567, "X3": 0.77124, "Y3": 0.5888, "X4": 0.69542, "Y4": 0.5898, "page": 0, "Index": 120}, {"Word": "system", "Confidence": 0.545, "X1": 0.72157, "Y1": 0.5932, "X2": 0.83791, "Y2": 0.593, "X3": 0.83922, "Y3": 0.6178, "X4": 0.72288, "Y4": 0.6208, "page": 0, "Index": 121}, {"Word": "to", "Confidence": 0.729, "X1": 0.88105, "Y1": 0.5912, "X2": 0.91765, "Y2": 0.591, "X3": 0.91895, "Y3": 0.6148, "X4": 0.88235, "Y4": 0.6158, "page": 0, "Index": 122}, {"Word": "9.", "Confidence": 0.223, "X1": 0.12288, "Y1": 0.5912, "X2": 0.15948, "Y2": 0.591, "X3": 0.15948, "Y3": 0.6208, "X4": 0.12288, "Y4": 0.6198, "page": 0, "Index": 123}, {"Word": "Backing", "Confidence": 0.971, "X1": 0.18824, "Y1": 0.5952, "X2": 0.3281, "Y2": 0.595, "X3": 0.3281, "Y3": 0.6238, "X4": 0.18824, "Y4": 0.6208, "page": 0, "Index": 124}, {"Word": "up", "Confidence": 0.621, "X1": 0.36601, "Y1": 0.5962, "X2": 0.42222, "Y2": 0.596, "X3": 0.42222, "Y3": 0.6238, "X4": 0.36601, "Y4": 0.6238, "page": 0, "Index": 125}, {"Word": "durgs.", "Confidence": 0.258, "X1": 0.44967, "Y1": 0.5962, "X2": 0.55686, "Y2": 0.596, "X3": 0.55817, "Y3": 0.6238, "X4": 0.45098, "Y4": 0.6238, "page": 0, "Index": 126}, {"Word": "on", "Confidence": 0.996, "X1": 0.56732, "Y1": 0.5962, "X2": 0.61307, "Y2": 0.596, "X3": 0.61438, "Y3": 0.6228, "X4": 0.56732, "Y4": 0.6238, "page": 0, "Index": 127}, {"Word": "CAD", "Confidence": 0.809, "X1": 0.62745, "Y1": 0.5962, "X2": 0.69281, "Y2": 0.596, "X3": 0.69412, "Y3": 0.6218, "X4": 0.62876, "Y4": 0.6228, "page": 0, "Index": 128}, {"Word": "Bernoulli's.", "Confidence": 0.164, "X1": 0.66928, "Y1": 0.6212, "X2": 0.89281, "Y2": 0.621, "X3": 0.89542, "Y3": 0.6478, "X4": 0.6719, "Y4": 0.6508, "page": 0, "Index": 129}, {"Word": "son,", "Confidence": 0.682, "X1": 0.17778, "Y1": 0.6272, "X2": 0.24314, "Y2": 0.627, "X3": 0.24444, "Y3": 0.6558, "X4": 0.17908, "Y4": 0.6568, "page": 0, "Index": 130}, {"Word": "father,", "Confidence": 0.715, "X1": 0.26275, "Y1": 0.6272, "X2": 0.38039, "Y2": 0.627, "X3": 0.3817, "Y3": 0.6548, "X4": 0.26405, "Y4": 0.6558, "page": 0, "Index": 131}, {"Word": "+", "Confidence": 0.151, "X1": 0.38693, "Y1": 0.6262, "X2": 0.41046, "Y2": 0.626, "X3": 0.41176, "Y3": 0.6548, "X4": 0.38954, "Y4": 0.6548, "page": 0, "Index": 132}, {"Word": "grandfather", "Confidence": 0.814, "X1": 0.42614, "Y1": 0.6242, "X2": 0.64444, "Y2": 0.624, "X3": 0.64706, "Y3": 0.6518, "X4": 0.42745, "Y4": 0.6538, "page": 0, "Index": 133}, {"Word": "10.", "Confidence": 0.982, "X1": 0.12418, "Y1": 0.6592, "X2": 0.16601, "Y2": 0.659, "X3": 0.16601, "Y3": 0.6838, "X4": 0.12549, "Y4": 0.6838, "page": 0, "Index": 134}, {"Word": "Issuing", "Confidence": 0.158, "X1": 0.17516, "Y1": 0.6582, "X2": 0.33464, "Y2": 0.658, "X3": 0.33595, "Y3": 0.6868, "X4": 0.17647, "Y4": 0.6848, "page": 0, "Index": 135}, {"Word": "drawing", "Confidence": 0.884, "X1": 0.36732, "Y1": 0.6582, "X2": 0.5268, "Y2": 0.658, "X3": 0.5281, "Y3": 0.6868, "X4": 0.36863, "Y4": 0.6868, "page": 0, "Index": 136}, {"Word": "/", "Confidence": 0.91, "X1": 0.53725, "Y1": 0.6582, "X2": 0.55817, "Y2": 0.658, "X3": 0.55948, "Y3": 0.6858, "X4": 0.53856, "Y4": 0.6858, "page": 0, "Index": 137}, {"Word": "loop", "Confidence": 0.945, "X1": 0.56471, "Y1": 0.6572, "X2": 0.64183, "Y2": 0.657, "X3": 0.64314, "Y3": 0.6848, "X4": 0.56601, "Y4": 0.6858, "page": 0, "Index": 138}, {"Word": "numbers.", "Confidence": 0.868, "X1": 0.68758, "Y1": 0.6572, "X2": 0.86144, "Y2": 0.657, "X3": 0.86275, "Y3": 0.6798, "X4": 0.6902, "Y4": 0.6838, "page": 0, "Index": 139}, {"Word": "11.", "Confidence": 0.987, "X1": 0.11765, "Y1": 0.6902, "X2": 0.16078, "Y2": 0.69, "X3": 0.15948, "Y3": 0.7158, "X4": 0.11634, "Y4": 0.7158, "page": 0, "Index": 140}, {"Word": "maintaining", "Confidence": 0.964, "X1": 0.20915, "Y1": 0.6892, "X2": 0.41569, "Y2": 0.689, "X3": 0.41569, "Y3": 0.7158, "X4": 0.20915, "Y4": 0.7158, "page": 0, "Index": 141}, {"Word": "an", "Confidence": 0.944, "X1": 0.45621, "Y1": 0.6892, "X2": 0.50327, "Y2": 0.689, "X3": 0.50327, "Y3": 0.7148, "X4": 0.45621, "Y4": 0.7158, "page": 0, "Index": 142}, {"Word": "updated", "Confidence": 0.859, "X1": 0.54379, "Y1": 0.6892, "X2": 0.68366, "Y2": 0.689, "X3": 0.68497, "Y3": 0.7148, "X4": 0.54379, "Y4": 0.7148, "page": 0, "Index": 143}, {"Word": "of", "Confidence": 0.596, "X1": 0.18693, "Y1": 0.7212, "X2": 0.22484, "Y2": 0.721, "X3": 0.22484, "Y3": 0.7458, "X4": 0.18693, "Y4": 0.7468, "page": 0, "Index": 144}, {"Word": "log", "Confidence": 0.731, "X1": 0.24706, "Y1": 0.7202, "X2": 0.31111, "Y2": 0.72, "X3": 0.3098, "Y3": 0.7458, "X4": 0.24706, "Y4": 0.7458, "page": 0, "Index": 145}, {"Word": "of", "Confidence": 0.997, "X1": 0.34118, "Y1": 0.7202, "X2": 0.37516, "Y2": 0.72, "X3": 0.37386, "Y3": 0.7458, "X4": 0.34118, "Y4": 0.7458, "page": 0, "Index": 146}, {"Word": "existing", "Confidence": 0.886, "X1": 0.4183, "Y1": 0.7192, "X2": 0.55817, "Y2": 0.719, "X3": 0.55817, "Y3": 0.7448, "X4": 0.41699, "Y4": 0.7448, "page": 0, "Index": 147}, {"Word": "durge", "Confidence": 0.736, "X1": 0.59216, "Y1": 0.7192, "X2": 0.67712, "Y2": 0.719, "X3": 0.67712, "Y3": 0.7438, "X4": 0.59216, "Y4": 0.7438, "page": 0, "Index": 148}, {"Word": "&", "Confidence": 0.064, "X1": 0.69542, "Y1": 0.7192, "X2": 0.71634, "Y2": 0.719, "X3": 0.71634, "Y3": 0.7438, "X4": 0.69542, "Y4": 0.7438, "page": 0, "Index": 149}, {"Word": "new", "Confidence": 0.797, "X1": 0.72941, "Y1": 0.7192, "X2": 0.78431, "Y2": 0.719, "X3": 0.78431, "Y3": 0.7428, "X4": 0.72941, "Y4": 0.7428, "page": 0, "Index": 150}, {"Word": "ones.", "Confidence": 0.708, "X1": 0.80654, "Y1": 0.7202, "X2": 0.9085, "Y2": 0.72, "X3": 0.9085, "Y3": 0.7418, "X4": 0.80654, "Y4": 0.7428, "page": 0, "Index": 151}, {"Word": "Maintaining", "Confidence": 0.989, "X1": 0.20654, "Y1": 0.7502, "X2": 0.43268, "Y2": 0.75, "X3": 0.43268, "Y3": 0.7758, "X4": 0.20654, "Y4": 0.7788, "page": 0, "Index": 152}, {"Word": "an", "Confidence": 0.95, "X1": 0.46144, "Y1": 0.7502, "X2": 0.50588, "Y2": 0.75, "X3": 0.50458, "Y3": 0.7758, "X4": 0.46013, "Y4": 0.7758, "page": 0, "Index": 153}, {"Word": "updated", "Confidence": 0.983, "X1": 0.53856, "Y1": 0.7492, "X2": 0.68366, "Y2": 0.749, "X3": 0.68235, "Y3": 0.7758, "X4": 0.53725, "Y4": 0.7748, "page": 0, "Index": 154}, {"Word": "hanging", "Confidence": 0.772, "X1": 0.72549, "Y1": 0.7482, "X2": 0.87059, "Y2": 0.748, "X3": 0.86797, "Y3": 0.7768, "X4": 0.72418, "Y4": 0.7758, "page": 0, "Index": 155}, {"Word": "12.", "Confidence": 0.984, "X1": 0.12288, "Y1": 0.7532, "X2": 0.16863, "Y2": 0.753, "X3": 0.16863, "Y3": 0.7788, "X4": 0.12418, "Y4": 0.7798, "page": 0, "Index": 156}, {"Word": "dug.", "Confidence": 0.712, "X1": 0.18824, "Y1": 0.7842, "X2": 0.28758, "Y2": 0.784, "X3": 0.28627, "Y3": 0.8098, "X4": 0.18693, "Y4": 0.8088, "page": 0, "Index": 157}, {"Word": "file", "Confidence": 0.924, "X1": 0.30588, "Y1": 0.7832, "X2": 0.3817, "Y2": 0.783, "X3": 0.3817, "Y3": 0.8098, "X4": 0.30588, "Y4": 0.8098, "page": 0, "Index": 158}, {"Word": "&", "Confidence": 0.062, "X1": 0.39608, "Y1": 0.7832, "X2": 0.4183, "Y2": 0.783, "X3": 0.4183, "Y3": 0.8098, "X4": 0.39608, "Y4": 0.8098, "page": 0, "Index": 159}, {"Word": "index.", "Confidence": 0.825, "X1": 0.44183, "Y1": 0.7832, "X2": 0.5817, "Y2": 0.783, "X3": 0.5817, "Y3": 0.8098, "X4": 0.44183, "Y4": 0.8098, "page": 0, "Index": 160}, {"Word": "maintaining", "Confidence": 0.833, "X1": 0.21307, "Y1": 0.8132, "X2": 0.42092, "Y2": 0.813, "X3": 0.42092, "Y3": 0.8378, "X4": 0.21438, "Y4": 0.8408, "page": 0, "Index": 161}, {"Word": "an", "Confidence": 0.828, "X1": 0.45621, "Y1": 0.8122, "X2": 0.50065, "Y2": 0.812, "X3": 0.50065, "Y3": 0.8368, "X4": 0.45752, "Y4": 0.8378, "page": 0, "Index": 162}, {"Word": "updated", "Confidence": 0.708, "X1": 0.53987, "Y1": 0.8092, "X2": 0.67712, "Y2": 0.809, "X3": 0.67843, "Y3": 0.8358, "X4": 0.54118, "Y4": 0.8368, "page": 0, "Index": 163}, {"Word": "vendor", "Confidence": 0.735, "X1": 0.7268, "Y1": 0.8072, "X2": 0.85882, "Y2": 0.807, "X3": 0.86013, "Y3": 0.8348, "X4": 0.7268, "Y4": 0.8348, "page": 0, "Index": 164}, {"Word": "13.", "Confidence": 0.999, "X1": 0.1281, "Y1": 0.8162, "X2": 0.16732, "Y2": 0.816, "X3": 0.16993, "Y3": 0.8408, "X4": 0.12941, "Y4": 0.8418, "page": 0, "Index": 165}, {"Word": "drawing", "Confidence": 0.987, "X1": 0.19085, "Y1": 0.8442, "X2": 0.35163, "Y2": 0.844, "X3": 0.35163, "Y3": 0.8708, "X4": 0.19085, "Y4": 0.8738, "page": 0, "Index": 166}, {"Word": "file", "Confidence": 0.889, "X1": 0.39216, "Y1": 0.8422, "X2": 0.46797, "Y2": 0.842, "X3": 0.46928, "Y3": 0.8698, "X4": 0.39346, "Y4": 0.8698, "page": 0, "Index": 167}, {"Word": "+", "Confidence": 0.731, "X1": 0.4915, "Y1": 0.8412, "X2": 0.51242, "Y2": 0.841, "X3": 0.51373, "Y3": 0.8688, "X4": 0.4915, "Y4": 0.8688, "page": 0, "Index": 168}, {"Word": "index.", "Confidence": 0.753, "X1": 0.53987, "Y1": 0.8432, "X2": 0.67059, "Y2": 0.843, "X3": 0.6719, "Y3": 0.8688, "X4": 0.54118, "Y4": 0.8688, "page": 0, "Index": 169}, {"Word": "status", "Confidence": 0.629, "X1": 0.82353, "Y1": 0.8432, "X2": 0.88889, "Y2": 0.843, "X3": 0.88889, "Y3": 0.8718, "X4": 0.82092, "Y4": 0.8758, "page": 0, "Index": 170}, {"Word": "pari", "Confidence": 0.059, "X1": 0.89673, "Y1": 0.8422, "X2": 0.96863, "Y2": 0.842, "X3": 0.96993, "Y3": 0.8708, "X4": 0.89673, "Y4": 0.8718, "page": 0, "Index": 171}, {"Word": "14.", "Confidence": 0.833, "X1": 0.11634, "Y1": 0.8772, "X2": 0.17255, "Y2": 0.877, "X3": 0.17255, "Y3": 0.9038, "X4": 0.11634, "Y4": 0.9048, "page": 0, "Index": 172}, {"Word": "Tracking", "Confidence": 0.8, "X1": 0.19608, "Y1": 0.8742, "X2": 0.36732, "Y2": 0.874, "X3": 0.36732, "Y3": 0.9008, "X4": 0.19608, "Y4": 0.9028, "page": 0, "Index": 173}, {"Word": "the", "Confidence": 0.983, "X1": 0.40523, "Y1": 0.8742, "X2": 0.46013, "Y2": 0.874, "X3": 0.46144, "Y3": 0.8998, "X4": 0.40523, "Y4": 0.9008, "page": 0, "Index": 174}, {"Word": "work", "Confidence": 0.971, "X1": 0.48366, "Y1": 0.8732, "X2": 0.58562, "Y2": 0.873, "X3": 0.58693, "Y3": 0.8998, "X4": 0.48497, "Y4": 0.8998, "page": 0, "Index": 175}, {"Word": "assignments", "Confidence": 0.796, "X1": 0.6, "Y1": 0.8722, "X2": 0.82222, "Y2": 0.872, "X3": 0.82353, "Y3": 0.8998, "X4": 0.60131, "Y4": 0.8998, "page": 0, "Index": 176}, {"Word": "of", "Confidence": 0.989, "X1": 0.8549, "Y1": 0.8722, "X2": 0.90065, "Y2": 0.872, "X3": 0.90327, "Y3": 0.9008, "X4": 0.85752, "Y4": 0.8998, "page": 0, "Index": 177}, {"Word": "request", "Confidence": 0.609, "X1": 0.75817, "Y1": 0.9042, "X2": 0.87451, "Y2": 0.904, "X3": 0.87582, "Y3": 0.9278, "X4": 0.75948, "Y4": 0.9298, "page": 0, "Index": 178}, {"Word": "form", "Confidence": 0.931, "X1": 0.88889, "Y1": 0.9042, "X2": 0.95294, "Y2": 0.904, "X3": 0.95425, "Y3": 0.9268, "X4": 0.8902, "Y4": 0.9278, "page": 0, "Index": 179}, {"Word": "designers", "Confidence": 0.688, "X1": 0.1817, "Y1": 0.9072, "X2": 0.33072, "Y2": 0.907, "X3": 0.33072, "Y3": 0.9328, "X4": 0.18039, "Y4": 0.9328, "page": 0, "Index": 180}, {"Word": "/", "Confidence": 0.979, "X1": 0.33725, "Y1": 0.9072, "X2": 0.35294, "Y2": 0.907, "X3": 0.35294, "Y3": 0.9328, "X4": 0.33725, "Y4": 0.9328, "page": 0, "Index": 181}, {"Word": "draftomen", "Confidence": 0.444, "X1": 0.35948, "Y1": 0.9052, "X2": 0.52418, "Y2": 0.905, "X3": 0.52418, "Y3": 0.9318, "X4": 0.35948, "Y4": 0.9328, "page": 0, "Index": 182}, {"Word": "-", "Confidence": 0.924, "X1": 0.55033, "Y1": 0.9052, "X2": 0.57124, "Y2": 0.905, "X3": 0.57124, "Y3": 0.9318, "X4": 0.55033, "Y4": 0.9318, "page": 0, "Index": 183}, {"Word": "drafting", "Confidence": 0.838, "X1": 0.58562, "Y1": 0.9042, "X2": 0.73203, "Y2": 0.904, "X3": 0.73203, "Y3": 0.9298, "X4": 0.58562, "Y4": 0.9308, "page": 0, "Index": 184}, {"Word": "e.s", "Confidence": 0.06, "X1": 0.80392, "Y1": 0.9262, "X2": 0.82876, "Y2": 0.926, "X3": 0.83137, "Y3": 0.9468, "X4": 0.80654, "Y4": 0.9478, "page": 0, "Index": 185}, {"Word": "(Akia)", "Confidence": 0.381, "X1": 0.83529, "Y1": 0.9212, "X2": 0.93725, "Y2": 0.921, "X3": 0.93725, "Y3": 0.9438, "X4": 0.8366, "Y4": 0.9468, "page": 0, "Index": 186}, {"Word": "2030341666", "Confidence": 0.995, "X1": 0.62484, "Y1": 0.9562, "X2": 0.81046, "Y2": 0.956, "X3": 0.81176, "Y3": 0.9778, "X4": 0.62484, "Y4": 0.9808, "page": 0, "Index": 187}]}	"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"
ffmk0125	1	{"lines_data": [{"Word": "\u00b7Confidential", "Confidence": 0.175, "X1": 0.78431, "Y1": 0.0482, "X2": 0.92288, "Y2": 0.048, "X3": 0.91765, "Y3": 0.0638, "X4": 0.77908, "Y4": 0.0418, "page": 0}, {"Word": "E Maintain & update engineering documenti", "Confidence": 0.66383, "X1": 0.07974, "Y1": 0.0662, "X2": 0.93464, "Y2": 0.066, "X3": 0.93333, "Y3": 0.0928, "X4": 0.07974, "Y4": 0.0838, "page": 0}, {"Word": "Philip Morris v, ABC!", "Confidence": 0.604, "X1": 0.75686, "Y1": 0.0722, "X2": 0.98562, "Y2": 0.072, "X3": 0.98301, "Y3": 0.0948, "X4": 0.75163, "Y4": 0.0588, "page": 0}, {"Word": "15. Enewing project transmittal of", "Confidence": 0.6608, "X1": 0.13464, "Y1": 0.0952, "X2": 0.84052, "Y2": 0.095, "X3": 0.84052, "Y3": 0.1208, "X4": 0.13464, "Y4": 0.1138, "page": 0}, {"Word": "completed work. to(skip)", "Confidence": 0.788, "X1": 0.19085, "Y1": 0.1272, "X2": 0.90719, "Y2": 0.127, "X3": 0.90719, "Y3": 0.1538, "X4": 0.19085, "Y4": 0.1438, "page": 0}, {"Word": "16. King transmittal login of original", "Confidence": 0.73933, "X1": 0.13203, "Y1": 0.1562, "X2": 0.92549, "Y2": 0.156, "X3": 0.92549, "Y3": 0.1828, "X4": 0.13203, "Y4": 0.1758, "page": 0}, {"Word": "drawings locating", "Confidence": 0.543, "X1": 0.19216, "Y1": 0.1742, "X2": 0.49412, "Y2": 0.174, "X3": 0.49673, "Y3": 0.1948, "X4": 0.19216, "Y4": 0.2068, "page": 0}, {"Word": "pair ad on sent out of the dept.", "Confidence": 0.56588, "X1": 0.20784, "Y1": 0.1842, "X2": 0.86144, "Y2": 0.184, "X3": 0.86275, "Y3": 0.2148, "X4": 0.20784, "Y4": 0.2258, "page": 0}, {"Word": "17. Maintaining the Xerox 2080 and", "Confidence": 0.879, "X1": 0.1268, "Y1": 0.2192, "X2": 0.83791, "Y2": 0.219, "X3": 0.83791, "Y3": 0.2428, "X4": 0.1268, "Y4": 0.2348, "page": 0}, {"Word": "Xerox. 2510. goodoperating condition.", "Confidence": 0.51825, "X1": 0.19346, "Y1": 0.2492, "X2": 0.95163, "Y2": 0.249, "X3": 0.95163, "Y3": 0.2738, "X4": 0.19346, "Y4": 0.2678, "page": 0}, {"Word": "18. 6", "Confidence": 0.651, "X1": 0.13464, "Y1": 0.2722, "X2": 0.19739, "Y2": 0.272, "X3": 0.2, "Y3": 0.2948, "X4": 0.13464, "Y4": 0.2938, "page": 0}, {"Word": "Adering drafting supplies and equipment.", "Confidence": 0.824, "X1": 0.21176, "Y1": 0.2812, "X2": 0.97255, "Y2": 0.281, "X3": 0.97124, "Y3": 0.3058, "X4": 0.21046, "Y4": 0.2988, "page": 0}, {"Word": "Cataloging of closeof gut.", "Confidence": 0.3995, "X1": 0.0, "Y1": 0.2922, "X2": 0.27843, "Y2": 0.292, "X3": 0.27712, "Y3": 0.3198, "X4": 0.0, "Y4": 0.3168, "page": 0}, {"Word": "Maintaining", "Confidence": 0.619, "X1": 0.15948, "Y1": 0.3032, "X2": 0.43791, "Y2": 0.303, "X3": 0.4366, "Y3": 0.3288, "X4": 0.15817, "Y4": 0.3278, "page": 0}, {"Word": ". Screening of File room of closed-", "Confidence": 0.72843, "X1": 0.3098, "Y1": 0.3102, "X2": 0.90458, "Y2": 0.31, "X3": 0.90327, "Y3": 0.3368, "X4": 0.3098, "Y4": 0.3238, "page": 0}, {"Word": "out, completed project foldere.", "Confidence": 0.722, "X1": 0.18431, "Y1": 0.3402, "X2": 0.81569, "Y2": 0.34, "X3": 0.81438, "Y3": 0.3668, "X4": 0.18431, "Y4": 0.3608, "page": 0}, {"Word": "20. an engineering departmental.", "Confidence": 0.496, "X1": 0.11503, "Y1": 0.3732, "X2": 0.97778, "Y2": 0.373, "X3": 0.97647, "Y3": 0.4008, "X4": 0.11373, "Y4": 0.3908, "page": 0}, {"Word": "projects report.", "Confidence": 0.9205, "X1": 0.15817, "Y1": 0.3972, "X2": 0.52026, "Y2": 0.397, "X3": 0.51895, "Y3": 0.4268, "X4": 0.15817, "Y4": 0.4248, "page": 0}, {"Word": "21. database file of", "Confidence": 0.7475, "X1": 0.11503, "Y1": 0.4322, "X2": 0.80523, "Y2": 0.432, "X3": 0.80392, "Y3": 0.4648, "X4": 0.11503, "Y4": 0.4578, "page": 0}, {"Word": "engineering drawings, on computer", "Confidence": 0.61425, "X1": 0.16993, "Y1": 0.4612, "X2": 0.80131, "Y2": 0.461, "X3": 0.80131, "Y3": 0.4868, "X4": 0.16993, "Y4": 0.4848, "page": 0}, {"Word": "22. Maintaining a fait drawing index file", "Confidence": 0.77671, "X1": 0.10458, "Y1": 0.4932, "X2": 0.95425, "Y2": 0.493, "X3": 0.95294, "Y3": 0.5278, "X4": 0.10458, "Y4": 0.5178, "page": 0}, {"Word": "23", "Confidence": 0.997, "X1": 0.0902, "Y1": 0.5182, "X2": 0.14771, "Y2": 0.518, "X3": 0.14641, "Y3": 0.5508, "X4": 0.08889, "Y4": 0.5488, "page": 0}, {"Word": "Equip No. Request form", "Confidence": 0.43275, "X1": 0.17255, "Y1": 0.5182, "X2": 0.57647, "Y2": 0.518, "X3": 0.57647, "Y3": 0.5508, "X4": 0.17255, "Y4": 0.5508, "page": 0}, {"Word": "Importer", "Confidence": 0.275, "X1": 0.49673, "Y1": 0.5372, "X2": 0.59869, "Y2": 0.537, "X3": 0.59869, "Y3": 0.5608, "X4": 0.49673, "Y4": 0.5618, "page": 0}, {"Word": "24", "Confidence": 0.956, "X1": 0.09542, "Y1": 0.5512, "X2": 0.15686, "Y2": 0.551, "X3": 0.15686, "Y3": 0.5748, "X4": 0.09542, "Y4": 0.5768, "page": 0}, {"Word": "Repair 1 PM f/- Septem.", "Confidence": 0.3602, "X1": 0.15948, "Y1": 0.5542, "X2": 0.67712, "Y2": 0.554, "X3": 0.67712, "Y3": 0.5828, "X4": 0.15817, "Y4": 0.5788, "page": 0}, {"Word": "25 Monitor standing order balances of drafting supplies", "Confidence": 0.587, "X1": 0.10196, "Y1": 0.6222, "X2": 0.95294, "Y2": 0.622, "X3": 0.95163, "Y3": 0.6588, "X4": 0.10065, "Y4": 0.6418, "page": 0}, {"Word": "26. Delivery of buy drafting supplies", "Confidence": 0.45167, "X1": 0.10196, "Y1": 0.6502, "X2": 0.71634, "Y2": 0.65, "X3": 0.71503, "Y3": 0.6778, "X4": 0.10196, "Y4": 0.6728, "page": 0}, {"Word": "2030341667", "Confidence": 0.991, "X1": 0.6732, "Y1": 0.9082, "X2": 0.86928, "Y2": 0.908, "X3": 0.86797, "Y3": 0.9318, "X4": 0.6719, "Y4": 0.9278, "page": 0}], "words_data": [{"Word": "\u00b7Confidential", "Confidence": 0.175, "X1": 0.79085, "Y1": 0.0482, "X2": 0.92157, "Y2": 0.048, "X3": 0.91895, "Y3": 0.0648, "X4": 0.78693, "Y4": 0.0428, "page": 0, "Index": 0}, {"Word": "Philip", "Confidence": 0.996, "X1": 0.77124, "Y1": 0.0512, "X2": 0.82092, "Y2": 0.051, "X3": 0.81699, "Y3": 0.0688, "X4": 0.76601, "Y4": 0.0608, "page": 0, "Index": 1}, {"Word": "E", "Confidence": 0.742, "X1": 0.08497, "Y1": 0.0542, "X2": 0.1085, "Y2": 0.054, "X3": 0.1085, "Y3": 0.0848, "X4": 0.08627, "Y4": 0.0848, "page": 0, "Index": 2}, {"Word": "Maintain", "Confidence": 0.989, "X1": 0.17255, "Y1": 0.0582, "X2": 0.33725, "Y2": 0.058, "X3": 0.33595, "Y3": 0.0878, "X4": 0.17255, "Y4": 0.0858, "page": 0, "Index": 3}, {"Word": "&", "Confidence": 0.552, "X1": 0.35556, "Y1": 0.0592, "X2": 0.37778, "Y2": 0.059, "X3": 0.37778, "Y3": 0.0878, "X4": 0.35556, "Y4": 0.0878, "page": 0, "Index": 4}, {"Word": "Morris", "Confidence": 0.956, "X1": 0.82614, "Y1": 0.0592, "X2": 0.87582, "Y2": 0.059, "X3": 0.8732, "Y3": 0.0788, "X4": 0.82222, "Y4": 0.0698, "page": 0, "Index": 5}, {"Word": "v,", "Confidence": 0.172, "X1": 0.88105, "Y1": 0.0622, "X2": 0.89673, "Y2": 0.062, "X3": 0.89412, "Y3": 0.0818, "X4": 0.87843, "Y4": 0.0788, "page": 0, "Index": 6}, {"Word": "update", "Confidence": 0.866, "X1": 0.39739, "Y1": 0.0622, "X2": 0.52026, "Y2": 0.062, "X3": 0.51895, "Y3": 0.0888, "X4": 0.39608, "Y4": 0.0878, "page": 0, "Index": 7}, {"Word": "engineering", "Confidence": 0.597, "X1": 0.54379, "Y1": 0.0682, "X2": 0.7451, "Y2": 0.068, "X3": 0.74248, "Y3": 0.0908, "X4": 0.54248, "Y4": 0.0898, "page": 0, "Index": 8}, {"Word": "documenti", "Confidence": 0.237, "X1": 0.76863, "Y1": 0.0722, "X2": 0.92418, "Y2": 0.072, "X3": 0.92157, "Y3": 0.0928, "X4": 0.76601, "Y4": 0.0908, "page": 0, "Index": 9}, {"Word": "ABC!", "Confidence": 0.292, "X1": 0.90196, "Y1": 0.0722, "X2": 0.9817, "Y2": 0.072, "X3": 0.9817, "Y3": 0.0948, "X4": 0.89935, "Y4": 0.0828, "page": 0, "Index": 10}, {"Word": "15.", "Confidence": 0.97, "X1": 0.13464, "Y1": 0.0882, "X2": 0.17908, "Y2": 0.088, "X3": 0.18039, "Y3": 0.1148, "X4": 0.13464, "Y4": 0.1138, "page": 0, "Index": 11}, {"Word": "Enewing", "Confidence": 0.401, "X1": 0.20654, "Y1": 0.0912, "X2": 0.36078, "Y2": 0.091, "X3": 0.36209, "Y3": 0.1168, "X4": 0.20654, "Y4": 0.1148, "page": 0, "Index": 12}, {"Word": "project", "Confidence": 0.249, "X1": 0.40654, "Y1": 0.0932, "X2": 0.51634, "Y2": 0.093, "X3": 0.51895, "Y3": 0.1188, "X4": 0.40784, "Y4": 0.1178, "page": 0, "Index": 13}, {"Word": "transmittal", "Confidence": 0.709, "X1": 0.53856, "Y1": 0.0962, "X2": 0.75556, "Y2": 0.096, "X3": 0.75948, "Y3": 0.1208, "X4": 0.54118, "Y4": 0.1188, "page": 0, "Index": 14}, {"Word": "of", "Confidence": 0.975, "X1": 0.79216, "Y1": 0.0962, "X2": 0.83529, "Y2": 0.096, "X3": 0.83922, "Y3": 0.1208, "X4": 0.79608, "Y4": 0.1208, "page": 0, "Index": 15}, {"Word": "completed", "Confidence": 0.982, "X1": 0.19739, "Y1": 0.1202, "X2": 0.35294, "Y2": 0.12, "X3": 0.35294, "Y3": 0.1448, "X4": 0.19739, "Y4": 0.1448, "page": 0, "Index": 16}, {"Word": "work.", "Confidence": 0.773, "X1": 0.39216, "Y1": 0.1222, "X2": 0.49935, "Y2": 0.122, "X3": 0.49935, "Y3": 0.1468, "X4": 0.39216, "Y4": 0.1458, "page": 0, "Index": 17}, {"Word": "to(skip)", "Confidence": 0.609, "X1": 0.50588, "Y1": 0.1282, "X2": 0.90458, "Y2": 0.128, "X3": 0.90458, "Y3": 0.1548, "X4": 0.50588, "Y4": 0.1468, "page": 0, "Index": 18}, {"Word": "16.", "Confidence": 0.931, "X1": 0.13333, "Y1": 0.1512, "X2": 0.17647, "Y2": 0.151, "X3": 0.17386, "Y3": 0.1768, "X4": 0.13203, "Y4": 0.1768, "page": 0, "Index": 19}, {"Word": "King", "Confidence": 0.51, "X1": 0.20261, "Y1": 0.1512, "X2": 0.33725, "Y2": 0.151, "X3": 0.33595, "Y3": 0.1768, "X4": 0.2, "Y4": 0.1768, "page": 0, "Index": 20}, {"Word": "transmittal", "Confidence": 0.642, "X1": 0.37124, "Y1": 0.1542, "X2": 0.58693, "Y2": 0.154, "X3": 0.58562, "Y3": 0.1778, "X4": 0.36993, "Y4": 0.1768, "page": 0, "Index": 21}, {"Word": "login", "Confidence": 0.51, "X1": 0.63007, "Y1": 0.1552, "X2": 0.70065, "Y2": 0.155, "X3": 0.70065, "Y3": 0.1788, "X4": 0.62876, "Y4": 0.1788, "page": 0, "Index": 22}, {"Word": "of", "Confidence": 0.936, "X1": 0.7098, "Y1": 0.1562, "X2": 0.74771, "Y2": 0.156, "X3": 0.74641, "Y3": 0.1798, "X4": 0.7085, "Y4": 0.1788, "page": 0, "Index": 23}, {"Word": "original", "Confidence": 0.907, "X1": 0.76863, "Y1": 0.1592, "X2": 0.91242, "Y2": 0.159, "X3": 0.91242, "Y3": 0.1818, "X4": 0.76863, "Y4": 0.1798, "page": 0, "Index": 24}, {"Word": "locating", "Confidence": 0.26, "X1": 0.39085, "Y1": 0.1752, "X2": 0.49281, "Y2": 0.175, "X3": 0.49281, "Y3": 0.1918, "X4": 0.39085, "Y4": 0.2008, "page": 0, "Index": 25}, {"Word": "drawings", "Confidence": 0.826, "X1": 0.19739, "Y1": 0.1802, "X2": 0.36993, "Y2": 0.18, "X3": 0.36863, "Y3": 0.2018, "X4": 0.19739, "Y4": 0.2068, "page": 0, "Index": 26}, {"Word": "out", "Confidence": 0.985, "X1": 0.51765, "Y1": 0.1852, "X2": 0.57908, "Y2": 0.185, "X3": 0.58039, "Y3": 0.2078, "X4": 0.51895, "Y4": 0.2088, "page": 0, "Index": 27}, {"Word": "ad", "Confidence": 0.58, "X1": 0.27451, "Y1": 0.1972, "X2": 0.31503, "Y2": 0.197, "X3": 0.31634, "Y3": 0.2168, "X4": 0.27451, "Y4": 0.2198, "page": 0, "Index": 28}, {"Word": "on", "Confidence": 0.06, "X1": 0.33072, "Y1": 0.1942, "X2": 0.36863, "Y2": 0.194, "X3": 0.36863, "Y3": 0.2138, "X4": 0.33203, "Y4": 0.2168, "page": 0, "Index": 29}, {"Word": "sent", "Confidence": 0.15, "X1": 0.41176, "Y1": 0.1872, "X2": 0.4915, "Y2": 0.187, "X3": 0.4915, "Y3": 0.2098, "X4": 0.41176, "Y4": 0.2118, "page": 0, "Index": 30}, {"Word": "of", "Confidence": 0.986, "X1": 0.59869, "Y1": 0.1852, "X2": 0.63268, "Y2": 0.185, "X3": 0.63399, "Y3": 0.2088, "X4": 0.6, "Y4": 0.2078, "page": 0, "Index": 31}, {"Word": "the", "Confidence": 0.841, "X1": 0.66405, "Y1": 0.1852, "X2": 0.71634, "Y2": 0.185, "X3": 0.71895, "Y3": 0.2098, "X4": 0.66536, "Y4": 0.2088, "page": 0, "Index": 32}, {"Word": "dept.", "Confidence": 0.833, "X1": 0.75163, "Y1": 0.1912, "X2": 0.85882, "Y2": 0.191, "X3": 0.86013, "Y3": 0.2158, "X4": 0.75294, "Y4": 0.2108, "page": 0, "Index": 33}, {"Word": "pair", "Confidence": 0.092, "X1": 0.22484, "Y1": 0.2022, "X2": 0.26797, "Y2": 0.202, "X3": 0.26797, "Y3": 0.2208, "X4": 0.22484, "Y4": 0.2238, "page": 0, "Index": 34}, {"Word": "17.", "Confidence": 0.99, "X1": 0.1281, "Y1": 0.2132, "X2": 0.17255, "Y2": 0.213, "X3": 0.17124, "Y3": 0.2358, "X4": 0.1281, "Y4": 0.2358, "page": 0, "Index": 35}, {"Word": "Maintaining", "Confidence": 0.566, "X1": 0.20131, "Y1": 0.2152, "X2": 0.41569, "Y2": 0.215, "X3": 0.41569, "Y3": 0.2388, "X4": 0.20131, "Y4": 0.2358, "page": 0, "Index": 36}, {"Word": "the", "Confidence": 0.999, "X1": 0.44837, "Y1": 0.2162, "X2": 0.50458, "Y2": 0.216, "X3": 0.50458, "Y3": 0.2398, "X4": 0.44837, "Y4": 0.2388, "page": 0, "Index": 37}, {"Word": "Xerox", "Confidence": 0.803, "X1": 0.53333, "Y1": 0.2172, "X2": 0.61046, "Y2": 0.217, "X3": 0.61046, "Y3": 0.2408, "X4": 0.53464, "Y4": 0.2398, "page": 0, "Index": 38}, {"Word": "2080", "Confidence": 0.98, "X1": 0.64706, "Y1": 0.2182, "X2": 0.71895, "Y2": 0.218, "X3": 0.72026, "Y3": 0.2418, "X4": 0.64837, "Y4": 0.2408, "page": 0, "Index": 39}, {"Word": "and", "Confidence": 0.936, "X1": 0.73595, "Y1": 0.2202, "X2": 0.81176, "Y2": 0.22, "X3": 0.81438, "Y3": 0.2428, "X4": 0.73725, "Y4": 0.2418, "page": 0, "Index": 40}, {"Word": "Xerox.", "Confidence": 0.362, "X1": 0.19608, "Y1": 0.2452, "X2": 0.29542, "Y2": 0.245, "X3": 0.29542, "Y3": 0.2688, "X4": 0.19477, "Y4": 0.2668, "page": 0, "Index": 41}, {"Word": "2510.", "Confidence": 0.85, "X1": 0.31242, "Y1": 0.2462, "X2": 0.39608, "Y2": 0.246, "X3": 0.39608, "Y3": 0.2708, "X4": 0.31242, "Y4": 0.2688, "page": 0, "Index": 42}, {"Word": "goodoperating", "Confidence": 0.107, "X1": 0.53987, "Y1": 0.2492, "X2": 0.76993, "Y2": 0.249, "X3": 0.76993, "Y3": 0.2738, "X4": 0.53856, "Y4": 0.2718, "page": 0, "Index": 43}, {"Word": "condition.", "Confidence": 0.754, "X1": 0.78693, "Y1": 0.2502, "X2": 0.95033, "Y2": 0.25, "X3": 0.95033, "Y3": 0.2738, "X4": 0.78693, "Y4": 0.2738, "page": 0, "Index": 44}, {"Word": "18.", "Confidence": 0.916, "X1": 0.13464, "Y1": 0.2722, "X2": 0.17386, "Y2": 0.272, "X3": 0.17516, "Y3": 0.2948, "X4": 0.13464, "Y4": 0.2948, "page": 0, "Index": 45}, {"Word": "6", "Confidence": 0.386, "X1": 0.18301, "Y1": 0.2722, "X2": 0.19869, "Y2": 0.272, "X3": 0.19869, "Y3": 0.2938, "X4": 0.18301, "Y4": 0.2948, "page": 0, "Index": 46}, {"Word": "Adering", "Confidence": 0.61, "X1": 0.21699, "Y1": 0.2762, "X2": 0.35033, "Y2": 0.276, "X3": 0.35033, "Y3": 0.2998, "X4": 0.21569, "Y4": 0.2968, "page": 0, "Index": 47}, {"Word": "drafting", "Confidence": 0.708, "X1": 0.38431, "Y1": 0.2772, "X2": 0.52157, "Y2": 0.277, "X3": 0.52157, "Y3": 0.3028, "X4": 0.38431, "Y4": 0.3008, "page": 0, "Index": 48}, {"Word": "supplies", "Confidence": 0.877, "X1": 0.55163, "Y1": 0.2792, "X2": 0.69281, "Y2": 0.279, "X3": 0.69412, "Y3": 0.3048, "X4": 0.55163, "Y4": 0.3028, "page": 0, "Index": 49}, {"Word": "and", "Confidence": 0.99, "X1": 0.71895, "Y1": 0.2802, "X2": 0.77255, "Y2": 0.28, "X3": 0.77386, "Y3": 0.3058, "X4": 0.71895, "Y4": 0.3048, "page": 0, "Index": 50}, {"Word": "equipment.", "Confidence": 0.935, "X1": 0.79869, "Y1": 0.2832, "X2": 0.96863, "Y2": 0.283, "X3": 0.96993, "Y3": 0.3058, "X4": 0.79869, "Y4": 0.3058, "page": 0, "Index": 51}, {"Word": "Cataloging", "Confidence": 0.706, "X1": 0.0, "Y1": 0.2952, "X2": 0.0902, "Y2": 0.295, "X3": 0.0915, "Y3": 0.3178, "X4": 0.0, "Y4": 0.3128, "page": 0, "Index": 52}, {"Word": "gut.", "Confidence": 0.096, "X1": 0.20392, "Y1": 0.2942, "X2": 0.2719, "Y2": 0.294, "X3": 0.2732, "Y3": 0.3138, "X4": 0.20523, "Y4": 0.3178, "page": 0, "Index": 53}, {"Word": ".", "Confidence": 0.6, "X1": 0.31111, "Y1": 0.2962, "X2": 0.32418, "Y2": 0.296, "X3": 0.32418, "Y3": 0.3158, "X4": 0.31242, "Y4": 0.3148, "page": 0, "Index": 54}, {"Word": "of", "Confidence": 0.632, "X1": 0.09673, "Y1": 0.2962, "X2": 0.1268, "Y2": 0.296, "X3": 0.1268, "Y3": 0.3188, "X4": 0.09673, "Y4": 0.3188, "page": 0, "Index": 55}, {"Word": "closeof", "Confidence": 0.164, "X1": 0.13856, "Y1": 0.2972, "X2": 0.19739, "Y2": 0.297, "X3": 0.19869, "Y3": 0.3188, "X4": 0.13856, "Y4": 0.3188, "page": 0, "Index": 56}, {"Word": "Maintaining", "Confidence": 0.619, "X1": 0.20915, "Y1": 0.3072, "X2": 0.41307, "Y2": 0.307, "X3": 0.41438, "Y3": 0.3278, "X4": 0.20915, "Y4": 0.3288, "page": 0, "Index": 57}, {"Word": "Screening", "Confidence": 0.59, "X1": 0.33203, "Y1": 0.3012, "X2": 0.44183, "Y2": 0.301, "X3": 0.44314, "Y3": 0.3248, "X4": 0.33333, "Y4": 0.3168, "page": 0, "Index": 58}, {"Word": "of", "Confidence": 0.28, "X1": 0.45098, "Y1": 0.3032, "X2": 0.48105, "Y2": 0.303, "X3": 0.48235, "Y3": 0.3278, "X4": 0.45229, "Y4": 0.3258, "page": 0, "Index": 59}, {"Word": "File", "Confidence": 0.632, "X1": 0.50196, "Y1": 0.3062, "X2": 0.56993, "Y2": 0.306, "X3": 0.57124, "Y3": 0.3318, "X4": 0.50327, "Y4": 0.3288, "page": 0, "Index": 60}, {"Word": "room", "Confidence": 0.999, "X1": 0.61307, "Y1": 0.3092, "X2": 0.69673, "Y2": 0.309, "X3": 0.69804, "Y3": 0.3358, "X4": 0.61438, "Y4": 0.3338, "page": 0, "Index": 61}, {"Word": "of", "Confidence": 1, "X1": 0.7268, "Y1": 0.3102, "X2": 0.76471, "Y2": 0.31, "X3": 0.76601, "Y3": 0.3358, "X4": 0.72941, "Y4": 0.3358, "page": 0, "Index": 62}, {"Word": "closed-", "Confidence": 0.998, "X1": 0.78693, "Y1": 0.3112, "X2": 0.90065, "Y2": 0.311, "X3": 0.90327, "Y3": 0.3348, "X4": 0.78824, "Y4": 0.3358, "page": 0, "Index": 63}, {"Word": "out,", "Confidence": 0.842, "X1": 0.18562, "Y1": 0.3362, "X2": 0.26275, "Y2": 0.336, "X3": 0.26275, "Y3": 0.3608, "X4": 0.18562, "Y4": 0.3608, "page": 0, "Index": 64}, {"Word": "completed", "Confidence": 0.551, "X1": 0.2719, "Y1": 0.3372, "X2": 0.45229, "Y2": 0.337, "X3": 0.45229, "Y3": 0.3628, "X4": 0.2719, "Y4": 0.3608, "page": 0, "Index": 65}, {"Word": "project", "Confidence": 0.866, "X1": 0.50327, "Y1": 0.3382, "X2": 0.62876, "Y2": 0.338, "X3": 0.63007, "Y3": 0.3648, "X4": 0.50327, "Y4": 0.3638, "page": 0, "Index": 66}, {"Word": "foldere.", "Confidence": 0.629, "X1": 0.66144, "Y1": 0.3412, "X2": 0.81438, "Y2": 0.341, "X3": 0.81569, "Y3": 0.3678, "X4": 0.66144, "Y4": 0.3658, "page": 0, "Index": 67}, {"Word": "20.", "Confidence": 0.986, "X1": 0.12157, "Y1": 0.3652, "X2": 0.17124, "Y2": 0.365, "X3": 0.16993, "Y3": 0.3918, "X4": 0.12026, "Y4": 0.3908, "page": 0, "Index": 68}, {"Word": "an", "Confidence": 0.133, "X1": 0.43399, "Y1": 0.3702, "X2": 0.47582, "Y2": 0.37, "X3": 0.4732, "Y3": 0.3958, "X4": 0.43268, "Y4": 0.3958, "page": 0, "Index": 69}, {"Word": "engineering", "Confidence": 0.233, "X1": 0.51242, "Y1": 0.3732, "X2": 0.73333, "Y2": 0.373, "X3": 0.73072, "Y3": 0.3988, "X4": 0.51111, "Y4": 0.3968, "page": 0, "Index": 70}, {"Word": "departmental.", "Confidence": 0.632, "X1": 0.75686, "Y1": 0.3742, "X2": 0.97778, "Y2": 0.374, "X3": 0.97386, "Y3": 0.4018, "X4": 0.75425, "Y4": 0.3998, "page": 0, "Index": 71}, {"Word": "projects", "Confidence": 0.971, "X1": 0.18824, "Y1": 0.3982, "X2": 0.33203, "Y2": 0.398, "X3": 0.33333, "Y3": 0.4258, "X4": 0.18824, "Y4": 0.4238, "page": 0, "Index": 72}, {"Word": "report.", "Confidence": 0.87, "X1": 0.3817, "Y1": 0.3982, "X2": 0.51503, "Y2": 0.398, "X3": 0.51765, "Y3": 0.4268, "X4": 0.38301, "Y4": 0.4268, "page": 0, "Index": 73}, {"Word": "21.", "Confidence": 0.683, "X1": 0.11895, "Y1": 0.4292, "X2": 0.16732, "Y2": 0.429, "X3": 0.1634, "Y3": 0.4548, "X4": 0.11503, "Y4": 0.4548, "page": 0, "Index": 74}, {"Word": "database", "Confidence": 0.646, "X1": 0.43268, "Y1": 0.4312, "X2": 0.60131, "Y2": 0.431, "X3": 0.6, "Y3": 0.4598, "X4": 0.43137, "Y4": 0.4558, "page": 0, "Index": 75}, {"Word": "file", "Confidence": 0.678, "X1": 0.64575, "Y1": 0.4322, "X2": 0.71765, "Y2": 0.432, "X3": 0.71634, "Y3": 0.4628, "X4": 0.64444, "Y4": 0.4608, "page": 0, "Index": 76}, {"Word": "of", "Confidence": 0.983, "X1": 0.74641, "Y1": 0.4332, "X2": 0.79477, "Y2": 0.433, "X3": 0.79477, "Y3": 0.4658, "X4": 0.74641, "Y4": 0.4638, "page": 0, "Index": 77}, {"Word": "engineering", "Confidence": 0.865, "X1": 0.19216, "Y1": 0.4622, "X2": 0.38824, "Y2": 0.462, "X3": 0.38824, "Y3": 0.4858, "X4": 0.19216, "Y4": 0.4838, "page": 0, "Index": 78}, {"Word": "drawings,", "Confidence": 0.808, "X1": 0.42222, "Y1": 0.4622, "X2": 0.61699, "Y2": 0.462, "X3": 0.61569, "Y3": 0.4868, "X4": 0.42222, "Y4": 0.4868, "page": 0, "Index": 79}, {"Word": "on", "Confidence": 0.065, "X1": 0.62222, "Y1": 0.4622, "X2": 0.65621, "Y2": 0.462, "X3": 0.6549, "Y3": 0.4868, "X4": 0.62222, "Y4": 0.4868, "page": 0, "Index": 80}, {"Word": "computer", "Confidence": 0.719, "X1": 0.67843, "Y1": 0.4612, "X2": 0.80131, "Y2": 0.461, "X3": 0.8, "Y3": 0.4868, "X4": 0.67712, "Y4": 0.4868, "page": 0, "Index": 81}, {"Word": "22.", "Confidence": 0.985, "X1": 0.10719, "Y1": 0.4872, "X2": 0.16732, "Y2": 0.487, "X3": 0.16601, "Y3": 0.5168, "X4": 0.10588, "Y4": 0.5168, "page": 0, "Index": 82}, {"Word": "Maintaining", "Confidence": 0.709, "X1": 0.19346, "Y1": 0.4902, "X2": 0.43268, "Y2": 0.49, "X3": 0.43007, "Y3": 0.5168, "X4": 0.19216, "Y4": 0.5158, "page": 0, "Index": 83}, {"Word": "a", "Confidence": 0.76, "X1": 0.46928, "Y1": 0.4912, "X2": 0.49412, "Y2": 0.491, "X3": 0.4915, "Y3": 0.5178, "X4": 0.46667, "Y4": 0.5178, "page": 0, "Index": 84}, {"Word": "fait", "Confidence": 0.683, "X1": 0.52026, "Y1": 0.4922, "X2": 0.60523, "Y2": 0.492, "X3": 0.60261, "Y3": 0.5198, "X4": 0.51765, "Y4": 0.5178, "page": 0, "Index": 85}, {"Word": "drawing", "Confidence": 0.814, "X1": 0.6366, "Y1": 0.4932, "X2": 0.78431, "Y2": 0.493, "X3": 0.78039, "Y3": 0.5238, "X4": 0.63399, "Y4": 0.5198, "page": 0, "Index": 86}, {"Word": "index", "Confidence": 0.863, "X1": 0.8, "Y1": 0.4942, "X2": 0.89412, "Y2": 0.494, "X3": 0.8902, "Y3": 0.5268, "X4": 0.79608, "Y4": 0.5238, "page": 0, "Index": 87}, {"Word": "file", "Confidence": 0.623, "X1": 0.90196, "Y1": 0.4942, "X2": 0.95163, "Y2": 0.494, "X3": 0.94902, "Y3": 0.5288, "X4": 0.89804, "Y4": 0.5268, "page": 0, "Index": 88}, {"Word": "23", "Confidence": 0.997, "X1": 0.09673, "Y1": 0.5182, "X2": 0.14248, "Y2": 0.518, "X3": 0.13987, "Y3": 0.5508, "X4": 0.09412, "Y4": 0.5488, "page": 0, "Index": 89}, {"Word": "Equip", "Confidence": 0.197, "X1": 0.17908, "Y1": 0.5192, "X2": 0.2719, "Y2": 0.519, "X3": 0.2719, "Y3": 0.5498, "X4": 0.17908, "Y4": 0.5508, "page": 0, "Index": 90}, {"Word": "No.", "Confidence": 0.934, "X1": 0.28889, "Y1": 0.5182, "X2": 0.3451, "Y2": 0.518, "X3": 0.3451, "Y3": 0.5488, "X4": 0.28758, "Y4": 0.5498, "page": 0, "Index": 91}, {"Word": "Request", "Confidence": 0.217, "X1": 0.35686, "Y1": 0.5202, "X2": 0.48497, "Y2": 0.52, "X3": 0.48366, "Y3": 0.5498, "X4": 0.35556, "Y4": 0.5488, "page": 0, "Index": 92}, {"Word": "form", "Confidence": 0.383, "X1": 0.49281, "Y1": 0.5222, "X2": 0.55948, "Y2": 0.522, "X3": 0.55817, "Y3": 0.5518, "X4": 0.4915, "Y4": 0.5498, "page": 0, "Index": 93}, {"Word": "Importer", "Confidence": 0.275, "X1": 0.49804, "Y1": 0.5382, "X2": 0.59216, "Y2": 0.538, "X3": 0.59216, "Y3": 0.5618, "X4": 0.49673, "Y4": 0.5628, "page": 0, "Index": 94}, {"Word": "24", "Confidence": 0.956, "X1": 0.1085, "Y1": 0.5512, "X2": 0.14641, "Y2": 0.551, "X3": 0.14771, "Y3": 0.5758, "X4": 0.1085, "Y4": 0.5768, "page": 0, "Index": 95}, {"Word": "Repair", "Confidence": 0.477, "X1": 0.19216, "Y1": 0.5522, "X2": 0.27582, "Y2": 0.552, "X3": 0.27582, "Y3": 0.5798, "X4": 0.19346, "Y4": 0.5798, "page": 0, "Index": 96}, {"Word": "1", "Confidence": 0.059, "X1": 0.2902, "Y1": 0.5522, "X2": 0.31111, "Y2": 0.552, "X3": 0.31111, "Y3": 0.5808, "X4": 0.2902, "Y4": 0.5798, "page": 0, "Index": 97}, {"Word": "PM", "Confidence": 0.809, "X1": 0.31765, "Y1": 0.5522, "X2": 0.3634, "Y2": 0.552, "X3": 0.3634, "Y3": 0.5808, "X4": 0.31765, "Y4": 0.5808, "page": 0, "Index": 98}, {"Word": "f/-", "Confidence": 0.083, "X1": 0.40523, "Y1": 0.5542, "X2": 0.47059, "Y2": 0.554, "X3": 0.47059, "Y3": 0.5818, "X4": 0.40654, "Y4": 0.5808, "page": 0, "Index": 99}, {"Word": "Septem.", "Confidence": 0.373, "X1": 0.53595, "Y1": 0.5592, "X2": 0.6732, "Y2": 0.559, "X3": 0.6732, "Y3": 0.5818, "X4": 0.53595, "Y4": 0.5818, "page": 0, "Index": 100}, {"Word": "25", "Confidence": 0.819, "X1": 0.10327, "Y1": 0.6092, "X2": 0.15033, "Y2": 0.609, "X3": 0.14902, "Y3": 0.6428, "X4": 0.10196, "Y4": 0.6428, "page": 0, "Index": 101}, {"Word": "Monitor", "Confidence": 0.628, "X1": 0.18039, "Y1": 0.6102, "X2": 0.28105, "Y2": 0.61, "X3": 0.28105, "Y3": 0.6438, "X4": 0.18039, "Y4": 0.6428, "page": 0, "Index": 102}, {"Word": "standing", "Confidence": 0.59, "X1": 0.29412, "Y1": 0.6122, "X2": 0.42222, "Y2": 0.612, "X3": 0.42092, "Y3": 0.6458, "X4": 0.29281, "Y4": 0.6438, "page": 0, "Index": 103}, {"Word": "order", "Confidence": 0.691, "X1": 0.43137, "Y1": 0.6142, "X2": 0.51765, "Y2": 0.614, "X3": 0.51634, "Y3": 0.6478, "X4": 0.43007, "Y4": 0.6458, "page": 0, "Index": 104}, {"Word": "balances", "Confidence": 0.081, "X1": 0.5268, "Y1": 0.6172, "X2": 0.6902, "Y2": 0.617, "X3": 0.6902, "Y3": 0.6518, "X4": 0.52549, "Y4": 0.6478, "page": 0, "Index": 105}, {"Word": "of", "Confidence": 0.909, "X1": 0.69935, "Y1": 0.6182, "X2": 0.72026, "Y2": 0.618, "X3": 0.72026, "Y3": 0.6528, "X4": 0.69935, "Y4": 0.6518, "page": 0, "Index": 106}, {"Word": "drafting", "Confidence": 0.381, "X1": 0.72941, "Y1": 0.6202, "X2": 0.82745, "Y2": 0.62, "X3": 0.82745, "Y3": 0.6558, "X4": 0.7281, "Y4": 0.6528, "page": 0, "Index": 107}, {"Word": "supplies", "Confidence": 0.597, "X1": 0.8366, "Y1": 0.6232, "X2": 0.94379, "Y2": 0.623, "X3": 0.94248, "Y3": 0.6598, "X4": 0.83529, "Y4": 0.6558, "page": 0, "Index": 108}, {"Word": "26.", "Confidence": 0.407, "X1": 0.10588, "Y1": 0.6472, "X2": 0.15294, "Y2": 0.647, "X3": 0.14902, "Y3": 0.6718, "X4": 0.10196, "Y4": 0.6708, "page": 0, "Index": 109}, {"Word": "Delivery", "Confidence": 0.668, "X1": 0.18562, "Y1": 0.6472, "X2": 0.31242, "Y2": 0.647, "X3": 0.31111, "Y3": 0.6758, "X4": 0.18301, "Y4": 0.6728, "page": 0, "Index": 110}, {"Word": "of", "Confidence": 0.971, "X1": 0.33203, "Y1": 0.6472, "X2": 0.36863, "Y2": 0.647, "X3": 0.36732, "Y3": 0.6768, "X4": 0.33072, "Y4": 0.6758, "page": 0, "Index": 111}, {"Word": "buy", "Confidence": 0.063, "X1": 0.39346, "Y1": 0.6482, "X2": 0.44444, "Y2": 0.648, "X3": 0.44314, "Y3": 0.6778, "X4": 0.39216, "Y4": 0.6768, "page": 0, "Index": 112}, {"Word": "drafting", "Confidence": 0.452, "X1": 0.45359, "Y1": 0.6502, "X2": 0.58301, "Y2": 0.65, "X3": 0.58431, "Y3": 0.6778, "X4": 0.45359, "Y4": 0.6778, "page": 0, "Index": 113}, {"Word": "supplies", "Confidence": 0.149, "X1": 0.59085, "Y1": 0.6532, "X2": 0.70327, "Y2": 0.653, "X3": 0.70458, "Y3": 0.6768, "X4": 0.59085, "Y4": 0.6778, "page": 0, "Index": 114}, {"Word": "2030341667", "Confidence": 0.991, "X1": 0.67451, "Y1": 0.9092, "X2": 0.86536, "Y2": 0.909, "X3": 0.86536, "Y3": 0.9328, "X4": 0.67451, "Y4": 0.9278, "page": 0, "Index": 115}]}	"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"
ffbl0219	1	{"lines_data": [{"Word": "over time reflecting the mix of product offerings to adult smo sers. MDPH nicotine yields of six", "Confidence": 0.93047, "X1": 0.18397, "Y1": 0.1382, "X2": 0.8134, "Y2": 0.138, "X3": 0.8134, "Y3": 0.1528, "X4": 0.18397, "Y4": 0.1528, "page": 0}, {"Word": "illustrative Marlboro brand styles, including Marlboro Box and Marlboro Lights Box which", "Confidence": 0.75008, "X1": 0.18397, "Y1": 0.1552, "X2": 0.77924, "Y2": 0.155, "X3": 0.77924, "Y3": 0.1678, "X4": 0.18397, "Y4": 0.1678, "page": 0}, {"Word": "together account for approximately half of the curren: Marlboro brand fam ly sales, are seen in", "Confidence": 0.85925, "X1": 0.18397, "Y1": 0.1702, "X2": 0.81866, "Y2": 0.17, "X3": 0.81866, "Y3": 0.1848, "X4": 0.18397, "Y4": 0.1838, "page": 0}, {"Word": "Figure 1. E-ror bars in Figure 1 represent (+/-) one standard deviation of the twenty smoking", "Confidence": 0.90731, "X1": 0.1866, "Y1": 0.1862, "X2": 0.80946, "Y2": 0.186, "X3": 0.80946, "Y3": 0.2008, "X4": 0.1866, "Y4": 0.2008, "page": 0}, {"Word": "machine port yields that were averaged for each MDP-1 nicotine yield. These standard", "Confidence": 0.71231, "X1": 0.18528, "Y1": 0.2022, "X2": 0.77267, "Y2": 0.202, "X3": 0.77267, "Y3": 0.2158, "X4": 0.18528, "Y4": 0.2168, "page": 0}, {"Word": "deviations were typically 0.04 - 0.10 mg, or approximately 3% - 6% of a brand style's MDPH", "Confidence": 0.89159, "X1": 0.18265, "Y1": 0.2172, "X2": 0.80815, "Y2": 0.217, "X3": 0.80815, "Y3": 0.2318, "X4": 0.18265, "Y4": 0.2328, "page": 0}, {"Word": "nicotine yield. The yields depicted in Figure 1 are PM USA test data measured to the", "Confidence": 0.94712, "X1": 0.18397, "Y1": 0.2332, "X2": 0.76084, "Y2": 0.233, "X3": 0.76084, "Y3": 0.2478, "X4": 0.18397, "Y4": 0.2478, "page": 0}, {"Word": "hundredth mg of nicotine. However, PM USA reported nicotine yields to the tenth mg in", "Confidence": 0.91007, "X1": 0.18397, "Y1": 0.2502, "X2": 0.77792, "Y2": 0.25, "X3": 0.77792, "Y3": 0.2638, "X4": 0.18397, "Y4": 0.2638, "page": 0}, {"Word": "Reports for years 1997 - 2003 and to the hundredth mg nicotine in Reports for years 2C04 -", "Confidence": 0.95128, "X1": 0.18134, "Y1": 0.2652, "X2": 0.80683, "Y2": 0.265, "X3": 0.80683, "Y3": 0.2798, "X4": 0.18134, "Y4": 0.2798, "page": 0}, {"Word": "2008. The Massachusetts regulations do rol specify the number of decimal places for data", "Confidence": 0.93586, "X1": 0.18265, "Y1": 0.2822, "X2": 0.80026, "Y2": 0.282, "X3": 0.80026, "Y3": 0.2958, "X4": 0.18265, "Y4": 0.2958, "page": 0}, {"Word": "reporting", "Confidence": 0.855, "X1": 0.18265, "Y1": 0.2992, "X2": 0.24836, "Y2": 0.299, "X3": 0.24836, "Y3": 0.3128, "X4": 0.18265, "Y4": 0.3128, "page": 0}, {"Word": "MDPH Nicotine Yield of Marlboro Brand Styles", "Confidence": 0.78843, "X1": 0.34166, "Y1": 0.3292, "X2": 0.6071, "Y2": 0.329, "X3": 0.6071, "Y3": 0.3418, "X4": 0.34166, "Y4": 0.3418, "page": 0}, {"Word": "as measured to the hundreth mg nicotine", "Confidence": 0.85043, "X1": 0.36268, "Y1": 0.3412, "X2": 0.58344, "Y2": 0.341, "X3": 0.58344, "Y3": 0.3528, "X4": 0.36268, "Y4": 0.3538, "page": 0}, {"Word": "2.50", "Confidence": 0.158, "X1": 0.23916, "Y1": 0.3602, "X2": 0.26413, "Y2": 0.36, "X3": 0.26281, "Y3": 0.3668, "X4": 0.23916, "Y4": 0.3658, "page": 0}, {"Word": "2.00", "Confidence": 0.82, "X1": 0.23916, "Y1": 0.4372, "X2": 0.2615, "Y2": 0.437, "X3": 0.26018, "Y3": 0.4458, "X4": 0.23784, "Y4": 0.4458, "page": 0}, {"Word": "1.00 -", "Confidence": 0.444, "X1": 0.24047, "Y1": 0.4642, "X2": 0.26807, "Y2": 0.464, "X3": 0.26675, "Y3": 0.4718, "X4": 0.23916, "Y4": 0.4728, "page": 0}, {"Word": "1.50", "Confidence": 0.547, "X1": 0.23916, "Y1": 0.4902, "X2": 0.26281, "Y2": 0.49, "X3": 0.2615, "Y3": 0.4988, "X4": 0.23916, "Y4": 0.4988, "page": 0}, {"Word": "1.48 -", "Confidence": 0.353, "X1": 0.24047, "Y1": 0.5162, "X2": 0.26938, "Y2": 0.516, "X3": 0.26807, "Y3": 0.5238, "X4": 0.23916, "Y4": 0.5238, "page": 0}, {"Word": "1.20", "Confidence": 0.811, "X1": 0.24179, "Y1": 0.5422, "X2": 0.2615, "Y2": 0.542, "X3": 0.2615, "Y3": 0.5508, "X4": 0.24179, "Y4": 0.5508, "page": 0}, {"Word": "1.00 *******************", "Confidence": 0.3265, "X1": 0.24047, "Y1": 0.5692, "X2": 0.37845, "Y2": 0.569, "X3": 0.37845, "Y3": 0.5768, "X4": 0.24047, "Y4": 0.5768, "page": 0}, {"Word": "1997 1998 1999 2000 2001 2002 2003 2004 2005 2008 2007 2098", "Confidence": 0.7425, "X1": 0.2707, "Y1": 0.5792, "X2": 0.6452, "Y2": 0.579, "X3": 0.6452, "Y3": 0.5878, "X4": 0.2707, "Y4": 0.5888, "page": 0}, {"Word": "WC Rsporting Year", "Confidence": 0.38767, "X1": 0.40999, "Y1": 0.5962, "X2": 0.50986, "Y2": 0.596, "X3": 0.50986, "Y3": 0.6048, "X4": 0.40999, "Y4": 0.6048, "page": 0}, {"Word": "Figure 1. Measurec MDPH nicotine via ds for ilustracive Marlboro brand styles for each year from 1997 2008", "Confidence": 0.81472, "X1": 0.18528, "Y1": 0.6242, "X2": 0.80026, "Y2": 0.624, "X3": 0.80026, "Y3": 0.6358, "X4": 0.18528, "Y4": 0.6358, "page": 0}, {"Word": "Marlboro U tra Lights brand sty es were ict marketed n Massachusetts in \"Ue/. = rror bars are (+/ -; ore standerd", "Confidence": 0.80786, "X1": 0.18134, "Y1": 0.6362, "X2": 0.81209, "Y2": 0.636, "X3": 0.81209, "Y3": 0.6478, "X4": 0.18134, "Y4": 0.6478, "page": 0}, {"Word": "deviation of the 20 machine port yields, 3 cigarettes per port, which were averaged for each brand style's yie d", "Confidence": 0.7712, "X1": 0.18003, "Y1": 0.6482, "X2": 0.79501, "Y2": 0.648, "X3": 0.79501, "Y3": 0.6608, "X4": 0.18003, "Y4": 0.6598, "page": 0}, {"Word": "Machine smo ding was according to the protocol prescribed by the MDPH.", "Confidence": 0.84367, "X1": 0.18134, "Y1": 0.6602, "X2": 0.59133, "Y2": 0.66, "X3": 0.59133, "Y3": 0.6728, "X4": 0.18134, "Y4": 0.6728, "page": 0}, {"Word": "The variation in measured MDPH n cotine yiel over time for these brand styles is", "Confidence": 0.9486, "X1": 0.2339, "Y1": 0.7082, "X2": 0.78581, "Y2": 0.708, "X3": 0.78581, "Y3": 0.7218, "X4": 0.2339, "Y4": 0.7218, "page": 0}, {"Word": "representative of other brand styles tested and reported to the MDPH. Thal is, there is", "Confidence": 0.85253, "X1": 0.18265, "Y1": 0.7242, "X2": 0.77135, "Y2": 0.724, "X3": 0.77135, "Y3": 0.7378, "X4": 0.18265, "Y4": 0.7378, "page": 0}, {"Word": "random variation, both up and down, in MDPH nicotine yields from year tc year. The over-", "Confidence": 0.93187, "X1": 0.18397, "Y1": 0.7392, "X2": 0.79501, "Y2": 0.739, "X3": 0.79501, "Y3": 0.7538, "X4": 0.18397, "Y4": 0.7538, "page": 0}, {"Word": "time yields for Marlboro Box and Marlboro Lights Box, for example, are depicted again in", "Confidence": 0.76333, "X1": 0.18134, "Y1": 0.7562, "X2": 0.78581, "Y2": 0.756, "X3": 0.78581, "Y3": 0.7708, "X4": 0.18134, "Y4": 0.7698, "page": 0}, {"Word": "Figure 2 to illustrate the range of the yields that have been measurec for these brands. For", "Confidence": 0.949, "X1": 0.18397, "Y1": 0.7722, "X2": 0.80026, "Y2": 0.772, "X3": 0.80026, "Y3": 0.7858, "X4": 0.18397, "Y4": 0.7858, "page": 0}, {"Word": "Marlboro Box, relative to the previous yea\", the yield was marginally down in 1998, up in 1999.", "Confidence": 0.87388, "X1": 0.18397, "Y1": 0.7872, "X2": 0.81997, "Y2": 0.787, "X3": 0.81997, "Y3": 0.8028, "X4": 0.18397, "Y4": 0.8018, "page": 0}, {"Word": "up in 2000, down in 2001, down in 2002, up in 2003, up in 2004, down in 2005, down in 2006,", "Confidence": 0.95643, "X1": 0.18134, "Y1": 0.8032, "X2": 0.81603, "Y2": 0.803, "X3": 0.81603, "Y3": 0.8188, "X4": 0.18134, "Y4": 0.8188, "page": 0}, {"Word": "unchanged in 2007, and down in 2008. For Marlboro Lights Box, relative to the previous year,", "Confidence": 0.92688, "X1": 0.18265, "Y1": 0.8192, "X2": 0.81997, "Y2": 0.819, "X3": 0.81997, "Y3": 0.8348, "X4": 0.18265, "Y4": 0.8338, "page": 0}, {"Word": "page 2 of 12", "Confidence": 0.98425, "X1": 0.44152, "Y1": 0.8522, "X2": 0.52562, "Y2": 0.852, "X3": 0.52562, "Y3": 0.8658, "X4": 0.44152, "Y4": 0.8688, "page": 0}, {"Word": "3117138003", "Confidence": 0.995, "X1": 0.82917, "Y1": 0.9412, "X2": 0.95795, "Y2": 0.941, "X3": 0.95795, "Y3": 0.9588, "X4": 0.82917, "Y4": 0.9588, "page": 0}, {"Word": "3117138003", "Confidence": 0.806, "X1": 0.02497, "Y1": 0.9852, "X2": 0.12746, "Y2": 0.985, "X3": 0.12746, "Y3": 0.9978, "X4": 0.02497, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "over", "Confidence": 0.993, "X1": 0.18528, "Y1": 0.1392, "X2": 0.21419, "Y2": 0.139, "X3": 0.21288, "Y3": 0.1538, "X4": 0.18397, "Y4": 0.1528, "page": 0, "Index": 0}, {"Word": "time", "Confidence": 0.97, "X1": 0.21813, "Y1": 0.1392, "X2": 0.24704, "Y2": 0.139, "X3": 0.24573, "Y3": 0.1538, "X4": 0.21682, "Y4": 0.1538, "page": 0, "Index": 1}, {"Word": "reflecting", "Confidence": 0.943, "X1": 0.25099, "Y1": 0.1392, "X2": 0.31275, "Y2": 0.139, "X3": 0.31143, "Y3": 0.1538, "X4": 0.24967, "Y4": 0.1538, "page": 0, "Index": 2}, {"Word": "the", "Confidence": 0.995, "X1": 0.31669, "Y1": 0.1392, "X2": 0.33903, "Y2": 0.139, "X3": 0.33771, "Y3": 0.1538, "X4": 0.31537, "Y4": 0.1538, "page": 0, "Index": 3}, {"Word": "mix", "Confidence": 0.998, "X1": 0.34166, "Y1": 0.1392, "X2": 0.36662, "Y2": 0.139, "X3": 0.36531, "Y3": 0.1538, "X4": 0.34034, "Y4": 0.1538, "page": 0, "Index": 4}, {"Word": "of", "Confidence": 0.998, "X1": 0.37057, "Y1": 0.1392, "X2": 0.38371, "Y2": 0.139, "X3": 0.38239, "Y3": 0.1538, "X4": 0.36925, "Y4": 0.1538, "page": 0, "Index": 5}, {"Word": "product", "Confidence": 0.91, "X1": 0.38765, "Y1": 0.1392, "X2": 0.4389, "Y2": 0.139, "X3": 0.43758, "Y3": 0.1538, "X4": 0.38633, "Y4": 0.1538, "page": 0, "Index": 6}, {"Word": "offerings", "Confidence": 0.991, "X1": 0.44152, "Y1": 0.1392, "X2": 0.50066, "Y2": 0.139, "X3": 0.49934, "Y3": 0.1538, "X4": 0.44152, "Y4": 0.1538, "page": 0, "Index": 7}, {"Word": "to", "Confidence": 0.997, "X1": 0.5046, "Y1": 0.1392, "X2": 0.51774, "Y2": 0.139, "X3": 0.51643, "Y3": 0.1538, "X4": 0.50329, "Y4": 0.1538, "page": 0, "Index": 8}, {"Word": "adult", "Confidence": 0.907, "X1": 0.52168, "Y1": 0.1392, "X2": 0.55453, "Y2": 0.139, "X3": 0.55322, "Y3": 0.1538, "X4": 0.52037, "Y4": 0.1538, "page": 0, "Index": 9}, {"Word": "smo", "Confidence": 0.955, "X1": 0.55848, "Y1": 0.1392, "X2": 0.58607, "Y2": 0.139, "X3": 0.58476, "Y3": 0.1538, "X4": 0.55716, "Y4": 0.1538, "page": 0, "Index": 10}, {"Word": "sers.", "Confidence": 0.607, "X1": 0.59001, "Y1": 0.1392, "X2": 0.62024, "Y2": 0.139, "X3": 0.61892, "Y3": 0.1538, "X4": 0.5887, "Y4": 0.1538, "page": 0, "Index": 11}, {"Word": "MDPH", "Confidence": 0.65, "X1": 0.62418, "Y1": 0.1392, "X2": 0.66886, "Y2": 0.139, "X3": 0.66886, "Y3": 0.1528, "X4": 0.62286, "Y4": 0.1538, "page": 0, "Index": 12}, {"Word": "nicotine", "Confidence": 0.991, "X1": 0.6728, "Y1": 0.1392, "X2": 0.72536, "Y2": 0.139, "X3": 0.72405, "Y3": 0.1528, "X4": 0.6728, "Y4": 0.1528, "page": 0, "Index": 13}, {"Word": "yields", "Confidence": 0.923, "X1": 0.7293, "Y1": 0.1392, "X2": 0.76873, "Y2": 0.139, "X3": 0.76741, "Y3": 0.1528, "X4": 0.72799, "Y4": 0.1528, "page": 0, "Index": 14}, {"Word": "of", "Confidence": 0.995, "X1": 0.77267, "Y1": 0.1392, "X2": 0.78581, "Y2": 0.139, "X3": 0.78449, "Y3": 0.1528, "X4": 0.77135, "Y4": 0.1528, "page": 0, "Index": 15}, {"Word": "six", "Confidence": 0.995, "X1": 0.78975, "Y1": 0.1392, "X2": 0.8134, "Y2": 0.139, "X3": 0.81209, "Y3": 0.1528, "X4": 0.78844, "Y4": 0.1528, "page": 0, "Index": 16}, {"Word": "illustrative", "Confidence": 0.197, "X1": 0.18397, "Y1": 0.1552, "X2": 0.25099, "Y2": 0.155, "X3": 0.25099, "Y3": 0.1678, "X4": 0.18397, "Y4": 0.1678, "page": 0, "Index": 17}, {"Word": "Marlboro", "Confidence": 0.325, "X1": 0.25493, "Y1": 0.1552, "X2": 0.31537, "Y2": 0.155, "X3": 0.31537, "Y3": 0.1688, "X4": 0.25493, "Y4": 0.1678, "page": 0, "Index": 18}, {"Word": "brand", "Confidence": 0.621, "X1": 0.31932, "Y1": 0.1552, "X2": 0.35874, "Y2": 0.155, "X3": 0.35874, "Y3": 0.1688, "X4": 0.31932, "Y4": 0.1688, "page": 0, "Index": 19}, {"Word": "styles,", "Confidence": 0.901, "X1": 0.36268, "Y1": 0.1552, "X2": 0.40736, "Y2": 0.155, "X3": 0.40736, "Y3": 0.1688, "X4": 0.36268, "Y4": 0.1688, "page": 0, "Index": 20}, {"Word": "including", "Confidence": 0.949, "X1": 0.4113, "Y1": 0.1552, "X2": 0.47175, "Y2": 0.155, "X3": 0.47175, "Y3": 0.1688, "X4": 0.40999, "Y4": 0.1688, "page": 0, "Index": 21}, {"Word": "Marlboro", "Confidence": 0.645, "X1": 0.47569, "Y1": 0.1552, "X2": 0.53614, "Y2": 0.155, "X3": 0.53482, "Y3": 0.1688, "X4": 0.47438, "Y4": 0.1688, "page": 0, "Index": 22}, {"Word": "Box", "Confidence": 0.881, "X1": 0.53876, "Y1": 0.1552, "X2": 0.56636, "Y2": 0.155, "X3": 0.56636, "Y3": 0.1688, "X4": 0.53876, "Y4": 0.1688, "page": 0, "Index": 23}, {"Word": "and", "Confidence": 0.998, "X1": 0.5703, "Y1": 0.1552, "X2": 0.59527, "Y2": 0.155, "X3": 0.59527, "Y3": 0.1688, "X4": 0.5703, "Y4": 0.1688, "page": 0, "Index": 24}, {"Word": "Marlboro", "Confidence": 0.656, "X1": 0.59921, "Y1": 0.1552, "X2": 0.65966, "Y2": 0.155, "X3": 0.65834, "Y3": 0.1688, "X4": 0.5979, "Y4": 0.1688, "page": 0, "Index": 25}, {"Word": "Lights", "Confidence": 0.991, "X1": 0.6636, "Y1": 0.1552, "X2": 0.70565, "Y2": 0.155, "X3": 0.70434, "Y3": 0.1688, "X4": 0.66229, "Y4": 0.1688, "page": 0, "Index": 26}, {"Word": "Box", "Confidence": 0.843, "X1": 0.70959, "Y1": 0.1552, "X2": 0.73456, "Y2": 0.155, "X3": 0.73325, "Y3": 0.1688, "X4": 0.70828, "Y4": 0.1688, "page": 0, "Index": 27}, {"Word": "which", "Confidence": 0.994, "X1": 0.73719, "Y1": 0.1552, "X2": 0.78055, "Y2": 0.155, "X3": 0.77924, "Y3": 0.1688, "X4": 0.73719, "Y4": 0.1688, "page": 0, "Index": 28}, {"Word": "together", "Confidence": 0.804, "X1": 0.18528, "Y1": 0.1712, "X2": 0.24047, "Y2": 0.171, "X3": 0.24047, "Y3": 0.1848, "X4": 0.18528, "Y4": 0.1848, "page": 0, "Index": 29}, {"Word": "account", "Confidence": 0.636, "X1": 0.24442, "Y1": 0.1712, "X2": 0.29698, "Y2": 0.171, "X3": 0.29698, "Y3": 0.1848, "X4": 0.24442, "Y4": 0.1848, "page": 0, "Index": 30}, {"Word": "for", "Confidence": 0.998, "X1": 0.30092, "Y1": 0.1712, "X2": 0.32063, "Y2": 0.171, "X3": 0.32063, "Y3": 0.1848, "X4": 0.30092, "Y4": 0.1848, "page": 0, "Index": 31}, {"Word": "approximately", "Confidence": 0.302, "X1": 0.32326, "Y1": 0.1712, "X2": 0.41787, "Y2": 0.171, "X3": 0.41787, "Y3": 0.1848, "X4": 0.32326, "Y4": 0.1848, "page": 0, "Index": 32}, {"Word": "half", "Confidence": 0.618, "X1": 0.42181, "Y1": 0.1712, "X2": 0.44678, "Y2": 0.171, "X3": 0.44678, "Y3": 0.1848, "X4": 0.42181, "Y4": 0.1848, "page": 0, "Index": 33}, {"Word": "of", "Confidence": 0.998, "X1": 0.45072, "Y1": 0.1712, "X2": 0.46386, "Y2": 0.171, "X3": 0.46386, "Y3": 0.1848, "X4": 0.45072, "Y4": 0.1848, "page": 0, "Index": 34}, {"Word": "the", "Confidence": 0.994, "X1": 0.46781, "Y1": 0.1712, "X2": 0.48883, "Y2": 0.171, "X3": 0.48883, "Y3": 0.1848, "X4": 0.46781, "Y4": 0.1848, "page": 0, "Index": 35}, {"Word": "curren:", "Confidence": 0.938, "X1": 0.49146, "Y1": 0.1712, "X2": 0.54008, "Y2": 0.171, "X3": 0.54008, "Y3": 0.1848, "X4": 0.49146, "Y4": 0.1848, "page": 0, "Index": 36}, {"Word": "Marlboro", "Confidence": 0.666, "X1": 0.54402, "Y1": 0.1712, "X2": 0.60447, "Y2": 0.171, "X3": 0.60447, "Y3": 0.1848, "X4": 0.54402, "Y4": 0.1848, "page": 0, "Index": 37}, {"Word": "brand", "Confidence": 0.996, "X1": 0.60841, "Y1": 0.1712, "X2": 0.64783, "Y2": 0.171, "X3": 0.64783, "Y3": 0.1848, "X4": 0.60841, "Y4": 0.1848, "page": 0, "Index": 38}, {"Word": "fam", "Confidence": 0.941, "X1": 0.65177, "Y1": 0.1712, "X2": 0.67411, "Y2": 0.171, "X3": 0.67411, "Y3": 0.1848, "X4": 0.65177, "Y4": 0.1848, "page": 0, "Index": 39}, {"Word": "ly", "Confidence": 0.97, "X1": 0.68068, "Y1": 0.1712, "X2": 0.6912, "Y2": 0.171, "X3": 0.6912, "Y3": 0.1848, "X4": 0.68068, "Y4": 0.1848, "page": 0, "Index": 40}, {"Word": "sales,", "Confidence": 0.909, "X1": 0.69514, "Y1": 0.1712, "X2": 0.73587, "Y2": 0.171, "X3": 0.73456, "Y3": 0.1848, "X4": 0.69514, "Y4": 0.1848, "page": 0, "Index": 41}, {"Word": "are", "Confidence": 0.998, "X1": 0.7385, "Y1": 0.1712, "X2": 0.76216, "Y2": 0.171, "X3": 0.76084, "Y3": 0.1848, "X4": 0.7385, "Y4": 0.1848, "page": 0, "Index": 42}, {"Word": "seen", "Confidence": 0.982, "X1": 0.7661, "Y1": 0.1712, "X2": 0.79763, "Y2": 0.171, "X3": 0.79763, "Y3": 0.1848, "X4": 0.76478, "Y4": 0.1848, "page": 0, "Index": 43}, {"Word": "in", "Confidence": 0.998, "X1": 0.80158, "Y1": 0.1712, "X2": 0.81735, "Y2": 0.171, "X3": 0.81735, "Y3": 0.1848, "X4": 0.80158, "Y4": 0.1848, "page": 0, "Index": 44}, {"Word": "Figure", "Confidence": 0.997, "X1": 0.18791, "Y1": 0.1872, "X2": 0.22602, "Y2": 0.187, "X3": 0.2247, "Y3": 0.2018, "X4": 0.1866, "Y4": 0.2018, "page": 0, "Index": 45}, {"Word": "1.", "Confidence": 0.984, "X1": 0.22996, "Y1": 0.1872, "X2": 0.24967, "Y2": 0.187, "X3": 0.24836, "Y3": 0.2018, "X4": 0.22865, "Y4": 0.2018, "page": 0, "Index": 46}, {"Word": "E-ror", "Confidence": 0.806, "X1": 0.25361, "Y1": 0.1872, "X2": 0.28647, "Y2": 0.187, "X3": 0.28515, "Y3": 0.2018, "X4": 0.2523, "Y4": 0.2018, "page": 0, "Index": 47}, {"Word": "bars", "Confidence": 0.988, "X1": 0.29041, "Y1": 0.1862, "X2": 0.31669, "Y2": 0.186, "X3": 0.31669, "Y3": 0.2018, "X4": 0.28909, "Y4": 0.2018, "page": 0, "Index": 48}, {"Word": "in", "Confidence": 0.995, "X1": 0.32063, "Y1": 0.1862, "X2": 0.33509, "Y2": 0.186, "X3": 0.33509, "Y3": 0.2018, "X4": 0.32063, "Y4": 0.2018, "page": 0, "Index": 49}, {"Word": "Figure", "Confidence": 0.997, "X1": 0.33903, "Y1": 0.1862, "X2": 0.38239, "Y2": 0.186, "X3": 0.38239, "Y3": 0.2018, "X4": 0.33903, "Y4": 0.2018, "page": 0, "Index": 50}, {"Word": "1", "Confidence": 0.955, "X1": 0.38633, "Y1": 0.1862, "X2": 0.3929, "Y2": 0.186, "X3": 0.3929, "Y3": 0.2018, "X4": 0.38633, "Y4": 0.2018, "page": 0, "Index": 51}, {"Word": "represent", "Confidence": 0.994, "X1": 0.39685, "Y1": 0.1862, "X2": 0.46124, "Y2": 0.186, "X3": 0.45992, "Y3": 0.2008, "X4": 0.39685, "Y4": 0.2018, "page": 0, "Index": 52}, {"Word": "(+/-)", "Confidence": 0.718, "X1": 0.46518, "Y1": 0.1862, "X2": 0.49803, "Y2": 0.186, "X3": 0.49671, "Y3": 0.2008, "X4": 0.46386, "Y4": 0.2008, "page": 0, "Index": 53}, {"Word": "one", "Confidence": 0.995, "X1": 0.50197, "Y1": 0.1862, "X2": 0.523, "Y2": 0.186, "X3": 0.523, "Y3": 0.2008, "X4": 0.50066, "Y4": 0.2008, "page": 0, "Index": 54}, {"Word": "standard", "Confidence": 0.726, "X1": 0.52694, "Y1": 0.1862, "X2": 0.5887, "Y2": 0.186, "X3": 0.5887, "Y3": 0.2008, "X4": 0.52694, "Y4": 0.2008, "page": 0, "Index": 55}, {"Word": "deviation", "Confidence": 0.758, "X1": 0.59264, "Y1": 0.1862, "X2": 0.6544, "Y2": 0.186, "X3": 0.65309, "Y3": 0.2008, "X4": 0.59264, "Y4": 0.2008, "page": 0, "Index": 56}, {"Word": "of", "Confidence": 0.997, "X1": 0.65834, "Y1": 0.1862, "X2": 0.66754, "Y2": 0.186, "X3": 0.66623, "Y3": 0.2008, "X4": 0.65703, "Y4": 0.2008, "page": 0, "Index": 57}, {"Word": "the", "Confidence": 0.954, "X1": 0.67148, "Y1": 0.1862, "X2": 0.69382, "Y2": 0.186, "X3": 0.69251, "Y3": 0.2008, "X4": 0.67017, "Y4": 0.2008, "page": 0, "Index": 58}, {"Word": "twenty", "Confidence": 0.658, "X1": 0.69777, "Y1": 0.1872, "X2": 0.74376, "Y2": 0.187, "X3": 0.74244, "Y3": 0.2018, "X4": 0.69645, "Y4": 0.2018, "page": 0, "Index": 59}, {"Word": "smoking", "Confidence": 0.995, "X1": 0.7477, "Y1": 0.1872, "X2": 0.80946, "Y2": 0.187, "X3": 0.80815, "Y3": 0.2018, "X4": 0.74639, "Y4": 0.2018, "page": 0, "Index": 60}, {"Word": "machine", "Confidence": 0.902, "X1": 0.18528, "Y1": 0.2032, "X2": 0.24179, "Y2": 0.203, "X3": 0.24179, "Y3": 0.2168, "X4": 0.18528, "Y4": 0.2178, "page": 0, "Index": 61}, {"Word": "port", "Confidence": 0.3, "X1": 0.24573, "Y1": 0.2032, "X2": 0.27201, "Y2": 0.203, "X3": 0.27201, "Y3": 0.2168, "X4": 0.24573, "Y4": 0.2168, "page": 0, "Index": 62}, {"Word": "yields", "Confidence": 0.83, "X1": 0.27595, "Y1": 0.2032, "X2": 0.31537, "Y2": 0.203, "X3": 0.31537, "Y3": 0.2168, "X4": 0.27595, "Y4": 0.2168, "page": 0, "Index": 63}, {"Word": "that", "Confidence": 0.989, "X1": 0.31932, "Y1": 0.2032, "X2": 0.34428, "Y2": 0.203, "X3": 0.34428, "Y3": 0.2168, "X4": 0.31932, "Y4": 0.2168, "page": 0, "Index": 64}, {"Word": "were", "Confidence": 0.68, "X1": 0.34823, "Y1": 0.2022, "X2": 0.38108, "Y2": 0.202, "X3": 0.38108, "Y3": 0.2168, "X4": 0.34823, "Y4": 0.2168, "page": 0, "Index": 65}, {"Word": "averaged", "Confidence": 0.992, "X1": 0.38502, "Y1": 0.2022, "X2": 0.45072, "Y2": 0.202, "X3": 0.44941, "Y3": 0.2168, "X4": 0.38502, "Y4": 0.2168, "page": 0, "Index": 66}, {"Word": "for", "Confidence": 0.602, "X1": 0.45335, "Y1": 0.2022, "X2": 0.47175, "Y2": 0.202, "X3": 0.47175, "Y3": 0.2168, "X4": 0.45335, "Y4": 0.2168, "page": 0, "Index": 67}, {"Word": "each", "Confidence": 0.981, "X1": 0.47569, "Y1": 0.2022, "X2": 0.50854, "Y2": 0.202, "X3": 0.50854, "Y3": 0.2168, "X4": 0.47569, "Y4": 0.2168, "page": 0, "Index": 68}, {"Word": "MDP-1", "Confidence": 0.1, "X1": 0.51248, "Y1": 0.2022, "X2": 0.55848, "Y2": 0.202, "X3": 0.55716, "Y3": 0.2158, "X4": 0.51248, "Y4": 0.2168, "page": 0, "Index": 69}, {"Word": "nicotine", "Confidence": 0.852, "X1": 0.56242, "Y1": 0.2022, "X2": 0.61498, "Y2": 0.202, "X3": 0.61367, "Y3": 0.2158, "X4": 0.5611, "Y4": 0.2158, "page": 0, "Index": 70}, {"Word": "yield.", "Confidence": 0.833, "X1": 0.61761, "Y1": 0.2022, "X2": 0.66097, "Y2": 0.202, "X3": 0.65966, "Y3": 0.2158, "X4": 0.61761, "Y4": 0.2158, "page": 0, "Index": 71}, {"Word": "These", "Confidence": 0.235, "X1": 0.66491, "Y1": 0.2022, "X2": 0.70565, "Y2": 0.202, "X3": 0.70434, "Y3": 0.2158, "X4": 0.6636, "Y4": 0.2158, "page": 0, "Index": 72}, {"Word": "standard", "Confidence": 0.964, "X1": 0.70828, "Y1": 0.2032, "X2": 0.77267, "Y2": 0.203, "X3": 0.77135, "Y3": 0.2158, "X4": 0.70828, "Y4": 0.2158, "page": 0, "Index": 73}, {"Word": "deviations", "Confidence": 0.981, "X1": 0.18397, "Y1": 0.2182, "X2": 0.2523, "Y2": 0.218, "X3": 0.25099, "Y3": 0.2328, "X4": 0.18265, "Y4": 0.2338, "page": 0, "Index": 74}, {"Word": "were", "Confidence": 0.962, "X1": 0.25624, "Y1": 0.2182, "X2": 0.28909, "Y2": 0.218, "X3": 0.28778, "Y3": 0.2328, "X4": 0.25493, "Y4": 0.2328, "page": 0, "Index": 75}, {"Word": "typically", "Confidence": 0.797, "X1": 0.29304, "Y1": 0.2182, "X2": 0.34823, "Y2": 0.218, "X3": 0.34691, "Y3": 0.2328, "X4": 0.29172, "Y4": 0.2328, "page": 0, "Index": 76}, {"Word": "0.04", "Confidence": 0.941, "X1": 0.35217, "Y1": 0.2182, "X2": 0.38239, "Y2": 0.218, "X3": 0.38108, "Y3": 0.2328, "X4": 0.35085, "Y4": 0.2328, "page": 0, "Index": 77}, {"Word": "-", "Confidence": 0.995, "X1": 0.38633, "Y1": 0.2182, "X2": 0.39422, "Y2": 0.218, "X3": 0.3929, "Y3": 0.2328, "X4": 0.38502, "Y4": 0.2328, "page": 0, "Index": 78}, {"Word": "0.10", "Confidence": 0.905, "X1": 0.39816, "Y1": 0.2182, "X2": 0.42838, "Y2": 0.218, "X3": 0.42707, "Y3": 0.2328, "X4": 0.39685, "Y4": 0.2328, "page": 0, "Index": 79}, {"Word": "mg,", "Confidence": 0.683, "X1": 0.43233, "Y1": 0.2182, "X2": 0.45861, "Y2": 0.218, "X3": 0.45729, "Y3": 0.2328, "X4": 0.43101, "Y4": 0.2328, "page": 0, "Index": 80}, {"Word": "or", "Confidence": 0.996, "X1": 0.46255, "Y1": 0.2182, "X2": 0.47569, "Y2": 0.218, "X3": 0.47438, "Y3": 0.2328, "X4": 0.46124, "Y4": 0.2328, "page": 0, "Index": 81}, {"Word": "approximately", "Confidence": 0.419, "X1": 0.47963, "Y1": 0.2182, "X2": 0.57424, "Y2": 0.218, "X3": 0.57293, "Y3": 0.2328, "X4": 0.47832, "Y4": 0.2328, "page": 0, "Index": 82}, {"Word": "3%", "Confidence": 0.663, "X1": 0.57819, "Y1": 0.2182, "X2": 0.59921, "Y2": 0.218, "X3": 0.59921, "Y3": 0.2328, "X4": 0.57687, "Y4": 0.2328, "page": 0, "Index": 83}, {"Word": "-", "Confidence": 0.991, "X1": 0.60447, "Y1": 0.2182, "X2": 0.60972, "Y2": 0.218, "X3": 0.60841, "Y3": 0.2328, "X4": 0.60315, "Y4": 0.2328, "page": 0, "Index": 84}, {"Word": "6%", "Confidence": 0.974, "X1": 0.61367, "Y1": 0.2182, "X2": 0.63601, "Y2": 0.218, "X3": 0.63469, "Y3": 0.2328, "X4": 0.61235, "Y4": 0.2328, "page": 0, "Index": 85}, {"Word": "of", "Confidence": 0.998, "X1": 0.63995, "Y1": 0.2182, "X2": 0.65309, "Y2": 0.218, "X3": 0.65177, "Y3": 0.2328, "X4": 0.63863, "Y4": 0.2328, "page": 0, "Index": 86}, {"Word": "a", "Confidence": 0.882, "X1": 0.65703, "Y1": 0.2182, "X2": 0.66491, "Y2": 0.218, "X3": 0.6636, "Y3": 0.2328, "X4": 0.65572, "Y4": 0.2328, "page": 0, "Index": 87}, {"Word": "brand", "Confidence": 0.996, "X1": 0.66886, "Y1": 0.2182, "X2": 0.70959, "Y2": 0.218, "X3": 0.70828, "Y3": 0.2328, "X4": 0.66754, "Y4": 0.2328, "page": 0, "Index": 88}, {"Word": "style's", "Confidence": 0.991, "X1": 0.71353, "Y1": 0.2182, "X2": 0.75558, "Y2": 0.218, "X3": 0.75427, "Y3": 0.2328, "X4": 0.71222, "Y4": 0.2328, "page": 0, "Index": 89}, {"Word": "MDPH", "Confidence": 0.983, "X1": 0.75953, "Y1": 0.2172, "X2": 0.8042, "Y2": 0.217, "X3": 0.80289, "Y3": 0.2328, "X4": 0.75821, "Y4": 0.2328, "page": 0, "Index": 90}, {"Word": "Figure", "Confidence": 0.609, "X1": 0.43758, "Y1": 0.2342, "X2": 0.47963, "Y2": 0.234, "X3": 0.47963, "Y3": 0.2478, "X4": 0.43758, "Y4": 0.2488, "page": 0, "Index": 91}, {"Word": "1", "Confidence": 0.994, "X1": 0.48357, "Y1": 0.2342, "X2": 0.49146, "Y2": 0.234, "X3": 0.49146, "Y3": 0.2478, "X4": 0.48226, "Y4": 0.2478, "page": 0, "Index": 92}, {"Word": "are", "Confidence": 0.997, "X1": 0.4954, "Y1": 0.2342, "X2": 0.51774, "Y2": 0.234, "X3": 0.51774, "Y3": 0.2478, "X4": 0.4954, "Y4": 0.2478, "page": 0, "Index": 93}, {"Word": "PM", "Confidence": 0.997, "X1": 0.52168, "Y1": 0.2342, "X2": 0.54402, "Y2": 0.234, "X3": 0.54271, "Y3": 0.2478, "X4": 0.52037, "Y4": 0.2478, "page": 0, "Index": 94}, {"Word": "USA", "Confidence": 0.998, "X1": 0.54928, "Y1": 0.2342, "X2": 0.58081, "Y2": 0.234, "X3": 0.5795, "Y3": 0.2478, "X4": 0.54796, "Y4": 0.2478, "page": 0, "Index": 95}, {"Word": "test", "Confidence": 0.991, "X1": 0.58476, "Y1": 0.2342, "X2": 0.60972, "Y2": 0.234, "X3": 0.60841, "Y3": 0.2478, "X4": 0.58344, "Y4": 0.2478, "page": 0, "Index": 96}, {"Word": "data", "Confidence": 0.939, "X1": 0.61367, "Y1": 0.2342, "X2": 0.64258, "Y2": 0.234, "X3": 0.64126, "Y3": 0.2478, "X4": 0.61235, "Y4": 0.2478, "page": 0, "Index": 97}, {"Word": "measured", "Confidence": 0.994, "X1": 0.64652, "Y1": 0.2352, "X2": 0.71616, "Y2": 0.235, "X3": 0.71485, "Y3": 0.2478, "X4": 0.6452, "Y4": 0.2478, "page": 0, "Index": 98}, {"Word": "to", "Confidence": 0.998, "X1": 0.71879, "Y1": 0.2352, "X2": 0.73193, "Y2": 0.235, "X3": 0.73062, "Y3": 0.2478, "X4": 0.71748, "Y4": 0.2478, "page": 0, "Index": 99}, {"Word": "nicotine", "Confidence": 0.993, "X1": 0.18528, "Y1": 0.2352, "X2": 0.23653, "Y2": 0.235, "X3": 0.23653, "Y3": 0.2488, "X4": 0.18528, "Y4": 0.2488, "page": 0, "Index": 100}, {"Word": "yield.", "Confidence": 0.992, "X1": 0.24047, "Y1": 0.2342, "X2": 0.28121, "Y2": 0.234, "X3": 0.28121, "Y3": 0.2488, "X4": 0.24047, "Y4": 0.2488, "page": 0, "Index": 101}, {"Word": "The", "Confidence": 0.998, "X1": 0.28515, "Y1": 0.2342, "X2": 0.31012, "Y2": 0.234, "X3": 0.31012, "Y3": 0.2488, "X4": 0.28384, "Y4": 0.2488, "page": 0, "Index": 102}, {"Word": "yields", "Confidence": 0.993, "X1": 0.31406, "Y1": 0.2342, "X2": 0.35348, "Y2": 0.234, "X3": 0.35348, "Y3": 0.2488, "X4": 0.31406, "Y4": 0.2488, "page": 0, "Index": 103}, {"Word": "depicted", "Confidence": 0.665, "X1": 0.35742, "Y1": 0.2342, "X2": 0.41656, "Y2": 0.234, "X3": 0.41656, "Y3": 0.2488, "X4": 0.35742, "Y4": 0.2488, "page": 0, "Index": 104}, {"Word": "in", "Confidence": 0.998, "X1": 0.4205, "Y1": 0.2342, "X2": 0.43364, "Y2": 0.234, "X3": 0.43364, "Y3": 0.2488, "X4": 0.4205, "Y4": 0.2488, "page": 0, "Index": 105}, {"Word": "the", "Confidence": 0.998, "X1": 0.73587, "Y1": 0.2352, "X2": 0.75953, "Y2": 0.235, "X3": 0.75821, "Y3": 0.2488, "X4": 0.73456, "Y4": 0.2478, "page": 0, "Index": 106}, {"Word": "hundredth", "Confidence": 0.902, "X1": 0.18528, "Y1": 0.2512, "X2": 0.25361, "Y2": 0.251, "X3": 0.25361, "Y3": 0.2638, "X4": 0.18528, "Y4": 0.2648, "page": 0, "Index": 107}, {"Word": "mg", "Confidence": 0.991, "X1": 0.25756, "Y1": 0.2512, "X2": 0.27858, "Y2": 0.251, "X3": 0.27858, "Y3": 0.2638, "X4": 0.25624, "Y4": 0.2638, "page": 0, "Index": 108}, {"Word": "of", "Confidence": 0.998, "X1": 0.28252, "Y1": 0.2512, "X2": 0.29435, "Y2": 0.251, "X3": 0.29435, "Y3": 0.2638, "X4": 0.28252, "Y4": 0.2638, "page": 0, "Index": 109}, {"Word": "nicotine.", "Confidence": 0.616, "X1": 0.29829, "Y1": 0.2502, "X2": 0.36005, "Y2": 0.25, "X3": 0.36005, "Y3": 0.2638, "X4": 0.29829, "Y4": 0.2638, "page": 0, "Index": 110}, {"Word": "However,", "Confidence": 0.664, "X1": 0.36399, "Y1": 0.2502, "X2": 0.4297, "Y2": 0.25, "X3": 0.42838, "Y3": 0.2638, "X4": 0.36399, "Y4": 0.2638, "page": 0, "Index": 111}, {"Word": "PM", "Confidence": 0.998, "X1": 0.43233, "Y1": 0.2502, "X2": 0.45335, "Y2": 0.25, "X3": 0.45204, "Y3": 0.2638, "X4": 0.43233, "Y4": 0.2638, "page": 0, "Index": 112}, {"Word": "USA", "Confidence": 0.995, "X1": 0.45861, "Y1": 0.2502, "X2": 0.49014, "Y2": 0.25, "X3": 0.49014, "Y3": 0.2638, "X4": 0.45861, "Y4": 0.2638, "page": 0, "Index": 113}, {"Word": "reported", "Confidence": 0.991, "X1": 0.49409, "Y1": 0.2502, "X2": 0.55191, "Y2": 0.25, "X3": 0.55191, "Y3": 0.2638, "X4": 0.49409, "Y4": 0.2638, "page": 0, "Index": 114}, {"Word": "nicotine", "Confidence": 0.991, "X1": 0.55585, "Y1": 0.2502, "X2": 0.60972, "Y2": 0.25, "X3": 0.60841, "Y3": 0.2638, "X4": 0.55453, "Y4": 0.2638, "page": 0, "Index": 115}, {"Word": "yields", "Confidence": 0.957, "X1": 0.61367, "Y1": 0.2502, "X2": 0.65177, "Y2": 0.25, "X3": 0.65046, "Y3": 0.2638, "X4": 0.61235, "Y4": 0.2638, "page": 0, "Index": 116}, {"Word": "to", "Confidence": 0.998, "X1": 0.65572, "Y1": 0.2502, "X2": 0.66886, "Y2": 0.25, "X3": 0.66754, "Y3": 0.2638, "X4": 0.6544, "Y4": 0.2638, "page": 0, "Index": 117}, {"Word": "the", "Confidence": 0.998, "X1": 0.6728, "Y1": 0.2502, "X2": 0.69382, "Y2": 0.25, "X3": 0.69382, "Y3": 0.2638, "X4": 0.67148, "Y4": 0.2638, "page": 0, "Index": 118}, {"Word": "tenth", "Confidence": 0.605, "X1": 0.69777, "Y1": 0.2502, "X2": 0.73193, "Y2": 0.25, "X3": 0.73193, "Y3": 0.2648, "X4": 0.69645, "Y4": 0.2638, "page": 0, "Index": 119}, {"Word": "mg", "Confidence": 0.949, "X1": 0.73587, "Y1": 0.2502, "X2": 0.75821, "Y2": 0.25, "X3": 0.7569, "Y3": 0.2648, "X4": 0.73587, "Y4": 0.2648, "page": 0, "Index": 120}, {"Word": "in", "Confidence": 0.998, "X1": 0.76084, "Y1": 0.2502, "X2": 0.77661, "Y2": 0.25, "X3": 0.7753, "Y3": 0.2648, "X4": 0.76084, "Y4": 0.2648, "page": 0, "Index": 121}, {"Word": "Reports", "Confidence": 0.901, "X1": 0.18397, "Y1": 0.2662, "X2": 0.23784, "Y2": 0.266, "X3": 0.23784, "Y3": 0.2798, "X4": 0.18397, "Y4": 0.2808, "page": 0, "Index": 122}, {"Word": "for", "Confidence": 0.998, "X1": 0.24179, "Y1": 0.2662, "X2": 0.26018, "Y2": 0.266, "X3": 0.25887, "Y3": 0.2798, "X4": 0.24047, "Y4": 0.2798, "page": 0, "Index": 123}, {"Word": "years", "Confidence": 0.995, "X1": 0.26413, "Y1": 0.2662, "X2": 0.30223, "Y2": 0.266, "X3": 0.30092, "Y3": 0.2798, "X4": 0.26281, "Y4": 0.2798, "page": 0, "Index": 124}, {"Word": "1997", "Confidence": 0.609, "X1": 0.30618, "Y1": 0.2662, "X2": 0.33903, "Y2": 0.266, "X3": 0.33771, "Y3": 0.2798, "X4": 0.30486, "Y4": 0.2798, "page": 0, "Index": 125}, {"Word": "-", "Confidence": 0.995, "X1": 0.34166, "Y1": 0.2662, "X2": 0.35217, "Y2": 0.266, "X3": 0.35085, "Y3": 0.2798, "X4": 0.34166, "Y4": 0.2798, "page": 0, "Index": 126}, {"Word": "2003", "Confidence": 0.983, "X1": 0.35611, "Y1": 0.2662, "X2": 0.39028, "Y2": 0.266, "X3": 0.38896, "Y3": 0.2798, "X4": 0.3548, "Y4": 0.2798, "page": 0, "Index": 127}, {"Word": "and", "Confidence": 0.998, "X1": 0.39422, "Y1": 0.2662, "X2": 0.41919, "Y2": 0.266, "X3": 0.41919, "Y3": 0.2798, "X4": 0.3929, "Y4": 0.2798, "page": 0, "Index": 128}, {"Word": "to", "Confidence": 0.955, "X1": 0.42313, "Y1": 0.2662, "X2": 0.43495, "Y2": 0.266, "X3": 0.43495, "Y3": 0.2798, "X4": 0.42181, "Y4": 0.2798, "page": 0, "Index": 129}, {"Word": "the", "Confidence": 0.998, "X1": 0.4389, "Y1": 0.2662, "X2": 0.46124, "Y2": 0.266, "X3": 0.45992, "Y3": 0.2798, "X4": 0.4389, "Y4": 0.2798, "page": 0, "Index": 130}, {"Word": "hundredth", "Confidence": 0.972, "X1": 0.46518, "Y1": 0.2662, "X2": 0.53351, "Y2": 0.266, "X3": 0.53219, "Y3": 0.2798, "X4": 0.46386, "Y4": 0.2798, "page": 0, "Index": 131}, {"Word": "mg", "Confidence": 0.983, "X1": 0.53745, "Y1": 0.2662, "X2": 0.55848, "Y2": 0.266, "X3": 0.55848, "Y3": 0.2798, "X4": 0.53614, "Y4": 0.2798, "page": 0, "Index": 132}, {"Word": "nicotine", "Confidence": 0.994, "X1": 0.56242, "Y1": 0.2662, "X2": 0.61629, "Y2": 0.266, "X3": 0.61629, "Y3": 0.2798, "X4": 0.56242, "Y4": 0.2798, "page": 0, "Index": 133}, {"Word": "in", "Confidence": 0.996, "X1": 0.62024, "Y1": 0.2662, "X2": 0.63206, "Y2": 0.266, "X3": 0.63206, "Y3": 0.2798, "X4": 0.62024, "Y4": 0.2798, "page": 0, "Index": 134}, {"Word": "Reports", "Confidence": 0.881, "X1": 0.63601, "Y1": 0.2662, "X2": 0.68857, "Y2": 0.266, "X3": 0.68857, "Y3": 0.2798, "X4": 0.63601, "Y4": 0.2798, "page": 0, "Index": 135}, {"Word": "for", "Confidence": 0.994, "X1": 0.69251, "Y1": 0.2662, "X2": 0.71091, "Y2": 0.266, "X3": 0.71091, "Y3": 0.2798, "X4": 0.69251, "Y4": 0.2798, "page": 0, "Index": 136}, {"Word": "years", "Confidence": 0.995, "X1": 0.71485, "Y1": 0.2662, "X2": 0.75296, "Y2": 0.266, "X3": 0.75164, "Y3": 0.2798, "X4": 0.71353, "Y4": 0.2798, "page": 0, "Index": 137}, {"Word": "2C04", "Confidence": 0.882, "X1": 0.7569, "Y1": 0.2662, "X2": 0.79106, "Y2": 0.266, "X3": 0.78975, "Y3": 0.2798, "X4": 0.75558, "Y4": 0.2798, "page": 0, "Index": 138}, {"Word": "-", "Confidence": 0.994, "X1": 0.79369, "Y1": 0.2662, "X2": 0.80552, "Y2": 0.266, "X3": 0.8042, "Y3": 0.2798, "X4": 0.79369, "Y4": 0.2798, "page": 0, "Index": 139}, {"Word": "2008.", "Confidence": 0.955, "X1": 0.1866, "Y1": 0.2822, "X2": 0.22733, "Y2": 0.282, "X3": 0.22602, "Y3": 0.2968, "X4": 0.18397, "Y4": 0.2968, "page": 0, "Index": 140}, {"Word": "The", "Confidence": 0.998, "X1": 0.23127, "Y1": 0.2822, "X2": 0.25756, "Y2": 0.282, "X3": 0.25624, "Y3": 0.2968, "X4": 0.22996, "Y4": 0.2968, "page": 0, "Index": 141}, {"Word": "Massachusetts", "Confidence": 0.757, "X1": 0.2615, "Y1": 0.2822, "X2": 0.36268, "Y2": 0.282, "X3": 0.36137, "Y3": 0.2968, "X4": 0.25887, "Y4": 0.2968, "page": 0, "Index": 142}, {"Word": "regulations", "Confidence": 0.993, "X1": 0.36662, "Y1": 0.2822, "X2": 0.44152, "Y2": 0.282, "X3": 0.44021, "Y3": 0.2968, "X4": 0.36531, "Y4": 0.2968, "page": 0, "Index": 143}, {"Word": "do", "Confidence": 0.957, "X1": 0.44547, "Y1": 0.2822, "X2": 0.46124, "Y2": 0.282, "X3": 0.45992, "Y3": 0.2968, "X4": 0.44415, "Y4": 0.2968, "page": 0, "Index": 144}, {"Word": "rol", "Confidence": 0.618, "X1": 0.46518, "Y1": 0.2822, "X2": 0.48752, "Y2": 0.282, "X3": 0.4862, "Y3": 0.2968, "X4": 0.46386, "Y4": 0.2968, "page": 0, "Index": 145}, {"Word": "specify", "Confidence": 0.871, "X1": 0.49146, "Y1": 0.2822, "X2": 0.53876, "Y2": 0.282, "X3": 0.53745, "Y3": 0.2968, "X4": 0.49014, "Y4": 0.2968, "page": 0, "Index": 146}, {"Word": "the", "Confidence": 0.994, "X1": 0.54271, "Y1": 0.2822, "X2": 0.56505, "Y2": 0.282, "X3": 0.56373, "Y3": 0.2968, "X4": 0.54139, "Y4": 0.2968, "page": 0, "Index": 147}, {"Word": "number", "Confidence": 0.994, "X1": 0.56899, "Y1": 0.2822, "X2": 0.62155, "Y2": 0.282, "X3": 0.62024, "Y3": 0.2968, "X4": 0.56767, "Y4": 0.2968, "page": 0, "Index": 148}, {"Word": "of", "Confidence": 0.997, "X1": 0.62549, "Y1": 0.2822, "X2": 0.63732, "Y2": 0.282, "X3": 0.63601, "Y3": 0.2968, "X4": 0.62418, "Y4": 0.2968, "page": 0, "Index": 149}, {"Word": "decimal", "Confidence": 0.991, "X1": 0.64126, "Y1": 0.2822, "X2": 0.69382, "Y2": 0.282, "X3": 0.69251, "Y3": 0.2968, "X4": 0.63995, "Y4": 0.2968, "page": 0, "Index": 150}, {"Word": "places", "Confidence": 0.995, "X1": 0.69777, "Y1": 0.2822, "X2": 0.74113, "Y2": 0.282, "X3": 0.74113, "Y3": 0.2968, "X4": 0.69645, "Y4": 0.2968, "page": 0, "Index": 151}, {"Word": "for", "Confidence": 0.996, "X1": 0.74507, "Y1": 0.2822, "X2": 0.76347, "Y2": 0.282, "X3": 0.76347, "Y3": 0.2968, "X4": 0.74507, "Y4": 0.2968, "page": 0, "Index": 152}, {"Word": "data", "Confidence": 0.986, "X1": 0.76741, "Y1": 0.2822, "X2": 0.80026, "Y2": 0.282, "X3": 0.79895, "Y3": 0.2968, "X4": 0.7661, "Y4": 0.2968, "page": 0, "Index": 153}, {"Word": "reporting", "Confidence": 0.855, "X1": 0.18528, "Y1": 0.3002, "X2": 0.24704, "Y2": 0.3, "X3": 0.24704, "Y3": 0.3128, "X4": 0.18265, "Y4": 0.3128, "page": 0, "Index": 154}, {"Word": "MDPH", "Confidence": 0.625, "X1": 0.34297, "Y1": 0.3302, "X2": 0.37582, "Y2": 0.33, "X3": 0.37582, "Y3": 0.3418, "X4": 0.34166, "Y4": 0.3418, "page": 0, "Index": 155}, {"Word": "Nicotine", "Confidence": 0.661, "X1": 0.37976, "Y1": 0.3292, "X2": 0.42707, "Y2": 0.329, "X3": 0.42576, "Y3": 0.3408, "X4": 0.37845, "Y4": 0.3418, "page": 0, "Index": 156}, {"Word": "Yield", "Confidence": 0.848, "X1": 0.43101, "Y1": 0.3292, "X2": 0.45861, "Y2": 0.329, "X3": 0.45729, "Y3": 0.3408, "X4": 0.4297, "Y4": 0.3408, "page": 0, "Index": 157}, {"Word": "of", "Confidence": 0.955, "X1": 0.46124, "Y1": 0.3292, "X2": 0.47306, "Y2": 0.329, "X3": 0.47175, "Y3": 0.3408, "X4": 0.45992, "Y4": 0.3408, "page": 0, "Index": 158}, {"Word": "Marlboro", "Confidence": 0.647, "X1": 0.47569, "Y1": 0.3292, "X2": 0.52825, "Y2": 0.329, "X3": 0.52694, "Y3": 0.3418, "X4": 0.47438, "Y4": 0.3408, "page": 0, "Index": 159}, {"Word": "Brand", "Confidence": 0.997, "X1": 0.53088, "Y1": 0.3302, "X2": 0.56505, "Y2": 0.33, "X3": 0.56373, "Y3": 0.3418, "X4": 0.52957, "Y4": 0.3418, "page": 0, "Index": 160}, {"Word": "Styles", "Confidence": 0.786, "X1": 0.56767, "Y1": 0.3302, "X2": 0.60578, "Y2": 0.33, "X3": 0.60447, "Y3": 0.3428, "X4": 0.56636, "Y4": 0.3418, "page": 0, "Index": 161}, {"Word": "as", "Confidence": 0.994, "X1": 0.36399, "Y1": 0.3432, "X2": 0.37451, "Y2": 0.343, "X3": 0.37319, "Y3": 0.3538, "X4": 0.36399, "Y4": 0.3538, "page": 0, "Index": 162}, {"Word": "measured", "Confidence": 0.254, "X1": 0.37714, "Y1": 0.3422, "X2": 0.4297, "Y2": 0.342, "X3": 0.42838, "Y3": 0.3538, "X4": 0.37582, "Y4": 0.3538, "page": 0, "Index": 163}, {"Word": "to", "Confidence": 0.981, "X1": 0.43364, "Y1": 0.3422, "X2": 0.44284, "Y2": 0.342, "X3": 0.44152, "Y3": 0.3538, "X4": 0.43233, "Y4": 0.3538, "page": 0, "Index": 164}, {"Word": "the", "Confidence": 0.994, "X1": 0.44678, "Y1": 0.3422, "X2": 0.46255, "Y2": 0.342, "X3": 0.46124, "Y3": 0.3538, "X4": 0.44547, "Y4": 0.3538, "page": 0, "Index": 165}, {"Word": "hundreth", "Confidence": 0.962, "X1": 0.46518, "Y1": 0.3422, "X2": 0.51643, "Y2": 0.342, "X3": 0.51511, "Y3": 0.3538, "X4": 0.46386, "Y4": 0.3538, "page": 0, "Index": 166}, {"Word": "mg", "Confidence": 0.97, "X1": 0.52037, "Y1": 0.3422, "X2": 0.53614, "Y2": 0.342, "X3": 0.53351, "Y3": 0.3538, "X4": 0.51774, "Y4": 0.3538, "page": 0, "Index": 167}, {"Word": "nicotine", "Confidence": 0.798, "X1": 0.53876, "Y1": 0.3432, "X2": 0.58476, "Y2": 0.343, "X3": 0.58213, "Y3": 0.3538, "X4": 0.53745, "Y4": 0.3538, "page": 0, "Index": 168}, {"Word": "2.50", "Confidence": 0.158, "X1": 0.24047, "Y1": 0.3602, "X2": 0.25887, "Y2": 0.36, "X3": 0.25887, "Y3": 0.3668, "X4": 0.23916, "Y4": 0.3658, "page": 0, "Index": 169}, {"Word": "2.00", "Confidence": 0.82, "X1": 0.23916, "Y1": 0.4372, "X2": 0.26018, "Y2": 0.437, "X3": 0.26018, "Y3": 0.4458, "X4": 0.23916, "Y4": 0.4458, "page": 0, "Index": 170}, {"Word": "1.00", "Confidence": 0.282, "X1": 0.23916, "Y1": 0.4642, "X2": 0.25887, "Y2": 0.464, "X3": 0.25887, "Y3": 0.4728, "X4": 0.23916, "Y4": 0.4728, "page": 0, "Index": 171}, {"Word": "-", "Confidence": 0.606, "X1": 0.2615, "Y1": 0.4642, "X2": 0.26675, "Y2": 0.464, "X3": 0.26807, "Y3": 0.4718, "X4": 0.2615, "Y4": 0.4728, "page": 0, "Index": 172}, {"Word": "1.50", "Confidence": 0.547, "X1": 0.23916, "Y1": 0.4902, "X2": 0.26018, "Y2": 0.49, "X3": 0.26018, "Y3": 0.4988, "X4": 0.23916, "Y4": 0.4988, "page": 0, "Index": 173}, {"Word": "1.48", "Confidence": 0.644, "X1": 0.23916, "Y1": 0.5162, "X2": 0.26018, "Y2": 0.516, "X3": 0.26018, "Y3": 0.5238, "X4": 0.23916, "Y4": 0.5238, "page": 0, "Index": 174}, {"Word": "-", "Confidence": 0.062, "X1": 0.26281, "Y1": 0.5162, "X2": 0.26807, "Y2": 0.516, "X3": 0.26938, "Y3": 0.5228, "X4": 0.26281, "Y4": 0.5238, "page": 0, "Index": 175}, {"Word": "1.20", "Confidence": 0.811, "X1": 0.24179, "Y1": 0.5422, "X2": 0.26018, "Y2": 0.542, "X3": 0.26018, "Y3": 0.5508, "X4": 0.24179, "Y4": 0.5508, "page": 0, "Index": 176}, {"Word": "1.00", "Confidence": 0.653, "X1": 0.24047, "Y1": 0.5702, "X2": 0.25756, "Y2": 0.57, "X3": 0.25756, "Y3": 0.5768, "X4": 0.24047, "Y4": 0.5768, "page": 0, "Index": 177}, {"Word": "*******************", "Confidence": 0, "X1": 0.26544, "Y1": 0.5712, "X2": 0.37714, "Y2": 0.571, "X3": 0.37714, "Y3": 0.5768, "X4": 0.26544, "Y4": 0.5768, "page": 0, "Index": 178}, {"Word": "1997", "Confidence": 0.617, "X1": 0.2707, "Y1": 0.5802, "X2": 0.29304, "Y2": 0.58, "X3": 0.29304, "Y3": 0.5888, "X4": 0.27201, "Y4": 0.5898, "page": 0, "Index": 179}, {"Word": "1998", "Confidence": 0.647, "X1": 0.30092, "Y1": 0.5802, "X2": 0.32457, "Y2": 0.58, "X3": 0.32457, "Y3": 0.5888, "X4": 0.30092, "Y4": 0.5888, "page": 0, "Index": 180}, {"Word": "1999", "Confidence": 0.823, "X1": 0.33246, "Y1": 0.5802, "X2": 0.35874, "Y2": 0.58, "X3": 0.35874, "Y3": 0.5888, "X4": 0.33377, "Y4": 0.5888, "page": 0, "Index": 181}, {"Word": "2000", "Confidence": 0.979, "X1": 0.36531, "Y1": 0.5802, "X2": 0.38765, "Y2": 0.58, "X3": 0.38765, "Y3": 0.5888, "X4": 0.36531, "Y4": 0.5888, "page": 0, "Index": 182}, {"Word": "2001", "Confidence": 0.958, "X1": 0.39685, "Y1": 0.5802, "X2": 0.4205, "Y2": 0.58, "X3": 0.4205, "Y3": 0.5888, "X4": 0.39685, "Y4": 0.5888, "page": 0, "Index": 183}, {"Word": "2002", "Confidence": 0.902, "X1": 0.42838, "Y1": 0.5802, "X2": 0.45072, "Y2": 0.58, "X3": 0.45072, "Y3": 0.5888, "X4": 0.42838, "Y4": 0.5888, "page": 0, "Index": 184}, {"Word": "2003", "Confidence": 0.471, "X1": 0.45861, "Y1": 0.5802, "X2": 0.48226, "Y2": 0.58, "X3": 0.48226, "Y3": 0.5888, "X4": 0.45861, "Y4": 0.5888, "page": 0, "Index": 185}, {"Word": "2004", "Confidence": 0.668, "X1": 0.49146, "Y1": 0.5802, "X2": 0.51511, "Y2": 0.58, "X3": 0.51511, "Y3": 0.5888, "X4": 0.49146, "Y4": 0.5888, "page": 0, "Index": 186}, {"Word": "2005", "Confidence": 0.933, "X1": 0.523, "Y1": 0.5802, "X2": 0.54665, "Y2": 0.58, "X3": 0.54665, "Y3": 0.5888, "X4": 0.523, "Y4": 0.5888, "page": 0, "Index": 187}, {"Word": "2008", "Confidence": 0.658, "X1": 0.55453, "Y1": 0.5792, "X2": 0.57819, "Y2": 0.579, "X3": 0.57819, "Y3": 0.5888, "X4": 0.55453, "Y4": 0.5888, "page": 0, "Index": 188}, {"Word": "2007", "Confidence": 0.632, "X1": 0.58607, "Y1": 0.5792, "X2": 0.60972, "Y2": 0.579, "X3": 0.60972, "Y3": 0.5888, "X4": 0.58607, "Y4": 0.5888, "page": 0, "Index": 189}, {"Word": "2098", "Confidence": 0.622, "X1": 0.61761, "Y1": 0.5792, "X2": 0.64126, "Y2": 0.579, "X3": 0.64126, "Y3": 0.5888, "X4": 0.61761, "Y4": 0.5888, "page": 0, "Index": 190}, {"Word": "WC", "Confidence": 0.005, "X1": 0.4113, "Y1": 0.5962, "X2": 0.42444, "Y2": 0.596, "X3": 0.42444, "Y3": 0.6048, "X4": 0.4113, "Y4": 0.6048, "page": 0, "Index": 191}, {"Word": "Rsporting", "Confidence": 0.628, "X1": 0.44021, "Y1": 0.5972, "X2": 0.48357, "Y2": 0.597, "X3": 0.48357, "Y3": 0.6048, "X4": 0.44021, "Y4": 0.6048, "page": 0, "Index": 192}, {"Word": "Year", "Confidence": 0.53, "X1": 0.4862, "Y1": 0.5972, "X2": 0.50986, "Y2": 0.597, "X3": 0.50854, "Y3": 0.6058, "X4": 0.4862, "Y4": 0.6048, "page": 0, "Index": 193}, {"Word": "Figure", "Confidence": 0.802, "X1": 0.18528, "Y1": 0.6252, "X2": 0.22339, "Y2": 0.625, "X3": 0.22339, "Y3": 0.6368, "X4": 0.18528, "Y4": 0.6368, "page": 0, "Index": 194}, {"Word": "1.", "Confidence": 0.995, "X1": 0.22602, "Y1": 0.6252, "X2": 0.23916, "Y2": 0.625, "X3": 0.23916, "Y3": 0.6368, "X4": 0.22602, "Y4": 0.6368, "page": 0, "Index": 195}, {"Word": "Measurec", "Confidence": 0.781, "X1": 0.24179, "Y1": 0.6252, "X2": 0.29829, "Y2": 0.625, "X3": 0.29829, "Y3": 0.6368, "X4": 0.24179, "Y4": 0.6368, "page": 0, "Index": 196}, {"Word": "MDPH", "Confidence": 0.982, "X1": 0.30092, "Y1": 0.6252, "X2": 0.33771, "Y2": 0.625, "X3": 0.33771, "Y3": 0.6368, "X4": 0.30092, "Y4": 0.6368, "page": 0, "Index": 197}, {"Word": "nicotine", "Confidence": 0.346, "X1": 0.34166, "Y1": 0.6252, "X2": 0.38502, "Y2": 0.625, "X3": 0.38502, "Y3": 0.6368, "X4": 0.34166, "Y4": 0.6368, "page": 0, "Index": 198}, {"Word": "via", "Confidence": 0.578, "X1": 0.38765, "Y1": 0.6252, "X2": 0.40342, "Y2": 0.625, "X3": 0.40342, "Y3": 0.6368, "X4": 0.38765, "Y4": 0.6368, "page": 0, "Index": 199}, {"Word": "ds", "Confidence": 0.633, "X1": 0.40604, "Y1": 0.6252, "X2": 0.4205, "Y2": 0.625, "X3": 0.41919, "Y3": 0.6368, "X4": 0.40604, "Y4": 0.6368, "page": 0, "Index": 200}, {"Word": "for", "Confidence": 0.995, "X1": 0.42313, "Y1": 0.6252, "X2": 0.43758, "Y2": 0.625, "X3": 0.43758, "Y3": 0.6368, "X4": 0.42313, "Y4": 0.6368, "page": 0, "Index": 201}, {"Word": "ilustracive", "Confidence": 0.476, "X1": 0.44021, "Y1": 0.6252, "X2": 0.49671, "Y2": 0.625, "X3": 0.4954, "Y3": 0.6368, "X4": 0.44021, "Y4": 0.6368, "page": 0, "Index": 202}, {"Word": "Marlboro", "Confidence": 0.854, "X1": 0.49934, "Y1": 0.6252, "X2": 0.54928, "Y2": 0.625, "X3": 0.54928, "Y3": 0.6368, "X4": 0.49934, "Y4": 0.6368, "page": 0, "Index": 203}, {"Word": "brand", "Confidence": 0.996, "X1": 0.55191, "Y1": 0.6252, "X2": 0.58476, "Y2": 0.625, "X3": 0.58476, "Y3": 0.6368, "X4": 0.55191, "Y4": 0.6368, "page": 0, "Index": 204}, {"Word": "styles", "Confidence": 0.568, "X1": 0.5887, "Y1": 0.6252, "X2": 0.61892, "Y2": 0.625, "X3": 0.61892, "Y3": 0.6368, "X4": 0.58739, "Y4": 0.6368, "page": 0, "Index": 205}, {"Word": "for", "Confidence": 0.998, "X1": 0.62286, "Y1": 0.6252, "X2": 0.63732, "Y2": 0.625, "X3": 0.63601, "Y3": 0.6368, "X4": 0.62155, "Y4": 0.6368, "page": 0, "Index": 206}, {"Word": "each", "Confidence": 0.96, "X1": 0.63995, "Y1": 0.6252, "X2": 0.66754, "Y2": 0.625, "X3": 0.66754, "Y3": 0.6368, "X4": 0.63995, "Y4": 0.6368, "page": 0, "Index": 207}, {"Word": "year", "Confidence": 0.812, "X1": 0.67148, "Y1": 0.6252, "X2": 0.69514, "Y2": 0.625, "X3": 0.69382, "Y3": 0.6368, "X4": 0.67017, "Y4": 0.6368, "page": 0, "Index": 208}, {"Word": "from", "Confidence": 0.981, "X1": 0.69777, "Y1": 0.6252, "X2": 0.72273, "Y2": 0.625, "X3": 0.72142, "Y3": 0.6368, "X4": 0.69777, "Y4": 0.6368, "page": 0, "Index": 209}, {"Word": "1997", "Confidence": 0.969, "X1": 0.7293, "Y1": 0.6252, "X2": 0.75821, "Y2": 0.625, "X3": 0.7569, "Y3": 0.6368, "X4": 0.72799, "Y4": 0.6368, "page": 0, "Index": 210}, {"Word": "2008", "Confidence": 0.939, "X1": 0.76873, "Y1": 0.6252, "X2": 0.79895, "Y2": 0.625, "X3": 0.79895, "Y3": 0.6368, "X4": 0.76741, "Y4": 0.6368, "page": 0, "Index": 211}, {"Word": "Lights", "Confidence": 0.724, "X1": 0.26544, "Y1": 0.6372, "X2": 0.30092, "Y2": 0.637, "X3": 0.30092, "Y3": 0.6478, "X4": 0.26544, "Y4": 0.6488, "page": 0, "Index": 212}, {"Word": "brand", "Confidence": 0.38, "X1": 0.30486, "Y1": 0.6372, "X2": 0.33509, "Y2": 0.637, "X3": 0.33509, "Y3": 0.6478, "X4": 0.30355, "Y4": 0.6478, "page": 0, "Index": 213}, {"Word": "sty", "Confidence": 0.921, "X1": 0.33903, "Y1": 0.6372, "X2": 0.3548, "Y2": 0.637, "X3": 0.3548, "Y3": 0.6478, "X4": 0.33903, "Y4": 0.6478, "page": 0, "Index": 214}, {"Word": "es", "Confidence": 0.998, "X1": 0.35742, "Y1": 0.6372, "X2": 0.37057, "Y2": 0.637, "X3": 0.37057, "Y3": 0.6478, "X4": 0.35742, "Y4": 0.6478, "page": 0, "Index": 215}, {"Word": "were", "Confidence": 1, "X1": 0.37319, "Y1": 0.6372, "X2": 0.4021, "Y2": 0.637, "X3": 0.4021, "Y3": 0.6478, "X4": 0.37319, "Y4": 0.6478, "page": 0, "Index": 216}, {"Word": "ict", "Confidence": 0.952, "X1": 0.40604, "Y1": 0.6372, "X2": 0.42181, "Y2": 0.637, "X3": 0.42181, "Y3": 0.6478, "X4": 0.40473, "Y4": 0.6478, "page": 0, "Index": 217}, {"Word": "marketed", "Confidence": 0.947, "X1": 0.42576, "Y1": 0.6372, "X2": 0.47963, "Y2": 0.637, "X3": 0.47832, "Y3": 0.6478, "X4": 0.42444, "Y4": 0.6478, "page": 0, "Index": 218}, {"Word": "n", "Confidence": 0.978, "X1": 0.48226, "Y1": 0.6372, "X2": 0.49014, "Y2": 0.637, "X3": 0.49014, "Y3": 0.6478, "X4": 0.48226, "Y4": 0.6478, "page": 0, "Index": 219}, {"Word": "Massachusetts", "Confidence": 1, "X1": 0.49277, "Y1": 0.6372, "X2": 0.57687, "Y2": 0.637, "X3": 0.57687, "Y3": 0.6478, "X4": 0.49277, "Y4": 0.6478, "page": 0, "Index": 220}, {"Word": "in", "Confidence": 0.96, "X1": 0.5795, "Y1": 0.6372, "X2": 0.59001, "Y2": 0.637, "X3": 0.59001, "Y3": 0.6478, "X4": 0.5795, "Y4": 0.6478, "page": 0, "Index": 221}, {"Word": "\"Ue/.", "Confidence": 0.255, "X1": 0.59396, "Y1": 0.6372, "X2": 0.62812, "Y2": 0.637, "X3": 0.62681, "Y3": 0.6478, "X4": 0.59264, "Y4": 0.6478, "page": 0, "Index": 222}, {"Word": "=", "Confidence": 0.98, "X1": 0.63075, "Y1": 0.6372, "X2": 0.63601, "Y2": 0.637, "X3": 0.63601, "Y3": 0.6478, "X4": 0.63075, "Y4": 0.6478, "page": 0, "Index": 223}, {"Word": "rror", "Confidence": 0.899, "X1": 0.63995, "Y1": 0.6372, "X2": 0.65966, "Y2": 0.637, "X3": 0.65834, "Y3": 0.6478, "X4": 0.63863, "Y4": 0.6478, "page": 0, "Index": 224}, {"Word": "bars", "Confidence": 0.727, "X1": 0.66229, "Y1": 0.6372, "X2": 0.68725, "Y2": 0.637, "X3": 0.68594, "Y3": 0.6478, "X4": 0.66229, "Y4": 0.6478, "page": 0, "Index": 225}, {"Word": "are", "Confidence": 0.997, "X1": 0.68988, "Y1": 0.6372, "X2": 0.70696, "Y2": 0.637, "X3": 0.70696, "Y3": 0.6478, "X4": 0.68988, "Y4": 0.6478, "page": 0, "Index": 226}, {"Word": "(+/", "Confidence": 1, "X1": 0.71091, "Y1": 0.6372, "X2": 0.72405, "Y2": 0.637, "X3": 0.72405, "Y3": 0.6478, "X4": 0.70959, "Y4": 0.6478, "page": 0, "Index": 227}, {"Word": "Marlboro", "Confidence": 0.469, "X1": 0.18397, "Y1": 0.6372, "X2": 0.2339, "Y2": 0.637, "X3": 0.2339, "Y3": 0.6488, "X4": 0.18397, "Y4": 0.6488, "page": 0, "Index": 228}, {"Word": "U", "Confidence": 0.596, "X1": 0.23653, "Y1": 0.6372, "X2": 0.24442, "Y2": 0.637, "X3": 0.24442, "Y3": 0.6488, "X4": 0.23653, "Y4": 0.6488, "page": 0, "Index": 229}, {"Word": "tra", "Confidence": 0.596, "X1": 0.24836, "Y1": 0.6372, "X2": 0.26281, "Y2": 0.637, "X3": 0.26281, "Y3": 0.6488, "X4": 0.24836, "Y4": 0.6488, "page": 0, "Index": 230}, {"Word": "-;", "Confidence": 0.993, "X1": 0.72668, "Y1": 0.6372, "X2": 0.73456, "Y2": 0.637, "X3": 0.73325, "Y3": 0.6488, "X4": 0.72668, "Y4": 0.6488, "page": 0, "Index": 231}, {"Word": "ore", "Confidence": 0.551, "X1": 0.73719, "Y1": 0.6372, "X2": 0.75821, "Y2": 0.637, "X3": 0.75821, "Y3": 0.6488, "X4": 0.73587, "Y4": 0.6488, "page": 0, "Index": 232}, {"Word": "standerd", "Confidence": 0.85, "X1": 0.76084, "Y1": 0.6372, "X2": 0.8134, "Y2": 0.637, "X3": 0.81209, "Y3": 0.6488, "X4": 0.76084, "Y4": 0.6488, "page": 0, "Index": 233}, {"Word": "deviation", "Confidence": 0.392, "X1": 0.18528, "Y1": 0.6482, "X2": 0.23522, "Y2": 0.648, "X3": 0.2339, "Y3": 0.6608, "X4": 0.18397, "Y4": 0.6608, "page": 0, "Index": 234}, {"Word": "of", "Confidence": 0.847, "X1": 0.23784, "Y1": 0.6482, "X2": 0.24836, "Y2": 0.648, "X3": 0.24704, "Y3": 0.6608, "X4": 0.23653, "Y4": 0.6608, "page": 0, "Index": 235}, {"Word": "the", "Confidence": 0.994, "X1": 0.25099, "Y1": 0.6492, "X2": 0.2707, "Y2": 0.649, "X3": 0.26938, "Y3": 0.6608, "X4": 0.24967, "Y4": 0.6608, "page": 0, "Index": 236}, {"Word": "20", "Confidence": 0.997, "X1": 0.27332, "Y1": 0.6492, "X2": 0.28647, "Y2": 0.649, "X3": 0.28515, "Y3": 0.6608, "X4": 0.27201, "Y4": 0.6608, "page": 0, "Index": 237}, {"Word": "machine", "Confidence": 0.351, "X1": 0.29041, "Y1": 0.6492, "X2": 0.3364, "Y2": 0.649, "X3": 0.33509, "Y3": 0.6608, "X4": 0.28909, "Y4": 0.6608, "page": 0, "Index": 238}, {"Word": "port", "Confidence": 0.958, "X1": 0.34034, "Y1": 0.6492, "X2": 0.36137, "Y2": 0.649, "X3": 0.36005, "Y3": 0.6598, "X4": 0.33903, "Y4": 0.6598, "page": 0, "Index": 239}, {"Word": "yields,", "Confidence": 0.674, "X1": 0.36531, "Y1": 0.6492, "X2": 0.40079, "Y2": 0.649, "X3": 0.40079, "Y3": 0.6598, "X4": 0.36399, "Y4": 0.6598, "page": 0, "Index": 240}, {"Word": "3", "Confidence": 0.96, "X1": 0.40473, "Y1": 0.6492, "X2": 0.4113, "Y2": 0.649, "X3": 0.40999, "Y3": 0.6598, "X4": 0.40342, "Y4": 0.6598, "page": 0, "Index": 241}, {"Word": "cigarettes", "Confidence": 0.515, "X1": 0.41524, "Y1": 0.6492, "X2": 0.46912, "Y2": 0.649, "X3": 0.46781, "Y3": 0.6598, "X4": 0.41393, "Y4": 0.6598, "page": 0, "Index": 242}, {"Word": "per", "Confidence": 0.994, "X1": 0.47175, "Y1": 0.6492, "X2": 0.49014, "Y2": 0.649, "X3": 0.48883, "Y3": 0.6598, "X4": 0.47043, "Y4": 0.6598, "page": 0, "Index": 243}, {"Word": "port,", "Confidence": 0.891, "X1": 0.49277, "Y1": 0.6492, "X2": 0.51774, "Y2": 0.649, "X3": 0.51643, "Y3": 0.6598, "X4": 0.49146, "Y4": 0.6598, "page": 0, "Index": 244}, {"Word": "which", "Confidence": 0.805, "X1": 0.52037, "Y1": 0.6492, "X2": 0.55322, "Y2": 0.649, "X3": 0.55191, "Y3": 0.6598, "X4": 0.52037, "Y4": 0.6598, "page": 0, "Index": 245}, {"Word": "were", "Confidence": 0.971, "X1": 0.55585, "Y1": 0.6492, "X2": 0.58476, "Y2": 0.649, "X3": 0.58344, "Y3": 0.6598, "X4": 0.55585, "Y4": 0.6598, "page": 0, "Index": 246}, {"Word": "averaged", "Confidence": 0.663, "X1": 0.58739, "Y1": 0.6492, "X2": 0.63863, "Y2": 0.649, "X3": 0.63732, "Y3": 0.6608, "X4": 0.58607, "Y4": 0.6598, "page": 0, "Index": 247}, {"Word": "for", "Confidence": 0.936, "X1": 0.64126, "Y1": 0.6492, "X2": 0.65703, "Y2": 0.649, "X3": 0.65703, "Y3": 0.6608, "X4": 0.64126, "Y4": 0.6608, "page": 0, "Index": 248}, {"Word": "each", "Confidence": 0.323, "X1": 0.65966, "Y1": 0.6492, "X2": 0.68725, "Y2": 0.649, "X3": 0.68725, "Y3": 0.6608, "X4": 0.65966, "Y4": 0.6608, "page": 0, "Index": 249}, {"Word": "brand", "Confidence": 0.293, "X1": 0.68988, "Y1": 0.6492, "X2": 0.72273, "Y2": 0.649, "X3": 0.72273, "Y3": 0.6608, "X4": 0.68988, "Y4": 0.6608, "page": 0, "Index": 250}, {"Word": "style's", "Confidence": 0.993, "X1": 0.72536, "Y1": 0.6492, "X2": 0.75953, "Y2": 0.649, "X3": 0.75953, "Y3": 0.6608, "X4": 0.72536, "Y4": 0.6608, "page": 0, "Index": 251}, {"Word": "yie", "Confidence": 0.901, "X1": 0.76347, "Y1": 0.6492, "X2": 0.77924, "Y2": 0.649, "X3": 0.77792, "Y3": 0.6608, "X4": 0.76216, "Y4": 0.6608, "page": 0, "Index": 252}, {"Word": "d", "Confidence": 0.966, "X1": 0.78187, "Y1": 0.6492, "X2": 0.79106, "Y2": 0.649, "X3": 0.79106, "Y3": 0.6608, "X4": 0.78187, "Y4": 0.6608, "page": 0, "Index": 253}, {"Word": "Machine", "Confidence": 0.996, "X1": 0.18397, "Y1": 0.6602, "X2": 0.23127, "Y2": 0.66, "X3": 0.22996, "Y3": 0.6738, "X4": 0.18265, "Y4": 0.6738, "page": 0, "Index": 254}, {"Word": "smo", "Confidence": 0.955, "X1": 0.2339, "Y1": 0.6602, "X2": 0.25756, "Y2": 0.66, "X3": 0.25756, "Y3": 0.6738, "X4": 0.2339, "Y4": 0.6738, "page": 0, "Index": 255}, {"Word": "ding", "Confidence": 0.023, "X1": 0.2615, "Y1": 0.6602, "X2": 0.28121, "Y2": 0.66, "X3": 0.27989, "Y3": 0.6728, "X4": 0.26018, "Y4": 0.6738, "page": 0, "Index": 256}, {"Word": "was", "Confidence": 0.828, "X1": 0.28384, "Y1": 0.6602, "X2": 0.30618, "Y2": 0.66, "X3": 0.30618, "Y3": 0.6728, "X4": 0.28384, "Y4": 0.6728, "page": 0, "Index": 257}, {"Word": "according", "Confidence": 0.808, "X1": 0.31012, "Y1": 0.6602, "X2": 0.36399, "Y2": 0.66, "X3": 0.36268, "Y3": 0.6728, "X4": 0.31012, "Y4": 0.6728, "page": 0, "Index": 258}, {"Word": "to", "Confidence": 0.966, "X1": 0.36662, "Y1": 0.6602, "X2": 0.37845, "Y2": 0.66, "X3": 0.37714, "Y3": 0.6728, "X4": 0.36662, "Y4": 0.6728, "page": 0, "Index": 259}, {"Word": "the", "Confidence": 0.995, "X1": 0.38108, "Y1": 0.6612, "X2": 0.39816, "Y2": 0.661, "X3": 0.39816, "Y3": 0.6728, "X4": 0.38108, "Y4": 0.6728, "page": 0, "Index": 260}, {"Word": "protocol", "Confidence": 0.885, "X1": 0.4021, "Y1": 0.6612, "X2": 0.44547, "Y2": 0.661, "X3": 0.44547, "Y3": 0.6728, "X4": 0.40079, "Y4": 0.6728, "page": 0, "Index": 261}, {"Word": "prescribed", "Confidence": 0.721, "X1": 0.44941, "Y1": 0.6612, "X2": 0.50723, "Y2": 0.661, "X3": 0.50723, "Y3": 0.6728, "X4": 0.44941, "Y4": 0.6728, "page": 0, "Index": 262}, {"Word": "by", "Confidence": 0.998, "X1": 0.51117, "Y1": 0.6602, "X2": 0.52431, "Y2": 0.66, "X3": 0.52431, "Y3": 0.6728, "X4": 0.51117, "Y4": 0.6728, "page": 0, "Index": 263}, {"Word": "the", "Confidence": 0.994, "X1": 0.52694, "Y1": 0.6602, "X2": 0.54402, "Y2": 0.66, "X3": 0.54402, "Y3": 0.6728, "X4": 0.52694, "Y4": 0.6728, "page": 0, "Index": 264}, {"Word": "MDPH.", "Confidence": 0.955, "X1": 0.54796, "Y1": 0.6602, "X2": 0.59133, "Y2": 0.66, "X3": 0.59133, "Y3": 0.6728, "X4": 0.54796, "Y4": 0.6728, "page": 0, "Index": 265}, {"Word": "The", "Confidence": 0.998, "X1": 0.23522, "Y1": 0.7092, "X2": 0.26018, "Y2": 0.709, "X3": 0.26018, "Y3": 0.7218, "X4": 0.23522, "Y4": 0.7218, "page": 0, "Index": 266}, {"Word": "variation", "Confidence": 0.612, "X1": 0.26413, "Y1": 0.7092, "X2": 0.32326, "Y2": 0.709, "X3": 0.32194, "Y3": 0.7218, "X4": 0.26413, "Y4": 0.7218, "page": 0, "Index": 267}, {"Word": "in", "Confidence": 0.998, "X1": 0.32589, "Y1": 0.7092, "X2": 0.33771, "Y2": 0.709, "X3": 0.33771, "Y3": 0.7218, "X4": 0.32589, "Y4": 0.7218, "page": 0, "Index": 268}, {"Word": "measured", "Confidence": 0.994, "X1": 0.34166, "Y1": 0.7092, "X2": 0.40999, "Y2": 0.709, "X3": 0.40999, "Y3": 0.7218, "X4": 0.34166, "Y4": 0.7218, "page": 0, "Index": 269}, {"Word": "MDPH", "Confidence": 0.982, "X1": 0.41261, "Y1": 0.7092, "X2": 0.45729, "Y2": 0.709, "X3": 0.45729, "Y3": 0.7218, "X4": 0.41261, "Y4": 0.7218, "page": 0, "Index": 270}, {"Word": "n", "Confidence": 0.995, "X1": 0.46255, "Y1": 0.7092, "X2": 0.47043, "Y2": 0.709, "X3": 0.47043, "Y3": 0.7218, "X4": 0.46255, "Y4": 0.7218, "page": 0, "Index": 271}, {"Word": "cotine", "Confidence": 0.982, "X1": 0.47438, "Y1": 0.7092, "X2": 0.51511, "Y2": 0.709, "X3": 0.5138, "Y3": 0.7218, "X4": 0.47438, "Y4": 0.7218, "page": 0, "Index": 272}, {"Word": "yiel", "Confidence": 0.717, "X1": 0.51774, "Y1": 0.7092, "X2": 0.54796, "Y2": 0.709, "X3": 0.54796, "Y3": 0.7218, "X4": 0.51774, "Y4": 0.7218, "page": 0, "Index": 273}, {"Word": "over", "Confidence": 0.989, "X1": 0.55453, "Y1": 0.7092, "X2": 0.58344, "Y2": 0.709, "X3": 0.58344, "Y3": 0.7218, "X4": 0.55453, "Y4": 0.7218, "page": 0, "Index": 274}, {"Word": "time", "Confidence": 0.983, "X1": 0.58739, "Y1": 0.7092, "X2": 0.61761, "Y2": 0.709, "X3": 0.61629, "Y3": 0.7228, "X4": 0.58739, "Y4": 0.7218, "page": 0, "Index": 275}, {"Word": "for", "Confidence": 0.998, "X1": 0.62024, "Y1": 0.7092, "X2": 0.63995, "Y2": 0.709, "X3": 0.63863, "Y3": 0.7228, "X4": 0.62024, "Y4": 0.7228, "page": 0, "Index": 276}, {"Word": "these", "Confidence": 0.993, "X1": 0.64258, "Y1": 0.7092, "X2": 0.68068, "Y2": 0.709, "X3": 0.67937, "Y3": 0.7228, "X4": 0.64258, "Y4": 0.7228, "page": 0, "Index": 277}, {"Word": "brand", "Confidence": 0.994, "X1": 0.68463, "Y1": 0.7092, "X2": 0.72405, "Y2": 0.709, "X3": 0.72273, "Y3": 0.7228, "X4": 0.68331, "Y4": 0.7228, "page": 0, "Index": 278}, {"Word": "styles", "Confidence": 0.996, "X1": 0.72799, "Y1": 0.7092, "X2": 0.76741, "Y2": 0.709, "X3": 0.76741, "Y3": 0.7228, "X4": 0.72668, "Y4": 0.7228, "page": 0, "Index": 279}, {"Word": "is", "Confidence": 0.998, "X1": 0.77135, "Y1": 0.7092, "X2": 0.78581, "Y2": 0.709, "X3": 0.78449, "Y3": 0.7228, "X4": 0.77004, "Y4": 0.7228, "page": 0, "Index": 280}, {"Word": "representative", "Confidence": 0.956, "X1": 0.18397, "Y1": 0.7252, "X2": 0.28121, "Y2": 0.725, "X3": 0.27989, "Y3": 0.7378, "X4": 0.18265, "Y4": 0.7388, "page": 0, "Index": 281}, {"Word": "of", "Confidence": 0.998, "X1": 0.28515, "Y1": 0.7252, "X2": 0.29829, "Y2": 0.725, "X3": 0.29829, "Y3": 0.7378, "X4": 0.28384, "Y4": 0.7378, "page": 0, "Index": 282}, {"Word": "other", "Confidence": 0.609, "X1": 0.30223, "Y1": 0.7252, "X2": 0.33771, "Y2": 0.725, "X3": 0.3364, "Y3": 0.7378, "X4": 0.30092, "Y4": 0.7378, "page": 0, "Index": 283}, {"Word": "brand", "Confidence": 0.994, "X1": 0.34034, "Y1": 0.7252, "X2": 0.37976, "Y2": 0.725, "X3": 0.37976, "Y3": 0.7378, "X4": 0.34034, "Y4": 0.7378, "page": 0, "Index": 284}, {"Word": "styles", "Confidence": 0.993, "X1": 0.38371, "Y1": 0.7252, "X2": 0.42313, "Y2": 0.725, "X3": 0.42181, "Y3": 0.7378, "X4": 0.38239, "Y4": 0.7378, "page": 0, "Index": 285}, {"Word": "tested", "Confidence": 0.955, "X1": 0.42707, "Y1": 0.7242, "X2": 0.46912, "Y2": 0.724, "X3": 0.46781, "Y3": 0.7378, "X4": 0.42576, "Y4": 0.7378, "page": 0, "Index": 286}, {"Word": "and", "Confidence": 0.615, "X1": 0.47306, "Y1": 0.7242, "X2": 0.49803, "Y2": 0.724, "X3": 0.49671, "Y3": 0.7378, "X4": 0.47175, "Y4": 0.7378, "page": 0, "Index": 287}, {"Word": "reported", "Confidence": 0.146, "X1": 0.50197, "Y1": 0.7242, "X2": 0.55848, "Y2": 0.724, "X3": 0.55716, "Y3": 0.7378, "X4": 0.50066, "Y4": 0.7378, "page": 0, "Index": 288}, {"Word": "to", "Confidence": 0.8, "X1": 0.56242, "Y1": 0.7242, "X2": 0.57556, "Y2": 0.724, "X3": 0.57556, "Y3": 0.7378, "X4": 0.5611, "Y4": 0.7378, "page": 0, "Index": 289}, {"Word": "the", "Confidence": 0.998, "X1": 0.5795, "Y1": 0.7242, "X2": 0.60184, "Y2": 0.724, "X3": 0.60053, "Y3": 0.7378, "X4": 0.57819, "Y4": 0.7378, "page": 0, "Index": 290}, {"Word": "MDPH.", "Confidence": 0.81, "X1": 0.60578, "Y1": 0.7252, "X2": 0.65966, "Y2": 0.725, "X3": 0.65834, "Y3": 0.7378, "X4": 0.60447, "Y4": 0.7378, "page": 0, "Index": 291}, {"Word": "Thal", "Confidence": 0.93, "X1": 0.6636, "Y1": 0.7252, "X2": 0.69382, "Y2": 0.725, "X3": 0.69251, "Y3": 0.7378, "X4": 0.66229, "Y4": 0.7378, "page": 0, "Index": 292}, {"Word": "is,", "Confidence": 0.991, "X1": 0.69777, "Y1": 0.7252, "X2": 0.71353, "Y2": 0.725, "X3": 0.71222, "Y3": 0.7378, "X4": 0.69645, "Y4": 0.7378, "page": 0, "Index": 293}, {"Word": "there", "Confidence": 0.996, "X1": 0.71748, "Y1": 0.7252, "X2": 0.75033, "Y2": 0.725, "X3": 0.74901, "Y3": 0.7378, "X4": 0.71616, "Y4": 0.7378, "page": 0, "Index": 294}, {"Word": "is", "Confidence": 0.997, "X1": 0.75427, "Y1": 0.7252, "X2": 0.77004, "Y2": 0.725, "X3": 0.76873, "Y3": 0.7378, "X4": 0.75296, "Y4": 0.7378, "page": 0, "Index": 295}, {"Word": "random", "Confidence": 0.981, "X1": 0.18528, "Y1": 0.7412, "X2": 0.2339, "Y2": 0.741, "X3": 0.23259, "Y3": 0.7538, "X4": 0.18397, "Y4": 0.7538, "page": 0, "Index": 296}, {"Word": "variation,", "Confidence": 0.899, "X1": 0.24047, "Y1": 0.7402, "X2": 0.30092, "Y2": 0.74, "X3": 0.30092, "Y3": 0.7538, "X4": 0.23916, "Y4": 0.7538, "page": 0, "Index": 297}, {"Word": "both", "Confidence": 0.988, "X1": 0.30486, "Y1": 0.7402, "X2": 0.3364, "Y2": 0.74, "X3": 0.33509, "Y3": 0.7538, "X4": 0.30355, "Y4": 0.7538, "page": 0, "Index": 298}, {"Word": "up", "Confidence": 0.998, "X1": 0.34034, "Y1": 0.7402, "X2": 0.35742, "Y2": 0.74, "X3": 0.35742, "Y3": 0.7538, "X4": 0.33903, "Y4": 0.7538, "page": 0, "Index": 299}, {"Word": "and", "Confidence": 0.998, "X1": 0.36137, "Y1": 0.7402, "X2": 0.38633, "Y2": 0.74, "X3": 0.38633, "Y3": 0.7538, "X4": 0.36005, "Y4": 0.7538, "page": 0, "Index": 300}, {"Word": "down,", "Confidence": 0.955, "X1": 0.39028, "Y1": 0.7402, "X2": 0.43233, "Y2": 0.74, "X3": 0.43101, "Y3": 0.7538, "X4": 0.38896, "Y4": 0.7538, "page": 0, "Index": 301}, {"Word": "in", "Confidence": 0.995, "X1": 0.43627, "Y1": 0.7402, "X2": 0.44678, "Y2": 0.74, "X3": 0.44547, "Y3": 0.7538, "X4": 0.43495, "Y4": 0.7538, "page": 0, "Index": 302}, {"Word": "MDPH", "Confidence": 0.944, "X1": 0.45072, "Y1": 0.7402, "X2": 0.4954, "Y2": 0.74, "X3": 0.4954, "Y3": 0.7538, "X4": 0.44941, "Y4": 0.7538, "page": 0, "Index": 303}, {"Word": "nicotine", "Confidence": 0.941, "X1": 0.49934, "Y1": 0.7402, "X2": 0.55322, "Y2": 0.74, "X3": 0.55191, "Y3": 0.7538, "X4": 0.49934, "Y4": 0.7538, "page": 0, "Index": 304}, {"Word": "yields", "Confidence": 0.662, "X1": 0.55585, "Y1": 0.7402, "X2": 0.59658, "Y2": 0.74, "X3": 0.59527, "Y3": 0.7538, "X4": 0.55585, "Y4": 0.7538, "page": 0, "Index": 305}, {"Word": "from", "Confidence": 0.99, "X1": 0.59921, "Y1": 0.7402, "X2": 0.62812, "Y2": 0.74, "X3": 0.62812, "Y3": 0.7538, "X4": 0.59921, "Y4": 0.7538, "page": 0, "Index": 306}, {"Word": "year", "Confidence": 0.982, "X1": 0.63338, "Y1": 0.7402, "X2": 0.66491, "Y2": 0.74, "X3": 0.6636, "Y3": 0.7538, "X4": 0.63206, "Y4": 0.7538, "page": 0, "Index": 307}, {"Word": "tc", "Confidence": 0.783, "X1": 0.66754, "Y1": 0.7402, "X2": 0.682, "Y2": 0.74, "X3": 0.68068, "Y3": 0.7548, "X4": 0.66754, "Y4": 0.7538, "page": 0, "Index": 308}, {"Word": "year.", "Confidence": 0.968, "X1": 0.68463, "Y1": 0.7402, "X2": 0.72405, "Y2": 0.74, "X3": 0.72405, "Y3": 0.7548, "X4": 0.68463, "Y4": 0.7548, "page": 0, "Index": 309}, {"Word": "The", "Confidence": 0.998, "X1": 0.72799, "Y1": 0.7402, "X2": 0.75296, "Y2": 0.74, "X3": 0.75296, "Y3": 0.7548, "X4": 0.72799, "Y4": 0.7548, "page": 0, "Index": 310}, {"Word": "over-", "Confidence": 0.828, "X1": 0.7569, "Y1": 0.7412, "X2": 0.79632, "Y2": 0.741, "X3": 0.79501, "Y3": 0.7548, "X4": 0.7569, "Y4": 0.7548, "page": 0, "Index": 311}, {"Word": "time", "Confidence": 0.62, "X1": 0.18528, "Y1": 0.7562, "X2": 0.21288, "Y2": 0.756, "X3": 0.21156, "Y3": 0.7698, "X4": 0.18397, "Y4": 0.7698, "page": 0, "Index": 312}, {"Word": "yields", "Confidence": 0.612, "X1": 0.21682, "Y1": 0.7562, "X2": 0.25624, "Y2": 0.756, "X3": 0.25624, "Y3": 0.7698, "X4": 0.21551, "Y4": 0.7698, "page": 0, "Index": 313}, {"Word": "for", "Confidence": 0.998, "X1": 0.26018, "Y1": 0.7562, "X2": 0.27858, "Y2": 0.756, "X3": 0.27727, "Y3": 0.7698, "X4": 0.25887, "Y4": 0.7698, "page": 0, "Index": 314}, {"Word": "Marlboro", "Confidence": 0.62, "X1": 0.28252, "Y1": 0.7562, "X2": 0.34297, "Y2": 0.756, "X3": 0.34166, "Y3": 0.7698, "X4": 0.28121, "Y4": 0.7698, "page": 0, "Index": 315}, {"Word": "Box", "Confidence": 0.686, "X1": 0.34691, "Y1": 0.7562, "X2": 0.37319, "Y2": 0.756, "X3": 0.37188, "Y3": 0.7698, "X4": 0.3456, "Y4": 0.7698, "page": 0, "Index": 316}, {"Word": "and", "Confidence": 0.998, "X1": 0.37714, "Y1": 0.7562, "X2": 0.4021, "Y2": 0.756, "X3": 0.40079, "Y3": 0.7698, "X4": 0.37582, "Y4": 0.7698, "page": 0, "Index": 317}, {"Word": "Marlboro", "Confidence": 0.809, "X1": 0.40604, "Y1": 0.7562, "X2": 0.46649, "Y2": 0.756, "X3": 0.46649, "Y3": 0.7698, "X4": 0.40473, "Y4": 0.7698, "page": 0, "Index": 318}, {"Word": "Lights", "Confidence": 0.995, "X1": 0.47043, "Y1": 0.7562, "X2": 0.51248, "Y2": 0.756, "X3": 0.51117, "Y3": 0.7708, "X4": 0.47043, "Y4": 0.7698, "page": 0, "Index": 319}, {"Word": "Box,", "Confidence": 0.955, "X1": 0.51643, "Y1": 0.7562, "X2": 0.54534, "Y2": 0.756, "X3": 0.54402, "Y3": 0.7708, "X4": 0.51511, "Y4": 0.7708, "page": 0, "Index": 320}, {"Word": "for", "Confidence": 0.991, "X1": 0.54928, "Y1": 0.7562, "X2": 0.56767, "Y2": 0.756, "X3": 0.56767, "Y3": 0.7708, "X4": 0.54796, "Y4": 0.7708, "page": 0, "Index": 321}, {"Word": "example,", "Confidence": 0.221, "X1": 0.57162, "Y1": 0.7562, "X2": 0.63469, "Y2": 0.756, "X3": 0.63469, "Y3": 0.7708, "X4": 0.57162, "Y4": 0.7708, "page": 0, "Index": 322}, {"Word": "are", "Confidence": 0.674, "X1": 0.63863, "Y1": 0.7562, "X2": 0.66097, "Y2": 0.756, "X3": 0.65966, "Y3": 0.7708, "X4": 0.63863, "Y4": 0.7708, "page": 0, "Index": 323}, {"Word": "depicted", "Confidence": 0.618, "X1": 0.66491, "Y1": 0.7562, "X2": 0.72273, "Y2": 0.756, "X3": 0.72142, "Y3": 0.7708, "X4": 0.6636, "Y4": 0.7708, "page": 0, "Index": 324}, {"Word": "again", "Confidence": 0.655, "X1": 0.72668, "Y1": 0.7562, "X2": 0.76216, "Y2": 0.756, "X3": 0.76084, "Y3": 0.7708, "X4": 0.72536, "Y4": 0.7708, "page": 0, "Index": 325}, {"Word": "in", "Confidence": 0.998, "X1": 0.7661, "Y1": 0.7572, "X2": 0.78318, "Y2": 0.757, "X3": 0.78187, "Y3": 0.7718, "X4": 0.76478, "Y4": 0.7708, "page": 0, "Index": 326}, {"Word": "Figure", "Confidence": 0.994, "X1": 0.18528, "Y1": 0.7732, "X2": 0.22733, "Y2": 0.773, "X3": 0.22733, "Y3": 0.7868, "X4": 0.18528, "Y4": 0.7868, "page": 0, "Index": 327}, {"Word": "2", "Confidence": 0.997, "X1": 0.23127, "Y1": 0.7732, "X2": 0.23916, "Y2": 0.773, "X3": 0.23916, "Y3": 0.7868, "X4": 0.22996, "Y4": 0.7868, "page": 0, "Index": 328}, {"Word": "to", "Confidence": 0.982, "X1": 0.2431, "Y1": 0.7732, "X2": 0.25624, "Y2": 0.773, "X3": 0.25624, "Y3": 0.7868, "X4": 0.2431, "Y4": 0.7868, "page": 0, "Index": 329}, {"Word": "illustrate", "Confidence": 0.752, "X1": 0.26018, "Y1": 0.7732, "X2": 0.318, "Y2": 0.773, "X3": 0.31669, "Y3": 0.7868, "X4": 0.25887, "Y4": 0.7868, "page": 0, "Index": 330}, {"Word": "the", "Confidence": 0.998, "X1": 0.32194, "Y1": 0.7732, "X2": 0.34297, "Y2": 0.773, "X3": 0.34297, "Y3": 0.7868, "X4": 0.32063, "Y4": 0.7868, "page": 0, "Index": 331}, {"Word": "range", "Confidence": 0.996, "X1": 0.34691, "Y1": 0.7732, "X2": 0.38633, "Y2": 0.773, "X3": 0.38633, "Y3": 0.7868, "X4": 0.3456, "Y4": 0.7868, "page": 0, "Index": 332}, {"Word": "of", "Confidence": 0.908, "X1": 0.39028, "Y1": 0.7732, "X2": 0.40342, "Y2": 0.773, "X3": 0.4021, "Y3": 0.7868, "X4": 0.38896, "Y4": 0.7868, "page": 0, "Index": 333}, {"Word": "the", "Confidence": 0.998, "X1": 0.40736, "Y1": 0.7732, "X2": 0.42838, "Y2": 0.773, "X3": 0.42707, "Y3": 0.7868, "X4": 0.40604, "Y4": 0.7868, "page": 0, "Index": 334}, {"Word": "yields", "Confidence": 0.837, "X1": 0.43101, "Y1": 0.7732, "X2": 0.47306, "Y2": 0.773, "X3": 0.47175, "Y3": 0.7868, "X4": 0.43101, "Y4": 0.7868, "page": 0, "Index": 335}, {"Word": "that", "Confidence": 0.984, "X1": 0.47569, "Y1": 0.7732, "X2": 0.50197, "Y2": 0.773, "X3": 0.50066, "Y3": 0.7868, "X4": 0.47438, "Y4": 0.7868, "page": 0, "Index": 336}, {"Word": "have", "Confidence": 0.987, "X1": 0.5046, "Y1": 0.7732, "X2": 0.53876, "Y2": 0.773, "X3": 0.53745, "Y3": 0.7868, "X4": 0.50329, "Y4": 0.7868, "page": 0, "Index": 337}, {"Word": "been", "Confidence": 0.981, "X1": 0.54271, "Y1": 0.7732, "X2": 0.57687, "Y2": 0.773, "X3": 0.57556, "Y3": 0.7868, "X4": 0.54139, "Y4": 0.7868, "page": 0, "Index": 338}, {"Word": "measurec", "Confidence": 0.811, "X1": 0.5795, "Y1": 0.7732, "X2": 0.64915, "Y2": 0.773, "X3": 0.64783, "Y3": 0.7868, "X4": 0.57819, "Y4": 0.7868, "page": 0, "Index": 339}, {"Word": "for", "Confidence": 0.998, "X1": 0.65177, "Y1": 0.7732, "X2": 0.67017, "Y2": 0.773, "X3": 0.66886, "Y3": 0.7868, "X4": 0.65046, "Y4": 0.7868, "page": 0, "Index": 340}, {"Word": "these", "Confidence": 0.957, "X1": 0.67411, "Y1": 0.7732, "X2": 0.71222, "Y2": 0.773, "X3": 0.71091, "Y3": 0.7868, "X4": 0.6728, "Y4": 0.7868, "page": 0, "Index": 341}, {"Word": "brands.", "Confidence": 0.955, "X1": 0.71616, "Y1": 0.7732, "X2": 0.77135, "Y2": 0.773, "X3": 0.76873, "Y3": 0.7858, "X4": 0.71485, "Y4": 0.7858, "page": 0, "Index": 342}, {"Word": "For", "Confidence": 0.998, "X1": 0.77398, "Y1": 0.7732, "X2": 0.80026, "Y2": 0.773, "X3": 0.79763, "Y3": 0.7858, "X4": 0.77267, "Y4": 0.7858, "page": 0, "Index": 343}, {"Word": "Marlboro", "Confidence": 0.642, "X1": 0.18528, "Y1": 0.7882, "X2": 0.24442, "Y2": 0.788, "X3": 0.24442, "Y3": 0.8018, "X4": 0.18397, "Y4": 0.8008, "page": 0, "Index": 344}, {"Word": "Box,", "Confidence": 0.701, "X1": 0.24836, "Y1": 0.7882, "X2": 0.27989, "Y2": 0.788, "X3": 0.27858, "Y3": 0.8018, "X4": 0.24836, "Y4": 0.8018, "page": 0, "Index": 345}, {"Word": "relative", "Confidence": 0.991, "X1": 0.28252, "Y1": 0.7882, "X2": 0.33114, "Y2": 0.788, "X3": 0.33114, "Y3": 0.8018, "X4": 0.28252, "Y4": 0.8018, "page": 0, "Index": 346}, {"Word": "to", "Confidence": 0.958, "X1": 0.33509, "Y1": 0.7882, "X2": 0.34954, "Y2": 0.788, "X3": 0.34823, "Y3": 0.8028, "X4": 0.33509, "Y4": 0.8018, "page": 0, "Index": 347}, {"Word": "the", "Confidence": 0.998, "X1": 0.35348, "Y1": 0.7882, "X2": 0.37582, "Y2": 0.788, "X3": 0.37451, "Y3": 0.8028, "X4": 0.35217, "Y4": 0.8028, "page": 0, "Index": 348}, {"Word": "previous", "Confidence": 0.223, "X1": 0.37976, "Y1": 0.7882, "X2": 0.43627, "Y2": 0.788, "X3": 0.43627, "Y3": 0.8028, "X4": 0.37845, "Y4": 0.8028, "page": 0, "Index": 349}, {"Word": "yea\",", "Confidence": 0.806, "X1": 0.44021, "Y1": 0.7882, "X2": 0.47438, "Y2": 0.788, "X3": 0.47306, "Y3": 0.8028, "X4": 0.4389, "Y4": 0.8028, "page": 0, "Index": 350}, {"Word": "the", "Confidence": 0.998, "X1": 0.477, "Y1": 0.7882, "X2": 0.50066, "Y2": 0.788, "X3": 0.49934, "Y3": 0.8028, "X4": 0.477, "Y4": 0.8028, "page": 0, "Index": 351}, {"Word": "yield", "Confidence": 0.995, "X1": 0.50329, "Y1": 0.7882, "X2": 0.53482, "Y2": 0.788, "X3": 0.53351, "Y3": 0.8028, "X4": 0.50329, "Y4": 0.8028, "page": 0, "Index": 352}, {"Word": "was", "Confidence": 0.998, "X1": 0.53876, "Y1": 0.7882, "X2": 0.56636, "Y2": 0.788, "X3": 0.56505, "Y3": 0.8028, "X4": 0.53745, "Y4": 0.8028, "page": 0, "Index": 353}, {"Word": "marginally", "Confidence": 0.994, "X1": 0.5703, "Y1": 0.7882, "X2": 0.63995, "Y2": 0.788, "X3": 0.63863, "Y3": 0.8028, "X4": 0.56899, "Y4": 0.8028, "page": 0, "Index": 354}, {"Word": "down", "Confidence": 0.958, "X1": 0.64389, "Y1": 0.7882, "X2": 0.68068, "Y2": 0.788, "X3": 0.67937, "Y3": 0.8028, "X4": 0.64258, "Y4": 0.8028, "page": 0, "Index": 355}, {"Word": "in", "Confidence": 0.998, "X1": 0.68463, "Y1": 0.7882, "X2": 0.69777, "Y2": 0.788, "X3": 0.69645, "Y3": 0.8028, "X4": 0.68331, "Y4": 0.8028, "page": 0, "Index": 356}, {"Word": "1998,", "Confidence": 0.659, "X1": 0.70171, "Y1": 0.7882, "X2": 0.73982, "Y2": 0.788, "X3": 0.7385, "Y3": 0.8028, "X4": 0.70039, "Y4": 0.8028, "page": 0, "Index": 357}, {"Word": "up", "Confidence": 0.998, "X1": 0.74376, "Y1": 0.7882, "X2": 0.76084, "Y2": 0.788, "X3": 0.75953, "Y3": 0.8018, "X4": 0.74244, "Y4": 0.8028, "page": 0, "Index": 358}, {"Word": "in", "Confidence": 0.998, "X1": 0.76478, "Y1": 0.7882, "X2": 0.77792, "Y2": 0.788, "X3": 0.77661, "Y3": 0.8018, "X4": 0.76347, "Y4": 0.8018, "page": 0, "Index": 359}, {"Word": "1999.", "Confidence": 0.941, "X1": 0.78187, "Y1": 0.7882, "X2": 0.82129, "Y2": 0.788, "X3": 0.81997, "Y3": 0.8018, "X4": 0.78055, "Y4": 0.8018, "page": 0, "Index": 360}, {"Word": "up", "Confidence": 0.998, "X1": 0.18397, "Y1": 0.8042, "X2": 0.20105, "Y2": 0.804, "X3": 0.19842, "Y3": 0.8188, "X4": 0.18265, "Y4": 0.8188, "page": 0, "Index": 361}, {"Word": "in", "Confidence": 0.998, "X1": 0.20499, "Y1": 0.8042, "X2": 0.21682, "Y2": 0.804, "X3": 0.21551, "Y3": 0.8188, "X4": 0.20368, "Y4": 0.8188, "page": 0, "Index": 362}, {"Word": "2000,", "Confidence": 0.958, "X1": 0.22076, "Y1": 0.8042, "X2": 0.26018, "Y2": 0.804, "X3": 0.25756, "Y3": 0.8188, "X4": 0.21945, "Y4": 0.8188, "page": 0, "Index": 363}, {"Word": "down", "Confidence": 0.991, "X1": 0.26413, "Y1": 0.8042, "X2": 0.30092, "Y2": 0.804, "X3": 0.29961, "Y3": 0.8188, "X4": 0.2615, "Y4": 0.8188, "page": 0, "Index": 364}, {"Word": "in", "Confidence": 0.998, "X1": 0.30486, "Y1": 0.8042, "X2": 0.31537, "Y2": 0.804, "X3": 0.31406, "Y3": 0.8188, "X4": 0.30355, "Y4": 0.8188, "page": 0, "Index": 365}, {"Word": "2001,", "Confidence": 0.881, "X1": 0.32063, "Y1": 0.8042, "X2": 0.35874, "Y2": 0.804, "X3": 0.35742, "Y3": 0.8188, "X4": 0.318, "Y4": 0.8188, "page": 0, "Index": 366}, {"Word": "down", "Confidence": 0.991, "X1": 0.36268, "Y1": 0.8042, "X2": 0.39947, "Y2": 0.804, "X3": 0.39816, "Y3": 0.8188, "X4": 0.36137, "Y4": 0.8188, "page": 0, "Index": 367}, {"Word": "in", "Confidence": 0.998, "X1": 0.40342, "Y1": 0.8042, "X2": 0.41656, "Y2": 0.804, "X3": 0.41393, "Y3": 0.8188, "X4": 0.4021, "Y4": 0.8188, "page": 0, "Index": 368}, {"Word": "2002,", "Confidence": 0.957, "X1": 0.4205, "Y1": 0.8042, "X2": 0.45729, "Y2": 0.804, "X3": 0.45598, "Y3": 0.8188, "X4": 0.41919, "Y4": 0.8188, "page": 0, "Index": 369}, {"Word": "up", "Confidence": 0.998, "X1": 0.46124, "Y1": 0.8042, "X2": 0.477, "Y2": 0.804, "X3": 0.47569, "Y3": 0.8188, "X4": 0.45992, "Y4": 0.8188, "page": 0, "Index": 370}, {"Word": "in", "Confidence": 0.997, "X1": 0.48226, "Y1": 0.8042, "X2": 0.49409, "Y2": 0.804, "X3": 0.49277, "Y3": 0.8188, "X4": 0.48095, "Y4": 0.8188, "page": 0, "Index": 371}, {"Word": "2003,", "Confidence": 0.678, "X1": 0.49803, "Y1": 0.8032, "X2": 0.53614, "Y2": 0.803, "X3": 0.53482, "Y3": 0.8188, "X4": 0.49671, "Y4": 0.8188, "page": 0, "Index": 372}, {"Word": "up", "Confidence": 0.998, "X1": 0.54008, "Y1": 0.8032, "X2": 0.55848, "Y2": 0.803, "X3": 0.55716, "Y3": 0.8188, "X4": 0.53876, "Y4": 0.8188, "page": 0, "Index": 373}, {"Word": "in", "Confidence": 0.998, "X1": 0.56242, "Y1": 0.8032, "X2": 0.57424, "Y2": 0.803, "X3": 0.57293, "Y3": 0.8188, "X4": 0.5611, "Y4": 0.8188, "page": 0, "Index": 374}, {"Word": "2004,", "Confidence": 0.958, "X1": 0.5795, "Y1": 0.8032, "X2": 0.61629, "Y2": 0.803, "X3": 0.61498, "Y3": 0.8188, "X4": 0.57819, "Y4": 0.8188, "page": 0, "Index": 375}, {"Word": "down", "Confidence": 0.97, "X1": 0.62024, "Y1": 0.8032, "X2": 0.65703, "Y2": 0.803, "X3": 0.65572, "Y3": 0.8198, "X4": 0.61892, "Y4": 0.8188, "page": 0, "Index": 376}, {"Word": "in", "Confidence": 0.997, "X1": 0.66097, "Y1": 0.8032, "X2": 0.67411, "Y2": 0.803, "X3": 0.6728, "Y3": 0.8198, "X4": 0.65966, "Y4": 0.8198, "page": 0, "Index": 377}, {"Word": "2005,", "Confidence": 0.883, "X1": 0.67806, "Y1": 0.8032, "X2": 0.71485, "Y2": 0.803, "X3": 0.71353, "Y3": 0.8198, "X4": 0.67674, "Y4": 0.8198, "page": 0, "Index": 378}, {"Word": "down", "Confidence": 0.991, "X1": 0.71879, "Y1": 0.8032, "X2": 0.75558, "Y2": 0.803, "X3": 0.75427, "Y3": 0.8198, "X4": 0.71748, "Y4": 0.8198, "page": 0, "Index": 379}, {"Word": "in", "Confidence": 0.997, "X1": 0.75953, "Y1": 0.8032, "X2": 0.77267, "Y2": 0.803, "X3": 0.77135, "Y3": 0.8198, "X4": 0.75821, "Y4": 0.8198, "page": 0, "Index": 380}, {"Word": "2006,", "Confidence": 0.85, "X1": 0.77661, "Y1": 0.8042, "X2": 0.81603, "Y2": 0.804, "X3": 0.81603, "Y3": 0.8198, "X4": 0.7753, "Y4": 0.8198, "page": 0, "Index": 381}, {"Word": "unchanged", "Confidence": 0.992, "X1": 0.18528, "Y1": 0.8202, "X2": 0.25887, "Y2": 0.82, "X3": 0.25756, "Y3": 0.8348, "X4": 0.18397, "Y4": 0.8348, "page": 0, "Index": 382}, {"Word": "in", "Confidence": 0.998, "X1": 0.26281, "Y1": 0.8202, "X2": 0.27595, "Y2": 0.82, "X3": 0.27464, "Y3": 0.8348, "X4": 0.2615, "Y4": 0.8348, "page": 0, "Index": 383}, {"Word": "2007,", "Confidence": 0.995, "X1": 0.27989, "Y1": 0.8192, "X2": 0.318, "Y2": 0.819, "X3": 0.31669, "Y3": 0.8348, "X4": 0.27858, "Y4": 0.8348, "page": 0, "Index": 384}, {"Word": "and", "Confidence": 0.998, "X1": 0.32194, "Y1": 0.8192, "X2": 0.34691, "Y2": 0.819, "X3": 0.3456, "Y3": 0.8348, "X4": 0.32063, "Y4": 0.8348, "page": 0, "Index": 385}, {"Word": "down", "Confidence": 0.941, "X1": 0.35085, "Y1": 0.8192, "X2": 0.38765, "Y2": 0.819, "X3": 0.38633, "Y3": 0.8348, "X4": 0.34954, "Y4": 0.8348, "page": 0, "Index": 386}, {"Word": "in", "Confidence": 0.998, "X1": 0.39159, "Y1": 0.8192, "X2": 0.40473, "Y2": 0.819, "X3": 0.40342, "Y3": 0.8348, "X4": 0.39028, "Y4": 0.8348, "page": 0, "Index": 387}, {"Word": "2008.", "Confidence": 0.981, "X1": 0.40867, "Y1": 0.8192, "X2": 0.45072, "Y2": 0.819, "X3": 0.44941, "Y3": 0.8348, "X4": 0.40736, "Y4": 0.8348, "page": 0, "Index": 388}, {"Word": "For", "Confidence": 0.998, "X1": 0.45466, "Y1": 0.8192, "X2": 0.47832, "Y2": 0.819, "X3": 0.477, "Y3": 0.8348, "X4": 0.45335, "Y4": 0.8348, "page": 0, "Index": 389}, {"Word": "Marlboro", "Confidence": 0.666, "X1": 0.48226, "Y1": 0.8192, "X2": 0.54139, "Y2": 0.819, "X3": 0.54139, "Y3": 0.8348, "X4": 0.48095, "Y4": 0.8348, "page": 0, "Index": 390}, {"Word": "Lights", "Confidence": 0.879, "X1": 0.54534, "Y1": 0.8192, "X2": 0.58607, "Y2": 0.819, "X3": 0.58607, "Y3": 0.8348, "X4": 0.54534, "Y4": 0.8348, "page": 0, "Index": 391}, {"Word": "Box,", "Confidence": 0.846, "X1": 0.59001, "Y1": 0.8202, "X2": 0.62155, "Y2": 0.82, "X3": 0.62155, "Y3": 0.8348, "X4": 0.59001, "Y4": 0.8348, "page": 0, "Index": 392}, {"Word": "relative", "Confidence": 0.965, "X1": 0.62549, "Y1": 0.8202, "X2": 0.67411, "Y2": 0.82, "X3": 0.67411, "Y3": 0.8348, "X4": 0.62549, "Y4": 0.8348, "page": 0, "Index": 393}, {"Word": "to", "Confidence": 0.642, "X1": 0.67806, "Y1": 0.8202, "X2": 0.6912, "Y2": 0.82, "X3": 0.6912, "Y3": 0.8348, "X4": 0.67806, "Y4": 0.8348, "page": 0, "Index": 394}, {"Word": "the", "Confidence": 0.993, "X1": 0.69514, "Y1": 0.8202, "X2": 0.71616, "Y2": 0.82, "X3": 0.71616, "Y3": 0.8348, "X4": 0.69514, "Y4": 0.8348, "page": 0, "Index": 395}, {"Word": "previous", "Confidence": 0.973, "X1": 0.72011, "Y1": 0.8212, "X2": 0.77792, "Y2": 0.821, "X3": 0.77661, "Y3": 0.8348, "X4": 0.72011, "Y4": 0.8348, "page": 0, "Index": 396}, {"Word": "year,", "Confidence": 0.965, "X1": 0.78187, "Y1": 0.8212, "X2": 0.82129, "Y2": 0.821, "X3": 0.82129, "Y3": 0.8348, "X4": 0.78055, "Y4": 0.8348, "page": 0, "Index": 397}, {"Word": "of", "Confidence": 0.998, "X1": 0.48883, "Y1": 0.8532, "X2": 0.50197, "Y2": 0.853, "X3": 0.50197, "Y3": 0.8678, "X4": 0.48883, "Y4": 0.8678, "page": 0, "Index": 398}, {"Word": "12", "Confidence": 0.997, "X1": 0.50591, "Y1": 0.8532, "X2": 0.52562, "Y2": 0.853, "X3": 0.52431, "Y3": 0.8668, "X4": 0.50591, "Y4": 0.8678, "page": 0, "Index": 399}, {"Word": "page", "Confidence": 0.944, "X1": 0.44284, "Y1": 0.8532, "X2": 0.47438, "Y2": 0.853, "X3": 0.47438, "Y3": 0.8688, "X4": 0.44284, "Y4": 0.8698, "page": 0, "Index": 400}, {"Word": "2", "Confidence": 0.998, "X1": 0.47832, "Y1": 0.8532, "X2": 0.48489, "Y2": 0.853, "X3": 0.48489, "Y3": 0.8688, "X4": 0.47832, "Y4": 0.8688, "page": 0, "Index": 401}, {"Word": "3117138003", "Confidence": 0.995, "X1": 0.8318, "Y1": 0.9422, "X2": 0.95532, "Y2": 0.942, "X3": 0.95532, "Y3": 0.9598, "X4": 0.8318, "Y4": 0.9598, "page": 0, "Index": 402}, {"Word": "3117138003", "Confidence": 0.806, "X1": 0.02628, "Y1": 0.9862, "X2": 0.12352, "Y2": 0.986, "X3": 0.12221, "Y3": 0.9988, "X4": 0.02628, "Y4": 0.9978, "page": 0, "Index": 403}]}	"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"
ffbl0219	2	{"lines_data": [{"Word": "the yield was marginally up in 1998, down in 1999. up in 2000, down in 2001, up in 2002.", "Confidence": 0.89305, "X1": 0.18265, "Y1": 0.1382, "X2": 0.78318, "Y2": 0.138, "X3": 0.78318, "Y3": 0.1528, "X4": 0.18265, "Y4": 0.1538, "page": 0}, {"Word": "down in 20C3, up in 2004, down in 2005. up in 200\u20ac, down in 2007, end up in 2008. Year-to-", "Confidence": 0.88865, "X1": 0.18397, "Y1": 0.1542, "X2": 0.81209, "Y2": 0.154, "X3": 0.81209, "Y3": 0.1688, "X4": 0.18397, "Y4": 0.1688, "page": 0}, {"Word": "year differences were generally less than 0.10 mg nicotine. The center lire in each of the", "Confidence": 0.93731, "X1": 0.18134, "Y1": 0.1702, "X2": 0.78581, "Y2": 0.17, "X3": 0.78581, "Y3": 0.1838, "X4": 0.18134, "Y4": 0.1848, "page": 0}, {"Word": "charts in Figure 2 is the over-lime average MDPH niccline yield for the respective brand style.", "Confidence": 0.87156, "X1": 0.18265, "Y1": 0.1862, "X2": 0.81603, "Y2": 0.186, "X3": 0.81603, "Y3": 0.2018, "X4": 0.18265, "Y4": 0.2008, "page": 0}, {"Word": "It is seen that any one year's nicoline yield was typically in the range of (+/-) 5% of the brand", "Confidence": 0.94625, "X1": 0.1866, "Y1": 0.2022, "X2": 0.80815, "Y2": 0.202, "X3": 0.80815, "Y3": 0.2168, "X4": 0.1866, "Y4": 0.2178, "page": 0}, {"Word": "style's over-time average yield.", "Confidence": 0.94275, "X1": 0.18134, "Y1": 0.2182, "X2": 0.3929, "Y2": 0.218, "X3": 0.39422, "Y3": 0.2338, "X4": 0.18134, "Y4": 0.2348, "page": 0}, {"Word": "Malbusu Bua MDPH Nisuline Yield", "Confidence": 0.509, "X1": 0.39685, "Y1": 0.2882, "X2": 0.57819, "Y2": 0.288, "X3": 0.57819, "Y3": 0.2988, "X4": 0.39685, "Y4": 0.2988, "page": 0}, {"Word": "MDPH Nostire, myrchaaratte", "Confidence": 0.38433, "X1": 0.23127, "Y1": 0.3172, "X2": 0.23259, "Y2": 0.317, "X3": 0.24573, "Y3": 0.3168, "X4": 0.24442, "Y4": 0.4178, "page": 0}, {"Word": "------", "Confidence": 0.663, "X1": 0.29698, "Y1": 0.3222, "X2": 0.33903, "Y2": 0.322, "X3": 0.34034, "Y3": 0.3308, "X4": 0.29698, "Y4": 0.3318, "page": 0}, {"Word": "---", "Confidence": 0.662, "X1": 0.34034, "Y1": 0.3242, "X2": 0.35611, "Y2": 0.324, "X3": 0.3548, "Y3": 0.3298, "X4": 0.33903, "Y4": 0.3298, "page": 0}, {"Word": "2.29", "Confidence": 0.665, "X1": 0.25756, "Y1": 0.3432, "X2": 0.27989, "Y2": 0.343, "X3": 0.27989, "Y3": 0.3548, "X4": 0.25624, "Y4": 0.3538, "page": 0}, {"Word": "15%", "Confidence": 0.556, "X1": 0.68463, "Y1": 0.3392, "X2": 0.71353, "Y2": 0.339, "X3": 0.71222, "Y3": 0.3498, "X4": 0.68331, "Y4": 0.3498, "page": 0}, {"Word": "HHHH", "Confidence": 0.083, "X1": 0.35217, "Y1": 0.3172, "X2": 0.54796, "Y2": 0.317, "X3": 0.55585, "Y3": 0.3718, "X4": 0.35742, "Y4": 0.3868, "page": 0}, {"Word": "Owe-line Average", "Confidence": 0.357, "X1": 0.67017, "Y1": 0.3632, "X2": 0.76084, "Y2": 0.363, "X3": 0.76084, "Y3": 0.3728, "X4": 0.67017, "Y4": 0.3718, "page": 0}, {"Word": ".5%", "Confidence": 0.604, "X1": 0.68594, "Y1": 0.3812, "X2": 0.70959, "Y2": 0.381, "X3": 0.70959, "Y3": 0.3888, "X4": 0.68594, "Y4": 0.3888, "page": 0}, {"Word": "1-10%", "Confidence": 0.727, "X1": 0.68068, "Y1": 0.4012, "X2": 0.71353, "Y2": 0.401, "X3": 0.71353, "Y3": 0.4088, "X4": 0.68068, "Y4": 0.4098, "page": 0}, {"Word": "1997 1998 1999", "Confidence": 0.591, "X1": 0.28778, "Y1": 0.4292, "X2": 0.38108, "Y2": 0.429, "X3": 0.38108, "Y3": 0.4388, "X4": 0.28778, "Y4": 0.4398, "page": 0}, {"Word": "2000 2001 2082 2003 2004 2006 2006 2007 2008", "Confidence": 0.699, "X1": 0.38633, "Y1": 0.4302, "X2": 0.67937, "Y2": 0.43, "X3": 0.67937, "Y3": 0.4398, "X4": 0.38633, "Y4": 0.4398, "page": 0}, {"Word": "MOPH Reporting Your", "Confidence": 0.358, "X1": 0.43101, "Y1": 0.4422, "X2": 0.53351, "Y2": 0.442, "X3": 0.53351, "Y3": 0.4518, "X4": 0.43101, "Y4": 0.4518, "page": 0}, {"Word": "Marlbeen I ighes Ros MDPH Nimatinp Yiek", "Confidence": 0.529, "X1": 0.37451, "Y1": 0.4802, "X2": 0.59264, "Y2": 0.48, "X3": 0.59264, "Y3": 0.4928, "X4": 0.37451, "Y4": 0.4938, "page": 0}, {"Word": "-", "Confidence": 0.847, "X1": 0.28121, "Y1": 0.5002, "X2": 0.29829, "Y2": 0.5, "X3": 0.29829, "Y3": 0.5048, "X4": 0.27989, "Y4": 0.5038, "page": 0}, {"Word": "-----", "Confidence": 0.485, "X1": 0.54008, "Y1": 0.4982, "X2": 0.62418, "Y2": 0.498, "X3": 0.62418, "Y3": 0.5048, "X4": 0.54008, "Y4": 0.5058, "page": 0}, {"Word": "il 10%", "Confidence": 0.4755, "X1": 0.67674, "Y1": 0.5212, "X2": 0.71485, "Y2": 0.521, "X3": 0.71353, "Y3": 0.5298, "X4": 0.67674, "Y4": 0.5288, "page": 0}, {"Word": "170", "Confidence": 0.862, "X1": 0.24836, "Y1": 0.5372, "X2": 0.2707, "Y2": 0.537, "X3": 0.2707, "Y3": 0.5468, "X4": 0.24836, "Y4": 0.5458, "page": 0}, {"Word": "-1", "Confidence": 0.63, "X1": 0.51248, "Y1": 0.5382, "X2": 0.53482, "Y2": 0.538, "X3": 0.53482, "Y3": 0.5568, "X4": 0.51117, "Y4": 0.5568, "page": 0}, {"Word": "Ovar-Ihre Average", "Confidence": 0.4195, "X1": 0.67543, "Y1": 0.5592, "X2": 0.76741, "Y2": 0.559, "X3": 0.76741, "Y3": 0.5668, "X4": 0.67543, "Y4": 0.5658, "page": 0}, {"Word": "130", "Confidence": 0.67, "X1": 0.24967, "Y1": 0.6162, "X2": 0.27201, "Y2": 0.616, "X3": 0.27201, "Y3": 0.6228, "X4": 0.24967, "Y4": 0.6228, "page": 0}, {"Word": "1190 2004 2081 2007 2048 3004 2005", "Confidence": 0.344, "X1": 0.34823, "Y1": 0.6252, "X2": 0.57424, "Y2": 0.625, "X3": 0.57424, "Y3": 0.6348, "X4": 0.34823, "Y4": 0.6348, "page": 0}, {"Word": "2008", "Confidence": 0.618, "X1": 0.57687, "Y1": 0.6262, "X2": 0.61498, "Y2": 0.626, "X3": 0.61498, "Y3": 0.6348, "X4": 0.57687, "Y4": 0.6348, "page": 0}, {"Word": "2-17", "Confidence": 0.539, "X1": 0.61629, "Y1": 0.6262, "X2": 0.64258, "Y2": 0.626, "X3": 0.64389, "Y3": 0.6338, "X4": 0.61629, "Y4": 0.6338, "page": 0}, {"Word": "2001", "Confidence": 0.6, "X1": 0.64915, "Y1": 0.6262, "X2": 0.67543, "Y2": 0.626, "X3": 0.67543, "Y3": 0.6338, "X4": 0.64915, "Y4": 0.6338, "page": 0}, {"Word": "MDIH Raporting Year", "Confidence": 0.55467, "X1": 0.42707, "Y1": 0.6382, "X2": 0.52825, "Y2": 0.638, "X3": 0.52825, "Y3": 0.6478, "X4": 0.42707, "Y4": 0.6468, "page": 0}, {"Word": "Figure 2. Measurec MDPH nicotine yia de for Marlao'o Box are Marlboro Lights Box for each year from 1997 -", "Confidence": 0.77825, "X1": 0.18134, "Y1": 0.6632, "X2": 0.8042, "Y2": 0.663, "X3": 0.8042, "Y3": 0.6738, "X4": 0.18134, "Y4": 0.6748, "page": 0}, {"Word": "2308. The center line is the over-time average of yearly y elds. Cross- Ines are (+/-) 55% and (-/-\" 10% of the over-", "Confidence": 0.759, "X1": 0.18397, "Y1": 0.6752, "X2": 0.8134, "Y2": 0.675, "X3": 0.8134, "Y3": 0.6858, "X4": 0.18397, "Y4": 0.6858, "page": 0}, {"Word": "t me average, Error bars are (+/-) one standard deviation of the 20 machine pertyle ds, 3 cigarettes per port", "Confidence": 0.8141, "X1": 0.18265, "Y1": 0.6872, "X2": 0.78581, "Y2": 0.687, "X3": 0.78581, "Y3": 0.6988, "X4": 0.18265, "Y4": 0.6988, "page": 0}, {"Word": "wh ch were averaged for each brand sty es yield. Machine emoking was according to the protocol prescribed by", "Confidence": 0.67047, "X1": 0.18003, "Y1": 0.6992, "X2": 0.80683, "Y2": 0.699, "X3": 0.80683, "Y3": 0.7108, "X4": 0.18003, "Y4": 0.7108, "page": 0}, {"Word": "tro MUPH.", "Confidence": 0.5275, "X1": 0.18397, "Y1": 0.7112, "X2": 0.24836, "Y2": 0.711, "X3": 0.24836, "Y3": 0.7218, "X4": 0.18397, "Y4": 0.7218, "page": 0}, {"Word": "For a broader perspective of year-to-year differences tor Marlboro brand style MUPI-", "Confidence": 0.7645, "X1": 0.23259, "Y1": 0.7552, "X2": 0.80552, "Y2": 0.755, "X3": 0.80552, "Y3": 0.7678, "X4": 0.23259, "Y4": 0.7678, "page": 0}, {"Word": "nicotine yields, all yields reportec for all brand styles are listed in Table 1. Blank cells indicate", "Confidence": 0.94059, "X1": 0.18265, "Y1": 0.7702, "X2": 0.81866, "Y2": 0.77, "X3": 0.81866, "Y3": 0.7838, "X4": 0.18265, "Y4": 0.7838, "page": 0}, {"Word": "that the particular brard style was not marketed in Massachusetts in a reporting year. For any", "Confidence": 0.94325, "X1": 0.18265, "Y1": 0.7862, "X2": 0.82129, "Y2": 0.786, "X3": 0.82129, "Y3": 0.8008, "X4": 0.18265, "Y4": 0.7998, "page": 0}, {"Word": "particular brand style yield, light shading indicates it was less or dark shading indicates it was", "Confidence": 0.95675, "X1": 0.18134, "Y1": 0.8022, "X2": 0.81866, "Y2": 0.802, "X3": 0.81866, "Y3": 0.8158, "X4": 0.18134, "Y4": 0.8168, "page": 0}, {"Word": "greater thar reported in the previous year. Yields that are rot shaded were either unchanged", "Confidence": 0.9848, "X1": 0.18265, "Y1": 0.8182, "X2": 0.8226, "Y2": 0.818, "X3": 0.8226, "Y3": 0.8328, "X4": 0.18265, "Y4": 0.8338, "page": 0}, {"Word": "page 3 of 12", "Confidence": 0.99325, "X1": 0.44152, "Y1": 0.8522, "X2": 0.52562, "Y2": 0.852, "X3": 0.52694, "Y3": 0.8658, "X4": 0.44284, "Y4": 0.8688, "page": 0}, {"Word": "3117138004", "Confidence": 0.993, "X1": 0.82917, "Y1": 0.9422, "X2": 0.95664, "Y2": 0.942, "X3": 0.95664, "Y3": 0.9578, "X4": 0.82917, "Y4": 0.9588, "page": 0}, {"Word": "3117138004", "Confidence": 0.901, "X1": 0.02497, "Y1": 0.9852, "X2": 0.12484, "Y2": 0.985, "X3": 0.12484, "Y3": 0.9978, "X4": 0.02497, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "the", "Confidence": 0.997, "X1": 0.18528, "Y1": 0.1392, "X2": 0.20499, "Y2": 0.139, "X3": 0.20368, "Y3": 0.1538, "X4": 0.18397, "Y4": 0.1538, "page": 0, "Index": 0}, {"Word": "yield", "Confidence": 0.859, "X1": 0.20894, "Y1": 0.1392, "X2": 0.24047, "Y2": 0.139, "X3": 0.23916, "Y3": 0.1538, "X4": 0.20762, "Y4": 0.1538, "page": 0, "Index": 1}, {"Word": "was", "Confidence": 0.941, "X1": 0.24442, "Y1": 0.1392, "X2": 0.27201, "Y2": 0.139, "X3": 0.2707, "Y3": 0.1538, "X4": 0.2431, "Y4": 0.1538, "page": 0, "Index": 2}, {"Word": "marginally", "Confidence": 0.667, "X1": 0.27595, "Y1": 0.1382, "X2": 0.3456, "Y2": 0.138, "X3": 0.34428, "Y3": 0.1538, "X4": 0.27464, "Y4": 0.1538, "page": 0, "Index": 3}, {"Word": "up", "Confidence": 0.997, "X1": 0.34954, "Y1": 0.1382, "X2": 0.36794, "Y2": 0.138, "X3": 0.36662, "Y3": 0.1538, "X4": 0.34823, "Y4": 0.1538, "page": 0, "Index": 4}, {"Word": "in", "Confidence": 0.998, "X1": 0.37188, "Y1": 0.1382, "X2": 0.38371, "Y2": 0.138, "X3": 0.38239, "Y3": 0.1538, "X4": 0.37057, "Y4": 0.1538, "page": 0, "Index": 5}, {"Word": "1998,", "Confidence": 0.962, "X1": 0.38765, "Y1": 0.1382, "X2": 0.42576, "Y2": 0.138, "X3": 0.42444, "Y3": 0.1538, "X4": 0.38633, "Y4": 0.1538, "page": 0, "Index": 6}, {"Word": "down", "Confidence": 0.985, "X1": 0.4297, "Y1": 0.1382, "X2": 0.46518, "Y2": 0.138, "X3": 0.46518, "Y3": 0.1538, "X4": 0.42838, "Y4": 0.1538, "page": 0, "Index": 7}, {"Word": "in", "Confidence": 0.998, "X1": 0.46912, "Y1": 0.1382, "X2": 0.48357, "Y2": 0.138, "X3": 0.48357, "Y3": 0.1538, "X4": 0.46912, "Y4": 0.1538, "page": 0, "Index": 8}, {"Word": "1999.", "Confidence": 0.657, "X1": 0.48752, "Y1": 0.1382, "X2": 0.52431, "Y2": 0.138, "X3": 0.523, "Y3": 0.1538, "X4": 0.48752, "Y4": 0.1538, "page": 0, "Index": 9}, {"Word": "up", "Confidence": 0.997, "X1": 0.52825, "Y1": 0.1382, "X2": 0.54534, "Y2": 0.138, "X3": 0.54402, "Y3": 0.1538, "X4": 0.52694, "Y4": 0.1538, "page": 0, "Index": 10}, {"Word": "in", "Confidence": 0.996, "X1": 0.54928, "Y1": 0.1382, "X2": 0.5611, "Y2": 0.138, "X3": 0.55979, "Y3": 0.1538, "X4": 0.54796, "Y4": 0.1538, "page": 0, "Index": 11}, {"Word": "2000,", "Confidence": 0.571, "X1": 0.56505, "Y1": 0.1382, "X2": 0.60315, "Y2": 0.138, "X3": 0.60315, "Y3": 0.1538, "X4": 0.56373, "Y4": 0.1538, "page": 0, "Index": 12}, {"Word": "down", "Confidence": 0.971, "X1": 0.6071, "Y1": 0.1382, "X2": 0.64389, "Y2": 0.138, "X3": 0.64389, "Y3": 0.1538, "X4": 0.6071, "Y4": 0.1538, "page": 0, "Index": 13}, {"Word": "in", "Confidence": 0.997, "X1": 0.64783, "Y1": 0.1382, "X2": 0.65966, "Y2": 0.138, "X3": 0.65966, "Y3": 0.1528, "X4": 0.64783, "Y4": 0.1538, "page": 0, "Index": 14}, {"Word": "2001,", "Confidence": 0.769, "X1": 0.6636, "Y1": 0.1382, "X2": 0.70171, "Y2": 0.138, "X3": 0.70171, "Y3": 0.1528, "X4": 0.6636, "Y4": 0.1528, "page": 0, "Index": 15}, {"Word": "up", "Confidence": 0.997, "X1": 0.70565, "Y1": 0.1382, "X2": 0.72405, "Y2": 0.138, "X3": 0.72273, "Y3": 0.1528, "X4": 0.70565, "Y4": 0.1528, "page": 0, "Index": 16}, {"Word": "in", "Confidence": 0.998, "X1": 0.72799, "Y1": 0.1382, "X2": 0.73982, "Y2": 0.138, "X3": 0.73982, "Y3": 0.1528, "X4": 0.72668, "Y4": 0.1528, "page": 0, "Index": 17}, {"Word": "2002.", "Confidence": 0.611, "X1": 0.74376, "Y1": 0.1382, "X2": 0.78318, "Y2": 0.138, "X3": 0.78318, "Y3": 0.1528, "X4": 0.74376, "Y4": 0.1528, "page": 0, "Index": 18}, {"Word": "down", "Confidence": 0.985, "X1": 0.18528, "Y1": 0.1552, "X2": 0.21945, "Y2": 0.155, "X3": 0.21945, "Y3": 0.1678, "X4": 0.18397, "Y4": 0.1678, "page": 0, "Index": 19}, {"Word": "in", "Confidence": 0.998, "X1": 0.22339, "Y1": 0.1552, "X2": 0.23784, "Y2": 0.155, "X3": 0.23653, "Y3": 0.1678, "X4": 0.22208, "Y4": 0.1678, "page": 0, "Index": 20}, {"Word": "Year-to-", "Confidence": 0.363, "X1": 0.75427, "Y1": 0.1552, "X2": 0.8134, "Y2": 0.155, "X3": 0.81209, "Y3": 0.1678, "X4": 0.75296, "Y4": 0.1688, "page": 0, "Index": 21}, {"Word": "20C3,", "Confidence": 0.935, "X1": 0.24179, "Y1": 0.1552, "X2": 0.27989, "Y2": 0.155, "X3": 0.27858, "Y3": 0.1688, "X4": 0.24047, "Y4": 0.1678, "page": 0, "Index": 22}, {"Word": "up", "Confidence": 0.997, "X1": 0.28384, "Y1": 0.1552, "X2": 0.30092, "Y2": 0.155, "X3": 0.29961, "Y3": 0.1688, "X4": 0.28252, "Y4": 0.1688, "page": 0, "Index": 23}, {"Word": "in", "Confidence": 0.998, "X1": 0.30355, "Y1": 0.1552, "X2": 0.31669, "Y2": 0.155, "X3": 0.31669, "Y3": 0.1688, "X4": 0.30355, "Y4": 0.1688, "page": 0, "Index": 24}, {"Word": "2004,", "Confidence": 0.83, "X1": 0.32063, "Y1": 0.1552, "X2": 0.35874, "Y2": 0.155, "X3": 0.35874, "Y3": 0.1688, "X4": 0.31932, "Y4": 0.1688, "page": 0, "Index": 25}, {"Word": "down", "Confidence": 0.983, "X1": 0.36268, "Y1": 0.1552, "X2": 0.39947, "Y2": 0.155, "X3": 0.39947, "Y3": 0.1688, "X4": 0.36137, "Y4": 0.1688, "page": 0, "Index": 26}, {"Word": "in", "Confidence": 0.998, "X1": 0.40342, "Y1": 0.1552, "X2": 0.41524, "Y2": 0.155, "X3": 0.41524, "Y3": 0.1688, "X4": 0.4021, "Y4": 0.1688, "page": 0, "Index": 27}, {"Word": "2005.", "Confidence": 0.707, "X1": 0.41919, "Y1": 0.1552, "X2": 0.45729, "Y2": 0.155, "X3": 0.45598, "Y3": 0.1688, "X4": 0.41787, "Y4": 0.1688, "page": 0, "Index": 28}, {"Word": "up", "Confidence": 0.996, "X1": 0.46124, "Y1": 0.1552, "X2": 0.47832, "Y2": 0.155, "X3": 0.477, "Y3": 0.1688, "X4": 0.45992, "Y4": 0.1688, "page": 0, "Index": 29}, {"Word": "in", "Confidence": 0.996, "X1": 0.48095, "Y1": 0.1552, "X2": 0.49409, "Y2": 0.155, "X3": 0.49409, "Y3": 0.1688, "X4": 0.48095, "Y4": 0.1688, "page": 0, "Index": 30}, {"Word": "200\u20ac,", "Confidence": 0.267, "X1": 0.49803, "Y1": 0.1552, "X2": 0.53745, "Y2": 0.155, "X3": 0.53745, "Y3": 0.1688, "X4": 0.49803, "Y4": 0.1688, "page": 0, "Index": 31}, {"Word": "down", "Confidence": 0.955, "X1": 0.54139, "Y1": 0.1552, "X2": 0.57819, "Y2": 0.155, "X3": 0.57687, "Y3": 0.1688, "X4": 0.54008, "Y4": 0.1688, "page": 0, "Index": 32}, {"Word": "in", "Confidence": 0.997, "X1": 0.58081, "Y1": 0.1552, "X2": 0.59396, "Y2": 0.155, "X3": 0.59396, "Y3": 0.1688, "X4": 0.58081, "Y4": 0.1688, "page": 0, "Index": 33}, {"Word": "2007,", "Confidence": 0.919, "X1": 0.5979, "Y1": 0.1552, "X2": 0.63601, "Y2": 0.155, "X3": 0.63601, "Y3": 0.1688, "X4": 0.59658, "Y4": 0.1688, "page": 0, "Index": 34}, {"Word": "end", "Confidence": 0.998, "X1": 0.63995, "Y1": 0.1552, "X2": 0.66491, "Y2": 0.155, "X3": 0.6636, "Y3": 0.1688, "X4": 0.63863, "Y4": 0.1688, "page": 0, "Index": 35}, {"Word": "up", "Confidence": 0.997, "X1": 0.66886, "Y1": 0.1552, "X2": 0.68725, "Y2": 0.155, "X3": 0.68594, "Y3": 0.1688, "X4": 0.66754, "Y4": 0.1688, "page": 0, "Index": 36}, {"Word": "in", "Confidence": 0.998, "X1": 0.68988, "Y1": 0.1552, "X2": 0.70171, "Y2": 0.155, "X3": 0.70171, "Y3": 0.1688, "X4": 0.68988, "Y4": 0.1688, "page": 0, "Index": 37}, {"Word": "2008.", "Confidence": 0.856, "X1": 0.70565, "Y1": 0.1552, "X2": 0.75033, "Y2": 0.155, "X3": 0.74901, "Y3": 0.1688, "X4": 0.70565, "Y4": 0.1688, "page": 0, "Index": 38}, {"Word": "year", "Confidence": 0.955, "X1": 0.18397, "Y1": 0.1712, "X2": 0.21288, "Y2": 0.171, "X3": 0.21288, "Y3": 0.1848, "X4": 0.18265, "Y4": 0.1848, "page": 0, "Index": 39}, {"Word": "differences", "Confidence": 0.958, "X1": 0.21682, "Y1": 0.1712, "X2": 0.29172, "Y2": 0.171, "X3": 0.29172, "Y3": 0.1858, "X4": 0.21682, "Y4": 0.1848, "page": 0, "Index": 40}, {"Word": "were", "Confidence": 0.907, "X1": 0.29566, "Y1": 0.1712, "X2": 0.32983, "Y2": 0.171, "X3": 0.32983, "Y3": 0.1858, "X4": 0.29435, "Y4": 0.1858, "page": 0, "Index": 41}, {"Word": "generally", "Confidence": 0.847, "X1": 0.33377, "Y1": 0.1712, "X2": 0.39422, "Y2": 0.171, "X3": 0.39422, "Y3": 0.1858, "X4": 0.33377, "Y4": 0.1858, "page": 0, "Index": 42}, {"Word": "less", "Confidence": 0.96, "X1": 0.39816, "Y1": 0.1712, "X2": 0.42576, "Y2": 0.171, "X3": 0.42576, "Y3": 0.1858, "X4": 0.39816, "Y4": 0.1858, "page": 0, "Index": 43}, {"Word": "than", "Confidence": 0.983, "X1": 0.4297, "Y1": 0.1712, "X2": 0.46124, "Y2": 0.171, "X3": 0.45992, "Y3": 0.1858, "X4": 0.4297, "Y4": 0.1858, "page": 0, "Index": 44}, {"Word": "0.10", "Confidence": 0.955, "X1": 0.46386, "Y1": 0.1712, "X2": 0.49409, "Y2": 0.171, "X3": 0.49409, "Y3": 0.1848, "X4": 0.46386, "Y4": 0.1848, "page": 0, "Index": 45}, {"Word": "mg", "Confidence": 0.997, "X1": 0.49803, "Y1": 0.1712, "X2": 0.51905, "Y2": 0.171, "X3": 0.51905, "Y3": 0.1848, "X4": 0.49803, "Y4": 0.1848, "page": 0, "Index": 46}, {"Word": "nicotine.", "Confidence": 0.947, "X1": 0.523, "Y1": 0.1712, "X2": 0.58607, "Y2": 0.171, "X3": 0.58607, "Y3": 0.1848, "X4": 0.523, "Y4": 0.1848, "page": 0, "Index": 47}, {"Word": "The", "Confidence": 0.998, "X1": 0.59001, "Y1": 0.1712, "X2": 0.61498, "Y2": 0.171, "X3": 0.61498, "Y3": 0.1848, "X4": 0.59001, "Y4": 0.1848, "page": 0, "Index": 48}, {"Word": "center", "Confidence": 0.678, "X1": 0.61892, "Y1": 0.1712, "X2": 0.66229, "Y2": 0.171, "X3": 0.66229, "Y3": 0.1848, "X4": 0.61761, "Y4": 0.1848, "page": 0, "Index": 49}, {"Word": "lire", "Confidence": 0.969, "X1": 0.66623, "Y1": 0.1712, "X2": 0.68988, "Y2": 0.171, "X3": 0.68857, "Y3": 0.1848, "X4": 0.66491, "Y4": 0.1848, "page": 0, "Index": 50}, {"Word": "in", "Confidence": 0.998, "X1": 0.69382, "Y1": 0.1712, "X2": 0.70565, "Y2": 0.171, "X3": 0.70565, "Y3": 0.1848, "X4": 0.69251, "Y4": 0.1848, "page": 0, "Index": 51}, {"Word": "each", "Confidence": 0.849, "X1": 0.70959, "Y1": 0.1712, "X2": 0.74244, "Y2": 0.171, "X3": 0.74244, "Y3": 0.1848, "X4": 0.70959, "Y4": 0.1848, "page": 0, "Index": 52}, {"Word": "of", "Confidence": 0.998, "X1": 0.74639, "Y1": 0.1712, "X2": 0.75953, "Y2": 0.171, "X3": 0.75821, "Y3": 0.1838, "X4": 0.74639, "Y4": 0.1848, "page": 0, "Index": 53}, {"Word": "the", "Confidence": 0.998, "X1": 0.76347, "Y1": 0.1712, "X2": 0.78712, "Y2": 0.171, "X3": 0.78581, "Y3": 0.1838, "X4": 0.76216, "Y4": 0.1838, "page": 0, "Index": 54}, {"Word": "charts", "Confidence": 0.799, "X1": 0.18397, "Y1": 0.1872, "X2": 0.22602, "Y2": 0.187, "X3": 0.22602, "Y3": 0.2018, "X4": 0.18265, "Y4": 0.2018, "page": 0, "Index": 55}, {"Word": "in", "Confidence": 0.998, "X1": 0.22996, "Y1": 0.1872, "X2": 0.24179, "Y2": 0.187, "X3": 0.24047, "Y3": 0.2018, "X4": 0.22996, "Y4": 0.2018, "page": 0, "Index": 56}, {"Word": "Figure", "Confidence": 0.994, "X1": 0.24573, "Y1": 0.1862, "X2": 0.28778, "Y2": 0.186, "X3": 0.28778, "Y3": 0.2018, "X4": 0.24442, "Y4": 0.2018, "page": 0, "Index": 57}, {"Word": "2", "Confidence": 0.995, "X1": 0.29172, "Y1": 0.1862, "X2": 0.30223, "Y2": 0.186, "X3": 0.30092, "Y3": 0.2018, "X4": 0.29172, "Y4": 0.2018, "page": 0, "Index": 58}, {"Word": "is", "Confidence": 0.998, "X1": 0.30618, "Y1": 0.1862, "X2": 0.31669, "Y2": 0.186, "X3": 0.31537, "Y3": 0.2018, "X4": 0.30486, "Y4": 0.2018, "page": 0, "Index": 59}, {"Word": "the", "Confidence": 0.672, "X1": 0.32063, "Y1": 0.1862, "X2": 0.34166, "Y2": 0.186, "X3": 0.34166, "Y3": 0.2018, "X4": 0.31932, "Y4": 0.2018, "page": 0, "Index": 60}, {"Word": "over-lime", "Confidence": 0.975, "X1": 0.3456, "Y1": 0.1862, "X2": 0.40999, "Y2": 0.186, "X3": 0.40999, "Y3": 0.2018, "X4": 0.3456, "Y4": 0.2018, "page": 0, "Index": 61}, {"Word": "average", "Confidence": 0.984, "X1": 0.41524, "Y1": 0.1862, "X2": 0.46781, "Y2": 0.186, "X3": 0.46781, "Y3": 0.2018, "X4": 0.41393, "Y4": 0.2018, "page": 0, "Index": 62}, {"Word": "MDPH", "Confidence": 0.883, "X1": 0.47306, "Y1": 0.1862, "X2": 0.51774, "Y2": 0.186, "X3": 0.51774, "Y3": 0.2018, "X4": 0.47175, "Y4": 0.2018, "page": 0, "Index": 63}, {"Word": "niccline", "Confidence": 0.731, "X1": 0.52168, "Y1": 0.1862, "X2": 0.57293, "Y2": 0.186, "X3": 0.57293, "Y3": 0.2018, "X4": 0.52168, "Y4": 0.2018, "page": 0, "Index": 64}, {"Word": "yield", "Confidence": 0.991, "X1": 0.57687, "Y1": 0.1862, "X2": 0.60972, "Y2": 0.186, "X3": 0.60972, "Y3": 0.2018, "X4": 0.57687, "Y4": 0.2018, "page": 0, "Index": 65}, {"Word": "for", "Confidence": 0.957, "X1": 0.61367, "Y1": 0.1862, "X2": 0.63075, "Y2": 0.186, "X3": 0.63075, "Y3": 0.2018, "X4": 0.61367, "Y4": 0.2018, "page": 0, "Index": 66}, {"Word": "the", "Confidence": 0.64, "X1": 0.63469, "Y1": 0.1862, "X2": 0.65703, "Y2": 0.186, "X3": 0.65703, "Y3": 0.2018, "X4": 0.63469, "Y4": 0.2018, "page": 0, "Index": 67}, {"Word": "respective", "Confidence": 0.669, "X1": 0.66097, "Y1": 0.1862, "X2": 0.7293, "Y2": 0.186, "X3": 0.7293, "Y3": 0.2018, "X4": 0.66097, "Y4": 0.2018, "page": 0, "Index": 68}, {"Word": "brand", "Confidence": 0.995, "X1": 0.73325, "Y1": 0.1872, "X2": 0.77398, "Y2": 0.187, "X3": 0.77398, "Y3": 0.2028, "X4": 0.73325, "Y4": 0.2018, "page": 0, "Index": 69}, {"Word": "style.", "Confidence": 0.664, "X1": 0.77792, "Y1": 0.1872, "X2": 0.81603, "Y2": 0.187, "X3": 0.81603, "Y3": 0.2028, "X4": 0.77792, "Y4": 0.2028, "page": 0, "Index": 70}, {"Word": "It", "Confidence": 0.917, "X1": 0.1866, "Y1": 0.2032, "X2": 0.18922, "Y2": 0.203, "X3": 0.18922, "Y3": 0.2168, "X4": 0.1866, "Y4": 0.2168, "page": 0, "Index": 71}, {"Word": "is", "Confidence": 0.979, "X1": 0.19185, "Y1": 0.2032, "X2": 0.20631, "Y2": 0.203, "X3": 0.20631, "Y3": 0.2168, "X4": 0.19185, "Y4": 0.2168, "page": 0, "Index": 72}, {"Word": "seen", "Confidence": 0.97, "X1": 0.21025, "Y1": 0.2032, "X2": 0.24047, "Y2": 0.203, "X3": 0.24047, "Y3": 0.2168, "X4": 0.21025, "Y4": 0.2168, "page": 0, "Index": 73}, {"Word": "that", "Confidence": 0.993, "X1": 0.24442, "Y1": 0.2032, "X2": 0.27201, "Y2": 0.203, "X3": 0.27201, "Y3": 0.2178, "X4": 0.24442, "Y4": 0.2168, "page": 0, "Index": 74}, {"Word": "any", "Confidence": 0.999, "X1": 0.27595, "Y1": 0.2032, "X2": 0.30092, "Y2": 0.203, "X3": 0.30092, "Y3": 0.2178, "X4": 0.27595, "Y4": 0.2178, "page": 0, "Index": 75}, {"Word": "one", "Confidence": 0.998, "X1": 0.30486, "Y1": 0.2032, "X2": 0.33246, "Y2": 0.203, "X3": 0.33246, "Y3": 0.2178, "X4": 0.30486, "Y4": 0.2178, "page": 0, "Index": 76}, {"Word": "year's", "Confidence": 0.992, "X1": 0.3364, "Y1": 0.2032, "X2": 0.37714, "Y2": 0.203, "X3": 0.37714, "Y3": 0.2178, "X4": 0.3364, "Y4": 0.2178, "page": 0, "Index": 77}, {"Word": "nicoline", "Confidence": 0.773, "X1": 0.38108, "Y1": 0.2032, "X2": 0.43233, "Y2": 0.203, "X3": 0.43233, "Y3": 0.2178, "X4": 0.38108, "Y4": 0.2178, "page": 0, "Index": 78}, {"Word": "yield", "Confidence": 0.857, "X1": 0.43627, "Y1": 0.2032, "X2": 0.47175, "Y2": 0.203, "X3": 0.47175, "Y3": 0.2178, "X4": 0.43627, "Y4": 0.2178, "page": 0, "Index": 79}, {"Word": "was", "Confidence": 0.992, "X1": 0.47569, "Y1": 0.2022, "X2": 0.49803, "Y2": 0.202, "X3": 0.49803, "Y3": 0.2178, "X4": 0.47569, "Y4": 0.2178, "page": 0, "Index": 80}, {"Word": "typically", "Confidence": 0.983, "X1": 0.50197, "Y1": 0.2022, "X2": 0.55585, "Y2": 0.202, "X3": 0.55585, "Y3": 0.2178, "X4": 0.50197, "Y4": 0.2178, "page": 0, "Index": 81}, {"Word": "in", "Confidence": 0.97, "X1": 0.55979, "Y1": 0.2022, "X2": 0.57162, "Y2": 0.202, "X3": 0.57162, "Y3": 0.2178, "X4": 0.55979, "Y4": 0.2178, "page": 0, "Index": 82}, {"Word": "the", "Confidence": 0.986, "X1": 0.57556, "Y1": 0.2022, "X2": 0.5979, "Y2": 0.202, "X3": 0.5979, "Y3": 0.2178, "X4": 0.57556, "Y4": 0.2178, "page": 0, "Index": 83}, {"Word": "range", "Confidence": 0.989, "X1": 0.60184, "Y1": 0.2022, "X2": 0.6452, "Y2": 0.202, "X3": 0.6452, "Y3": 0.2178, "X4": 0.60184, "Y4": 0.2178, "page": 0, "Index": 84}, {"Word": "of", "Confidence": 0.912, "X1": 0.64915, "Y1": 0.2022, "X2": 0.65834, "Y2": 0.202, "X3": 0.65834, "Y3": 0.2178, "X4": 0.64915, "Y4": 0.2178, "page": 0, "Index": 85}, {"Word": "(+/-)", "Confidence": 0.857, "X1": 0.66229, "Y1": 0.2022, "X2": 0.69251, "Y2": 0.202, "X3": 0.69251, "Y3": 0.2178, "X4": 0.66229, "Y4": 0.2178, "page": 0, "Index": 86}, {"Word": "5%", "Confidence": 0.809, "X1": 0.69645, "Y1": 0.2022, "X2": 0.71879, "Y2": 0.202, "X3": 0.71879, "Y3": 0.2178, "X4": 0.69645, "Y4": 0.2178, "page": 0, "Index": 87}, {"Word": "of", "Confidence": 0.961, "X1": 0.72273, "Y1": 0.2022, "X2": 0.73456, "Y2": 0.202, "X3": 0.73456, "Y3": 0.2178, "X4": 0.72273, "Y4": 0.2178, "page": 0, "Index": 88}, {"Word": "the", "Confidence": 0.992, "X1": 0.7385, "Y1": 0.2022, "X2": 0.76084, "Y2": 0.202, "X3": 0.76084, "Y3": 0.2178, "X4": 0.7385, "Y4": 0.2178, "page": 0, "Index": 89}, {"Word": "brand", "Confidence": 0.996, "X1": 0.76478, "Y1": 0.2022, "X2": 0.80815, "Y2": 0.202, "X3": 0.80815, "Y3": 0.2168, "X4": 0.76478, "Y4": 0.2178, "page": 0, "Index": 90}, {"Word": "style's", "Confidence": 0.992, "X1": 0.18528, "Y1": 0.2192, "X2": 0.22733, "Y2": 0.219, "X3": 0.2247, "Y3": 0.2338, "X4": 0.18265, "Y4": 0.2348, "page": 0, "Index": 91}, {"Word": "over-time", "Confidence": 0.994, "X1": 0.23127, "Y1": 0.2192, "X2": 0.29435, "Y2": 0.219, "X3": 0.29304, "Y3": 0.2328, "X4": 0.22865, "Y4": 0.2338, "page": 0, "Index": 92}, {"Word": "average", "Confidence": 0.996, "X1": 0.29829, "Y1": 0.2182, "X2": 0.35217, "Y2": 0.218, "X3": 0.35217, "Y3": 0.2338, "X4": 0.29698, "Y4": 0.2328, "page": 0, "Index": 93}, {"Word": "yield.", "Confidence": 0.789, "X1": 0.35611, "Y1": 0.2182, "X2": 0.39422, "Y2": 0.218, "X3": 0.3929, "Y3": 0.2338, "X4": 0.35611, "Y4": 0.2338, "page": 0, "Index": 94}, {"Word": "Malbusu", "Confidence": 0.343, "X1": 0.39816, "Y1": 0.2892, "X2": 0.44152, "Y2": 0.289, "X3": 0.44021, "Y3": 0.2988, "X4": 0.39685, "Y4": 0.2998, "page": 0, "Index": 95}, {"Word": "Bua", "Confidence": 0.617, "X1": 0.44415, "Y1": 0.2892, "X2": 0.46518, "Y2": 0.289, "X3": 0.46386, "Y3": 0.2988, "X4": 0.44284, "Y4": 0.2988, "page": 0, "Index": 96}, {"Word": "MDPH", "Confidence": 0.364, "X1": 0.46781, "Y1": 0.2892, "X2": 0.49803, "Y2": 0.289, "X3": 0.49671, "Y3": 0.2988, "X4": 0.46649, "Y4": 0.2988, "page": 0, "Index": 97}, {"Word": "Nisuline", "Confidence": 0.432, "X1": 0.50066, "Y1": 0.2892, "X2": 0.54534, "Y2": 0.289, "X3": 0.54271, "Y3": 0.2998, "X4": 0.49934, "Y4": 0.2988, "page": 0, "Index": 98}, {"Word": "Yield", "Confidence": 0.789, "X1": 0.54796, "Y1": 0.2892, "X2": 0.57556, "Y2": 0.289, "X3": 0.57424, "Y3": 0.2998, "X4": 0.54534, "Y4": 0.2998, "page": 0, "Index": 99}, {"Word": "myrchaaratte", "Confidence": 0.195, "X1": 0.23259, "Y1": 0.3192, "X2": 0.23259, "Y2": 0.319, "X3": 0.24573, "Y3": 0.3178, "X4": 0.24573, "Y4": 0.3618, "page": 0, "Index": 100}, {"Word": "------", "Confidence": 0.663, "X1": 0.29961, "Y1": 0.3232, "X2": 0.34034, "Y2": 0.323, "X3": 0.33903, "Y3": 0.3308, "X4": 0.29698, "Y4": 0.3308, "page": 0, "Index": 101}, {"Word": "---", "Confidence": 0.662, "X1": 0.33903, "Y1": 0.3242, "X2": 0.35611, "Y2": 0.324, "X3": 0.35611, "Y3": 0.3298, "X4": 0.33903, "Y4": 0.3298, "page": 0, "Index": 102}, {"Word": "2.29", "Confidence": 0.665, "X1": 0.25756, "Y1": 0.3432, "X2": 0.27989, "Y2": 0.343, "X3": 0.27858, "Y3": 0.3548, "X4": 0.25756, "Y4": 0.3538, "page": 0, "Index": 103}, {"Word": "15%", "Confidence": 0.556, "X1": 0.68594, "Y1": 0.3392, "X2": 0.70959, "Y2": 0.339, "X3": 0.70959, "Y3": 0.3498, "X4": 0.68594, "Y4": 0.3498, "page": 0, "Index": 104}, {"Word": "Nostire,", "Confidence": 0.48, "X1": 0.23259, "Y1": 0.3642, "X2": 0.23259, "Y2": 0.364, "X3": 0.24573, "Y3": 0.3638, "X4": 0.24442, "Y4": 0.3918, "page": 0, "Index": 105}, {"Word": "HHHH", "Confidence": 0.083, "X1": 0.35217, "Y1": 0.3172, "X2": 0.52562, "Y2": 0.317, "X3": 0.53219, "Y3": 0.3748, "X4": 0.35742, "Y4": 0.3868, "page": 0, "Index": 106}, {"Word": "Owe-line", "Confidence": 0.182, "X1": 0.67148, "Y1": 0.3632, "X2": 0.71748, "Y2": 0.363, "X3": 0.71748, "Y3": 0.3728, "X4": 0.67148, "Y4": 0.3728, "page": 0, "Index": 107}, {"Word": "Average", "Confidence": 0.532, "X1": 0.72011, "Y1": 0.3632, "X2": 0.75953, "Y2": 0.363, "X3": 0.75953, "Y3": 0.3728, "X4": 0.72011, "Y4": 0.3728, "page": 0, "Index": 108}, {"Word": "MDPH", "Confidence": 0.478, "X1": 0.23127, "Y1": 0.3952, "X2": 0.23259, "Y2": 0.395, "X3": 0.24442, "Y3": 0.3948, "X4": 0.24442, "Y4": 0.4168, "page": 0, "Index": 109}, {"Word": ".5%", "Confidence": 0.604, "X1": 0.68725, "Y1": 0.3812, "X2": 0.70565, "Y2": 0.381, "X3": 0.70565, "Y3": 0.3888, "X4": 0.68725, "Y4": 0.3888, "page": 0, "Index": 110}, {"Word": "1-10%", "Confidence": 0.727, "X1": 0.68068, "Y1": 0.4012, "X2": 0.70959, "Y2": 0.401, "X3": 0.70959, "Y3": 0.4098, "X4": 0.68068, "Y4": 0.4098, "page": 0, "Index": 111}, {"Word": "1997", "Confidence": 0.39, "X1": 0.28909, "Y1": 0.4302, "X2": 0.31143, "Y2": 0.43, "X3": 0.31143, "Y3": 0.4398, "X4": 0.28909, "Y4": 0.4408, "page": 0, "Index": 112}, {"Word": "1998", "Confidence": 0.536, "X1": 0.32194, "Y1": 0.4302, "X2": 0.34428, "Y2": 0.43, "X3": 0.34428, "Y3": 0.4398, "X4": 0.32063, "Y4": 0.4398, "page": 0, "Index": 113}, {"Word": "1999", "Confidence": 0.847, "X1": 0.3548, "Y1": 0.4292, "X2": 0.37845, "Y2": 0.429, "X3": 0.37845, "Y3": 0.4398, "X4": 0.3548, "Y4": 0.4398, "page": 0, "Index": 114}, {"Word": "2000", "Confidence": 0.601, "X1": 0.38896, "Y1": 0.4312, "X2": 0.40999, "Y2": 0.431, "X3": 0.40999, "Y3": 0.4398, "X4": 0.38765, "Y4": 0.4398, "page": 0, "Index": 115}, {"Word": "2001", "Confidence": 0.785, "X1": 0.42181, "Y1": 0.4312, "X2": 0.44415, "Y2": 0.431, "X3": 0.44415, "Y3": 0.4398, "X4": 0.4205, "Y4": 0.4398, "page": 0, "Index": 116}, {"Word": "2082", "Confidence": 0.647, "X1": 0.45466, "Y1": 0.4312, "X2": 0.477, "Y2": 0.431, "X3": 0.477, "Y3": 0.4398, "X4": 0.45466, "Y4": 0.4398, "page": 0, "Index": 117}, {"Word": "2003", "Confidence": 0.854, "X1": 0.48883, "Y1": 0.4312, "X2": 0.50986, "Y2": 0.431, "X3": 0.50986, "Y3": 0.4398, "X4": 0.48752, "Y4": 0.4398, "page": 0, "Index": 118}, {"Word": "2004", "Confidence": 0.65, "X1": 0.52037, "Y1": 0.4312, "X2": 0.54271, "Y2": 0.431, "X3": 0.54271, "Y3": 0.4398, "X4": 0.52037, "Y4": 0.4398, "page": 0, "Index": 119}, {"Word": "2006", "Confidence": 0.625, "X1": 0.55453, "Y1": 0.4312, "X2": 0.57687, "Y2": 0.431, "X3": 0.57556, "Y3": 0.4398, "X4": 0.55453, "Y4": 0.4398, "page": 0, "Index": 120}, {"Word": "2006", "Confidence": 0.494, "X1": 0.58739, "Y1": 0.4312, "X2": 0.60841, "Y2": 0.431, "X3": 0.60841, "Y3": 0.4398, "X4": 0.58739, "Y4": 0.4398, "page": 0, "Index": 121}, {"Word": "2007", "Confidence": 0.981, "X1": 0.62155, "Y1": 0.4312, "X2": 0.64258, "Y2": 0.431, "X3": 0.64258, "Y3": 0.4398, "X4": 0.62155, "Y4": 0.4398, "page": 0, "Index": 122}, {"Word": "2008", "Confidence": 0.654, "X1": 0.6544, "Y1": 0.4312, "X2": 0.67674, "Y2": 0.431, "X3": 0.67674, "Y3": 0.4398, "X4": 0.6544, "Y4": 0.4398, "page": 0, "Index": 123}, {"Word": "MOPH", "Confidence": 0.669, "X1": 0.43233, "Y1": 0.4432, "X2": 0.46124, "Y2": 0.443, "X3": 0.46124, "Y3": 0.4518, "X4": 0.43233, "Y4": 0.4518, "page": 0, "Index": 124}, {"Word": "Reporting", "Confidence": 0.088, "X1": 0.46386, "Y1": 0.4432, "X2": 0.50854, "Y2": 0.443, "X3": 0.50723, "Y3": 0.4518, "X4": 0.46386, "Y4": 0.4518, "page": 0, "Index": 125}, {"Word": "Your", "Confidence": 0.317, "X1": 0.51117, "Y1": 0.4432, "X2": 0.53351, "Y2": 0.443, "X3": 0.53219, "Y3": 0.4528, "X4": 0.50986, "Y4": 0.4518, "page": 0, "Index": 126}, {"Word": "Marlbeen", "Confidence": 0.257, "X1": 0.37582, "Y1": 0.4822, "X2": 0.42181, "Y2": 0.482, "X3": 0.42181, "Y3": 0.4938, "X4": 0.37582, "Y4": 0.4938, "page": 0, "Index": 127}, {"Word": "I", "Confidence": 0.806, "X1": 0.42444, "Y1": 0.4822, "X2": 0.42838, "Y2": 0.482, "X3": 0.42838, "Y3": 0.4938, "X4": 0.42444, "Y4": 0.4938, "page": 0, "Index": 128}, {"Word": "ighes", "Confidence": 0.802, "X1": 0.43233, "Y1": 0.4812, "X2": 0.45729, "Y2": 0.481, "X3": 0.45729, "Y3": 0.4928, "X4": 0.43233, "Y4": 0.4938, "page": 0, "Index": 129}, {"Word": "Ros", "Confidence": 0.38, "X1": 0.45992, "Y1": 0.4812, "X2": 0.48095, "Y2": 0.481, "X3": 0.48095, "Y3": 0.4928, "X4": 0.45992, "Y4": 0.4928, "page": 0, "Index": 130}, {"Word": "MDPH", "Confidence": 0.339, "X1": 0.48489, "Y1": 0.4812, "X2": 0.51643, "Y2": 0.481, "X3": 0.51511, "Y3": 0.4928, "X4": 0.48357, "Y4": 0.4928, "page": 0, "Index": 131}, {"Word": "Nimatinp", "Confidence": 0.406, "X1": 0.51905, "Y1": 0.4812, "X2": 0.56242, "Y2": 0.481, "X3": 0.5611, "Y3": 0.4928, "X4": 0.51905, "Y4": 0.4928, "page": 0, "Index": 132}, {"Word": "Yiek", "Confidence": 0.713, "X1": 0.56505, "Y1": 0.4812, "X2": 0.59264, "Y2": 0.481, "X3": 0.59133, "Y3": 0.4938, "X4": 0.56505, "Y4": 0.4928, "page": 0, "Index": 133}, {"Word": "-", "Confidence": 0.847, "X1": 0.28647, "Y1": 0.4992, "X2": 0.29041, "Y2": 0.499, "X3": 0.28909, "Y3": 0.5038, "X4": 0.28647, "Y4": 0.5038, "page": 0, "Index": 134}, {"Word": "-----", "Confidence": 0.485, "X1": 0.54402, "Y1": 0.4992, "X2": 0.61629, "Y2": 0.499, "X3": 0.61629, "Y3": 0.5048, "X4": 0.54402, "Y4": 0.5058, "page": 0, "Index": 135}, {"Word": "il", "Confidence": 0.07, "X1": 0.67806, "Y1": 0.5212, "X2": 0.68725, "Y2": 0.521, "X3": 0.68725, "Y3": 0.5298, "X4": 0.67806, "Y4": 0.5298, "page": 0, "Index": 136}, {"Word": "10%", "Confidence": 0.881, "X1": 0.68988, "Y1": 0.5212, "X2": 0.71091, "Y2": 0.521, "X3": 0.70959, "Y3": 0.5298, "X4": 0.68988, "Y4": 0.5298, "page": 0, "Index": 137}, {"Word": "170", "Confidence": 0.862, "X1": 0.24967, "Y1": 0.5372, "X2": 0.26938, "Y2": 0.537, "X3": 0.26938, "Y3": 0.5468, "X4": 0.24967, "Y4": 0.5458, "page": 0, "Index": 138}, {"Word": "-1", "Confidence": 0.63, "X1": 0.51117, "Y1": 0.5372, "X2": 0.53219, "Y2": 0.537, "X3": 0.53088, "Y3": 0.5568, "X4": 0.51117, "Y4": 0.5558, "page": 0, "Index": 139}, {"Word": "Ovar-Ihre", "Confidence": 0.175, "X1": 0.67674, "Y1": 0.5592, "X2": 0.72273, "Y2": 0.559, "X3": 0.72142, "Y3": 0.5668, "X4": 0.67543, "Y4": 0.5668, "page": 0, "Index": 140}, {"Word": "Average", "Confidence": 0.664, "X1": 0.72536, "Y1": 0.5592, "X2": 0.76478, "Y2": 0.559, "X3": 0.76478, "Y3": 0.5668, "X4": 0.72536, "Y4": 0.5668, "page": 0, "Index": 141}, {"Word": "130", "Confidence": 0.67, "X1": 0.25099, "Y1": 0.6162, "X2": 0.26807, "Y2": 0.616, "X3": 0.26807, "Y3": 0.6228, "X4": 0.25099, "Y4": 0.6228, "page": 0, "Index": 142}, {"Word": "1190", "Confidence": 0.273, "X1": 0.34823, "Y1": 0.6262, "X2": 0.36925, "Y2": 0.626, "X3": 0.37057, "Y3": 0.6348, "X4": 0.34954, "Y4": 0.6338, "page": 0, "Index": 143}, {"Word": "2004", "Confidence": 0.033, "X1": 0.38108, "Y1": 0.6262, "X2": 0.40342, "Y2": 0.626, "X3": 0.40342, "Y3": 0.6348, "X4": 0.38108, "Y4": 0.6348, "page": 0, "Index": 144}, {"Word": "2081", "Confidence": 0.602, "X1": 0.41524, "Y1": 0.6262, "X2": 0.43758, "Y2": 0.626, "X3": 0.43758, "Y3": 0.6348, "X4": 0.41524, "Y4": 0.6348, "page": 0, "Index": 145}, {"Word": "2007", "Confidence": 0.08, "X1": 0.44809, "Y1": 0.6262, "X2": 0.47043, "Y2": 0.626, "X3": 0.47043, "Y3": 0.6358, "X4": 0.44941, "Y4": 0.6348, "page": 0, "Index": 146}, {"Word": "2048", "Confidence": 0.261, "X1": 0.48226, "Y1": 0.6262, "X2": 0.5046, "Y2": 0.626, "X3": 0.5046, "Y3": 0.6358, "X4": 0.48357, "Y4": 0.6358, "page": 0, "Index": 147}, {"Word": "3004", "Confidence": 0.654, "X1": 0.51643, "Y1": 0.6262, "X2": 0.54008, "Y2": 0.626, "X3": 0.54008, "Y3": 0.6358, "X4": 0.51774, "Y4": 0.6358, "page": 0, "Index": 148}, {"Word": "2005", "Confidence": 0.505, "X1": 0.55059, "Y1": 0.6262, "X2": 0.57293, "Y2": 0.626, "X3": 0.57293, "Y3": 0.6358, "X4": 0.55059, "Y4": 0.6358, "page": 0, "Index": 149}, {"Word": "2008", "Confidence": 0.618, "X1": 0.58607, "Y1": 0.6262, "X2": 0.6071, "Y2": 0.626, "X3": 0.6071, "Y3": 0.6348, "X4": 0.58476, "Y4": 0.6348, "page": 0, "Index": 150}, {"Word": "2-17", "Confidence": 0.539, "X1": 0.62024, "Y1": 0.6262, "X2": 0.63995, "Y2": 0.626, "X3": 0.63995, "Y3": 0.6338, "X4": 0.62024, "Y4": 0.6338, "page": 0, "Index": 151}, {"Word": "2001", "Confidence": 0.6, "X1": 0.65309, "Y1": 0.6262, "X2": 0.67411, "Y2": 0.626, "X3": 0.67411, "Y3": 0.6338, "X4": 0.65309, "Y4": 0.6338, "page": 0, "Index": 152}, {"Word": "MDIH", "Confidence": 0.604, "X1": 0.42838, "Y1": 0.6392, "X2": 0.45466, "Y2": 0.639, "X3": 0.45466, "Y3": 0.6478, "X4": 0.42707, "Y4": 0.6478, "page": 0, "Index": 153}, {"Word": "Raporting", "Confidence": 0.632, "X1": 0.45861, "Y1": 0.6392, "X2": 0.50329, "Y2": 0.639, "X3": 0.50197, "Y3": 0.6478, "X4": 0.45729, "Y4": 0.6478, "page": 0, "Index": 154}, {"Word": "Year", "Confidence": 0.428, "X1": 0.50591, "Y1": 0.6392, "X2": 0.52825, "Y2": 0.639, "X3": 0.52825, "Y3": 0.6478, "X4": 0.5046, "Y4": 0.6478, "page": 0, "Index": 155}, {"Word": "Figure", "Confidence": 0.826, "X1": 0.18397, "Y1": 0.6642, "X2": 0.22339, "Y2": 0.664, "X3": 0.22339, "Y3": 0.6748, "X4": 0.18397, "Y4": 0.6758, "page": 0, "Index": 156}, {"Word": "2.", "Confidence": 0.994, "X1": 0.22602, "Y1": 0.6642, "X2": 0.24047, "Y2": 0.664, "X3": 0.23916, "Y3": 0.6748, "X4": 0.22602, "Y4": 0.6748, "page": 0, "Index": 157}, {"Word": "Measurec", "Confidence": 0.66, "X1": 0.2431, "Y1": 0.6642, "X2": 0.29829, "Y2": 0.664, "X3": 0.29829, "Y3": 0.6748, "X4": 0.2431, "Y4": 0.6748, "page": 0, "Index": 158}, {"Word": "MDPH", "Confidence": 0.971, "X1": 0.30092, "Y1": 0.6642, "X2": 0.33771, "Y2": 0.664, "X3": 0.33771, "Y3": 0.6748, "X4": 0.30092, "Y4": 0.6748, "page": 0, "Index": 159}, {"Word": "nicotine", "Confidence": 0.617, "X1": 0.34166, "Y1": 0.6642, "X2": 0.38502, "Y2": 0.664, "X3": 0.38502, "Y3": 0.6748, "X4": 0.34166, "Y4": 0.6748, "page": 0, "Index": 160}, {"Word": "yia", "Confidence": 0.852, "X1": 0.38765, "Y1": 0.6642, "X2": 0.40342, "Y2": 0.664, "X3": 0.40342, "Y3": 0.6748, "X4": 0.38765, "Y4": 0.6748, "page": 0, "Index": 161}, {"Word": "de", "Confidence": 0.221, "X1": 0.40604, "Y1": 0.6642, "X2": 0.4205, "Y2": 0.664, "X3": 0.41919, "Y3": 0.6748, "X4": 0.40604, "Y4": 0.6748, "page": 0, "Index": 162}, {"Word": "for", "Confidence": 0.998, "X1": 0.42313, "Y1": 0.6642, "X2": 0.43758, "Y2": 0.664, "X3": 0.43758, "Y3": 0.6748, "X4": 0.42313, "Y4": 0.6748, "page": 0, "Index": 163}, {"Word": "Marlao'o", "Confidence": 0.608, "X1": 0.44021, "Y1": 0.6642, "X2": 0.49014, "Y2": 0.664, "X3": 0.49014, "Y3": 0.6748, "X4": 0.44021, "Y4": 0.6748, "page": 0, "Index": 164}, {"Word": "Box", "Confidence": 0.991, "X1": 0.49277, "Y1": 0.6642, "X2": 0.51511, "Y2": 0.664, "X3": 0.51511, "Y3": 0.6748, "X4": 0.49277, "Y4": 0.6748, "page": 0, "Index": 165}, {"Word": "are", "Confidence": 0.626, "X1": 0.51774, "Y1": 0.6642, "X2": 0.54008, "Y2": 0.664, "X3": 0.54008, "Y3": 0.6748, "X4": 0.51774, "Y4": 0.6748, "page": 0, "Index": 166}, {"Word": "Marlboro", "Confidence": 0.603, "X1": 0.54271, "Y1": 0.6642, "X2": 0.59133, "Y2": 0.664, "X3": 0.59133, "Y3": 0.6748, "X4": 0.54271, "Y4": 0.6748, "page": 0, "Index": 167}, {"Word": "Lights", "Confidence": 0.439, "X1": 0.59527, "Y1": 0.6642, "X2": 0.62812, "Y2": 0.664, "X3": 0.62812, "Y3": 0.6748, "X4": 0.59396, "Y4": 0.6748, "page": 0, "Index": 168}, {"Word": "Box", "Confidence": 0.884, "X1": 0.63206, "Y1": 0.6642, "X2": 0.65309, "Y2": 0.664, "X3": 0.65309, "Y3": 0.6748, "X4": 0.63075, "Y4": 0.6748, "page": 0, "Index": 169}, {"Word": "for", "Confidence": 0.998, "X1": 0.65703, "Y1": 0.6642, "X2": 0.67148, "Y2": 0.664, "X3": 0.67148, "Y3": 0.6748, "X4": 0.65703, "Y4": 0.6748, "page": 0, "Index": 170}, {"Word": "each", "Confidence": 0.665, "X1": 0.67543, "Y1": 0.6642, "X2": 0.70171, "Y2": 0.664, "X3": 0.70171, "Y3": 0.6748, "X4": 0.67543, "Y4": 0.6748, "page": 0, "Index": 171}, {"Word": "year", "Confidence": 0.792, "X1": 0.70434, "Y1": 0.6642, "X2": 0.7293, "Y2": 0.664, "X3": 0.7293, "Y3": 0.6748, "X4": 0.70434, "Y4": 0.6748, "page": 0, "Index": 172}, {"Word": "from", "Confidence": 0.941, "X1": 0.73193, "Y1": 0.6642, "X2": 0.75558, "Y2": 0.664, "X3": 0.75558, "Y3": 0.6748, "X4": 0.73193, "Y4": 0.6748, "page": 0, "Index": 173}, {"Word": "1997", "Confidence": 0.885, "X1": 0.76216, "Y1": 0.6642, "X2": 0.78844, "Y2": 0.664, "X3": 0.78844, "Y3": 0.6748, "X4": 0.76216, "Y4": 0.6748, "page": 0, "Index": 174}, {"Word": "-", "Confidence": 0.994, "X1": 0.79238, "Y1": 0.6642, "X2": 0.80026, "Y2": 0.664, "X3": 0.80026, "Y3": 0.6748, "X4": 0.79238, "Y4": 0.6748, "page": 0, "Index": 175}, {"Word": "2308.", "Confidence": 0.746, "X1": 0.18528, "Y1": 0.6762, "X2": 0.21682, "Y2": 0.676, "X3": 0.21682, "Y3": 0.6868, "X4": 0.18528, "Y4": 0.6868, "page": 0, "Index": 176}, {"Word": "The", "Confidence": 0.993, "X1": 0.21945, "Y1": 0.6762, "X2": 0.24047, "Y2": 0.676, "X3": 0.24047, "Y3": 0.6868, "X4": 0.21945, "Y4": 0.6868, "page": 0, "Index": 177}, {"Word": "center", "Confidence": 0.991, "X1": 0.2431, "Y1": 0.6762, "X2": 0.27858, "Y2": 0.676, "X3": 0.27858, "Y3": 0.6868, "X4": 0.2431, "Y4": 0.6868, "page": 0, "Index": 178}, {"Word": "line", "Confidence": 0.83, "X1": 0.28121, "Y1": 0.6762, "X2": 0.30092, "Y2": 0.676, "X3": 0.30092, "Y3": 0.6868, "X4": 0.28121, "Y4": 0.6868, "page": 0, "Index": 179}, {"Word": "is", "Confidence": 0.971, "X1": 0.30355, "Y1": 0.6762, "X2": 0.31406, "Y2": 0.676, "X3": 0.31406, "Y3": 0.6868, "X4": 0.30355, "Y4": 0.6868, "page": 0, "Index": 180}, {"Word": "the", "Confidence": 0.996, "X1": 0.31669, "Y1": 0.6762, "X2": 0.33509, "Y2": 0.676, "X3": 0.33509, "Y3": 0.6868, "X4": 0.31669, "Y4": 0.6868, "page": 0, "Index": 181}, {"Word": "over-time", "Confidence": 0.882, "X1": 0.33771, "Y1": 0.6762, "X2": 0.38896, "Y2": 0.676, "X3": 0.38896, "Y3": 0.6868, "X4": 0.33771, "Y4": 0.6868, "page": 0, "Index": 182}, {"Word": "average", "Confidence": 0.621, "X1": 0.3929, "Y1": 0.6762, "X2": 0.43758, "Y2": 0.676, "X3": 0.43758, "Y3": 0.6868, "X4": 0.3929, "Y4": 0.6868, "page": 0, "Index": 183}, {"Word": "of", "Confidence": 0.992, "X1": 0.44021, "Y1": 0.6762, "X2": 0.45335, "Y2": 0.676, "X3": 0.45335, "Y3": 0.6868, "X4": 0.44021, "Y4": 0.6868, "page": 0, "Index": 184}, {"Word": "yearly", "Confidence": 0.273, "X1": 0.45598, "Y1": 0.6762, "X2": 0.48883, "Y2": 0.676, "X3": 0.48883, "Y3": 0.6868, "X4": 0.45598, "Y4": 0.6868, "page": 0, "Index": 185}, {"Word": "y", "Confidence": 0.995, "X1": 0.49146, "Y1": 0.6762, "X2": 0.49803, "Y2": 0.676, "X3": 0.49803, "Y3": 0.6868, "X4": 0.49146, "Y4": 0.6868, "page": 0, "Index": 186}, {"Word": "elds.", "Confidence": 0.779, "X1": 0.50066, "Y1": 0.6762, "X2": 0.53088, "Y2": 0.676, "X3": 0.53088, "Y3": 0.6868, "X4": 0.50066, "Y4": 0.6868, "page": 0, "Index": 187}, {"Word": "Cross-", "Confidence": 0.693, "X1": 0.53351, "Y1": 0.6762, "X2": 0.5703, "Y2": 0.676, "X3": 0.5703, "Y3": 0.6868, "X4": 0.53351, "Y4": 0.6868, "page": 0, "Index": 188}, {"Word": "Ines", "Confidence": 0.816, "X1": 0.57293, "Y1": 0.6762, "X2": 0.59658, "Y2": 0.676, "X3": 0.59658, "Y3": 0.6868, "X4": 0.57293, "Y4": 0.6868, "page": 0, "Index": 189}, {"Word": "are", "Confidence": 0.905, "X1": 0.60053, "Y1": 0.6762, "X2": 0.61761, "Y2": 0.676, "X3": 0.61761, "Y3": 0.6868, "X4": 0.59921, "Y4": 0.6868, "page": 0, "Index": 190}, {"Word": "(+/-)", "Confidence": 0.32, "X1": 0.62155, "Y1": 0.6762, "X2": 0.64389, "Y2": 0.676, "X3": 0.64389, "Y3": 0.6868, "X4": 0.62024, "Y4": 0.6868, "page": 0, "Index": 191}, {"Word": "55%", "Confidence": 0.248, "X1": 0.64652, "Y1": 0.6762, "X2": 0.66623, "Y2": 0.676, "X3": 0.66623, "Y3": 0.6868, "X4": 0.64652, "Y4": 0.6868, "page": 0, "Index": 192}, {"Word": "and", "Confidence": 0.937, "X1": 0.66886, "Y1": 0.6762, "X2": 0.68988, "Y2": 0.676, "X3": 0.68988, "Y3": 0.6868, "X4": 0.66886, "Y4": 0.6868, "page": 0, "Index": 193}, {"Word": "(-/-\"", "Confidence": 0.185, "X1": 0.69382, "Y1": 0.6762, "X2": 0.71879, "Y2": 0.676, "X3": 0.71748, "Y3": 0.6868, "X4": 0.69251, "Y4": 0.6868, "page": 0, "Index": 194}, {"Word": "10%", "Confidence": 0.413, "X1": 0.72142, "Y1": 0.6762, "X2": 0.74507, "Y2": 0.676, "X3": 0.74376, "Y3": 0.6868, "X4": 0.72011, "Y4": 0.6868, "page": 0, "Index": 195}, {"Word": "of", "Confidence": 0.932, "X1": 0.7477, "Y1": 0.6762, "X2": 0.75821, "Y2": 0.676, "X3": 0.75821, "Y3": 0.6868, "X4": 0.7477, "Y4": 0.6868, "page": 0, "Index": 196}, {"Word": "the", "Confidence": 0.998, "X1": 0.76216, "Y1": 0.6762, "X2": 0.77924, "Y2": 0.676, "X3": 0.77924, "Y3": 0.6868, "X4": 0.76084, "Y4": 0.6868, "page": 0, "Index": 197}, {"Word": "over-", "Confidence": 0.941, "X1": 0.78318, "Y1": 0.6762, "X2": 0.81472, "Y2": 0.676, "X3": 0.8134, "Y3": 0.6868, "X4": 0.78187, "Y4": 0.6868, "page": 0, "Index": 198}, {"Word": "t", "Confidence": 0.953, "X1": 0.18397, "Y1": 0.6882, "X2": 0.18922, "Y2": 0.688, "X3": 0.18922, "Y3": 0.6998, "X4": 0.18397, "Y4": 0.6998, "page": 0, "Index": 199}, {"Word": "me", "Confidence": 0.995, "X1": 0.19185, "Y1": 0.6882, "X2": 0.20762, "Y2": 0.688, "X3": 0.20762, "Y3": 0.6998, "X4": 0.19185, "Y4": 0.6998, "page": 0, "Index": 200}, {"Word": "average,", "Confidence": 0.722, "X1": 0.21025, "Y1": 0.6882, "X2": 0.26413, "Y2": 0.688, "X3": 0.26281, "Y3": 0.6998, "X4": 0.21025, "Y4": 0.6998, "page": 0, "Index": 201}, {"Word": "Error", "Confidence": 0.911, "X1": 0.26675, "Y1": 0.6882, "X2": 0.29566, "Y2": 0.688, "X3": 0.29566, "Y3": 0.6988, "X4": 0.26675, "Y4": 0.6998, "page": 0, "Index": 202}, {"Word": "bars", "Confidence": 0.742, "X1": 0.29829, "Y1": 0.6882, "X2": 0.32194, "Y2": 0.688, "X3": 0.32194, "Y3": 0.6988, "X4": 0.29829, "Y4": 0.6988, "page": 0, "Index": 203}, {"Word": "are", "Confidence": 0.739, "X1": 0.32457, "Y1": 0.6882, "X2": 0.34034, "Y2": 0.688, "X3": 0.33903, "Y3": 0.6988, "X4": 0.32457, "Y4": 0.6988, "page": 0, "Index": 204}, {"Word": "(+/-)", "Confidence": 0.685, "X1": 0.34297, "Y1": 0.6882, "X2": 0.37057, "Y2": 0.688, "X3": 0.36925, "Y3": 0.6988, "X4": 0.34297, "Y4": 0.6988, "page": 0, "Index": 205}, {"Word": "one", "Confidence": 0.994, "X1": 0.37319, "Y1": 0.6882, "X2": 0.39422, "Y2": 0.688, "X3": 0.3929, "Y3": 0.6988, "X4": 0.37188, "Y4": 0.6988, "page": 0, "Index": 206}, {"Word": "standard", "Confidence": 0.726, "X1": 0.39685, "Y1": 0.6882, "X2": 0.44678, "Y2": 0.688, "X3": 0.44547, "Y3": 0.6988, "X4": 0.39685, "Y4": 0.6988, "page": 0, "Index": 207}, {"Word": "deviation", "Confidence": 0.712, "X1": 0.44941, "Y1": 0.6882, "X2": 0.50066, "Y2": 0.688, "X3": 0.49934, "Y3": 0.6988, "X4": 0.44809, "Y4": 0.6988, "page": 0, "Index": 208}, {"Word": "of", "Confidence": 0.961, "X1": 0.50329, "Y1": 0.6882, "X2": 0.51248, "Y2": 0.688, "X3": 0.51248, "Y3": 0.6988, "X4": 0.50329, "Y4": 0.6988, "page": 0, "Index": 209}, {"Word": "the", "Confidence": 0.698, "X1": 0.51511, "Y1": 0.6882, "X2": 0.53482, "Y2": 0.688, "X3": 0.53351, "Y3": 0.6988, "X4": 0.51511, "Y4": 0.6988, "page": 0, "Index": 210}, {"Word": "20", "Confidence": 0.99, "X1": 0.53745, "Y1": 0.6882, "X2": 0.55322, "Y2": 0.688, "X3": 0.55191, "Y3": 0.6988, "X4": 0.53745, "Y4": 0.6988, "page": 0, "Index": 211}, {"Word": "machine", "Confidence": 0.937, "X1": 0.55585, "Y1": 0.6882, "X2": 0.60315, "Y2": 0.688, "X3": 0.60184, "Y3": 0.6988, "X4": 0.55453, "Y4": 0.6988, "page": 0, "Index": 212}, {"Word": "pertyle", "Confidence": 0.678, "X1": 0.60578, "Y1": 0.6882, "X2": 0.6452, "Y2": 0.688, "X3": 0.64389, "Y3": 0.6988, "X4": 0.60578, "Y4": 0.6988, "page": 0, "Index": 213}, {"Word": "ds,", "Confidence": 0.745, "X1": 0.64783, "Y1": 0.6882, "X2": 0.66754, "Y2": 0.688, "X3": 0.66623, "Y3": 0.6998, "X4": 0.64783, "Y4": 0.6988, "page": 0, "Index": 214}, {"Word": "3", "Confidence": 0.994, "X1": 0.67017, "Y1": 0.6882, "X2": 0.67543, "Y2": 0.688, "X3": 0.67411, "Y3": 0.6998, "X4": 0.66886, "Y4": 0.6998, "page": 0, "Index": 215}, {"Word": "cigarettes", "Confidence": 0.538, "X1": 0.67806, "Y1": 0.6882, "X2": 0.73325, "Y2": 0.688, "X3": 0.73193, "Y3": 0.6998, "X4": 0.67806, "Y4": 0.6998, "page": 0, "Index": 216}, {"Word": "per", "Confidence": 0.617, "X1": 0.73587, "Y1": 0.6882, "X2": 0.75558, "Y2": 0.688, "X3": 0.75427, "Y3": 0.6998, "X4": 0.73587, "Y4": 0.6998, "page": 0, "Index": 217}, {"Word": "port", "Confidence": 0.945, "X1": 0.75821, "Y1": 0.6882, "X2": 0.78449, "Y2": 0.688, "X3": 0.78318, "Y3": 0.6998, "X4": 0.75821, "Y4": 0.6998, "page": 0, "Index": 218}, {"Word": "wh", "Confidence": 0.994, "X1": 0.18397, "Y1": 0.6992, "X2": 0.19974, "Y2": 0.699, "X3": 0.19842, "Y3": 0.7118, "X4": 0.18265, "Y4": 0.7118, "page": 0, "Index": 219}, {"Word": "ch", "Confidence": 0.285, "X1": 0.20237, "Y1": 0.6992, "X2": 0.21551, "Y2": 0.699, "X3": 0.21419, "Y3": 0.7118, "X4": 0.20237, "Y4": 0.7118, "page": 0, "Index": 220}, {"Word": "were", "Confidence": 0.811, "X1": 0.21813, "Y1": 0.6992, "X2": 0.24704, "Y2": 0.699, "X3": 0.24704, "Y3": 0.7118, "X4": 0.21813, "Y4": 0.7118, "page": 0, "Index": 221}, {"Word": "averaged", "Confidence": 0.672, "X1": 0.25099, "Y1": 0.6992, "X2": 0.30092, "Y2": 0.699, "X3": 0.30092, "Y3": 0.7118, "X4": 0.24967, "Y4": 0.7118, "page": 0, "Index": 222}, {"Word": "for", "Confidence": 0.064, "X1": 0.30486, "Y1": 0.6992, "X2": 0.32063, "Y2": 0.699, "X3": 0.32063, "Y3": 0.7118, "X4": 0.30355, "Y4": 0.7118, "page": 0, "Index": 223}, {"Word": "each", "Confidence": 0.789, "X1": 0.32457, "Y1": 0.6992, "X2": 0.35085, "Y2": 0.699, "X3": 0.34954, "Y3": 0.7118, "X4": 0.32326, "Y4": 0.7118, "page": 0, "Index": 224}, {"Word": "brand", "Confidence": 0.322, "X1": 0.35348, "Y1": 0.6992, "X2": 0.38633, "Y2": 0.699, "X3": 0.38633, "Y3": 0.7118, "X4": 0.35348, "Y4": 0.7118, "page": 0, "Index": 225}, {"Word": "sty", "Confidence": 0.969, "X1": 0.39028, "Y1": 0.6992, "X2": 0.40473, "Y2": 0.699, "X3": 0.40342, "Y3": 0.7118, "X4": 0.38896, "Y4": 0.7118, "page": 0, "Index": 226}, {"Word": "es", "Confidence": 0.849, "X1": 0.40736, "Y1": 0.6992, "X2": 0.42313, "Y2": 0.699, "X3": 0.42181, "Y3": 0.7118, "X4": 0.40736, "Y4": 0.7118, "page": 0, "Index": 227}, {"Word": "yield.", "Confidence": 0.617, "X1": 0.42576, "Y1": 0.6992, "X2": 0.45861, "Y2": 0.699, "X3": 0.45729, "Y3": 0.7118, "X4": 0.42576, "Y4": 0.7118, "page": 0, "Index": 228}, {"Word": "Machine", "Confidence": 0.777, "X1": 0.46124, "Y1": 0.6992, "X2": 0.50986, "Y2": 0.699, "X3": 0.50986, "Y3": 0.7118, "X4": 0.46124, "Y4": 0.7118, "page": 0, "Index": 229}, {"Word": "emoking", "Confidence": 0.708, "X1": 0.5138, "Y1": 0.6992, "X2": 0.55979, "Y2": 0.699, "X3": 0.55979, "Y3": 0.7118, "X4": 0.51248, "Y4": 0.7118, "page": 0, "Index": 230}, {"Word": "was", "Confidence": 0.913, "X1": 0.56373, "Y1": 0.6992, "X2": 0.58607, "Y2": 0.699, "X3": 0.58476, "Y3": 0.7118, "X4": 0.56242, "Y4": 0.7118, "page": 0, "Index": 231}, {"Word": "according", "Confidence": 0.182, "X1": 0.5887, "Y1": 0.6992, "X2": 0.64258, "Y2": 0.699, "X3": 0.64258, "Y3": 0.7118, "X4": 0.58739, "Y4": 0.7118, "page": 0, "Index": 232}, {"Word": "to", "Confidence": 0.994, "X1": 0.6452, "Y1": 0.7002, "X2": 0.65572, "Y2": 0.7, "X3": 0.65572, "Y3": 0.7118, "X4": 0.6452, "Y4": 0.7118, "page": 0, "Index": 233}, {"Word": "the", "Confidence": 0.372, "X1": 0.65966, "Y1": 0.7002, "X2": 0.67674, "Y2": 0.7, "X3": 0.67543, "Y3": 0.7118, "X4": 0.65834, "Y4": 0.7118, "page": 0, "Index": 234}, {"Word": "protocol", "Confidence": 0.457, "X1": 0.67937, "Y1": 0.7002, "X2": 0.72536, "Y2": 0.7, "X3": 0.72405, "Y3": 0.7118, "X4": 0.67937, "Y4": 0.7118, "page": 0, "Index": 235}, {"Word": "prescribed", "Confidence": 0.971, "X1": 0.72799, "Y1": 0.7002, "X2": 0.78581, "Y2": 0.7, "X3": 0.78581, "Y3": 0.7118, "X4": 0.72799, "Y4": 0.7118, "page": 0, "Index": 236}, {"Word": "by", "Confidence": 0.993, "X1": 0.78975, "Y1": 0.7002, "X2": 0.80683, "Y2": 0.7, "X3": 0.80552, "Y3": 0.7118, "X4": 0.78844, "Y4": 0.7118, "page": 0, "Index": 237}, {"Word": "tro", "Confidence": 0.208, "X1": 0.18528, "Y1": 0.7122, "X2": 0.20237, "Y2": 0.712, "X3": 0.20237, "Y3": 0.7218, "X4": 0.18397, "Y4": 0.7218, "page": 0, "Index": 238}, {"Word": "MUPH.", "Confidence": 0.847, "X1": 0.20499, "Y1": 0.7122, "X2": 0.24967, "Y2": 0.712, "X3": 0.24967, "Y3": 0.7218, "X4": 0.20499, "Y4": 0.7218, "page": 0, "Index": 239}, {"Word": "perspective", "Confidence": 0.927, "X1": 0.32983, "Y1": 0.7562, "X2": 0.40867, "Y2": 0.756, "X3": 0.40736, "Y3": 0.7678, "X4": 0.32983, "Y4": 0.7688, "page": 0, "Index": 240}, {"Word": "of", "Confidence": 0.866, "X1": 0.4113, "Y1": 0.7562, "X2": 0.42576, "Y2": 0.756, "X3": 0.42444, "Y3": 0.7678, "X4": 0.4113, "Y4": 0.7678, "page": 0, "Index": 241}, {"Word": "year-to-year", "Confidence": 0.494, "X1": 0.42838, "Y1": 0.7562, "X2": 0.51248, "Y2": 0.756, "X3": 0.51117, "Y3": 0.7678, "X4": 0.42707, "Y4": 0.7678, "page": 0, "Index": 242}, {"Word": "differences", "Confidence": 0.894, "X1": 0.51511, "Y1": 0.7552, "X2": 0.59001, "Y2": 0.755, "X3": 0.59001, "Y3": 0.7678, "X4": 0.51511, "Y4": 0.7678, "page": 0, "Index": 243}, {"Word": "tor", "Confidence": 0.902, "X1": 0.59396, "Y1": 0.7552, "X2": 0.61104, "Y2": 0.755, "X3": 0.61104, "Y3": 0.7678, "X4": 0.59264, "Y4": 0.7678, "page": 0, "Index": 244}, {"Word": "Marlboro", "Confidence": 0.838, "X1": 0.61498, "Y1": 0.7552, "X2": 0.67543, "Y2": 0.755, "X3": 0.67411, "Y3": 0.7678, "X4": 0.61367, "Y4": 0.7678, "page": 0, "Index": 245}, {"Word": "brand", "Confidence": 0.955, "X1": 0.67806, "Y1": 0.7552, "X2": 0.72011, "Y2": 0.755, "X3": 0.71879, "Y3": 0.7678, "X4": 0.67806, "Y4": 0.7678, "page": 0, "Index": 246}, {"Word": "style", "Confidence": 0.407, "X1": 0.72273, "Y1": 0.7552, "X2": 0.75558, "Y2": 0.755, "X3": 0.75427, "Y3": 0.7678, "X4": 0.72273, "Y4": 0.7678, "page": 0, "Index": 247}, {"Word": "MUPI-", "Confidence": 0.34, "X1": 0.75821, "Y1": 0.7552, "X2": 0.80552, "Y2": 0.755, "X3": 0.80552, "Y3": 0.7678, "X4": 0.75821, "Y4": 0.7678, "page": 0, "Index": 248}, {"Word": "For", "Confidence": 0.698, "X1": 0.2339, "Y1": 0.7562, "X2": 0.25756, "Y2": 0.756, "X3": 0.25756, "Y3": 0.7688, "X4": 0.2339, "Y4": 0.7688, "page": 0, "Index": 249}, {"Word": "a", "Confidence": 0.862, "X1": 0.2615, "Y1": 0.7562, "X2": 0.2707, "Y2": 0.756, "X3": 0.26938, "Y3": 0.7688, "X4": 0.26018, "Y4": 0.7688, "page": 0, "Index": 250}, {"Word": "broader", "Confidence": 0.991, "X1": 0.27332, "Y1": 0.7562, "X2": 0.3272, "Y2": 0.756, "X3": 0.32589, "Y3": 0.7688, "X4": 0.27201, "Y4": 0.7688, "page": 0, "Index": 251}, {"Word": "nicotine", "Confidence": 0.991, "X1": 0.18397, "Y1": 0.7712, "X2": 0.23784, "Y2": 0.771, "X3": 0.23653, "Y3": 0.7848, "X4": 0.18265, "Y4": 0.7848, "page": 0, "Index": 252}, {"Word": "yields,", "Confidence": 0.845, "X1": 0.24179, "Y1": 0.7712, "X2": 0.28515, "Y2": 0.771, "X3": 0.28384, "Y3": 0.7848, "X4": 0.24047, "Y4": 0.7848, "page": 0, "Index": 253}, {"Word": "all", "Confidence": 0.992, "X1": 0.28909, "Y1": 0.7712, "X2": 0.30355, "Y2": 0.771, "X3": 0.30223, "Y3": 0.7848, "X4": 0.28778, "Y4": 0.7848, "page": 0, "Index": 254}, {"Word": "yields", "Confidence": 0.817, "X1": 0.30749, "Y1": 0.7712, "X2": 0.34823, "Y2": 0.771, "X3": 0.34691, "Y3": 0.7848, "X4": 0.30618, "Y4": 0.7848, "page": 0, "Index": 255}, {"Word": "reportec", "Confidence": 0.935, "X1": 0.35085, "Y1": 0.7712, "X2": 0.40736, "Y2": 0.771, "X3": 0.40604, "Y3": 0.7848, "X4": 0.34954, "Y4": 0.7848, "page": 0, "Index": 256}, {"Word": "for", "Confidence": 0.998, "X1": 0.4113, "Y1": 0.7712, "X2": 0.43101, "Y2": 0.771, "X3": 0.4297, "Y3": 0.7838, "X4": 0.40999, "Y4": 0.7848, "page": 0, "Index": 257}, {"Word": "all", "Confidence": 0.94, "X1": 0.43495, "Y1": 0.7712, "X2": 0.44941, "Y2": 0.771, "X3": 0.44941, "Y3": 0.7838, "X4": 0.43364, "Y4": 0.7838, "page": 0, "Index": 258}, {"Word": "brand", "Confidence": 0.996, "X1": 0.45335, "Y1": 0.7712, "X2": 0.49277, "Y2": 0.771, "X3": 0.49146, "Y3": 0.7838, "X4": 0.45204, "Y4": 0.7838, "page": 0, "Index": 259}, {"Word": "styles", "Confidence": 0.991, "X1": 0.4954, "Y1": 0.7712, "X2": 0.53745, "Y2": 0.771, "X3": 0.53614, "Y3": 0.7838, "X4": 0.4954, "Y4": 0.7838, "page": 0, "Index": 260}, {"Word": "are", "Confidence": 0.959, "X1": 0.54008, "Y1": 0.7712, "X2": 0.56242, "Y2": 0.771, "X3": 0.5611, "Y3": 0.7838, "X4": 0.54008, "Y4": 0.7838, "page": 0, "Index": 261}, {"Word": "listed", "Confidence": 0.991, "X1": 0.56505, "Y1": 0.7712, "X2": 0.60184, "Y2": 0.771, "X3": 0.60053, "Y3": 0.7838, "X4": 0.56505, "Y4": 0.7838, "page": 0, "Index": 262}, {"Word": "in", "Confidence": 0.997, "X1": 0.60578, "Y1": 0.7712, "X2": 0.61892, "Y2": 0.771, "X3": 0.61761, "Y3": 0.7838, "X4": 0.60447, "Y4": 0.7838, "page": 0, "Index": 263}, {"Word": "Table", "Confidence": 0.933, "X1": 0.62155, "Y1": 0.7712, "X2": 0.66097, "Y2": 0.771, "X3": 0.65966, "Y3": 0.7838, "X4": 0.62155, "Y4": 0.7838, "page": 0, "Index": 264}, {"Word": "1.", "Confidence": 0.997, "X1": 0.66491, "Y1": 0.7712, "X2": 0.682, "Y2": 0.771, "X3": 0.682, "Y3": 0.7848, "X4": 0.6636, "Y4": 0.7838, "page": 0, "Index": 265}, {"Word": "Blank", "Confidence": 0.973, "X1": 0.68594, "Y1": 0.7712, "X2": 0.72273, "Y2": 0.771, "X3": 0.72273, "Y3": 0.7848, "X4": 0.68463, "Y4": 0.7848, "page": 0, "Index": 266}, {"Word": "cells", "Confidence": 0.657, "X1": 0.72668, "Y1": 0.7712, "X2": 0.7569, "Y2": 0.771, "X3": 0.7569, "Y3": 0.7848, "X4": 0.72668, "Y4": 0.7848, "page": 0, "Index": 267}, {"Word": "indicate", "Confidence": 0.978, "X1": 0.76084, "Y1": 0.7712, "X2": 0.81735, "Y2": 0.771, "X3": 0.81603, "Y3": 0.7848, "X4": 0.76084, "Y4": 0.7848, "page": 0, "Index": 268}, {"Word": "that", "Confidence": 0.993, "X1": 0.18528, "Y1": 0.7862, "X2": 0.21025, "Y2": 0.786, "X3": 0.20894, "Y3": 0.8008, "X4": 0.18397, "Y4": 0.8008, "page": 0, "Index": 269}, {"Word": "the", "Confidence": 0.998, "X1": 0.21419, "Y1": 0.7862, "X2": 0.23522, "Y2": 0.786, "X3": 0.2339, "Y3": 0.8008, "X4": 0.21288, "Y4": 0.8008, "page": 0, "Index": 270}, {"Word": "particular", "Confidence": 0.387, "X1": 0.23916, "Y1": 0.7872, "X2": 0.30092, "Y2": 0.787, "X3": 0.29961, "Y3": 0.8008, "X4": 0.23784, "Y4": 0.8008, "page": 0, "Index": 271}, {"Word": "brard", "Confidence": 0.991, "X1": 0.30486, "Y1": 0.7872, "X2": 0.3456, "Y2": 0.787, "X3": 0.34428, "Y3": 0.8008, "X4": 0.30355, "Y4": 0.8008, "page": 0, "Index": 272}, {"Word": "style", "Confidence": 0.997, "X1": 0.34823, "Y1": 0.7872, "X2": 0.37976, "Y2": 0.787, "X3": 0.37845, "Y3": 0.7998, "X4": 0.34823, "Y4": 0.8008, "page": 0, "Index": 273}, {"Word": "was", "Confidence": 0.998, "X1": 0.38371, "Y1": 0.7872, "X2": 0.4113, "Y2": 0.787, "X3": 0.40999, "Y3": 0.7998, "X4": 0.38239, "Y4": 0.7998, "page": 0, "Index": 274}, {"Word": "not", "Confidence": 0.998, "X1": 0.41524, "Y1": 0.7872, "X2": 0.43758, "Y2": 0.787, "X3": 0.43627, "Y3": 0.7998, "X4": 0.41393, "Y4": 0.7998, "page": 0, "Index": 275}, {"Word": "marketed", "Confidence": 0.991, "X1": 0.44021, "Y1": 0.7872, "X2": 0.5046, "Y2": 0.787, "X3": 0.50329, "Y3": 0.8008, "X4": 0.44021, "Y4": 0.7998, "page": 0, "Index": 276}, {"Word": "in", "Confidence": 0.998, "X1": 0.50854, "Y1": 0.7872, "X2": 0.52037, "Y2": 0.787, "X3": 0.51905, "Y3": 0.8008, "X4": 0.50723, "Y4": 0.8008, "page": 0, "Index": 277}, {"Word": "Massachusetts", "Confidence": 0.873, "X1": 0.52431, "Y1": 0.7872, "X2": 0.62681, "Y2": 0.787, "X3": 0.62549, "Y3": 0.8008, "X4": 0.523, "Y4": 0.8008, "page": 0, "Index": 278}, {"Word": "in", "Confidence": 0.998, "X1": 0.63075, "Y1": 0.7872, "X2": 0.64258, "Y2": 0.787, "X3": 0.64258, "Y3": 0.8008, "X4": 0.62943, "Y4": 0.8008, "page": 0, "Index": 279}, {"Word": "a", "Confidence": 0.994, "X1": 0.64652, "Y1": 0.7872, "X2": 0.65572, "Y2": 0.787, "X3": 0.6544, "Y3": 0.8008, "X4": 0.6452, "Y4": 0.8008, "page": 0, "Index": 280}, {"Word": "reporting", "Confidence": 0.994, "X1": 0.65834, "Y1": 0.7872, "X2": 0.71879, "Y2": 0.787, "X3": 0.71748, "Y3": 0.8008, "X4": 0.65834, "Y4": 0.8008, "page": 0, "Index": 281}, {"Word": "year.", "Confidence": 0.886, "X1": 0.72273, "Y1": 0.7872, "X2": 0.76216, "Y2": 0.787, "X3": 0.76084, "Y3": 0.8008, "X4": 0.72142, "Y4": 0.8008, "page": 0, "Index": 282}, {"Word": "For", "Confidence": 0.998, "X1": 0.76478, "Y1": 0.7872, "X2": 0.78844, "Y2": 0.787, "X3": 0.78712, "Y3": 0.8008, "X4": 0.76478, "Y4": 0.8008, "page": 0, "Index": 283}, {"Word": "any", "Confidence": 0.998, "X1": 0.79238, "Y1": 0.7872, "X2": 0.81997, "Y2": 0.787, "X3": 0.81866, "Y3": 0.8008, "X4": 0.79106, "Y4": 0.8008, "page": 0, "Index": 284}, {"Word": "particular", "Confidence": 0.883, "X1": 0.18397, "Y1": 0.8032, "X2": 0.24704, "Y2": 0.803, "X3": 0.24573, "Y3": 0.8178, "X4": 0.18265, "Y4": 0.8178, "page": 0, "Index": 285}, {"Word": "brand", "Confidence": 0.996, "X1": 0.25099, "Y1": 0.8032, "X2": 0.29041, "Y2": 0.803, "X3": 0.28909, "Y3": 0.8168, "X4": 0.24967, "Y4": 0.8178, "page": 0, "Index": 286}, {"Word": "style", "Confidence": 0.885, "X1": 0.29435, "Y1": 0.8032, "X2": 0.32589, "Y2": 0.803, "X3": 0.32457, "Y3": 0.8168, "X4": 0.29304, "Y4": 0.8168, "page": 0, "Index": 287}, {"Word": "yield,", "Confidence": 0.916, "X1": 0.32983, "Y1": 0.8032, "X2": 0.36531, "Y2": 0.803, "X3": 0.36399, "Y3": 0.8168, "X4": 0.32852, "Y4": 0.8168, "page": 0, "Index": 288}, {"Word": "light", "Confidence": 0.994, "X1": 0.36925, "Y1": 0.8032, "X2": 0.39816, "Y2": 0.803, "X3": 0.39685, "Y3": 0.8168, "X4": 0.36794, "Y4": 0.8168, "page": 0, "Index": 289}, {"Word": "shading", "Confidence": 0.981, "X1": 0.4021, "Y1": 0.8032, "X2": 0.45598, "Y2": 0.803, "X3": 0.45466, "Y3": 0.8168, "X4": 0.40079, "Y4": 0.8168, "page": 0, "Index": 290}, {"Word": "indicates", "Confidence": 0.99, "X1": 0.45992, "Y1": 0.8032, "X2": 0.51774, "Y2": 0.803, "X3": 0.51774, "Y3": 0.8168, "X4": 0.45861, "Y4": 0.8168, "page": 0, "Index": 291}, {"Word": "it", "Confidence": 0.991, "X1": 0.52168, "Y1": 0.8032, "X2": 0.53088, "Y2": 0.803, "X3": 0.52957, "Y3": 0.8168, "X4": 0.52168, "Y4": 0.8168, "page": 0, "Index": 292}, {"Word": "was", "Confidence": 0.93, "X1": 0.53482, "Y1": 0.8032, "X2": 0.56242, "Y2": 0.803, "X3": 0.56242, "Y3": 0.8168, "X4": 0.53351, "Y4": 0.8168, "page": 0, "Index": 293}, {"Word": "less", "Confidence": 0.96, "X1": 0.56636, "Y1": 0.8032, "X2": 0.59396, "Y2": 0.803, "X3": 0.59396, "Y3": 0.8168, "X4": 0.56505, "Y4": 0.8168, "page": 0, "Index": 294}, {"Word": "or", "Confidence": 0.971, "X1": 0.5979, "Y1": 0.8032, "X2": 0.61104, "Y2": 0.803, "X3": 0.61104, "Y3": 0.8168, "X4": 0.5979, "Y4": 0.8168, "page": 0, "Index": 295}, {"Word": "dark", "Confidence": 0.956, "X1": 0.61498, "Y1": 0.8032, "X2": 0.64389, "Y2": 0.803, "X3": 0.64389, "Y3": 0.8168, "X4": 0.61498, "Y4": 0.8168, "page": 0, "Index": 296}, {"Word": "shading", "Confidence": 0.953, "X1": 0.64783, "Y1": 0.8032, "X2": 0.70171, "Y2": 0.803, "X3": 0.70171, "Y3": 0.8168, "X4": 0.64783, "Y4": 0.8168, "page": 0, "Index": 297}, {"Word": "indicates", "Confidence": 0.991, "X1": 0.70565, "Y1": 0.8032, "X2": 0.7661, "Y2": 0.803, "X3": 0.7661, "Y3": 0.8168, "X4": 0.70565, "Y4": 0.8168, "page": 0, "Index": 298}, {"Word": "it", "Confidence": 0.998, "X1": 0.76873, "Y1": 0.8032, "X2": 0.77792, "Y2": 0.803, "X3": 0.77792, "Y3": 0.8168, "X4": 0.76873, "Y4": 0.8168, "page": 0, "Index": 299}, {"Word": "was", "Confidence": 0.913, "X1": 0.78187, "Y1": 0.8032, "X2": 0.8134, "Y2": 0.803, "X3": 0.8134, "Y3": 0.8168, "X4": 0.78187, "Y4": 0.8168, "page": 0, "Index": 300}, {"Word": "greater", "Confidence": 0.994, "X1": 0.18528, "Y1": 0.8192, "X2": 0.23127, "Y2": 0.819, "X3": 0.23127, "Y3": 0.8338, "X4": 0.18397, "Y4": 0.8338, "page": 0, "Index": 301}, {"Word": "thar", "Confidence": 0.991, "X1": 0.23522, "Y1": 0.8192, "X2": 0.26675, "Y2": 0.819, "X3": 0.26544, "Y3": 0.8338, "X4": 0.23522, "Y4": 0.8338, "page": 0, "Index": 302}, {"Word": "reported", "Confidence": 0.991, "X1": 0.2707, "Y1": 0.8192, "X2": 0.3272, "Y2": 0.819, "X3": 0.32589, "Y3": 0.8338, "X4": 0.26938, "Y4": 0.8338, "page": 0, "Index": 303}, {"Word": "in", "Confidence": 0.998, "X1": 0.33114, "Y1": 0.8192, "X2": 0.34297, "Y2": 0.819, "X3": 0.34166, "Y3": 0.8338, "X4": 0.32983, "Y4": 0.8338, "page": 0, "Index": 304}, {"Word": "the", "Confidence": 0.998, "X1": 0.34691, "Y1": 0.8192, "X2": 0.37188, "Y2": 0.819, "X3": 0.37057, "Y3": 0.8338, "X4": 0.3456, "Y4": 0.8338, "page": 0, "Index": 305}, {"Word": "previous", "Confidence": 0.992, "X1": 0.37714, "Y1": 0.8192, "X2": 0.43495, "Y2": 0.819, "X3": 0.43364, "Y3": 0.8328, "X4": 0.37582, "Y4": 0.8338, "page": 0, "Index": 306}, {"Word": "year.", "Confidence": 0.991, "X1": 0.43758, "Y1": 0.8182, "X2": 0.47832, "Y2": 0.818, "X3": 0.477, "Y3": 0.8328, "X4": 0.43758, "Y4": 0.8328, "page": 0, "Index": 307}, {"Word": "Yields", "Confidence": 0.932, "X1": 0.48226, "Y1": 0.8182, "X2": 0.52168, "Y2": 0.818, "X3": 0.52037, "Y3": 0.8328, "X4": 0.48095, "Y4": 0.8328, "page": 0, "Index": 308}, {"Word": "that", "Confidence": 0.987, "X1": 0.52562, "Y1": 0.8182, "X2": 0.55191, "Y2": 0.818, "X3": 0.55059, "Y3": 0.8328, "X4": 0.52431, "Y4": 0.8328, "page": 0, "Index": 309}, {"Word": "are", "Confidence": 0.996, "X1": 0.55585, "Y1": 0.8182, "X2": 0.57687, "Y2": 0.818, "X3": 0.57556, "Y3": 0.8328, "X4": 0.55453, "Y4": 0.8328, "page": 0, "Index": 310}, {"Word": "rot", "Confidence": 0.985, "X1": 0.58081, "Y1": 0.8192, "X2": 0.60315, "Y2": 0.819, "X3": 0.60184, "Y3": 0.8328, "X4": 0.5795, "Y4": 0.8328, "page": 0, "Index": 311}, {"Word": "shaded", "Confidence": 0.995, "X1": 0.6071, "Y1": 0.8192, "X2": 0.65703, "Y2": 0.819, "X3": 0.65572, "Y3": 0.8328, "X4": 0.60578, "Y4": 0.8328, "page": 0, "Index": 312}, {"Word": "were", "Confidence": 0.988, "X1": 0.66097, "Y1": 0.8192, "X2": 0.69382, "Y2": 0.819, "X3": 0.69382, "Y3": 0.8328, "X4": 0.65966, "Y4": 0.8328, "page": 0, "Index": 313}, {"Word": "either", "Confidence": 0.941, "X1": 0.69777, "Y1": 0.8192, "X2": 0.73719, "Y2": 0.819, "X3": 0.73587, "Y3": 0.8328, "X4": 0.69777, "Y4": 0.8328, "page": 0, "Index": 314}, {"Word": "unchanged", "Confidence": 0.993, "X1": 0.74113, "Y1": 0.8192, "X2": 0.81866, "Y2": 0.819, "X3": 0.81866, "Y3": 0.8328, "X4": 0.73982, "Y4": 0.8328, "page": 0, "Index": 315}, {"Word": "page", "Confidence": 0.983, "X1": 0.44284, "Y1": 0.8542, "X2": 0.47438, "Y2": 0.854, "X3": 0.47438, "Y3": 0.8678, "X4": 0.44284, "Y4": 0.8688, "page": 0, "Index": 316}, {"Word": "3", "Confidence": 0.995, "X1": 0.47832, "Y1": 0.8542, "X2": 0.48489, "Y2": 0.854, "X3": 0.48489, "Y3": 0.8678, "X4": 0.47832, "Y4": 0.8678, "page": 0, "Index": 317}, {"Word": "of", "Confidence": 0.998, "X1": 0.48883, "Y1": 0.8532, "X2": 0.50197, "Y2": 0.853, "X3": 0.50197, "Y3": 0.8668, "X4": 0.48883, "Y4": 0.8678, "page": 0, "Index": 318}, {"Word": "12", "Confidence": 0.997, "X1": 0.50591, "Y1": 0.8532, "X2": 0.52431, "Y2": 0.853, "X3": 0.52431, "Y3": 0.8658, "X4": 0.50591, "Y4": 0.8668, "page": 0, "Index": 319}, {"Word": "3117138004", "Confidence": 0.993, "X1": 0.83049, "Y1": 0.9422, "X2": 0.95532, "Y2": 0.942, "X3": 0.95401, "Y3": 0.9588, "X4": 0.83049, "Y4": 0.9588, "page": 0, "Index": 320}, {"Word": "3117138004", "Confidence": 0.901, "X1": 0.02628, "Y1": 0.9862, "X2": 0.12484, "Y2": 0.986, "X3": 0.12352, "Y3": 0.9978, "X4": 0.02628, "Y4": 0.9978, "page": 0, "Index": 321}]}	"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"
ffbl0219	9	{"lines_data": [{"Word": "variation in a number of areas including annual tobacco crops. manufacturing processes,", "Confidence": 0.84533, "X1": 0.18397, "Y1": 0.1392, "X2": 0.78712, "Y2": 0.139, "X3": 0.78712, "Y3": 0.1538, "X4": 0.18397, "Y4": 0.1528, "page": 0}, {"Word": "cigarette components, and machine smoking and analysis.", "Confidence": 0.81914, "X1": 0.18397, "Y1": 0.1552, "X2": 0.57819, "Y2": 0.155, "X3": 0.57819, "Y3": 0.1688, "X4": 0.18397, "Y4": 0.1688, "page": 0}, {"Word": "C gorette and Smoke Yie d Variation", "Confidence": 0.66186, "X1": 0.18134, "Y1": 0.1762, "X2": 0.43233, "Y2": 0.176, "X3": 0.43233, "Y3": 0.1918, "X4": 0.18134, "Y4": 0.1918, "page": 0}, {"Word": "The smoce generation and analyses for determining nicoline yields to be reported to", "Confidence": 0.84577, "X1": 0.2339, "Y1": 0.1992, "X2": 0.80552, "Y2": 0.199, "X3": 0.80552, "Y3": 0.2128, "X4": 0.2339, "Y4": 0.2128, "page": 0}, {"Word": "the MDPH were based on a single point-in-time sampling of each brand style. For that reason,", "Confidence": 0.92744, "X1": 0.18265, "Y1": 0.2142, "X2": 0.82392, "Y2": 0.214, "X3": 0.82392, "Y3": 0.2288, "X4": 0.18265, "Y4": 0.2288, "page": 0}, {"Word": "any particular reso tec yield may differ somewhat from another lest of the same brand style at", "Confidence": 0.91376, "X1": 0.18134, "Y1": 0.2312, "X2": 0.81866, "Y2": 0.231, "X3": 0.81866, "Y3": 0.2448, "X4": 0.18134, "Y4": 0.2448, "page": 0}, {"Word": "some other time in the same reporting year due to normal variation. As reviewed in ISO", "Confidence": 0.96231, "X1": 0.18265, "Y1": 0.2462, "X2": 0.77661, "Y2": 0.246, "X3": 0.77661, "Y3": 0.2598, "X4": 0.18265, "Y4": 0.2608, "page": 0}, {"Word": "Standard 8243,' there are numerous so ential sources of variation in tobacco and cigarettes.", "Confidence": 0.92336, "X1": 0.18528, "Y1": 0.2642, "X2": 0.80815, "Y2": 0.264, "X3": 0.80815, "Y3": 0.2798, "X4": 0.18528, "Y4": 0.2798, "page": 0}, {"Word": "Short-lerrr variation in cigarettes can arise from typical manufacturing variability in tobacco", "Confidence": 0.87967, "X1": 0.18265, "Y1": 0.2822, "X2": 0.79501, "Y2": 0.282, "X3": 0.79501, "Y3": 0.2958, "X4": 0.18265, "Y4": 0.2958, "page": 0}, {"Word": "weight, filter ventilation and tobacco blending. Medium-term variation can arise from changes", "Confidence": 0.86658, "X1": 0.18134, "Y1": 0.2982, "X2": 0.82129, "Y2": 0.298, "X3": 0.82129, "Y3": 0.3118, "X4": 0.18134, "Y4": 0.3118, "page": 0}, {"Word": "in cigarette components, lobacco blends, and sources of tobaccos. Long-term variation can", "Confidence": 0.96375, "X1": 0.18265, "Y1": 0.3142, "X2": 0.80683, "Y2": 0.314, "X3": 0.80683, "Y3": 0.3278, "X4": 0.18265, "Y4": 0.3278, "page": 0}, {"Word": "arise from tobacco crop year variations, component supplier changes, and cigarette design", "Confidence": 0.90492, "X1": 0.18265, "Y1": 0.3302, "X2": 0.80026, "Y2": 0.33, "X3": 0.80026, "Y3": 0.3448, "X4": 0.18265, "Y4": 0.3448, "page": 0}, {"Word": "changes", "Confidence": 0.995, "X1": 0.18397, "Y1": 0.3472, "X2": 0.24704, "Y2": 0.347, "X3": 0.24704, "Y3": 0.3598, "X4": 0.18397, "Y4": 0.3598, "page": 0}, {"Word": "Analytical variation should also be considered when comparing cigarette smoke yields.", "Confidence": 0.90127, "X1": 0.23259, "Y1": 0.3682, "X2": 0.81735, "Y2": 0.368, "X3": 0.81735, "Y3": 0.3818, "X4": 0.23259, "Y4": 0.3808, "page": 0}, {"Word": "For example, typical standard deviations for nicoline yields reported by PM USA to the MDPH", "Confidence": 0.87813, "X1": 0.18528, "Y1": 0.3832, "X2": 0.81735, "Y2": 0.383, "X3": 0.81735, "Y3": 0.3968, "X4": 0.18528, "Y4": 0.3978, "page": 0}, {"Word": "ware 0.05 to 0.07 mig. One standard deviation for the difference between two average yields,", "Confidence": 0.8996, "X1": 0.18265, "Y1": 0.4002, "X2": 0.81603, "Y2": 0.4, "X3": 0.81603, "Y3": 0.4138, "X4": 0.18265, "Y4": 0.4138, "page": 0}, {"Word": "each with a standard deviation of 0.05 mg or 0.07 mg would therefore be 0.07 mg and 0.10", "Confidence": 0.907, "X1": 0.18528, "Y1": 0.4162, "X2": 0.79895, "Y2": 0.416, "X3": 0.79895, "Y3": 0.4298, "X4": 0.18528, "Y4": 0.4308, "page": 0}, {"Word": "mg. respectively. Therefore, year-to-year differences of 0.07 - 0.10 mg for a brand style would", "Confidence": 0.90393, "X1": 0.18003, "Y1": 0.4322, "X2": 0.8226, "Y2": 0.432, "X3": 0.8226, "Y3": 0.4468, "X4": 0.18003, "Y4": 0.4478, "page": 0}, {"Word": "be within one standard deviation and differences of C.21 - 0.30 mg would be three standard", "Confidence": 0.96131, "X1": 0.18003, "Y1": 0.4482, "X2": 0.80026, "Y2": 0.448, "X3": 0.80026, "Y3": 0.4608, "X4": 0.18003, "Y4": 0.4618, "page": 0}, {"Word": "deviations. Typica analytical variation alone could therefore lead to year-to-year differences", "Confidence": 0.89145, "X1": 0.18397, "Y1": 0.4642, "X2": 0.80815, "Y2": 0.464, "X3": 0.80815, "Y3": 0.4778, "X4": 0.18397, "Y4": 0.4778, "page": 0}, {"Word": "of 0.10 mg nicotine or more.", "Confidence": 0.84167, "X1": 0.18134, "Y1": 0.4802, "X2": 0.37845, "Y2": 0.48, "X3": 0.37845, "Y3": 0.4938, "X4": 0.18134, "Y4": 0.4938, "page": 0}, {"Word": "Additional insight nto typical analytical variation comes from repeated lest ng of a", "Confidence": 0.90331, "X1": 0.23259, "Y1": 0.5022, "X2": 0.78318, "Y2": 0.502, "X3": 0.78318, "Y3": 0.5158, "X4": 0.23259, "Y4": 0.5158, "page": 0}, {"Word": "reference or control cigarette within the same laboratory. These reference cigarettes are", "Confidence": 0.8045, "X1": 0.18003, "Y1": 0.5182, "X2": 0.78187, "Y2": 0.518, "X3": 0.78187, "Y3": 0.5318, "X4": 0.18003, "Y4": 0.5318, "page": 0}, {"Word": "produced at one trie anc therefore do not include over-time manufacturing and tobacco", "Confidence": 0.943, "X1": 0.18397, "Y1": 0.5342, "X2": 0.77924, "Y2": 0.534, "X3": 0.77924, "Y3": 0.5478, "X4": 0.18397, "Y4": 0.5478, "page": 0}, {"Word": "variation. An example of smoke collection and analytical variation for a single control cigarette", "Confidence": 0.95743, "X1": 0.18397, "Y1": 0.5502, "X2": 0.81997, "Y2": 0.55, "X3": 0.81997, "Y3": 0.5638, "X4": 0.18397, "Y4": 0.5638, "page": 0}, {"Word": "is seen in Figure 6. The Altria Client Serv ces laboratory determined MDPH nicotine yields for", "Confidence": 0.93812, "X1": 0.18265, "Y1": 0.5662, "X2": 0.81603, "Y2": 0.566, "X3": 0.81603, "Y3": 0.5808, "X4": 0.18265, "Y4": 0.5798, "page": 0}, {"Word": "an internal monitor cigarette as part of its standard laboratory quality control procedures. The", "Confidence": 0.83236, "X1": 0.18134, "Y1": 0.5812, "X2": 0.81472, "Y2": 0.581, "X3": 0.81472, "Y3": 0.5958, "X4": 0.18134, "Y4": 0.5958, "page": 0}, {"Word": "laboratory is ISO 17025 accredited. Figure 6 includes results obtained in 2008, for examp e.", "Confidence": 0.9012, "X1": 0.18134, "Y1": 0.5972, "X2": 0.80683, "Y2": 0.597, "X3": 0.80683, "Y3": 0.6118, "X4": 0.18134, "Y4": 0.6118, "page": 0}, {"Word": "where each point represents the average of four machine perts, 3 cigarettes per port. Within", "Confidence": 0.83573, "X1": 0.18134, "Y1": 0.6132, "X2": 0.80946, "Y2": 0.613, "X3": 0.80946, "Y3": 0.6278, "X4": 0.18134, "Y4": 0.6278, "page": 0}, {"Word": "this time period, the (+/-) three standard deviation range was 19% of the over-time mean", "Confidence": 0.9784, "X1": 0.18528, "Y1": 0.6302, "X2": 0.78055, "Y2": 0.63, "X3": 0.78055, "Y3": 0.6438, "X4": 0.18528, "Y4": 0.6428, "page": 0}, {"Word": "nicotine yield. These data illustrate the need to consider all sources of potential variation", "Confidence": 0.98671, "X1": 0.18265, "Y1": 0.6452, "X2": 0.78712, "Y2": 0.645, "X3": 0.78712, "Y3": 0.6598, "X4": 0.18265, "Y4": 0.6598, "page": 0}, {"Word": "when comparing a cigarette's smoke yields over time or comparing yields of two cigarettes at", "Confidence": 0.96527, "X1": 0.18134, "Y1": 0.6612, "X2": 0.8134, "Y2": 0.661, "X3": 0.8134, "Y3": 0.6748, "X4": 0.18134, "Y4": 0.6758, "page": 0}, {"Word": "any one time.", "Confidence": 0.99733, "X1": 0.18397, "Y1": 0.6782, "X2": 0.27858, "Y2": 0.678, "X3": 0.27858, "Y3": 0.6908, "X4": 0.18397, "Y4": 0.6918, "page": 0}, {"Word": "7 ISO Standard 6243. 2005 ed. Inte national Cigarization \"or Standardization. Cigarettes - Sampling.", "Confidence": 0.60614, "X1": 0.18265, "Y1": 0.8342, "X2": 0.74507, "Y2": 0.834, "X3": 0.74507, "Y3": 0.8478, "X4": 0.18265, "Y4": 0.8468, "page": 0}, {"Word": "page 10 of 12", "Confidence": 0.90025, "X1": 0.4389, "Y1": 0.8522, "X2": 0.52957, "Y2": 0.852, "X3": 0.52957, "Y3": 0.8668, "X4": 0.4389, "Y4": 0.8688, "page": 0}, {"Word": "3117138011", "Confidence": 0.994, "X1": 0.82917, "Y1": 0.9412, "X2": 0.95532, "Y2": 0.941, "X3": 0.95532, "Y3": 0.9588, "X4": 0.82917, "Y4": 0.9588, "page": 0}, {"Word": "3117138011", "Confidence": 0.885, "X1": 0.02497, "Y1": 0.9852, "X2": 0.12746, "Y2": 0.985, "X3": 0.12746, "Y3": 0.9968, "X4": 0.02497, "Y4": 0.9968, "page": 0}], "words_data": [{"Word": "variation", "Confidence": 0.969, "X1": 0.18528, "Y1": 0.1392, "X2": 0.24047, "Y2": 0.139, "X3": 0.24047, "Y3": 0.1538, "X4": 0.18397, "Y4": 0.1538, "page": 0, "Index": 0}, {"Word": "in", "Confidence": 0.997, "X1": 0.24442, "Y1": 0.1392, "X2": 0.25756, "Y2": 0.139, "X3": 0.25756, "Y3": 0.1538, "X4": 0.24442, "Y4": 0.1538, "page": 0, "Index": 1}, {"Word": "a", "Confidence": 0.892, "X1": 0.2615, "Y1": 0.1392, "X2": 0.26938, "Y2": 0.139, "X3": 0.26938, "Y3": 0.1538, "X4": 0.2615, "Y4": 0.1538, "page": 0, "Index": 2}, {"Word": "number", "Confidence": 0.994, "X1": 0.27332, "Y1": 0.1392, "X2": 0.32589, "Y2": 0.139, "X3": 0.32457, "Y3": 0.1538, "X4": 0.27332, "Y4": 0.1538, "page": 0, "Index": 3}, {"Word": "of", "Confidence": 0.995, "X1": 0.32983, "Y1": 0.1392, "X2": 0.34428, "Y2": 0.139, "X3": 0.34297, "Y3": 0.1538, "X4": 0.32852, "Y4": 0.1538, "page": 0, "Index": 4}, {"Word": "areas", "Confidence": 0.898, "X1": 0.34823, "Y1": 0.1392, "X2": 0.38502, "Y2": 0.139, "X3": 0.38502, "Y3": 0.1538, "X4": 0.34691, "Y4": 0.1538, "page": 0, "Index": 5}, {"Word": "including", "Confidence": 0.993, "X1": 0.38896, "Y1": 0.1392, "X2": 0.45072, "Y2": 0.139, "X3": 0.44941, "Y3": 0.1538, "X4": 0.38896, "Y4": 0.1538, "page": 0, "Index": 6}, {"Word": "annual", "Confidence": 0.929, "X1": 0.45466, "Y1": 0.1392, "X2": 0.49934, "Y2": 0.139, "X3": 0.49934, "Y3": 0.1538, "X4": 0.45335, "Y4": 0.1538, "page": 0, "Index": 7}, {"Word": "tobacco", "Confidence": 0.825, "X1": 0.50329, "Y1": 0.1392, "X2": 0.55716, "Y2": 0.139, "X3": 0.55716, "Y3": 0.1538, "X4": 0.50329, "Y4": 0.1538, "page": 0, "Index": 8}, {"Word": "crops.", "Confidence": 0.797, "X1": 0.5611, "Y1": 0.1392, "X2": 0.60315, "Y2": 0.139, "X3": 0.60184, "Y3": 0.1538, "X4": 0.5611, "Y4": 0.1538, "page": 0, "Index": 9}, {"Word": "manufacturing", "Confidence": 0.011, "X1": 0.6071, "Y1": 0.1392, "X2": 0.70302, "Y2": 0.139, "X3": 0.70171, "Y3": 0.1548, "X4": 0.60578, "Y4": 0.1538, "page": 0, "Index": 10}, {"Word": "processes,", "Confidence": 0.844, "X1": 0.70696, "Y1": 0.1402, "X2": 0.78712, "Y2": 0.14, "X3": 0.78712, "Y3": 0.1548, "X4": 0.70565, "Y4": 0.1548, "page": 0, "Index": 11}, {"Word": "cigarette", "Confidence": 0.63, "X1": 0.18397, "Y1": 0.1562, "X2": 0.2431, "Y2": 0.156, "X3": 0.2431, "Y3": 0.1688, "X4": 0.18397, "Y4": 0.1698, "page": 0, "Index": 12}, {"Word": "components,", "Confidence": 0.885, "X1": 0.24704, "Y1": 0.1562, "X2": 0.33509, "Y2": 0.156, "X3": 0.33377, "Y3": 0.1688, "X4": 0.24573, "Y4": 0.1688, "page": 0, "Index": 13}, {"Word": "and", "Confidence": 0.998, "X1": 0.33771, "Y1": 0.1562, "X2": 0.36399, "Y2": 0.156, "X3": 0.36399, "Y3": 0.1688, "X4": 0.33771, "Y4": 0.1688, "page": 0, "Index": 14}, {"Word": "machine", "Confidence": 0.615, "X1": 0.36794, "Y1": 0.1562, "X2": 0.42576, "Y2": 0.156, "X3": 0.42576, "Y3": 0.1688, "X4": 0.36662, "Y4": 0.1688, "page": 0, "Index": 15}, {"Word": "smoking", "Confidence": 0.941, "X1": 0.4297, "Y1": 0.1562, "X2": 0.48752, "Y2": 0.156, "X3": 0.48752, "Y3": 0.1688, "X4": 0.4297, "Y4": 0.1688, "page": 0, "Index": 16}, {"Word": "and", "Confidence": 0.9, "X1": 0.49014, "Y1": 0.1562, "X2": 0.51511, "Y2": 0.156, "X3": 0.51511, "Y3": 0.1688, "X4": 0.49014, "Y4": 0.1688, "page": 0, "Index": 17}, {"Word": "analysis.", "Confidence": 0.765, "X1": 0.51905, "Y1": 0.1562, "X2": 0.5795, "Y2": 0.156, "X3": 0.5795, "Y3": 0.1688, "X4": 0.51905, "Y4": 0.1688, "page": 0, "Index": 18}, {"Word": "C", "Confidence": 0.068, "X1": 0.18397, "Y1": 0.1772, "X2": 0.19448, "Y2": 0.177, "X3": 0.19448, "Y3": 0.1918, "X4": 0.18397, "Y4": 0.1918, "page": 0, "Index": 19}, {"Word": "gorette", "Confidence": 0.654, "X1": 0.19842, "Y1": 0.1772, "X2": 0.24573, "Y2": 0.177, "X3": 0.24573, "Y3": 0.1918, "X4": 0.19711, "Y4": 0.1918, "page": 0, "Index": 20}, {"Word": "and", "Confidence": 0.656, "X1": 0.24967, "Y1": 0.1772, "X2": 0.27595, "Y2": 0.177, "X3": 0.27595, "Y3": 0.1918, "X4": 0.24967, "Y4": 0.1918, "page": 0, "Index": 21}, {"Word": "Smoke", "Confidence": 0.908, "X1": 0.27989, "Y1": 0.1772, "X2": 0.32983, "Y2": 0.177, "X3": 0.32852, "Y3": 0.1908, "X4": 0.27989, "Y4": 0.1918, "page": 0, "Index": 22}, {"Word": "Yie", "Confidence": 0.996, "X1": 0.33377, "Y1": 0.1772, "X2": 0.35348, "Y2": 0.177, "X3": 0.35217, "Y3": 0.1918, "X4": 0.33246, "Y4": 0.1908, "page": 0, "Index": 23}, {"Word": "d", "Confidence": 0.97, "X1": 0.35742, "Y1": 0.1772, "X2": 0.36531, "Y2": 0.177, "X3": 0.36531, "Y3": 0.1918, "X4": 0.35611, "Y4": 0.1918, "page": 0, "Index": 24}, {"Word": "Variation", "Confidence": 0.381, "X1": 0.36925, "Y1": 0.1772, "X2": 0.43233, "Y2": 0.177, "X3": 0.43101, "Y3": 0.1918, "X4": 0.36925, "Y4": 0.1918, "page": 0, "Index": 25}, {"Word": "The", "Confidence": 0.998, "X1": 0.23522, "Y1": 0.1992, "X2": 0.26018, "Y2": 0.199, "X3": 0.26018, "Y3": 0.2128, "X4": 0.23522, "Y4": 0.2128, "page": 0, "Index": 26}, {"Word": "smoce", "Confidence": 0.676, "X1": 0.26413, "Y1": 0.1992, "X2": 0.31012, "Y2": 0.199, "X3": 0.3088, "Y3": 0.2128, "X4": 0.26413, "Y4": 0.2128, "page": 0, "Index": 27}, {"Word": "generation", "Confidence": 0.242, "X1": 0.31275, "Y1": 0.1992, "X2": 0.38633, "Y2": 0.199, "X3": 0.38633, "Y3": 0.2128, "X4": 0.31275, "Y4": 0.2128, "page": 0, "Index": 28}, {"Word": "and", "Confidence": 0.994, "X1": 0.39028, "Y1": 0.1992, "X2": 0.41524, "Y2": 0.199, "X3": 0.41524, "Y3": 0.2128, "X4": 0.39028, "Y4": 0.2128, "page": 0, "Index": 29}, {"Word": "analyses", "Confidence": 0.994, "X1": 0.41919, "Y1": 0.1992, "X2": 0.47832, "Y2": 0.199, "X3": 0.47832, "Y3": 0.2138, "X4": 0.41787, "Y4": 0.2128, "page": 0, "Index": 30}, {"Word": "for", "Confidence": 0.998, "X1": 0.48226, "Y1": 0.1992, "X2": 0.50197, "Y2": 0.199, "X3": 0.50197, "Y3": 0.2138, "X4": 0.48226, "Y4": 0.2138, "page": 0, "Index": 31}, {"Word": "determining", "Confidence": 0.969, "X1": 0.50591, "Y1": 0.1992, "X2": 0.58476, "Y2": 0.199, "X3": 0.58476, "Y3": 0.2138, "X4": 0.5046, "Y4": 0.2138, "page": 0, "Index": 32}, {"Word": "nicoline", "Confidence": 0.809, "X1": 0.5887, "Y1": 0.1992, "X2": 0.64126, "Y2": 0.199, "X3": 0.63995, "Y3": 0.2138, "X4": 0.58739, "Y4": 0.2138, "page": 0, "Index": 33}, {"Word": "yields", "Confidence": 0.933, "X1": 0.6452, "Y1": 0.2002, "X2": 0.68463, "Y2": 0.2, "X3": 0.68331, "Y3": 0.2128, "X4": 0.64389, "Y4": 0.2138, "page": 0, "Index": 34}, {"Word": "to", "Confidence": 0.637, "X1": 0.68725, "Y1": 0.2002, "X2": 0.70039, "Y2": 0.2, "X3": 0.70039, "Y3": 0.2128, "X4": 0.68725, "Y4": 0.2128, "page": 0, "Index": 35}, {"Word": "be", "Confidence": 0.941, "X1": 0.70434, "Y1": 0.2002, "X2": 0.72273, "Y2": 0.2, "X3": 0.72273, "Y3": 0.2128, "X4": 0.70434, "Y4": 0.2128, "page": 0, "Index": 36}, {"Word": "reported", "Confidence": 0.806, "X1": 0.72668, "Y1": 0.2002, "X2": 0.78449, "Y2": 0.2, "X3": 0.78318, "Y3": 0.2128, "X4": 0.72536, "Y4": 0.2128, "page": 0, "Index": 37}, {"Word": "to", "Confidence": 0.998, "X1": 0.78712, "Y1": 0.2002, "X2": 0.8042, "Y2": 0.2, "X3": 0.80289, "Y3": 0.2128, "X4": 0.78712, "Y4": 0.2128, "page": 0, "Index": 38}, {"Word": "the", "Confidence": 0.998, "X1": 0.18528, "Y1": 0.2152, "X2": 0.20631, "Y2": 0.215, "X3": 0.20499, "Y3": 0.2298, "X4": 0.18397, "Y4": 0.2298, "page": 0, "Index": 39}, {"Word": "MDPH", "Confidence": 0.981, "X1": 0.21025, "Y1": 0.2152, "X2": 0.25361, "Y2": 0.215, "X3": 0.2523, "Y3": 0.2298, "X4": 0.20894, "Y4": 0.2298, "page": 0, "Index": 40}, {"Word": "were", "Confidence": 0.986, "X1": 0.25756, "Y1": 0.2152, "X2": 0.29172, "Y2": 0.215, "X3": 0.29172, "Y3": 0.2298, "X4": 0.25624, "Y4": 0.2298, "page": 0, "Index": 41}, {"Word": "based", "Confidence": 0.995, "X1": 0.29566, "Y1": 0.2152, "X2": 0.33771, "Y2": 0.215, "X3": 0.3364, "Y3": 0.2288, "X4": 0.29566, "Y4": 0.2298, "page": 0, "Index": 42}, {"Word": "on", "Confidence": 0.998, "X1": 0.34166, "Y1": 0.2152, "X2": 0.36005, "Y2": 0.215, "X3": 0.35874, "Y3": 0.2288, "X4": 0.34034, "Y4": 0.2288, "page": 0, "Index": 43}, {"Word": "a", "Confidence": 0.991, "X1": 0.36399, "Y1": 0.2152, "X2": 0.37057, "Y2": 0.215, "X3": 0.37057, "Y3": 0.2288, "X4": 0.36268, "Y4": 0.2288, "page": 0, "Index": 44}, {"Word": "single", "Confidence": 0.928, "X1": 0.37451, "Y1": 0.2152, "X2": 0.41656, "Y2": 0.215, "X3": 0.41524, "Y3": 0.2288, "X4": 0.37451, "Y4": 0.2288, "page": 0, "Index": 45}, {"Word": "point-in-time", "Confidence": 0.874, "X1": 0.4205, "Y1": 0.2152, "X2": 0.50329, "Y2": 0.215, "X3": 0.50329, "Y3": 0.2288, "X4": 0.41919, "Y4": 0.2288, "page": 0, "Index": 46}, {"Word": "sampling", "Confidence": 0.994, "X1": 0.50723, "Y1": 0.2152, "X2": 0.56899, "Y2": 0.215, "X3": 0.56767, "Y3": 0.2288, "X4": 0.50723, "Y4": 0.2288, "page": 0, "Index": 47}, {"Word": "of", "Confidence": 0.993, "X1": 0.57293, "Y1": 0.2152, "X2": 0.58476, "Y2": 0.215, "X3": 0.58476, "Y3": 0.2288, "X4": 0.57162, "Y4": 0.2288, "page": 0, "Index": 48}, {"Word": "each", "Confidence": 0.979, "X1": 0.5887, "Y1": 0.2152, "X2": 0.62286, "Y2": 0.215, "X3": 0.62155, "Y3": 0.2288, "X4": 0.5887, "Y4": 0.2288, "page": 0, "Index": 49}, {"Word": "brand", "Confidence": 0.8, "X1": 0.62681, "Y1": 0.2152, "X2": 0.66491, "Y2": 0.215, "X3": 0.66491, "Y3": 0.2288, "X4": 0.62549, "Y4": 0.2288, "page": 0, "Index": 50}, {"Word": "style.", "Confidence": 0.994, "X1": 0.66886, "Y1": 0.2152, "X2": 0.70959, "Y2": 0.215, "X3": 0.70959, "Y3": 0.2288, "X4": 0.66754, "Y4": 0.2288, "page": 0, "Index": 51}, {"Word": "For", "Confidence": 0.672, "X1": 0.71353, "Y1": 0.2152, "X2": 0.73587, "Y2": 0.215, "X3": 0.73587, "Y3": 0.2288, "X4": 0.71353, "Y4": 0.2288, "page": 0, "Index": 52}, {"Word": "that", "Confidence": 0.983, "X1": 0.73982, "Y1": 0.2152, "X2": 0.7661, "Y2": 0.215, "X3": 0.7661, "Y3": 0.2288, "X4": 0.73982, "Y4": 0.2288, "page": 0, "Index": 53}, {"Word": "reason,", "Confidence": 0.673, "X1": 0.77004, "Y1": 0.2152, "X2": 0.82392, "Y2": 0.215, "X3": 0.82392, "Y3": 0.2288, "X4": 0.77004, "Y4": 0.2288, "page": 0, "Index": 54}, {"Word": "any", "Confidence": 0.998, "X1": 0.18397, "Y1": 0.2322, "X2": 0.20894, "Y2": 0.232, "X3": 0.20894, "Y3": 0.2458, "X4": 0.18397, "Y4": 0.2458, "page": 0, "Index": 55}, {"Word": "particular", "Confidence": 0.964, "X1": 0.21288, "Y1": 0.2312, "X2": 0.27595, "Y2": 0.231, "X3": 0.27595, "Y3": 0.2448, "X4": 0.21288, "Y4": 0.2458, "page": 0, "Index": 56}, {"Word": "reso", "Confidence": 0.476, "X1": 0.27989, "Y1": 0.2312, "X2": 0.31275, "Y2": 0.231, "X3": 0.31143, "Y3": 0.2448, "X4": 0.27989, "Y4": 0.2448, "page": 0, "Index": 57}, {"Word": "tec", "Confidence": 0.779, "X1": 0.31537, "Y1": 0.2312, "X2": 0.3364, "Y2": 0.231, "X3": 0.33509, "Y3": 0.2448, "X4": 0.31537, "Y4": 0.2448, "page": 0, "Index": 58}, {"Word": "yield", "Confidence": 0.989, "X1": 0.33903, "Y1": 0.2312, "X2": 0.37188, "Y2": 0.231, "X3": 0.37188, "Y3": 0.2448, "X4": 0.33903, "Y4": 0.2448, "page": 0, "Index": 59}, {"Word": "may", "Confidence": 0.998, "X1": 0.37582, "Y1": 0.2312, "X2": 0.40604, "Y2": 0.231, "X3": 0.40473, "Y3": 0.2448, "X4": 0.37451, "Y4": 0.2448, "page": 0, "Index": 60}, {"Word": "differ", "Confidence": 0.994, "X1": 0.40867, "Y1": 0.2312, "X2": 0.44415, "Y2": 0.231, "X3": 0.44284, "Y3": 0.2448, "X4": 0.40867, "Y4": 0.2448, "page": 0, "Index": 61}, {"Word": "somewhat", "Confidence": 0.97, "X1": 0.44678, "Y1": 0.2312, "X2": 0.51643, "Y2": 0.231, "X3": 0.51643, "Y3": 0.2448, "X4": 0.44678, "Y4": 0.2448, "page": 0, "Index": 62}, {"Word": "from", "Confidence": 0.958, "X1": 0.52037, "Y1": 0.2312, "X2": 0.54928, "Y2": 0.231, "X3": 0.54796, "Y3": 0.2448, "X4": 0.51905, "Y4": 0.2448, "page": 0, "Index": 63}, {"Word": "another", "Confidence": 0.933, "X1": 0.55453, "Y1": 0.2312, "X2": 0.6071, "Y2": 0.231, "X3": 0.60578, "Y3": 0.2448, "X4": 0.55453, "Y4": 0.2448, "page": 0, "Index": 64}, {"Word": "lest", "Confidence": 0.675, "X1": 0.60972, "Y1": 0.2312, "X2": 0.63601, "Y2": 0.231, "X3": 0.63601, "Y3": 0.2448, "X4": 0.60972, "Y4": 0.2448, "page": 0, "Index": 65}, {"Word": "of", "Confidence": 0.868, "X1": 0.63995, "Y1": 0.2312, "X2": 0.65309, "Y2": 0.231, "X3": 0.65177, "Y3": 0.2448, "X4": 0.63863, "Y4": 0.2448, "page": 0, "Index": 66}, {"Word": "the", "Confidence": 0.998, "X1": 0.65703, "Y1": 0.2312, "X2": 0.67806, "Y2": 0.231, "X3": 0.67806, "Y3": 0.2448, "X4": 0.65572, "Y4": 0.2448, "page": 0, "Index": 67}, {"Word": "same", "Confidence": 0.985, "X1": 0.682, "Y1": 0.2312, "X2": 0.72011, "Y2": 0.231, "X3": 0.71879, "Y3": 0.2448, "X4": 0.68068, "Y4": 0.2448, "page": 0, "Index": 68}, {"Word": "brand", "Confidence": 0.997, "X1": 0.72405, "Y1": 0.2312, "X2": 0.76347, "Y2": 0.231, "X3": 0.76216, "Y3": 0.2448, "X4": 0.72273, "Y4": 0.2448, "page": 0, "Index": 69}, {"Word": "style", "Confidence": 0.997, "X1": 0.76741, "Y1": 0.2312, "X2": 0.79763, "Y2": 0.231, "X3": 0.79763, "Y3": 0.2448, "X4": 0.7661, "Y4": 0.2448, "page": 0, "Index": 70}, {"Word": "at", "Confidence": 0.955, "X1": 0.80158, "Y1": 0.2312, "X2": 0.81997, "Y2": 0.231, "X3": 0.81866, "Y3": 0.2448, "X4": 0.80026, "Y4": 0.2448, "page": 0, "Index": 71}, {"Word": "some", "Confidence": 0.987, "X1": 0.18397, "Y1": 0.2482, "X2": 0.22076, "Y2": 0.248, "X3": 0.22076, "Y3": 0.2608, "X4": 0.18397, "Y4": 0.2608, "page": 0, "Index": 72}, {"Word": "other", "Confidence": 0.994, "X1": 0.2247, "Y1": 0.2472, "X2": 0.26018, "Y2": 0.247, "X3": 0.26018, "Y3": 0.2608, "X4": 0.2247, "Y4": 0.2608, "page": 0, "Index": 73}, {"Word": "time", "Confidence": 0.987, "X1": 0.26281, "Y1": 0.2472, "X2": 0.29304, "Y2": 0.247, "X3": 0.29304, "Y3": 0.2608, "X4": 0.26281, "Y4": 0.2608, "page": 0, "Index": 74}, {"Word": "in", "Confidence": 0.998, "X1": 0.29698, "Y1": 0.2472, "X2": 0.31012, "Y2": 0.247, "X3": 0.31012, "Y3": 0.2608, "X4": 0.29698, "Y4": 0.2608, "page": 0, "Index": 75}, {"Word": "the", "Confidence": 0.998, "X1": 0.31275, "Y1": 0.2472, "X2": 0.33509, "Y2": 0.247, "X3": 0.33509, "Y3": 0.2608, "X4": 0.31275, "Y4": 0.2608, "page": 0, "Index": 76}, {"Word": "same", "Confidence": 0.988, "X1": 0.33771, "Y1": 0.2472, "X2": 0.37714, "Y2": 0.247, "X3": 0.37582, "Y3": 0.2608, "X4": 0.33771, "Y4": 0.2608, "page": 0, "Index": 77}, {"Word": "reporting", "Confidence": 0.991, "X1": 0.37976, "Y1": 0.2472, "X2": 0.44021, "Y2": 0.247, "X3": 0.44021, "Y3": 0.2608, "X4": 0.37976, "Y4": 0.2608, "page": 0, "Index": 78}, {"Word": "year", "Confidence": 0.983, "X1": 0.44284, "Y1": 0.2472, "X2": 0.47438, "Y2": 0.247, "X3": 0.47438, "Y3": 0.2608, "X4": 0.44284, "Y4": 0.2608, "page": 0, "Index": 79}, {"Word": "due", "Confidence": 0.992, "X1": 0.47832, "Y1": 0.2472, "X2": 0.50329, "Y2": 0.247, "X3": 0.50329, "Y3": 0.2608, "X4": 0.47832, "Y4": 0.2608, "page": 0, "Index": 80}, {"Word": "to", "Confidence": 0.996, "X1": 0.50723, "Y1": 0.2472, "X2": 0.52037, "Y2": 0.247, "X3": 0.52037, "Y3": 0.2608, "X4": 0.50591, "Y4": 0.2608, "page": 0, "Index": 81}, {"Word": "normal", "Confidence": 0.994, "X1": 0.52431, "Y1": 0.2472, "X2": 0.57162, "Y2": 0.247, "X3": 0.57162, "Y3": 0.2608, "X4": 0.52431, "Y4": 0.2608, "page": 0, "Index": 82}, {"Word": "variation.", "Confidence": 0.74, "X1": 0.57556, "Y1": 0.2472, "X2": 0.64258, "Y2": 0.247, "X3": 0.64258, "Y3": 0.2608, "X4": 0.57556, "Y4": 0.2608, "page": 0, "Index": 83}, {"Word": "As", "Confidence": 0.994, "X1": 0.64652, "Y1": 0.2472, "X2": 0.6636, "Y2": 0.247, "X3": 0.6636, "Y3": 0.2598, "X4": 0.6452, "Y4": 0.2608, "page": 0, "Index": 84}, {"Word": "reviewed", "Confidence": 0.848, "X1": 0.66754, "Y1": 0.2472, "X2": 0.72799, "Y2": 0.247, "X3": 0.72799, "Y3": 0.2598, "X4": 0.66754, "Y4": 0.2598, "page": 0, "Index": 85}, {"Word": "in", "Confidence": 0.998, "X1": 0.73193, "Y1": 0.2472, "X2": 0.74507, "Y2": 0.247, "X3": 0.74507, "Y3": 0.2598, "X4": 0.73193, "Y4": 0.2598, "page": 0, "Index": 86}, {"Word": "ISO", "Confidence": 0.909, "X1": 0.74901, "Y1": 0.2472, "X2": 0.77398, "Y2": 0.247, "X3": 0.77267, "Y3": 0.2598, "X4": 0.74901, "Y4": 0.2598, "page": 0, "Index": 87}, {"Word": "Standard", "Confidence": 0.992, "X1": 0.18528, "Y1": 0.2652, "X2": 0.24573, "Y2": 0.265, "X3": 0.24573, "Y3": 0.2808, "X4": 0.18528, "Y4": 0.2808, "page": 0, "Index": 88}, {"Word": "8243,'", "Confidence": 0.9, "X1": 0.24967, "Y1": 0.2652, "X2": 0.29435, "Y2": 0.265, "X3": 0.29435, "Y3": 0.2798, "X4": 0.24967, "Y4": 0.2798, "page": 0, "Index": 89}, {"Word": "there", "Confidence": 0.991, "X1": 0.29829, "Y1": 0.2652, "X2": 0.33377, "Y2": 0.265, "X3": 0.33377, "Y3": 0.2798, "X4": 0.29829, "Y4": 0.2798, "page": 0, "Index": 90}, {"Word": "are", "Confidence": 0.889, "X1": 0.33771, "Y1": 0.2652, "X2": 0.36005, "Y2": 0.265, "X3": 0.36005, "Y3": 0.2798, "X4": 0.33771, "Y4": 0.2798, "page": 0, "Index": 91}, {"Word": "numerous", "Confidence": 0.957, "X1": 0.36399, "Y1": 0.2662, "X2": 0.43233, "Y2": 0.266, "X3": 0.43233, "Y3": 0.2798, "X4": 0.36399, "Y4": 0.2798, "page": 0, "Index": 92}, {"Word": "so", "Confidence": 0.609, "X1": 0.43627, "Y1": 0.2662, "X2": 0.45466, "Y2": 0.266, "X3": 0.45466, "Y3": 0.2798, "X4": 0.43495, "Y4": 0.2798, "page": 0, "Index": 93}, {"Word": "ential", "Confidence": 0.803, "X1": 0.45861, "Y1": 0.2662, "X2": 0.49409, "Y2": 0.266, "X3": 0.49409, "Y3": 0.2798, "X4": 0.45729, "Y4": 0.2798, "page": 0, "Index": 94}, {"Word": "sources", "Confidence": 0.963, "X1": 0.49803, "Y1": 0.2662, "X2": 0.55191, "Y2": 0.266, "X3": 0.55059, "Y3": 0.2798, "X4": 0.49803, "Y4": 0.2798, "page": 0, "Index": 95}, {"Word": "of", "Confidence": 0.998, "X1": 0.55453, "Y1": 0.2662, "X2": 0.56899, "Y2": 0.266, "X3": 0.56767, "Y3": 0.2798, "X4": 0.55453, "Y4": 0.2798, "page": 0, "Index": 96}, {"Word": "variation", "Confidence": 0.956, "X1": 0.57293, "Y1": 0.2662, "X2": 0.63075, "Y2": 0.266, "X3": 0.62943, "Y3": 0.2798, "X4": 0.57162, "Y4": 0.2798, "page": 0, "Index": 97}, {"Word": "in", "Confidence": 0.998, "X1": 0.63469, "Y1": 0.2662, "X2": 0.6452, "Y2": 0.266, "X3": 0.6452, "Y3": 0.2798, "X4": 0.63338, "Y4": 0.2798, "page": 0, "Index": 98}, {"Word": "tobacco", "Confidence": 0.988, "X1": 0.64915, "Y1": 0.2662, "X2": 0.70434, "Y2": 0.266, "X3": 0.70302, "Y3": 0.2798, "X4": 0.64915, "Y4": 0.2798, "page": 0, "Index": 99}, {"Word": "and", "Confidence": 0.998, "X1": 0.70828, "Y1": 0.2662, "X2": 0.73325, "Y2": 0.266, "X3": 0.73325, "Y3": 0.2798, "X4": 0.70696, "Y4": 0.2798, "page": 0, "Index": 100}, {"Word": "cigarettes.", "Confidence": 0.885, "X1": 0.73719, "Y1": 0.2662, "X2": 0.80815, "Y2": 0.266, "X3": 0.80815, "Y3": 0.2798, "X4": 0.73719, "Y4": 0.2798, "page": 0, "Index": 101}, {"Word": "Short-lerrr", "Confidence": 0.668, "X1": 0.18528, "Y1": 0.2832, "X2": 0.25624, "Y2": 0.283, "X3": 0.25624, "Y3": 0.2968, "X4": 0.18397, "Y4": 0.2968, "page": 0, "Index": 102}, {"Word": "variation", "Confidence": 0.86, "X1": 0.26018, "Y1": 0.2832, "X2": 0.31932, "Y2": 0.283, "X3": 0.318, "Y3": 0.2958, "X4": 0.25887, "Y4": 0.2968, "page": 0, "Index": 103}, {"Word": "in", "Confidence": 0.998, "X1": 0.32194, "Y1": 0.2832, "X2": 0.33377, "Y2": 0.283, "X3": 0.33377, "Y3": 0.2958, "X4": 0.32194, "Y4": 0.2958, "page": 0, "Index": 104}, {"Word": "cigarettes", "Confidence": 0.632, "X1": 0.33771, "Y1": 0.2832, "X2": 0.40473, "Y2": 0.283, "X3": 0.40342, "Y3": 0.2958, "X4": 0.3364, "Y4": 0.2958, "page": 0, "Index": 105}, {"Word": "can", "Confidence": 0.997, "X1": 0.40736, "Y1": 0.2832, "X2": 0.43364, "Y2": 0.283, "X3": 0.43233, "Y3": 0.2958, "X4": 0.40736, "Y4": 0.2958, "page": 0, "Index": 106}, {"Word": "arise", "Confidence": 0.955, "X1": 0.43758, "Y1": 0.2832, "X2": 0.47043, "Y2": 0.283, "X3": 0.47043, "Y3": 0.2958, "X4": 0.43627, "Y4": 0.2958, "page": 0, "Index": 107}, {"Word": "from", "Confidence": 0.985, "X1": 0.47438, "Y1": 0.2832, "X2": 0.50197, "Y2": 0.283, "X3": 0.50197, "Y3": 0.2958, "X4": 0.47438, "Y4": 0.2958, "page": 0, "Index": 108}, {"Word": "typical", "Confidence": 0.994, "X1": 0.50854, "Y1": 0.2832, "X2": 0.55191, "Y2": 0.283, "X3": 0.55059, "Y3": 0.2958, "X4": 0.50723, "Y4": 0.2958, "page": 0, "Index": 109}, {"Word": "manufacturing", "Confidence": 0.602, "X1": 0.55585, "Y1": 0.2832, "X2": 0.65309, "Y2": 0.283, "X3": 0.65177, "Y3": 0.2968, "X4": 0.55453, "Y4": 0.2958, "page": 0, "Index": 110}, {"Word": "variability", "Confidence": 0.991, "X1": 0.65572, "Y1": 0.2832, "X2": 0.72011, "Y2": 0.283, "X3": 0.72011, "Y3": 0.2968, "X4": 0.65572, "Y4": 0.2968, "page": 0, "Index": 111}, {"Word": "in", "Confidence": 0.998, "X1": 0.72405, "Y1": 0.2832, "X2": 0.73719, "Y2": 0.283, "X3": 0.73587, "Y3": 0.2968, "X4": 0.72405, "Y4": 0.2968, "page": 0, "Index": 112}, {"Word": "tobacco", "Confidence": 0.876, "X1": 0.73982, "Y1": 0.2832, "X2": 0.79632, "Y2": 0.283, "X3": 0.79501, "Y3": 0.2968, "X4": 0.73982, "Y4": 0.2968, "page": 0, "Index": 113}, {"Word": "weight,", "Confidence": 0.66, "X1": 0.18397, "Y1": 0.2992, "X2": 0.23259, "Y2": 0.299, "X3": 0.23259, "Y3": 0.3128, "X4": 0.18397, "Y4": 0.3128, "page": 0, "Index": 114}, {"Word": "filter", "Confidence": 0.996, "X1": 0.23653, "Y1": 0.2992, "X2": 0.26544, "Y2": 0.299, "X3": 0.26413, "Y3": 0.3118, "X4": 0.23522, "Y4": 0.3128, "page": 0, "Index": 115}, {"Word": "ventilation", "Confidence": 0.617, "X1": 0.26938, "Y1": 0.2992, "X2": 0.33903, "Y2": 0.299, "X3": 0.33903, "Y3": 0.3118, "X4": 0.26807, "Y4": 0.3118, "page": 0, "Index": 116}, {"Word": "and", "Confidence": 0.998, "X1": 0.34691, "Y1": 0.2992, "X2": 0.37188, "Y2": 0.299, "X3": 0.37188, "Y3": 0.3118, "X4": 0.3456, "Y4": 0.3118, "page": 0, "Index": 117}, {"Word": "tobacco", "Confidence": 0.994, "X1": 0.37582, "Y1": 0.2992, "X2": 0.4297, "Y2": 0.299, "X3": 0.42838, "Y3": 0.3118, "X4": 0.37451, "Y4": 0.3118, "page": 0, "Index": 118}, {"Word": "blending.", "Confidence": 0.672, "X1": 0.43233, "Y1": 0.2992, "X2": 0.50066, "Y2": 0.299, "X3": 0.49934, "Y3": 0.3118, "X4": 0.43233, "Y4": 0.3118, "page": 0, "Index": 119}, {"Word": "Medium-term", "Confidence": 0.886, "X1": 0.50329, "Y1": 0.2992, "X2": 0.59133, "Y2": 0.299, "X3": 0.59133, "Y3": 0.3118, "X4": 0.50329, "Y4": 0.3118, "page": 0, "Index": 120}, {"Word": "variation", "Confidence": 0.658, "X1": 0.59658, "Y1": 0.2992, "X2": 0.6544, "Y2": 0.299, "X3": 0.65309, "Y3": 0.3118, "X4": 0.59527, "Y4": 0.3118, "page": 0, "Index": 121}, {"Word": "can", "Confidence": 0.998, "X1": 0.65834, "Y1": 0.2992, "X2": 0.68463, "Y2": 0.299, "X3": 0.68331, "Y3": 0.3118, "X4": 0.65703, "Y4": 0.3118, "page": 0, "Index": 122}, {"Word": "arise", "Confidence": 0.933, "X1": 0.68857, "Y1": 0.2992, "X2": 0.72142, "Y2": 0.299, "X3": 0.72011, "Y3": 0.3118, "X4": 0.68725, "Y4": 0.3118, "page": 0, "Index": 123}, {"Word": "from", "Confidence": 0.991, "X1": 0.72405, "Y1": 0.2992, "X2": 0.75296, "Y2": 0.299, "X3": 0.75164, "Y3": 0.3128, "X4": 0.72405, "Y4": 0.3118, "page": 0, "Index": 124}, {"Word": "changes", "Confidence": 0.996, "X1": 0.75953, "Y1": 0.2992, "X2": 0.81866, "Y2": 0.299, "X3": 0.81866, "Y3": 0.3128, "X4": 0.75821, "Y4": 0.3128, "page": 0, "Index": 125}, {"Word": "cigarette", "Confidence": 0.959, "X1": 0.19974, "Y1": 0.3152, "X2": 0.26018, "Y2": 0.315, "X3": 0.25887, "Y3": 0.3278, "X4": 0.19842, "Y4": 0.3288, "page": 0, "Index": 126}, {"Word": "components,", "Confidence": 0.882, "X1": 0.26281, "Y1": 0.3142, "X2": 0.34954, "Y2": 0.314, "X3": 0.34954, "Y3": 0.3278, "X4": 0.26281, "Y4": 0.3278, "page": 0, "Index": 127}, {"Word": "lobacco", "Confidence": 0.952, "X1": 0.35348, "Y1": 0.3142, "X2": 0.40867, "Y2": 0.314, "X3": 0.40736, "Y3": 0.3278, "X4": 0.35217, "Y4": 0.3278, "page": 0, "Index": 128}, {"Word": "blends,", "Confidence": 0.981, "X1": 0.41261, "Y1": 0.3142, "X2": 0.46255, "Y2": 0.314, "X3": 0.46124, "Y3": 0.3278, "X4": 0.4113, "Y4": 0.3278, "page": 0, "Index": 129}, {"Word": "and", "Confidence": 0.998, "X1": 0.46649, "Y1": 0.3142, "X2": 0.49146, "Y2": 0.314, "X3": 0.49146, "Y3": 0.3278, "X4": 0.46518, "Y4": 0.3278, "page": 0, "Index": 130}, {"Word": "sources", "Confidence": 0.994, "X1": 0.4954, "Y1": 0.3142, "X2": 0.54928, "Y2": 0.314, "X3": 0.54796, "Y3": 0.3278, "X4": 0.49409, "Y4": 0.3278, "page": 0, "Index": 131}, {"Word": "of", "Confidence": 0.998, "X1": 0.55322, "Y1": 0.3142, "X2": 0.56505, "Y2": 0.314, "X3": 0.56505, "Y3": 0.3278, "X4": 0.55191, "Y4": 0.3278, "page": 0, "Index": 132}, {"Word": "tobaccos.", "Confidence": 0.936, "X1": 0.56899, "Y1": 0.3142, "X2": 0.63863, "Y2": 0.314, "X3": 0.63732, "Y3": 0.3278, "X4": 0.56899, "Y4": 0.3278, "page": 0, "Index": 133}, {"Word": "Long-term", "Confidence": 0.912, "X1": 0.64126, "Y1": 0.3152, "X2": 0.71091, "Y2": 0.315, "X3": 0.70959, "Y3": 0.3278, "X4": 0.64126, "Y4": 0.3278, "page": 0, "Index": 134}, {"Word": "variation", "Confidence": 0.961, "X1": 0.71485, "Y1": 0.3152, "X2": 0.77398, "Y2": 0.315, "X3": 0.77398, "Y3": 0.3278, "X4": 0.71485, "Y4": 0.3278, "page": 0, "Index": 135}, {"Word": "can", "Confidence": 0.998, "X1": 0.77792, "Y1": 0.3152, "X2": 0.8042, "Y2": 0.315, "X3": 0.8042, "Y3": 0.3278, "X4": 0.77661, "Y4": 0.3278, "page": 0, "Index": 136}, {"Word": "in", "Confidence": 0.994, "X1": 0.18397, "Y1": 0.3152, "X2": 0.1958, "Y2": 0.315, "X3": 0.1958, "Y3": 0.3288, "X4": 0.18265, "Y4": 0.3288, "page": 0, "Index": 137}, {"Word": "arise", "Confidence": 0.995, "X1": 0.18528, "Y1": 0.3312, "X2": 0.21682, "Y2": 0.331, "X3": 0.21551, "Y3": 0.3448, "X4": 0.18397, "Y4": 0.3448, "page": 0, "Index": 138}, {"Word": "from", "Confidence": 0.988, "X1": 0.22076, "Y1": 0.3312, "X2": 0.25099, "Y2": 0.331, "X3": 0.24967, "Y3": 0.3448, "X4": 0.21945, "Y4": 0.3448, "page": 0, "Index": 139}, {"Word": "tobacco", "Confidence": 0.896, "X1": 0.25493, "Y1": 0.3312, "X2": 0.31012, "Y2": 0.331, "X3": 0.3088, "Y3": 0.3448, "X4": 0.25361, "Y4": 0.3448, "page": 0, "Index": 140}, {"Word": "crop", "Confidence": 0.603, "X1": 0.31406, "Y1": 0.3312, "X2": 0.34297, "Y2": 0.331, "X3": 0.34166, "Y3": 0.3448, "X4": 0.31275, "Y4": 0.3448, "page": 0, "Index": 141}, {"Word": "year", "Confidence": 0.986, "X1": 0.34691, "Y1": 0.3312, "X2": 0.37714, "Y2": 0.331, "X3": 0.37582, "Y3": 0.3448, "X4": 0.3456, "Y4": 0.3448, "page": 0, "Index": 142}, {"Word": "variations,", "Confidence": 0.894, "X1": 0.38108, "Y1": 0.3312, "X2": 0.45072, "Y2": 0.331, "X3": 0.44941, "Y3": 0.3458, "X4": 0.37976, "Y4": 0.3448, "page": 0, "Index": 143}, {"Word": "component", "Confidence": 0.619, "X1": 0.45466, "Y1": 0.3312, "X2": 0.52957, "Y2": 0.331, "X3": 0.52957, "Y3": 0.3458, "X4": 0.45335, "Y4": 0.3458, "page": 0, "Index": 144}, {"Word": "supplier", "Confidence": 0.941, "X1": 0.53351, "Y1": 0.3312, "X2": 0.5887, "Y2": 0.331, "X3": 0.58739, "Y3": 0.3458, "X4": 0.53219, "Y4": 0.3458, "page": 0, "Index": 145}, {"Word": "changes,", "Confidence": 0.991, "X1": 0.59264, "Y1": 0.3312, "X2": 0.6544, "Y2": 0.331, "X3": 0.65309, "Y3": 0.3458, "X4": 0.59133, "Y4": 0.3458, "page": 0, "Index": 146}, {"Word": "and", "Confidence": 0.998, "X1": 0.65703, "Y1": 0.3312, "X2": 0.68331, "Y2": 0.331, "X3": 0.682, "Y3": 0.3458, "X4": 0.65703, "Y4": 0.3458, "page": 0, "Index": 147}, {"Word": "cigarette", "Confidence": 0.957, "X1": 0.68725, "Y1": 0.3312, "X2": 0.74639, "Y2": 0.331, "X3": 0.74507, "Y3": 0.3458, "X4": 0.68594, "Y4": 0.3458, "page": 0, "Index": 148}, {"Word": "design", "Confidence": 0.991, "X1": 0.75033, "Y1": 0.3312, "X2": 0.79895, "Y2": 0.331, "X3": 0.79763, "Y3": 0.3448, "X4": 0.74901, "Y4": 0.3458, "page": 0, "Index": 149}, {"Word": "changes", "Confidence": 0.995, "X1": 0.18528, "Y1": 0.3482, "X2": 0.24442, "Y2": 0.348, "X3": 0.2431, "Y3": 0.3608, "X4": 0.18528, "Y4": 0.3608, "page": 0, "Index": 150}, {"Word": "Analytical", "Confidence": 0.97, "X1": 0.23522, "Y1": 0.3692, "X2": 0.29961, "Y2": 0.369, "X3": 0.29961, "Y3": 0.3818, "X4": 0.23522, "Y4": 0.3818, "page": 0, "Index": 151}, {"Word": "variation", "Confidence": 0.609, "X1": 0.30355, "Y1": 0.3692, "X2": 0.36137, "Y2": 0.369, "X3": 0.36137, "Y3": 0.3818, "X4": 0.30355, "Y4": 0.3818, "page": 0, "Index": 152}, {"Word": "should", "Confidence": 0.997, "X1": 0.36531, "Y1": 0.3692, "X2": 0.4113, "Y2": 0.369, "X3": 0.40999, "Y3": 0.3818, "X4": 0.36531, "Y4": 0.3818, "page": 0, "Index": 153}, {"Word": "also", "Confidence": 0.987, "X1": 0.41393, "Y1": 0.3692, "X2": 0.44284, "Y2": 0.369, "X3": 0.44152, "Y3": 0.3818, "X4": 0.41393, "Y4": 0.3818, "page": 0, "Index": 154}, {"Word": "be", "Confidence": 0.798, "X1": 0.44547, "Y1": 0.3692, "X2": 0.46386, "Y2": 0.369, "X3": 0.46255, "Y3": 0.3818, "X4": 0.44547, "Y4": 0.3818, "page": 0, "Index": 155}, {"Word": "considered", "Confidence": 0.993, "X1": 0.46649, "Y1": 0.3692, "X2": 0.54271, "Y2": 0.369, "X3": 0.54139, "Y3": 0.3818, "X4": 0.46649, "Y4": 0.3818, "page": 0, "Index": 156}, {"Word": "when", "Confidence": 0.991, "X1": 0.54534, "Y1": 0.3692, "X2": 0.58344, "Y2": 0.369, "X3": 0.58213, "Y3": 0.3818, "X4": 0.54534, "Y4": 0.3818, "page": 0, "Index": 157}, {"Word": "comparing", "Confidence": 0.964, "X1": 0.58607, "Y1": 0.3692, "X2": 0.65834, "Y2": 0.369, "X3": 0.65834, "Y3": 0.3818, "X4": 0.58607, "Y4": 0.3818, "page": 0, "Index": 158}, {"Word": "cigarette", "Confidence": 0.643, "X1": 0.66229, "Y1": 0.3692, "X2": 0.72011, "Y2": 0.369, "X3": 0.72011, "Y3": 0.3818, "X4": 0.66097, "Y4": 0.3818, "page": 0, "Index": 159}, {"Word": "smoke", "Confidence": 0.991, "X1": 0.72405, "Y1": 0.3692, "X2": 0.77004, "Y2": 0.369, "X3": 0.76873, "Y3": 0.3828, "X4": 0.72273, "Y4": 0.3818, "page": 0, "Index": 160}, {"Word": "yields.", "Confidence": 0.971, "X1": 0.77267, "Y1": 0.3692, "X2": 0.81866, "Y2": 0.369, "X3": 0.81735, "Y3": 0.3828, "X4": 0.77267, "Y4": 0.3828, "page": 0, "Index": 161}, {"Word": "For", "Confidence": 0.992, "X1": 0.18528, "Y1": 0.3852, "X2": 0.20762, "Y2": 0.385, "X3": 0.20631, "Y3": 0.3978, "X4": 0.18528, "Y4": 0.3978, "page": 0, "Index": 162}, {"Word": "example,", "Confidence": 0.984, "X1": 0.21025, "Y1": 0.3852, "X2": 0.27332, "Y2": 0.385, "X3": 0.27201, "Y3": 0.3978, "X4": 0.21025, "Y4": 0.3978, "page": 0, "Index": 163}, {"Word": "typical", "Confidence": 0.993, "X1": 0.27595, "Y1": 0.3852, "X2": 0.32194, "Y2": 0.385, "X3": 0.32063, "Y3": 0.3978, "X4": 0.27595, "Y4": 0.3978, "page": 0, "Index": 164}, {"Word": "standard", "Confidence": 0.619, "X1": 0.32457, "Y1": 0.3852, "X2": 0.38502, "Y2": 0.385, "X3": 0.38371, "Y3": 0.3978, "X4": 0.32457, "Y4": 0.3978, "page": 0, "Index": 165}, {"Word": "deviations", "Confidence": 0.608, "X1": 0.38765, "Y1": 0.3852, "X2": 0.45729, "Y2": 0.385, "X3": 0.45598, "Y3": 0.3978, "X4": 0.38765, "Y4": 0.3978, "page": 0, "Index": 166}, {"Word": "for", "Confidence": 0.998, "X1": 0.46124, "Y1": 0.3852, "X2": 0.47963, "Y2": 0.385, "X3": 0.47832, "Y3": 0.3978, "X4": 0.45992, "Y4": 0.3978, "page": 0, "Index": 167}, {"Word": "nicoline", "Confidence": 0.631, "X1": 0.48226, "Y1": 0.3852, "X2": 0.53482, "Y2": 0.385, "X3": 0.53482, "Y3": 0.3978, "X4": 0.48226, "Y4": 0.3978, "page": 0, "Index": 168}, {"Word": "yields", "Confidence": 0.981, "X1": 0.53876, "Y1": 0.3842, "X2": 0.5795, "Y2": 0.384, "X3": 0.57819, "Y3": 0.3978, "X4": 0.53876, "Y4": 0.3978, "page": 0, "Index": 169}, {"Word": "reported", "Confidence": 0.941, "X1": 0.58213, "Y1": 0.3842, "X2": 0.63995, "Y2": 0.384, "X3": 0.63995, "Y3": 0.3978, "X4": 0.58213, "Y4": 0.3978, "page": 0, "Index": 170}, {"Word": "by", "Confidence": 0.998, "X1": 0.64389, "Y1": 0.3842, "X2": 0.65966, "Y2": 0.384, "X3": 0.65966, "Y3": 0.3978, "X4": 0.64258, "Y4": 0.3978, "page": 0, "Index": 171}, {"Word": "PM", "Confidence": 0.997, "X1": 0.6636, "Y1": 0.3842, "X2": 0.68331, "Y2": 0.384, "X3": 0.68331, "Y3": 0.3978, "X4": 0.66229, "Y4": 0.3978, "page": 0, "Index": 172}, {"Word": "USA", "Confidence": 0.706, "X1": 0.6912, "Y1": 0.3842, "X2": 0.72142, "Y2": 0.384, "X3": 0.72142, "Y3": 0.3978, "X4": 0.68988, "Y4": 0.3978, "page": 0, "Index": 173}, {"Word": "to", "Confidence": 0.997, "X1": 0.72536, "Y1": 0.3842, "X2": 0.7385, "Y2": 0.384, "X3": 0.73719, "Y3": 0.3978, "X4": 0.72405, "Y4": 0.3978, "page": 0, "Index": 174}, {"Word": "the", "Confidence": 0.998, "X1": 0.74113, "Y1": 0.3842, "X2": 0.76478, "Y2": 0.384, "X3": 0.76347, "Y3": 0.3978, "X4": 0.74113, "Y4": 0.3978, "page": 0, "Index": 175}, {"Word": "MDPH", "Confidence": 0.729, "X1": 0.76741, "Y1": 0.3842, "X2": 0.81209, "Y2": 0.384, "X3": 0.81209, "Y3": 0.3978, "X4": 0.76741, "Y4": 0.3978, "page": 0, "Index": 176}, {"Word": "ware", "Confidence": 0.743, "X1": 0.18397, "Y1": 0.4012, "X2": 0.21682, "Y2": 0.401, "X3": 0.21682, "Y3": 0.4148, "X4": 0.18397, "Y4": 0.4148, "page": 0, "Index": 177}, {"Word": "0.05", "Confidence": 0.987, "X1": 0.22076, "Y1": 0.4012, "X2": 0.25099, "Y2": 0.401, "X3": 0.25099, "Y3": 0.4138, "X4": 0.22076, "Y4": 0.4148, "page": 0, "Index": 178}, {"Word": "to", "Confidence": 0.998, "X1": 0.25493, "Y1": 0.4012, "X2": 0.26807, "Y2": 0.401, "X3": 0.26807, "Y3": 0.4138, "X4": 0.25493, "Y4": 0.4138, "page": 0, "Index": 179}, {"Word": "0.07", "Confidence": 0.981, "X1": 0.27201, "Y1": 0.4002, "X2": 0.30092, "Y2": 0.4, "X3": 0.30092, "Y3": 0.4138, "X4": 0.27201, "Y4": 0.4138, "page": 0, "Index": 180}, {"Word": "mig.", "Confidence": 0.604, "X1": 0.30486, "Y1": 0.4002, "X2": 0.33509, "Y2": 0.4, "X3": 0.33377, "Y3": 0.4138, "X4": 0.30486, "Y4": 0.4138, "page": 0, "Index": 181}, {"Word": "One", "Confidence": 0.998, "X1": 0.33771, "Y1": 0.4002, "X2": 0.36794, "Y2": 0.4, "X3": 0.36794, "Y3": 0.4138, "X4": 0.33771, "Y4": 0.4138, "page": 0, "Index": 182}, {"Word": "standard", "Confidence": 0.991, "X1": 0.37188, "Y1": 0.4002, "X2": 0.43233, "Y2": 0.4, "X3": 0.43233, "Y3": 0.4138, "X4": 0.37188, "Y4": 0.4138, "page": 0, "Index": 183}, {"Word": "deviation", "Confidence": 0.963, "X1": 0.43627, "Y1": 0.4002, "X2": 0.49671, "Y2": 0.4, "X3": 0.49671, "Y3": 0.4138, "X4": 0.43495, "Y4": 0.4138, "page": 0, "Index": 184}, {"Word": "for", "Confidence": 0.998, "X1": 0.50066, "Y1": 0.4002, "X2": 0.51905, "Y2": 0.4, "X3": 0.51905, "Y3": 0.4138, "X4": 0.49934, "Y4": 0.4138, "page": 0, "Index": 185}, {"Word": "the", "Confidence": 0.998, "X1": 0.523, "Y1": 0.4002, "X2": 0.54402, "Y2": 0.4, "X3": 0.54402, "Y3": 0.4138, "X4": 0.523, "Y4": 0.4138, "page": 0, "Index": 186}, {"Word": "difference", "Confidence": 0.991, "X1": 0.54796, "Y1": 0.4002, "X2": 0.61498, "Y2": 0.4, "X3": 0.61367, "Y3": 0.4138, "X4": 0.54796, "Y4": 0.4138, "page": 0, "Index": 187}, {"Word": "between", "Confidence": 0.617, "X1": 0.61892, "Y1": 0.4002, "X2": 0.67674, "Y2": 0.4, "X3": 0.67543, "Y3": 0.4138, "X4": 0.61761, "Y4": 0.4138, "page": 0, "Index": 188}, {"Word": "two", "Confidence": 0.997, "X1": 0.68068, "Y1": 0.4012, "X2": 0.70565, "Y2": 0.401, "X3": 0.70434, "Y3": 0.4138, "X4": 0.67937, "Y4": 0.4138, "page": 0, "Index": 189}, {"Word": "average", "Confidence": 0.957, "X1": 0.70959, "Y1": 0.4012, "X2": 0.76347, "Y2": 0.401, "X3": 0.76216, "Y3": 0.4148, "X4": 0.70828, "Y4": 0.4138, "page": 0, "Index": 190}, {"Word": "yields,", "Confidence": 0.671, "X1": 0.76741, "Y1": 0.4012, "X2": 0.81603, "Y2": 0.401, "X3": 0.81472, "Y3": 0.4148, "X4": 0.7661, "Y4": 0.4148, "page": 0, "Index": 191}, {"Word": "each", "Confidence": 0.991, "X1": 0.18528, "Y1": 0.4182, "X2": 0.21682, "Y2": 0.418, "X3": 0.21682, "Y3": 0.4308, "X4": 0.18528, "Y4": 0.4308, "page": 0, "Index": 192}, {"Word": "with", "Confidence": 0.981, "X1": 0.22076, "Y1": 0.4172, "X2": 0.24967, "Y2": 0.417, "X3": 0.24836, "Y3": 0.4308, "X4": 0.22076, "Y4": 0.4308, "page": 0, "Index": 193}, {"Word": "a", "Confidence": 0.71, "X1": 0.2523, "Y1": 0.4172, "X2": 0.2615, "Y2": 0.417, "X3": 0.2615, "Y3": 0.4308, "X4": 0.2523, "Y4": 0.4308, "page": 0, "Index": 194}, {"Word": "standard", "Confidence": 0.944, "X1": 0.26544, "Y1": 0.4172, "X2": 0.32457, "Y2": 0.417, "X3": 0.32457, "Y3": 0.4308, "X4": 0.26544, "Y4": 0.4308, "page": 0, "Index": 195}, {"Word": "deviation", "Confidence": 0.855, "X1": 0.32852, "Y1": 0.4172, "X2": 0.39028, "Y2": 0.417, "X3": 0.39028, "Y3": 0.4308, "X4": 0.32852, "Y4": 0.4308, "page": 0, "Index": 196}, {"Word": "of", "Confidence": 0.998, "X1": 0.39422, "Y1": 0.4172, "X2": 0.40736, "Y2": 0.417, "X3": 0.40604, "Y3": 0.4308, "X4": 0.3929, "Y4": 0.4308, "page": 0, "Index": 197}, {"Word": "0.05", "Confidence": 0.885, "X1": 0.40999, "Y1": 0.4172, "X2": 0.44021, "Y2": 0.417, "X3": 0.44021, "Y3": 0.4298, "X4": 0.40999, "Y4": 0.4298, "page": 0, "Index": 198}, {"Word": "mg", "Confidence": 0.247, "X1": 0.44415, "Y1": 0.4172, "X2": 0.46649, "Y2": 0.417, "X3": 0.46518, "Y3": 0.4298, "X4": 0.44284, "Y4": 0.4298, "page": 0, "Index": 199}, {"Word": "or", "Confidence": 0.993, "X1": 0.47043, "Y1": 0.4172, "X2": 0.48357, "Y2": 0.417, "X3": 0.48357, "Y3": 0.4298, "X4": 0.46912, "Y4": 0.4298, "page": 0, "Index": 200}, {"Word": "0.07", "Confidence": 0.981, "X1": 0.48752, "Y1": 0.4172, "X2": 0.51774, "Y2": 0.417, "X3": 0.51643, "Y3": 0.4298, "X4": 0.48752, "Y4": 0.4298, "page": 0, "Index": 201}, {"Word": "mg", "Confidence": 0.969, "X1": 0.52037, "Y1": 0.4162, "X2": 0.54271, "Y2": 0.416, "X3": 0.54139, "Y3": 0.4298, "X4": 0.52037, "Y4": 0.4298, "page": 0, "Index": 202}, {"Word": "would", "Confidence": 0.991, "X1": 0.54534, "Y1": 0.4162, "X2": 0.58739, "Y2": 0.416, "X3": 0.58607, "Y3": 0.4298, "X4": 0.54534, "Y4": 0.4298, "page": 0, "Index": 203}, {"Word": "therefore", "Confidence": 0.886, "X1": 0.59133, "Y1": 0.4162, "X2": 0.65177, "Y2": 0.416, "X3": 0.65046, "Y3": 0.4298, "X4": 0.59001, "Y4": 0.4298, "page": 0, "Index": 204}, {"Word": "be", "Confidence": 0.993, "X1": 0.6544, "Y1": 0.4162, "X2": 0.6728, "Y2": 0.416, "X3": 0.67148, "Y3": 0.4298, "X4": 0.6544, "Y4": 0.4298, "page": 0, "Index": 205}, {"Word": "0.07", "Confidence": 0.982, "X1": 0.67674, "Y1": 0.4162, "X2": 0.70696, "Y2": 0.416, "X3": 0.70565, "Y3": 0.4298, "X4": 0.67543, "Y4": 0.4298, "page": 0, "Index": 206}, {"Word": "mg", "Confidence": 0.941, "X1": 0.71091, "Y1": 0.4172, "X2": 0.73325, "Y2": 0.417, "X3": 0.73193, "Y3": 0.4298, "X4": 0.70959, "Y4": 0.4298, "page": 0, "Index": 207}, {"Word": "and", "Confidence": 0.998, "X1": 0.73719, "Y1": 0.4172, "X2": 0.76216, "Y2": 0.417, "X3": 0.76084, "Y3": 0.4298, "X4": 0.73587, "Y4": 0.4298, "page": 0, "Index": 208}, {"Word": "0.10", "Confidence": 0.981, "X1": 0.76478, "Y1": 0.4172, "X2": 0.79763, "Y2": 0.417, "X3": 0.79632, "Y3": 0.4308, "X4": 0.76347, "Y4": 0.4298, "page": 0, "Index": 209}, {"Word": "mg.", "Confidence": 0.95, "X1": 0.18397, "Y1": 0.4332, "X2": 0.21025, "Y2": 0.433, "X3": 0.20894, "Y3": 0.4478, "X4": 0.18265, "Y4": 0.4478, "page": 0, "Index": 210}, {"Word": "respectively.", "Confidence": 0.887, "X1": 0.21419, "Y1": 0.4332, "X2": 0.30486, "Y2": 0.433, "X3": 0.30355, "Y3": 0.4468, "X4": 0.21156, "Y4": 0.4478, "page": 0, "Index": 211}, {"Word": "Therefore,", "Confidence": 0.784, "X1": 0.3088, "Y1": 0.4332, "X2": 0.37714, "Y2": 0.433, "X3": 0.37582, "Y3": 0.4468, "X4": 0.30749, "Y4": 0.4468, "page": 0, "Index": 212}, {"Word": "year-to-year", "Confidence": 0.964, "X1": 0.38108, "Y1": 0.4332, "X2": 0.46386, "Y2": 0.433, "X3": 0.46124, "Y3": 0.4458, "X4": 0.37845, "Y4": 0.4468, "page": 0, "Index": 213}, {"Word": "differences", "Confidence": 0.96, "X1": 0.46649, "Y1": 0.4332, "X2": 0.54271, "Y2": 0.433, "X3": 0.54139, "Y3": 0.4458, "X4": 0.46518, "Y4": 0.4458, "page": 0, "Index": 214}, {"Word": "of", "Confidence": 0.995, "X1": 0.54665, "Y1": 0.4332, "X2": 0.55979, "Y2": 0.433, "X3": 0.55848, "Y3": 0.4458, "X4": 0.54402, "Y4": 0.4458, "page": 0, "Index": 215}, {"Word": "0.07", "Confidence": 0.971, "X1": 0.56373, "Y1": 0.4332, "X2": 0.59264, "Y2": 0.433, "X3": 0.59133, "Y3": 0.4458, "X4": 0.5611, "Y4": 0.4458, "page": 0, "Index": 216}, {"Word": "-", "Confidence": 0.995, "X1": 0.59658, "Y1": 0.4332, "X2": 0.60184, "Y2": 0.433, "X3": 0.60053, "Y3": 0.4458, "X4": 0.59396, "Y4": 0.4458, "page": 0, "Index": 217}, {"Word": "0.10", "Confidence": 0.941, "X1": 0.60578, "Y1": 0.4332, "X2": 0.63601, "Y2": 0.433, "X3": 0.63469, "Y3": 0.4458, "X4": 0.60447, "Y4": 0.4458, "page": 0, "Index": 218}, {"Word": "mg", "Confidence": 0.993, "X1": 0.63995, "Y1": 0.4332, "X2": 0.66229, "Y2": 0.433, "X3": 0.65966, "Y3": 0.4458, "X4": 0.63863, "Y4": 0.4458, "page": 0, "Index": 219}, {"Word": "for", "Confidence": 0.159, "X1": 0.66491, "Y1": 0.4332, "X2": 0.68331, "Y2": 0.433, "X3": 0.682, "Y3": 0.4458, "X4": 0.6636, "Y4": 0.4458, "page": 0, "Index": 220}, {"Word": "a", "Confidence": 0.971, "X1": 0.68725, "Y1": 0.4332, "X2": 0.69514, "Y2": 0.433, "X3": 0.69382, "Y3": 0.4458, "X4": 0.68594, "Y4": 0.4458, "page": 0, "Index": 221}, {"Word": "brand", "Confidence": 0.995, "X1": 0.69908, "Y1": 0.4332, "X2": 0.73982, "Y2": 0.433, "X3": 0.7385, "Y3": 0.4468, "X4": 0.69777, "Y4": 0.4458, "page": 0, "Index": 222}, {"Word": "style", "Confidence": 0.997, "X1": 0.74376, "Y1": 0.4332, "X2": 0.77398, "Y2": 0.433, "X3": 0.77267, "Y3": 0.4468, "X4": 0.74113, "Y4": 0.4468, "page": 0, "Index": 223}, {"Word": "would", "Confidence": 0.997, "X1": 0.77792, "Y1": 0.4332, "X2": 0.8226, "Y2": 0.433, "X3": 0.82129, "Y3": 0.4468, "X4": 0.7753, "Y4": 0.4468, "page": 0, "Index": 224}, {"Word": "be", "Confidence": 0.994, "X1": 0.18397, "Y1": 0.4482, "X2": 0.20105, "Y2": 0.448, "X3": 0.19974, "Y3": 0.4628, "X4": 0.18134, "Y4": 0.4628, "page": 0, "Index": 225}, {"Word": "within", "Confidence": 0.995, "X1": 0.20499, "Y1": 0.4482, "X2": 0.24573, "Y2": 0.448, "X3": 0.24442, "Y3": 0.4618, "X4": 0.20368, "Y4": 0.4628, "page": 0, "Index": 226}, {"Word": "one", "Confidence": 0.998, "X1": 0.24967, "Y1": 0.4482, "X2": 0.27595, "Y2": 0.448, "X3": 0.27332, "Y3": 0.4618, "X4": 0.24704, "Y4": 0.4618, "page": 0, "Index": 227}, {"Word": "standard", "Confidence": 0.994, "X1": 0.27858, "Y1": 0.4482, "X2": 0.33903, "Y2": 0.448, "X3": 0.3364, "Y3": 0.4618, "X4": 0.27727, "Y4": 0.4618, "page": 0, "Index": 228}, {"Word": "deviation", "Confidence": 0.945, "X1": 0.34166, "Y1": 0.4482, "X2": 0.40473, "Y2": 0.448, "X3": 0.4021, "Y3": 0.4618, "X4": 0.34034, "Y4": 0.4618, "page": 0, "Index": 229}, {"Word": "and", "Confidence": 0.998, "X1": 0.40736, "Y1": 0.4482, "X2": 0.43233, "Y2": 0.448, "X3": 0.43101, "Y3": 0.4618, "X4": 0.40604, "Y4": 0.4618, "page": 0, "Index": 230}, {"Word": "differences", "Confidence": 0.61, "X1": 0.43627, "Y1": 0.4482, "X2": 0.51248, "Y2": 0.448, "X3": 0.51117, "Y3": 0.4618, "X4": 0.43495, "Y4": 0.4618, "page": 0, "Index": 231}, {"Word": "of", "Confidence": 0.996, "X1": 0.51643, "Y1": 0.4482, "X2": 0.52825, "Y2": 0.448, "X3": 0.52694, "Y3": 0.4618, "X4": 0.51511, "Y4": 0.4618, "page": 0, "Index": 232}, {"Word": "C.21", "Confidence": 0.944, "X1": 0.53088, "Y1": 0.4482, "X2": 0.56242, "Y2": 0.448, "X3": 0.5611, "Y3": 0.4618, "X4": 0.52957, "Y4": 0.4618, "page": 0, "Index": 233}, {"Word": "-", "Confidence": 0.969, "X1": 0.56636, "Y1": 0.4482, "X2": 0.5703, "Y2": 0.448, "X3": 0.56899, "Y3": 0.4618, "X4": 0.56505, "Y4": 0.4618, "page": 0, "Index": 234}, {"Word": "0.30", "Confidence": 0.971, "X1": 0.57424, "Y1": 0.4482, "X2": 0.60447, "Y2": 0.448, "X3": 0.60315, "Y3": 0.4618, "X4": 0.57293, "Y4": 0.4618, "page": 0, "Index": 235}, {"Word": "mg", "Confidence": 0.991, "X1": 0.6071, "Y1": 0.4482, "X2": 0.63075, "Y2": 0.448, "X3": 0.62943, "Y3": 0.4618, "X4": 0.6071, "Y4": 0.4618, "page": 0, "Index": 236}, {"Word": "would", "Confidence": 0.995, "X1": 0.63338, "Y1": 0.4482, "X2": 0.67411, "Y2": 0.448, "X3": 0.6728, "Y3": 0.4618, "X4": 0.63338, "Y4": 0.4618, "page": 0, "Index": 237}, {"Word": "be", "Confidence": 0.995, "X1": 0.67806, "Y1": 0.4482, "X2": 0.69514, "Y2": 0.448, "X3": 0.69382, "Y3": 0.4618, "X4": 0.67674, "Y4": 0.4618, "page": 0, "Index": 238}, {"Word": "three", "Confidence": 0.995, "X1": 0.69777, "Y1": 0.4482, "X2": 0.73456, "Y2": 0.448, "X3": 0.73325, "Y3": 0.4618, "X4": 0.69777, "Y4": 0.4618, "page": 0, "Index": 239}, {"Word": "standard", "Confidence": 0.991, "X1": 0.73719, "Y1": 0.4482, "X2": 0.80026, "Y2": 0.448, "X3": 0.79895, "Y3": 0.4618, "X4": 0.73587, "Y4": 0.4618, "page": 0, "Index": 240}, {"Word": "deviations.", "Confidence": 0.906, "X1": 0.18397, "Y1": 0.4652, "X2": 0.26281, "Y2": 0.465, "X3": 0.2615, "Y3": 0.4788, "X4": 0.18397, "Y4": 0.4788, "page": 0, "Index": 241}, {"Word": "Typica", "Confidence": 0.995, "X1": 0.26544, "Y1": 0.4652, "X2": 0.31275, "Y2": 0.465, "X3": 0.31275, "Y3": 0.4788, "X4": 0.26544, "Y4": 0.4788, "page": 0, "Index": 242}, {"Word": "analytical", "Confidence": 0.632, "X1": 0.31669, "Y1": 0.4642, "X2": 0.38108, "Y2": 0.464, "X3": 0.38108, "Y3": 0.4788, "X4": 0.31669, "Y4": 0.4788, "page": 0, "Index": 243}, {"Word": "variation", "Confidence": 0.955, "X1": 0.38502, "Y1": 0.4642, "X2": 0.44284, "Y2": 0.464, "X3": 0.44284, "Y3": 0.4788, "X4": 0.38502, "Y4": 0.4788, "page": 0, "Index": 244}, {"Word": "alone", "Confidence": 0.996, "X1": 0.44678, "Y1": 0.4642, "X2": 0.48357, "Y2": 0.464, "X3": 0.48357, "Y3": 0.4788, "X4": 0.44678, "Y4": 0.4788, "page": 0, "Index": 245}, {"Word": "could", "Confidence": 0.955, "X1": 0.48752, "Y1": 0.4642, "X2": 0.52431, "Y2": 0.464, "X3": 0.52431, "Y3": 0.4788, "X4": 0.48752, "Y4": 0.4788, "page": 0, "Index": 246}, {"Word": "therefore", "Confidence": 0.994, "X1": 0.52825, "Y1": 0.4642, "X2": 0.5887, "Y2": 0.464, "X3": 0.5887, "Y3": 0.4788, "X4": 0.52825, "Y4": 0.4788, "page": 0, "Index": 247}, {"Word": "lead", "Confidence": 0.982, "X1": 0.59264, "Y1": 0.4642, "X2": 0.62286, "Y2": 0.464, "X3": 0.62286, "Y3": 0.4788, "X4": 0.59264, "Y4": 0.4788, "page": 0, "Index": 248}, {"Word": "to", "Confidence": 0.997, "X1": 0.62681, "Y1": 0.4642, "X2": 0.63995, "Y2": 0.464, "X3": 0.63995, "Y3": 0.4788, "X4": 0.62549, "Y4": 0.4788, "page": 0, "Index": 249}, {"Word": "year-to-year", "Confidence": 0.513, "X1": 0.64389, "Y1": 0.4642, "X2": 0.72536, "Y2": 0.464, "X3": 0.72536, "Y3": 0.4788, "X4": 0.64389, "Y4": 0.4788, "page": 0, "Index": 250}, {"Word": "differences", "Confidence": 0.881, "X1": 0.7293, "Y1": 0.4642, "X2": 0.80683, "Y2": 0.464, "X3": 0.80683, "Y3": 0.4788, "X4": 0.7293, "Y4": 0.4788, "page": 0, "Index": 251}, {"Word": "of", "Confidence": 0.996, "X1": 0.18528, "Y1": 0.4812, "X2": 0.19711, "Y2": 0.481, "X3": 0.1958, "Y3": 0.4938, "X4": 0.18397, "Y4": 0.4948, "page": 0, "Index": 252}, {"Word": "0.10", "Confidence": 0.883, "X1": 0.20105, "Y1": 0.4802, "X2": 0.23259, "Y2": 0.48, "X3": 0.23127, "Y3": 0.4938, "X4": 0.19974, "Y4": 0.4938, "page": 0, "Index": 253}, {"Word": "mg", "Confidence": 0.611, "X1": 0.23522, "Y1": 0.4802, "X2": 0.25756, "Y2": 0.48, "X3": 0.25624, "Y3": 0.4938, "X4": 0.2339, "Y4": 0.4938, "page": 0, "Index": 254}, {"Word": "nicotine", "Confidence": 0.665, "X1": 0.26018, "Y1": 0.4812, "X2": 0.31275, "Y2": 0.481, "X3": 0.31275, "Y3": 0.4938, "X4": 0.25887, "Y4": 0.4938, "page": 0, "Index": 255}, {"Word": "or", "Confidence": 0.996, "X1": 0.31669, "Y1": 0.4812, "X2": 0.33114, "Y2": 0.481, "X3": 0.33114, "Y3": 0.4938, "X4": 0.31669, "Y4": 0.4938, "page": 0, "Index": 256}, {"Word": "more.", "Confidence": 0.899, "X1": 0.33509, "Y1": 0.4822, "X2": 0.37845, "Y2": 0.482, "X3": 0.37845, "Y3": 0.4938, "X4": 0.33377, "Y4": 0.4938, "page": 0, "Index": 257}, {"Word": "Additional", "Confidence": 0.689, "X1": 0.2339, "Y1": 0.5022, "X2": 0.29961, "Y2": 0.502, "X3": 0.29961, "Y3": 0.5158, "X4": 0.2339, "Y4": 0.5158, "page": 0, "Index": 258}, {"Word": "insight", "Confidence": 0.944, "X1": 0.30355, "Y1": 0.5022, "X2": 0.35217, "Y2": 0.502, "X3": 0.35217, "Y3": 0.5158, "X4": 0.30355, "Y4": 0.5158, "page": 0, "Index": 259}, {"Word": "nto", "Confidence": 0.965, "X1": 0.35611, "Y1": 0.5022, "X2": 0.37845, "Y2": 0.502, "X3": 0.37714, "Y3": 0.5158, "X4": 0.35611, "Y4": 0.5158, "page": 0, "Index": 260}, {"Word": "typical", "Confidence": 0.962, "X1": 0.38108, "Y1": 0.5022, "X2": 0.42576, "Y2": 0.502, "X3": 0.42576, "Y3": 0.5158, "X4": 0.38108, "Y4": 0.5158, "page": 0, "Index": 261}, {"Word": "analytical", "Confidence": 0.862, "X1": 0.42838, "Y1": 0.5022, "X2": 0.49277, "Y2": 0.502, "X3": 0.49277, "Y3": 0.5158, "X4": 0.42838, "Y4": 0.5158, "page": 0, "Index": 262}, {"Word": "variation", "Confidence": 0.809, "X1": 0.49671, "Y1": 0.5022, "X2": 0.55453, "Y2": 0.502, "X3": 0.55453, "Y3": 0.5158, "X4": 0.49671, "Y4": 0.5158, "page": 0, "Index": 263}, {"Word": "comes", "Confidence": 0.995, "X1": 0.55848, "Y1": 0.5022, "X2": 0.60447, "Y2": 0.502, "X3": 0.60315, "Y3": 0.5168, "X4": 0.55716, "Y4": 0.5158, "page": 0, "Index": 264}, {"Word": "from", "Confidence": 0.986, "X1": 0.6071, "Y1": 0.5022, "X2": 0.63601, "Y2": 0.502, "X3": 0.63469, "Y3": 0.5168, "X4": 0.6071, "Y4": 0.5168, "page": 0, "Index": 265}, {"Word": "repeated", "Confidence": 0.647, "X1": 0.64126, "Y1": 0.5022, "X2": 0.70302, "Y2": 0.502, "X3": 0.70171, "Y3": 0.5168, "X4": 0.64126, "Y4": 0.5168, "page": 0, "Index": 266}, {"Word": "lest", "Confidence": 0.968, "X1": 0.70565, "Y1": 0.5022, "X2": 0.73062, "Y2": 0.502, "X3": 0.73062, "Y3": 0.5168, "X4": 0.70565, "Y4": 0.5168, "page": 0, "Index": 267}, {"Word": "ng", "Confidence": 0.997, "X1": 0.73456, "Y1": 0.5022, "X2": 0.75164, "Y2": 0.502, "X3": 0.75033, "Y3": 0.5168, "X4": 0.73325, "Y4": 0.5168, "page": 0, "Index": 268}, {"Word": "of", "Confidence": 0.998, "X1": 0.75427, "Y1": 0.5022, "X2": 0.76873, "Y2": 0.502, "X3": 0.76741, "Y3": 0.5168, "X4": 0.75427, "Y4": 0.5168, "page": 0, "Index": 269}, {"Word": "a", "Confidence": 0.921, "X1": 0.77135, "Y1": 0.5022, "X2": 0.78318, "Y2": 0.502, "X3": 0.78187, "Y3": 0.5168, "X4": 0.77135, "Y4": 0.5168, "page": 0, "Index": 270}, {"Word": "reference", "Confidence": 0.886, "X1": 0.18397, "Y1": 0.5192, "X2": 0.24967, "Y2": 0.519, "X3": 0.24836, "Y3": 0.5318, "X4": 0.18134, "Y4": 0.5318, "page": 0, "Index": 271}, {"Word": "or", "Confidence": 0.242, "X1": 0.25361, "Y1": 0.5192, "X2": 0.26675, "Y2": 0.519, "X3": 0.26544, "Y3": 0.5318, "X4": 0.2523, "Y4": 0.5318, "page": 0, "Index": 272}, {"Word": "control", "Confidence": 0.991, "X1": 0.2707, "Y1": 0.5192, "X2": 0.31669, "Y2": 0.519, "X3": 0.31537, "Y3": 0.5318, "X4": 0.26938, "Y4": 0.5318, "page": 0, "Index": 273}, {"Word": "cigarette", "Confidence": 0.803, "X1": 0.32063, "Y1": 0.5192, "X2": 0.37845, "Y2": 0.519, "X3": 0.37714, "Y3": 0.5318, "X4": 0.31932, "Y4": 0.5318, "page": 0, "Index": 274}, {"Word": "within", "Confidence": 0.991, "X1": 0.38239, "Y1": 0.5192, "X2": 0.42181, "Y2": 0.519, "X3": 0.4205, "Y3": 0.5318, "X4": 0.38108, "Y4": 0.5318, "page": 0, "Index": 275}, {"Word": "the", "Confidence": 0.998, "X1": 0.42576, "Y1": 0.5192, "X2": 0.44678, "Y2": 0.519, "X3": 0.44547, "Y3": 0.5318, "X4": 0.42444, "Y4": 0.5318, "page": 0, "Index": 276}, {"Word": "same", "Confidence": 0.622, "X1": 0.45072, "Y1": 0.5182, "X2": 0.48883, "Y2": 0.518, "X3": 0.48752, "Y3": 0.5318, "X4": 0.44941, "Y4": 0.5318, "page": 0, "Index": 277}, {"Word": "laboratory.", "Confidence": 0.932, "X1": 0.49146, "Y1": 0.5182, "X2": 0.5703, "Y2": 0.518, "X3": 0.56899, "Y3": 0.5318, "X4": 0.49146, "Y4": 0.5318, "page": 0, "Index": 278}, {"Word": "These", "Confidence": 0.608, "X1": 0.57424, "Y1": 0.5192, "X2": 0.61498, "Y2": 0.519, "X3": 0.61367, "Y3": 0.5328, "X4": 0.57293, "Y4": 0.5318, "page": 0, "Index": 279}, {"Word": "reference", "Confidence": 0.992, "X1": 0.61892, "Y1": 0.5192, "X2": 0.68331, "Y2": 0.519, "X3": 0.68331, "Y3": 0.5328, "X4": 0.61761, "Y4": 0.5328, "page": 0, "Index": 280}, {"Word": "cigarettes", "Confidence": 0.625, "X1": 0.68725, "Y1": 0.5192, "X2": 0.75427, "Y2": 0.519, "X3": 0.75427, "Y3": 0.5328, "X4": 0.68594, "Y4": 0.5328, "page": 0, "Index": 281}, {"Word": "are", "Confidence": 0.964, "X1": 0.75821, "Y1": 0.5192, "X2": 0.78187, "Y2": 0.519, "X3": 0.78055, "Y3": 0.5328, "X4": 0.7569, "Y4": 0.5328, "page": 0, "Index": 282}, {"Word": "produced", "Confidence": 0.991, "X1": 0.18397, "Y1": 0.5352, "X2": 0.24836, "Y2": 0.535, "X3": 0.24836, "Y3": 0.5478, "X4": 0.18528, "Y4": 0.5478, "page": 0, "Index": 283}, {"Word": "at", "Confidence": 0.998, "X1": 0.2523, "Y1": 0.5352, "X2": 0.26544, "Y2": 0.535, "X3": 0.26544, "Y3": 0.5478, "X4": 0.2523, "Y4": 0.5478, "page": 0, "Index": 284}, {"Word": "one", "Confidence": 0.993, "X1": 0.26807, "Y1": 0.5352, "X2": 0.29435, "Y2": 0.535, "X3": 0.29435, "Y3": 0.5478, "X4": 0.26938, "Y4": 0.5478, "page": 0, "Index": 285}, {"Word": "trie", "Confidence": 0.699, "X1": 0.29829, "Y1": 0.5352, "X2": 0.3272, "Y2": 0.535, "X3": 0.3272, "Y3": 0.5478, "X4": 0.29829, "Y4": 0.5478, "page": 0, "Index": 286}, {"Word": "anc", "Confidence": 0.815, "X1": 0.33114, "Y1": 0.5352, "X2": 0.35611, "Y2": 0.535, "X3": 0.35611, "Y3": 0.5478, "X4": 0.33114, "Y4": 0.5478, "page": 0, "Index": 287}, {"Word": "therefore", "Confidence": 0.992, "X1": 0.36005, "Y1": 0.5352, "X2": 0.4205, "Y2": 0.535, "X3": 0.4205, "Y3": 0.5478, "X4": 0.36005, "Y4": 0.5478, "page": 0, "Index": 288}, {"Word": "do", "Confidence": 0.996, "X1": 0.42444, "Y1": 0.5352, "X2": 0.44152, "Y2": 0.535, "X3": 0.44152, "Y3": 0.5478, "X4": 0.42444, "Y4": 0.5478, "page": 0, "Index": 289}, {"Word": "not", "Confidence": 0.997, "X1": 0.44547, "Y1": 0.5352, "X2": 0.46781, "Y2": 0.535, "X3": 0.46781, "Y3": 0.5488, "X4": 0.44547, "Y4": 0.5478, "page": 0, "Index": 290}, {"Word": "include", "Confidence": 0.967, "X1": 0.47175, "Y1": 0.5352, "X2": 0.52037, "Y2": 0.535, "X3": 0.52037, "Y3": 0.5488, "X4": 0.47175, "Y4": 0.5488, "page": 0, "Index": 291}, {"Word": "over-time", "Confidence": 0.994, "X1": 0.52431, "Y1": 0.5352, "X2": 0.58739, "Y2": 0.535, "X3": 0.58739, "Y3": 0.5488, "X4": 0.52431, "Y4": 0.5488, "page": 0, "Index": 292}, {"Word": "manufacturing", "Confidence": 0.99, "X1": 0.59133, "Y1": 0.5352, "X2": 0.68857, "Y2": 0.535, "X3": 0.68857, "Y3": 0.5488, "X4": 0.59133, "Y4": 0.5488, "page": 0, "Index": 293}, {"Word": "and", "Confidence": 0.998, "X1": 0.6912, "Y1": 0.5352, "X2": 0.71748, "Y2": 0.535, "X3": 0.71748, "Y3": 0.5488, "X4": 0.6912, "Y4": 0.5488, "page": 0, "Index": 294}, {"Word": "tobacco", "Confidence": 0.829, "X1": 0.72142, "Y1": 0.5352, "X2": 0.77792, "Y2": 0.535, "X3": 0.77792, "Y3": 0.5488, "X4": 0.72011, "Y4": 0.5488, "page": 0, "Index": 295}, {"Word": "variation.", "Confidence": 0.991, "X1": 0.18528, "Y1": 0.5512, "X2": 0.25099, "Y2": 0.551, "X3": 0.25099, "Y3": 0.5638, "X4": 0.18528, "Y4": 0.5638, "page": 0, "Index": 296}, {"Word": "An", "Confidence": 0.997, "X1": 0.25361, "Y1": 0.5512, "X2": 0.27332, "Y2": 0.551, "X3": 0.27332, "Y3": 0.5638, "X4": 0.25493, "Y4": 0.5638, "page": 0, "Index": 297}, {"Word": "example", "Confidence": 0.941, "X1": 0.27727, "Y1": 0.5512, "X2": 0.33509, "Y2": 0.551, "X3": 0.33509, "Y3": 0.5648, "X4": 0.27727, "Y4": 0.5638, "page": 0, "Index": 298}, {"Word": "of", "Confidence": 0.998, "X1": 0.33771, "Y1": 0.5512, "X2": 0.35085, "Y2": 0.551, "X3": 0.35085, "Y3": 0.5648, "X4": 0.33771, "Y4": 0.5648, "page": 0, "Index": 299}, {"Word": "smoke", "Confidence": 0.991, "X1": 0.3548, "Y1": 0.5512, "X2": 0.40079, "Y2": 0.551, "X3": 0.40079, "Y3": 0.5648, "X4": 0.3548, "Y4": 0.5648, "page": 0, "Index": 300}, {"Word": "collection", "Confidence": 0.991, "X1": 0.40473, "Y1": 0.5512, "X2": 0.46912, "Y2": 0.551, "X3": 0.46912, "Y3": 0.5648, "X4": 0.40473, "Y4": 0.5648, "page": 0, "Index": 301}, {"Word": "and", "Confidence": 0.998, "X1": 0.47306, "Y1": 0.5512, "X2": 0.49803, "Y2": 0.551, "X3": 0.49803, "Y3": 0.5648, "X4": 0.47306, "Y4": 0.5648, "page": 0, "Index": 302}, {"Word": "analytical", "Confidence": 0.607, "X1": 0.50066, "Y1": 0.5512, "X2": 0.56636, "Y2": 0.551, "X3": 0.56636, "Y3": 0.5648, "X4": 0.50066, "Y4": 0.5648, "page": 0, "Index": 303}, {"Word": "variation", "Confidence": 0.965, "X1": 0.5703, "Y1": 0.5512, "X2": 0.62681, "Y2": 0.551, "X3": 0.62549, "Y3": 0.5648, "X4": 0.56899, "Y4": 0.5648, "page": 0, "Index": 304}, {"Word": "for", "Confidence": 0.994, "X1": 0.62943, "Y1": 0.5512, "X2": 0.65046, "Y2": 0.551, "X3": 0.64915, "Y3": 0.5648, "X4": 0.62943, "Y4": 0.5648, "page": 0, "Index": 305}, {"Word": "a", "Confidence": 0.991, "X1": 0.65309, "Y1": 0.5512, "X2": 0.66229, "Y2": 0.551, "X3": 0.66097, "Y3": 0.5648, "X4": 0.65309, "Y4": 0.5648, "page": 0, "Index": 306}, {"Word": "single", "Confidence": 0.996, "X1": 0.66491, "Y1": 0.5512, "X2": 0.70565, "Y2": 0.551, "X3": 0.70434, "Y3": 0.5648, "X4": 0.66491, "Y4": 0.5648, "page": 0, "Index": 307}, {"Word": "control", "Confidence": 0.995, "X1": 0.70959, "Y1": 0.5512, "X2": 0.7569, "Y2": 0.551, "X3": 0.75558, "Y3": 0.5648, "X4": 0.70828, "Y4": 0.5648, "page": 0, "Index": 308}, {"Word": "cigarette", "Confidence": 0.949, "X1": 0.75953, "Y1": 0.5512, "X2": 0.81997, "Y2": 0.551, "X3": 0.81997, "Y3": 0.5648, "X4": 0.75953, "Y4": 0.5648, "page": 0, "Index": 309}, {"Word": "is", "Confidence": 0.993, "X1": 0.18397, "Y1": 0.5672, "X2": 0.1958, "Y2": 0.567, "X3": 0.1958, "Y3": 0.5808, "X4": 0.18397, "Y4": 0.5808, "page": 0, "Index": 310}, {"Word": "seen", "Confidence": 0.985, "X1": 0.19842, "Y1": 0.5672, "X2": 0.23127, "Y2": 0.567, "X3": 0.23127, "Y3": 0.5808, "X4": 0.19842, "Y4": 0.5808, "page": 0, "Index": 311}, {"Word": "in", "Confidence": 0.998, "X1": 0.23522, "Y1": 0.5672, "X2": 0.24836, "Y2": 0.567, "X3": 0.24836, "Y3": 0.5808, "X4": 0.23522, "Y4": 0.5808, "page": 0, "Index": 312}, {"Word": "Figure", "Confidence": 0.976, "X1": 0.2523, "Y1": 0.5672, "X2": 0.29435, "Y2": 0.567, "X3": 0.29435, "Y3": 0.5798, "X4": 0.2523, "Y4": 0.5808, "page": 0, "Index": 313}, {"Word": "6.", "Confidence": 0.994, "X1": 0.29829, "Y1": 0.5672, "X2": 0.318, "Y2": 0.567, "X3": 0.318, "Y3": 0.5798, "X4": 0.29829, "Y4": 0.5798, "page": 0, "Index": 314}, {"Word": "The", "Confidence": 0.997, "X1": 0.32194, "Y1": 0.5662, "X2": 0.34823, "Y2": 0.566, "X3": 0.34823, "Y3": 0.5798, "X4": 0.32194, "Y4": 0.5798, "page": 0, "Index": 315}, {"Word": "Altria", "Confidence": 0.991, "X1": 0.35217, "Y1": 0.5662, "X2": 0.38633, "Y2": 0.566, "X3": 0.38633, "Y3": 0.5798, "X4": 0.35217, "Y4": 0.5798, "page": 0, "Index": 316}, {"Word": "Client", "Confidence": 0.991, "X1": 0.39028, "Y1": 0.5662, "X2": 0.4297, "Y2": 0.566, "X3": 0.4297, "Y3": 0.5808, "X4": 0.39028, "Y4": 0.5798, "page": 0, "Index": 317}, {"Word": "Serv", "Confidence": 0.885, "X1": 0.43364, "Y1": 0.5662, "X2": 0.46386, "Y2": 0.566, "X3": 0.46386, "Y3": 0.5808, "X4": 0.43364, "Y4": 0.5808, "page": 0, "Index": 318}, {"Word": "ces", "Confidence": 0.617, "X1": 0.46781, "Y1": 0.5662, "X2": 0.49014, "Y2": 0.566, "X3": 0.49014, "Y3": 0.5808, "X4": 0.46781, "Y4": 0.5808, "page": 0, "Index": 319}, {"Word": "laboratory", "Confidence": 0.858, "X1": 0.49409, "Y1": 0.5662, "X2": 0.56373, "Y2": 0.566, "X3": 0.56373, "Y3": 0.5808, "X4": 0.49409, "Y4": 0.5808, "page": 0, "Index": 320}, {"Word": "determined", "Confidence": 0.856, "X1": 0.56767, "Y1": 0.5662, "X2": 0.64389, "Y2": 0.566, "X3": 0.64389, "Y3": 0.5808, "X4": 0.56767, "Y4": 0.5808, "page": 0, "Index": 321}, {"Word": "MDPH", "Confidence": 0.972, "X1": 0.64783, "Y1": 0.5672, "X2": 0.69251, "Y2": 0.567, "X3": 0.69251, "Y3": 0.5808, "X4": 0.64783, "Y4": 0.5808, "page": 0, "Index": 322}, {"Word": "nicotine", "Confidence": 0.944, "X1": 0.69645, "Y1": 0.5672, "X2": 0.75033, "Y2": 0.567, "X3": 0.74901, "Y3": 0.5808, "X4": 0.69645, "Y4": 0.5808, "page": 0, "Index": 323}, {"Word": "yields", "Confidence": 0.955, "X1": 0.75296, "Y1": 0.5672, "X2": 0.79238, "Y2": 0.567, "X3": 0.79238, "Y3": 0.5808, "X4": 0.75296, "Y4": 0.5808, "page": 0, "Index": 324}, {"Word": "for", "Confidence": 0.998, "X1": 0.79632, "Y1": 0.5672, "X2": 0.81735, "Y2": 0.567, "X3": 0.81603, "Y3": 0.5808, "X4": 0.79501, "Y4": 0.5808, "page": 0, "Index": 325}, {"Word": "an", "Confidence": 0.995, "X1": 0.1866, "Y1": 0.5822, "X2": 0.20105, "Y2": 0.582, "X3": 0.19974, "Y3": 0.5958, "X4": 0.18397, "Y4": 0.5958, "page": 0, "Index": 326}, {"Word": "internal", "Confidence": 0.861, "X1": 0.20499, "Y1": 0.5822, "X2": 0.25624, "Y2": 0.582, "X3": 0.25493, "Y3": 0.5958, "X4": 0.20237, "Y4": 0.5958, "page": 0, "Index": 327}, {"Word": "monitor", "Confidence": 0.963, "X1": 0.26018, "Y1": 0.5822, "X2": 0.31143, "Y2": 0.582, "X3": 0.3088, "Y3": 0.5958, "X4": 0.25756, "Y4": 0.5958, "page": 0, "Index": 328}, {"Word": "cigarette", "Confidence": 0.981, "X1": 0.31406, "Y1": 0.5822, "X2": 0.37319, "Y2": 0.582, "X3": 0.37188, "Y3": 0.5958, "X4": 0.31275, "Y4": 0.5958, "page": 0, "Index": 329}, {"Word": "as", "Confidence": 0.998, "X1": 0.37714, "Y1": 0.5822, "X2": 0.3929, "Y2": 0.582, "X3": 0.39159, "Y3": 0.5958, "X4": 0.37582, "Y4": 0.5958, "page": 0, "Index": 330}, {"Word": "part", "Confidence": 0.966, "X1": 0.39685, "Y1": 0.5822, "X2": 0.42444, "Y2": 0.582, "X3": 0.42313, "Y3": 0.5958, "X4": 0.39553, "Y4": 0.5958, "page": 0, "Index": 331}, {"Word": "of", "Confidence": 0.069, "X1": 0.42838, "Y1": 0.5822, "X2": 0.44021, "Y2": 0.582, "X3": 0.4389, "Y3": 0.5958, "X4": 0.42707, "Y4": 0.5958, "page": 0, "Index": 332}, {"Word": "its", "Confidence": 0.994, "X1": 0.44415, "Y1": 0.5822, "X2": 0.46124, "Y2": 0.582, "X3": 0.45992, "Y3": 0.5958, "X4": 0.44284, "Y4": 0.5958, "page": 0, "Index": 333}, {"Word": "standard", "Confidence": 0.991, "X1": 0.46518, "Y1": 0.5822, "X2": 0.523, "Y2": 0.582, "X3": 0.52168, "Y3": 0.5958, "X4": 0.46386, "Y4": 0.5958, "page": 0, "Index": 334}, {"Word": "laboratory", "Confidence": 0.628, "X1": 0.52694, "Y1": 0.5822, "X2": 0.59396, "Y2": 0.582, "X3": 0.59396, "Y3": 0.5968, "X4": 0.52562, "Y4": 0.5968, "page": 0, "Index": 335}, {"Word": "quality", "Confidence": 0.813, "X1": 0.5979, "Y1": 0.5822, "X2": 0.64258, "Y2": 0.582, "X3": 0.64258, "Y3": 0.5968, "X4": 0.5979, "Y4": 0.5968, "page": 0, "Index": 336}, {"Word": "control", "Confidence": 0.994, "X1": 0.64652, "Y1": 0.5822, "X2": 0.69251, "Y2": 0.582, "X3": 0.69251, "Y3": 0.5968, "X4": 0.64652, "Y4": 0.5968, "page": 0, "Index": 337}, {"Word": "procedures.", "Confidence": 0.955, "X1": 0.69645, "Y1": 0.5822, "X2": 0.78187, "Y2": 0.582, "X3": 0.78187, "Y3": 0.5968, "X4": 0.69645, "Y4": 0.5968, "page": 0, "Index": 338}, {"Word": "The", "Confidence": 0.445, "X1": 0.78581, "Y1": 0.5822, "X2": 0.81472, "Y2": 0.582, "X3": 0.81472, "Y3": 0.5968, "X4": 0.78449, "Y4": 0.5968, "page": 0, "Index": 339}, {"Word": "laboratory", "Confidence": 0.907, "X1": 0.18397, "Y1": 0.5982, "X2": 0.2523, "Y2": 0.598, "X3": 0.25099, "Y3": 0.6118, "X4": 0.18265, "Y4": 0.6118, "page": 0, "Index": 340}, {"Word": "is", "Confidence": 0.996, "X1": 0.25493, "Y1": 0.5982, "X2": 0.26675, "Y2": 0.598, "X3": 0.26544, "Y3": 0.6118, "X4": 0.25493, "Y4": 0.6118, "page": 0, "Index": 341}, {"Word": "ISO", "Confidence": 0.901, "X1": 0.2707, "Y1": 0.5982, "X2": 0.29698, "Y2": 0.598, "X3": 0.29566, "Y3": 0.6118, "X4": 0.26938, "Y4": 0.6118, "page": 0, "Index": 342}, {"Word": "17025", "Confidence": 0.994, "X1": 0.30223, "Y1": 0.5982, "X2": 0.34428, "Y2": 0.598, "X3": 0.34297, "Y3": 0.6118, "X4": 0.30092, "Y4": 0.6118, "page": 0, "Index": 343}, {"Word": "accredited.", "Confidence": 0.529, "X1": 0.34823, "Y1": 0.5982, "X2": 0.42707, "Y2": 0.598, "X3": 0.42707, "Y3": 0.6118, "X4": 0.34691, "Y4": 0.6118, "page": 0, "Index": 344}, {"Word": "Figure", "Confidence": 0.991, "X1": 0.43101, "Y1": 0.5982, "X2": 0.47438, "Y2": 0.598, "X3": 0.47438, "Y3": 0.6118, "X4": 0.43101, "Y4": 0.6118, "page": 0, "Index": 345}, {"Word": "6", "Confidence": 0.993, "X1": 0.47832, "Y1": 0.5982, "X2": 0.48752, "Y2": 0.598, "X3": 0.4862, "Y3": 0.6118, "X4": 0.477, "Y4": 0.6118, "page": 0, "Index": 346}, {"Word": "includes", "Confidence": 0.949, "X1": 0.49014, "Y1": 0.5982, "X2": 0.54665, "Y2": 0.598, "X3": 0.54534, "Y3": 0.6118, "X4": 0.49014, "Y4": 0.6118, "page": 0, "Index": 347}, {"Word": "results", "Confidence": 0.973, "X1": 0.55059, "Y1": 0.5982, "X2": 0.59527, "Y2": 0.598, "X3": 0.59527, "Y3": 0.6118, "X4": 0.54928, "Y4": 0.6118, "page": 0, "Index": 348}, {"Word": "obtained", "Confidence": 0.606, "X1": 0.59921, "Y1": 0.5982, "X2": 0.65703, "Y2": 0.598, "X3": 0.65703, "Y3": 0.6118, "X4": 0.59921, "Y4": 0.6118, "page": 0, "Index": 349}, {"Word": "in", "Confidence": 0.997, "X1": 0.66097, "Y1": 0.5982, "X2": 0.67411, "Y2": 0.598, "X3": 0.67411, "Y3": 0.6128, "X4": 0.66097, "Y4": 0.6118, "page": 0, "Index": 350}, {"Word": "2008,", "Confidence": 0.886, "X1": 0.67806, "Y1": 0.5982, "X2": 0.71616, "Y2": 0.598, "X3": 0.71616, "Y3": 0.6128, "X4": 0.67806, "Y4": 0.6128, "page": 0, "Index": 351}, {"Word": "for", "Confidence": 0.998, "X1": 0.72011, "Y1": 0.5982, "X2": 0.7385, "Y2": 0.598, "X3": 0.7385, "Y3": 0.6128, "X4": 0.72011, "Y4": 0.6128, "page": 0, "Index": 352}, {"Word": "examp", "Confidence": 0.955, "X1": 0.74244, "Y1": 0.5982, "X2": 0.78712, "Y2": 0.598, "X3": 0.78712, "Y3": 0.6128, "X4": 0.74244, "Y4": 0.6128, "page": 0, "Index": 353}, {"Word": "e.", "Confidence": 0.843, "X1": 0.78975, "Y1": 0.5982, "X2": 0.80683, "Y2": 0.598, "X3": 0.80683, "Y3": 0.6128, "X4": 0.78975, "Y4": 0.6128, "page": 0, "Index": 354}, {"Word": "where", "Confidence": 0.886, "X1": 0.18397, "Y1": 0.6152, "X2": 0.22733, "Y2": 0.615, "X3": 0.22602, "Y3": 0.6278, "X4": 0.18397, "Y4": 0.6278, "page": 0, "Index": 355}, {"Word": "each", "Confidence": 0.688, "X1": 0.23127, "Y1": 0.6152, "X2": 0.26281, "Y2": 0.615, "X3": 0.26281, "Y3": 0.6278, "X4": 0.22996, "Y4": 0.6278, "page": 0, "Index": 356}, {"Word": "point", "Confidence": 0.955, "X1": 0.26675, "Y1": 0.6152, "X2": 0.30092, "Y2": 0.615, "X3": 0.30092, "Y3": 0.6278, "X4": 0.26544, "Y4": 0.6278, "page": 0, "Index": 357}, {"Word": "represents", "Confidence": 0.884, "X1": 0.30486, "Y1": 0.6152, "X2": 0.37714, "Y2": 0.615, "X3": 0.37582, "Y3": 0.6278, "X4": 0.30355, "Y4": 0.6278, "page": 0, "Index": 358}, {"Word": "the", "Confidence": 0.991, "X1": 0.37976, "Y1": 0.6142, "X2": 0.4021, "Y2": 0.614, "X3": 0.40079, "Y3": 0.6278, "X4": 0.37976, "Y4": 0.6278, "page": 0, "Index": 359}, {"Word": "average", "Confidence": 0.781, "X1": 0.40473, "Y1": 0.6142, "X2": 0.46124, "Y2": 0.614, "X3": 0.46124, "Y3": 0.6278, "X4": 0.40473, "Y4": 0.6278, "page": 0, "Index": 360}, {"Word": "of", "Confidence": 0.998, "X1": 0.46518, "Y1": 0.6142, "X2": 0.47832, "Y2": 0.614, "X3": 0.47832, "Y3": 0.6278, "X4": 0.46518, "Y4": 0.6278, "page": 0, "Index": 361}, {"Word": "four", "Confidence": 0.507, "X1": 0.48226, "Y1": 0.6142, "X2": 0.51117, "Y2": 0.614, "X3": 0.51117, "Y3": 0.6278, "X4": 0.48095, "Y4": 0.6278, "page": 0, "Index": 362}, {"Word": "machine", "Confidence": 0.666, "X1": 0.51511, "Y1": 0.6142, "X2": 0.5703, "Y2": 0.614, "X3": 0.5703, "Y3": 0.6278, "X4": 0.51511, "Y4": 0.6278, "page": 0, "Index": 363}, {"Word": "perts,", "Confidence": 0.629, "X1": 0.57424, "Y1": 0.6142, "X2": 0.61235, "Y2": 0.614, "X3": 0.61235, "Y3": 0.6278, "X4": 0.57293, "Y4": 0.6278, "page": 0, "Index": 364}, {"Word": "3", "Confidence": 0.993, "X1": 0.61498, "Y1": 0.6142, "X2": 0.62418, "Y2": 0.614, "X3": 0.62418, "Y3": 0.6278, "X4": 0.61498, "Y4": 0.6278, "page": 0, "Index": 365}, {"Word": "cigarettes", "Confidence": 0.616, "X1": 0.62812, "Y1": 0.6142, "X2": 0.69382, "Y2": 0.614, "X3": 0.69382, "Y3": 0.6278, "X4": 0.62681, "Y4": 0.6278, "page": 0, "Index": 366}, {"Word": "per", "Confidence": 0.995, "X1": 0.69777, "Y1": 0.6142, "X2": 0.72011, "Y2": 0.614, "X3": 0.72011, "Y3": 0.6278, "X4": 0.69777, "Y4": 0.6278, "page": 0, "Index": 367}, {"Word": "port.", "Confidence": 0.955, "X1": 0.72405, "Y1": 0.6142, "X2": 0.75953, "Y2": 0.614, "X3": 0.75953, "Y3": 0.6278, "X4": 0.72405, "Y4": 0.6278, "page": 0, "Index": 368}, {"Word": "Within", "Confidence": 0.992, "X1": 0.76216, "Y1": 0.6142, "X2": 0.80946, "Y2": 0.614, "X3": 0.80946, "Y3": 0.6288, "X4": 0.76216, "Y4": 0.6278, "page": 0, "Index": 369}, {"Word": "this", "Confidence": 0.998, "X1": 0.1866, "Y1": 0.6302, "X2": 0.20762, "Y2": 0.63, "X3": 0.20762, "Y3": 0.6438, "X4": 0.1866, "Y4": 0.6438, "page": 0, "Index": 370}, {"Word": "time", "Confidence": 0.998, "X1": 0.21156, "Y1": 0.6302, "X2": 0.24047, "Y2": 0.63, "X3": 0.24047, "Y3": 0.6438, "X4": 0.21025, "Y4": 0.6438, "page": 0, "Index": 371}, {"Word": "period,", "Confidence": 0.958, "X1": 0.24442, "Y1": 0.6302, "X2": 0.29172, "Y2": 0.63, "X3": 0.29172, "Y3": 0.6438, "X4": 0.24442, "Y4": 0.6438, "page": 0, "Index": 372}, {"Word": "the", "Confidence": 0.995, "X1": 0.29566, "Y1": 0.6302, "X2": 0.318, "Y2": 0.63, "X3": 0.318, "Y3": 0.6438, "X4": 0.29566, "Y4": 0.6438, "page": 0, "Index": 373}, {"Word": "(+/-)", "Confidence": 0.83, "X1": 0.32194, "Y1": 0.6302, "X2": 0.35085, "Y2": 0.63, "X3": 0.34954, "Y3": 0.6438, "X4": 0.32063, "Y4": 0.6438, "page": 0, "Index": 374}, {"Word": "three", "Confidence": 0.996, "X1": 0.35348, "Y1": 0.6302, "X2": 0.38765, "Y2": 0.63, "X3": 0.38765, "Y3": 0.6438, "X4": 0.35348, "Y4": 0.6438, "page": 0, "Index": 375}, {"Word": "standard", "Confidence": 0.994, "X1": 0.39159, "Y1": 0.6302, "X2": 0.45204, "Y2": 0.63, "X3": 0.45204, "Y3": 0.6438, "X4": 0.39159, "Y4": 0.6438, "page": 0, "Index": 376}, {"Word": "deviation", "Confidence": 0.991, "X1": 0.45598, "Y1": 0.6302, "X2": 0.51643, "Y2": 0.63, "X3": 0.51643, "Y3": 0.6438, "X4": 0.45598, "Y4": 0.6438, "page": 0, "Index": 377}, {"Word": "range", "Confidence": 0.996, "X1": 0.52037, "Y1": 0.6302, "X2": 0.5611, "Y2": 0.63, "X3": 0.55979, "Y3": 0.6438, "X4": 0.51905, "Y4": 0.6438, "page": 0, "Index": 378}, {"Word": "was", "Confidence": 0.998, "X1": 0.56373, "Y1": 0.6302, "X2": 0.59264, "Y2": 0.63, "X3": 0.59133, "Y3": 0.6438, "X4": 0.56373, "Y4": 0.6438, "page": 0, "Index": 379}, {"Word": "19%", "Confidence": 0.994, "X1": 0.59658, "Y1": 0.6302, "X2": 0.62549, "Y2": 0.63, "X3": 0.62549, "Y3": 0.6438, "X4": 0.59527, "Y4": 0.6438, "page": 0, "Index": 380}, {"Word": "of", "Confidence": 0.998, "X1": 0.62943, "Y1": 0.6302, "X2": 0.64258, "Y2": 0.63, "X3": 0.64126, "Y3": 0.6438, "X4": 0.62812, "Y4": 0.6438, "page": 0, "Index": 381}, {"Word": "the", "Confidence": 0.994, "X1": 0.64652, "Y1": 0.6302, "X2": 0.66886, "Y2": 0.63, "X3": 0.66754, "Y3": 0.6438, "X4": 0.6452, "Y4": 0.6438, "page": 0, "Index": 382}, {"Word": "over-time", "Confidence": 0.955, "X1": 0.6728, "Y1": 0.6312, "X2": 0.73587, "Y2": 0.631, "X3": 0.73587, "Y3": 0.6438, "X4": 0.67148, "Y4": 0.6438, "page": 0, "Index": 383}, {"Word": "mean", "Confidence": 0.981, "X1": 0.73982, "Y1": 0.6312, "X2": 0.78055, "Y2": 0.631, "X3": 0.78055, "Y3": 0.6438, "X4": 0.7385, "Y4": 0.6438, "page": 0, "Index": 384}, {"Word": "nicotine", "Confidence": 0.991, "X1": 0.18397, "Y1": 0.6462, "X2": 0.23784, "Y2": 0.646, "X3": 0.23653, "Y3": 0.6598, "X4": 0.18397, "Y4": 0.6598, "page": 0, "Index": 385}, {"Word": "yield.", "Confidence": 0.993, "X1": 0.24047, "Y1": 0.6462, "X2": 0.28252, "Y2": 0.646, "X3": 0.28121, "Y3": 0.6598, "X4": 0.24047, "Y4": 0.6598, "page": 0, "Index": 386}, {"Word": "These", "Confidence": 0.994, "X1": 0.28515, "Y1": 0.6462, "X2": 0.32852, "Y2": 0.646, "X3": 0.3272, "Y3": 0.6598, "X4": 0.28515, "Y4": 0.6598, "page": 0, "Index": 387}, {"Word": "data", "Confidence": 0.959, "X1": 0.33246, "Y1": 0.6462, "X2": 0.36137, "Y2": 0.646, "X3": 0.36005, "Y3": 0.6598, "X4": 0.33114, "Y4": 0.6598, "page": 0, "Index": 388}, {"Word": "illustrate", "Confidence": 0.991, "X1": 0.36531, "Y1": 0.6462, "X2": 0.42181, "Y2": 0.646, "X3": 0.4205, "Y3": 0.6598, "X4": 0.36399, "Y4": 0.6598, "page": 0, "Index": 389}, {"Word": "the", "Confidence": 0.995, "X1": 0.42576, "Y1": 0.6462, "X2": 0.44809, "Y2": 0.646, "X3": 0.44678, "Y3": 0.6598, "X4": 0.42444, "Y4": 0.6598, "page": 0, "Index": 390}, {"Word": "need", "Confidence": 0.982, "X1": 0.45072, "Y1": 0.6462, "X2": 0.48489, "Y2": 0.646, "X3": 0.48489, "Y3": 0.6598, "X4": 0.45072, "Y4": 0.6598, "page": 0, "Index": 391}, {"Word": "to", "Confidence": 0.998, "X1": 0.48883, "Y1": 0.6462, "X2": 0.50197, "Y2": 0.646, "X3": 0.50066, "Y3": 0.6598, "X4": 0.48752, "Y4": 0.6598, "page": 0, "Index": 392}, {"Word": "consider", "Confidence": 0.992, "X1": 0.50591, "Y1": 0.6462, "X2": 0.56505, "Y2": 0.646, "X3": 0.56373, "Y3": 0.6598, "X4": 0.5046, "Y4": 0.6598, "page": 0, "Index": 393}, {"Word": "all", "Confidence": 0.991, "X1": 0.56767, "Y1": 0.6462, "X2": 0.58344, "Y2": 0.646, "X3": 0.58213, "Y3": 0.6598, "X4": 0.56767, "Y4": 0.6598, "page": 0, "Index": 394}, {"Word": "sources", "Confidence": 0.949, "X1": 0.58739, "Y1": 0.6462, "X2": 0.64126, "Y2": 0.646, "X3": 0.63995, "Y3": 0.6598, "X4": 0.58607, "Y4": 0.6598, "page": 0, "Index": 395}, {"Word": "of", "Confidence": 0.997, "X1": 0.6452, "Y1": 0.6462, "X2": 0.65834, "Y2": 0.646, "X3": 0.65703, "Y3": 0.6598, "X4": 0.64389, "Y4": 0.6598, "page": 0, "Index": 396}, {"Word": "potential", "Confidence": 0.991, "X1": 0.66229, "Y1": 0.6472, "X2": 0.72011, "Y2": 0.647, "X3": 0.71879, "Y3": 0.6598, "X4": 0.66097, "Y4": 0.6598, "page": 0, "Index": 397}, {"Word": "variation", "Confidence": 0.991, "X1": 0.72273, "Y1": 0.6472, "X2": 0.78318, "Y2": 0.647, "X3": 0.78187, "Y3": 0.6598, "X4": 0.72142, "Y4": 0.6598, "page": 0, "Index": 398}, {"Word": "when", "Confidence": 0.994, "X1": 0.18397, "Y1": 0.6622, "X2": 0.22076, "Y2": 0.662, "X3": 0.21945, "Y3": 0.6758, "X4": 0.18265, "Y4": 0.6758, "page": 0, "Index": 399}, {"Word": "comparing", "Confidence": 0.994, "X1": 0.2247, "Y1": 0.6622, "X2": 0.29698, "Y2": 0.662, "X3": 0.29566, "Y3": 0.6758, "X4": 0.22339, "Y4": 0.6758, "page": 0, "Index": 400}, {"Word": "a", "Confidence": 0.994, "X1": 0.30092, "Y1": 0.6622, "X2": 0.3088, "Y2": 0.662, "X3": 0.30749, "Y3": 0.6758, "X4": 0.29961, "Y4": 0.6758, "page": 0, "Index": 401}, {"Word": "cigarette's", "Confidence": 0.883, "X1": 0.31275, "Y1": 0.6622, "X2": 0.38239, "Y2": 0.662, "X3": 0.38108, "Y3": 0.6758, "X4": 0.31143, "Y4": 0.6758, "page": 0, "Index": 402}, {"Word": "smoke", "Confidence": 0.996, "X1": 0.38633, "Y1": 0.6622, "X2": 0.43101, "Y2": 0.662, "X3": 0.4297, "Y3": 0.6758, "X4": 0.38502, "Y4": 0.6758, "page": 0, "Index": 403}, {"Word": "yields", "Confidence": 0.941, "X1": 0.43495, "Y1": 0.6622, "X2": 0.47438, "Y2": 0.662, "X3": 0.47438, "Y3": 0.6758, "X4": 0.43364, "Y4": 0.6758, "page": 0, "Index": 404}, {"Word": "over", "Confidence": 0.987, "X1": 0.47832, "Y1": 0.6622, "X2": 0.50854, "Y2": 0.662, "X3": 0.50723, "Y3": 0.6758, "X4": 0.477, "Y4": 0.6758, "page": 0, "Index": 405}, {"Word": "time", "Confidence": 0.986, "X1": 0.51117, "Y1": 0.6622, "X2": 0.54139, "Y2": 0.662, "X3": 0.54008, "Y3": 0.6758, "X4": 0.51117, "Y4": 0.6758, "page": 0, "Index": 406}, {"Word": "or", "Confidence": 0.995, "X1": 0.54534, "Y1": 0.6622, "X2": 0.55979, "Y2": 0.662, "X3": 0.55848, "Y3": 0.6758, "X4": 0.54402, "Y4": 0.6758, "page": 0, "Index": 407}, {"Word": "comparing", "Confidence": 0.839, "X1": 0.56242, "Y1": 0.6622, "X2": 0.63469, "Y2": 0.662, "X3": 0.63338, "Y3": 0.6758, "X4": 0.56242, "Y4": 0.6758, "page": 0, "Index": 408}, {"Word": "yields", "Confidence": 0.958, "X1": 0.63732, "Y1": 0.6622, "X2": 0.67674, "Y2": 0.662, "X3": 0.67674, "Y3": 0.6758, "X4": 0.63732, "Y4": 0.6758, "page": 0, "Index": 409}, {"Word": "of", "Confidence": 0.991, "X1": 0.68068, "Y1": 0.6622, "X2": 0.69382, "Y2": 0.662, "X3": 0.69251, "Y3": 0.6758, "X4": 0.67937, "Y4": 0.6758, "page": 0, "Index": 410}, {"Word": "two", "Confidence": 0.958, "X1": 0.69645, "Y1": 0.6622, "X2": 0.72142, "Y2": 0.662, "X3": 0.72142, "Y3": 0.6758, "X4": 0.69645, "Y4": 0.6758, "page": 0, "Index": 411}, {"Word": "cigarettes", "Confidence": 0.971, "X1": 0.72536, "Y1": 0.6622, "X2": 0.79238, "Y2": 0.662, "X3": 0.79106, "Y3": 0.6758, "X4": 0.72536, "Y4": 0.6758, "page": 0, "Index": 412}, {"Word": "at", "Confidence": 0.992, "X1": 0.79501, "Y1": 0.6622, "X2": 0.8134, "Y2": 0.662, "X3": 0.8134, "Y3": 0.6758, "X4": 0.79501, "Y4": 0.6758, "page": 0, "Index": 413}, {"Word": "any", "Confidence": 0.998, "X1": 0.1866, "Y1": 0.6792, "X2": 0.20894, "Y2": 0.679, "X3": 0.20762, "Y3": 0.6928, "X4": 0.18528, "Y4": 0.6928, "page": 0, "Index": 414}, {"Word": "one", "Confidence": 0.998, "X1": 0.21288, "Y1": 0.6782, "X2": 0.23916, "Y2": 0.678, "X3": 0.23784, "Y3": 0.6918, "X4": 0.21156, "Y4": 0.6918, "page": 0, "Index": 415}, {"Word": "time.", "Confidence": 0.996, "X1": 0.2431, "Y1": 0.6792, "X2": 0.27858, "Y2": 0.679, "X3": 0.27858, "Y3": 0.6908, "X4": 0.24179, "Y4": 0.6918, "page": 0, "Index": 416}, {"Word": "7", "Confidence": 0.955, "X1": 0.18397, "Y1": 0.8332, "X2": 0.18922, "Y2": 0.833, "X3": 0.18922, "Y3": 0.8468, "X4": 0.18397, "Y4": 0.8468, "page": 0, "Index": 417}, {"Word": "ISO", "Confidence": 0.652, "X1": 0.19317, "Y1": 0.8332, "X2": 0.21419, "Y2": 0.833, "X3": 0.21419, "Y3": 0.8468, "X4": 0.19317, "Y4": 0.8468, "page": 0, "Index": 418}, {"Word": "Standard", "Confidence": 0.626, "X1": 0.21682, "Y1": 0.8342, "X2": 0.26807, "Y2": 0.834, "X3": 0.26675, "Y3": 0.8468, "X4": 0.21682, "Y4": 0.8468, "page": 0, "Index": 419}, {"Word": "6243.", "Confidence": 0.653, "X1": 0.2707, "Y1": 0.8342, "X2": 0.30223, "Y2": 0.834, "X3": 0.30223, "Y3": 0.8468, "X4": 0.2707, "Y4": 0.8468, "page": 0, "Index": 420}, {"Word": "2005", "Confidence": 0.671, "X1": 0.30618, "Y1": 0.8342, "X2": 0.33377, "Y2": 0.834, "X3": 0.33377, "Y3": 0.8478, "X4": 0.30618, "Y4": 0.8478, "page": 0, "Index": 421}, {"Word": "ed.", "Confidence": 0.955, "X1": 0.33771, "Y1": 0.8342, "X2": 0.35348, "Y2": 0.834, "X3": 0.35348, "Y3": 0.8478, "X4": 0.33771, "Y4": 0.8478, "page": 0, "Index": 422}, {"Word": "Inte", "Confidence": 0.951, "X1": 0.35742, "Y1": 0.8352, "X2": 0.37845, "Y2": 0.835, "X3": 0.37845, "Y3": 0.8478, "X4": 0.35742, "Y4": 0.8478, "page": 0, "Index": 423}, {"Word": "national", "Confidence": 0.885, "X1": 0.38108, "Y1": 0.8352, "X2": 0.42707, "Y2": 0.835, "X3": 0.42707, "Y3": 0.8478, "X4": 0.38108, "Y4": 0.8478, "page": 0, "Index": 424}, {"Word": "Cigarization", "Confidence": 0.664, "X1": 0.43101, "Y1": 0.8352, "X2": 0.50066, "Y2": 0.835, "X3": 0.50066, "Y3": 0.8478, "X4": 0.4297, "Y4": 0.8478, "page": 0, "Index": 425}, {"Word": "\"or", "Confidence": 0.027, "X1": 0.50329, "Y1": 0.8352, "X2": 0.51905, "Y2": 0.835, "X3": 0.51905, "Y3": 0.8478, "X4": 0.50329, "Y4": 0.8478, "page": 0, "Index": 426}, {"Word": "Standardization.", "Confidence": 0.263, "X1": 0.523, "Y1": 0.8352, "X2": 0.61235, "Y2": 0.835, "X3": 0.61235, "Y3": 0.8478, "X4": 0.52168, "Y4": 0.8478, "page": 0, "Index": 427}, {"Word": "Cigarettes", "Confidence": 0.056, "X1": 0.61498, "Y1": 0.8352, "X2": 0.67148, "Y2": 0.835, "X3": 0.67148, "Y3": 0.8478, "X4": 0.61498, "Y4": 0.8478, "page": 0, "Index": 428}, {"Word": "-", "Confidence": 0.995, "X1": 0.67543, "Y1": 0.8352, "X2": 0.682, "Y2": 0.835, "X3": 0.682, "Y3": 0.8478, "X4": 0.67411, "Y4": 0.8478, "page": 0, "Index": 429}, {"Word": "Sampling.", "Confidence": 0.133, "X1": 0.68594, "Y1": 0.8342, "X2": 0.74507, "Y2": 0.834, "X3": 0.74507, "Y3": 0.8478, "X4": 0.68463, "Y4": 0.8478, "page": 0, "Index": 430}, {"Word": "page", "Confidence": 0.608, "X1": 0.44021, "Y1": 0.8542, "X2": 0.47175, "Y2": 0.854, "X3": 0.47175, "Y3": 0.8678, "X4": 0.44021, "Y4": 0.8688, "page": 0, "Index": 431}, {"Word": "10", "Confidence": 0.997, "X1": 0.47569, "Y1": 0.8532, "X2": 0.49014, "Y2": 0.853, "X3": 0.48883, "Y3": 0.8678, "X4": 0.47569, "Y4": 0.8678, "page": 0, "Index": 432}, {"Word": "of", "Confidence": 0.998, "X1": 0.49409, "Y1": 0.8532, "X2": 0.50591, "Y2": 0.853, "X3": 0.50591, "Y3": 0.8678, "X4": 0.49277, "Y4": 0.8678, "page": 0, "Index": 433}, {"Word": "12", "Confidence": 0.998, "X1": 0.50986, "Y1": 0.8522, "X2": 0.52825, "Y2": 0.852, "X3": 0.52825, "Y3": 0.8668, "X4": 0.50986, "Y4": 0.8678, "page": 0, "Index": 434}, {"Word": "3117138011", "Confidence": 0.994, "X1": 0.83049, "Y1": 0.9422, "X2": 0.95401, "Y2": 0.942, "X3": 0.95532, "Y3": 0.9598, "X4": 0.83049, "Y4": 0.9598, "page": 0, "Index": 435}, {"Word": "3117138011", "Confidence": 0.885, "X1": 0.02628, "Y1": 0.9862, "X2": 0.12352, "Y2": 0.986, "X3": 0.12352, "Y3": 0.9978, "X4": 0.0276, "Y4": 0.9978, "page": 0, "Index": 436}]}	"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"
ffbl0219	3	{"lines_data": [{"Word": "from the previous year or there were no previous year data for comparison. It is apparent that", "Confidence": 0.91506, "X1": 0.18397, "Y1": 0.1382, "X2": 0.81997, "Y2": 0.138, "X3": 0.81997, "Y3": 0.1538, "X4": 0.18397, "Y4": 0.1538, "page": 0}, {"Word": "there is no peltern in the sheding intensity in Table 1 Ihus illustrating rancom variation in", "Confidence": 0.84038, "X1": 0.18528, "Y1": 0.1552, "X2": 0.78318, "Y2": 0.155, "X3": 0.78318, "Y3": 0.1688, "X4": 0.18528, "Y4": 0.1688, "page": 0}, {"Word": "MDPH nicoline yields within the Marlboro brand family across reporting years", "Confidence": 0.86336, "X1": 0.18397, "Y1": 0.1712, "X2": 0.70696, "Y2": 0.171, "X3": 0.70696, "Y3": 0.1858, "X4": 0.18397, "Y4": 0.1838, "page": 0}, {"Word": "For all Marlboro brand styles for all reporting years, there was a total of 297 \"year-to-", "Confidence": 0.88394, "X1": 0.2339, "Y1": 0.1932, "X2": 0.80552, "Y2": 0.193, "X3": 0.80552, "Y3": 0.2068, "X4": 0.2339, "Y4": 0.2058, "page": 0}, {"Word": "year\" yield difference sets. Forty-two percent (42%) decreased, 24% were unchanged, and", "Confidence": 0.87108, "X1": 0.18397, "Y1": 0.2082, "X2": 0.80289, "Y2": 0.208, "X3": 0.80289, "Y3": 0.2228, "X4": 0.18397, "Y4": 0.2228, "page": 0}, {"Word": "34% of reported yields increased from the previous year. Only fifteen (15) of all reported", "Confidence": 0.88847, "X1": 0.18265, "Y1": 0.2242, "X2": 0.78581, "Y2": 0.224, "X3": 0.78581, "Y3": 0.2388, "X4": 0.18265, "Y4": 0.2388, "page": 0}, {"Word": "MDPH nicoline yields increased or decreased from the previous year's yield by more than", "Confidence": 0.958, "X1": 0.18397, "Y1": 0.2412, "X2": 0.79238, "Y2": 0.241, "X3": 0.79238, "Y3": 0.2548, "X4": 0.18397, "Y4": 0.2538, "page": 0}, {"Word": "10%. The majority (66%) of brard style yearly yields were within (+/-) 5% of the previous", "Confidence": 0.93425, "X1": 0.18791, "Y1": 0.2552, "X2": 0.78712, "Y2": 0.255, "X3": 0.78712, "Y3": 0.2708, "X4": 0.18791, "Y4": 0.2708, "page": 0}, {"Word": "year's yield.", "Confidence": 0.9805, "X1": 0.18265, "Y1": 0.2722, "X2": 0.27201, "Y2": 0.272, "X3": 0.27201, "Y3": 0.2858, "X4": 0.18265, "Y4": 0.2868, "page": 0}, {"Word": "Table 1. Marlboro Drand Style Repo ted MDPH Nicotine Yields, mp/cigarete", "Confidence": 0.83045, "X1": 0.15112, "Y1": 0.3202, "X2": 0.58081, "Y2": 0.32, "X3": 0.58081, "Y3": 0.3328, "X4": 0.15112, "Y4": 0.3318, "page": 0}, {"Word": "Muitoto lass d utlu sikudney e di soytilod ba Assuas sulle DupurIncal al Publo Pc.Ah in yosu 1997 2008.", "Confidence": 0.34505, "X1": 0.33903, "Y1": 0.3382, "X2": 0.82917, "Y2": 0.338, "X3": 0.82917, "Y3": 0.3488, "X4": 0.33903, "Y4": 0.3488, "page": 0}, {"Word": "shaded; those ur changed are not shaded.", "Confidence": 0.45486, "X1": 0.34034, "Y1": 0.3582, "X2": 0.52694, "Y2": 0.358, "X3": 0.52694, "Y3": 0.3658, "X4": 0.34034, "Y4": 0.3668, "page": 0}, {"Word": "1.4", "Confidence": 0.317, "X1": 0.43627, "Y1": 0.4352, "X2": 0.45466, "Y2": 0.435, "X3": 0.45598, "Y3": 0.4438, "X4": 0.43758, "Y4": 0.4438, "page": 0}, {"Word": "2-126", "Confidence": 0.322, "X1": 0.64126, "Y1": 0.4442, "X2": 0.6728, "Y2": 0.444, "X3": 0.6728, "Y3": 0.4518, "X4": 0.64126, "Y4": 0.4508, "page": 0}, {"Word": "13", "Confidence": 0.624, "X1": 0.60578, "Y1": 0.4622, "X2": 0.62812, "Y2": 0.462, "X3": 0.62812, "Y3": 0.4698, "X4": 0.60578, "Y4": 0.4698, "page": 0}, {"Word": "FX1", "Confidence": 0.61, "X1": 0.52562, "Y1": 0.4782, "X2": 0.53876, "Y2": 0.478, "X3": 0.53876, "Y3": 0.4848, "X4": 0.52562, "Y4": 0.4848, "page": 0}, {"Word": "-", "Confidence": 0.743, "X1": 0.35348, "Y1": 0.4872, "X2": 0.36794, "Y2": 0.487, "X3": 0.36662, "Y3": 0.4948, "X4": 0.35217, "Y4": 0.4948, "page": 0}, {"Word": "149 tons Seventy Theze Bertitl /S wer\" Box", "Confidence": 0.10462, "X1": 0.15243, "Y1": 0.5122, "X2": 0.31669, "Y2": 0.512, "X3": 0.31669, "Y3": 0.5198, "X4": 0.15243, "Y4": 0.5208, "page": 0}, {"Word": "22", "Confidence": 0.789, "X1": 0.52562, "Y1": 0.5272, "X2": 0.54402, "Y2": 0.527, "X3": 0.54271, "Y3": 0.5358, "X4": 0.52431, "Y4": 0.5358, "page": 0}, {"Word": "We tore Lato Menthol box", "Confidence": 0.1598, "X1": 0.1498, "Y1": 0.5712, "X2": 0.25887, "Y2": 0.571, "X3": 0.25756, "Y3": 0.5788, "X4": 0.14849, "Y4": 0.5778, "page": 0}, {"Word": "Na tore l'odan Sus", "Confidence": 0.10475, "X1": 0.15243, "Y1": 0.5792, "X2": 0.2339, "Y2": 0.579, "X3": 0.2339, "Y3": 0.5868, "X4": 0.15243, "Y4": 0.5868, "page": 0}, {"Word": "His tor BergNo. 27 Sce Pak:", "Confidence": 0.299, "X1": 0.15112, "Y1": 0.6542, "X2": 0.27332, "Y2": 0.654, "X3": 0.27332, "Y3": 0.6618, "X4": 0.15112, "Y4": 0.6618, "page": 0}, {"Word": "Minor differences in MDPH nicotine yieldis measured to the hundredth mg, as seen for", "Confidence": 0.89071, "X1": 0.23259, "Y1": 0.8062, "X2": 0.81735, "Y2": 0.806, "X3": 0.81735, "Y3": 0.8208, "X4": 0.23259, "Y4": 0.8208, "page": 0}, {"Word": "example in Figure 2, would not be apparent when those yields were reported rourded to the", "Confidence": 0.97163, "X1": 0.18397, "Y1": 0.8222, "X2": 0.80552, "Y2": 0.822, "X3": 0.80552, "Y3": 0.8368, "X4": 0.18397, "Y4": 0.8368, "page": 0}, {"Word": "page 4 of 12", "Confidence": 0.9885, "X1": 0.44152, "Y1": 0.8522, "X2": 0.52562, "Y2": 0.852, "X3": 0.52694, "Y3": 0.8658, "X4": 0.44152, "Y4": 0.8688, "page": 0}, {"Word": "3117138005", "Confidence": 0.955, "X1": 0.82786, "Y1": 0.9422, "X2": 0.95795, "Y2": 0.942, "X3": 0.95795, "Y3": 0.9588, "X4": 0.82786, "Y4": 0.9598, "page": 0}, {"Word": "3117138005", "Confidence": 0.901, "X1": 0.02628, "Y1": 0.9852, "X2": 0.12746, "Y2": 0.985, "X3": 0.12746, "Y3": 0.9978, "X4": 0.02628, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "from", "Confidence": 0.994, "X1": 0.18397, "Y1": 0.1392, "X2": 0.21288, "Y2": 0.139, "X3": 0.21288, "Y3": 0.1528, "X4": 0.18397, "Y4": 0.1518, "page": 0, "Index": 0}, {"Word": "the", "Confidence": 0.994, "X1": 0.21813, "Y1": 0.1392, "X2": 0.24047, "Y2": 0.139, "X3": 0.24047, "Y3": 0.1528, "X4": 0.21813, "Y4": 0.1528, "page": 0, "Index": 1}, {"Word": "previous", "Confidence": 0.67, "X1": 0.24442, "Y1": 0.1392, "X2": 0.30223, "Y2": 0.139, "X3": 0.30092, "Y3": 0.1528, "X4": 0.24442, "Y4": 0.1528, "page": 0, "Index": 2}, {"Word": "year", "Confidence": 0.888, "X1": 0.30486, "Y1": 0.1402, "X2": 0.3364, "Y2": 0.14, "X3": 0.3364, "Y3": 0.1538, "X4": 0.30486, "Y4": 0.1528, "page": 0, "Index": 3}, {"Word": "or", "Confidence": 0.951, "X1": 0.33903, "Y1": 0.1402, "X2": 0.35348, "Y2": 0.14, "X3": 0.35348, "Y3": 0.1538, "X4": 0.33903, "Y4": 0.1538, "page": 0, "Index": 4}, {"Word": "there", "Confidence": 0.997, "X1": 0.35742, "Y1": 0.1402, "X2": 0.3929, "Y2": 0.14, "X3": 0.39159, "Y3": 0.1538, "X4": 0.35611, "Y4": 0.1538, "page": 0, "Index": 5}, {"Word": "were", "Confidence": 0.991, "X1": 0.39553, "Y1": 0.1402, "X2": 0.4297, "Y2": 0.14, "X3": 0.42838, "Y3": 0.1538, "X4": 0.39553, "Y4": 0.1538, "page": 0, "Index": 6}, {"Word": "no", "Confidence": 0.996, "X1": 0.43233, "Y1": 0.1402, "X2": 0.45072, "Y2": 0.14, "X3": 0.45072, "Y3": 0.1538, "X4": 0.43233, "Y4": 0.1538, "page": 0, "Index": 7}, {"Word": "previous", "Confidence": 0.991, "X1": 0.45466, "Y1": 0.1402, "X2": 0.51248, "Y2": 0.14, "X3": 0.51248, "Y3": 0.1538, "X4": 0.45466, "Y4": 0.1538, "page": 0, "Index": 8}, {"Word": "year", "Confidence": 0.803, "X1": 0.51643, "Y1": 0.1402, "X2": 0.54534, "Y2": 0.14, "X3": 0.54534, "Y3": 0.1538, "X4": 0.51643, "Y4": 0.1538, "page": 0, "Index": 9}, {"Word": "data", "Confidence": 0.627, "X1": 0.54928, "Y1": 0.1392, "X2": 0.58081, "Y2": 0.139, "X3": 0.5795, "Y3": 0.1538, "X4": 0.54928, "Y4": 0.1538, "page": 0, "Index": 10}, {"Word": "for", "Confidence": 0.998, "X1": 0.58344, "Y1": 0.1392, "X2": 0.60184, "Y2": 0.139, "X3": 0.60184, "Y3": 0.1538, "X4": 0.58344, "Y4": 0.1538, "page": 0, "Index": 11}, {"Word": "comparison.", "Confidence": 0.886, "X1": 0.60578, "Y1": 0.1392, "X2": 0.69251, "Y2": 0.139, "X3": 0.69251, "Y3": 0.1538, "X4": 0.60578, "Y4": 0.1538, "page": 0, "Index": 12}, {"Word": "It", "Confidence": 0.956, "X1": 0.69645, "Y1": 0.1392, "X2": 0.70565, "Y2": 0.139, "X3": 0.70434, "Y3": 0.1538, "X4": 0.69645, "Y4": 0.1538, "page": 0, "Index": 13}, {"Word": "is", "Confidence": 0.994, "X1": 0.70959, "Y1": 0.1392, "X2": 0.72142, "Y2": 0.139, "X3": 0.72011, "Y3": 0.1538, "X4": 0.70828, "Y4": 0.1538, "page": 0, "Index": 14}, {"Word": "apparent", "Confidence": 0.901, "X1": 0.72536, "Y1": 0.1392, "X2": 0.78581, "Y2": 0.139, "X3": 0.78449, "Y3": 0.1528, "X4": 0.72405, "Y4": 0.1538, "page": 0, "Index": 15}, {"Word": "that", "Confidence": 0.919, "X1": 0.78844, "Y1": 0.1392, "X2": 0.82129, "Y2": 0.139, "X3": 0.81997, "Y3": 0.1528, "X4": 0.78844, "Y4": 0.1528, "page": 0, "Index": 16}, {"Word": "there", "Confidence": 0.995, "X1": 0.1866, "Y1": 0.1552, "X2": 0.21945, "Y2": 0.155, "X3": 0.21813, "Y3": 0.1678, "X4": 0.18528, "Y4": 0.1678, "page": 0, "Index": 17}, {"Word": "is", "Confidence": 0.998, "X1": 0.22339, "Y1": 0.1552, "X2": 0.2339, "Y2": 0.155, "X3": 0.23259, "Y3": 0.1678, "X4": 0.22208, "Y4": 0.1678, "page": 0, "Index": 18}, {"Word": "no", "Confidence": 0.941, "X1": 0.23784, "Y1": 0.1552, "X2": 0.25493, "Y2": 0.155, "X3": 0.25493, "Y3": 0.1688, "X4": 0.23653, "Y4": 0.1678, "page": 0, "Index": 19}, {"Word": "peltern", "Confidence": 0.796, "X1": 0.25887, "Y1": 0.1552, "X2": 0.30749, "Y2": 0.155, "X3": 0.30618, "Y3": 0.1688, "X4": 0.25887, "Y4": 0.1688, "page": 0, "Index": 20}, {"Word": "in", "Confidence": 0.998, "X1": 0.31012, "Y1": 0.1552, "X2": 0.32326, "Y2": 0.155, "X3": 0.32194, "Y3": 0.1688, "X4": 0.31012, "Y4": 0.1688, "page": 0, "Index": 21}, {"Word": "the", "Confidence": 0.998, "X1": 0.32589, "Y1": 0.1552, "X2": 0.34954, "Y2": 0.155, "X3": 0.34823, "Y3": 0.1688, "X4": 0.32589, "Y4": 0.1688, "page": 0, "Index": 22}, {"Word": "sheding", "Confidence": 0.04, "X1": 0.35217, "Y1": 0.1552, "X2": 0.40604, "Y2": 0.155, "X3": 0.40473, "Y3": 0.1698, "X4": 0.35217, "Y4": 0.1688, "page": 0, "Index": 23}, {"Word": "intensity", "Confidence": 0.906, "X1": 0.40867, "Y1": 0.1552, "X2": 0.46649, "Y2": 0.155, "X3": 0.46649, "Y3": 0.1698, "X4": 0.40867, "Y4": 0.1698, "page": 0, "Index": 24}, {"Word": "in", "Confidence": 0.998, "X1": 0.47043, "Y1": 0.1552, "X2": 0.48357, "Y2": 0.155, "X3": 0.48226, "Y3": 0.1698, "X4": 0.46912, "Y4": 0.1698, "page": 0, "Index": 25}, {"Word": "Table", "Confidence": 0.768, "X1": 0.48752, "Y1": 0.1552, "X2": 0.52694, "Y2": 0.155, "X3": 0.52562, "Y3": 0.1698, "X4": 0.4862, "Y4": 0.1698, "page": 0, "Index": 26}, {"Word": "1", "Confidence": 0.993, "X1": 0.53088, "Y1": 0.1552, "X2": 0.54139, "Y2": 0.155, "X3": 0.54008, "Y3": 0.1698, "X4": 0.52957, "Y4": 0.1698, "page": 0, "Index": 27}, {"Word": "Ihus", "Confidence": 0.832, "X1": 0.54534, "Y1": 0.1552, "X2": 0.57424, "Y2": 0.155, "X3": 0.57424, "Y3": 0.1698, "X4": 0.54402, "Y4": 0.1698, "page": 0, "Index": 28}, {"Word": "illustrating", "Confidence": 0.852, "X1": 0.57819, "Y1": 0.1552, "X2": 0.64652, "Y2": 0.155, "X3": 0.64652, "Y3": 0.1698, "X4": 0.57687, "Y4": 0.1698, "page": 0, "Index": 29}, {"Word": "rancom", "Confidence": 0.932, "X1": 0.65046, "Y1": 0.1552, "X2": 0.70039, "Y2": 0.155, "X3": 0.69908, "Y3": 0.1688, "X4": 0.64915, "Y4": 0.1698, "page": 0, "Index": 30}, {"Word": "variation", "Confidence": 0.401, "X1": 0.70696, "Y1": 0.1562, "X2": 0.76478, "Y2": 0.156, "X3": 0.76347, "Y3": 0.1688, "X4": 0.70565, "Y4": 0.1688, "page": 0, "Index": 31}, {"Word": "in", "Confidence": 0.998, "X1": 0.76873, "Y1": 0.1562, "X2": 0.78449, "Y2": 0.156, "X3": 0.78318, "Y3": 0.1688, "X4": 0.76741, "Y4": 0.1688, "page": 0, "Index": 32}, {"Word": "MDPH", "Confidence": 0.982, "X1": 0.18397, "Y1": 0.1702, "X2": 0.22865, "Y2": 0.17, "X3": 0.22865, "Y3": 0.1838, "X4": 0.18397, "Y4": 0.1838, "page": 0, "Index": 33}, {"Word": "nicoline", "Confidence": 0.659, "X1": 0.23259, "Y1": 0.1702, "X2": 0.28515, "Y2": 0.17, "X3": 0.28515, "Y3": 0.1848, "X4": 0.23259, "Y4": 0.1838, "page": 0, "Index": 34}, {"Word": "yields", "Confidence": 0.991, "X1": 0.28909, "Y1": 0.1702, "X2": 0.3272, "Y2": 0.17, "X3": 0.3272, "Y3": 0.1848, "X4": 0.28909, "Y4": 0.1848, "page": 0, "Index": 35}, {"Word": "within", "Confidence": 0.994, "X1": 0.33114, "Y1": 0.1702, "X2": 0.37188, "Y2": 0.17, "X3": 0.37188, "Y3": 0.1848, "X4": 0.33114, "Y4": 0.1848, "page": 0, "Index": 36}, {"Word": "the", "Confidence": 0.998, "X1": 0.37582, "Y1": 0.1702, "X2": 0.39816, "Y2": 0.17, "X3": 0.39685, "Y3": 0.1848, "X4": 0.37582, "Y4": 0.1848, "page": 0, "Index": 37}, {"Word": "Marlboro", "Confidence": 0.881, "X1": 0.4021, "Y1": 0.1702, "X2": 0.46124, "Y2": 0.17, "X3": 0.46124, "Y3": 0.1858, "X4": 0.40079, "Y4": 0.1848, "page": 0, "Index": 38}, {"Word": "brand", "Confidence": 0.996, "X1": 0.46518, "Y1": 0.1712, "X2": 0.5046, "Y2": 0.171, "X3": 0.5046, "Y3": 0.1858, "X4": 0.46518, "Y4": 0.1858, "page": 0, "Index": 39}, {"Word": "family", "Confidence": 0.995, "X1": 0.50854, "Y1": 0.1712, "X2": 0.54928, "Y2": 0.171, "X3": 0.54928, "Y3": 0.1858, "X4": 0.50854, "Y4": 0.1858, "page": 0, "Index": 40}, {"Word": "across", "Confidence": 0.994, "X1": 0.55322, "Y1": 0.1712, "X2": 0.5979, "Y2": 0.171, "X3": 0.59658, "Y3": 0.1858, "X4": 0.55322, "Y4": 0.1858, "page": 0, "Index": 41}, {"Word": "reporting", "Confidence": 0.132, "X1": 0.60184, "Y1": 0.1712, "X2": 0.66097, "Y2": 0.171, "X3": 0.66097, "Y3": 0.1858, "X4": 0.60053, "Y4": 0.1858, "page": 0, "Index": 42}, {"Word": "years", "Confidence": 0.875, "X1": 0.66491, "Y1": 0.1722, "X2": 0.70828, "Y2": 0.172, "X3": 0.70696, "Y3": 0.1858, "X4": 0.66491, "Y4": 0.1858, "page": 0, "Index": 43}, {"Word": "For", "Confidence": 0.998, "X1": 0.23522, "Y1": 0.1932, "X2": 0.25624, "Y2": 0.193, "X3": 0.25624, "Y3": 0.2058, "X4": 0.23522, "Y4": 0.2058, "page": 0, "Index": 44}, {"Word": "all", "Confidence": 0.991, "X1": 0.26018, "Y1": 0.1932, "X2": 0.27727, "Y2": 0.193, "X3": 0.27595, "Y3": 0.2068, "X4": 0.26018, "Y4": 0.2058, "page": 0, "Index": 45}, {"Word": "Marlboro", "Confidence": 0.868, "X1": 0.27989, "Y1": 0.1932, "X2": 0.34034, "Y2": 0.193, "X3": 0.33903, "Y3": 0.2068, "X4": 0.27989, "Y4": 0.2068, "page": 0, "Index": 46}, {"Word": "brand", "Confidence": 0.364, "X1": 0.34428, "Y1": 0.1932, "X2": 0.38371, "Y2": 0.193, "X3": 0.38239, "Y3": 0.2068, "X4": 0.34297, "Y4": 0.2068, "page": 0, "Index": 47}, {"Word": "styles", "Confidence": 0.991, "X1": 0.38765, "Y1": 0.1932, "X2": 0.42707, "Y2": 0.193, "X3": 0.42576, "Y3": 0.2068, "X4": 0.38633, "Y4": 0.2068, "page": 0, "Index": 48}, {"Word": "for", "Confidence": 0.991, "X1": 0.43101, "Y1": 0.1932, "X2": 0.44941, "Y2": 0.193, "X3": 0.44809, "Y3": 0.2068, "X4": 0.4297, "Y4": 0.2068, "page": 0, "Index": 49}, {"Word": "all", "Confidence": 0.998, "X1": 0.45335, "Y1": 0.1932, "X2": 0.46781, "Y2": 0.193, "X3": 0.46781, "Y3": 0.2068, "X4": 0.45204, "Y4": 0.2068, "page": 0, "Index": 50}, {"Word": "reporting", "Confidence": 0.991, "X1": 0.47175, "Y1": 0.1932, "X2": 0.53219, "Y2": 0.193, "X3": 0.53219, "Y3": 0.2068, "X4": 0.47043, "Y4": 0.2068, "page": 0, "Index": 51}, {"Word": "years,", "Confidence": 0.621, "X1": 0.53614, "Y1": 0.1932, "X2": 0.57819, "Y2": 0.193, "X3": 0.57687, "Y3": 0.2078, "X4": 0.53482, "Y4": 0.2068, "page": 0, "Index": 52}, {"Word": "there", "Confidence": 0.995, "X1": 0.58213, "Y1": 0.1932, "X2": 0.61629, "Y2": 0.193, "X3": 0.61629, "Y3": 0.2078, "X4": 0.58081, "Y4": 0.2078, "page": 0, "Index": 53}, {"Word": "was", "Confidence": 0.991, "X1": 0.62024, "Y1": 0.1932, "X2": 0.64783, "Y2": 0.193, "X3": 0.64652, "Y3": 0.2078, "X4": 0.61892, "Y4": 0.2078, "page": 0, "Index": 54}, {"Word": "a", "Confidence": 0.847, "X1": 0.65177, "Y1": 0.1932, "X2": 0.66097, "Y2": 0.193, "X3": 0.66097, "Y3": 0.2078, "X4": 0.65046, "Y4": 0.2078, "page": 0, "Index": 55}, {"Word": "total", "Confidence": 0.624, "X1": 0.66491, "Y1": 0.1932, "X2": 0.69382, "Y2": 0.193, "X3": 0.69251, "Y3": 0.2078, "X4": 0.6636, "Y4": 0.2078, "page": 0, "Index": 56}, {"Word": "of", "Confidence": 0.941, "X1": 0.69777, "Y1": 0.1932, "X2": 0.71091, "Y2": 0.193, "X3": 0.70959, "Y3": 0.2078, "X4": 0.69645, "Y4": 0.2078, "page": 0, "Index": 57}, {"Word": "297", "Confidence": 0.998, "X1": 0.71485, "Y1": 0.1932, "X2": 0.73982, "Y2": 0.193, "X3": 0.7385, "Y3": 0.2078, "X4": 0.71353, "Y4": 0.2078, "page": 0, "Index": 58}, {"Word": "\"year-to-", "Confidence": 0.934, "X1": 0.74376, "Y1": 0.1932, "X2": 0.80552, "Y2": 0.193, "X3": 0.8042, "Y3": 0.2078, "X4": 0.74244, "Y4": 0.2078, "page": 0, "Index": 59}, {"Word": "year\"", "Confidence": 0.991, "X1": 0.18528, "Y1": 0.2092, "X2": 0.21813, "Y2": 0.209, "X3": 0.21813, "Y3": 0.2238, "X4": 0.18397, "Y4": 0.2238, "page": 0, "Index": 60}, {"Word": "yield", "Confidence": 0.955, "X1": 0.22208, "Y1": 0.2092, "X2": 0.25361, "Y2": 0.209, "X3": 0.25361, "Y3": 0.2228, "X4": 0.22208, "Y4": 0.2238, "page": 0, "Index": 61}, {"Word": "difference", "Confidence": 0.892, "X1": 0.25756, "Y1": 0.2092, "X2": 0.32589, "Y2": 0.209, "X3": 0.32457, "Y3": 0.2228, "X4": 0.25756, "Y4": 0.2228, "page": 0, "Index": 62}, {"Word": "sets.", "Confidence": 0.955, "X1": 0.32852, "Y1": 0.2082, "X2": 0.36531, "Y2": 0.208, "X3": 0.36531, "Y3": 0.2228, "X4": 0.32852, "Y4": 0.2228, "page": 0, "Index": 63}, {"Word": "Forty-two", "Confidence": 0.807, "X1": 0.36925, "Y1": 0.2082, "X2": 0.43364, "Y2": 0.208, "X3": 0.43233, "Y3": 0.2228, "X4": 0.36925, "Y4": 0.2228, "page": 0, "Index": 64}, {"Word": "percent", "Confidence": 0.993, "X1": 0.43758, "Y1": 0.2082, "X2": 0.48883, "Y2": 0.208, "X3": 0.48752, "Y3": 0.2228, "X4": 0.43627, "Y4": 0.2228, "page": 0, "Index": 65}, {"Word": "(42%)", "Confidence": 0.991, "X1": 0.49277, "Y1": 0.2082, "X2": 0.53351, "Y2": 0.208, "X3": 0.53219, "Y3": 0.2228, "X4": 0.49146, "Y4": 0.2228, "page": 0, "Index": 66}, {"Word": "decreased,", "Confidence": 0.286, "X1": 0.53745, "Y1": 0.2092, "X2": 0.61367, "Y2": 0.209, "X3": 0.61235, "Y3": 0.2228, "X4": 0.53614, "Y4": 0.2228, "page": 0, "Index": 67}, {"Word": "24%", "Confidence": 0.994, "X1": 0.61761, "Y1": 0.2092, "X2": 0.64783, "Y2": 0.209, "X3": 0.64652, "Y3": 0.2228, "X4": 0.61498, "Y4": 0.2228, "page": 0, "Index": 68}, {"Word": "were", "Confidence": 0.989, "X1": 0.65177, "Y1": 0.2092, "X2": 0.68463, "Y2": 0.209, "X3": 0.68331, "Y3": 0.2238, "X4": 0.64915, "Y4": 0.2238, "page": 0, "Index": 69}, {"Word": "unchanged,", "Confidence": 0.602, "X1": 0.68857, "Y1": 0.2092, "X2": 0.76873, "Y2": 0.209, "X3": 0.7661, "Y3": 0.2238, "X4": 0.68594, "Y4": 0.2238, "page": 0, "Index": 70}, {"Word": "and", "Confidence": 0.998, "X1": 0.77267, "Y1": 0.2102, "X2": 0.80158, "Y2": 0.21, "X3": 0.79895, "Y3": 0.2238, "X4": 0.77004, "Y4": 0.2238, "page": 0, "Index": 71}, {"Word": "34%", "Confidence": 0.979, "X1": 0.18528, "Y1": 0.2242, "X2": 0.21419, "Y2": 0.224, "X3": 0.21288, "Y3": 0.2388, "X4": 0.18397, "Y4": 0.2388, "page": 0, "Index": 72}, {"Word": "of", "Confidence": 0.995, "X1": 0.21813, "Y1": 0.2242, "X2": 0.23127, "Y2": 0.224, "X3": 0.22996, "Y3": 0.2388, "X4": 0.21682, "Y4": 0.2388, "page": 0, "Index": 73}, {"Word": "reported", "Confidence": 0.628, "X1": 0.23522, "Y1": 0.2242, "X2": 0.29172, "Y2": 0.224, "X3": 0.29041, "Y3": 0.2398, "X4": 0.2339, "Y4": 0.2388, "page": 0, "Index": 74}, {"Word": "yields", "Confidence": 0.991, "X1": 0.29566, "Y1": 0.2242, "X2": 0.33509, "Y2": 0.224, "X3": 0.33509, "Y3": 0.2398, "X4": 0.29435, "Y4": 0.2398, "page": 0, "Index": 75}, {"Word": "increased", "Confidence": 0.994, "X1": 0.33903, "Y1": 0.2242, "X2": 0.40473, "Y2": 0.224, "X3": 0.40473, "Y3": 0.2398, "X4": 0.33903, "Y4": 0.2398, "page": 0, "Index": 76}, {"Word": "from", "Confidence": 0.983, "X1": 0.40867, "Y1": 0.2242, "X2": 0.4389, "Y2": 0.224, "X3": 0.4389, "Y3": 0.2398, "X4": 0.40867, "Y4": 0.2398, "page": 0, "Index": 77}, {"Word": "the", "Confidence": 0.622, "X1": 0.44284, "Y1": 0.2252, "X2": 0.46649, "Y2": 0.225, "X3": 0.46518, "Y3": 0.2398, "X4": 0.44284, "Y4": 0.2398, "page": 0, "Index": 78}, {"Word": "previous", "Confidence": 0.992, "X1": 0.47043, "Y1": 0.2252, "X2": 0.52694, "Y2": 0.225, "X3": 0.52562, "Y3": 0.2398, "X4": 0.46912, "Y4": 0.2398, "page": 0, "Index": 79}, {"Word": "year.", "Confidence": 0.991, "X1": 0.53088, "Y1": 0.2252, "X2": 0.56899, "Y2": 0.225, "X3": 0.56767, "Y3": 0.2398, "X4": 0.52957, "Y4": 0.2398, "page": 0, "Index": 80}, {"Word": "Only", "Confidence": 0.982, "X1": 0.57293, "Y1": 0.2252, "X2": 0.60447, "Y2": 0.225, "X3": 0.60315, "Y3": 0.2398, "X4": 0.57162, "Y4": 0.2398, "page": 0, "Index": 81}, {"Word": "fifteen", "Confidence": 0.41, "X1": 0.60841, "Y1": 0.2252, "X2": 0.65046, "Y2": 0.225, "X3": 0.64915, "Y3": 0.2398, "X4": 0.6071, "Y4": 0.2398, "page": 0, "Index": 82}, {"Word": "(15)", "Confidence": 0.809, "X1": 0.6544, "Y1": 0.2252, "X2": 0.682, "Y2": 0.225, "X3": 0.68068, "Y3": 0.2398, "X4": 0.65309, "Y4": 0.2398, "page": 0, "Index": 83}, {"Word": "of", "Confidence": 0.998, "X1": 0.68594, "Y1": 0.2252, "X2": 0.69908, "Y2": 0.225, "X3": 0.69777, "Y3": 0.2398, "X4": 0.68463, "Y4": 0.2398, "page": 0, "Index": 84}, {"Word": "all", "Confidence": 0.998, "X1": 0.70302, "Y1": 0.2252, "X2": 0.71748, "Y2": 0.225, "X3": 0.71616, "Y3": 0.2398, "X4": 0.70171, "Y4": 0.2398, "page": 0, "Index": 85}, {"Word": "reported", "Confidence": 0.955, "X1": 0.72142, "Y1": 0.2252, "X2": 0.78187, "Y2": 0.225, "X3": 0.78055, "Y3": 0.2398, "X4": 0.72011, "Y4": 0.2398, "page": 0, "Index": 86}, {"Word": "MDPH", "Confidence": 0.981, "X1": 0.18397, "Y1": 0.2412, "X2": 0.22865, "Y2": 0.241, "X3": 0.22865, "Y3": 0.2538, "X4": 0.18397, "Y4": 0.2538, "page": 0, "Index": 87}, {"Word": "nicoline", "Confidence": 0.641, "X1": 0.23259, "Y1": 0.2412, "X2": 0.28515, "Y2": 0.241, "X3": 0.28515, "Y3": 0.2538, "X4": 0.23259, "Y4": 0.2538, "page": 0, "Index": 88}, {"Word": "yields", "Confidence": 0.991, "X1": 0.28909, "Y1": 0.2412, "X2": 0.32983, "Y2": 0.241, "X3": 0.32852, "Y3": 0.2548, "X4": 0.28909, "Y4": 0.2548, "page": 0, "Index": 89}, {"Word": "increased", "Confidence": 0.994, "X1": 0.33246, "Y1": 0.2412, "X2": 0.39947, "Y2": 0.241, "X3": 0.39947, "Y3": 0.2548, "X4": 0.33246, "Y4": 0.2548, "page": 0, "Index": 90}, {"Word": "or", "Confidence": 0.955, "X1": 0.40342, "Y1": 0.2412, "X2": 0.41656, "Y2": 0.241, "X3": 0.41656, "Y3": 0.2548, "X4": 0.4021, "Y4": 0.2548, "page": 0, "Index": 91}, {"Word": "decreased", "Confidence": 0.993, "X1": 0.4205, "Y1": 0.2412, "X2": 0.49146, "Y2": 0.241, "X3": 0.49146, "Y3": 0.2548, "X4": 0.41919, "Y4": 0.2548, "page": 0, "Index": 92}, {"Word": "from", "Confidence": 0.988, "X1": 0.4954, "Y1": 0.2412, "X2": 0.52431, "Y2": 0.241, "X3": 0.52431, "Y3": 0.2548, "X4": 0.49409, "Y4": 0.2548, "page": 0, "Index": 93}, {"Word": "the", "Confidence": 0.955, "X1": 0.52957, "Y1": 0.2412, "X2": 0.55191, "Y2": 0.241, "X3": 0.55059, "Y3": 0.2548, "X4": 0.52957, "Y4": 0.2548, "page": 0, "Index": 94}, {"Word": "previous", "Confidence": 0.97, "X1": 0.55585, "Y1": 0.2412, "X2": 0.61367, "Y2": 0.241, "X3": 0.61235, "Y3": 0.2548, "X4": 0.55453, "Y4": 0.2548, "page": 0, "Index": 95}, {"Word": "year's", "Confidence": 0.994, "X1": 0.61761, "Y1": 0.2412, "X2": 0.65703, "Y2": 0.241, "X3": 0.65703, "Y3": 0.2558, "X4": 0.61629, "Y4": 0.2548, "page": 0, "Index": 96}, {"Word": "yield", "Confidence": 0.992, "X1": 0.66097, "Y1": 0.2412, "X2": 0.69382, "Y2": 0.241, "X3": 0.69251, "Y3": 0.2558, "X4": 0.65966, "Y4": 0.2558, "page": 0, "Index": 97}, {"Word": "by", "Confidence": 0.997, "X1": 0.69645, "Y1": 0.2412, "X2": 0.71353, "Y2": 0.241, "X3": 0.71353, "Y3": 0.2558, "X4": 0.69645, "Y4": 0.2558, "page": 0, "Index": 98}, {"Word": "more", "Confidence": 0.991, "X1": 0.71748, "Y1": 0.2412, "X2": 0.75164, "Y2": 0.241, "X3": 0.75164, "Y3": 0.2558, "X4": 0.71616, "Y4": 0.2558, "page": 0, "Index": 99}, {"Word": "than", "Confidence": 0.97, "X1": 0.75558, "Y1": 0.2412, "X2": 0.78844, "Y2": 0.241, "X3": 0.78712, "Y3": 0.2558, "X4": 0.75427, "Y4": 0.2558, "page": 0, "Index": 100}, {"Word": "10%.", "Confidence": 0.991, "X1": 0.18791, "Y1": 0.2562, "X2": 0.2247, "Y2": 0.256, "X3": 0.2247, "Y3": 0.2708, "X4": 0.18791, "Y4": 0.2698, "page": 0, "Index": 101}, {"Word": "The", "Confidence": 0.998, "X1": 0.22865, "Y1": 0.2562, "X2": 0.25361, "Y2": 0.256, "X3": 0.2523, "Y3": 0.2708, "X4": 0.22733, "Y4": 0.2708, "page": 0, "Index": 102}, {"Word": "majority", "Confidence": 0.972, "X1": 0.25756, "Y1": 0.2562, "X2": 0.31012, "Y2": 0.256, "X3": 0.31012, "Y3": 0.2708, "X4": 0.25624, "Y4": 0.2708, "page": 0, "Index": 103}, {"Word": "(66%)", "Confidence": 0.629, "X1": 0.31406, "Y1": 0.2562, "X2": 0.3548, "Y2": 0.256, "X3": 0.3548, "Y3": 0.2708, "X4": 0.31406, "Y4": 0.2708, "page": 0, "Index": 104}, {"Word": "of", "Confidence": 0.998, "X1": 0.35874, "Y1": 0.2562, "X2": 0.37188, "Y2": 0.256, "X3": 0.37057, "Y3": 0.2708, "X4": 0.35742, "Y4": 0.2708, "page": 0, "Index": 105}, {"Word": "brard", "Confidence": 0.991, "X1": 0.37582, "Y1": 0.2562, "X2": 0.41524, "Y2": 0.256, "X3": 0.41524, "Y3": 0.2708, "X4": 0.37451, "Y4": 0.2708, "page": 0, "Index": 106}, {"Word": "style", "Confidence": 0.995, "X1": 0.41919, "Y1": 0.2562, "X2": 0.45072, "Y2": 0.256, "X3": 0.45072, "Y3": 0.2708, "X4": 0.41919, "Y4": 0.2708, "page": 0, "Index": 107}, {"Word": "yearly", "Confidence": 0.938, "X1": 0.45466, "Y1": 0.2562, "X2": 0.4954, "Y2": 0.256, "X3": 0.49409, "Y3": 0.2708, "X4": 0.45466, "Y4": 0.2708, "page": 0, "Index": 108}, {"Word": "yields", "Confidence": 0.963, "X1": 0.49934, "Y1": 0.2562, "X2": 0.53745, "Y2": 0.256, "X3": 0.53745, "Y3": 0.2708, "X4": 0.49803, "Y4": 0.2708, "page": 0, "Index": 109}, {"Word": "were", "Confidence": 0.988, "X1": 0.54139, "Y1": 0.2562, "X2": 0.57424, "Y2": 0.256, "X3": 0.57424, "Y3": 0.2708, "X4": 0.54139, "Y4": 0.2708, "page": 0, "Index": 110}, {"Word": "within", "Confidence": 0.994, "X1": 0.57819, "Y1": 0.2562, "X2": 0.61892, "Y2": 0.256, "X3": 0.61761, "Y3": 0.2708, "X4": 0.57819, "Y4": 0.2708, "page": 0, "Index": 111}, {"Word": "(+/-)", "Confidence": 0.607, "X1": 0.62286, "Y1": 0.2562, "X2": 0.65177, "Y2": 0.256, "X3": 0.65046, "Y3": 0.2708, "X4": 0.62155, "Y4": 0.2708, "page": 0, "Index": 112}, {"Word": "5%", "Confidence": 0.955, "X1": 0.65572, "Y1": 0.2562, "X2": 0.67674, "Y2": 0.256, "X3": 0.67674, "Y3": 0.2708, "X4": 0.6544, "Y4": 0.2708, "page": 0, "Index": 113}, {"Word": "of", "Confidence": 0.941, "X1": 0.68068, "Y1": 0.2562, "X2": 0.69382, "Y2": 0.256, "X3": 0.69382, "Y3": 0.2708, "X4": 0.68068, "Y4": 0.2708, "page": 0, "Index": 114}, {"Word": "the", "Confidence": 0.997, "X1": 0.69777, "Y1": 0.2562, "X2": 0.72011, "Y2": 0.256, "X3": 0.72011, "Y3": 0.2708, "X4": 0.69777, "Y4": 0.2708, "page": 0, "Index": 115}, {"Word": "previous", "Confidence": 0.991, "X1": 0.72405, "Y1": 0.2562, "X2": 0.78449, "Y2": 0.256, "X3": 0.78449, "Y3": 0.2708, "X4": 0.72405, "Y4": 0.2708, "page": 0, "Index": 116}, {"Word": "year's", "Confidence": 0.994, "X1": 0.18397, "Y1": 0.2732, "X2": 0.2247, "Y2": 0.273, "X3": 0.22339, "Y3": 0.2868, "X4": 0.18397, "Y4": 0.2868, "page": 0, "Index": 117}, {"Word": "yield.", "Confidence": 0.967, "X1": 0.22733, "Y1": 0.2722, "X2": 0.2707, "Y2": 0.272, "X3": 0.2707, "Y3": 0.2868, "X4": 0.22733, "Y4": 0.2868, "page": 0, "Index": 118}, {"Word": "Table", "Confidence": 0.991, "X1": 0.15243, "Y1": 0.3212, "X2": 0.18397, "Y2": 0.321, "X3": 0.18265, "Y3": 0.3318, "X4": 0.15243, "Y4": 0.3318, "page": 0, "Index": 119}, {"Word": "1.", "Confidence": 0.997, "X1": 0.1866, "Y1": 0.3202, "X2": 0.19974, "Y2": 0.32, "X3": 0.19974, "Y3": 0.3318, "X4": 0.1866, "Y4": 0.3318, "page": 0, "Index": 120}, {"Word": "Marlboro", "Confidence": 0.63, "X1": 0.20237, "Y1": 0.3202, "X2": 0.2523, "Y2": 0.32, "X3": 0.2523, "Y3": 0.3318, "X4": 0.20237, "Y4": 0.3318, "page": 0, "Index": 121}, {"Word": "Drand", "Confidence": 0.94, "X1": 0.25624, "Y1": 0.3202, "X2": 0.28909, "Y2": 0.32, "X3": 0.28909, "Y3": 0.3318, "X4": 0.25493, "Y4": 0.3318, "page": 0, "Index": 122}, {"Word": "Style", "Confidence": 0.993, "X1": 0.29304, "Y1": 0.3202, "X2": 0.32063, "Y2": 0.32, "X3": 0.31932, "Y3": 0.3318, "X4": 0.29172, "Y4": 0.3318, "page": 0, "Index": 123}, {"Word": "Repo", "Confidence": 0.964, "X1": 0.32326, "Y1": 0.3202, "X2": 0.3548, "Y2": 0.32, "X3": 0.35348, "Y3": 0.3318, "X4": 0.32326, "Y4": 0.3318, "page": 0, "Index": 124}, {"Word": "ted", "Confidence": 0.884, "X1": 0.35742, "Y1": 0.3202, "X2": 0.37582, "Y2": 0.32, "X3": 0.37451, "Y3": 0.3318, "X4": 0.35611, "Y4": 0.3318, "page": 0, "Index": 125}, {"Word": "MDPH", "Confidence": 0.844, "X1": 0.37845, "Y1": 0.3202, "X2": 0.41524, "Y2": 0.32, "X3": 0.41524, "Y3": 0.3318, "X4": 0.37845, "Y4": 0.3318, "page": 0, "Index": 126}, {"Word": "Nicotine", "Confidence": 0.967, "X1": 0.41919, "Y1": 0.3202, "X2": 0.46386, "Y2": 0.32, "X3": 0.46386, "Y3": 0.3328, "X4": 0.41787, "Y4": 0.3318, "page": 0, "Index": 127}, {"Word": "Yields,", "Confidence": 0.478, "X1": 0.46781, "Y1": 0.3202, "X2": 0.5046, "Y2": 0.32, "X3": 0.50329, "Y3": 0.3328, "X4": 0.46649, "Y4": 0.3328, "page": 0, "Index": 128}, {"Word": "mp/cigarete", "Confidence": 0.447, "X1": 0.50723, "Y1": 0.3212, "X2": 0.58081, "Y2": 0.321, "X3": 0.5795, "Y3": 0.3338, "X4": 0.50723, "Y4": 0.3328, "page": 0, "Index": 129}, {"Word": "Muitoto", "Confidence": 0.01, "X1": 0.34034, "Y1": 0.3392, "X2": 0.37582, "Y2": 0.339, "X3": 0.37582, "Y3": 0.3488, "X4": 0.34034, "Y4": 0.3488, "page": 0, "Index": 130}, {"Word": "lass", "Confidence": 0.147, "X1": 0.37845, "Y1": 0.3392, "X2": 0.39685, "Y2": 0.339, "X3": 0.39685, "Y3": 0.3488, "X4": 0.37845, "Y4": 0.3488, "page": 0, "Index": 131}, {"Word": "d", "Confidence": 0.961, "X1": 0.39947, "Y1": 0.3392, "X2": 0.40473, "Y2": 0.339, "X3": 0.40473, "Y3": 0.3488, "X4": 0.39947, "Y4": 0.3488, "page": 0, "Index": 132}, {"Word": "utlu", "Confidence": 0.037, "X1": 0.40736, "Y1": 0.3392, "X2": 0.42838, "Y2": 0.339, "X3": 0.42707, "Y3": 0.3488, "X4": 0.40736, "Y4": 0.3488, "page": 0, "Index": 133}, {"Word": "sikudney", "Confidence": 0.014, "X1": 0.43101, "Y1": 0.3392, "X2": 0.47175, "Y2": 0.339, "X3": 0.47043, "Y3": 0.3488, "X4": 0.4297, "Y4": 0.3488, "page": 0, "Index": 134}, {"Word": "e", "Confidence": 0.58, "X1": 0.47438, "Y1": 0.3392, "X2": 0.47832, "Y2": 0.339, "X3": 0.47832, "Y3": 0.3488, "X4": 0.47306, "Y4": 0.3488, "page": 0, "Index": 135}, {"Word": "di", "Confidence": 0.359, "X1": 0.48095, "Y1": 0.3392, "X2": 0.49277, "Y2": 0.339, "X3": 0.49146, "Y3": 0.3488, "X4": 0.48095, "Y4": 0.3488, "page": 0, "Index": 136}, {"Word": "soytilod", "Confidence": 0.152, "X1": 0.4954, "Y1": 0.3392, "X2": 0.53219, "Y2": 0.339, "X3": 0.53219, "Y3": 0.3498, "X4": 0.4954, "Y4": 0.3488, "page": 0, "Index": 137}, {"Word": "ba", "Confidence": 0.01, "X1": 0.53482, "Y1": 0.3392, "X2": 0.54796, "Y2": 0.339, "X3": 0.54796, "Y3": 0.3498, "X4": 0.53482, "Y4": 0.3498, "page": 0, "Index": 138}, {"Word": "Assuas", "Confidence": 0.026, "X1": 0.55059, "Y1": 0.3392, "X2": 0.58739, "Y2": 0.339, "X3": 0.58739, "Y3": 0.3498, "X4": 0.55059, "Y4": 0.3498, "page": 0, "Index": 139}, {"Word": "sulle", "Confidence": 0.209, "X1": 0.59001, "Y1": 0.3392, "X2": 0.61104, "Y2": 0.339, "X3": 0.61104, "Y3": 0.3498, "X4": 0.59001, "Y4": 0.3498, "page": 0, "Index": 140}, {"Word": "DupurIncal", "Confidence": 0.218, "X1": 0.61367, "Y1": 0.3392, "X2": 0.66623, "Y2": 0.339, "X3": 0.66623, "Y3": 0.3498, "X4": 0.61367, "Y4": 0.3498, "page": 0, "Index": 141}, {"Word": "al", "Confidence": 0.412, "X1": 0.66886, "Y1": 0.3392, "X2": 0.67674, "Y2": 0.339, "X3": 0.67674, "Y3": 0.3498, "X4": 0.66886, "Y4": 0.3498, "page": 0, "Index": 142}, {"Word": "Publo", "Confidence": 0.186, "X1": 0.67937, "Y1": 0.3392, "X2": 0.70565, "Y2": 0.339, "X3": 0.70565, "Y3": 0.3498, "X4": 0.67937, "Y4": 0.3498, "page": 0, "Index": 143}, {"Word": "Pc.Ah", "Confidence": 0.357, "X1": 0.70828, "Y1": 0.3392, "X2": 0.73719, "Y2": 0.339, "X3": 0.73719, "Y3": 0.3498, "X4": 0.70828, "Y4": 0.3498, "page": 0, "Index": 144}, {"Word": "in", "Confidence": 0.893, "X1": 0.73982, "Y1": 0.3392, "X2": 0.74901, "Y2": 0.339, "X3": 0.7477, "Y3": 0.3498, "X4": 0.73982, "Y4": 0.3498, "page": 0, "Index": 145}, {"Word": "yosu", "Confidence": 0.418, "X1": 0.75164, "Y1": 0.3392, "X2": 0.77661, "Y2": 0.339, "X3": 0.77661, "Y3": 0.3498, "X4": 0.75164, "Y4": 0.3498, "page": 0, "Index": 146}, {"Word": "1997", "Confidence": 0.716, "X1": 0.77924, "Y1": 0.3392, "X2": 0.80026, "Y2": 0.339, "X3": 0.80026, "Y3": 0.3498, "X4": 0.77924, "Y4": 0.3498, "page": 0, "Index": 147}, {"Word": "2008.", "Confidence": 0.851, "X1": 0.80289, "Y1": 0.3392, "X2": 0.83049, "Y2": 0.339, "X3": 0.83049, "Y3": 0.3498, "X4": 0.80289, "Y4": 0.3498, "page": 0, "Index": 148}, {"Word": "shaded;", "Confidence": 0.254, "X1": 0.34166, "Y1": 0.3592, "X2": 0.37451, "Y2": 0.359, "X3": 0.37451, "Y3": 0.3668, "X4": 0.34034, "Y4": 0.3668, "page": 0, "Index": 149}, {"Word": "those", "Confidence": 0.016, "X1": 0.37582, "Y1": 0.3592, "X2": 0.4021, "Y2": 0.359, "X3": 0.40079, "Y3": 0.3668, "X4": 0.37582, "Y4": 0.3668, "page": 0, "Index": 150}, {"Word": "ur", "Confidence": 0.881, "X1": 0.40342, "Y1": 0.3592, "X2": 0.41393, "Y2": 0.359, "X3": 0.41261, "Y3": 0.3668, "X4": 0.40342, "Y4": 0.3668, "page": 0, "Index": 151}, {"Word": "changed", "Confidence": 0.613, "X1": 0.41524, "Y1": 0.3592, "X2": 0.45335, "Y2": 0.359, "X3": 0.45335, "Y3": 0.3668, "X4": 0.41524, "Y4": 0.3668, "page": 0, "Index": 152}, {"Word": "are", "Confidence": 0.157, "X1": 0.45598, "Y1": 0.3592, "X2": 0.47043, "Y2": 0.359, "X3": 0.46912, "Y3": 0.3668, "X4": 0.45466, "Y4": 0.3668, "page": 0, "Index": 153}, {"Word": "not", "Confidence": 0.613, "X1": 0.47175, "Y1": 0.3592, "X2": 0.4862, "Y2": 0.359, "X3": 0.4862, "Y3": 0.3668, "X4": 0.47175, "Y4": 0.3668, "page": 0, "Index": 154}, {"Word": "shaded.", "Confidence": 0.65, "X1": 0.48883, "Y1": 0.3582, "X2": 0.52694, "Y2": 0.358, "X3": 0.52694, "Y3": 0.3658, "X4": 0.48752, "Y4": 0.3668, "page": 0, "Index": 155}, {"Word": "1.4", "Confidence": 0.317, "X1": 0.44021, "Y1": 0.4352, "X2": 0.45466, "Y2": 0.435, "X3": 0.45466, "Y3": 0.4438, "X4": 0.44021, "Y4": 0.4438, "page": 0, "Index": 156}, {"Word": "2-126", "Confidence": 0.322, "X1": 0.64126, "Y1": 0.4452, "X2": 0.67148, "Y2": 0.445, "X3": 0.67017, "Y3": 0.4518, "X4": 0.64126, "Y4": 0.4518, "page": 0, "Index": 157}, {"Word": "13", "Confidence": 0.624, "X1": 0.61235, "Y1": 0.4622, "X2": 0.62418, "Y2": 0.462, "X3": 0.62418, "Y3": 0.4698, "X4": 0.61235, "Y4": 0.4698, "page": 0, "Index": 158}, {"Word": "FX1", "Confidence": 0.61, "X1": 0.52562, "Y1": 0.4782, "X2": 0.53745, "Y2": 0.478, "X3": 0.53745, "Y3": 0.4848, "X4": 0.52562, "Y4": 0.4848, "page": 0, "Index": 159}, {"Word": "-", "Confidence": 0.743, "X1": 0.35742, "Y1": 0.4872, "X2": 0.36531, "Y2": 0.487, "X3": 0.36531, "Y3": 0.4948, "X4": 0.35742, "Y4": 0.4948, "page": 0, "Index": 160}, {"Word": "149", "Confidence": 0.06, "X1": 0.15375, "Y1": 0.5132, "X2": 0.16557, "Y2": 0.513, "X3": 0.16557, "Y3": 0.5208, "X4": 0.15506, "Y4": 0.5208, "page": 0, "Index": 161}, {"Word": "tons", "Confidence": 0.05, "X1": 0.1682, "Y1": 0.5132, "X2": 0.18528, "Y2": 0.513, "X3": 0.18528, "Y3": 0.5198, "X4": 0.1682, "Y4": 0.5208, "page": 0, "Index": 162}, {"Word": "Seventy", "Confidence": 0.009, "X1": 0.1866, "Y1": 0.5122, "X2": 0.21682, "Y2": 0.512, "X3": 0.21682, "Y3": 0.5198, "X4": 0.1866, "Y4": 0.5198, "page": 0, "Index": 163}, {"Word": "Theze", "Confidence": 0.098, "X1": 0.21945, "Y1": 0.5122, "X2": 0.23784, "Y2": 0.512, "X3": 0.23784, "Y3": 0.5198, "X4": 0.21945, "Y4": 0.5198, "page": 0, "Index": 164}, {"Word": "Bertitl", "Confidence": 0.208, "X1": 0.23916, "Y1": 0.5122, "X2": 0.26938, "Y2": 0.512, "X3": 0.26807, "Y3": 0.5198, "X4": 0.23916, "Y4": 0.5198, "page": 0, "Index": 165}, {"Word": "/S", "Confidence": 0.056, "X1": 0.2707, "Y1": 0.5132, "X2": 0.27989, "Y2": 0.513, "X3": 0.27989, "Y3": 0.5198, "X4": 0.2707, "Y4": 0.5198, "page": 0, "Index": 166}, {"Word": "wer\"", "Confidence": 0.083, "X1": 0.28121, "Y1": 0.5132, "X2": 0.29961, "Y2": 0.513, "X3": 0.29961, "Y3": 0.5198, "X4": 0.28121, "Y4": 0.5198, "page": 0, "Index": 167}, {"Word": "Box", "Confidence": 0.273, "X1": 0.30223, "Y1": 0.5142, "X2": 0.31669, "Y2": 0.514, "X3": 0.31537, "Y3": 0.5198, "X4": 0.30092, "Y4": 0.5198, "page": 0, "Index": 168}, {"Word": "22", "Confidence": 0.789, "X1": 0.52431, "Y1": 0.5272, "X2": 0.53876, "Y2": 0.527, "X3": 0.53876, "Y3": 0.5358, "X4": 0.52431, "Y4": 0.5358, "page": 0, "Index": 169}, {"Word": "We", "Confidence": 0.007, "X1": 0.15112, "Y1": 0.5712, "X2": 0.16557, "Y2": 0.571, "X3": 0.16557, "Y3": 0.5788, "X4": 0.15112, "Y4": 0.5788, "page": 0, "Index": 170}, {"Word": "Na", "Confidence": 0.127, "X1": 0.15375, "Y1": 0.5802, "X2": 0.16426, "Y2": 0.58, "X3": 0.16557, "Y3": 0.5868, "X4": 0.15506, "Y4": 0.5868, "page": 0, "Index": 171}, {"Word": "tore", "Confidence": 0.428, "X1": 0.16689, "Y1": 0.5712, "X2": 0.18528, "Y2": 0.571, "X3": 0.18397, "Y3": 0.5788, "X4": 0.16689, "Y4": 0.5788, "page": 0, "Index": 172}, {"Word": "tore", "Confidence": 0.114, "X1": 0.16689, "Y1": 0.5802, "X2": 0.18528, "Y2": 0.58, "X3": 0.18528, "Y3": 0.5878, "X4": 0.1682, "Y4": 0.5868, "page": 0, "Index": 173}, {"Word": "Lato", "Confidence": 0.01, "X1": 0.1866, "Y1": 0.5712, "X2": 0.20762, "Y2": 0.571, "X3": 0.20762, "Y3": 0.5788, "X4": 0.1866, "Y4": 0.5788, "page": 0, "Index": 174}, {"Word": "l'odan", "Confidence": 0.142, "X1": 0.1866, "Y1": 0.5802, "X2": 0.21682, "Y2": 0.58, "X3": 0.21682, "Y3": 0.5868, "X4": 0.1866, "Y4": 0.5878, "page": 0, "Index": 175}, {"Word": "Menthol", "Confidence": 0.339, "X1": 0.21025, "Y1": 0.5712, "X2": 0.24047, "Y2": 0.571, "X3": 0.24047, "Y3": 0.5788, "X4": 0.21025, "Y4": 0.5788, "page": 0, "Index": 176}, {"Word": "Sus", "Confidence": 0.036, "X1": 0.21813, "Y1": 0.5802, "X2": 0.2339, "Y2": 0.58, "X3": 0.2339, "Y3": 0.5868, "X4": 0.21813, "Y4": 0.5868, "page": 0, "Index": 177}, {"Word": "box", "Confidence": 0.015, "X1": 0.24179, "Y1": 0.5712, "X2": 0.25887, "Y2": 0.571, "X3": 0.25887, "Y3": 0.5788, "X4": 0.24179, "Y4": 0.5788, "page": 0, "Index": 178}, {"Word": "His", "Confidence": 0.013, "X1": 0.15375, "Y1": 0.6552, "X2": 0.16557, "Y2": 0.655, "X3": 0.16557, "Y3": 0.6628, "X4": 0.15375, "Y4": 0.6628, "page": 0, "Index": 179}, {"Word": "tor", "Confidence": 0.064, "X1": 0.16689, "Y1": 0.6552, "X2": 0.18265, "Y2": 0.655, "X3": 0.18397, "Y3": 0.6628, "X4": 0.1682, "Y4": 0.6628, "page": 0, "Index": 180}, {"Word": "BergNo.", "Confidence": 0.255, "X1": 0.1866, "Y1": 0.6552, "X2": 0.22339, "Y2": 0.655, "X3": 0.22339, "Y3": 0.6628, "X4": 0.1866, "Y4": 0.6628, "page": 0, "Index": 181}, {"Word": "27", "Confidence": 0.941, "X1": 0.2247, "Y1": 0.6552, "X2": 0.2339, "Y2": 0.655, "X3": 0.2339, "Y3": 0.6628, "X4": 0.2247, "Y4": 0.6628, "page": 0, "Index": 182}, {"Word": "Sce", "Confidence": 0.212, "X1": 0.23522, "Y1": 0.6552, "X2": 0.25099, "Y2": 0.655, "X3": 0.25099, "Y3": 0.6628, "X4": 0.23522, "Y4": 0.6628, "page": 0, "Index": 183}, {"Word": "Pak:", "Confidence": 0.309, "X1": 0.2523, "Y1": 0.6552, "X2": 0.27332, "Y2": 0.655, "X3": 0.27332, "Y3": 0.6628, "X4": 0.2523, "Y4": 0.6628, "page": 0, "Index": 184}, {"Word": "Minor", "Confidence": 0.994, "X1": 0.2339, "Y1": 0.8072, "X2": 0.27201, "Y2": 0.807, "X3": 0.27201, "Y3": 0.8198, "X4": 0.2339, "Y4": 0.8198, "page": 0, "Index": 185}, {"Word": "differences", "Confidence": 0.621, "X1": 0.27595, "Y1": 0.8072, "X2": 0.34954, "Y2": 0.807, "X3": 0.34954, "Y3": 0.8208, "X4": 0.27595, "Y4": 0.8198, "page": 0, "Index": 186}, {"Word": "in", "Confidence": 0.998, "X1": 0.35348, "Y1": 0.8072, "X2": 0.36662, "Y2": 0.807, "X3": 0.36662, "Y3": 0.8208, "X4": 0.35348, "Y4": 0.8208, "page": 0, "Index": 187}, {"Word": "MDPH", "Confidence": 0.97, "X1": 0.37057, "Y1": 0.8062, "X2": 0.41524, "Y2": 0.806, "X3": 0.41524, "Y3": 0.8208, "X4": 0.37057, "Y4": 0.8208, "page": 0, "Index": 188}, {"Word": "nicotine", "Confidence": 0.942, "X1": 0.41919, "Y1": 0.8062, "X2": 0.47175, "Y2": 0.806, "X3": 0.47175, "Y3": 0.8208, "X4": 0.41919, "Y4": 0.8208, "page": 0, "Index": 189}, {"Word": "yieldis", "Confidence": 0.647, "X1": 0.47569, "Y1": 0.8062, "X2": 0.51511, "Y2": 0.806, "X3": 0.51511, "Y3": 0.8218, "X4": 0.47569, "Y4": 0.8208, "page": 0, "Index": 190}, {"Word": "measured", "Confidence": 0.603, "X1": 0.51905, "Y1": 0.8062, "X2": 0.58607, "Y2": 0.806, "X3": 0.58739, "Y3": 0.8218, "X4": 0.51905, "Y4": 0.8218, "page": 0, "Index": 191}, {"Word": "to", "Confidence": 0.997, "X1": 0.59001, "Y1": 0.8062, "X2": 0.60447, "Y2": 0.806, "X3": 0.60447, "Y3": 0.8218, "X4": 0.59001, "Y4": 0.8218, "page": 0, "Index": 192}, {"Word": "the", "Confidence": 0.998, "X1": 0.60841, "Y1": 0.8062, "X2": 0.62943, "Y2": 0.806, "X3": 0.62943, "Y3": 0.8218, "X4": 0.60841, "Y4": 0.8218, "page": 0, "Index": 193}, {"Word": "hundredth", "Confidence": 0.979, "X1": 0.63338, "Y1": 0.8072, "X2": 0.70171, "Y2": 0.807, "X3": 0.70171, "Y3": 0.8218, "X4": 0.63338, "Y4": 0.8218, "page": 0, "Index": 194}, {"Word": "mg,", "Confidence": 0.782, "X1": 0.70565, "Y1": 0.8072, "X2": 0.73193, "Y2": 0.807, "X3": 0.73193, "Y3": 0.8218, "X4": 0.70565, "Y4": 0.8218, "page": 0, "Index": 195}, {"Word": "as", "Confidence": 0.997, "X1": 0.73587, "Y1": 0.8072, "X2": 0.75164, "Y2": 0.807, "X3": 0.75164, "Y3": 0.8218, "X4": 0.73587, "Y4": 0.8218, "page": 0, "Index": 196}, {"Word": "seen", "Confidence": 0.944, "X1": 0.75558, "Y1": 0.8072, "X2": 0.78975, "Y2": 0.807, "X3": 0.78975, "Y3": 0.8208, "X4": 0.75558, "Y4": 0.8218, "page": 0, "Index": 197}, {"Word": "for", "Confidence": 0.998, "X1": 0.79238, "Y1": 0.8072, "X2": 0.81735, "Y2": 0.807, "X3": 0.81735, "Y3": 0.8208, "X4": 0.79369, "Y4": 0.8208, "page": 0, "Index": 198}, {"Word": "example", "Confidence": 0.991, "X1": 0.18528, "Y1": 0.8232, "X2": 0.24179, "Y2": 0.823, "X3": 0.24047, "Y3": 0.8378, "X4": 0.18397, "Y4": 0.8378, "page": 0, "Index": 199}, {"Word": "in", "Confidence": 0.998, "X1": 0.24573, "Y1": 0.8232, "X2": 0.25887, "Y2": 0.823, "X3": 0.25887, "Y3": 0.8378, "X4": 0.24442, "Y4": 0.8378, "page": 0, "Index": 200}, {"Word": "Figure", "Confidence": 0.996, "X1": 0.26281, "Y1": 0.8232, "X2": 0.30618, "Y2": 0.823, "X3": 0.30486, "Y3": 0.8378, "X4": 0.2615, "Y4": 0.8378, "page": 0, "Index": 201}, {"Word": "2,", "Confidence": 0.802, "X1": 0.31012, "Y1": 0.8232, "X2": 0.32194, "Y2": 0.823, "X3": 0.32194, "Y3": 0.8378, "X4": 0.3088, "Y4": 0.8378, "page": 0, "Index": 202}, {"Word": "would", "Confidence": 0.997, "X1": 0.32589, "Y1": 0.8232, "X2": 0.36662, "Y2": 0.823, "X3": 0.36662, "Y3": 0.8378, "X4": 0.32457, "Y4": 0.8378, "page": 0, "Index": 203}, {"Word": "not", "Confidence": 0.995, "X1": 0.37057, "Y1": 0.8232, "X2": 0.39159, "Y2": 0.823, "X3": 0.39028, "Y3": 0.8378, "X4": 0.36925, "Y4": 0.8378, "page": 0, "Index": 204}, {"Word": "be", "Confidence": 0.992, "X1": 0.39553, "Y1": 0.8232, "X2": 0.41393, "Y2": 0.823, "X3": 0.41261, "Y3": 0.8378, "X4": 0.39422, "Y4": 0.8378, "page": 0, "Index": 205}, {"Word": "apparent", "Confidence": 0.993, "X1": 0.41787, "Y1": 0.8232, "X2": 0.477, "Y2": 0.823, "X3": 0.47569, "Y3": 0.8378, "X4": 0.41656, "Y4": 0.8378, "page": 0, "Index": 206}, {"Word": "when", "Confidence": 0.991, "X1": 0.48095, "Y1": 0.8232, "X2": 0.51643, "Y2": 0.823, "X3": 0.51643, "Y3": 0.8378, "X4": 0.47963, "Y4": 0.8378, "page": 0, "Index": 207}, {"Word": "those", "Confidence": 0.994, "X1": 0.52037, "Y1": 0.8232, "X2": 0.55848, "Y2": 0.823, "X3": 0.55848, "Y3": 0.8378, "X4": 0.51905, "Y4": 0.8378, "page": 0, "Index": 208}, {"Word": "yields", "Confidence": 0.957, "X1": 0.56242, "Y1": 0.8232, "X2": 0.60184, "Y2": 0.823, "X3": 0.60184, "Y3": 0.8378, "X4": 0.5611, "Y4": 0.8378, "page": 0, "Index": 209}, {"Word": "were", "Confidence": 0.983, "X1": 0.60578, "Y1": 0.8232, "X2": 0.63863, "Y2": 0.823, "X3": 0.63863, "Y3": 0.8378, "X4": 0.60447, "Y4": 0.8378, "page": 0, "Index": 210}, {"Word": "reported", "Confidence": 0.97, "X1": 0.64258, "Y1": 0.8232, "X2": 0.69908, "Y2": 0.823, "X3": 0.69908, "Y3": 0.8368, "X4": 0.64258, "Y4": 0.8378, "page": 0, "Index": 211}, {"Word": "rourded", "Confidence": 0.991, "X1": 0.70302, "Y1": 0.8242, "X2": 0.75953, "Y2": 0.824, "X3": 0.75953, "Y3": 0.8368, "X4": 0.70302, "Y4": 0.8368, "page": 0, "Index": 212}, {"Word": "to", "Confidence": 0.9, "X1": 0.76347, "Y1": 0.8242, "X2": 0.77661, "Y2": 0.824, "X3": 0.7753, "Y3": 0.8368, "X4": 0.76347, "Y4": 0.8368, "page": 0, "Index": 213}, {"Word": "the", "Confidence": 0.996, "X1": 0.78055, "Y1": 0.8242, "X2": 0.8042, "Y2": 0.824, "X3": 0.8042, "Y3": 0.8368, "X4": 0.77924, "Y4": 0.8368, "page": 0, "Index": 214}, {"Word": "4", "Confidence": 0.997, "X1": 0.477, "Y1": 0.8542, "X2": 0.48489, "Y2": 0.854, "X3": 0.48489, "Y3": 0.8678, "X4": 0.477, "Y4": 0.8678, "page": 0, "Index": 215}, {"Word": "of", "Confidence": 0.998, "X1": 0.48883, "Y1": 0.8532, "X2": 0.50329, "Y2": 0.853, "X3": 0.50329, "Y3": 0.8678, "X4": 0.48883, "Y4": 0.8678, "page": 0, "Index": 216}, {"Word": "12", "Confidence": 0.997, "X1": 0.50591, "Y1": 0.8522, "X2": 0.52562, "Y2": 0.852, "X3": 0.52562, "Y3": 0.8668, "X4": 0.50723, "Y4": 0.8678, "page": 0, "Index": 217}, {"Word": "page", "Confidence": 0.962, "X1": 0.44284, "Y1": 0.8542, "X2": 0.47306, "Y2": 0.854, "X3": 0.47438, "Y3": 0.8688, "X4": 0.44284, "Y4": 0.8688, "page": 0, "Index": 218}, {"Word": "3117138005", "Confidence": 0.955, "X1": 0.83049, "Y1": 0.9422, "X2": 0.95532, "Y2": 0.942, "X3": 0.95401, "Y3": 0.9598, "X4": 0.82917, "Y4": 0.9598, "page": 0, "Index": 219}, {"Word": "3117138005", "Confidence": 0.901, "X1": 0.0276, "Y1": 0.9862, "X2": 0.12221, "Y2": 0.986, "X3": 0.12089, "Y3": 0.9978, "X4": 0.0276, "Y4": 0.9978, "page": 0, "Index": 220}]}	"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"
ffbl0219	11	{"lines_data": [{"Word": "Even with the same type of c garette, individual smokers take a different number of", "Confidence": 0.89233, "X1": 0.20894, "Y1": 0.1392, "X2": 0.77004, "Y2": 0.139, "X3": 0.77004, "Y3": 0.1528, "X4": 0.20894, "Y4": 0.1528, "page": 0}, {"Word": "puffs per cigarette depending upon the circumstances. When concentrating, or talking,", "Confidence": 0.86645, "X1": 0.20762, "Y1": 0.1532, "X2": 0.78975, "Y2": 0.153, "X3": 0.78975, "Y3": 0.1658, "X4": 0.20762, "Y4": 0.1658, "page": 0}, {"Word": "the number of puffs is usually less. When listening, or required to listen to another", "Confidence": 0.90653, "X1": 0.20762, "Y1": 0.1652, "X2": 0.76478, "Y2": 0.165, "X3": 0.76478, "Y3": 0.1778, "X4": 0.20762, "Y4": 0.1778, "page": 0}, {"Word": "person talking, the number of puffs per cigarette, as well as the duration of each puff,", "Confidence": 0.97637, "X1": 0.20631, "Y1": 0.1782, "X2": 0.78187, "Y2": 0.178, "X3": 0.78187, "Y3": 0.1918, "X4": 0.20631, "Y4": 0.1928, "page": 0}, {"Word": "usually increases. Smoking rates while reading a book may differ from smoking rates", "Confidence": 0.87762, "X1": 0.20631, "Y1": 0.1922, "X2": 0.78318, "Y2": 0.192, "X3": 0.78318, "Y3": 0.2048, "X4": 0.20631, "Y4": 0.2048, "page": 0}, {"Word": "while viewing a television program. The number of pulfs and puff duration (as well as", "Confidence": 0.96487, "X1": 0.20894, "Y1": 0.2052, "X2": 0.78449, "Y2": 0.205, "X3": 0.78449, "Y3": 0.2178, "X4": 0.20894, "Y4": 0.2188, "page": 0}, {"Word": "butt length) will vary according to emotional state. Some smokers custo marily put their", "Confidence": 0.92107, "X1": 0.20894, "Y1": 0.2192, "X2": 0.79238, "Y2": 0.219, "X3": 0.79238, "Y3": 0.2318, "X4": 0.20894, "Y4": 0.2318, "page": 0}, {"Word": "cigarettes down in an ashtray where they bum between puffs; other smokers", "Confidence": 0.89533, "X1": 0.20762, "Y1": 0.2322, "X2": 0.72668, "Y2": 0.232, "X3": 0.72668, "Y3": 0.2448, "X4": 0.20762, "Y4": 0.2448, "page": 0}, {"Word": "constantly hold cigarettes in their mouths; others hold them between their fingers.", "Confidence": 0.791, "X1": 0.20894, "Y1": 0.2452, "X2": 0.76084, "Y2": 0.245, "X3": 0.76084, "Y3": 0.2588, "X4": 0.20894, "Y4": 0.2588, "page": 0}, {"Word": "The Cambridge Filler Method does not and cannot measure these many variations in", "Confidence": 0.96977, "X1": 0.20894, "Y1": 0.2712, "X2": 0.78449, "Y2": 0.271, "X3": 0.78449, "Y3": 0.2858, "X4": 0.20894, "Y4": 0.2848, "page": 0}, {"Word": "human smoking habits. It does not measure tar or nicoline in the smoke generated", "Confidence": 0.88121, "X1": 0.20894, "Y1": 0.2852, "X2": 0.76741, "Y2": 0.285, "X3": 0.76741, "Y3": 0.2978, "X4": 0.20894, "Y4": 0.2978, "page": 0}, {"Word": "while the cigarette is not being puffed. It does not measure all of the lar and nicotine in", "Confidence": 0.92206, "X1": 0.20894, "Y1": 0.2982, "X2": 0.79106, "Y2": 0.298, "X3": 0.79238, "Y3": 0.3118, "X4": 0.20894, "Y4": 0.3118, "page": 0}, {"Word": "any cigarette, but only that in the smoke drawn in the standardized machine smoking", "Confidence": 0.92707, "X1": 0.20631, "Y1": 0.3112, "X2": 0.78449, "Y2": 0.311, "X3": 0.78449, "Y3": 0.3258, "X4": 0.20631, "Y4": 0.3258, "page": 0}, {"Word": "according to the prescribed method. Thus, the purpose of testing is not to determine", "Confidence": 0.78714, "X1": 0.20894, "Y1": 0.3252, "X2": 0.77661, "Y2": 0.325, "X3": 0.77661, "Y3": 0.3378, "X4": 0.20894, "Y4": 0.3378, "page": 0}, {"Word": "the amount of tar and nicotine inhaled by any human smoker. but rather to determine", "Confidence": 0.98227, "X1": 0.20894, "Y1": 0.3382, "X2": 0.78449, "Y2": 0.338, "X3": 0.78449, "Y3": 0.3508, "X4": 0.20894, "Y4": 0.3508, "page": 0}, {"Word": "the amount of tar and nicotine ger erated when a cigarette is smoked by a machine in", "Confidence": 0.96729, "X1": 0.20631, "Y1": 0.3512, "X2": 0.78581, "Y2": 0.351, "X3": 0.78581, "Y3": 0.3648, "X4": 0.20631, "Y4": 0.3648, "page": 0}, {"Word": "accordance with the prescribed method.\"", "Confidence": 0.7426, "X1": 0.20499, "Y1": 0.3642, "X2": 0.49014, "Y2": 0.364, "X3": 0.49014, "Y3": 0.3778, "X4": 0.20499, "Y4": 0.3788, "page": 0}, {"Word": "page 12 of 12", "Confidence": 0.90325, "X1": 0.43758, "Y1": 0.8512, "X2": 0.53088, "Y2": 0.851, "X3": 0.53088, "Y3": 0.8658, "X4": 0.4389, "Y4": 0.8688, "page": 0}, {"Word": "3117138013", "Confidence": 0.994, "X1": 0.82917, "Y1": 0.9412, "X2": 0.95664, "Y2": 0.941, "X3": 0.95664, "Y3": 0.9588, "X4": 0.82917, "Y4": 0.9588, "page": 0}, {"Word": "3117138013", "Confidence": 0.803, "X1": 0.02497, "Y1": 0.9852, "X2": 0.12746, "Y2": 0.985, "X3": 0.12746, "Y3": 0.9978, "X4": 0.02497, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "Even", "Confidence": 0.991, "X1": 0.20894, "Y1": 0.1392, "X2": 0.2431, "Y2": 0.139, "X3": 0.24442, "Y3": 0.1528, "X4": 0.21025, "Y4": 0.1518, "page": 0, "Index": 0}, {"Word": "with", "Confidence": 0.641, "X1": 0.24704, "Y1": 0.1392, "X2": 0.27595, "Y2": 0.139, "X3": 0.27595, "Y3": 0.1528, "X4": 0.24704, "Y4": 0.1528, "page": 0, "Index": 1}, {"Word": "the", "Confidence": 0.998, "X1": 0.27858, "Y1": 0.1392, "X2": 0.30092, "Y2": 0.139, "X3": 0.30092, "Y3": 0.1528, "X4": 0.27989, "Y4": 0.1528, "page": 0, "Index": 2}, {"Word": "same", "Confidence": 0.87, "X1": 0.30355, "Y1": 0.1392, "X2": 0.34166, "Y2": 0.139, "X3": 0.34166, "Y3": 0.1528, "X4": 0.30486, "Y4": 0.1528, "page": 0, "Index": 3}, {"Word": "type", "Confidence": 0.983, "X1": 0.34428, "Y1": 0.1392, "X2": 0.37582, "Y2": 0.139, "X3": 0.37582, "Y3": 0.1528, "X4": 0.34428, "Y4": 0.1528, "page": 0, "Index": 4}, {"Word": "of", "Confidence": 0.895, "X1": 0.37976, "Y1": 0.1392, "X2": 0.3929, "Y2": 0.139, "X3": 0.39159, "Y3": 0.1528, "X4": 0.37845, "Y4": 0.1528, "page": 0, "Index": 5}, {"Word": "c", "Confidence": 0.679, "X1": 0.39553, "Y1": 0.1392, "X2": 0.40342, "Y2": 0.139, "X3": 0.40342, "Y3": 0.1528, "X4": 0.39553, "Y4": 0.1528, "page": 0, "Index": 6}, {"Word": "garette,", "Confidence": 0.954, "X1": 0.40604, "Y1": 0.1392, "X2": 0.45861, "Y2": 0.139, "X3": 0.45861, "Y3": 0.1538, "X4": 0.40604, "Y4": 0.1528, "page": 0, "Index": 7}, {"Word": "individual", "Confidence": 0.991, "X1": 0.46255, "Y1": 0.1392, "X2": 0.52694, "Y2": 0.139, "X3": 0.52562, "Y3": 0.1538, "X4": 0.46255, "Y4": 0.1538, "page": 0, "Index": 8}, {"Word": "smokers", "Confidence": 0.564, "X1": 0.53088, "Y1": 0.1392, "X2": 0.5887, "Y2": 0.139, "X3": 0.58739, "Y3": 0.1538, "X4": 0.52957, "Y4": 0.1538, "page": 0, "Index": 9}, {"Word": "take", "Confidence": 0.983, "X1": 0.59264, "Y1": 0.1392, "X2": 0.62155, "Y2": 0.139, "X3": 0.62155, "Y3": 0.1528, "X4": 0.59133, "Y4": 0.1538, "page": 0, "Index": 10}, {"Word": "a", "Confidence": 0.994, "X1": 0.62549, "Y1": 0.1392, "X2": 0.63338, "Y2": 0.139, "X3": 0.63338, "Y3": 0.1528, "X4": 0.62418, "Y4": 0.1528, "page": 0, "Index": 11}, {"Word": "different", "Confidence": 0.857, "X1": 0.63732, "Y1": 0.1392, "X2": 0.69382, "Y2": 0.139, "X3": 0.69251, "Y3": 0.1528, "X4": 0.63601, "Y4": 0.1528, "page": 0, "Index": 12}, {"Word": "number", "Confidence": 0.993, "X1": 0.69645, "Y1": 0.1402, "X2": 0.74901, "Y2": 0.14, "X3": 0.7477, "Y3": 0.1528, "X4": 0.69645, "Y4": 0.1528, "page": 0, "Index": 13}, {"Word": "of", "Confidence": 0.992, "X1": 0.75296, "Y1": 0.1402, "X2": 0.77135, "Y2": 0.14, "X3": 0.77004, "Y3": 0.1528, "X4": 0.75164, "Y4": 0.1528, "page": 0, "Index": 14}, {"Word": "puffs", "Confidence": 0.934, "X1": 0.20894, "Y1": 0.1532, "X2": 0.24179, "Y2": 0.153, "X3": 0.24179, "Y3": 0.1658, "X4": 0.20894, "Y4": 0.1668, "page": 0, "Index": 15}, {"Word": "per", "Confidence": 0.907, "X1": 0.24573, "Y1": 0.1532, "X2": 0.26807, "Y2": 0.153, "X3": 0.26807, "Y3": 0.1658, "X4": 0.24573, "Y4": 0.1658, "page": 0, "Index": 16}, {"Word": "cigarette", "Confidence": 0.794, "X1": 0.27201, "Y1": 0.1532, "X2": 0.33114, "Y2": 0.153, "X3": 0.33114, "Y3": 0.1658, "X4": 0.27201, "Y4": 0.1658, "page": 0, "Index": 17}, {"Word": "depending", "Confidence": 0.727, "X1": 0.33509, "Y1": 0.1532, "X2": 0.40736, "Y2": 0.153, "X3": 0.40604, "Y3": 0.1658, "X4": 0.33509, "Y4": 0.1658, "page": 0, "Index": 18}, {"Word": "upon", "Confidence": 0.982, "X1": 0.40999, "Y1": 0.1532, "X2": 0.44415, "Y2": 0.153, "X3": 0.44415, "Y3": 0.1658, "X4": 0.40999, "Y4": 0.1658, "page": 0, "Index": 19}, {"Word": "the", "Confidence": 0.998, "X1": 0.44809, "Y1": 0.1532, "X2": 0.46912, "Y2": 0.153, "X3": 0.46912, "Y3": 0.1658, "X4": 0.44809, "Y4": 0.1658, "page": 0, "Index": 20}, {"Word": "circumstances.", "Confidence": 0.745, "X1": 0.47306, "Y1": 0.1532, "X2": 0.57424, "Y2": 0.153, "X3": 0.57424, "Y3": 0.1658, "X4": 0.47306, "Y4": 0.1658, "page": 0, "Index": 21}, {"Word": "When", "Confidence": 0.971, "X1": 0.57819, "Y1": 0.1532, "X2": 0.61892, "Y2": 0.153, "X3": 0.61892, "Y3": 0.1658, "X4": 0.57819, "Y4": 0.1658, "page": 0, "Index": 22}, {"Word": "concentrating,", "Confidence": 0.902, "X1": 0.62286, "Y1": 0.1532, "X2": 0.71879, "Y2": 0.153, "X3": 0.71879, "Y3": 0.1668, "X4": 0.62286, "Y4": 0.1658, "page": 0, "Index": 23}, {"Word": "or", "Confidence": 0.955, "X1": 0.72273, "Y1": 0.1542, "X2": 0.73719, "Y2": 0.154, "X3": 0.73587, "Y3": 0.1668, "X4": 0.72142, "Y4": 0.1668, "page": 0, "Index": 24}, {"Word": "talking,", "Confidence": 0.616, "X1": 0.74113, "Y1": 0.1542, "X2": 0.78975, "Y2": 0.154, "X3": 0.78975, "Y3": 0.1668, "X4": 0.73982, "Y4": 0.1668, "page": 0, "Index": 25}, {"Word": "the", "Confidence": 0.996, "X1": 0.20894, "Y1": 0.1662, "X2": 0.22996, "Y2": 0.166, "X3": 0.22996, "Y3": 0.1788, "X4": 0.20894, "Y4": 0.1788, "page": 0, "Index": 26}, {"Word": "number", "Confidence": 0.997, "X1": 0.2339, "Y1": 0.1662, "X2": 0.28647, "Y2": 0.166, "X3": 0.28647, "Y3": 0.1788, "X4": 0.2339, "Y4": 0.1788, "page": 0, "Index": 27}, {"Word": "of", "Confidence": 0.997, "X1": 0.28909, "Y1": 0.1662, "X2": 0.30355, "Y2": 0.166, "X3": 0.30355, "Y3": 0.1788, "X4": 0.28909, "Y4": 0.1788, "page": 0, "Index": 28}, {"Word": "puffs", "Confidence": 0.927, "X1": 0.30618, "Y1": 0.1662, "X2": 0.33903, "Y2": 0.166, "X3": 0.33903, "Y3": 0.1788, "X4": 0.30618, "Y4": 0.1788, "page": 0, "Index": 29}, {"Word": "is", "Confidence": 0.998, "X1": 0.34297, "Y1": 0.1662, "X2": 0.35611, "Y2": 0.166, "X3": 0.3548, "Y3": 0.1788, "X4": 0.34297, "Y4": 0.1788, "page": 0, "Index": 30}, {"Word": "usually", "Confidence": 0.894, "X1": 0.35874, "Y1": 0.1662, "X2": 0.40736, "Y2": 0.166, "X3": 0.40604, "Y3": 0.1788, "X4": 0.35874, "Y4": 0.1788, "page": 0, "Index": 31}, {"Word": "less.", "Confidence": 0.963, "X1": 0.40999, "Y1": 0.1662, "X2": 0.44284, "Y2": 0.166, "X3": 0.44152, "Y3": 0.1788, "X4": 0.40999, "Y4": 0.1788, "page": 0, "Index": 32}, {"Word": "When", "Confidence": 0.982, "X1": 0.44547, "Y1": 0.1662, "X2": 0.4862, "Y2": 0.166, "X3": 0.4862, "Y3": 0.1788, "X4": 0.44547, "Y4": 0.1788, "page": 0, "Index": 33}, {"Word": "listening,", "Confidence": 0.876, "X1": 0.49014, "Y1": 0.1662, "X2": 0.55059, "Y2": 0.166, "X3": 0.55059, "Y3": 0.1788, "X4": 0.49014, "Y4": 0.1788, "page": 0, "Index": 34}, {"Word": "or", "Confidence": 0.992, "X1": 0.55453, "Y1": 0.1662, "X2": 0.56899, "Y2": 0.166, "X3": 0.56767, "Y3": 0.1788, "X4": 0.55322, "Y4": 0.1788, "page": 0, "Index": 35}, {"Word": "required", "Confidence": 0.994, "X1": 0.57293, "Y1": 0.1662, "X2": 0.62812, "Y2": 0.166, "X3": 0.62812, "Y3": 0.1788, "X4": 0.57162, "Y4": 0.1788, "page": 0, "Index": 36}, {"Word": "to", "Confidence": 0.997, "X1": 0.63206, "Y1": 0.1662, "X2": 0.6452, "Y2": 0.166, "X3": 0.6452, "Y3": 0.1788, "X4": 0.63075, "Y4": 0.1788, "page": 0, "Index": 37}, {"Word": "listen", "Confidence": 0.866, "X1": 0.64915, "Y1": 0.1662, "X2": 0.68463, "Y2": 0.166, "X3": 0.68463, "Y3": 0.1788, "X4": 0.64783, "Y4": 0.1788, "page": 0, "Index": 38}, {"Word": "to", "Confidence": 0.166, "X1": 0.68857, "Y1": 0.1662, "X2": 0.70171, "Y2": 0.166, "X3": 0.70171, "Y3": 0.1788, "X4": 0.68725, "Y4": 0.1788, "page": 0, "Index": 39}, {"Word": "another", "Confidence": 0.953, "X1": 0.70565, "Y1": 0.1662, "X2": 0.76216, "Y2": 0.166, "X3": 0.76216, "Y3": 0.1788, "X4": 0.70434, "Y4": 0.1788, "page": 0, "Index": 40}, {"Word": "person", "Confidence": 0.993, "X1": 0.20894, "Y1": 0.1802, "X2": 0.25624, "Y2": 0.18, "X3": 0.25624, "Y3": 0.1928, "X4": 0.20894, "Y4": 0.1928, "page": 0, "Index": 41}, {"Word": "talking,", "Confidence": 0.991, "X1": 0.26018, "Y1": 0.1792, "X2": 0.3088, "Y2": 0.179, "X3": 0.3088, "Y3": 0.1928, "X4": 0.26018, "Y4": 0.1928, "page": 0, "Index": 42}, {"Word": "the", "Confidence": 0.998, "X1": 0.31275, "Y1": 0.1792, "X2": 0.33246, "Y2": 0.179, "X3": 0.33246, "Y3": 0.1928, "X4": 0.31275, "Y4": 0.1928, "page": 0, "Index": 43}, {"Word": "number", "Confidence": 0.995, "X1": 0.3364, "Y1": 0.1792, "X2": 0.38896, "Y2": 0.179, "X3": 0.38765, "Y3": 0.1928, "X4": 0.3364, "Y4": 0.1928, "page": 0, "Index": 44}, {"Word": "of", "Confidence": 0.991, "X1": 0.3929, "Y1": 0.1792, "X2": 0.40604, "Y2": 0.179, "X3": 0.40604, "Y3": 0.1928, "X4": 0.39159, "Y4": 0.1928, "page": 0, "Index": 45}, {"Word": "puffs", "Confidence": 0.963, "X1": 0.40999, "Y1": 0.1792, "X2": 0.44284, "Y2": 0.179, "X3": 0.44284, "Y3": 0.1928, "X4": 0.40999, "Y4": 0.1928, "page": 0, "Index": 46}, {"Word": "per", "Confidence": 0.998, "X1": 0.44678, "Y1": 0.1792, "X2": 0.46912, "Y2": 0.179, "X3": 0.46912, "Y3": 0.1928, "X4": 0.44678, "Y4": 0.1928, "page": 0, "Index": 47}, {"Word": "cigarette,", "Confidence": 0.965, "X1": 0.47306, "Y1": 0.1792, "X2": 0.53614, "Y2": 0.179, "X3": 0.53614, "Y3": 0.1928, "X4": 0.47306, "Y4": 0.1928, "page": 0, "Index": 48}, {"Word": "as", "Confidence": 0.998, "X1": 0.54008, "Y1": 0.1792, "X2": 0.55585, "Y2": 0.179, "X3": 0.55585, "Y3": 0.1928, "X4": 0.53876, "Y4": 0.1928, "page": 0, "Index": 49}, {"Word": "well", "Confidence": 0.991, "X1": 0.55979, "Y1": 0.1792, "X2": 0.58739, "Y2": 0.179, "X3": 0.58739, "Y3": 0.1928, "X4": 0.55979, "Y4": 0.1928, "page": 0, "Index": 50}, {"Word": "as", "Confidence": 0.997, "X1": 0.59133, "Y1": 0.1792, "X2": 0.6071, "Y2": 0.179, "X3": 0.6071, "Y3": 0.1928, "X4": 0.59001, "Y4": 0.1928, "page": 0, "Index": 51}, {"Word": "the", "Confidence": 0.997, "X1": 0.61104, "Y1": 0.1792, "X2": 0.63338, "Y2": 0.179, "X3": 0.63338, "Y3": 0.1928, "X4": 0.61104, "Y4": 0.1928, "page": 0, "Index": 52}, {"Word": "duration", "Confidence": 0.879, "X1": 0.63732, "Y1": 0.1792, "X2": 0.6912, "Y2": 0.179, "X3": 0.6912, "Y3": 0.1928, "X4": 0.63601, "Y4": 0.1928, "page": 0, "Index": 53}, {"Word": "of", "Confidence": 0.998, "X1": 0.69514, "Y1": 0.1792, "X2": 0.70828, "Y2": 0.179, "X3": 0.70828, "Y3": 0.1928, "X4": 0.69514, "Y4": 0.1928, "page": 0, "Index": 54}, {"Word": "each", "Confidence": 0.958, "X1": 0.71222, "Y1": 0.1792, "X2": 0.74639, "Y2": 0.179, "X3": 0.74639, "Y3": 0.1928, "X4": 0.71091, "Y4": 0.1928, "page": 0, "Index": 55}, {"Word": "puff,", "Confidence": 0.91, "X1": 0.75033, "Y1": 0.1792, "X2": 0.78187, "Y2": 0.179, "X3": 0.78187, "Y3": 0.1928, "X4": 0.74901, "Y4": 0.1928, "page": 0, "Index": 56}, {"Word": "usually", "Confidence": 0.995, "X1": 0.20894, "Y1": 0.1932, "X2": 0.25624, "Y2": 0.193, "X3": 0.25624, "Y3": 0.2058, "X4": 0.21025, "Y4": 0.2058, "page": 0, "Index": 57}, {"Word": "increases.", "Confidence": 0.233, "X1": 0.26018, "Y1": 0.1922, "X2": 0.32983, "Y2": 0.192, "X3": 0.32983, "Y3": 0.2058, "X4": 0.26018, "Y4": 0.2058, "page": 0, "Index": 58}, {"Word": "Smoking", "Confidence": 0.996, "X1": 0.33377, "Y1": 0.1922, "X2": 0.3929, "Y2": 0.192, "X3": 0.3929, "Y3": 0.2058, "X4": 0.33377, "Y4": 0.2058, "page": 0, "Index": 59}, {"Word": "rates", "Confidence": 0.996, "X1": 0.39685, "Y1": 0.1922, "X2": 0.43101, "Y2": 0.192, "X3": 0.43101, "Y3": 0.2058, "X4": 0.39685, "Y4": 0.2058, "page": 0, "Index": 60}, {"Word": "while", "Confidence": 0.991, "X1": 0.43495, "Y1": 0.1922, "X2": 0.47175, "Y2": 0.192, "X3": 0.47043, "Y3": 0.2058, "X4": 0.43364, "Y4": 0.2058, "page": 0, "Index": 61}, {"Word": "reading", "Confidence": 0.994, "X1": 0.47438, "Y1": 0.1922, "X2": 0.52694, "Y2": 0.192, "X3": 0.52562, "Y3": 0.2058, "X4": 0.47438, "Y4": 0.2058, "page": 0, "Index": 62}, {"Word": "a", "Confidence": 0.994, "X1": 0.52957, "Y1": 0.1922, "X2": 0.53614, "Y2": 0.192, "X3": 0.53614, "Y3": 0.2058, "X4": 0.52957, "Y4": 0.2058, "page": 0, "Index": 63}, {"Word": "book", "Confidence": 0.58, "X1": 0.54008, "Y1": 0.1922, "X2": 0.57424, "Y2": 0.192, "X3": 0.57424, "Y3": 0.2058, "X4": 0.54008, "Y4": 0.2058, "page": 0, "Index": 64}, {"Word": "may", "Confidence": 0.998, "X1": 0.57819, "Y1": 0.1922, "X2": 0.60841, "Y2": 0.192, "X3": 0.6071, "Y3": 0.2058, "X4": 0.57687, "Y4": 0.2058, "page": 0, "Index": 65}, {"Word": "differ", "Confidence": 0.958, "X1": 0.61104, "Y1": 0.1932, "X2": 0.64652, "Y2": 0.193, "X3": 0.6452, "Y3": 0.2058, "X4": 0.61104, "Y4": 0.2058, "page": 0, "Index": 66}, {"Word": "from", "Confidence": 0.685, "X1": 0.64915, "Y1": 0.1932, "X2": 0.68068, "Y2": 0.193, "X3": 0.68068, "Y3": 0.2058, "X4": 0.64783, "Y4": 0.2058, "page": 0, "Index": 67}, {"Word": "smoking", "Confidence": 0.994, "X1": 0.68463, "Y1": 0.1932, "X2": 0.74244, "Y2": 0.193, "X3": 0.74113, "Y3": 0.2058, "X4": 0.68331, "Y4": 0.2058, "page": 0, "Index": 68}, {"Word": "rates", "Confidence": 0.995, "X1": 0.74639, "Y1": 0.1932, "X2": 0.78187, "Y2": 0.193, "X3": 0.78055, "Y3": 0.2058, "X4": 0.74507, "Y4": 0.2058, "page": 0, "Index": 69}, {"Word": "while", "Confidence": 0.991, "X1": 0.20894, "Y1": 0.2062, "X2": 0.24442, "Y2": 0.206, "X3": 0.2431, "Y3": 0.2188, "X4": 0.20894, "Y4": 0.2188, "page": 0, "Index": 70}, {"Word": "viewing", "Confidence": 0.994, "X1": 0.24704, "Y1": 0.2062, "X2": 0.29961, "Y2": 0.206, "X3": 0.29961, "Y3": 0.2188, "X4": 0.24704, "Y4": 0.2188, "page": 0, "Index": 71}, {"Word": "a", "Confidence": 0.995, "X1": 0.30355, "Y1": 0.2062, "X2": 0.31275, "Y2": 0.206, "X3": 0.31143, "Y3": 0.2188, "X4": 0.30223, "Y4": 0.2188, "page": 0, "Index": 72}, {"Word": "television", "Confidence": 0.991, "X1": 0.31537, "Y1": 0.2062, "X2": 0.37976, "Y2": 0.206, "X3": 0.37845, "Y3": 0.2188, "X4": 0.31537, "Y4": 0.2188, "page": 0, "Index": 73}, {"Word": "program.", "Confidence": 0.663, "X1": 0.38239, "Y1": 0.2062, "X2": 0.44547, "Y2": 0.206, "X3": 0.44547, "Y3": 0.2188, "X4": 0.38239, "Y4": 0.2188, "page": 0, "Index": 74}, {"Word": "The", "Confidence": 0.998, "X1": 0.44941, "Y1": 0.2062, "X2": 0.47438, "Y2": 0.206, "X3": 0.47438, "Y3": 0.2188, "X4": 0.44809, "Y4": 0.2188, "page": 0, "Index": 75}, {"Word": "number", "Confidence": 0.994, "X1": 0.47832, "Y1": 0.2062, "X2": 0.53088, "Y2": 0.206, "X3": 0.52957, "Y3": 0.2188, "X4": 0.477, "Y4": 0.2188, "page": 0, "Index": 76}, {"Word": "of", "Confidence": 0.997, "X1": 0.53482, "Y1": 0.2062, "X2": 0.54796, "Y2": 0.206, "X3": 0.54665, "Y3": 0.2188, "X4": 0.53351, "Y4": 0.2188, "page": 0, "Index": 77}, {"Word": "pulfs", "Confidence": 0.955, "X1": 0.55059, "Y1": 0.2062, "X2": 0.58476, "Y2": 0.206, "X3": 0.58344, "Y3": 0.2188, "X4": 0.55059, "Y4": 0.2188, "page": 0, "Index": 78}, {"Word": "and", "Confidence": 0.998, "X1": 0.5887, "Y1": 0.2062, "X2": 0.61498, "Y2": 0.206, "X3": 0.61367, "Y3": 0.2188, "X4": 0.58739, "Y4": 0.2188, "page": 0, "Index": 79}, {"Word": "puff", "Confidence": 0.958, "X1": 0.61892, "Y1": 0.2062, "X2": 0.64389, "Y2": 0.206, "X3": 0.64258, "Y3": 0.2188, "X4": 0.61761, "Y4": 0.2188, "page": 0, "Index": 80}, {"Word": "duration", "Confidence": 0.959, "X1": 0.64783, "Y1": 0.2062, "X2": 0.70302, "Y2": 0.206, "X3": 0.70171, "Y3": 0.2188, "X4": 0.64652, "Y4": 0.2188, "page": 0, "Index": 81}, {"Word": "(as", "Confidence": 0.998, "X1": 0.70696, "Y1": 0.2062, "X2": 0.72799, "Y2": 0.206, "X3": 0.72668, "Y3": 0.2188, "X4": 0.70565, "Y4": 0.2188, "page": 0, "Index": 82}, {"Word": "well", "Confidence": 0.986, "X1": 0.73193, "Y1": 0.2062, "X2": 0.75953, "Y2": 0.206, "X3": 0.75821, "Y3": 0.2188, "X4": 0.73062, "Y4": 0.2188, "page": 0, "Index": 83}, {"Word": "as", "Confidence": 0.996, "X1": 0.76347, "Y1": 0.2062, "X2": 0.78187, "Y2": 0.206, "X3": 0.78055, "Y3": 0.2188, "X4": 0.76216, "Y4": 0.2188, "page": 0, "Index": 84}, {"Word": "butt", "Confidence": 0.958, "X1": 0.20894, "Y1": 0.2182, "X2": 0.2339, "Y2": 0.218, "X3": 0.2339, "Y3": 0.2328, "X4": 0.20894, "Y4": 0.2328, "page": 0, "Index": 85}, {"Word": "length)", "Confidence": 0.9, "X1": 0.23784, "Y1": 0.2192, "X2": 0.28515, "Y2": 0.219, "X3": 0.28515, "Y3": 0.2328, "X4": 0.23784, "Y4": 0.2328, "page": 0, "Index": 86}, {"Word": "will", "Confidence": 0.988, "X1": 0.28909, "Y1": 0.2192, "X2": 0.31012, "Y2": 0.219, "X3": 0.31012, "Y3": 0.2328, "X4": 0.28909, "Y4": 0.2328, "page": 0, "Index": 87}, {"Word": "vary", "Confidence": 0.998, "X1": 0.31406, "Y1": 0.2192, "X2": 0.34428, "Y2": 0.219, "X3": 0.34428, "Y3": 0.2328, "X4": 0.31406, "Y4": 0.2328, "page": 0, "Index": 88}, {"Word": "according", "Confidence": 0.994, "X1": 0.34691, "Y1": 0.2192, "X2": 0.41261, "Y2": 0.219, "X3": 0.41393, "Y3": 0.2328, "X4": 0.34823, "Y4": 0.2328, "page": 0, "Index": 89}, {"Word": "to", "Confidence": 0.991, "X1": 0.41656, "Y1": 0.2192, "X2": 0.43101, "Y2": 0.219, "X3": 0.43101, "Y3": 0.2328, "X4": 0.41656, "Y4": 0.2328, "page": 0, "Index": 90}, {"Word": "emotional", "Confidence": 0.733, "X1": 0.43495, "Y1": 0.2192, "X2": 0.50066, "Y2": 0.219, "X3": 0.50066, "Y3": 0.2328, "X4": 0.43495, "Y4": 0.2328, "page": 0, "Index": 91}, {"Word": "state.", "Confidence": 0.942, "X1": 0.5046, "Y1": 0.2192, "X2": 0.54271, "Y2": 0.219, "X3": 0.54271, "Y3": 0.2328, "X4": 0.5046, "Y4": 0.2328, "page": 0, "Index": 92}, {"Word": "Some", "Confidence": 0.958, "X1": 0.54534, "Y1": 0.2192, "X2": 0.58476, "Y2": 0.219, "X3": 0.58476, "Y3": 0.2328, "X4": 0.54534, "Y4": 0.2328, "page": 0, "Index": 93}, {"Word": "smokers", "Confidence": 0.904, "X1": 0.5887, "Y1": 0.2192, "X2": 0.64783, "Y2": 0.219, "X3": 0.64652, "Y3": 0.2328, "X4": 0.5887, "Y4": 0.2328, "page": 0, "Index": 94}, {"Word": "custo", "Confidence": 0.996, "X1": 0.65046, "Y1": 0.2192, "X2": 0.68857, "Y2": 0.219, "X3": 0.68725, "Y3": 0.2328, "X4": 0.65046, "Y4": 0.2328, "page": 0, "Index": 95}, {"Word": "marily", "Confidence": 0.596, "X1": 0.6912, "Y1": 0.2192, "X2": 0.72799, "Y2": 0.219, "X3": 0.72799, "Y3": 0.2328, "X4": 0.6912, "Y4": 0.2328, "page": 0, "Index": 96}, {"Word": "put", "Confidence": 0.992, "X1": 0.73193, "Y1": 0.2192, "X2": 0.75427, "Y2": 0.219, "X3": 0.75427, "Y3": 0.2328, "X4": 0.73193, "Y4": 0.2328, "page": 0, "Index": 97}, {"Word": "their", "Confidence": 0.945, "X1": 0.75821, "Y1": 0.2192, "X2": 0.79369, "Y2": 0.219, "X3": 0.79238, "Y3": 0.2328, "X4": 0.75821, "Y4": 0.2328, "page": 0, "Index": 98}, {"Word": "cigarettes", "Confidence": 0.943, "X1": 0.21025, "Y1": 0.2322, "X2": 0.27595, "Y2": 0.232, "X3": 0.27595, "Y3": 0.2458, "X4": 0.20894, "Y4": 0.2458, "page": 0, "Index": 99}, {"Word": "down", "Confidence": 0.623, "X1": 0.27989, "Y1": 0.2322, "X2": 0.31669, "Y2": 0.232, "X3": 0.31537, "Y3": 0.2458, "X4": 0.27858, "Y4": 0.2458, "page": 0, "Index": 100}, {"Word": "in", "Confidence": 0.997, "X1": 0.31932, "Y1": 0.2322, "X2": 0.33377, "Y2": 0.232, "X3": 0.33246, "Y3": 0.2458, "X4": 0.31932, "Y4": 0.2458, "page": 0, "Index": 101}, {"Word": "an", "Confidence": 0.998, "X1": 0.3364, "Y1": 0.2322, "X2": 0.35348, "Y2": 0.232, "X3": 0.35348, "Y3": 0.2458, "X4": 0.3364, "Y4": 0.2458, "page": 0, "Index": 102}, {"Word": "ashtray", "Confidence": 0.995, "X1": 0.35742, "Y1": 0.2322, "X2": 0.40736, "Y2": 0.232, "X3": 0.40736, "Y3": 0.2458, "X4": 0.35611, "Y4": 0.2458, "page": 0, "Index": 103}, {"Word": "where", "Confidence": 0.997, "X1": 0.4113, "Y1": 0.2322, "X2": 0.45335, "Y2": 0.232, "X3": 0.45204, "Y3": 0.2448, "X4": 0.40999, "Y4": 0.2458, "page": 0, "Index": 104}, {"Word": "they", "Confidence": 0.873, "X1": 0.45729, "Y1": 0.2322, "X2": 0.4862, "Y2": 0.232, "X3": 0.4862, "Y3": 0.2448, "X4": 0.45598, "Y4": 0.2448, "page": 0, "Index": 105}, {"Word": "bum", "Confidence": 0.998, "X1": 0.49014, "Y1": 0.2322, "X2": 0.51774, "Y2": 0.232, "X3": 0.51774, "Y3": 0.2448, "X4": 0.48883, "Y4": 0.2448, "page": 0, "Index": 106}, {"Word": "between", "Confidence": 0.906, "X1": 0.52431, "Y1": 0.2322, "X2": 0.58344, "Y2": 0.232, "X3": 0.58213, "Y3": 0.2448, "X4": 0.523, "Y4": 0.2448, "page": 0, "Index": 107}, {"Word": "puffs;", "Confidence": 0.794, "X1": 0.58739, "Y1": 0.2332, "X2": 0.62418, "Y2": 0.233, "X3": 0.62418, "Y3": 0.2448, "X4": 0.58607, "Y4": 0.2448, "page": 0, "Index": 108}, {"Word": "other", "Confidence": 0.674, "X1": 0.62812, "Y1": 0.2332, "X2": 0.6636, "Y2": 0.233, "X3": 0.66229, "Y3": 0.2448, "X4": 0.62681, "Y4": 0.2448, "page": 0, "Index": 109}, {"Word": "smokers", "Confidence": 0.946, "X1": 0.66754, "Y1": 0.2332, "X2": 0.72668, "Y2": 0.233, "X3": 0.72536, "Y3": 0.2458, "X4": 0.66623, "Y4": 0.2448, "page": 0, "Index": 110}, {"Word": "their", "Confidence": 0.605, "X1": 0.4021, "Y1": 0.2452, "X2": 0.43101, "Y2": 0.245, "X3": 0.43101, "Y3": 0.2578, "X4": 0.40079, "Y4": 0.2588, "page": 0, "Index": 111}, {"Word": "mouths;", "Confidence": 0.928, "X1": 0.43495, "Y1": 0.2452, "X2": 0.48883, "Y2": 0.245, "X3": 0.48883, "Y3": 0.2578, "X4": 0.43364, "Y4": 0.2578, "page": 0, "Index": 112}, {"Word": "others", "Confidence": 0.994, "X1": 0.49277, "Y1": 0.2452, "X2": 0.53482, "Y2": 0.245, "X3": 0.53482, "Y3": 0.2578, "X4": 0.49146, "Y4": 0.2578, "page": 0, "Index": 113}, {"Word": "constantly", "Confidence": 0.094, "X1": 0.21025, "Y1": 0.2452, "X2": 0.27727, "Y2": 0.245, "X3": 0.27727, "Y3": 0.2588, "X4": 0.21025, "Y4": 0.2588, "page": 0, "Index": 114}, {"Word": "hold", "Confidence": 0.939, "X1": 0.28121, "Y1": 0.2452, "X2": 0.31012, "Y2": 0.245, "X3": 0.31012, "Y3": 0.2588, "X4": 0.28121, "Y4": 0.2588, "page": 0, "Index": 115}, {"Word": "cigarettes", "Confidence": 0.981, "X1": 0.31406, "Y1": 0.2452, "X2": 0.38108, "Y2": 0.245, "X3": 0.38108, "Y3": 0.2588, "X4": 0.31406, "Y4": 0.2588, "page": 0, "Index": 116}, {"Word": "in", "Confidence": 0.998, "X1": 0.38502, "Y1": 0.2452, "X2": 0.39816, "Y2": 0.245, "X3": 0.39816, "Y3": 0.2588, "X4": 0.38371, "Y4": 0.2588, "page": 0, "Index": 117}, {"Word": "hold", "Confidence": 0.893, "X1": 0.53876, "Y1": 0.2462, "X2": 0.56899, "Y2": 0.246, "X3": 0.56767, "Y3": 0.2588, "X4": 0.53876, "Y4": 0.2588, "page": 0, "Index": 118}, {"Word": "them", "Confidence": 0.982, "X1": 0.57162, "Y1": 0.2462, "X2": 0.60315, "Y2": 0.246, "X3": 0.60315, "Y3": 0.2588, "X4": 0.57162, "Y4": 0.2588, "page": 0, "Index": 119}, {"Word": "between", "Confidence": 0.156, "X1": 0.61104, "Y1": 0.2462, "X2": 0.66886, "Y2": 0.246, "X3": 0.66754, "Y3": 0.2588, "X4": 0.60972, "Y4": 0.2588, "page": 0, "Index": 120}, {"Word": "their", "Confidence": 0.955, "X1": 0.67148, "Y1": 0.2462, "X2": 0.70302, "Y2": 0.246, "X3": 0.70171, "Y3": 0.2588, "X4": 0.67148, "Y4": 0.2588, "page": 0, "Index": 121}, {"Word": "fingers.", "Confidence": 0.967, "X1": 0.70565, "Y1": 0.2462, "X2": 0.76216, "Y2": 0.246, "X3": 0.76084, "Y3": 0.2588, "X4": 0.70434, "Y4": 0.2588, "page": 0, "Index": 122}, {"Word": "The", "Confidence": 0.998, "X1": 0.21156, "Y1": 0.2712, "X2": 0.23522, "Y2": 0.271, "X3": 0.23522, "Y3": 0.2858, "X4": 0.21025, "Y4": 0.2858, "page": 0, "Index": 123}, {"Word": "Cambridge", "Confidence": 0.991, "X1": 0.23916, "Y1": 0.2712, "X2": 0.31537, "Y2": 0.271, "X3": 0.31406, "Y3": 0.2858, "X4": 0.23916, "Y4": 0.2858, "page": 0, "Index": 124}, {"Word": "Filler", "Confidence": 0.881, "X1": 0.318, "Y1": 0.2722, "X2": 0.35217, "Y2": 0.272, "X3": 0.35217, "Y3": 0.2858, "X4": 0.318, "Y4": 0.2858, "page": 0, "Index": 125}, {"Word": "Method", "Confidence": 0.991, "X1": 0.35611, "Y1": 0.2722, "X2": 0.40736, "Y2": 0.272, "X3": 0.40736, "Y3": 0.2848, "X4": 0.35611, "Y4": 0.2858, "page": 0, "Index": 126}, {"Word": "does", "Confidence": 0.938, "X1": 0.40999, "Y1": 0.2722, "X2": 0.44415, "Y2": 0.272, "X3": 0.44284, "Y3": 0.2848, "X4": 0.40999, "Y4": 0.2848, "page": 0, "Index": 127}, {"Word": "not", "Confidence": 0.957, "X1": 0.44678, "Y1": 0.2722, "X2": 0.46912, "Y2": 0.272, "X3": 0.46912, "Y3": 0.2848, "X4": 0.44678, "Y4": 0.2848, "page": 0, "Index": 128}, {"Word": "and", "Confidence": 0.998, "X1": 0.47306, "Y1": 0.2722, "X2": 0.49934, "Y2": 0.272, "X3": 0.49934, "Y3": 0.2848, "X4": 0.47306, "Y4": 0.2848, "page": 0, "Index": 129}, {"Word": "cannot", "Confidence": 0.981, "X1": 0.50329, "Y1": 0.2722, "X2": 0.54928, "Y2": 0.272, "X3": 0.54928, "Y3": 0.2848, "X4": 0.50197, "Y4": 0.2848, "page": 0, "Index": 130}, {"Word": "measure", "Confidence": 0.993, "X1": 0.55322, "Y1": 0.2722, "X2": 0.61235, "Y2": 0.272, "X3": 0.61235, "Y3": 0.2858, "X4": 0.55322, "Y4": 0.2848, "page": 0, "Index": 131}, {"Word": "these", "Confidence": 0.933, "X1": 0.61629, "Y1": 0.2722, "X2": 0.65309, "Y2": 0.272, "X3": 0.65309, "Y3": 0.2858, "X4": 0.61629, "Y4": 0.2858, "page": 0, "Index": 132}, {"Word": "many", "Confidence": 0.984, "X1": 0.65572, "Y1": 0.2722, "X2": 0.69514, "Y2": 0.272, "X3": 0.69514, "Y3": 0.2858, "X4": 0.65572, "Y4": 0.2858, "page": 0, "Index": 133}, {"Word": "variations", "Confidence": 0.965, "X1": 0.69908, "Y1": 0.2732, "X2": 0.76478, "Y2": 0.273, "X3": 0.76478, "Y3": 0.2858, "X4": 0.69908, "Y4": 0.2858, "page": 0, "Index": 134}, {"Word": "in", "Confidence": 0.997, "X1": 0.76873, "Y1": 0.2732, "X2": 0.78318, "Y2": 0.273, "X3": 0.78318, "Y3": 0.2858, "X4": 0.76873, "Y4": 0.2858, "page": 0, "Index": 135}, {"Word": "human", "Confidence": 0.993, "X1": 0.20894, "Y1": 0.2852, "X2": 0.25493, "Y2": 0.285, "X3": 0.25624, "Y3": 0.2988, "X4": 0.21025, "Y4": 0.2988, "page": 0, "Index": 136}, {"Word": "smoking", "Confidence": 0.955, "X1": 0.25887, "Y1": 0.2852, "X2": 0.31537, "Y2": 0.285, "X3": 0.31669, "Y3": 0.2988, "X4": 0.26018, "Y4": 0.2988, "page": 0, "Index": 137}, {"Word": "habits.", "Confidence": 0.802, "X1": 0.31932, "Y1": 0.2852, "X2": 0.36531, "Y2": 0.285, "X3": 0.36662, "Y3": 0.2988, "X4": 0.32063, "Y4": 0.2988, "page": 0, "Index": 138}, {"Word": "It", "Confidence": 0.939, "X1": 0.36925, "Y1": 0.2852, "X2": 0.37845, "Y2": 0.285, "X3": 0.37845, "Y3": 0.2988, "X4": 0.36925, "Y4": 0.2988, "page": 0, "Index": 139}, {"Word": "does", "Confidence": 0.134, "X1": 0.38108, "Y1": 0.2852, "X2": 0.41524, "Y2": 0.285, "X3": 0.41524, "Y3": 0.2988, "X4": 0.38239, "Y4": 0.2988, "page": 0, "Index": 140}, {"Word": "not", "Confidence": 0.997, "X1": 0.41919, "Y1": 0.2852, "X2": 0.44021, "Y2": 0.285, "X3": 0.44152, "Y3": 0.2988, "X4": 0.41919, "Y4": 0.2988, "page": 0, "Index": 141}, {"Word": "measure", "Confidence": 0.994, "X1": 0.44415, "Y1": 0.2852, "X2": 0.50329, "Y2": 0.285, "X3": 0.5046, "Y3": 0.2988, "X4": 0.44415, "Y4": 0.2988, "page": 0, "Index": 142}, {"Word": "tar", "Confidence": 0.919, "X1": 0.50723, "Y1": 0.2852, "X2": 0.52562, "Y2": 0.285, "X3": 0.52562, "Y3": 0.2988, "X4": 0.50723, "Y4": 0.2988, "page": 0, "Index": 143}, {"Word": "or", "Confidence": 0.796, "X1": 0.52957, "Y1": 0.2852, "X2": 0.54271, "Y2": 0.285, "X3": 0.54271, "Y3": 0.2988, "X4": 0.52957, "Y4": 0.2988, "page": 0, "Index": 144}, {"Word": "nicoline", "Confidence": 0.96, "X1": 0.54665, "Y1": 0.2852, "X2": 0.60053, "Y2": 0.285, "X3": 0.60053, "Y3": 0.2988, "X4": 0.54665, "Y4": 0.2988, "page": 0, "Index": 145}, {"Word": "in", "Confidence": 0.998, "X1": 0.60447, "Y1": 0.2852, "X2": 0.61629, "Y2": 0.285, "X3": 0.61629, "Y3": 0.2988, "X4": 0.60447, "Y4": 0.2988, "page": 0, "Index": 146}, {"Word": "the", "Confidence": 0.998, "X1": 0.62024, "Y1": 0.2852, "X2": 0.64258, "Y2": 0.285, "X3": 0.64126, "Y3": 0.2988, "X4": 0.62024, "Y4": 0.2988, "page": 0, "Index": 147}, {"Word": "smoke", "Confidence": 0.974, "X1": 0.6452, "Y1": 0.2862, "X2": 0.68988, "Y2": 0.286, "X3": 0.68988, "Y3": 0.2988, "X4": 0.6452, "Y4": 0.2988, "page": 0, "Index": 148}, {"Word": "generated", "Confidence": 0.878, "X1": 0.69382, "Y1": 0.2862, "X2": 0.76478, "Y2": 0.286, "X3": 0.76478, "Y3": 0.2988, "X4": 0.69382, "Y4": 0.2988, "page": 0, "Index": 149}, {"Word": "while", "Confidence": 0.994, "X1": 0.20894, "Y1": 0.2992, "X2": 0.2431, "Y2": 0.299, "X3": 0.2431, "Y3": 0.3118, "X4": 0.21025, "Y4": 0.3118, "page": 0, "Index": 150}, {"Word": "the", "Confidence": 0.998, "X1": 0.24704, "Y1": 0.2992, "X2": 0.26938, "Y2": 0.299, "X3": 0.26938, "Y3": 0.3118, "X4": 0.24704, "Y4": 0.3118, "page": 0, "Index": 151}, {"Word": "cigarette", "Confidence": 0.68, "X1": 0.27332, "Y1": 0.2992, "X2": 0.33114, "Y2": 0.299, "X3": 0.33246, "Y3": 0.3118, "X4": 0.27332, "Y4": 0.3118, "page": 0, "Index": 152}, {"Word": "is", "Confidence": 0.998, "X1": 0.33509, "Y1": 0.2992, "X2": 0.34691, "Y2": 0.299, "X3": 0.34691, "Y3": 0.3118, "X4": 0.33509, "Y4": 0.3118, "page": 0, "Index": 153}, {"Word": "not", "Confidence": 0.998, "X1": 0.34954, "Y1": 0.2992, "X2": 0.37188, "Y2": 0.299, "X3": 0.37319, "Y3": 0.3118, "X4": 0.34954, "Y4": 0.3118, "page": 0, "Index": 154}, {"Word": "being", "Confidence": 0.991, "X1": 0.37582, "Y1": 0.2992, "X2": 0.41393, "Y2": 0.299, "X3": 0.41393, "Y3": 0.3118, "X4": 0.37582, "Y4": 0.3118, "page": 0, "Index": 155}, {"Word": "puffed.", "Confidence": 0.73, "X1": 0.41787, "Y1": 0.2982, "X2": 0.46386, "Y2": 0.298, "X3": 0.46386, "Y3": 0.3118, "X4": 0.41787, "Y4": 0.3118, "page": 0, "Index": 156}, {"Word": "It", "Confidence": 0.757, "X1": 0.46781, "Y1": 0.2992, "X2": 0.477, "Y2": 0.299, "X3": 0.47832, "Y3": 0.3118, "X4": 0.46781, "Y4": 0.3118, "page": 0, "Index": 157}, {"Word": "does", "Confidence": 0.931, "X1": 0.48095, "Y1": 0.2992, "X2": 0.5138, "Y2": 0.299, "X3": 0.5138, "Y3": 0.3118, "X4": 0.48095, "Y4": 0.3118, "page": 0, "Index": 158}, {"Word": "not", "Confidence": 0.955, "X1": 0.51774, "Y1": 0.2992, "X2": 0.54008, "Y2": 0.299, "X3": 0.54008, "Y3": 0.3118, "X4": 0.51774, "Y4": 0.3118, "page": 0, "Index": 159}, {"Word": "measure", "Confidence": 0.941, "X1": 0.54271, "Y1": 0.2992, "X2": 0.60315, "Y2": 0.299, "X3": 0.60315, "Y3": 0.3118, "X4": 0.54271, "Y4": 0.3118, "page": 0, "Index": 160}, {"Word": "all", "Confidence": 0.998, "X1": 0.6071, "Y1": 0.2992, "X2": 0.62286, "Y2": 0.299, "X3": 0.62286, "Y3": 0.3118, "X4": 0.6071, "Y4": 0.3118, "page": 0, "Index": 161}, {"Word": "of", "Confidence": 0.998, "X1": 0.62549, "Y1": 0.2992, "X2": 0.63995, "Y2": 0.299, "X3": 0.63995, "Y3": 0.3118, "X4": 0.62549, "Y4": 0.3118, "page": 0, "Index": 162}, {"Word": "the", "Confidence": 0.773, "X1": 0.64258, "Y1": 0.2992, "X2": 0.66491, "Y2": 0.299, "X3": 0.6636, "Y3": 0.3118, "X4": 0.64258, "Y4": 0.3118, "page": 0, "Index": 163}, {"Word": "lar", "Confidence": 0.958, "X1": 0.66754, "Y1": 0.2992, "X2": 0.68725, "Y2": 0.299, "X3": 0.68725, "Y3": 0.3118, "X4": 0.66754, "Y4": 0.3118, "page": 0, "Index": 164}, {"Word": "and", "Confidence": 0.998, "X1": 0.6912, "Y1": 0.2992, "X2": 0.71485, "Y2": 0.299, "X3": 0.71485, "Y3": 0.3118, "X4": 0.68988, "Y4": 0.3118, "page": 0, "Index": 165}, {"Word": "nicotine", "Confidence": 0.968, "X1": 0.71879, "Y1": 0.2992, "X2": 0.77267, "Y2": 0.299, "X3": 0.77267, "Y3": 0.3118, "X4": 0.71879, "Y4": 0.3118, "page": 0, "Index": 166}, {"Word": "in", "Confidence": 0.931, "X1": 0.77661, "Y1": 0.2992, "X2": 0.79106, "Y2": 0.299, "X3": 0.79106, "Y3": 0.3118, "X4": 0.77661, "Y4": 0.3118, "page": 0, "Index": 167}, {"Word": "any", "Confidence": 0.998, "X1": 0.20894, "Y1": 0.3122, "X2": 0.2339, "Y2": 0.312, "X3": 0.2339, "Y3": 0.3258, "X4": 0.20894, "Y4": 0.3268, "page": 0, "Index": 168}, {"Word": "cigarette,", "Confidence": 0.853, "X1": 0.23784, "Y1": 0.3122, "X2": 0.30092, "Y2": 0.312, "X3": 0.30092, "Y3": 0.3258, "X4": 0.23784, "Y4": 0.3258, "page": 0, "Index": 169}, {"Word": "but", "Confidence": 0.39, "X1": 0.30355, "Y1": 0.3122, "X2": 0.32589, "Y2": 0.312, "X3": 0.32589, "Y3": 0.3258, "X4": 0.30355, "Y4": 0.3258, "page": 0, "Index": 170}, {"Word": "only", "Confidence": 0.882, "X1": 0.32983, "Y1": 0.3122, "X2": 0.35874, "Y2": 0.312, "X3": 0.35874, "Y3": 0.3258, "X4": 0.32983, "Y4": 0.3258, "page": 0, "Index": 171}, {"Word": "that", "Confidence": 0.982, "X1": 0.36137, "Y1": 0.3122, "X2": 0.38765, "Y2": 0.312, "X3": 0.38765, "Y3": 0.3258, "X4": 0.36137, "Y4": 0.3258, "page": 0, "Index": 172}, {"Word": "in", "Confidence": 0.998, "X1": 0.39159, "Y1": 0.3122, "X2": 0.40342, "Y2": 0.312, "X3": 0.40342, "Y3": 0.3258, "X4": 0.39159, "Y4": 0.3258, "page": 0, "Index": 173}, {"Word": "the", "Confidence": 0.994, "X1": 0.40736, "Y1": 0.3122, "X2": 0.42838, "Y2": 0.312, "X3": 0.42838, "Y3": 0.3258, "X4": 0.40736, "Y4": 0.3258, "page": 0, "Index": 174}, {"Word": "smoke", "Confidence": 0.995, "X1": 0.43101, "Y1": 0.3122, "X2": 0.47832, "Y2": 0.312, "X3": 0.47832, "Y3": 0.3258, "X4": 0.43101, "Y4": 0.3258, "page": 0, "Index": 175}, {"Word": "drawn", "Confidence": 0.964, "X1": 0.48095, "Y1": 0.3122, "X2": 0.52431, "Y2": 0.312, "X3": 0.52431, "Y3": 0.3258, "X4": 0.48095, "Y4": 0.3258, "page": 0, "Index": 176}, {"Word": "in", "Confidence": 0.998, "X1": 0.52694, "Y1": 0.3122, "X2": 0.53876, "Y2": 0.312, "X3": 0.53876, "Y3": 0.3258, "X4": 0.52694, "Y4": 0.3258, "page": 0, "Index": 177}, {"Word": "the", "Confidence": 0.998, "X1": 0.54271, "Y1": 0.3122, "X2": 0.56373, "Y2": 0.312, "X3": 0.56373, "Y3": 0.3258, "X4": 0.54271, "Y4": 0.3258, "page": 0, "Index": 178}, {"Word": "standardized", "Confidence": 0.991, "X1": 0.56767, "Y1": 0.3122, "X2": 0.65572, "Y2": 0.312, "X3": 0.65572, "Y3": 0.3258, "X4": 0.56767, "Y4": 0.3258, "page": 0, "Index": 179}, {"Word": "machine", "Confidence": 0.995, "X1": 0.65834, "Y1": 0.3122, "X2": 0.71616, "Y2": 0.312, "X3": 0.71616, "Y3": 0.3258, "X4": 0.65834, "Y4": 0.3258, "page": 0, "Index": 180}, {"Word": "smoking", "Confidence": 0.941, "X1": 0.72011, "Y1": 0.3122, "X2": 0.78055, "Y2": 0.312, "X3": 0.78055, "Y3": 0.3258, "X4": 0.72011, "Y4": 0.3258, "page": 0, "Index": 181}, {"Word": "to", "Confidence": 0.652, "X1": 0.68857, "Y1": 0.3262, "X2": 0.70171, "Y2": 0.326, "X3": 0.70171, "Y3": 0.3378, "X4": 0.68857, "Y4": 0.3378, "page": 0, "Index": 182}, {"Word": "determine", "Confidence": 0.935, "X1": 0.70565, "Y1": 0.3262, "X2": 0.77398, "Y2": 0.326, "X3": 0.77398, "Y3": 0.3378, "X4": 0.70565, "Y4": 0.3378, "page": 0, "Index": 183}, {"Word": "according", "Confidence": 0.124, "X1": 0.21025, "Y1": 0.3252, "X2": 0.27595, "Y2": 0.325, "X3": 0.27595, "Y3": 0.3388, "X4": 0.21025, "Y4": 0.3388, "page": 0, "Index": 184}, {"Word": "to", "Confidence": 0.996, "X1": 0.27989, "Y1": 0.3252, "X2": 0.29172, "Y2": 0.325, "X3": 0.29172, "Y3": 0.3388, "X4": 0.27989, "Y4": 0.3388, "page": 0, "Index": 185}, {"Word": "the", "Confidence": 0.998, "X1": 0.29566, "Y1": 0.3252, "X2": 0.318, "Y2": 0.325, "X3": 0.318, "Y3": 0.3388, "X4": 0.29566, "Y4": 0.3388, "page": 0, "Index": 186}, {"Word": "prescribed", "Confidence": 0.948, "X1": 0.32194, "Y1": 0.3252, "X2": 0.3929, "Y2": 0.325, "X3": 0.3929, "Y3": 0.3388, "X4": 0.32194, "Y4": 0.3388, "page": 0, "Index": 187}, {"Word": "method.", "Confidence": 0.944, "X1": 0.39685, "Y1": 0.3252, "X2": 0.45204, "Y2": 0.325, "X3": 0.45204, "Y3": 0.3388, "X4": 0.39685, "Y4": 0.3388, "page": 0, "Index": 188}, {"Word": "Thus,", "Confidence": 0.64, "X1": 0.45598, "Y1": 0.3252, "X2": 0.49409, "Y2": 0.325, "X3": 0.49409, "Y3": 0.3388, "X4": 0.45598, "Y4": 0.3388, "page": 0, "Index": 189}, {"Word": "the", "Confidence": 0.991, "X1": 0.49671, "Y1": 0.3252, "X2": 0.52037, "Y2": 0.325, "X3": 0.52037, "Y3": 0.3388, "X4": 0.49671, "Y4": 0.3388, "page": 0, "Index": 190}, {"Word": "purpose", "Confidence": 0.666, "X1": 0.523, "Y1": 0.3252, "X2": 0.5795, "Y2": 0.325, "X3": 0.5795, "Y3": 0.3388, "X4": 0.523, "Y4": 0.3388, "page": 0, "Index": 191}, {"Word": "of", "Confidence": 0.997, "X1": 0.58213, "Y1": 0.3252, "X2": 0.59527, "Y2": 0.325, "X3": 0.59527, "Y3": 0.3388, "X4": 0.58213, "Y4": 0.3388, "page": 0, "Index": 192}, {"Word": "testing", "Confidence": 0.951, "X1": 0.5979, "Y1": 0.3252, "X2": 0.64389, "Y2": 0.325, "X3": 0.64389, "Y3": 0.3388, "X4": 0.5979, "Y4": 0.3388, "page": 0, "Index": 193}, {"Word": "is", "Confidence": 0.996, "X1": 0.64783, "Y1": 0.3252, "X2": 0.65834, "Y2": 0.325, "X3": 0.65834, "Y3": 0.3388, "X4": 0.64783, "Y4": 0.3388, "page": 0, "Index": 194}, {"Word": "not", "Confidence": 0.182, "X1": 0.66229, "Y1": 0.3262, "X2": 0.68463, "Y2": 0.326, "X3": 0.68463, "Y3": 0.3388, "X4": 0.66229, "Y4": 0.3388, "page": 0, "Index": 195}, {"Word": "the", "Confidence": 0.998, "X1": 0.21025, "Y1": 0.3392, "X2": 0.23259, "Y2": 0.339, "X3": 0.23127, "Y3": 0.3518, "X4": 0.20894, "Y4": 0.3518, "page": 0, "Index": 196}, {"Word": "amount", "Confidence": 0.991, "X1": 0.23653, "Y1": 0.3392, "X2": 0.28647, "Y2": 0.339, "X3": 0.28515, "Y3": 0.3518, "X4": 0.23522, "Y4": 0.3518, "page": 0, "Index": 197}, {"Word": "of", "Confidence": 0.991, "X1": 0.29041, "Y1": 0.3392, "X2": 0.30355, "Y2": 0.339, "X3": 0.30223, "Y3": 0.3518, "X4": 0.28909, "Y4": 0.3518, "page": 0, "Index": 198}, {"Word": "tar", "Confidence": 0.991, "X1": 0.30618, "Y1": 0.3392, "X2": 0.32589, "Y2": 0.339, "X3": 0.32457, "Y3": 0.3518, "X4": 0.30618, "Y4": 0.3518, "page": 0, "Index": 199}, {"Word": "and", "Confidence": 0.998, "X1": 0.32983, "Y1": 0.3392, "X2": 0.35348, "Y2": 0.339, "X3": 0.35348, "Y3": 0.3518, "X4": 0.32852, "Y4": 0.3518, "page": 0, "Index": 200}, {"Word": "nicotine", "Confidence": 0.994, "X1": 0.35742, "Y1": 0.3392, "X2": 0.4113, "Y2": 0.339, "X3": 0.40999, "Y3": 0.3518, "X4": 0.35611, "Y4": 0.3518, "page": 0, "Index": 201}, {"Word": "inhaled", "Confidence": 0.994, "X1": 0.41393, "Y1": 0.3392, "X2": 0.46386, "Y2": 0.339, "X3": 0.46255, "Y3": 0.3518, "X4": 0.41393, "Y4": 0.3518, "page": 0, "Index": 202}, {"Word": "by", "Confidence": 0.998, "X1": 0.46649, "Y1": 0.3392, "X2": 0.48489, "Y2": 0.339, "X3": 0.48489, "Y3": 0.3518, "X4": 0.46649, "Y4": 0.3518, "page": 0, "Index": 203}, {"Word": "any", "Confidence": 0.998, "X1": 0.48883, "Y1": 0.3392, "X2": 0.51248, "Y2": 0.339, "X3": 0.51248, "Y3": 0.3518, "X4": 0.48752, "Y4": 0.3518, "page": 0, "Index": 204}, {"Word": "human", "Confidence": 0.994, "X1": 0.51643, "Y1": 0.3392, "X2": 0.56373, "Y2": 0.339, "X3": 0.56373, "Y3": 0.3518, "X4": 0.51643, "Y4": 0.3518, "page": 0, "Index": 205}, {"Word": "smoker.", "Confidence": 0.806, "X1": 0.56636, "Y1": 0.3392, "X2": 0.62155, "Y2": 0.339, "X3": 0.62155, "Y3": 0.3518, "X4": 0.56636, "Y4": 0.3518, "page": 0, "Index": 206}, {"Word": "but", "Confidence": 0.998, "X1": 0.62549, "Y1": 0.3392, "X2": 0.64783, "Y2": 0.339, "X3": 0.64783, "Y3": 0.3518, "X4": 0.62549, "Y4": 0.3518, "page": 0, "Index": 207}, {"Word": "rather", "Confidence": 0.994, "X1": 0.65046, "Y1": 0.3392, "X2": 0.6912, "Y2": 0.339, "X3": 0.6912, "Y3": 0.3518, "X4": 0.65046, "Y4": 0.3518, "page": 0, "Index": 208}, {"Word": "to", "Confidence": 0.998, "X1": 0.69514, "Y1": 0.3392, "X2": 0.70828, "Y2": 0.339, "X3": 0.70828, "Y3": 0.3518, "X4": 0.69514, "Y4": 0.3518, "page": 0, "Index": 209}, {"Word": "determine", "Confidence": 0.991, "X1": 0.71222, "Y1": 0.3392, "X2": 0.78187, "Y2": 0.339, "X3": 0.78187, "Y3": 0.3518, "X4": 0.71222, "Y4": 0.3518, "page": 0, "Index": 210}, {"Word": "the", "Confidence": 0.998, "X1": 0.21025, "Y1": 0.3522, "X2": 0.23127, "Y2": 0.352, "X3": 0.22996, "Y3": 0.3648, "X4": 0.20762, "Y4": 0.3648, "page": 0, "Index": 211}, {"Word": "amount", "Confidence": 0.763, "X1": 0.23522, "Y1": 0.3522, "X2": 0.28647, "Y2": 0.352, "X3": 0.28384, "Y3": 0.3648, "X4": 0.23259, "Y4": 0.3648, "page": 0, "Index": 212}, {"Word": "of", "Confidence": 0.998, "X1": 0.28909, "Y1": 0.3522, "X2": 0.30223, "Y2": 0.352, "X3": 0.30092, "Y3": 0.3648, "X4": 0.28778, "Y4": 0.3648, "page": 0, "Index": 213}, {"Word": "tar", "Confidence": 0.997, "X1": 0.30618, "Y1": 0.3522, "X2": 0.32589, "Y2": 0.352, "X3": 0.32457, "Y3": 0.3648, "X4": 0.30486, "Y4": 0.3648, "page": 0, "Index": 214}, {"Word": "and", "Confidence": 0.998, "X1": 0.32983, "Y1": 0.3522, "X2": 0.3548, "Y2": 0.352, "X3": 0.35217, "Y3": 0.3648, "X4": 0.32852, "Y4": 0.3648, "page": 0, "Index": 215}, {"Word": "nicotine", "Confidence": 0.994, "X1": 0.35742, "Y1": 0.3522, "X2": 0.4113, "Y2": 0.352, "X3": 0.40999, "Y3": 0.3658, "X4": 0.35611, "Y4": 0.3648, "page": 0, "Index": 216}, {"Word": "ger", "Confidence": 0.998, "X1": 0.41393, "Y1": 0.3522, "X2": 0.43627, "Y2": 0.352, "X3": 0.43627, "Y3": 0.3658, "X4": 0.41261, "Y4": 0.3658, "page": 0, "Index": 217}, {"Word": "erated", "Confidence": 0.996, "X1": 0.44021, "Y1": 0.3522, "X2": 0.48226, "Y2": 0.352, "X3": 0.48226, "Y3": 0.3658, "X4": 0.4389, "Y4": 0.3658, "page": 0, "Index": 218}, {"Word": "when", "Confidence": 0.983, "X1": 0.4862, "Y1": 0.3522, "X2": 0.52431, "Y2": 0.352, "X3": 0.523, "Y3": 0.3658, "X4": 0.48489, "Y4": 0.3658, "page": 0, "Index": 219}, {"Word": "a", "Confidence": 0.994, "X1": 0.52825, "Y1": 0.3522, "X2": 0.53745, "Y2": 0.352, "X3": 0.53614, "Y3": 0.3658, "X4": 0.52694, "Y4": 0.3658, "page": 0, "Index": 220}, {"Word": "cigarette", "Confidence": 0.807, "X1": 0.54008, "Y1": 0.3522, "X2": 0.59921, "Y2": 0.352, "X3": 0.59921, "Y3": 0.3658, "X4": 0.54008, "Y4": 0.3658, "page": 0, "Index": 221}, {"Word": "is", "Confidence": 0.998, "X1": 0.60315, "Y1": 0.3522, "X2": 0.61367, "Y2": 0.352, "X3": 0.61367, "Y3": 0.3658, "X4": 0.60315, "Y4": 0.3658, "page": 0, "Index": 222}, {"Word": "smoked", "Confidence": 0.993, "X1": 0.61761, "Y1": 0.3522, "X2": 0.67148, "Y2": 0.352, "X3": 0.67148, "Y3": 0.3658, "X4": 0.61629, "Y4": 0.3658, "page": 0, "Index": 223}, {"Word": "by", "Confidence": 0.998, "X1": 0.67543, "Y1": 0.3522, "X2": 0.69251, "Y2": 0.352, "X3": 0.69251, "Y3": 0.3658, "X4": 0.67543, "Y4": 0.3658, "page": 0, "Index": 224}, {"Word": "a", "Confidence": 0.991, "X1": 0.69645, "Y1": 0.3522, "X2": 0.70434, "Y2": 0.352, "X3": 0.70434, "Y3": 0.3658, "X4": 0.69645, "Y4": 0.3658, "page": 0, "Index": 225}, {"Word": "machine", "Confidence": 0.941, "X1": 0.70828, "Y1": 0.3522, "X2": 0.7661, "Y2": 0.352, "X3": 0.7661, "Y3": 0.3658, "X4": 0.70828, "Y4": 0.3658, "page": 0, "Index": 226}, {"Word": "in", "Confidence": 0.997, "X1": 0.76873, "Y1": 0.3522, "X2": 0.78581, "Y2": 0.352, "X3": 0.78581, "Y3": 0.3658, "X4": 0.77004, "Y4": 0.3658, "page": 0, "Index": 227}, {"Word": "with", "Confidence": 0.323, "X1": 0.29304, "Y1": 0.3652, "X2": 0.32063, "Y2": 0.365, "X3": 0.32063, "Y3": 0.3778, "X4": 0.29172, "Y4": 0.3788, "page": 0, "Index": 228}, {"Word": "the", "Confidence": 0.922, "X1": 0.32457, "Y1": 0.3652, "X2": 0.3456, "Y2": 0.365, "X3": 0.34428, "Y3": 0.3778, "X4": 0.32326, "Y4": 0.3778, "page": 0, "Index": 229}, {"Word": "prescribed", "Confidence": 0.868, "X1": 0.34954, "Y1": 0.3652, "X2": 0.4205, "Y2": 0.365, "X3": 0.4205, "Y3": 0.3778, "X4": 0.34823, "Y4": 0.3778, "page": 0, "Index": 230}, {"Word": "accordance", "Confidence": 0.789, "X1": 0.20894, "Y1": 0.3652, "X2": 0.28909, "Y2": 0.365, "X3": 0.28778, "Y3": 0.3788, "X4": 0.20894, "Y4": 0.3798, "page": 0, "Index": 231}, {"Word": "method.\"", "Confidence": 0.811, "X1": 0.42444, "Y1": 0.3652, "X2": 0.49014, "Y2": 0.365, "X3": 0.49014, "Y3": 0.3788, "X4": 0.42313, "Y4": 0.3778, "page": 0, "Index": 232}, {"Word": "12", "Confidence": 0.998, "X1": 0.47569, "Y1": 0.8532, "X2": 0.49014, "Y2": 0.853, "X3": 0.49014, "Y3": 0.8678, "X4": 0.47569, "Y4": 0.8688, "page": 0, "Index": 233}, {"Word": "of", "Confidence": 0.997, "X1": 0.49277, "Y1": 0.8532, "X2": 0.50591, "Y2": 0.853, "X3": 0.50591, "Y3": 0.8668, "X4": 0.49277, "Y4": 0.8678, "page": 0, "Index": 234}, {"Word": "12", "Confidence": 0.997, "X1": 0.50986, "Y1": 0.8522, "X2": 0.52957, "Y2": 0.852, "X3": 0.52825, "Y3": 0.8668, "X4": 0.50986, "Y4": 0.8668, "page": 0, "Index": 235}, {"Word": "page", "Confidence": 0.621, "X1": 0.44021, "Y1": 0.8542, "X2": 0.47175, "Y2": 0.854, "X3": 0.47175, "Y3": 0.8688, "X4": 0.44021, "Y4": 0.8698, "page": 0, "Index": 236}, {"Word": "3117138013", "Confidence": 0.994, "X1": 0.8318, "Y1": 0.9422, "X2": 0.95401, "Y2": 0.942, "X3": 0.95401, "Y3": 0.9588, "X4": 0.8318, "Y4": 0.9588, "page": 0, "Index": 237}, {"Word": "3117138013", "Confidence": 0.803, "X1": 0.02628, "Y1": 0.9862, "X2": 0.12221, "Y2": 0.986, "X3": 0.12221, "Y3": 0.9978, "X4": 0.0276, "Y4": 0.9978, "page": 0, "Index": 238}]}	"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"
ffbl0219	7	{"lines_data": [{"Word": "reporting, Table 2 indicates no change in yield (i.e ., not shaced) in years beginning in 1999", "Confidence": 0.95541, "X1": 0.18397, "Y1": 0.1372, "X2": 0.79895, "Y2": 0.137, "X3": 0.79895, "Y3": 0.1538, "X4": 0.18397, "Y4": 0.1538, "page": 0}, {"Word": "through to 2003.", "Confidence": 0.953, "X1": 0.18265, "Y1": 0.1552, "X2": 0.29698, "Y2": 0.155, "X3": 0.29698, "Y3": 0.1678, "X4": 0.18265, "Y4": 0.1678, "page": 0}, {"Word": "For all brand styles for all reporting years, there was a total of 187 \"year-to-year\" yield", "Confidence": 0.97381, "X1": 0.23127, "Y1": 0.1762, "X2": 0.81209, "Y2": 0.176, "X3": 0.81209, "Y3": 0.1908, "X4": 0.23127, "Y4": 0.1908, "page": 0}, {"Word": "difference sela. Forty percent (40%) decreased, 23% were unchanged, and 37% of reported", "Confidence": 0.89608, "X1": 0.18265, "Y1": 0.1932, "X2": 0.81078, "Y2": 0.193, "X3": 0.81078, "Y3": 0.2058, "X4": 0.18265, "Y4": 0.2058, "page": 0}, {"Word": "yields increased compared to the previous year. Over ha f (54%) of all yearly brand style", "Confidence": 0.93463, "X1": 0.18265, "Y1": 0.2072, "X2": 0.78581, "Y2": 0.207, "X3": 0.78581, "Y3": 0.2228, "X4": 0.18265, "Y4": 0.2228, "page": 0}, {"Word": "yields were within (+/-) 5% of the previous year's MDPH nicotine yield.", "Confidence": 0.92692, "X1": 0.18134, "Y1": 0.2242, "X2": 0.65966, "Y2": 0.224, "X3": 0.65966, "Y3": 0.2388, "X4": 0.18134, "Y4": 0.2398, "page": 0}, {"Word": "Table 2. Basic Brand Style Reported MDPH N cotire Yields, mig/cigarette", "Confidence": 0.86473, "X1": 0.15243, "Y1": 0.2752, "X2": 0.60578, "Y2": 0.275, "X3": 0.60578, "Y3": 0.2888, "X4": 0.15243, "Y4": 0.2878, "page": 0}, {"Word": "Bask Brand Sty . Niccone Yields Heported to Massac sasett: Deperinee it of Public Health 11", "Confidence": 0.42913, "X1": 0.35217, "Y1": 0.3042, "X2": 0.77661, "Y2": 0.304, "X3": 0.77661, "Y3": 0.3148, "X4": 0.35217, "Y4": 0.3148, "page": 0}, {"Word": "years 1988-2003. Yearly yields less than the previous year yields are Ight-stecod: fww", "Confidence": 0.46115, "X1": 0.36137, "Y1": 0.3142, "X2": 0.76741, "Y2": 0.314, "X3": 0.76741, "Y3": 0.3238, "X4": 0.36137, "Y4": 0.3248, "page": 0}, {"Word": "greatw than the previous year are dla Spahadec: those unchanged are not shaded.", "Confidence": 0.49485, "X1": 0.37582, "Y1": 0.3242, "X2": 0.75033, "Y2": 0.324, "X3": 0.75033, "Y3": 0.3328, "X4": 0.37582, "Y4": 0.3328, "page": 0}, {"Word": "Basic Brand Style", "Confidence": 0.55767, "X1": 0.18922, "Y1": 0.3392, "X2": 0.26807, "Y2": 0.339, "X3": 0.26807, "Y3": 0.3488, "X4": 0.18922, "Y4": 0.3488, "page": 0}, {"Word": "1.4", "Confidence": 0.25, "X1": 0.40079, "Y1": 0.3692, "X2": 0.41524, "Y2": 0.369, "X3": 0.41656, "Y3": 0.3758, "X4": 0.4021, "Y4": 0.3768, "page": 0}, {"Word": "-", "Confidence": 0.848, "X1": 0.35874, "Y1": 0.3802, "X2": 0.37582, "Y2": 0.38, "X3": 0.37714, "Y3": 0.3848, "X4": 0.36005, "Y4": 0.3858, "page": 0}, {"Word": "14", "Confidence": 0.494, "X1": 0.40342, "Y1": 0.4222, "X2": 0.41919, "Y2": 0.422, "X3": 0.41919, "Y3": 0.4268, "X4": 0.40342, "Y4": 0.4288, "page": 0}, {"Word": "Back L in Lots 137's Spr; Rack", "Confidence": 0.32529, "X1": 0.1866, "Y1": 0.4472, "X2": 0.31669, "Y2": 0.447, "X3": 0.31669, "Y3": 0.4548, "X4": 0.1866, "Y4": 0.4548, "page": 0}, {"Word": "11", "Confidence": 0.881, "X1": 0.4021, "Y1": 0.4482, "X2": 0.41524, "Y2": 0.448, "X3": 0.41524, "Y3": 0.4548, "X4": 0.4021, "Y4": 0.4558, "page": 0}, {"Word": "Basic Full Fave Dew", "Confidence": 0.148, "X1": 0.18791, "Y1": 0.4562, "X2": 0.26938, "Y2": 0.456, "X3": 0.26938, "Y3": 0.4638, "X4": 0.18791, "Y4": 0.4628, "page": 0}, {"Word": "4.1", "Confidence": 0.676, "X1": 0.5611, "Y1": 0.5442, "X2": 0.57424, "Y2": 0.544, "X3": 0.57162, "Y3": 0.5508, "X4": 0.55979, "Y4": 0.5508, "page": 0}, {"Word": "Between 1998 and 2008, sixteen (16) of these Basic brand styles were consistently", "Confidence": 0.849, "X1": 0.2339, "Y1": 0.6212, "X2": 0.79501, "Y2": 0.621, "X3": 0.79501, "Y3": 0.6348, "X4": 0.2339, "Y4": 0.6338, "page": 0}, {"Word": "reported each year. The by-year group-average MDP-I nicotine yields for these 16 Basic", "Confidence": 0.93631, "X1": 0.18528, "Y1": 0.6362, "X2": 0.78844, "Y2": 0.636, "X3": 0.78844, "Y3": 0.6498, "X4": 0.18528, "Y4": 0.6508, "page": 0}, {"Word": "brand styles are found in Figure 5. These group-average Basic yields are also indicative of", "Confidence": 0.97233, "X1": 0.18397, "Y1": 0.6522, "X2": 0.79895, "Y2": 0.652, "X3": 0.79895, "Y3": 0.6658, "X4": 0.18397, "Y4": 0.6668, "page": 0}, {"Word": "random variation from year to year. Year-to-year group-average yields were sometimes", "Confidence": 0.95073, "X1": 0.18397, "Y1": 0.6682, "X2": 0.77792, "Y2": 0.668, "X3": 0.77792, "Y3": 0.6818, "X4": 0.18397, "Y4": 0.6828, "page": 0}, {"Word": "greater and sometimes less than the previous year's group-average yield. Year-to-year", "Confidence": 0.93773, "X1": 0.18528, "Y1": 0.6842, "X2": 0.7753, "Y2": 0.684, "X3": 0.7753, "Y3": 0.6988, "X4": 0.18528, "Y4": 0.6988, "page": 0}, {"Word": "differences were typically less than 0.10 mg nicotine.", "Confidence": 0.94838, "X1": 0.18134, "Y1": 0.7002, "X2": 0.54139, "Y2": 0.7, "X3": 0.54139, "Y3": 0.7148, "X4": 0.18134, "Y4": 0.7148, "page": 0}, {"Word": "page 8 of 12", "Confidence": 0.99125, "X1": 0.44021, "Y1": 0.8522, "X2": 0.52694, "Y2": 0.852, "X3": 0.52694, "Y3": 0.8668, "X4": 0.44021, "Y4": 0.8698, "page": 0}, {"Word": "3117138009", "Confidence": 0.994, "X1": 0.82917, "Y1": 0.9422, "X2": 0.95664, "Y2": 0.942, "X3": 0.95795, "Y3": 0.9578, "X4": 0.82917, "Y4": 0.9588, "page": 0}, {"Word": "3117138003", "Confidence": 0.686, "X1": 0.02497, "Y1": 0.9852, "X2": 0.12615, "Y2": 0.985, "X3": 0.12615, "Y3": 0.9978, "X4": 0.02497, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "reporting,", "Confidence": 0.785, "X1": 0.18528, "Y1": 0.1382, "X2": 0.24967, "Y2": 0.138, "X3": 0.24967, "Y3": 0.1538, "X4": 0.18528, "Y4": 0.1538, "page": 0, "Index": 0}, {"Word": "Table", "Confidence": 0.963, "X1": 0.25361, "Y1": 0.1382, "X2": 0.29041, "Y2": 0.138, "X3": 0.28909, "Y3": 0.1538, "X4": 0.25361, "Y4": 0.1538, "page": 0, "Index": 1}, {"Word": "2", "Confidence": 0.998, "X1": 0.29435, "Y1": 0.1382, "X2": 0.30223, "Y2": 0.138, "X3": 0.30223, "Y3": 0.1538, "X4": 0.29435, "Y4": 0.1538, "page": 0, "Index": 2}, {"Word": "indicates", "Confidence": 0.885, "X1": 0.30618, "Y1": 0.1382, "X2": 0.36662, "Y2": 0.138, "X3": 0.36662, "Y3": 0.1548, "X4": 0.30618, "Y4": 0.1538, "page": 0, "Index": 3}, {"Word": "no", "Confidence": 0.995, "X1": 0.37057, "Y1": 0.1382, "X2": 0.38765, "Y2": 0.138, "X3": 0.38765, "Y3": 0.1548, "X4": 0.37057, "Y4": 0.1548, "page": 0, "Index": 4}, {"Word": "change", "Confidence": 0.991, "X1": 0.3929, "Y1": 0.1382, "X2": 0.44152, "Y2": 0.138, "X3": 0.44152, "Y3": 0.1548, "X4": 0.39159, "Y4": 0.1548, "page": 0, "Index": 5}, {"Word": "in", "Confidence": 0.997, "X1": 0.44547, "Y1": 0.1382, "X2": 0.45861, "Y2": 0.138, "X3": 0.45861, "Y3": 0.1548, "X4": 0.44547, "Y4": 0.1548, "page": 0, "Index": 6}, {"Word": "yield", "Confidence": 0.991, "X1": 0.46255, "Y1": 0.1382, "X2": 0.49409, "Y2": 0.138, "X3": 0.49409, "Y3": 0.1548, "X4": 0.46255, "Y4": 0.1548, "page": 0, "Index": 7}, {"Word": "(i.e", "Confidence": 0.854, "X1": 0.49934, "Y1": 0.1382, "X2": 0.51643, "Y2": 0.138, "X3": 0.51511, "Y3": 0.1548, "X4": 0.49934, "Y4": 0.1548, "page": 0, "Index": 8}, {"Word": ".,", "Confidence": 0.966, "X1": 0.52037, "Y1": 0.1382, "X2": 0.52825, "Y2": 0.138, "X3": 0.52825, "Y3": 0.1548, "X4": 0.52037, "Y4": 0.1548, "page": 0, "Index": 9}, {"Word": "not", "Confidence": 0.994, "X1": 0.53219, "Y1": 0.1382, "X2": 0.55322, "Y2": 0.138, "X3": 0.55322, "Y3": 0.1548, "X4": 0.53219, "Y4": 0.1548, "page": 0, "Index": 10}, {"Word": "shaced)", "Confidence": 0.881, "X1": 0.55848, "Y1": 0.1382, "X2": 0.61104, "Y2": 0.138, "X3": 0.61104, "Y3": 0.1548, "X4": 0.55716, "Y4": 0.1548, "page": 0, "Index": 11}, {"Word": "in", "Confidence": 0.997, "X1": 0.61498, "Y1": 0.1382, "X2": 0.62812, "Y2": 0.138, "X3": 0.62812, "Y3": 0.1548, "X4": 0.61498, "Y4": 0.1548, "page": 0, "Index": 12}, {"Word": "years", "Confidence": 0.966, "X1": 0.63206, "Y1": 0.1382, "X2": 0.67017, "Y2": 0.138, "X3": 0.67017, "Y3": 0.1538, "X4": 0.63206, "Y4": 0.1548, "page": 0, "Index": 13}, {"Word": "beginning", "Confidence": 0.991, "X1": 0.67411, "Y1": 0.1382, "X2": 0.7385, "Y2": 0.138, "X3": 0.7385, "Y3": 0.1538, "X4": 0.67411, "Y4": 0.1538, "page": 0, "Index": 14}, {"Word": "in", "Confidence": 0.997, "X1": 0.74376, "Y1": 0.1382, "X2": 0.7569, "Y2": 0.138, "X3": 0.7569, "Y3": 0.1538, "X4": 0.74244, "Y4": 0.1538, "page": 0, "Index": 15}, {"Word": "1999", "Confidence": 0.991, "X1": 0.76084, "Y1": 0.1382, "X2": 0.79895, "Y2": 0.138, "X3": 0.79895, "Y3": 0.1538, "X4": 0.76084, "Y4": 0.1538, "page": 0, "Index": 16}, {"Word": "2003.", "Confidence": 0.958, "X1": 0.25756, "Y1": 0.1552, "X2": 0.29829, "Y2": 0.155, "X3": 0.29698, "Y3": 0.1678, "X4": 0.25624, "Y4": 0.1688, "page": 0, "Index": 17}, {"Word": "through", "Confidence": 0.995, "X1": 0.18397, "Y1": 0.1552, "X2": 0.23653, "Y2": 0.155, "X3": 0.23653, "Y3": 0.1688, "X4": 0.18265, "Y4": 0.1688, "page": 0, "Index": 18}, {"Word": "to", "Confidence": 0.906, "X1": 0.24047, "Y1": 0.1552, "X2": 0.25361, "Y2": 0.155, "X3": 0.25361, "Y3": 0.1688, "X4": 0.23916, "Y4": 0.1688, "page": 0, "Index": 19}, {"Word": "For", "Confidence": 0.995, "X1": 0.23522, "Y1": 0.1772, "X2": 0.25493, "Y2": 0.177, "X3": 0.25361, "Y3": 0.1908, "X4": 0.23522, "Y4": 0.1908, "page": 0, "Index": 20}, {"Word": "all", "Confidence": 0.994, "X1": 0.25887, "Y1": 0.1772, "X2": 0.27727, "Y2": 0.177, "X3": 0.27595, "Y3": 0.1908, "X4": 0.25756, "Y4": 0.1908, "page": 0, "Index": 21}, {"Word": "brand", "Confidence": 0.985, "X1": 0.28121, "Y1": 0.1772, "X2": 0.31669, "Y2": 0.177, "X3": 0.31669, "Y3": 0.1908, "X4": 0.27989, "Y4": 0.1908, "page": 0, "Index": 22}, {"Word": "styles", "Confidence": 0.983, "X1": 0.32063, "Y1": 0.1772, "X2": 0.36005, "Y2": 0.177, "X3": 0.35874, "Y3": 0.1908, "X4": 0.32063, "Y4": 0.1908, "page": 0, "Index": 23}, {"Word": "for", "Confidence": 0.996, "X1": 0.36399, "Y1": 0.1772, "X2": 0.38239, "Y2": 0.177, "X3": 0.38108, "Y3": 0.1908, "X4": 0.36268, "Y4": 0.1908, "page": 0, "Index": 24}, {"Word": "all", "Confidence": 0.979, "X1": 0.38633, "Y1": 0.1772, "X2": 0.4021, "Y2": 0.177, "X3": 0.4021, "Y3": 0.1908, "X4": 0.38502, "Y4": 0.1908, "page": 0, "Index": 25}, {"Word": "reporting", "Confidence": 0.992, "X1": 0.40604, "Y1": 0.1772, "X2": 0.46781, "Y2": 0.177, "X3": 0.46649, "Y3": 0.1908, "X4": 0.40473, "Y4": 0.1908, "page": 0, "Index": 26}, {"Word": "years,", "Confidence": 0.849, "X1": 0.47043, "Y1": 0.1762, "X2": 0.50986, "Y2": 0.176, "X3": 0.50854, "Y3": 0.1908, "X4": 0.47043, "Y4": 0.1908, "page": 0, "Index": 27}, {"Word": "there", "Confidence": 0.98, "X1": 0.5138, "Y1": 0.1762, "X2": 0.55191, "Y2": 0.176, "X3": 0.55191, "Y3": 0.1908, "X4": 0.51248, "Y4": 0.1908, "page": 0, "Index": 28}, {"Word": "was", "Confidence": 0.997, "X1": 0.55585, "Y1": 0.1762, "X2": 0.58213, "Y2": 0.176, "X3": 0.58213, "Y3": 0.1908, "X4": 0.55585, "Y4": 0.1908, "page": 0, "Index": 29}, {"Word": "a", "Confidence": 0.967, "X1": 0.58607, "Y1": 0.1762, "X2": 0.59264, "Y2": 0.176, "X3": 0.59133, "Y3": 0.1908, "X4": 0.58476, "Y4": 0.1908, "page": 0, "Index": 30}, {"Word": "total", "Confidence": 0.994, "X1": 0.59658, "Y1": 0.1762, "X2": 0.62943, "Y2": 0.176, "X3": 0.62943, "Y3": 0.1908, "X4": 0.59527, "Y4": 0.1908, "page": 0, "Index": 31}, {"Word": "of", "Confidence": 0.99, "X1": 0.63338, "Y1": 0.1762, "X2": 0.64783, "Y2": 0.176, "X3": 0.64652, "Y3": 0.1908, "X4": 0.63338, "Y4": 0.1908, "page": 0, "Index": 32}, {"Word": "187", "Confidence": 0.982, "X1": 0.65177, "Y1": 0.1762, "X2": 0.66754, "Y2": 0.176, "X3": 0.66623, "Y3": 0.1908, "X4": 0.65046, "Y4": 0.1908, "page": 0, "Index": 33}, {"Word": "\"year-to-year\"", "Confidence": 0.914, "X1": 0.67148, "Y1": 0.1772, "X2": 0.77004, "Y2": 0.177, "X3": 0.76873, "Y3": 0.1908, "X4": 0.67017, "Y4": 0.1908, "page": 0, "Index": 34}, {"Word": "yield", "Confidence": 0.984, "X1": 0.77398, "Y1": 0.1772, "X2": 0.80815, "Y2": 0.177, "X3": 0.80815, "Y3": 0.1908, "X4": 0.77267, "Y4": 0.1908, "page": 0, "Index": 35}, {"Word": "difference", "Confidence": 0.991, "X1": 0.18397, "Y1": 0.1932, "X2": 0.25099, "Y2": 0.193, "X3": 0.25099, "Y3": 0.2068, "X4": 0.18397, "Y4": 0.2068, "page": 0, "Index": 36}, {"Word": "sela.", "Confidence": 0.631, "X1": 0.25493, "Y1": 0.1932, "X2": 0.29172, "Y2": 0.193, "X3": 0.29172, "Y3": 0.2068, "X4": 0.25493, "Y4": 0.2068, "page": 0, "Index": 37}, {"Word": "Forty", "Confidence": 0.618, "X1": 0.29566, "Y1": 0.1932, "X2": 0.32983, "Y2": 0.193, "X3": 0.32983, "Y3": 0.2068, "X4": 0.29566, "Y4": 0.2068, "page": 0, "Index": 38}, {"Word": "percent", "Confidence": 0.993, "X1": 0.33377, "Y1": 0.1932, "X2": 0.38633, "Y2": 0.193, "X3": 0.38633, "Y3": 0.2068, "X4": 0.33377, "Y4": 0.2068, "page": 0, "Index": 39}, {"Word": "(40%)", "Confidence": 0.994, "X1": 0.39028, "Y1": 0.1932, "X2": 0.43101, "Y2": 0.193, "X3": 0.4297, "Y3": 0.2068, "X4": 0.38896, "Y4": 0.2068, "page": 0, "Index": 40}, {"Word": "decreased,", "Confidence": 0.614, "X1": 0.43364, "Y1": 0.1932, "X2": 0.50986, "Y2": 0.193, "X3": 0.50854, "Y3": 0.2068, "X4": 0.43364, "Y4": 0.2068, "page": 0, "Index": 41}, {"Word": "23%", "Confidence": 0.998, "X1": 0.51248, "Y1": 0.1932, "X2": 0.54271, "Y2": 0.193, "X3": 0.54139, "Y3": 0.2068, "X4": 0.51248, "Y4": 0.2068, "page": 0, "Index": 42}, {"Word": "were", "Confidence": 0.983, "X1": 0.54796, "Y1": 0.1932, "X2": 0.58213, "Y2": 0.193, "X3": 0.58081, "Y3": 0.2068, "X4": 0.54665, "Y4": 0.2068, "page": 0, "Index": 43}, {"Word": "unchanged,", "Confidence": 0.948, "X1": 0.58607, "Y1": 0.1932, "X2": 0.66491, "Y2": 0.193, "X3": 0.6636, "Y3": 0.2068, "X4": 0.58476, "Y4": 0.2068, "page": 0, "Index": 44}, {"Word": "and", "Confidence": 0.891, "X1": 0.66886, "Y1": 0.1932, "X2": 0.69514, "Y2": 0.193, "X3": 0.69382, "Y3": 0.2068, "X4": 0.66754, "Y4": 0.2068, "page": 0, "Index": 45}, {"Word": "37%", "Confidence": 0.998, "X1": 0.69777, "Y1": 0.1932, "X2": 0.72799, "Y2": 0.193, "X3": 0.72668, "Y3": 0.2068, "X4": 0.69645, "Y4": 0.2068, "page": 0, "Index": 46}, {"Word": "of", "Confidence": 0.998, "X1": 0.73325, "Y1": 0.1932, "X2": 0.74639, "Y2": 0.193, "X3": 0.74507, "Y3": 0.2068, "X4": 0.73193, "Y4": 0.2068, "page": 0, "Index": 47}, {"Word": "reported", "Confidence": 0.992, "X1": 0.74901, "Y1": 0.1932, "X2": 0.80946, "Y2": 0.193, "X3": 0.80815, "Y3": 0.2068, "X4": 0.7477, "Y4": 0.2068, "page": 0, "Index": 48}, {"Word": "yields", "Confidence": 0.928, "X1": 0.18397, "Y1": 0.2092, "X2": 0.22339, "Y2": 0.209, "X3": 0.22339, "Y3": 0.2228, "X4": 0.18397, "Y4": 0.2228, "page": 0, "Index": 49}, {"Word": "increased", "Confidence": 0.991, "X1": 0.22733, "Y1": 0.2092, "X2": 0.29304, "Y2": 0.209, "X3": 0.29304, "Y3": 0.2228, "X4": 0.22733, "Y4": 0.2228, "page": 0, "Index": 50}, {"Word": "compared", "Confidence": 0.652, "X1": 0.29698, "Y1": 0.2092, "X2": 0.36399, "Y2": 0.209, "X3": 0.36399, "Y3": 0.2228, "X4": 0.29698, "Y4": 0.2228, "page": 0, "Index": 51}, {"Word": "to", "Confidence": 0.792, "X1": 0.36794, "Y1": 0.2092, "X2": 0.38239, "Y2": 0.209, "X3": 0.38108, "Y3": 0.2228, "X4": 0.36794, "Y4": 0.2228, "page": 0, "Index": 52}, {"Word": "the", "Confidence": 0.994, "X1": 0.38633, "Y1": 0.2092, "X2": 0.40736, "Y2": 0.209, "X3": 0.40736, "Y3": 0.2228, "X4": 0.38502, "Y4": 0.2228, "page": 0, "Index": 53}, {"Word": "previous", "Confidence": 0.808, "X1": 0.4113, "Y1": 0.2082, "X2": 0.46781, "Y2": 0.208, "X3": 0.46781, "Y3": 0.2228, "X4": 0.4113, "Y4": 0.2228, "page": 0, "Index": 54}, {"Word": "year.", "Confidence": 0.988, "X1": 0.47175, "Y1": 0.2082, "X2": 0.51117, "Y2": 0.208, "X3": 0.50986, "Y3": 0.2228, "X4": 0.47175, "Y4": 0.2228, "page": 0, "Index": 55}, {"Word": "Over", "Confidence": 0.982, "X1": 0.5138, "Y1": 0.2082, "X2": 0.54796, "Y2": 0.208, "X3": 0.54796, "Y3": 0.2228, "X4": 0.5138, "Y4": 0.2228, "page": 0, "Index": 56}, {"Word": "ha", "Confidence": 0.994, "X1": 0.55191, "Y1": 0.2082, "X2": 0.56899, "Y2": 0.208, "X3": 0.56767, "Y3": 0.2228, "X4": 0.55191, "Y4": 0.2228, "page": 0, "Index": 57}, {"Word": "f", "Confidence": 0.929, "X1": 0.57293, "Y1": 0.2082, "X2": 0.57687, "Y2": 0.208, "X3": 0.57687, "Y3": 0.2228, "X4": 0.57162, "Y4": 0.2228, "page": 0, "Index": 58}, {"Word": "(54%)", "Confidence": 0.958, "X1": 0.58081, "Y1": 0.2082, "X2": 0.62286, "Y2": 0.208, "X3": 0.62155, "Y3": 0.2238, "X4": 0.58081, "Y4": 0.2228, "page": 0, "Index": 59}, {"Word": "of", "Confidence": 0.998, "X1": 0.62681, "Y1": 0.2082, "X2": 0.63863, "Y2": 0.208, "X3": 0.63863, "Y3": 0.2238, "X4": 0.62549, "Y4": 0.2238, "page": 0, "Index": 60}, {"Word": "all", "Confidence": 0.991, "X1": 0.64258, "Y1": 0.2082, "X2": 0.65834, "Y2": 0.208, "X3": 0.65834, "Y3": 0.2238, "X4": 0.64258, "Y4": 0.2238, "page": 0, "Index": 61}, {"Word": "yearly", "Confidence": 0.955, "X1": 0.66229, "Y1": 0.2082, "X2": 0.70171, "Y2": 0.208, "X3": 0.70171, "Y3": 0.2238, "X4": 0.66229, "Y4": 0.2238, "page": 0, "Index": 62}, {"Word": "brand", "Confidence": 0.997, "X1": 0.70565, "Y1": 0.2082, "X2": 0.74639, "Y2": 0.208, "X3": 0.74507, "Y3": 0.2238, "X4": 0.70565, "Y4": 0.2238, "page": 0, "Index": 63}, {"Word": "style", "Confidence": 0.997, "X1": 0.75033, "Y1": 0.2082, "X2": 0.78581, "Y2": 0.208, "X3": 0.78449, "Y3": 0.2238, "X4": 0.74901, "Y4": 0.2238, "page": 0, "Index": 64}, {"Word": "yields", "Confidence": 0.994, "X1": 0.18397, "Y1": 0.2252, "X2": 0.22208, "Y2": 0.225, "X3": 0.22208, "Y3": 0.2398, "X4": 0.18397, "Y4": 0.2398, "page": 0, "Index": 65}, {"Word": "were", "Confidence": 0.988, "X1": 0.22602, "Y1": 0.2252, "X2": 0.26018, "Y2": 0.225, "X3": 0.25887, "Y3": 0.2398, "X4": 0.22602, "Y4": 0.2398, "page": 0, "Index": 66}, {"Word": "within", "Confidence": 0.93, "X1": 0.26413, "Y1": 0.2252, "X2": 0.30355, "Y2": 0.225, "X3": 0.30355, "Y3": 0.2398, "X4": 0.26281, "Y4": 0.2398, "page": 0, "Index": 67}, {"Word": "(+/-)", "Confidence": 0.48, "X1": 0.30749, "Y1": 0.2242, "X2": 0.3364, "Y2": 0.224, "X3": 0.33509, "Y3": 0.2398, "X4": 0.30749, "Y4": 0.2398, "page": 0, "Index": 68}, {"Word": "5%", "Confidence": 0.955, "X1": 0.34034, "Y1": 0.2242, "X2": 0.36137, "Y2": 0.224, "X3": 0.36137, "Y3": 0.2398, "X4": 0.33903, "Y4": 0.2398, "page": 0, "Index": 69}, {"Word": "of", "Confidence": 0.997, "X1": 0.36531, "Y1": 0.2242, "X2": 0.37845, "Y2": 0.224, "X3": 0.37845, "Y3": 0.2398, "X4": 0.36531, "Y4": 0.2398, "page": 0, "Index": 70}, {"Word": "the", "Confidence": 0.994, "X1": 0.38239, "Y1": 0.2242, "X2": 0.40473, "Y2": 0.224, "X3": 0.40342, "Y3": 0.2398, "X4": 0.38239, "Y4": 0.2398, "page": 0, "Index": 71}, {"Word": "previous", "Confidence": 0.95, "X1": 0.40867, "Y1": 0.2242, "X2": 0.46649, "Y2": 0.224, "X3": 0.46518, "Y3": 0.2398, "X4": 0.40736, "Y4": 0.2398, "page": 0, "Index": 72}, {"Word": "year's", "Confidence": 0.998, "X1": 0.47043, "Y1": 0.2242, "X2": 0.50986, "Y2": 0.224, "X3": 0.50986, "Y3": 0.2398, "X4": 0.46912, "Y4": 0.2398, "page": 0, "Index": 73}, {"Word": "MDPH", "Confidence": 0.993, "X1": 0.5138, "Y1": 0.2242, "X2": 0.55979, "Y2": 0.224, "X3": 0.55848, "Y3": 0.2398, "X4": 0.5138, "Y4": 0.2398, "page": 0, "Index": 74}, {"Word": "nicotine", "Confidence": 0.886, "X1": 0.56373, "Y1": 0.2242, "X2": 0.61761, "Y2": 0.224, "X3": 0.61629, "Y3": 0.2398, "X4": 0.56242, "Y4": 0.2398, "page": 0, "Index": 75}, {"Word": "yield.", "Confidence": 0.958, "X1": 0.62155, "Y1": 0.2252, "X2": 0.66097, "Y2": 0.225, "X3": 0.65966, "Y3": 0.2398, "X4": 0.62024, "Y4": 0.2398, "page": 0, "Index": 76}, {"Word": "Table", "Confidence": 0.997, "X1": 0.15375, "Y1": 0.2762, "X2": 0.1866, "Y2": 0.276, "X3": 0.1866, "Y3": 0.2888, "X4": 0.15243, "Y4": 0.2888, "page": 0, "Index": 77}, {"Word": "2.", "Confidence": 0.991, "X1": 0.19054, "Y1": 0.2762, "X2": 0.20368, "Y2": 0.276, "X3": 0.20368, "Y3": 0.2888, "X4": 0.19054, "Y4": 0.2888, "page": 0, "Index": 78}, {"Word": "Basic", "Confidence": 0.995, "X1": 0.20762, "Y1": 0.2762, "X2": 0.2431, "Y2": 0.276, "X3": 0.24179, "Y3": 0.2888, "X4": 0.20631, "Y4": 0.2888, "page": 0, "Index": 79}, {"Word": "Brand", "Confidence": 0.997, "X1": 0.24573, "Y1": 0.2752, "X2": 0.28384, "Y2": 0.275, "X3": 0.28252, "Y3": 0.2888, "X4": 0.24573, "Y4": 0.2888, "page": 0, "Index": 80}, {"Word": "Style", "Confidence": 0.751, "X1": 0.28647, "Y1": 0.2752, "X2": 0.318, "Y2": 0.275, "X3": 0.31669, "Y3": 0.2888, "X4": 0.28647, "Y4": 0.2888, "page": 0, "Index": 81}, {"Word": "Reported", "Confidence": 0.941, "X1": 0.32063, "Y1": 0.2752, "X2": 0.37845, "Y2": 0.275, "X3": 0.37714, "Y3": 0.2888, "X4": 0.32063, "Y4": 0.2888, "page": 0, "Index": 82}, {"Word": "MDPH", "Confidence": 0.604, "X1": 0.38108, "Y1": 0.2762, "X2": 0.42313, "Y2": 0.276, "X3": 0.42313, "Y3": 0.2888, "X4": 0.38108, "Y4": 0.2888, "page": 0, "Index": 83}, {"Word": "N", "Confidence": 0.985, "X1": 0.42707, "Y1": 0.2762, "X2": 0.43758, "Y2": 0.276, "X3": 0.43627, "Y3": 0.2888, "X4": 0.42576, "Y4": 0.2888, "page": 0, "Index": 84}, {"Word": "cotire", "Confidence": 0.768, "X1": 0.44021, "Y1": 0.2762, "X2": 0.47832, "Y2": 0.276, "X3": 0.477, "Y3": 0.2888, "X4": 0.44021, "Y4": 0.2888, "page": 0, "Index": 85}, {"Word": "Yields,", "Confidence": 0.957, "X1": 0.48226, "Y1": 0.2762, "X2": 0.523, "Y2": 0.276, "X3": 0.52168, "Y3": 0.2888, "X4": 0.48095, "Y4": 0.2888, "page": 0, "Index": 86}, {"Word": "mig/cigarette", "Confidence": 0.526, "X1": 0.52562, "Y1": 0.2762, "X2": 0.6071, "Y2": 0.276, "X3": 0.60578, "Y3": 0.2888, "X4": 0.52431, "Y4": 0.2888, "page": 0, "Index": 87}, {"Word": "Bask", "Confidence": 0.123, "X1": 0.35348, "Y1": 0.3052, "X2": 0.37845, "Y2": 0.305, "X3": 0.37714, "Y3": 0.3148, "X4": 0.35217, "Y4": 0.3148, "page": 0, "Index": 88}, {"Word": "Brand", "Confidence": 0.123, "X1": 0.38108, "Y1": 0.3052, "X2": 0.40867, "Y2": 0.305, "X3": 0.40736, "Y3": 0.3148, "X4": 0.37976, "Y4": 0.3148, "page": 0, "Index": 89}, {"Word": "Sty", "Confidence": 0.885, "X1": 0.4113, "Y1": 0.3052, "X2": 0.42576, "Y2": 0.305, "X3": 0.42576, "Y3": 0.3148, "X4": 0.40999, "Y4": 0.3148, "page": 0, "Index": 90}, {"Word": ".", "Confidence": 0.633, "X1": 0.42838, "Y1": 0.3052, "X2": 0.43364, "Y2": 0.305, "X3": 0.43364, "Y3": 0.3148, "X4": 0.42838, "Y4": 0.3148, "page": 0, "Index": 91}, {"Word": "Niccone", "Confidence": 0.523, "X1": 0.43627, "Y1": 0.3052, "X2": 0.47438, "Y2": 0.305, "X3": 0.47438, "Y3": 0.3148, "X4": 0.43627, "Y4": 0.3148, "page": 0, "Index": 92}, {"Word": "Yields", "Confidence": 0.336, "X1": 0.477, "Y1": 0.3052, "X2": 0.50329, "Y2": 0.305, "X3": 0.50329, "Y3": 0.3148, "X4": 0.477, "Y4": 0.3148, "page": 0, "Index": 93}, {"Word": "Heported", "Confidence": 0.787, "X1": 0.50591, "Y1": 0.3052, "X2": 0.54796, "Y2": 0.305, "X3": 0.54796, "Y3": 0.3148, "X4": 0.50591, "Y4": 0.3148, "page": 0, "Index": 94}, {"Word": "to", "Confidence": 0.144, "X1": 0.55059, "Y1": 0.3052, "X2": 0.5611, "Y2": 0.305, "X3": 0.55979, "Y3": 0.3148, "X4": 0.55059, "Y4": 0.3148, "page": 0, "Index": 95}, {"Word": "Massac", "Confidence": 0.604, "X1": 0.56373, "Y1": 0.3052, "X2": 0.5979, "Y2": 0.305, "X3": 0.59658, "Y3": 0.3148, "X4": 0.56242, "Y4": 0.3148, "page": 0, "Index": 96}, {"Word": "sasett:", "Confidence": 0.365, "X1": 0.60053, "Y1": 0.3052, "X2": 0.63075, "Y2": 0.305, "X3": 0.63075, "Y3": 0.3148, "X4": 0.59921, "Y4": 0.3148, "page": 0, "Index": 97}, {"Word": "Deperinee", "Confidence": 0.304, "X1": 0.63338, "Y1": 0.3052, "X2": 0.67806, "Y2": 0.305, "X3": 0.67806, "Y3": 0.3148, "X4": 0.63338, "Y4": 0.3148, "page": 0, "Index": 98}, {"Word": "it", "Confidence": 0.668, "X1": 0.68068, "Y1": 0.3052, "X2": 0.68725, "Y2": 0.305, "X3": 0.68725, "Y3": 0.3148, "X4": 0.68068, "Y4": 0.3148, "page": 0, "Index": 99}, {"Word": "of", "Confidence": 0.843, "X1": 0.68988, "Y1": 0.3052, "X2": 0.69908, "Y2": 0.305, "X3": 0.69777, "Y3": 0.3148, "X4": 0.68988, "Y4": 0.3148, "page": 0, "Index": 100}, {"Word": "Public", "Confidence": 0.006, "X1": 0.70171, "Y1": 0.3052, "X2": 0.7293, "Y2": 0.305, "X3": 0.7293, "Y3": 0.3148, "X4": 0.70039, "Y4": 0.3148, "page": 0, "Index": 101}, {"Word": "Health", "Confidence": 0.519, "X1": 0.73193, "Y1": 0.3052, "X2": 0.76216, "Y2": 0.305, "X3": 0.76084, "Y3": 0.3148, "X4": 0.73193, "Y4": 0.3148, "page": 0, "Index": 102}, {"Word": "11", "Confidence": 0.003, "X1": 0.76478, "Y1": 0.3052, "X2": 0.77661, "Y2": 0.305, "X3": 0.7753, "Y3": 0.3148, "X4": 0.76347, "Y4": 0.3148, "page": 0, "Index": 103}, {"Word": "years", "Confidence": 0.532, "X1": 0.36399, "Y1": 0.3152, "X2": 0.38765, "Y2": 0.315, "X3": 0.38633, "Y3": 0.3248, "X4": 0.36137, "Y4": 0.3248, "page": 0, "Index": 104}, {"Word": "1988-2003.", "Confidence": 0.622, "X1": 0.39028, "Y1": 0.3152, "X2": 0.44415, "Y2": 0.315, "X3": 0.44284, "Y3": 0.3248, "X4": 0.38896, "Y4": 0.3248, "page": 0, "Index": 105}, {"Word": "Yearly", "Confidence": 0.879, "X1": 0.44678, "Y1": 0.3152, "X2": 0.47569, "Y2": 0.315, "X3": 0.47438, "Y3": 0.3248, "X4": 0.44547, "Y4": 0.3248, "page": 0, "Index": 106}, {"Word": "yields", "Confidence": 0.696, "X1": 0.477, "Y1": 0.3152, "X2": 0.50329, "Y2": 0.315, "X3": 0.50197, "Y3": 0.3248, "X4": 0.477, "Y4": 0.3248, "page": 0, "Index": 107}, {"Word": "less", "Confidence": 0.356, "X1": 0.50591, "Y1": 0.3152, "X2": 0.52562, "Y2": 0.315, "X3": 0.52431, "Y3": 0.3248, "X4": 0.5046, "Y4": 0.3248, "page": 0, "Index": 108}, {"Word": "than", "Confidence": 0.202, "X1": 0.52825, "Y1": 0.3152, "X2": 0.54796, "Y2": 0.315, "X3": 0.54665, "Y3": 0.3248, "X4": 0.52694, "Y4": 0.3248, "page": 0, "Index": 109}, {"Word": "the", "Confidence": 0.664, "X1": 0.55059, "Y1": 0.3152, "X2": 0.56505, "Y2": 0.315, "X3": 0.56373, "Y3": 0.3248, "X4": 0.54928, "Y4": 0.3248, "page": 0, "Index": 110}, {"Word": "previous", "Confidence": 0.634, "X1": 0.56767, "Y1": 0.3152, "X2": 0.6071, "Y2": 0.315, "X3": 0.60578, "Y3": 0.3248, "X4": 0.56636, "Y4": 0.3248, "page": 0, "Index": 111}, {"Word": "year", "Confidence": 0.582, "X1": 0.60841, "Y1": 0.3152, "X2": 0.62943, "Y2": 0.315, "X3": 0.62943, "Y3": 0.3248, "X4": 0.60841, "Y4": 0.3248, "page": 0, "Index": 112}, {"Word": "yields", "Confidence": 0.123, "X1": 0.63206, "Y1": 0.3152, "X2": 0.65703, "Y2": 0.315, "X3": 0.65834, "Y3": 0.3238, "X4": 0.63206, "Y4": 0.3248, "page": 0, "Index": 113}, {"Word": "are", "Confidence": 0.559, "X1": 0.65966, "Y1": 0.3152, "X2": 0.67543, "Y2": 0.315, "X3": 0.67543, "Y3": 0.3238, "X4": 0.65966, "Y4": 0.3238, "page": 0, "Index": 114}, {"Word": "Ight-stecod:", "Confidence": 0.128, "X1": 0.67806, "Y1": 0.3152, "X2": 0.73587, "Y2": 0.315, "X3": 0.73719, "Y3": 0.3238, "X4": 0.67806, "Y4": 0.3238, "page": 0, "Index": 115}, {"Word": "fww", "Confidence": 0.018, "X1": 0.7385, "Y1": 0.3152, "X2": 0.76084, "Y2": 0.315, "X3": 0.76084, "Y3": 0.3238, "X4": 0.73982, "Y4": 0.3238, "page": 0, "Index": 116}, {"Word": "greatw", "Confidence": 0.178, "X1": 0.37714, "Y1": 0.3262, "X2": 0.40867, "Y2": 0.326, "X3": 0.40867, "Y3": 0.3338, "X4": 0.37714, "Y4": 0.3338, "page": 0, "Index": 117}, {"Word": "than", "Confidence": 0.965, "X1": 0.41261, "Y1": 0.3252, "X2": 0.43233, "Y2": 0.325, "X3": 0.43233, "Y3": 0.3338, "X4": 0.4113, "Y4": 0.3338, "page": 0, "Index": 118}, {"Word": "the", "Confidence": 0.222, "X1": 0.43495, "Y1": 0.3252, "X2": 0.45072, "Y2": 0.325, "X3": 0.44941, "Y3": 0.3338, "X4": 0.43495, "Y4": 0.3338, "page": 0, "Index": 119}, {"Word": "previous", "Confidence": 0.329, "X1": 0.45204, "Y1": 0.3252, "X2": 0.49146, "Y2": 0.325, "X3": 0.49014, "Y3": 0.3338, "X4": 0.45204, "Y4": 0.3338, "page": 0, "Index": 120}, {"Word": "year", "Confidence": 0.486, "X1": 0.49277, "Y1": 0.3252, "X2": 0.5138, "Y2": 0.325, "X3": 0.5138, "Y3": 0.3338, "X4": 0.49277, "Y4": 0.3338, "page": 0, "Index": 121}, {"Word": "are", "Confidence": 0.849, "X1": 0.51643, "Y1": 0.3252, "X2": 0.53219, "Y2": 0.325, "X3": 0.53219, "Y3": 0.3338, "X4": 0.51643, "Y4": 0.3338, "page": 0, "Index": 122}, {"Word": "dla", "Confidence": 0.67, "X1": 0.53351, "Y1": 0.3252, "X2": 0.54534, "Y2": 0.325, "X3": 0.54534, "Y3": 0.3328, "X4": 0.53351, "Y4": 0.3338, "page": 0, "Index": 123}, {"Word": "Spahadec:", "Confidence": 0.184, "X1": 0.54796, "Y1": 0.3252, "X2": 0.59396, "Y2": 0.325, "X3": 0.59396, "Y3": 0.3328, "X4": 0.54796, "Y4": 0.3328, "page": 0, "Index": 124}, {"Word": "those", "Confidence": 0.059, "X1": 0.59658, "Y1": 0.3252, "X2": 0.62155, "Y2": 0.325, "X3": 0.62155, "Y3": 0.3328, "X4": 0.59527, "Y4": 0.3328, "page": 0, "Index": 125}, {"Word": "unchanged", "Confidence": 0.624, "X1": 0.62418, "Y1": 0.3252, "X2": 0.67543, "Y2": 0.325, "X3": 0.67543, "Y3": 0.3328, "X4": 0.62418, "Y4": 0.3328, "page": 0, "Index": 126}, {"Word": "are", "Confidence": 0.675, "X1": 0.67806, "Y1": 0.3252, "X2": 0.69251, "Y2": 0.325, "X3": 0.69251, "Y3": 0.3328, "X4": 0.67806, "Y4": 0.3328, "page": 0, "Index": 127}, {"Word": "not", "Confidence": 0.846, "X1": 0.69514, "Y1": 0.3252, "X2": 0.71091, "Y2": 0.325, "X3": 0.71091, "Y3": 0.3328, "X4": 0.69514, "Y4": 0.3328, "page": 0, "Index": 128}, {"Word": "shaded.", "Confidence": 0.346, "X1": 0.71222, "Y1": 0.3252, "X2": 0.75033, "Y2": 0.325, "X3": 0.75033, "Y3": 0.3328, "X4": 0.71222, "Y4": 0.3328, "page": 0, "Index": 129}, {"Word": "Basic", "Confidence": 0.659, "X1": 0.18922, "Y1": 0.3402, "X2": 0.21156, "Y2": 0.34, "X3": 0.21156, "Y3": 0.3498, "X4": 0.18922, "Y4": 0.3488, "page": 0, "Index": 130}, {"Word": "Brand", "Confidence": 0.316, "X1": 0.21419, "Y1": 0.3402, "X2": 0.24179, "Y2": 0.34, "X3": 0.24179, "Y3": 0.3488, "X4": 0.21419, "Y4": 0.3498, "page": 0, "Index": 131}, {"Word": "Style", "Confidence": 0.698, "X1": 0.24442, "Y1": 0.3392, "X2": 0.26938, "Y2": 0.339, "X3": 0.26807, "Y3": 0.3488, "X4": 0.24442, "Y4": 0.3488, "page": 0, "Index": 132}, {"Word": "1.4", "Confidence": 0.25, "X1": 0.4021, "Y1": 0.3692, "X2": 0.41393, "Y2": 0.369, "X3": 0.41524, "Y3": 0.3758, "X4": 0.4021, "Y4": 0.3768, "page": 0, "Index": 133}, {"Word": "-", "Confidence": 0.848, "X1": 0.35874, "Y1": 0.3802, "X2": 0.36399, "Y2": 0.38, "X3": 0.36399, "Y3": 0.3858, "X4": 0.36005, "Y4": 0.3858, "page": 0, "Index": 134}, {"Word": "14", "Confidence": 0.494, "X1": 0.40342, "Y1": 0.4222, "X2": 0.41393, "Y2": 0.422, "X3": 0.41524, "Y3": 0.4278, "X4": 0.40342, "Y4": 0.4288, "page": 0, "Index": 135}, {"Word": "Back", "Confidence": 0.638, "X1": 0.18791, "Y1": 0.4482, "X2": 0.20762, "Y2": 0.448, "X3": 0.20762, "Y3": 0.4548, "X4": 0.18791, "Y4": 0.4548, "page": 0, "Index": 136}, {"Word": "L", "Confidence": 0.613, "X1": 0.21025, "Y1": 0.4482, "X2": 0.21551, "Y2": 0.448, "X3": 0.21551, "Y3": 0.4548, "X4": 0.21025, "Y4": 0.4548, "page": 0, "Index": 137}, {"Word": "in", "Confidence": 0.28, "X1": 0.21682, "Y1": 0.4482, "X2": 0.22733, "Y2": 0.448, "X3": 0.22733, "Y3": 0.4548, "X4": 0.21682, "Y4": 0.4548, "page": 0, "Index": 138}, {"Word": "Lots", "Confidence": 0.067, "X1": 0.22996, "Y1": 0.4482, "X2": 0.25361, "Y2": 0.448, "X3": 0.25361, "Y3": 0.4548, "X4": 0.22996, "Y4": 0.4548, "page": 0, "Index": 139}, {"Word": "137's", "Confidence": 0.577, "X1": 0.25624, "Y1": 0.4482, "X2": 0.27595, "Y2": 0.448, "X3": 0.27595, "Y3": 0.4548, "X4": 0.25624, "Y4": 0.4548, "page": 0, "Index": 140}, {"Word": "Spr;", "Confidence": 0.013, "X1": 0.27858, "Y1": 0.4482, "X2": 0.29304, "Y2": 0.448, "X3": 0.29304, "Y3": 0.4548, "X4": 0.27727, "Y4": 0.4548, "page": 0, "Index": 141}, {"Word": "Rack", "Confidence": 0.089, "X1": 0.29566, "Y1": 0.4482, "X2": 0.31537, "Y2": 0.448, "X3": 0.31406, "Y3": 0.4548, "X4": 0.29435, "Y4": 0.4548, "page": 0, "Index": 142}, {"Word": "11", "Confidence": 0.881, "X1": 0.4021, "Y1": 0.4482, "X2": 0.41393, "Y2": 0.448, "X3": 0.41524, "Y3": 0.4538, "X4": 0.40342, "Y4": 0.4558, "page": 0, "Index": 143}, {"Word": "Basic", "Confidence": 0.078, "X1": 0.18922, "Y1": 0.4572, "X2": 0.20762, "Y2": 0.457, "X3": 0.20894, "Y3": 0.4638, "X4": 0.18922, "Y4": 0.4638, "page": 0, "Index": 144}, {"Word": "Full", "Confidence": 0.113, "X1": 0.21025, "Y1": 0.4572, "X2": 0.2247, "Y2": 0.457, "X3": 0.2247, "Y3": 0.4638, "X4": 0.21025, "Y4": 0.4638, "page": 0, "Index": 145}, {"Word": "Fave", "Confidence": 0.368, "X1": 0.22602, "Y1": 0.4572, "X2": 0.24836, "Y2": 0.457, "X3": 0.24836, "Y3": 0.4638, "X4": 0.22602, "Y4": 0.4638, "page": 0, "Index": 146}, {"Word": "Dew", "Confidence": 0.033, "X1": 0.2523, "Y1": 0.4572, "X2": 0.26938, "Y2": 0.457, "X3": 0.26807, "Y3": 0.4638, "X4": 0.2523, "Y4": 0.4638, "page": 0, "Index": 147}, {"Word": "4.1", "Confidence": 0.676, "X1": 0.55979, "Y1": 0.5442, "X2": 0.57293, "Y2": 0.544, "X3": 0.57293, "Y3": 0.5508, "X4": 0.55979, "Y4": 0.5508, "page": 0, "Index": 148}, {"Word": "Between", "Confidence": 0.991, "X1": 0.2339, "Y1": 0.6222, "X2": 0.29435, "Y2": 0.622, "X3": 0.29435, "Y3": 0.6348, "X4": 0.23522, "Y4": 0.6348, "page": 0, "Index": 149}, {"Word": "1998", "Confidence": 0.67, "X1": 0.29829, "Y1": 0.6222, "X2": 0.33246, "Y2": 0.622, "X3": 0.33246, "Y3": 0.6348, "X4": 0.29961, "Y4": 0.6348, "page": 0, "Index": 150}, {"Word": "and", "Confidence": 0.998, "X1": 0.33509, "Y1": 0.6222, "X2": 0.36137, "Y2": 0.622, "X3": 0.36137, "Y3": 0.6348, "X4": 0.33509, "Y4": 0.6348, "page": 0, "Index": 151}, {"Word": "2008,", "Confidence": 0.85, "X1": 0.36531, "Y1": 0.6222, "X2": 0.40342, "Y2": 0.622, "X3": 0.40342, "Y3": 0.6348, "X4": 0.36531, "Y4": 0.6348, "page": 0, "Index": 152}, {"Word": "sixteen", "Confidence": 0.881, "X1": 0.40736, "Y1": 0.6222, "X2": 0.45598, "Y2": 0.622, "X3": 0.45598, "Y3": 0.6348, "X4": 0.40736, "Y4": 0.6348, "page": 0, "Index": 153}, {"Word": "(16)", "Confidence": 0.771, "X1": 0.45861, "Y1": 0.6222, "X2": 0.4862, "Y2": 0.622, "X3": 0.48752, "Y3": 0.6348, "X4": 0.45992, "Y4": 0.6348, "page": 0, "Index": 154}, {"Word": "of", "Confidence": 0.791, "X1": 0.49014, "Y1": 0.6222, "X2": 0.50329, "Y2": 0.622, "X3": 0.5046, "Y3": 0.6348, "X4": 0.49014, "Y4": 0.6348, "page": 0, "Index": 155}, {"Word": "these", "Confidence": 0.955, "X1": 0.50723, "Y1": 0.6222, "X2": 0.54402, "Y2": 0.622, "X3": 0.54534, "Y3": 0.6348, "X4": 0.50723, "Y4": 0.6348, "page": 0, "Index": 156}, {"Word": "Basic", "Confidence": 0.661, "X1": 0.54796, "Y1": 0.6222, "X2": 0.58607, "Y2": 0.622, "X3": 0.58739, "Y3": 0.6348, "X4": 0.54796, "Y4": 0.6348, "page": 0, "Index": 157}, {"Word": "brand", "Confidence": 0.995, "X1": 0.59001, "Y1": 0.6222, "X2": 0.62943, "Y2": 0.622, "X3": 0.63075, "Y3": 0.6348, "X4": 0.59001, "Y4": 0.6348, "page": 0, "Index": 158}, {"Word": "styles", "Confidence": 0.955, "X1": 0.63338, "Y1": 0.6222, "X2": 0.6728, "Y2": 0.622, "X3": 0.67411, "Y3": 0.6348, "X4": 0.63338, "Y4": 0.6348, "page": 0, "Index": 159}, {"Word": "were", "Confidence": 0.666, "X1": 0.67674, "Y1": 0.6222, "X2": 0.70959, "Y2": 0.622, "X3": 0.70959, "Y3": 0.6348, "X4": 0.67674, "Y4": 0.6348, "page": 0, "Index": 160}, {"Word": "consistently", "Confidence": 0.853, "X1": 0.71353, "Y1": 0.6222, "X2": 0.79501, "Y2": 0.622, "X3": 0.79501, "Y3": 0.6348, "X4": 0.71353, "Y4": 0.6348, "page": 0, "Index": 161}, {"Word": "reported", "Confidence": 0.95, "X1": 0.1866, "Y1": 0.6372, "X2": 0.24179, "Y2": 0.637, "X3": 0.24179, "Y3": 0.6508, "X4": 0.1866, "Y4": 0.6508, "page": 0, "Index": 162}, {"Word": "each", "Confidence": 0.981, "X1": 0.24442, "Y1": 0.6372, "X2": 0.27858, "Y2": 0.637, "X3": 0.27858, "Y3": 0.6508, "X4": 0.24442, "Y4": 0.6508, "page": 0, "Index": 163}, {"Word": "year.", "Confidence": 0.991, "X1": 0.28121, "Y1": 0.6372, "X2": 0.32063, "Y2": 0.637, "X3": 0.32063, "Y3": 0.6508, "X4": 0.28121, "Y4": 0.6508, "page": 0, "Index": 164}, {"Word": "The", "Confidence": 0.998, "X1": 0.32457, "Y1": 0.6372, "X2": 0.35085, "Y2": 0.637, "X3": 0.35085, "Y3": 0.6508, "X4": 0.32457, "Y4": 0.6508, "page": 0, "Index": 165}, {"Word": "by-year", "Confidence": 0.993, "X1": 0.3548, "Y1": 0.6372, "X2": 0.40604, "Y2": 0.637, "X3": 0.40604, "Y3": 0.6508, "X4": 0.3548, "Y4": 0.6508, "page": 0, "Index": 166}, {"Word": "group-average", "Confidence": 0.971, "X1": 0.40999, "Y1": 0.6372, "X2": 0.50723, "Y2": 0.637, "X3": 0.50723, "Y3": 0.6508, "X4": 0.40999, "Y4": 0.6508, "page": 0, "Index": 167}, {"Word": "MDP-I", "Confidence": 0.765, "X1": 0.51117, "Y1": 0.6372, "X2": 0.55716, "Y2": 0.637, "X3": 0.55716, "Y3": 0.6508, "X4": 0.51117, "Y4": 0.6508, "page": 0, "Index": 168}, {"Word": "nicotine", "Confidence": 0.968, "X1": 0.55979, "Y1": 0.6372, "X2": 0.61367, "Y2": 0.637, "X3": 0.61498, "Y3": 0.6508, "X4": 0.5611, "Y4": 0.6508, "page": 0, "Index": 169}, {"Word": "yields", "Confidence": 0.914, "X1": 0.61761, "Y1": 0.6372, "X2": 0.65703, "Y2": 0.637, "X3": 0.65703, "Y3": 0.6508, "X4": 0.61892, "Y4": 0.6508, "page": 0, "Index": 170}, {"Word": "for", "Confidence": 0.991, "X1": 0.66097, "Y1": 0.6372, "X2": 0.67937, "Y2": 0.637, "X3": 0.67937, "Y3": 0.6508, "X4": 0.66097, "Y4": 0.6508, "page": 0, "Index": 171}, {"Word": "these", "Confidence": 0.657, "X1": 0.68331, "Y1": 0.6372, "X2": 0.72273, "Y2": 0.637, "X3": 0.72273, "Y3": 0.6508, "X4": 0.68331, "Y4": 0.6508, "page": 0, "Index": 172}, {"Word": "16", "Confidence": 0.997, "X1": 0.72536, "Y1": 0.6372, "X2": 0.74244, "Y2": 0.637, "X3": 0.74244, "Y3": 0.6508, "X4": 0.72668, "Y4": 0.6508, "page": 0, "Index": 173}, {"Word": "Basic", "Confidence": 0.996, "X1": 0.74507, "Y1": 0.6362, "X2": 0.78712, "Y2": 0.636, "X3": 0.78712, "Y3": 0.6508, "X4": 0.74639, "Y4": 0.6508, "page": 0, "Index": 174}, {"Word": "brand", "Confidence": 0.993, "X1": 0.18397, "Y1": 0.6532, "X2": 0.22339, "Y2": 0.653, "X3": 0.22339, "Y3": 0.6668, "X4": 0.18397, "Y4": 0.6658, "page": 0, "Index": 175}, {"Word": "styles", "Confidence": 0.996, "X1": 0.22733, "Y1": 0.6532, "X2": 0.26675, "Y2": 0.653, "X3": 0.26675, "Y3": 0.6668, "X4": 0.22733, "Y4": 0.6668, "page": 0, "Index": 176}, {"Word": "are", "Confidence": 0.998, "X1": 0.2707, "Y1": 0.6532, "X2": 0.29172, "Y2": 0.653, "X3": 0.29172, "Y3": 0.6668, "X4": 0.26938, "Y4": 0.6668, "page": 0, "Index": 177}, {"Word": "found", "Confidence": 0.995, "X1": 0.29566, "Y1": 0.6532, "X2": 0.33377, "Y2": 0.653, "X3": 0.33377, "Y3": 0.6668, "X4": 0.29566, "Y4": 0.6668, "page": 0, "Index": 178}, {"Word": "in", "Confidence": 0.998, "X1": 0.33771, "Y1": 0.6522, "X2": 0.35085, "Y2": 0.652, "X3": 0.35085, "Y3": 0.6668, "X4": 0.33771, "Y4": 0.6668, "page": 0, "Index": 179}, {"Word": "Figure", "Confidence": 0.991, "X1": 0.3548, "Y1": 0.6522, "X2": 0.39816, "Y2": 0.652, "X3": 0.39816, "Y3": 0.6668, "X4": 0.3548, "Y4": 0.6668, "page": 0, "Index": 180}, {"Word": "5.", "Confidence": 0.991, "X1": 0.40079, "Y1": 0.6522, "X2": 0.41919, "Y2": 0.652, "X3": 0.41919, "Y3": 0.6668, "X4": 0.40079, "Y4": 0.6668, "page": 0, "Index": 181}, {"Word": "These", "Confidence": 0.996, "X1": 0.42313, "Y1": 0.6522, "X2": 0.46518, "Y2": 0.652, "X3": 0.46518, "Y3": 0.6668, "X4": 0.42313, "Y4": 0.6668, "page": 0, "Index": 182}, {"Word": "group-average", "Confidence": 0.953, "X1": 0.46912, "Y1": 0.6522, "X2": 0.56767, "Y2": 0.652, "X3": 0.56899, "Y3": 0.6668, "X4": 0.46912, "Y4": 0.6668, "page": 0, "Index": 183}, {"Word": "Basic", "Confidence": 0.991, "X1": 0.57162, "Y1": 0.6522, "X2": 0.60972, "Y2": 0.652, "X3": 0.60972, "Y3": 0.6668, "X4": 0.57162, "Y4": 0.6668, "page": 0, "Index": 184}, {"Word": "yields", "Confidence": 0.955, "X1": 0.61367, "Y1": 0.6522, "X2": 0.65309, "Y2": 0.652, "X3": 0.65309, "Y3": 0.6668, "X4": 0.61367, "Y4": 0.6668, "page": 0, "Index": 185}, {"Word": "are", "Confidence": 0.998, "X1": 0.65703, "Y1": 0.6522, "X2": 0.67806, "Y2": 0.652, "X3": 0.67937, "Y3": 0.6668, "X4": 0.65703, "Y4": 0.6668, "page": 0, "Index": 186}, {"Word": "also", "Confidence": 0.982, "X1": 0.682, "Y1": 0.6532, "X2": 0.71091, "Y2": 0.653, "X3": 0.71091, "Y3": 0.6668, "X4": 0.682, "Y4": 0.6668, "page": 0, "Index": 187}, {"Word": "indicative", "Confidence": 0.933, "X1": 0.71485, "Y1": 0.6532, "X2": 0.77792, "Y2": 0.653, "X3": 0.77792, "Y3": 0.6658, "X4": 0.71485, "Y4": 0.6668, "page": 0, "Index": 188}, {"Word": "of", "Confidence": 0.815, "X1": 0.78187, "Y1": 0.6532, "X2": 0.79763, "Y2": 0.653, "X3": 0.79895, "Y3": 0.6658, "X4": 0.78187, "Y4": 0.6658, "page": 0, "Index": 189}, {"Word": "random", "Confidence": 0.994, "X1": 0.18528, "Y1": 0.6692, "X2": 0.2339, "Y2": 0.669, "X3": 0.23259, "Y3": 0.6828, "X4": 0.18397, "Y4": 0.6818, "page": 0, "Index": 190}, {"Word": "variation", "Confidence": 0.614, "X1": 0.24047, "Y1": 0.6692, "X2": 0.29698, "Y2": 0.669, "X3": 0.29698, "Y3": 0.6828, "X4": 0.23916, "Y4": 0.6828, "page": 0, "Index": 191}, {"Word": "from", "Confidence": 0.982, "X1": 0.30092, "Y1": 0.6692, "X2": 0.32983, "Y2": 0.669, "X3": 0.32983, "Y3": 0.6828, "X4": 0.30092, "Y4": 0.6828, "page": 0, "Index": 192}, {"Word": "year", "Confidence": 0.982, "X1": 0.3364, "Y1": 0.6692, "X2": 0.36662, "Y2": 0.669, "X3": 0.36531, "Y3": 0.6828, "X4": 0.33509, "Y4": 0.6828, "page": 0, "Index": 193}, {"Word": "to", "Confidence": 0.997, "X1": 0.36925, "Y1": 0.6692, "X2": 0.38239, "Y2": 0.669, "X3": 0.38239, "Y3": 0.6828, "X4": 0.36925, "Y4": 0.6828, "page": 0, "Index": 194}, {"Word": "year.", "Confidence": 0.995, "X1": 0.38633, "Y1": 0.6692, "X2": 0.42707, "Y2": 0.669, "X3": 0.42707, "Y3": 0.6828, "X4": 0.38633, "Y4": 0.6828, "page": 0, "Index": 195}, {"Word": "Year-to-year", "Confidence": 0.991, "X1": 0.43101, "Y1": 0.6692, "X2": 0.5138, "Y2": 0.669, "X3": 0.51248, "Y3": 0.6828, "X4": 0.4297, "Y4": 0.6828, "page": 0, "Index": 196}, {"Word": "group-average", "Confidence": 0.97, "X1": 0.51774, "Y1": 0.6692, "X2": 0.61892, "Y2": 0.669, "X3": 0.61761, "Y3": 0.6828, "X4": 0.51643, "Y4": 0.6828, "page": 0, "Index": 197}, {"Word": "yields", "Confidence": 0.956, "X1": 0.62155, "Y1": 0.6692, "X2": 0.66097, "Y2": 0.669, "X3": 0.65966, "Y3": 0.6828, "X4": 0.62155, "Y4": 0.6828, "page": 0, "Index": 198}, {"Word": "were", "Confidence": 0.986, "X1": 0.6636, "Y1": 0.6692, "X2": 0.69777, "Y2": 0.669, "X3": 0.69645, "Y3": 0.6828, "X4": 0.6636, "Y4": 0.6828, "page": 0, "Index": 199}, {"Word": "sometimes", "Confidence": 0.991, "X1": 0.70171, "Y1": 0.6692, "X2": 0.77792, "Y2": 0.669, "X3": 0.77661, "Y3": 0.6828, "X4": 0.70039, "Y4": 0.6828, "page": 0, "Index": 200}, {"Word": "greater", "Confidence": 0.994, "X1": 0.1866, "Y1": 0.6852, "X2": 0.23259, "Y2": 0.685, "X3": 0.23127, "Y3": 0.6988, "X4": 0.18528, "Y4": 0.6988, "page": 0, "Index": 201}, {"Word": "and", "Confidence": 0.998, "X1": 0.23653, "Y1": 0.6852, "X2": 0.2615, "Y2": 0.685, "X3": 0.26018, "Y3": 0.6988, "X4": 0.23522, "Y4": 0.6988, "page": 0, "Index": 202}, {"Word": "sometimes", "Confidence": 0.991, "X1": 0.26544, "Y1": 0.6852, "X2": 0.34034, "Y2": 0.685, "X3": 0.33903, "Y3": 0.6988, "X4": 0.26413, "Y4": 0.6988, "page": 0, "Index": 203}, {"Word": "less", "Confidence": 0.984, "X1": 0.34297, "Y1": 0.6852, "X2": 0.37057, "Y2": 0.685, "X3": 0.37057, "Y3": 0.6988, "X4": 0.34297, "Y4": 0.6988, "page": 0, "Index": 204}, {"Word": "than", "Confidence": 0.827, "X1": 0.37451, "Y1": 0.6852, "X2": 0.40473, "Y2": 0.685, "X3": 0.40342, "Y3": 0.6988, "X4": 0.37319, "Y4": 0.6988, "page": 0, "Index": 205}, {"Word": "the", "Confidence": 0.935, "X1": 0.40867, "Y1": 0.6852, "X2": 0.43101, "Y2": 0.685, "X3": 0.4297, "Y3": 0.6988, "X4": 0.40736, "Y4": 0.6988, "page": 0, "Index": 206}, {"Word": "previous", "Confidence": 0.991, "X1": 0.43495, "Y1": 0.6852, "X2": 0.49146, "Y2": 0.685, "X3": 0.49014, "Y3": 0.6988, "X4": 0.43364, "Y4": 0.6988, "page": 0, "Index": 207}, {"Word": "year's", "Confidence": 0.848, "X1": 0.4954, "Y1": 0.6842, "X2": 0.53745, "Y2": 0.684, "X3": 0.53745, "Y3": 0.6988, "X4": 0.49409, "Y4": 0.6988, "page": 0, "Index": 208}, {"Word": "group-average", "Confidence": 0.966, "X1": 0.54139, "Y1": 0.6842, "X2": 0.63995, "Y2": 0.684, "X3": 0.63863, "Y3": 0.6988, "X4": 0.54139, "Y4": 0.6988, "page": 0, "Index": 209}, {"Word": "yield.", "Confidence": 0.881, "X1": 0.64258, "Y1": 0.6842, "X2": 0.68594, "Y2": 0.684, "X3": 0.68463, "Y3": 0.6998, "X4": 0.64258, "Y4": 0.6988, "page": 0, "Index": 210}, {"Word": "Year-to-year", "Confidence": 0.9, "X1": 0.68988, "Y1": 0.6842, "X2": 0.77661, "Y2": 0.684, "X3": 0.77661, "Y3": 0.6998, "X4": 0.68857, "Y4": 0.6998, "page": 0, "Index": 211}, {"Word": "differences", "Confidence": 0.991, "X1": 0.18528, "Y1": 0.7002, "X2": 0.25887, "Y2": 0.7, "X3": 0.25756, "Y3": 0.7148, "X4": 0.18265, "Y4": 0.7158, "page": 0, "Index": 212}, {"Word": "were", "Confidence": 0.988, "X1": 0.26281, "Y1": 0.7002, "X2": 0.29698, "Y2": 0.7, "X3": 0.29566, "Y3": 0.7148, "X4": 0.2615, "Y4": 0.7148, "page": 0, "Index": 213}, {"Word": "typically", "Confidence": 0.794, "X1": 0.30092, "Y1": 0.7002, "X2": 0.35348, "Y2": 0.7, "X3": 0.35217, "Y3": 0.7148, "X4": 0.29961, "Y4": 0.7148, "page": 0, "Index": 214}, {"Word": "less", "Confidence": 0.986, "X1": 0.35742, "Y1": 0.7002, "X2": 0.38633, "Y2": 0.7, "X3": 0.38502, "Y3": 0.7148, "X4": 0.35611, "Y4": 0.7148, "page": 0, "Index": 215}, {"Word": "than", "Confidence": 0.998, "X1": 0.39028, "Y1": 0.7002, "X2": 0.4205, "Y2": 0.7, "X3": 0.41919, "Y3": 0.7148, "X4": 0.38896, "Y4": 0.7148, "page": 0, "Index": 216}, {"Word": "0.10", "Confidence": 0.961, "X1": 0.42444, "Y1": 0.7002, "X2": 0.45335, "Y2": 0.7, "X3": 0.45335, "Y3": 0.7148, "X4": 0.42313, "Y4": 0.7148, "page": 0, "Index": 217}, {"Word": "mg", "Confidence": 0.998, "X1": 0.45729, "Y1": 0.7002, "X2": 0.47832, "Y2": 0.7, "X3": 0.47832, "Y3": 0.7148, "X4": 0.45729, "Y4": 0.7148, "page": 0, "Index": 218}, {"Word": "nicotine.", "Confidence": 0.871, "X1": 0.48226, "Y1": 0.7002, "X2": 0.54271, "Y2": 0.7, "X3": 0.54139, "Y3": 0.7158, "X4": 0.48226, "Y4": 0.7148, "page": 0, "Index": 219}, {"Word": "8", "Confidence": 0.998, "X1": 0.47832, "Y1": 0.8532, "X2": 0.4862, "Y2": 0.853, "X3": 0.48489, "Y3": 0.8678, "X4": 0.477, "Y4": 0.8688, "page": 0, "Index": 220}, {"Word": "of", "Confidence": 0.998, "X1": 0.49014, "Y1": 0.8532, "X2": 0.50066, "Y2": 0.853, "X3": 0.50066, "Y3": 0.8678, "X4": 0.48883, "Y4": 0.8678, "page": 0, "Index": 221}, {"Word": "12", "Confidence": 0.998, "X1": 0.5046, "Y1": 0.8522, "X2": 0.52431, "Y2": 0.852, "X3": 0.52431, "Y3": 0.8678, "X4": 0.5046, "Y4": 0.8678, "page": 0, "Index": 222}, {"Word": "page", "Confidence": 0.971, "X1": 0.44284, "Y1": 0.8542, "X2": 0.47438, "Y2": 0.854, "X3": 0.47306, "Y3": 0.8688, "X4": 0.44284, "Y4": 0.8698, "page": 0, "Index": 223}, {"Word": "3117138009", "Confidence": 0.994, "X1": 0.83049, "Y1": 0.9422, "X2": 0.95401, "Y2": 0.942, "X3": 0.95401, "Y3": 0.9588, "X4": 0.83049, "Y4": 0.9598, "page": 0, "Index": 224}, {"Word": "3117138003", "Confidence": 0.686, "X1": 0.02628, "Y1": 0.9862, "X2": 0.12352, "Y2": 0.986, "X3": 0.12221, "Y3": 0.9978, "X4": 0.02628, "Y4": 0.9978, "page": 0, "Index": 225}]}	"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"
ffbl0219	0	{"lines_data": [{"Word": "SUPPLEMENT TO THE 2008 CIGARETTE REPORT OF PHILIP MORRIS USA INC. TO THE", "Confidence": 0.99162, "X1": 0.18397, "Y1": 0.1372, "X2": 0.82392, "Y2": 0.137, "X3": 0.82392, "Y3": 0.1518, "X4": 0.18397, "Y4": 0.1518, "page": 0}, {"Word": "MASSACHUSETTS DEPARTMENT OF PUBLIC HEALTH", "Confidence": 0.9934, "X1": 0.29961, "Y1": 0.1502, "X2": 0.70565, "Y2": 0.15, "X3": 0.70565, "Y3": 0.1638, "X4": 0.30092, "Y4": 0.1638, "page": 0}, {"Word": "Philip Morris USA Inc. Analysis of Its Machine-Smoking Derived Nicotine Yields", "Confidence": 0.94255, "X1": 0.21551, "Y1": 0.1782, "X2": 0.79369, "Y2": 0.178, "X3": 0.79369, "Y3": 0.1928, "X4": 0.21551, "Y4": 0.1938, "page": 0}, {"Word": "Reported to the Massachusetts Department of Public Health", "Confidence": 0.98638, "X1": 0.28384, "Y1": 0.1922, "X2": 0.72273, "Y2": 0.192, "X3": 0.72273, "Y3": 0.2058, "X4": 0.28384, "Y4": 0.2068, "page": 0}, {"Word": "From 1997 to the Current Year 2008", "Confidence": 0.98957, "X1": 0.37188, "Y1": 0.2052, "X2": 0.63601, "Y2": 0.205, "X3": 0.63601, "Y3": 0.2188, "X4": 0.37188, "Y4": 0.2188, "page": 0}, {"Word": "The smoking machine nicotine yialc data reported by Philip Morris USA Inc. (\"PM", "Confidence": 0.85054, "X1": 0.23259, "Y1": 0.2392, "X2": 0.78318, "Y2": 0.239, "X3": 0.78318, "Y3": 0.2538, "X4": 0.23259, "Y4": 0.2548, "page": 0}, {"Word": "USA\") for cigarette brand styles' within the Marlboro and Basic brand families in Inis 2008", "Confidence": 0.8798, "X1": 0.18397, "Y1": 0.2582, "X2": 0.79106, "Y2": 0.258, "X3": 0.79238, "Y3": 0.2718, "X4": 0.18397, "Y4": 0.2718, "page": 0}, {"Word": "C garette Report are consistent with PM USA's analyses of its nicotire yield data for these", "Confidence": 0.95087, "X1": 0.18265, "Y1": 0.2752, "X2": 0.79238, "Y2": 0.275, "X3": 0.79238, "Y3": 0.2888, "X4": 0.18265, "Y4": 0.2898, "page": 0}, {"Word": "brand fam lies reported to the Massachusetts Department of Public Health (\"MDPH\") in years", "Confidence": 0.83814, "X1": 0.18397, "Y1": 0.2922, "X2": 0.81078, "Y2": 0.292, "X3": 0.81078, "Y3": 0.3058, "X4": 0.18397, "Y4": 0.3058, "page": 0}, {"Word": "1997 - 2007. Cigarettes tested in 2008 were certified brand styles designed to meet the", "Confidence": 0.835, "X1": 0.18528, "Y1": 0.3082, "X2": 0.77792, "Y2": 0.308, "X3": 0.77792, "Y3": 0.3218, "X4": 0.18528, "Y4": 0.3208, "page": 0}, {"Word": "reduced cigarette ignition propensity standard of the Massachusetts Cigarette Fire Safety", "Confidence": 0.87182, "X1": 0.18265, "Y1": 0.3232, "X2": 0.78581, "Y2": 0.323, "X3": 0.78581, "Y3": 0.3378, "X4": 0.18265, "Y4": 0.3378, "page": 0}, {"Word": "Standards law which became effective January 1, 2009. An analysis was included as a", "Confidence": 0.87521, "X1": 0.18397, "Y1": 0.3392, "X2": 0.77398, "Y2": 0.339, "X3": 0.77398, "Y3": 0.3538, "X4": 0.18397, "Y4": 0.3538, "page": 0}, {"Word": "Supplement to PM USA's 2006 and 2007 Cigarette Reports to the MDPH. PM USA has", "Confidence": 0.89147, "X1": 0.18397, "Y1": 0.3552, "X2": 0.77792, "Y2": 0.355, "X3": 0.77792, "Y3": 0.3698, "X4": 0.18397, "Y4": 0.3688, "page": 0}, {"Word": "extended its 2007 analysis to include nicotine yields 'or the Marlboro brand anc Basic brand", "Confidence": 0.95467, "X1": 0.18134, "Y1": 0.3702, "X2": 0.8042, "Y2": 0.37, "X3": 0.8042, "Y3": 0.3848, "X4": 0.18134, "Y4": 0.3848, "page": 0}, {"Word": "families reported in this 2008 Report. Nicotine yields reported in 2009, together with nicotine", "Confidence": 0.87579, "X1": 0.18134, "Y1": 0.3872, "X2": 0.80946, "Y2": 0.387, "X3": 0.80946, "Y3": 0.4008, "X4": 0.18134, "Y4": 0.4008, "page": 0}, {"Word": "yields reported in previous years, continue to demonstrate that there are random nicotine yield", "Confidence": 0.89171, "X1": 0.18134, "Y1": 0.4042, "X2": 0.81997, "Y2": 0.404, "X3": 0.81997, "Y3": 0.4168, "X4": 0.18134, "Y4": 0.4168, "page": 0}, {"Word": "variations across years for brand styles within a brand family and also for an averaged yield of", "Confidence": 0.94147, "X1": 0.18397, "Y1": 0.4182, "X2": 0.81866, "Y2": 0.418, "X3": 0.81866, "Y3": 0.4328, "X4": 0.18397, "Y4": 0.4328, "page": 0}, {"Word": "a group of brand styles withi~ a brand family.", "Confidence": 0.94856, "X1": 0.18134, "Y1": 0.4352, "X2": 0.49014, "Y2": 0.435, "X3": 0.49014, "Y3": 0.4498, "X4": 0.18134, "Y4": 0.4508, "page": 0}, {"Word": "These nicotine yields were determined for the MDPH in accordance with", "Confidence": 0.98282, "X1": 0.2339, "Y1": 0.4572, "X2": 0.72405, "Y2": 0.457, "X3": 0.72405, "Y3": 0.4708, "X4": 0.2339, "Y4": 0.4708, "page": 0}, {"Word": "Massachusetts General Laws, Chapter 94, Section 307B, and the Massachusetts", "Confidence": 0.9289, "X1": 0.18397, "Y1": 0.4732, "X2": 0.73456, "Y2": 0.473, "X3": 0.73456, "Y3": 0.4868, "X4": 0.18397, "Y4": 0.4868, "page": 0}, {"Word": "Administrative Code (\"05 CMR 660.000 et seq.). Bas c brand family testing was not required", "Confidence": 0.89213, "X1": 0.18397, "Y1": 0.4892, "X2": 0.81735, "Y2": 0.489, "X3": 0.81735, "Y3": 0.5028, "X4": 0.18397, "Y4": 0.5028, "page": 0}, {"Word": "in 1997 since the Basic brand family rational market share was less than the five percent", "Confidence": 0.9495, "X1": 0.18134, "Y1": 0.5052, "X2": 0.78581, "Y2": 0.505, "X3": 0.78581, "Y3": 0.5188, "X4": 0.18134, "Y4": 0.5188, "page": 0}, {"Word": "national market share minimum specified n the Massachusetts regulation at that time. n", "Confidence": 0.96985, "X1": 0.18134, "Y1": 0.5212, "X2": 0.78581, "Y2": 0.521, "X3": 0.78581, "Y3": 0.5348, "X4": 0.18134, "Y4": 0.5358, "page": 0}, {"Word": "1997, the Marinam hrand family was the only PM USA hrand family meeting this national", "Confidence": 0.73447, "X1": 0.1866, "Y1": 0.5372, "X2": 0.78581, "Y2": 0.537, "X3": 0.78581, "Y3": 0.5508, "X4": 0.1866, "Y4": 0.5508, "page": 0}, {"Word": "market share criterion. For reporting years 1998 and beyond, an amended Massachusetts", "Confidence": 0.98858, "X1": 0.18134, "Y1": 0.5532, "X2": 0.79632, "Y2": 0.553, "X3": 0.79632, "Y3": 0.5668, "X4": 0.18134, "Y4": 0.5668, "page": 0}, {"Word": "regulation stipulated that brand families with a national market share greater than or equal to", "Confidence": 0.94247, "X1": 0.18397, "Y1": 0.5692, "X2": 0.80683, "Y2": 0.569, "X3": 0.80683, "Y3": 0.5828, "X4": 0.18397, "Y4": 0.5828, "page": 0}, {"Word": "three percent must be tested. PM. USA's Marlboro and Basic brand families met the amended", "Confidence": 0.8772, "X1": 0.18397, "Y1": 0.5842, "X2": 0.82129, "Y2": 0.584, "X3": 0.82129, "Y3": 0.5988, "X4": 0.18397, "Y4": 0.5988, "page": 0}, {"Word": "criterion and were tested and reported each year from 1998 to the present. Nicotine yields", "Confidence": 0.944, "X1": 0.18397, "Y1": 0.6002, "X2": 0.79632, "Y2": 0.6, "X3": 0.79632, "Y3": 0.6158, "X4": 0.18397, "Y4": 0.6158, "page": 0}, {"Word": "detennined accord ng to the machine-smoking protocol prescribed by the MDPH are", "Confidence": 0.9225, "X1": 0.18265, "Y1": 0.6162, "X2": 0.75296, "Y2": 0.616, "X3": 0.75296, "Y3": 0.6308, "X4": 0.18265, "Y4": 0.6318, "page": 0}, {"Word": "designated 'MDPI I nicotine\" to distinguish them from yields that could be determined with any", "Confidence": 0.88827, "X1": 0.1866, "Y1": 0.6332, "X2": 0.81735, "Y2": 0.633, "X3": 0.81735, "Y3": 0.6468, "X4": 0.1866, "Y4": 0.6468, "page": 0}, {"Word": "number of other machine smoking conditions.", "Confidence": 0.98817, "X1": 0.18397, "Y1": 0.6492, "X2": 0.49277, "Y2": 0.649, "X3": 0.49277, "Y3": 0.6628, "X4": 0.18397, "Y4": 0.6618, "page": 0}, {"Word": "Marlboro Brand Family Machine-Smoking MDPH Nicotine Yields", "Confidence": 0.93843, "X1": 0.18528, "Y1": 0.6702, "X2": 0.62418, "Y2": 0.67, "X3": 0.62418, "Y3": 0.6848, "X4": 0.18528, "Y4": 0.6848, "page": 0}, {"Word": "PM USA offers a variety of cigarette brand styles for adult smokers. Smokers choose", "Confidence": 0.86329, "X1": 0.23259, "Y1": 0.6932, "X2": 0.81209, "Y2": 0.693, "X3": 0.81209, "Y3": 0.7078, "X4": 0.23259, "Y4": 0.7068, "page": 0}, {"Word": "individual brand styles according to their personal preferences for taste and other attributes", "Confidence": 0.85846, "X1": 0.18528, "Y1": 0.7092, "X2": 0.80026, "Y2": 0.709, "X3": 0.80026, "Y3": 0.7228, "X4": 0.18528, "Y4": 0.7228, "page": 0}, {"Word": "Since smokers choose individual brand styles, the focus of an analysis cf reported nicotine", "Confidence": 0.93807, "X1": 0.18528, "Y1": 0.7252, "X2": 0.79501, "Y2": 0.725, "X3": 0.79501, "Y3": 0.7398, "X4": 0.18528, "Y4": 0.7388, "page": 0}, {"Word": "yields should be at the brand style level. Ir 2008, MDPH nicotine yields for thirty-eight (38)", "Confidence": 0.95813, "X1": 0.18134, "Y1": 0.7412, "X2": 0.79632, "Y2": 0.741, "X3": 0.79632, "Y3": 0.7568, "X4": 0.18134, "Y4": 0.7558, "page": 0}, {"Word": "Marlboro brand styles are reported. In 1997, MDPH nicotine yields were reported for twenty", "Confidence": 0.94664, "X1": 0.18397, "Y1": 0.7572, "X2": 0.80289, "Y2": 0.757, "X3": 0.80289, "Y3": 0.7708, "X4": 0.18397, "Y4": 0.7698, "page": 0}, {"Word": "(20) brand styles. The number and variety of Marlboro brand styles reported has changed", "Confidence": 0.93614, "X1": 0.18397, "Y1": 0.7722, "X2": 0.79501, "Y2": 0.772, "X3": 0.79501, "Y3": 0.7878, "X4": 0.18397, "Y4": 0.7878, "page": 0}, {"Word": "1 for purposes of this Report the term \"o\"and style\" is used to represent one partcular cigarette product, such as", "Confidence": 0.74945, "X1": 0.18397, "Y1": 0.8122, "X2": 0.81209, "Y2": 0.812, "X3": 0.81209, "Y3": 0.8268, "X4": 0.18397, "Y4": 0.8248, "page": 0}, {"Word": "Marlboro Box \"Branc family\" refere to a group of banc etyloc wir tho como parert brand name. For axamplo, che", "Confidence": 0.69705, "X1": 0.18134, "Y1": 0.8252, "X2": 0.8226, "Y2": 0.825, "X3": 0.8226, "Y3": 0.8378, "X4": 0.18134, "Y4": 0.8368, "page": 0}, {"Word": "Marlboro brand family Includes In part, Marlboro Box anc Marlboro Lights Box brand sty as", "Confidence": 0.72733, "X1": 0.18528, "Y1": 0.8362, "X2": 0.68988, "Y2": 0.836, "X3": 0.68988, "Y3": 0.8488, "X4": 0.18528, "Y4": 0.8478, "page": 0}, {"Word": "page 1 of 12", "Confidence": 0.99375, "X1": 0.44152, "Y1": 0.8532, "X2": 0.52694, "Y2": 0.853, "X3": 0.52694, "Y3": 0.8658, "X4": 0.44284, "Y4": 0.8678, "page": 0}, {"Word": "3117138002", "Confidence": 0.993, "X1": 0.82917, "Y1": 0.9422, "X2": 0.95795, "Y2": 0.942, "X3": 0.95795, "Y3": 0.9588, "X4": 0.82917, "Y4": 0.9588, "page": 0}, {"Word": "3117138002", "Confidence": 0.826, "X1": 0.02497, "Y1": 0.9842, "X2": 0.12746, "Y2": 0.984, "X3": 0.12746, "Y3": 0.9978, "X4": 0.02497, "Y4": 0.9968, "page": 0}], "words_data": [{"Word": "SUPPLEMENT", "Confidence": 0.992, "X1": 0.18528, "Y1": 0.1382, "X2": 0.28909, "Y2": 0.138, "X3": 0.29041, "Y3": 0.1518, "X4": 0.18528, "Y4": 0.1528, "page": 0, "Index": 0}, {"Word": "TO", "Confidence": 0.998, "X1": 0.29304, "Y1": 0.1372, "X2": 0.31275, "Y2": 0.137, "X3": 0.31275, "Y3": 0.1518, "X4": 0.29304, "Y4": 0.1518, "page": 0, "Index": 1}, {"Word": "THE", "Confidence": 0.998, "X1": 0.318, "Y1": 0.1372, "X2": 0.34823, "Y2": 0.137, "X3": 0.34823, "Y3": 0.1518, "X4": 0.31932, "Y4": 0.1518, "page": 0, "Index": 2}, {"Word": "2008", "Confidence": 0.991, "X1": 0.35217, "Y1": 0.1372, "X2": 0.38633, "Y2": 0.137, "X3": 0.38633, "Y3": 0.1518, "X4": 0.35217, "Y4": 0.1518, "page": 0, "Index": 3}, {"Word": "CIGARETTE", "Confidence": 0.991, "X1": 0.39028, "Y1": 0.1372, "X2": 0.47832, "Y2": 0.137, "X3": 0.47832, "Y3": 0.1508, "X4": 0.39028, "Y4": 0.1518, "page": 0, "Index": 4}, {"Word": "REPORT", "Confidence": 0.991, "X1": 0.48226, "Y1": 0.1372, "X2": 0.54665, "Y2": 0.137, "X3": 0.54665, "Y3": 0.1508, "X4": 0.48226, "Y4": 0.1508, "page": 0, "Index": 5}, {"Word": "OF", "Confidence": 0.998, "X1": 0.55059, "Y1": 0.1372, "X2": 0.57162, "Y2": 0.137, "X3": 0.57162, "Y3": 0.1508, "X4": 0.55059, "Y4": 0.1508, "page": 0, "Index": 6}, {"Word": "PHILIP", "Confidence": 0.991, "X1": 0.57556, "Y1": 0.1372, "X2": 0.62418, "Y2": 0.137, "X3": 0.62418, "Y3": 0.1508, "X4": 0.57556, "Y4": 0.1508, "page": 0, "Index": 7}, {"Word": "MORRIS", "Confidence": 0.962, "X1": 0.62812, "Y1": 0.1372, "X2": 0.68857, "Y2": 0.137, "X3": 0.68857, "Y3": 0.1518, "X4": 0.62812, "Y4": 0.1508, "page": 0, "Index": 8}, {"Word": "USA", "Confidence": 0.995, "X1": 0.69251, "Y1": 0.1372, "X2": 0.72536, "Y2": 0.137, "X3": 0.72536, "Y3": 0.1518, "X4": 0.69251, "Y4": 0.1518, "page": 0, "Index": 9}, {"Word": "INC.", "Confidence": 0.988, "X1": 0.7293, "Y1": 0.1372, "X2": 0.76216, "Y2": 0.137, "X3": 0.76084, "Y3": 0.1518, "X4": 0.7293, "Y4": 0.1518, "page": 0, "Index": 10}, {"Word": "TO", "Confidence": 0.998, "X1": 0.7661, "Y1": 0.1372, "X2": 0.78581, "Y2": 0.137, "X3": 0.78449, "Y3": 0.1518, "X4": 0.76478, "Y4": 0.1518, "page": 0, "Index": 11}, {"Word": "THE", "Confidence": 0.998, "X1": 0.79106, "Y1": 0.1372, "X2": 0.8226, "Y2": 0.137, "X3": 0.8226, "Y3": 0.1518, "X4": 0.78975, "Y4": 0.1518, "page": 0, "Index": 12}, {"Word": "MASSACHUSETTS", "Confidence": 0.991, "X1": 0.30355, "Y1": 0.1512, "X2": 0.44021, "Y2": 0.151, "X3": 0.44021, "Y3": 0.1648, "X4": 0.30355, "Y4": 0.1648, "page": 0, "Index": 13}, {"Word": "DEPARTMENT", "Confidence": 0.993, "X1": 0.44415, "Y1": 0.1512, "X2": 0.55059, "Y2": 0.151, "X3": 0.54928, "Y3": 0.1648, "X4": 0.44415, "Y4": 0.1648, "page": 0, "Index": 14}, {"Word": "OF", "Confidence": 0.998, "X1": 0.55322, "Y1": 0.1512, "X2": 0.57556, "Y2": 0.151, "X3": 0.57556, "Y3": 0.1648, "X4": 0.55322, "Y4": 0.1648, "page": 0, "Index": 15}, {"Word": "PUBLIC", "Confidence": 0.991, "X1": 0.5795, "Y1": 0.1512, "X2": 0.63601, "Y2": 0.151, "X3": 0.63601, "Y3": 0.1648, "X4": 0.57819, "Y4": 0.1648, "page": 0, "Index": 16}, {"Word": "HEALTH", "Confidence": 0.994, "X1": 0.63995, "Y1": 0.1512, "X2": 0.70171, "Y2": 0.151, "X3": 0.70039, "Y3": 0.1648, "X4": 0.63863, "Y4": 0.1648, "page": 0, "Index": 17}, {"Word": "Philip", "Confidence": 0.993, "X1": 0.21551, "Y1": 0.1792, "X2": 0.25624, "Y2": 0.179, "X3": 0.25624, "Y3": 0.1938, "X4": 0.21551, "Y4": 0.1938, "page": 0, "Index": 18}, {"Word": "Morris", "Confidence": 0.996, "X1": 0.26018, "Y1": 0.1792, "X2": 0.30749, "Y2": 0.179, "X3": 0.30618, "Y3": 0.1938, "X4": 0.26018, "Y4": 0.1938, "page": 0, "Index": 19}, {"Word": "USA", "Confidence": 0.998, "X1": 0.31012, "Y1": 0.1792, "X2": 0.34297, "Y2": 0.179, "X3": 0.34297, "Y3": 0.1938, "X4": 0.31012, "Y4": 0.1938, "page": 0, "Index": 20}, {"Word": "Inc.", "Confidence": 0.923, "X1": 0.34691, "Y1": 0.1792, "X2": 0.37582, "Y2": 0.179, "X3": 0.37451, "Y3": 0.1938, "X4": 0.34691, "Y4": 0.1938, "page": 0, "Index": 21}, {"Word": "Analysis", "Confidence": 0.969, "X1": 0.37845, "Y1": 0.1792, "X2": 0.44152, "Y2": 0.179, "X3": 0.44021, "Y3": 0.1938, "X4": 0.37845, "Y4": 0.1938, "page": 0, "Index": 22}, {"Word": "of", "Confidence": 0.998, "X1": 0.44415, "Y1": 0.1792, "X2": 0.45992, "Y2": 0.179, "X3": 0.45992, "Y3": 0.1938, "X4": 0.44415, "Y4": 0.1938, "page": 0, "Index": 23}, {"Word": "Its", "Confidence": 0.958, "X1": 0.46386, "Y1": 0.1792, "X2": 0.48095, "Y2": 0.179, "X3": 0.48095, "Y3": 0.1938, "X4": 0.46255, "Y4": 0.1938, "page": 0, "Index": 24}, {"Word": "Machine-Smoking", "Confidence": 0.869, "X1": 0.48489, "Y1": 0.1792, "X2": 0.61629, "Y2": 0.179, "X3": 0.61629, "Y3": 0.1938, "X4": 0.48489, "Y4": 0.1938, "page": 0, "Index": 25}, {"Word": "Derived", "Confidence": 0.886, "X1": 0.62024, "Y1": 0.1792, "X2": 0.67543, "Y2": 0.179, "X3": 0.67411, "Y3": 0.1938, "X4": 0.62024, "Y4": 0.1938, "page": 0, "Index": 26}, {"Word": "Nicotine", "Confidence": 0.849, "X1": 0.67937, "Y1": 0.1802, "X2": 0.74244, "Y2": 0.18, "X3": 0.74113, "Y3": 0.1928, "X4": 0.67806, "Y4": 0.1938, "page": 0, "Index": 27}, {"Word": "Yields", "Confidence": 0.929, "X1": 0.74639, "Y1": 0.1802, "X2": 0.79238, "Y2": 0.18, "X3": 0.79106, "Y3": 0.1928, "X4": 0.74507, "Y4": 0.1928, "page": 0, "Index": 28}, {"Word": "Reported", "Confidence": 0.991, "X1": 0.28515, "Y1": 0.1932, "X2": 0.35217, "Y2": 0.193, "X3": 0.35217, "Y3": 0.2068, "X4": 0.28515, "Y4": 0.2068, "page": 0, "Index": 29}, {"Word": "to", "Confidence": 0.997, "X1": 0.35611, "Y1": 0.1932, "X2": 0.37057, "Y2": 0.193, "X3": 0.37057, "Y3": 0.2068, "X4": 0.35611, "Y4": 0.2068, "page": 0, "Index": 30}, {"Word": "the", "Confidence": 0.998, "X1": 0.37451, "Y1": 0.1932, "X2": 0.39816, "Y2": 0.193, "X3": 0.39816, "Y3": 0.2058, "X4": 0.37451, "Y4": 0.2068, "page": 0, "Index": 31}, {"Word": "Massachusetts", "Confidence": 0.991, "X1": 0.4021, "Y1": 0.1932, "X2": 0.51117, "Y2": 0.193, "X3": 0.51117, "Y3": 0.2058, "X4": 0.4021, "Y4": 0.2058, "page": 0, "Index": 32}, {"Word": "Department", "Confidence": 0.981, "X1": 0.51511, "Y1": 0.1932, "X2": 0.60053, "Y2": 0.193, "X3": 0.60053, "Y3": 0.2058, "X4": 0.5138, "Y4": 0.2058, "page": 0, "Index": 33}, {"Word": "of", "Confidence": 0.998, "X1": 0.60447, "Y1": 0.1932, "X2": 0.61892, "Y2": 0.193, "X3": 0.61892, "Y3": 0.2058, "X4": 0.60447, "Y4": 0.2058, "page": 0, "Index": 34}, {"Word": "Public", "Confidence": 0.996, "X1": 0.62286, "Y1": 0.1932, "X2": 0.66886, "Y2": 0.193, "X3": 0.66754, "Y3": 0.2058, "X4": 0.62286, "Y4": 0.2058, "page": 0, "Index": 35}, {"Word": "Health", "Confidence": 0.939, "X1": 0.6728, "Y1": 0.1932, "X2": 0.72011, "Y2": 0.193, "X3": 0.72011, "Y3": 0.2068, "X4": 0.67148, "Y4": 0.2058, "page": 0, "Index": 36}, {"Word": "From", "Confidence": 0.97, "X1": 0.37451, "Y1": 0.2062, "X2": 0.40999, "Y2": 0.206, "X3": 0.40867, "Y3": 0.2198, "X4": 0.37319, "Y4": 0.2198, "page": 0, "Index": 37}, {"Word": "1997", "Confidence": 0.991, "X1": 0.41787, "Y1": 0.2062, "X2": 0.45204, "Y2": 0.206, "X3": 0.45072, "Y3": 0.2188, "X4": 0.41656, "Y4": 0.2198, "page": 0, "Index": 38}, {"Word": "to", "Confidence": 0.998, "X1": 0.45466, "Y1": 0.2062, "X2": 0.47043, "Y2": 0.206, "X3": 0.46912, "Y3": 0.2188, "X4": 0.45335, "Y4": 0.2188, "page": 0, "Index": 39}, {"Word": "the", "Confidence": 0.998, "X1": 0.47306, "Y1": 0.2062, "X2": 0.49803, "Y2": 0.206, "X3": 0.49671, "Y3": 0.2188, "X4": 0.47175, "Y4": 0.2188, "page": 0, "Index": 40}, {"Word": "Current", "Confidence": 0.995, "X1": 0.50066, "Y1": 0.2062, "X2": 0.55716, "Y2": 0.206, "X3": 0.55585, "Y3": 0.2198, "X4": 0.49934, "Y4": 0.2188, "page": 0, "Index": 41}, {"Word": "Year", "Confidence": 0.986, "X1": 0.5611, "Y1": 0.2062, "X2": 0.59396, "Y2": 0.206, "X3": 0.59396, "Y3": 0.2198, "X4": 0.55979, "Y4": 0.2198, "page": 0, "Index": 42}, {"Word": "2008", "Confidence": 0.989, "X1": 0.5979, "Y1": 0.2072, "X2": 0.63338, "Y2": 0.207, "X3": 0.63206, "Y3": 0.2198, "X4": 0.59658, "Y4": 0.2198, "page": 0, "Index": 43}, {"Word": "The", "Confidence": 0.994, "X1": 0.23522, "Y1": 0.2412, "X2": 0.26018, "Y2": 0.241, "X3": 0.26018, "Y3": 0.2548, "X4": 0.23522, "Y4": 0.2548, "page": 0, "Index": 44}, {"Word": "smoking", "Confidence": 0.848, "X1": 0.26413, "Y1": 0.2412, "X2": 0.32063, "Y2": 0.241, "X3": 0.32063, "Y3": 0.2548, "X4": 0.26413, "Y4": 0.2548, "page": 0, "Index": 45}, {"Word": "machine", "Confidence": 0.994, "X1": 0.32457, "Y1": 0.2412, "X2": 0.38239, "Y2": 0.241, "X3": 0.38239, "Y3": 0.2548, "X4": 0.32457, "Y4": 0.2548, "page": 0, "Index": 46}, {"Word": "nicotine", "Confidence": 0.991, "X1": 0.38633, "Y1": 0.2412, "X2": 0.4389, "Y2": 0.241, "X3": 0.4389, "Y3": 0.2548, "X4": 0.38633, "Y4": 0.2548, "page": 0, "Index": 47}, {"Word": "yialc", "Confidence": 0.78, "X1": 0.44284, "Y1": 0.2412, "X2": 0.47438, "Y2": 0.241, "X3": 0.47438, "Y3": 0.2548, "X4": 0.44284, "Y4": 0.2548, "page": 0, "Index": 48}, {"Word": "data", "Confidence": 0.943, "X1": 0.47832, "Y1": 0.2412, "X2": 0.50854, "Y2": 0.241, "X3": 0.50854, "Y3": 0.2548, "X4": 0.47832, "Y4": 0.2548, "page": 0, "Index": 49}, {"Word": "reported", "Confidence": 0.953, "X1": 0.51248, "Y1": 0.2402, "X2": 0.56899, "Y2": 0.24, "X3": 0.56899, "Y3": 0.2548, "X4": 0.51117, "Y4": 0.2548, "page": 0, "Index": 50}, {"Word": "by", "Confidence": 0.997, "X1": 0.57293, "Y1": 0.2402, "X2": 0.59001, "Y2": 0.24, "X3": 0.5887, "Y3": 0.2548, "X4": 0.57293, "Y4": 0.2548, "page": 0, "Index": 51}, {"Word": "Philip", "Confidence": 0.995, "X1": 0.59396, "Y1": 0.2402, "X2": 0.63206, "Y2": 0.24, "X3": 0.63206, "Y3": 0.2548, "X4": 0.59264, "Y4": 0.2548, "page": 0, "Index": 52}, {"Word": "Morris", "Confidence": 0.634, "X1": 0.63601, "Y1": 0.2402, "X2": 0.67806, "Y2": 0.24, "X3": 0.67806, "Y3": 0.2548, "X4": 0.63469, "Y4": 0.2548, "page": 0, "Index": 53}, {"Word": "USA", "Confidence": 0.998, "X1": 0.682, "Y1": 0.2402, "X2": 0.71222, "Y2": 0.24, "X3": 0.71222, "Y3": 0.2548, "X4": 0.68068, "Y4": 0.2548, "page": 0, "Index": 54}, {"Word": "Inc.", "Confidence": 0.753, "X1": 0.71616, "Y1": 0.2402, "X2": 0.74244, "Y2": 0.24, "X3": 0.74244, "Y3": 0.2548, "X4": 0.71485, "Y4": 0.2548, "page": 0, "Index": 55}, {"Word": "(\"PM", "Confidence": 0.177, "X1": 0.74639, "Y1": 0.2402, "X2": 0.77661, "Y2": 0.24, "X3": 0.7753, "Y3": 0.2548, "X4": 0.74507, "Y4": 0.2548, "page": 0, "Index": 56}, {"Word": "USA\")", "Confidence": 0.924, "X1": 0.18528, "Y1": 0.2582, "X2": 0.22602, "Y2": 0.258, "X3": 0.2247, "Y3": 0.2728, "X4": 0.18397, "Y4": 0.2728, "page": 0, "Index": 57}, {"Word": "for", "Confidence": 0.998, "X1": 0.22996, "Y1": 0.2582, "X2": 0.24836, "Y2": 0.258, "X3": 0.24704, "Y3": 0.2728, "X4": 0.22865, "Y4": 0.2728, "page": 0, "Index": 58}, {"Word": "cigarette", "Confidence": 0.811, "X1": 0.2523, "Y1": 0.2582, "X2": 0.31012, "Y2": 0.258, "X3": 0.31012, "Y3": 0.2728, "X4": 0.25099, "Y4": 0.2728, "page": 0, "Index": 59}, {"Word": "brand", "Confidence": 0.996, "X1": 0.31406, "Y1": 0.2582, "X2": 0.3548, "Y2": 0.258, "X3": 0.35348, "Y3": 0.2728, "X4": 0.31275, "Y4": 0.2728, "page": 0, "Index": 60}, {"Word": "styles'", "Confidence": 0.85, "X1": 0.35742, "Y1": 0.2582, "X2": 0.40342, "Y2": 0.258, "X3": 0.4021, "Y3": 0.2728, "X4": 0.35611, "Y4": 0.2728, "page": 0, "Index": 61}, {"Word": "within", "Confidence": 0.624, "X1": 0.40736, "Y1": 0.2582, "X2": 0.44678, "Y2": 0.258, "X3": 0.44678, "Y3": 0.2728, "X4": 0.40604, "Y4": 0.2728, "page": 0, "Index": 62}, {"Word": "the", "Confidence": 0.971, "X1": 0.45072, "Y1": 0.2582, "X2": 0.47175, "Y2": 0.258, "X3": 0.47043, "Y3": 0.2728, "X4": 0.44941, "Y4": 0.2728, "page": 0, "Index": 63}, {"Word": "Marlboro", "Confidence": 0.61, "X1": 0.47569, "Y1": 0.2582, "X2": 0.53745, "Y2": 0.258, "X3": 0.53614, "Y3": 0.2728, "X4": 0.47438, "Y4": 0.2728, "page": 0, "Index": 64}, {"Word": "and", "Confidence": 0.998, "X1": 0.54008, "Y1": 0.2582, "X2": 0.56636, "Y2": 0.258, "X3": 0.56505, "Y3": 0.2728, "X4": 0.54008, "Y4": 0.2728, "page": 0, "Index": 65}, {"Word": "Basic", "Confidence": 0.994, "X1": 0.5703, "Y1": 0.2582, "X2": 0.6071, "Y2": 0.258, "X3": 0.6071, "Y3": 0.2728, "X4": 0.56899, "Y4": 0.2728, "page": 0, "Index": 66}, {"Word": "brand", "Confidence": 0.996, "X1": 0.61104, "Y1": 0.2582, "X2": 0.65046, "Y2": 0.258, "X3": 0.64915, "Y3": 0.2728, "X4": 0.60972, "Y4": 0.2728, "page": 0, "Index": 67}, {"Word": "families", "Confidence": 0.75, "X1": 0.65309, "Y1": 0.2582, "X2": 0.70565, "Y2": 0.258, "X3": 0.70434, "Y3": 0.2718, "X4": 0.65309, "Y4": 0.2728, "page": 0, "Index": 68}, {"Word": "in", "Confidence": 0.998, "X1": 0.70959, "Y1": 0.2582, "X2": 0.72142, "Y2": 0.258, "X3": 0.72142, "Y3": 0.2718, "X4": 0.70828, "Y4": 0.2718, "page": 0, "Index": 69}, {"Word": "Inis", "Confidence": 0.712, "X1": 0.72536, "Y1": 0.2582, "X2": 0.75033, "Y2": 0.258, "X3": 0.74901, "Y3": 0.2718, "X4": 0.72405, "Y4": 0.2718, "page": 0, "Index": 70}, {"Word": "2008", "Confidence": 0.965, "X1": 0.75427, "Y1": 0.2582, "X2": 0.78975, "Y2": 0.258, "X3": 0.78844, "Y3": 0.2718, "X4": 0.75296, "Y4": 0.2718, "page": 0, "Index": 71}, {"Word": "C", "Confidence": 0.956, "X1": 0.18397, "Y1": 0.2762, "X2": 0.19448, "Y2": 0.276, "X3": 0.19317, "Y3": 0.2908, "X4": 0.18265, "Y4": 0.2908, "page": 0, "Index": 72}, {"Word": "garette", "Confidence": 0.952, "X1": 0.19842, "Y1": 0.2762, "X2": 0.24704, "Y2": 0.276, "X3": 0.24573, "Y3": 0.2898, "X4": 0.19711, "Y4": 0.2908, "page": 0, "Index": 73}, {"Word": "Report", "Confidence": 0.848, "X1": 0.25099, "Y1": 0.2762, "X2": 0.29698, "Y2": 0.276, "X3": 0.29566, "Y3": 0.2898, "X4": 0.24967, "Y4": 0.2898, "page": 0, "Index": 74}, {"Word": "are", "Confidence": 0.984, "X1": 0.30092, "Y1": 0.2762, "X2": 0.32194, "Y2": 0.276, "X3": 0.32063, "Y3": 0.2898, "X4": 0.29961, "Y4": 0.2898, "page": 0, "Index": 75}, {"Word": "consistent", "Confidence": 0.785, "X1": 0.32589, "Y1": 0.2752, "X2": 0.39553, "Y2": 0.275, "X3": 0.39422, "Y3": 0.2898, "X4": 0.32457, "Y4": 0.2898, "page": 0, "Index": 76}, {"Word": "with", "Confidence": 0.974, "X1": 0.39816, "Y1": 0.2752, "X2": 0.42707, "Y2": 0.275, "X3": 0.42576, "Y3": 0.2898, "X4": 0.39685, "Y4": 0.2898, "page": 0, "Index": 77}, {"Word": "PM", "Confidence": 0.997, "X1": 0.43101, "Y1": 0.2752, "X2": 0.45072, "Y2": 0.275, "X3": 0.44941, "Y3": 0.2898, "X4": 0.4297, "Y4": 0.2898, "page": 0, "Index": 78}, {"Word": "USA's", "Confidence": 0.994, "X1": 0.45729, "Y1": 0.2752, "X2": 0.50066, "Y2": 0.275, "X3": 0.49934, "Y3": 0.2898, "X4": 0.45598, "Y4": 0.2898, "page": 0, "Index": 79}, {"Word": "analyses", "Confidence": 0.888, "X1": 0.5046, "Y1": 0.2762, "X2": 0.56505, "Y2": 0.276, "X3": 0.56373, "Y3": 0.2898, "X4": 0.50329, "Y4": 0.2898, "page": 0, "Index": 80}, {"Word": "of", "Confidence": 0.992, "X1": 0.56899, "Y1": 0.2762, "X2": 0.58213, "Y2": 0.276, "X3": 0.58081, "Y3": 0.2898, "X4": 0.56767, "Y4": 0.2898, "page": 0, "Index": 81}, {"Word": "its", "Confidence": 0.882, "X1": 0.58607, "Y1": 0.2762, "X2": 0.60053, "Y2": 0.276, "X3": 0.59921, "Y3": 0.2888, "X4": 0.58476, "Y4": 0.2898, "page": 0, "Index": 82}, {"Word": "nicotire", "Confidence": 0.992, "X1": 0.60447, "Y1": 0.2762, "X2": 0.65703, "Y2": 0.276, "X3": 0.65572, "Y3": 0.2888, "X4": 0.60184, "Y4": 0.2888, "page": 0, "Index": 83}, {"Word": "yield", "Confidence": 0.994, "X1": 0.66097, "Y1": 0.2762, "X2": 0.69251, "Y2": 0.276, "X3": 0.6912, "Y3": 0.2888, "X4": 0.65966, "Y4": 0.2888, "page": 0, "Index": 84}, {"Word": "data", "Confidence": 0.985, "X1": 0.69645, "Y1": 0.2762, "X2": 0.72536, "Y2": 0.276, "X3": 0.72405, "Y3": 0.2888, "X4": 0.69514, "Y4": 0.2888, "page": 0, "Index": 85}, {"Word": "for", "Confidence": 0.998, "X1": 0.7293, "Y1": 0.2762, "X2": 0.74901, "Y2": 0.276, "X3": 0.7477, "Y3": 0.2888, "X4": 0.72799, "Y4": 0.2888, "page": 0, "Index": 86}, {"Word": "these", "Confidence": 0.993, "X1": 0.75296, "Y1": 0.2762, "X2": 0.79238, "Y2": 0.276, "X3": 0.79106, "Y3": 0.2888, "X4": 0.75164, "Y4": 0.2888, "page": 0, "Index": 87}, {"Word": "brand", "Confidence": 0.996, "X1": 0.18528, "Y1": 0.2922, "X2": 0.22339, "Y2": 0.292, "X3": 0.22339, "Y3": 0.3058, "X4": 0.18528, "Y4": 0.3058, "page": 0, "Index": 88}, {"Word": "fam", "Confidence": 0.991, "X1": 0.22733, "Y1": 0.2922, "X2": 0.25099, "Y2": 0.292, "X3": 0.25099, "Y3": 0.3058, "X4": 0.22602, "Y4": 0.3058, "page": 0, "Index": 89}, {"Word": "lies", "Confidence": 0.97, "X1": 0.25493, "Y1": 0.2922, "X2": 0.27989, "Y2": 0.292, "X3": 0.27989, "Y3": 0.3058, "X4": 0.25493, "Y4": 0.3058, "page": 0, "Index": 90}, {"Word": "reported", "Confidence": 0.608, "X1": 0.28252, "Y1": 0.2922, "X2": 0.33903, "Y2": 0.292, "X3": 0.33903, "Y3": 0.3058, "X4": 0.28252, "Y4": 0.3058, "page": 0, "Index": 91}, {"Word": "to", "Confidence": 0.902, "X1": 0.34297, "Y1": 0.2922, "X2": 0.35742, "Y2": 0.292, "X3": 0.35742, "Y3": 0.3058, "X4": 0.34297, "Y4": 0.3058, "page": 0, "Index": 92}, {"Word": "the", "Confidence": 0.891, "X1": 0.36137, "Y1": 0.2922, "X2": 0.38239, "Y2": 0.292, "X3": 0.38239, "Y3": 0.3058, "X4": 0.36137, "Y4": 0.3058, "page": 0, "Index": 93}, {"Word": "Massachusetts", "Confidence": 0.174, "X1": 0.38633, "Y1": 0.2922, "X2": 0.48883, "Y2": 0.292, "X3": 0.48752, "Y3": 0.3058, "X4": 0.38633, "Y4": 0.3058, "page": 0, "Index": 94}, {"Word": "Department", "Confidence": 0.621, "X1": 0.49146, "Y1": 0.2922, "X2": 0.57293, "Y2": 0.292, "X3": 0.57162, "Y3": 0.3058, "X4": 0.49146, "Y4": 0.3058, "page": 0, "Index": 95}, {"Word": "of", "Confidence": 0.998, "X1": 0.57556, "Y1": 0.2922, "X2": 0.5887, "Y2": 0.292, "X3": 0.5887, "Y3": 0.3058, "X4": 0.57556, "Y4": 0.3058, "page": 0, "Index": 96}, {"Word": "Public", "Confidence": 0.885, "X1": 0.59264, "Y1": 0.2922, "X2": 0.63469, "Y2": 0.292, "X3": 0.63469, "Y3": 0.3058, "X4": 0.59264, "Y4": 0.3058, "page": 0, "Index": 97}, {"Word": "Health", "Confidence": 0.992, "X1": 0.63863, "Y1": 0.2922, "X2": 0.68331, "Y2": 0.292, "X3": 0.682, "Y3": 0.3058, "X4": 0.63732, "Y4": 0.3058, "page": 0, "Index": 98}, {"Word": "(\"MDPH\")", "Confidence": 0.926, "X1": 0.68594, "Y1": 0.2922, "X2": 0.75164, "Y2": 0.292, "X3": 0.75033, "Y3": 0.3058, "X4": 0.68594, "Y4": 0.3058, "page": 0, "Index": 99}, {"Word": "in", "Confidence": 0.997, "X1": 0.75427, "Y1": 0.2922, "X2": 0.76741, "Y2": 0.292, "X3": 0.76741, "Y3": 0.3058, "X4": 0.75427, "Y4": 0.3058, "page": 0, "Index": 100}, {"Word": "years", "Confidence": 0.783, "X1": 0.77135, "Y1": 0.2932, "X2": 0.81078, "Y2": 0.293, "X3": 0.81078, "Y3": 0.3058, "X4": 0.77135, "Y4": 0.3058, "page": 0, "Index": 101}, {"Word": "1997", "Confidence": 0.998, "X1": 0.1866, "Y1": 0.3072, "X2": 0.21813, "Y2": 0.307, "X3": 0.21813, "Y3": 0.3218, "X4": 0.1866, "Y4": 0.3218, "page": 0, "Index": 102}, {"Word": "-", "Confidence": 0.995, "X1": 0.22208, "Y1": 0.3072, "X2": 0.23127, "Y2": 0.307, "X3": 0.22996, "Y3": 0.3218, "X4": 0.22076, "Y4": 0.3218, "page": 0, "Index": 103}, {"Word": "2007.", "Confidence": 0.963, "X1": 0.2339, "Y1": 0.3082, "X2": 0.27727, "Y2": 0.308, "X3": 0.27595, "Y3": 0.3218, "X4": 0.2339, "Y4": 0.3218, "page": 0, "Index": 104}, {"Word": "Cigarettes", "Confidence": 0.849, "X1": 0.27989, "Y1": 0.3082, "X2": 0.35085, "Y2": 0.308, "X3": 0.35085, "Y3": 0.3218, "X4": 0.27989, "Y4": 0.3218, "page": 0, "Index": 105}, {"Word": "tested", "Confidence": 0.991, "X1": 0.3548, "Y1": 0.3082, "X2": 0.39685, "Y2": 0.308, "X3": 0.39685, "Y3": 0.3218, "X4": 0.35348, "Y4": 0.3218, "page": 0, "Index": 106}, {"Word": "in", "Confidence": 0.997, "X1": 0.39947, "Y1": 0.3082, "X2": 0.41261, "Y2": 0.308, "X3": 0.41261, "Y3": 0.3218, "X4": 0.39947, "Y4": 0.3218, "page": 0, "Index": 107}, {"Word": "2008", "Confidence": 0.932, "X1": 0.41656, "Y1": 0.3082, "X2": 0.45072, "Y2": 0.308, "X3": 0.45072, "Y3": 0.3218, "X4": 0.41656, "Y4": 0.3218, "page": 0, "Index": 108}, {"Word": "were", "Confidence": 0.614, "X1": 0.45466, "Y1": 0.3082, "X2": 0.48752, "Y2": 0.308, "X3": 0.48752, "Y3": 0.3218, "X4": 0.45335, "Y4": 0.3218, "page": 0, "Index": 109}, {"Word": "certified", "Confidence": 0.312, "X1": 0.49146, "Y1": 0.3082, "X2": 0.54402, "Y2": 0.308, "X3": 0.54402, "Y3": 0.3218, "X4": 0.49146, "Y4": 0.3218, "page": 0, "Index": 110}, {"Word": "brand", "Confidence": 0.991, "X1": 0.54796, "Y1": 0.3082, "X2": 0.58739, "Y2": 0.308, "X3": 0.58739, "Y3": 0.3218, "X4": 0.54796, "Y4": 0.3218, "page": 0, "Index": 111}, {"Word": "styles", "Confidence": 0.994, "X1": 0.59133, "Y1": 0.3092, "X2": 0.63075, "Y2": 0.309, "X3": 0.63075, "Y3": 0.3218, "X4": 0.59133, "Y4": 0.3218, "page": 0, "Index": 112}, {"Word": "designed", "Confidence": 0.993, "X1": 0.63469, "Y1": 0.3092, "X2": 0.69777, "Y2": 0.309, "X3": 0.69645, "Y3": 0.3218, "X4": 0.63469, "Y4": 0.3218, "page": 0, "Index": 113}, {"Word": "to", "Confidence": 0.224, "X1": 0.70039, "Y1": 0.3092, "X2": 0.71353, "Y2": 0.309, "X3": 0.71353, "Y3": 0.3218, "X4": 0.70039, "Y4": 0.3218, "page": 0, "Index": 114}, {"Word": "meet", "Confidence": 0.674, "X1": 0.71748, "Y1": 0.3092, "X2": 0.75296, "Y2": 0.309, "X3": 0.75296, "Y3": 0.3218, "X4": 0.71748, "Y4": 0.3218, "page": 0, "Index": 115}, {"Word": "the", "Confidence": 0.998, "X1": 0.75558, "Y1": 0.3092, "X2": 0.77792, "Y2": 0.309, "X3": 0.77792, "Y3": 0.3218, "X4": 0.75558, "Y4": 0.3218, "page": 0, "Index": 116}, {"Word": "Massachusetts", "Confidence": 0.958, "X1": 0.53745, "Y1": 0.3242, "X2": 0.63995, "Y2": 0.324, "X3": 0.63863, "Y3": 0.3378, "X4": 0.53614, "Y4": 0.3388, "page": 0, "Index": 117}, {"Word": "Cigarette", "Confidence": 0.199, "X1": 0.64389, "Y1": 0.3242, "X2": 0.70565, "Y2": 0.324, "X3": 0.70434, "Y3": 0.3378, "X4": 0.64258, "Y4": 0.3378, "page": 0, "Index": 118}, {"Word": "Fire", "Confidence": 0.982, "X1": 0.70828, "Y1": 0.3242, "X2": 0.73587, "Y2": 0.324, "X3": 0.73456, "Y3": 0.3378, "X4": 0.70828, "Y4": 0.3378, "page": 0, "Index": 119}, {"Word": "Safety", "Confidence": 0.756, "X1": 0.73982, "Y1": 0.3242, "X2": 0.78581, "Y2": 0.324, "X3": 0.78449, "Y3": 0.3378, "X4": 0.7385, "Y4": 0.3378, "page": 0, "Index": 120}, {"Word": "reduced", "Confidence": 0.81, "X1": 0.18397, "Y1": 0.3242, "X2": 0.23916, "Y2": 0.324, "X3": 0.23784, "Y3": 0.3388, "X4": 0.18265, "Y4": 0.3388, "page": 0, "Index": 121}, {"Word": "cigarette", "Confidence": 0.955, "X1": 0.2431, "Y1": 0.3242, "X2": 0.30223, "Y2": 0.324, "X3": 0.30092, "Y3": 0.3388, "X4": 0.24179, "Y4": 0.3388, "page": 0, "Index": 122}, {"Word": "ignition", "Confidence": 0.991, "X1": 0.30618, "Y1": 0.3242, "X2": 0.3548, "Y2": 0.324, "X3": 0.35348, "Y3": 0.3388, "X4": 0.30486, "Y4": 0.3388, "page": 0, "Index": 123}, {"Word": "propensity", "Confidence": 0.991, "X1": 0.35742, "Y1": 0.3242, "X2": 0.42838, "Y2": 0.324, "X3": 0.42707, "Y3": 0.3388, "X4": 0.35742, "Y4": 0.3388, "page": 0, "Index": 124}, {"Word": "standard", "Confidence": 0.96, "X1": 0.43233, "Y1": 0.3242, "X2": 0.49277, "Y2": 0.324, "X3": 0.49146, "Y3": 0.3388, "X4": 0.43101, "Y4": 0.3388, "page": 0, "Index": 125}, {"Word": "of", "Confidence": 0.992, "X1": 0.49671, "Y1": 0.3242, "X2": 0.50854, "Y2": 0.324, "X3": 0.50854, "Y3": 0.3388, "X4": 0.4954, "Y4": 0.3388, "page": 0, "Index": 126}, {"Word": "the", "Confidence": 0.996, "X1": 0.51248, "Y1": 0.3242, "X2": 0.53351, "Y2": 0.324, "X3": 0.53219, "Y3": 0.3388, "X4": 0.51248, "Y4": 0.3388, "page": 0, "Index": 127}, {"Word": "Standards", "Confidence": 0.915, "X1": 0.18528, "Y1": 0.3402, "X2": 0.25493, "Y2": 0.34, "X3": 0.25361, "Y3": 0.3538, "X4": 0.18528, "Y4": 0.3538, "page": 0, "Index": 128}, {"Word": "law", "Confidence": 0.915, "X1": 0.25756, "Y1": 0.3402, "X2": 0.27989, "Y2": 0.34, "X3": 0.27989, "Y3": 0.3538, "X4": 0.25756, "Y4": 0.3538, "page": 0, "Index": 129}, {"Word": "which", "Confidence": 0.994, "X1": 0.28384, "Y1": 0.3402, "X2": 0.32326, "Y2": 0.34, "X3": 0.32326, "Y3": 0.3538, "X4": 0.28384, "Y4": 0.3538, "page": 0, "Index": 130}, {"Word": "became", "Confidence": 0.885, "X1": 0.3272, "Y1": 0.3402, "X2": 0.38239, "Y2": 0.34, "X3": 0.38108, "Y3": 0.3548, "X4": 0.3272, "Y4": 0.3538, "page": 0, "Index": 131}, {"Word": "effective", "Confidence": 0.624, "X1": 0.38502, "Y1": 0.3402, "X2": 0.44284, "Y2": 0.34, "X3": 0.44284, "Y3": 0.3548, "X4": 0.38502, "Y4": 0.3548, "page": 0, "Index": 132}, {"Word": "January", "Confidence": 0.607, "X1": 0.44678, "Y1": 0.3402, "X2": 0.50329, "Y2": 0.34, "X3": 0.50329, "Y3": 0.3548, "X4": 0.44547, "Y4": 0.3548, "page": 0, "Index": 133}, {"Word": "1,", "Confidence": 0.991, "X1": 0.50723, "Y1": 0.3402, "X2": 0.51774, "Y2": 0.34, "X3": 0.51774, "Y3": 0.3548, "X4": 0.50723, "Y4": 0.3548, "page": 0, "Index": 134}, {"Word": "2009.", "Confidence": 0.609, "X1": 0.52168, "Y1": 0.3402, "X2": 0.56505, "Y2": 0.34, "X3": 0.56505, "Y3": 0.3548, "X4": 0.52168, "Y4": 0.3548, "page": 0, "Index": 135}, {"Word": "An", "Confidence": 0.997, "X1": 0.56899, "Y1": 0.3402, "X2": 0.58739, "Y2": 0.34, "X3": 0.58739, "Y3": 0.3538, "X4": 0.56899, "Y4": 0.3548, "page": 0, "Index": 136}, {"Word": "analysis", "Confidence": 0.795, "X1": 0.59133, "Y1": 0.3402, "X2": 0.6452, "Y2": 0.34, "X3": 0.6452, "Y3": 0.3538, "X4": 0.59133, "Y4": 0.3538, "page": 0, "Index": 137}, {"Word": "was", "Confidence": 0.991, "X1": 0.64915, "Y1": 0.3402, "X2": 0.67806, "Y2": 0.34, "X3": 0.67806, "Y3": 0.3538, "X4": 0.64915, "Y4": 0.3538, "page": 0, "Index": 138}, {"Word": "included", "Confidence": 0.991, "X1": 0.682, "Y1": 0.3402, "X2": 0.7385, "Y2": 0.34, "X3": 0.7385, "Y3": 0.3538, "X4": 0.68068, "Y4": 0.3538, "page": 0, "Index": 139}, {"Word": "as", "Confidence": 0.943, "X1": 0.74244, "Y1": 0.3402, "X2": 0.75821, "Y2": 0.34, "X3": 0.75821, "Y3": 0.3538, "X4": 0.74244, "Y4": 0.3538, "page": 0, "Index": 140}, {"Word": "a", "Confidence": 0.996, "X1": 0.76216, "Y1": 0.3402, "X2": 0.77267, "Y2": 0.34, "X3": 0.77267, "Y3": 0.3538, "X4": 0.76216, "Y4": 0.3538, "page": 0, "Index": 141}, {"Word": "Supplement", "Confidence": 0.284, "X1": 0.18528, "Y1": 0.3552, "X2": 0.26544, "Y2": 0.355, "X3": 0.26413, "Y3": 0.3698, "X4": 0.18397, "Y4": 0.3698, "page": 0, "Index": 142}, {"Word": "to", "Confidence": 0.997, "X1": 0.26938, "Y1": 0.3552, "X2": 0.28252, "Y2": 0.355, "X3": 0.28252, "Y3": 0.3698, "X4": 0.26807, "Y4": 0.3698, "page": 0, "Index": 143}, {"Word": "PM", "Confidence": 0.845, "X1": 0.28647, "Y1": 0.3552, "X2": 0.30749, "Y2": 0.355, "X3": 0.30749, "Y3": 0.3698, "X4": 0.28647, "Y4": 0.3698, "page": 0, "Index": 144}, {"Word": "USA's", "Confidence": 0.995, "X1": 0.31275, "Y1": 0.3552, "X2": 0.35611, "Y2": 0.355, "X3": 0.3548, "Y3": 0.3698, "X4": 0.31275, "Y4": 0.3698, "page": 0, "Index": 145}, {"Word": "2006", "Confidence": 0.967, "X1": 0.35874, "Y1": 0.3552, "X2": 0.3929, "Y2": 0.355, "X3": 0.3929, "Y3": 0.3698, "X4": 0.35874, "Y4": 0.3698, "page": 0, "Index": 146}, {"Word": "and", "Confidence": 0.994, "X1": 0.39685, "Y1": 0.3552, "X2": 0.42313, "Y2": 0.355, "X3": 0.42313, "Y3": 0.3698, "X4": 0.39685, "Y4": 0.3698, "page": 0, "Index": 147}, {"Word": "2007", "Confidence": 0.99, "X1": 0.42707, "Y1": 0.3552, "X2": 0.46124, "Y2": 0.355, "X3": 0.46124, "Y3": 0.3698, "X4": 0.42707, "Y4": 0.3698, "page": 0, "Index": 148}, {"Word": "Cigarette", "Confidence": 0.956, "X1": 0.46518, "Y1": 0.3552, "X2": 0.52694, "Y2": 0.355, "X3": 0.52694, "Y3": 0.3698, "X4": 0.46518, "Y4": 0.3698, "page": 0, "Index": 149}, {"Word": "Reports", "Confidence": 0.969, "X1": 0.53088, "Y1": 0.3552, "X2": 0.58476, "Y2": 0.355, "X3": 0.58476, "Y3": 0.3698, "X4": 0.52957, "Y4": 0.3698, "page": 0, "Index": 150}, {"Word": "to", "Confidence": 0.997, "X1": 0.5887, "Y1": 0.3552, "X2": 0.60053, "Y2": 0.355, "X3": 0.60053, "Y3": 0.3698, "X4": 0.58739, "Y4": 0.3698, "page": 0, "Index": 151}, {"Word": "the", "Confidence": 0.428, "X1": 0.60447, "Y1": 0.3552, "X2": 0.62681, "Y2": 0.355, "X3": 0.62549, "Y3": 0.3698, "X4": 0.60447, "Y4": 0.3698, "page": 0, "Index": 152}, {"Word": "MDPH.", "Confidence": 0.965, "X1": 0.62943, "Y1": 0.3562, "X2": 0.68331, "Y2": 0.356, "X3": 0.682, "Y3": 0.3698, "X4": 0.62943, "Y4": 0.3698, "page": 0, "Index": 153}, {"Word": "PM", "Confidence": 0.994, "X1": 0.68594, "Y1": 0.3562, "X2": 0.70828, "Y2": 0.356, "X3": 0.70828, "Y3": 0.3698, "X4": 0.68594, "Y4": 0.3698, "page": 0, "Index": 154}, {"Word": "USA", "Confidence": 0.998, "X1": 0.71616, "Y1": 0.3562, "X2": 0.74639, "Y2": 0.356, "X3": 0.74639, "Y3": 0.3698, "X4": 0.71485, "Y4": 0.3698, "page": 0, "Index": 155}, {"Word": "has", "Confidence": 0.993, "X1": 0.75033, "Y1": 0.3562, "X2": 0.77792, "Y2": 0.356, "X3": 0.77661, "Y3": 0.3698, "X4": 0.75033, "Y4": 0.3698, "page": 0, "Index": 156}, {"Word": "extended", "Confidence": 0.934, "X1": 0.18397, "Y1": 0.3712, "X2": 0.24704, "Y2": 0.371, "X3": 0.24573, "Y3": 0.3858, "X4": 0.18265, "Y4": 0.3858, "page": 0, "Index": 157}, {"Word": "its", "Confidence": 0.993, "X1": 0.25099, "Y1": 0.3712, "X2": 0.26675, "Y2": 0.371, "X3": 0.26544, "Y3": 0.3858, "X4": 0.24967, "Y4": 0.3858, "page": 0, "Index": 158}, {"Word": "2007", "Confidence": 0.985, "X1": 0.2707, "Y1": 0.3712, "X2": 0.30618, "Y2": 0.371, "X3": 0.30486, "Y3": 0.3858, "X4": 0.26938, "Y4": 0.3858, "page": 0, "Index": 159}, {"Word": "analysis", "Confidence": 0.993, "X1": 0.3088, "Y1": 0.3712, "X2": 0.36268, "Y2": 0.371, "X3": 0.36268, "Y3": 0.3858, "X4": 0.3088, "Y4": 0.3858, "page": 0, "Index": 160}, {"Word": "to", "Confidence": 0.996, "X1": 0.36662, "Y1": 0.3712, "X2": 0.38108, "Y2": 0.371, "X3": 0.37976, "Y3": 0.3858, "X4": 0.36662, "Y4": 0.3858, "page": 0, "Index": 161}, {"Word": "include", "Confidence": 0.993, "X1": 0.38502, "Y1": 0.3712, "X2": 0.43364, "Y2": 0.371, "X3": 0.43233, "Y3": 0.3858, "X4": 0.38371, "Y4": 0.3858, "page": 0, "Index": 162}, {"Word": "nicotine", "Confidence": 0.991, "X1": 0.43758, "Y1": 0.3712, "X2": 0.49014, "Y2": 0.371, "X3": 0.48883, "Y3": 0.3848, "X4": 0.43627, "Y4": 0.3858, "page": 0, "Index": 163}, {"Word": "yields", "Confidence": 0.966, "X1": 0.49277, "Y1": 0.3712, "X2": 0.53351, "Y2": 0.371, "X3": 0.53219, "Y3": 0.3848, "X4": 0.49277, "Y4": 0.3848, "page": 0, "Index": 164}, {"Word": "'or", "Confidence": 0.886, "X1": 0.53745, "Y1": 0.3712, "X2": 0.55453, "Y2": 0.371, "X3": 0.55453, "Y3": 0.3848, "X4": 0.53614, "Y4": 0.3848, "page": 0, "Index": 165}, {"Word": "the", "Confidence": 0.998, "X1": 0.55848, "Y1": 0.3712, "X2": 0.5795, "Y2": 0.371, "X3": 0.5795, "Y3": 0.3848, "X4": 0.55716, "Y4": 0.3848, "page": 0, "Index": 166}, {"Word": "Marlboro", "Confidence": 0.659, "X1": 0.58344, "Y1": 0.3712, "X2": 0.6452, "Y2": 0.371, "X3": 0.64389, "Y3": 0.3848, "X4": 0.58344, "Y4": 0.3848, "page": 0, "Index": 167}, {"Word": "brand", "Confidence": 0.997, "X1": 0.64783, "Y1": 0.3712, "X2": 0.68725, "Y2": 0.371, "X3": 0.68725, "Y3": 0.3848, "X4": 0.64783, "Y4": 0.3848, "page": 0, "Index": 168}, {"Word": "anc", "Confidence": 0.937, "X1": 0.6912, "Y1": 0.3712, "X2": 0.71748, "Y2": 0.371, "X3": 0.71748, "Y3": 0.3848, "X4": 0.6912, "Y4": 0.3848, "page": 0, "Index": 169}, {"Word": "Basic", "Confidence": 0.995, "X1": 0.72142, "Y1": 0.3712, "X2": 0.7569, "Y2": 0.371, "X3": 0.7569, "Y3": 0.3858, "X4": 0.72142, "Y4": 0.3848, "page": 0, "Index": 170}, {"Word": "brand", "Confidence": 0.997, "X1": 0.76084, "Y1": 0.3712, "X2": 0.8042, "Y2": 0.371, "X3": 0.8042, "Y3": 0.3858, "X4": 0.76084, "Y4": 0.3858, "page": 0, "Index": 171}, {"Word": "families", "Confidence": 0.857, "X1": 0.18397, "Y1": 0.3882, "X2": 0.23653, "Y2": 0.388, "X3": 0.23653, "Y3": 0.4018, "X4": 0.18265, "Y4": 0.4018, "page": 0, "Index": 172}, {"Word": "reported", "Confidence": 0.992, "X1": 0.24047, "Y1": 0.3882, "X2": 0.29698, "Y2": 0.388, "X3": 0.29698, "Y3": 0.4018, "X4": 0.24047, "Y4": 0.4018, "page": 0, "Index": 173}, {"Word": "in", "Confidence": 0.998, "X1": 0.30092, "Y1": 0.3882, "X2": 0.31406, "Y2": 0.388, "X3": 0.31275, "Y3": 0.4018, "X4": 0.29961, "Y4": 0.4018, "page": 0, "Index": 174}, {"Word": "this", "Confidence": 0.991, "X1": 0.31669, "Y1": 0.3882, "X2": 0.34166, "Y2": 0.388, "X3": 0.34034, "Y3": 0.4018, "X4": 0.31669, "Y4": 0.4018, "page": 0, "Index": 175}, {"Word": "2008", "Confidence": 0.983, "X1": 0.34428, "Y1": 0.3882, "X2": 0.37976, "Y2": 0.388, "X3": 0.37845, "Y3": 0.4018, "X4": 0.34428, "Y4": 0.4018, "page": 0, "Index": 176}, {"Word": "Report.", "Confidence": 0.991, "X1": 0.38239, "Y1": 0.3882, "X2": 0.43758, "Y2": 0.388, "X3": 0.43758, "Y3": 0.4018, "X4": 0.38239, "Y4": 0.4018, "page": 0, "Index": 177}, {"Word": "Nicotine", "Confidence": 0.992, "X1": 0.44152, "Y1": 0.3882, "X2": 0.49671, "Y2": 0.388, "X3": 0.49671, "Y3": 0.4018, "X4": 0.44152, "Y4": 0.4018, "page": 0, "Index": 178}, {"Word": "yields", "Confidence": 0.958, "X1": 0.50066, "Y1": 0.3882, "X2": 0.53876, "Y2": 0.388, "X3": 0.53876, "Y3": 0.4018, "X4": 0.49934, "Y4": 0.4018, "page": 0, "Index": 179}, {"Word": "reported", "Confidence": 0.875, "X1": 0.54139, "Y1": 0.3882, "X2": 0.60053, "Y2": 0.388, "X3": 0.60053, "Y3": 0.4018, "X4": 0.54139, "Y4": 0.4018, "page": 0, "Index": 180}, {"Word": "in", "Confidence": 0.997, "X1": 0.60447, "Y1": 0.3882, "X2": 0.61629, "Y2": 0.388, "X3": 0.61629, "Y3": 0.4018, "X4": 0.60447, "Y4": 0.4018, "page": 0, "Index": 181}, {"Word": "2009,", "Confidence": 0.735, "X1": 0.62024, "Y1": 0.3882, "X2": 0.65966, "Y2": 0.388, "X3": 0.65966, "Y3": 0.4018, "X4": 0.61892, "Y4": 0.4018, "page": 0, "Index": 182}, {"Word": "together", "Confidence": 0.103, "X1": 0.66229, "Y1": 0.3882, "X2": 0.71748, "Y2": 0.388, "X3": 0.71748, "Y3": 0.4018, "X4": 0.66229, "Y4": 0.4018, "page": 0, "Index": 183}, {"Word": "with", "Confidence": 0.847, "X1": 0.72142, "Y1": 0.3882, "X2": 0.75033, "Y2": 0.388, "X3": 0.75033, "Y3": 0.4008, "X4": 0.72142, "Y4": 0.4018, "page": 0, "Index": 184}, {"Word": "nicotine", "Confidence": 0.942, "X1": 0.75296, "Y1": 0.3882, "X2": 0.80815, "Y2": 0.388, "X3": 0.80815, "Y3": 0.4008, "X4": 0.75296, "Y4": 0.4008, "page": 0, "Index": 185}, {"Word": "yields", "Confidence": 0.748, "X1": 0.18397, "Y1": 0.4042, "X2": 0.22339, "Y2": 0.404, "X3": 0.22339, "Y3": 0.4178, "X4": 0.18397, "Y4": 0.4178, "page": 0, "Index": 186}, {"Word": "reported", "Confidence": 0.955, "X1": 0.22733, "Y1": 0.4042, "X2": 0.28384, "Y2": 0.404, "X3": 0.28384, "Y3": 0.4178, "X4": 0.22733, "Y4": 0.4178, "page": 0, "Index": 187}, {"Word": "in", "Confidence": 0.998, "X1": 0.28778, "Y1": 0.4042, "X2": 0.30092, "Y2": 0.404, "X3": 0.30092, "Y3": 0.4178, "X4": 0.28778, "Y4": 0.4178, "page": 0, "Index": 188}, {"Word": "previous", "Confidence": 0.946, "X1": 0.30355, "Y1": 0.4042, "X2": 0.36137, "Y2": 0.404, "X3": 0.36137, "Y3": 0.4168, "X4": 0.30355, "Y4": 0.4178, "page": 0, "Index": 189}, {"Word": "years,", "Confidence": 0.92, "X1": 0.36531, "Y1": 0.4042, "X2": 0.40736, "Y2": 0.404, "X3": 0.40736, "Y3": 0.4168, "X4": 0.36531, "Y4": 0.4168, "page": 0, "Index": 190}, {"Word": "continue", "Confidence": 0.201, "X1": 0.4113, "Y1": 0.4042, "X2": 0.46912, "Y2": 0.404, "X3": 0.46912, "Y3": 0.4168, "X4": 0.4113, "Y4": 0.4168, "page": 0, "Index": 191}, {"Word": "to", "Confidence": 0.998, "X1": 0.47306, "Y1": 0.4042, "X2": 0.4862, "Y2": 0.404, "X3": 0.48489, "Y3": 0.4168, "X4": 0.47306, "Y4": 0.4168, "page": 0, "Index": 192}, {"Word": "demonstrate", "Confidence": 0.981, "X1": 0.48883, "Y1": 0.4042, "X2": 0.57424, "Y2": 0.404, "X3": 0.57424, "Y3": 0.4168, "X4": 0.48883, "Y4": 0.4168, "page": 0, "Index": 193}, {"Word": "that", "Confidence": 0.985, "X1": 0.57819, "Y1": 0.4042, "X2": 0.60447, "Y2": 0.404, "X3": 0.60315, "Y3": 0.4168, "X4": 0.57687, "Y4": 0.4168, "page": 0, "Index": 194}, {"Word": "there", "Confidence": 0.994, "X1": 0.6071, "Y1": 0.4042, "X2": 0.64258, "Y2": 0.404, "X3": 0.64258, "Y3": 0.4168, "X4": 0.6071, "Y4": 0.4168, "page": 0, "Index": 195}, {"Word": "are", "Confidence": 0.998, "X1": 0.64652, "Y1": 0.4042, "X2": 0.67017, "Y2": 0.404, "X3": 0.66886, "Y3": 0.4168, "X4": 0.64652, "Y4": 0.4168, "page": 0, "Index": 196}, {"Word": "random", "Confidence": 0.974, "X1": 0.6728, "Y1": 0.4042, "X2": 0.72273, "Y2": 0.404, "X3": 0.72142, "Y3": 0.4178, "X4": 0.6728, "Y4": 0.4168, "page": 0, "Index": 197}, {"Word": "nicotine", "Confidence": 0.991, "X1": 0.72799, "Y1": 0.4042, "X2": 0.78187, "Y2": 0.404, "X3": 0.78187, "Y3": 0.4178, "X4": 0.72799, "Y4": 0.4178, "page": 0, "Index": 198}, {"Word": "yield", "Confidence": 0.795, "X1": 0.78581, "Y1": 0.4042, "X2": 0.81997, "Y2": 0.404, "X3": 0.81997, "Y3": 0.4178, "X4": 0.78581, "Y4": 0.4178, "page": 0, "Index": 199}, {"Word": "variations", "Confidence": 0.727, "X1": 0.18528, "Y1": 0.4202, "X2": 0.24967, "Y2": 0.42, "X3": 0.24967, "Y3": 0.4328, "X4": 0.18528, "Y4": 0.4328, "page": 0, "Index": 200}, {"Word": "across", "Confidence": 0.996, "X1": 0.25361, "Y1": 0.4202, "X2": 0.29829, "Y2": 0.42, "X3": 0.29829, "Y3": 0.4328, "X4": 0.25361, "Y4": 0.4328, "page": 0, "Index": 201}, {"Word": "years", "Confidence": 0.993, "X1": 0.30223, "Y1": 0.4192, "X2": 0.33903, "Y2": 0.419, "X3": 0.33903, "Y3": 0.4328, "X4": 0.30223, "Y4": 0.4328, "page": 0, "Index": 202}, {"Word": "for", "Confidence": 0.818, "X1": 0.34297, "Y1": 0.4192, "X2": 0.36137, "Y2": 0.419, "X3": 0.36137, "Y3": 0.4328, "X4": 0.34166, "Y4": 0.4328, "page": 0, "Index": 203}, {"Word": "brand", "Confidence": 0.996, "X1": 0.36531, "Y1": 0.4192, "X2": 0.40604, "Y2": 0.419, "X3": 0.40473, "Y3": 0.4328, "X4": 0.36399, "Y4": 0.4328, "page": 0, "Index": 204}, {"Word": "styles", "Confidence": 0.996, "X1": 0.40867, "Y1": 0.4192, "X2": 0.44678, "Y2": 0.419, "X3": 0.44678, "Y3": 0.4328, "X4": 0.40867, "Y4": 0.4328, "page": 0, "Index": 205}, {"Word": "within", "Confidence": 0.994, "X1": 0.45072, "Y1": 0.4192, "X2": 0.49146, "Y2": 0.419, "X3": 0.49146, "Y3": 0.4328, "X4": 0.45072, "Y4": 0.4328, "page": 0, "Index": 206}, {"Word": "a", "Confidence": 0.995, "X1": 0.4954, "Y1": 0.4192, "X2": 0.50329, "Y2": 0.419, "X3": 0.50197, "Y3": 0.4328, "X4": 0.4954, "Y4": 0.4328, "page": 0, "Index": 207}, {"Word": "brand", "Confidence": 0.955, "X1": 0.50723, "Y1": 0.4192, "X2": 0.54665, "Y2": 0.419, "X3": 0.54534, "Y3": 0.4338, "X4": 0.50591, "Y4": 0.4328, "page": 0, "Index": 208}, {"Word": "family", "Confidence": 0.955, "X1": 0.54928, "Y1": 0.4192, "X2": 0.59001, "Y2": 0.419, "X3": 0.59001, "Y3": 0.4338, "X4": 0.54928, "Y4": 0.4338, "page": 0, "Index": 209}, {"Word": "and", "Confidence": 0.998, "X1": 0.59396, "Y1": 0.4192, "X2": 0.62024, "Y2": 0.419, "X3": 0.61892, "Y3": 0.4338, "X4": 0.59396, "Y4": 0.4338, "page": 0, "Index": 210}, {"Word": "also", "Confidence": 0.961, "X1": 0.62418, "Y1": 0.4192, "X2": 0.65177, "Y2": 0.419, "X3": 0.65177, "Y3": 0.4338, "X4": 0.62286, "Y4": 0.4338, "page": 0, "Index": 211}, {"Word": "for", "Confidence": 0.998, "X1": 0.65572, "Y1": 0.4192, "X2": 0.67411, "Y2": 0.419, "X3": 0.67411, "Y3": 0.4338, "X4": 0.65572, "Y4": 0.4338, "page": 0, "Index": 212}, {"Word": "an", "Confidence": 0.997, "X1": 0.67806, "Y1": 0.4192, "X2": 0.69514, "Y2": 0.419, "X3": 0.69514, "Y3": 0.4338, "X4": 0.67806, "Y4": 0.4338, "page": 0, "Index": 213}, {"Word": "averaged", "Confidence": 0.994, "X1": 0.69908, "Y1": 0.4192, "X2": 0.76216, "Y2": 0.419, "X3": 0.76084, "Y3": 0.4338, "X4": 0.69777, "Y4": 0.4338, "page": 0, "Index": 214}, {"Word": "yield", "Confidence": 0.634, "X1": 0.7661, "Y1": 0.4192, "X2": 0.79763, "Y2": 0.419, "X3": 0.79632, "Y3": 0.4338, "X4": 0.76478, "Y4": 0.4338, "page": 0, "Index": 215}, {"Word": "of", "Confidence": 0.998, "X1": 0.80158, "Y1": 0.4192, "X2": 0.81866, "Y2": 0.419, "X3": 0.81866, "Y3": 0.4338, "X4": 0.80026, "Y4": 0.4338, "page": 0, "Index": 216}, {"Word": "a", "Confidence": 0.998, "X1": 0.18397, "Y1": 0.4372, "X2": 0.19317, "Y2": 0.437, "X3": 0.19185, "Y3": 0.4508, "X4": 0.18265, "Y4": 0.4518, "page": 0, "Index": 217}, {"Word": "group", "Confidence": 0.995, "X1": 0.19711, "Y1": 0.4362, "X2": 0.23784, "Y2": 0.436, "X3": 0.23653, "Y3": 0.4498, "X4": 0.1958, "Y4": 0.4508, "page": 0, "Index": 218}, {"Word": "of", "Confidence": 0.998, "X1": 0.24047, "Y1": 0.4362, "X2": 0.2523, "Y2": 0.436, "X3": 0.2523, "Y3": 0.4498, "X4": 0.24047, "Y4": 0.4498, "page": 0, "Index": 219}, {"Word": "brand", "Confidence": 0.995, "X1": 0.25624, "Y1": 0.4362, "X2": 0.29698, "Y2": 0.436, "X3": 0.29566, "Y3": 0.4498, "X4": 0.25493, "Y4": 0.4498, "page": 0, "Index": 220}, {"Word": "styles", "Confidence": 0.996, "X1": 0.29961, "Y1": 0.4362, "X2": 0.33903, "Y2": 0.436, "X3": 0.33903, "Y3": 0.4488, "X4": 0.29961, "Y4": 0.4498, "page": 0, "Index": 221}, {"Word": "withi~", "Confidence": 0.603, "X1": 0.34297, "Y1": 0.4362, "X2": 0.38239, "Y2": 0.436, "X3": 0.38239, "Y3": 0.4488, "X4": 0.34297, "Y4": 0.4488, "page": 0, "Index": 222}, {"Word": "a", "Confidence": 0.991, "X1": 0.38633, "Y1": 0.4362, "X2": 0.39553, "Y2": 0.436, "X3": 0.39553, "Y3": 0.4488, "X4": 0.38633, "Y4": 0.4488, "page": 0, "Index": 223}, {"Word": "brand", "Confidence": 0.991, "X1": 0.39947, "Y1": 0.4362, "X2": 0.4389, "Y2": 0.436, "X3": 0.4389, "Y3": 0.4498, "X4": 0.39947, "Y4": 0.4488, "page": 0, "Index": 224}, {"Word": "family.", "Confidence": 0.97, "X1": 0.44152, "Y1": 0.4372, "X2": 0.49014, "Y2": 0.437, "X3": 0.49014, "Y3": 0.4498, "X4": 0.44284, "Y4": 0.4498, "page": 0, "Index": 225}, {"Word": "These", "Confidence": 0.997, "X1": 0.23522, "Y1": 0.4582, "X2": 0.27727, "Y2": 0.458, "X3": 0.27727, "Y3": 0.4718, "X4": 0.23522, "Y4": 0.4718, "page": 0, "Index": 226}, {"Word": "nicotine", "Confidence": 0.994, "X1": 0.28121, "Y1": 0.4582, "X2": 0.33377, "Y2": 0.458, "X3": 0.33246, "Y3": 0.4718, "X4": 0.27989, "Y4": 0.4718, "page": 0, "Index": 227}, {"Word": "yields", "Confidence": 0.927, "X1": 0.3364, "Y1": 0.4582, "X2": 0.37582, "Y2": 0.458, "X3": 0.37451, "Y3": 0.4708, "X4": 0.3364, "Y4": 0.4718, "page": 0, "Index": 228}, {"Word": "were", "Confidence": 0.985, "X1": 0.37845, "Y1": 0.4582, "X2": 0.41393, "Y2": 0.458, "X3": 0.41261, "Y3": 0.4708, "X4": 0.37845, "Y4": 0.4708, "page": 0, "Index": 229}, {"Word": "determined", "Confidence": 0.962, "X1": 0.41656, "Y1": 0.4582, "X2": 0.49409, "Y2": 0.458, "X3": 0.49277, "Y3": 0.4708, "X4": 0.41656, "Y4": 0.4708, "page": 0, "Index": 230}, {"Word": "for", "Confidence": 0.998, "X1": 0.49803, "Y1": 0.4582, "X2": 0.51511, "Y2": 0.458, "X3": 0.51511, "Y3": 0.4708, "X4": 0.49671, "Y4": 0.4708, "page": 0, "Index": 231}, {"Word": "the", "Confidence": 0.998, "X1": 0.51905, "Y1": 0.4582, "X2": 0.54008, "Y2": 0.458, "X3": 0.54008, "Y3": 0.4708, "X4": 0.51905, "Y4": 0.4708, "page": 0, "Index": 232}, {"Word": "MDPH", "Confidence": 0.97, "X1": 0.54402, "Y1": 0.4582, "X2": 0.5887, "Y2": 0.458, "X3": 0.5887, "Y3": 0.4718, "X4": 0.54402, "Y4": 0.4708, "page": 0, "Index": 233}, {"Word": "in", "Confidence": 0.997, "X1": 0.59264, "Y1": 0.4582, "X2": 0.60578, "Y2": 0.458, "X3": 0.60578, "Y3": 0.4718, "X4": 0.59264, "Y4": 0.4718, "page": 0, "Index": 234}, {"Word": "accordance", "Confidence": 0.994, "X1": 0.60972, "Y1": 0.4582, "X2": 0.68725, "Y2": 0.458, "X3": 0.68725, "Y3": 0.4718, "X4": 0.60972, "Y4": 0.4718, "page": 0, "Index": 235}, {"Word": "with", "Confidence": 0.989, "X1": 0.6912, "Y1": 0.4582, "X2": 0.72273, "Y2": 0.458, "X3": 0.72142, "Y3": 0.4718, "X4": 0.6912, "Y4": 0.4718, "page": 0, "Index": 236}, {"Word": "Massachusetts", "Confidence": 0.577, "X1": 0.18528, "Y1": 0.4742, "X2": 0.28647, "Y2": 0.474, "X3": 0.28647, "Y3": 0.4878, "X4": 0.18528, "Y4": 0.4878, "page": 0, "Index": 237}, {"Word": "General", "Confidence": 0.991, "X1": 0.29041, "Y1": 0.4742, "X2": 0.34428, "Y2": 0.474, "X3": 0.34428, "Y3": 0.4878, "X4": 0.28909, "Y4": 0.4878, "page": 0, "Index": 238}, {"Word": "Laws,", "Confidence": 0.932, "X1": 0.34823, "Y1": 0.4742, "X2": 0.38896, "Y2": 0.474, "X3": 0.38896, "Y3": 0.4878, "X4": 0.34823, "Y4": 0.4878, "page": 0, "Index": 239}, {"Word": "Chapter", "Confidence": 0.994, "X1": 0.3929, "Y1": 0.4742, "X2": 0.44678, "Y2": 0.474, "X3": 0.44547, "Y3": 0.4878, "X4": 0.39159, "Y4": 0.4878, "page": 0, "Index": 240}, {"Word": "94,", "Confidence": 0.995, "X1": 0.44941, "Y1": 0.4742, "X2": 0.47306, "Y2": 0.474, "X3": 0.47175, "Y3": 0.4878, "X4": 0.44941, "Y4": 0.4878, "page": 0, "Index": 241}, {"Word": "Section", "Confidence": 0.935, "X1": 0.47569, "Y1": 0.4742, "X2": 0.52694, "Y2": 0.474, "X3": 0.52694, "Y3": 0.4878, "X4": 0.47569, "Y4": 0.4878, "page": 0, "Index": 242}, {"Word": "307B,", "Confidence": 0.901, "X1": 0.53088, "Y1": 0.4742, "X2": 0.57162, "Y2": 0.474, "X3": 0.57162, "Y3": 0.4878, "X4": 0.53088, "Y4": 0.4878, "page": 0, "Index": 243}, {"Word": "and", "Confidence": 0.998, "X1": 0.57556, "Y1": 0.4742, "X2": 0.60053, "Y2": 0.474, "X3": 0.59921, "Y3": 0.4878, "X4": 0.57424, "Y4": 0.4878, "page": 0, "Index": 244}, {"Word": "the", "Confidence": 0.998, "X1": 0.60447, "Y1": 0.4742, "X2": 0.62549, "Y2": 0.474, "X3": 0.62418, "Y3": 0.4878, "X4": 0.60315, "Y4": 0.4878, "page": 0, "Index": 245}, {"Word": "Massachusetts", "Confidence": 0.968, "X1": 0.62943, "Y1": 0.4742, "X2": 0.73587, "Y2": 0.474, "X3": 0.73456, "Y3": 0.4878, "X4": 0.62812, "Y4": 0.4878, "page": 0, "Index": 246}, {"Word": "Administrative", "Confidence": 0.966, "X1": 0.18528, "Y1": 0.4902, "X2": 0.27858, "Y2": 0.49, "X3": 0.27858, "Y3": 0.5028, "X4": 0.18528, "Y4": 0.5028, "page": 0, "Index": 247}, {"Word": "Code", "Confidence": 0.992, "X1": 0.28252, "Y1": 0.4902, "X2": 0.32063, "Y2": 0.49, "X3": 0.32063, "Y3": 0.5028, "X4": 0.28252, "Y4": 0.5028, "page": 0, "Index": 248}, {"Word": "(\"05", "Confidence": 0.62, "X1": 0.32457, "Y1": 0.4902, "X2": 0.3548, "Y2": 0.49, "X3": 0.3548, "Y3": 0.5028, "X4": 0.32457, "Y4": 0.5028, "page": 0, "Index": 249}, {"Word": "CMR", "Confidence": 0.991, "X1": 0.35874, "Y1": 0.4892, "X2": 0.3929, "Y2": 0.489, "X3": 0.3929, "Y3": 0.5028, "X4": 0.35874, "Y4": 0.5028, "page": 0, "Index": 250}, {"Word": "660.000", "Confidence": 0.856, "X1": 0.39553, "Y1": 0.4892, "X2": 0.45335, "Y2": 0.489, "X3": 0.45335, "Y3": 0.5028, "X4": 0.39553, "Y4": 0.5028, "page": 0, "Index": 251}, {"Word": "et", "Confidence": 0.955, "X1": 0.45598, "Y1": 0.4892, "X2": 0.46912, "Y2": 0.489, "X3": 0.46912, "Y3": 0.5028, "X4": 0.45598, "Y4": 0.5028, "page": 0, "Index": 252}, {"Word": "seq.).", "Confidence": 0.72, "X1": 0.47306, "Y1": 0.4892, "X2": 0.51511, "Y2": 0.489, "X3": 0.51511, "Y3": 0.5038, "X4": 0.47306, "Y4": 0.5028, "page": 0, "Index": 253}, {"Word": "Bas", "Confidence": 0.994, "X1": 0.51905, "Y1": 0.4892, "X2": 0.54534, "Y2": 0.489, "X3": 0.54534, "Y3": 0.5038, "X4": 0.51905, "Y4": 0.5038, "page": 0, "Index": 254}, {"Word": "c", "Confidence": 0.902, "X1": 0.54928, "Y1": 0.4892, "X2": 0.55716, "Y2": 0.489, "X3": 0.55716, "Y3": 0.5038, "X4": 0.54796, "Y4": 0.5038, "page": 0, "Index": 255}, {"Word": "brand", "Confidence": 0.993, "X1": 0.5611, "Y1": 0.4902, "X2": 0.60053, "Y2": 0.49, "X3": 0.60053, "Y3": 0.5038, "X4": 0.55979, "Y4": 0.5038, "page": 0, "Index": 256}, {"Word": "family", "Confidence": 0.991, "X1": 0.60447, "Y1": 0.4902, "X2": 0.64389, "Y2": 0.49, "X3": 0.64389, "Y3": 0.5038, "X4": 0.60447, "Y4": 0.5038, "page": 0, "Index": 257}, {"Word": "testing", "Confidence": 0.847, "X1": 0.64783, "Y1": 0.4902, "X2": 0.69251, "Y2": 0.49, "X3": 0.69251, "Y3": 0.5038, "X4": 0.64783, "Y4": 0.5038, "page": 0, "Index": 258}, {"Word": "was", "Confidence": 0.996, "X1": 0.69645, "Y1": 0.4902, "X2": 0.72536, "Y2": 0.49, "X3": 0.72405, "Y3": 0.5038, "X4": 0.69645, "Y4": 0.5038, "page": 0, "Index": 259}, {"Word": "not", "Confidence": 0.995, "X1": 0.72799, "Y1": 0.4902, "X2": 0.75033, "Y2": 0.49, "X3": 0.75033, "Y3": 0.5038, "X4": 0.72799, "Y4": 0.5038, "page": 0, "Index": 260}, {"Word": "required", "Confidence": 0.564, "X1": 0.75427, "Y1": 0.4902, "X2": 0.81209, "Y2": 0.49, "X3": 0.81209, "Y3": 0.5038, "X4": 0.75427, "Y4": 0.5038, "page": 0, "Index": 261}, {"Word": "in", "Confidence": 0.997, "X1": 0.18397, "Y1": 0.5062, "X2": 0.19711, "Y2": 0.506, "X3": 0.19711, "Y3": 0.5188, "X4": 0.18397, "Y4": 0.5188, "page": 0, "Index": 262}, {"Word": "1997", "Confidence": 0.991, "X1": 0.20105, "Y1": 0.5062, "X2": 0.23522, "Y2": 0.506, "X3": 0.2339, "Y3": 0.5188, "X4": 0.20105, "Y4": 0.5188, "page": 0, "Index": 263}, {"Word": "since", "Confidence": 0.994, "X1": 0.23784, "Y1": 0.5062, "X2": 0.27464, "Y2": 0.506, "X3": 0.27332, "Y3": 0.5188, "X4": 0.23784, "Y4": 0.5188, "page": 0, "Index": 264}, {"Word": "the", "Confidence": 0.994, "X1": 0.27727, "Y1": 0.5062, "X2": 0.29961, "Y2": 0.506, "X3": 0.29961, "Y3": 0.5188, "X4": 0.27727, "Y4": 0.5188, "page": 0, "Index": 265}, {"Word": "Basic", "Confidence": 0.656, "X1": 0.30355, "Y1": 0.5062, "X2": 0.34034, "Y2": 0.506, "X3": 0.34034, "Y3": 0.5188, "X4": 0.30355, "Y4": 0.5188, "page": 0, "Index": 266}, {"Word": "brand", "Confidence": 0.996, "X1": 0.34428, "Y1": 0.5062, "X2": 0.38371, "Y2": 0.506, "X3": 0.38371, "Y3": 0.5188, "X4": 0.34297, "Y4": 0.5188, "page": 0, "Index": 267}, {"Word": "family", "Confidence": 0.957, "X1": 0.38765, "Y1": 0.5062, "X2": 0.42707, "Y2": 0.506, "X3": 0.42707, "Y3": 0.5188, "X4": 0.38633, "Y4": 0.5188, "page": 0, "Index": 268}, {"Word": "rational", "Confidence": 0.992, "X1": 0.43101, "Y1": 0.5062, "X2": 0.4862, "Y2": 0.506, "X3": 0.48489, "Y3": 0.5188, "X4": 0.43101, "Y4": 0.5188, "page": 0, "Index": 269}, {"Word": "market", "Confidence": 0.994, "X1": 0.48883, "Y1": 0.5062, "X2": 0.53745, "Y2": 0.506, "X3": 0.53614, "Y3": 0.5188, "X4": 0.48883, "Y4": 0.5188, "page": 0, "Index": 270}, {"Word": "share", "Confidence": 0.689, "X1": 0.54008, "Y1": 0.5062, "X2": 0.57819, "Y2": 0.506, "X3": 0.57687, "Y3": 0.5188, "X4": 0.54008, "Y4": 0.5188, "page": 0, "Index": 271}, {"Word": "was", "Confidence": 0.998, "X1": 0.58081, "Y1": 0.5062, "X2": 0.60841, "Y2": 0.506, "X3": 0.60841, "Y3": 0.5188, "X4": 0.58081, "Y4": 0.5188, "page": 0, "Index": 272}, {"Word": "less", "Confidence": 0.97, "X1": 0.61235, "Y1": 0.5062, "X2": 0.63995, "Y2": 0.506, "X3": 0.63995, "Y3": 0.5188, "X4": 0.61235, "Y4": 0.5188, "page": 0, "Index": 273}, {"Word": "than", "Confidence": 0.987, "X1": 0.64389, "Y1": 0.5062, "X2": 0.67411, "Y2": 0.506, "X3": 0.67411, "Y3": 0.5188, "X4": 0.64389, "Y4": 0.5188, "page": 0, "Index": 274}, {"Word": "the", "Confidence": 0.998, "X1": 0.67806, "Y1": 0.5062, "X2": 0.69908, "Y2": 0.506, "X3": 0.69908, "Y3": 0.5188, "X4": 0.67674, "Y4": 0.5188, "page": 0, "Index": 275}, {"Word": "five", "Confidence": 0.986, "X1": 0.70302, "Y1": 0.5062, "X2": 0.72799, "Y2": 0.506, "X3": 0.72668, "Y3": 0.5198, "X4": 0.70302, "Y4": 0.5188, "page": 0, "Index": 276}, {"Word": "percent", "Confidence": 0.993, "X1": 0.73062, "Y1": 0.5062, "X2": 0.78581, "Y2": 0.506, "X3": 0.78581, "Y3": 0.5198, "X4": 0.73062, "Y4": 0.5198, "page": 0, "Index": 277}, {"Word": "national", "Confidence": 1, "X1": 0.18397, "Y1": 0.5222, "X2": 0.23784, "Y2": 0.522, "X3": 0.23784, "Y3": 0.5348, "X4": 0.18265, "Y4": 0.5358, "page": 0, "Index": 278}, {"Word": "market", "Confidence": 0.667, "X1": 0.24179, "Y1": 0.5222, "X2": 0.28909, "Y2": 0.522, "X3": 0.28778, "Y3": 0.5348, "X4": 0.24179, "Y4": 0.5348, "page": 0, "Index": 279}, {"Word": "share", "Confidence": 1, "X1": 0.29172, "Y1": 0.5222, "X2": 0.32983, "Y2": 0.522, "X3": 0.32983, "Y3": 0.5348, "X4": 0.29172, "Y4": 0.5348, "page": 0, "Index": 280}, {"Word": "minimum", "Confidence": 1, "X1": 0.33377, "Y1": 0.5222, "X2": 0.39422, "Y2": 0.522, "X3": 0.3929, "Y3": 0.5348, "X4": 0.33246, "Y4": 0.5348, "page": 0, "Index": 281}, {"Word": "specified", "Confidence": 0.984, "X1": 0.40079, "Y1": 0.5222, "X2": 0.46255, "Y2": 0.522, "X3": 0.46255, "Y3": 0.5348, "X4": 0.39947, "Y4": 0.5348, "page": 0, "Index": 282}, {"Word": "n", "Confidence": 0.959, "X1": 0.46649, "Y1": 0.5222, "X2": 0.477, "Y2": 0.522, "X3": 0.47569, "Y3": 0.5348, "X4": 0.46649, "Y4": 0.5348, "page": 0, "Index": 283}, {"Word": "the", "Confidence": 1, "X1": 0.48095, "Y1": 0.5222, "X2": 0.50197, "Y2": 0.522, "X3": 0.50197, "Y3": 0.5348, "X4": 0.47963, "Y4": 0.5348, "page": 0, "Index": 284}, {"Word": "Massachusetts", "Confidence": 1, "X1": 0.50591, "Y1": 0.5222, "X2": 0.60841, "Y2": 0.522, "X3": 0.6071, "Y3": 0.5348, "X4": 0.5046, "Y4": 0.5348, "page": 0, "Index": 285}, {"Word": "regulation", "Confidence": 1, "X1": 0.61104, "Y1": 0.5222, "X2": 0.67937, "Y2": 0.522, "X3": 0.67806, "Y3": 0.5358, "X4": 0.61104, "Y4": 0.5348, "page": 0, "Index": 286}, {"Word": "at", "Confidence": 1, "X1": 0.682, "Y1": 0.5222, "X2": 0.69514, "Y2": 0.522, "X3": 0.69382, "Y3": 0.5358, "X4": 0.682, "Y4": 0.5358, "page": 0, "Index": 287}, {"Word": "that", "Confidence": 1, "X1": 0.69908, "Y1": 0.5222, "X2": 0.72536, "Y2": 0.522, "X3": 0.72536, "Y3": 0.5358, "X4": 0.69777, "Y4": 0.5358, "page": 0, "Index": 288}, {"Word": "time.", "Confidence": 1, "X1": 0.7293, "Y1": 0.5222, "X2": 0.76873, "Y2": 0.522, "X3": 0.76873, "Y3": 0.5358, "X4": 0.72799, "Y4": 0.5358, "page": 0, "Index": 289}, {"Word": "n", "Confidence": 0.998, "X1": 0.77398, "Y1": 0.5222, "X2": 0.78449, "Y2": 0.522, "X3": 0.78318, "Y3": 0.5358, "X4": 0.77267, "Y4": 0.5358, "page": 0, "Index": 290}, {"Word": "1997,", "Confidence": 0.773, "X1": 0.18791, "Y1": 0.5382, "X2": 0.22208, "Y2": 0.538, "X3": 0.22208, "Y3": 0.5508, "X4": 0.1866, "Y4": 0.5508, "page": 0, "Index": 291}, {"Word": "the", "Confidence": 0.997, "X1": 0.22602, "Y1": 0.5382, "X2": 0.24836, "Y2": 0.538, "X3": 0.24836, "Y3": 0.5508, "X4": 0.2247, "Y4": 0.5508, "page": 0, "Index": 292}, {"Word": "Marinam", "Confidence": 0.535, "X1": 0.2523, "Y1": 0.5382, "X2": 0.3088, "Y2": 0.538, "X3": 0.3088, "Y3": 0.5508, "X4": 0.2523, "Y4": 0.5508, "page": 0, "Index": 293}, {"Word": "hrand", "Confidence": 0.615, "X1": 0.31537, "Y1": 0.5382, "X2": 0.3548, "Y2": 0.538, "X3": 0.3548, "Y3": 0.5508, "X4": 0.31537, "Y4": 0.5508, "page": 0, "Index": 294}, {"Word": "family", "Confidence": 0.637, "X1": 0.35874, "Y1": 0.5382, "X2": 0.39947, "Y2": 0.538, "X3": 0.39816, "Y3": 0.5508, "X4": 0.35742, "Y4": 0.5508, "page": 0, "Index": 295}, {"Word": "was", "Confidence": 0.998, "X1": 0.40342, "Y1": 0.5372, "X2": 0.43101, "Y2": 0.537, "X3": 0.4297, "Y3": 0.5508, "X4": 0.4021, "Y4": 0.5508, "page": 0, "Index": 296}, {"Word": "the", "Confidence": 0.784, "X1": 0.43495, "Y1": 0.5372, "X2": 0.45598, "Y2": 0.537, "X3": 0.45598, "Y3": 0.5508, "X4": 0.43364, "Y4": 0.5508, "page": 0, "Index": 297}, {"Word": "only", "Confidence": 0.297, "X1": 0.45992, "Y1": 0.5372, "X2": 0.48752, "Y2": 0.537, "X3": 0.48752, "Y3": 0.5508, "X4": 0.45992, "Y4": 0.5508, "page": 0, "Index": 298}, {"Word": "PM", "Confidence": 0.997, "X1": 0.49146, "Y1": 0.5372, "X2": 0.51248, "Y2": 0.537, "X3": 0.51117, "Y3": 0.5508, "X4": 0.49014, "Y4": 0.5508, "page": 0, "Index": 299}, {"Word": "USA", "Confidence": 0.665, "X1": 0.51774, "Y1": 0.5372, "X2": 0.54928, "Y2": 0.537, "X3": 0.54928, "Y3": 0.5508, "X4": 0.51774, "Y4": 0.5508, "page": 0, "Index": 300}, {"Word": "hrand", "Confidence": 0.958, "X1": 0.55322, "Y1": 0.5372, "X2": 0.59396, "Y2": 0.537, "X3": 0.59396, "Y3": 0.5508, "X4": 0.55191, "Y4": 0.5508, "page": 0, "Index": 301}, {"Word": "family", "Confidence": 0.998, "X1": 0.5979, "Y1": 0.5372, "X2": 0.63732, "Y2": 0.537, "X3": 0.63601, "Y3": 0.5508, "X4": 0.59658, "Y4": 0.5508, "page": 0, "Index": 302}, {"Word": "meeting", "Confidence": 0.612, "X1": 0.64126, "Y1": 0.5372, "X2": 0.69514, "Y2": 0.537, "X3": 0.69514, "Y3": 0.5508, "X4": 0.63995, "Y4": 0.5508, "page": 0, "Index": 303}, {"Word": "this", "Confidence": 0.941, "X1": 0.69908, "Y1": 0.5372, "X2": 0.72405, "Y2": 0.537, "X3": 0.72405, "Y3": 0.5518, "X4": 0.69777, "Y4": 0.5508, "page": 0, "Index": 304}, {"Word": "national", "Confidence": 0.21, "X1": 0.72799, "Y1": 0.5372, "X2": 0.78712, "Y2": 0.537, "X3": 0.78581, "Y3": 0.5518, "X4": 0.72668, "Y4": 0.5518, "page": 0, "Index": 305}, {"Word": "market", "Confidence": 0.996, "X1": 0.18397, "Y1": 0.5542, "X2": 0.23127, "Y2": 0.554, "X3": 0.22996, "Y3": 0.5668, "X4": 0.18265, "Y4": 0.5668, "page": 0, "Index": 306}, {"Word": "share", "Confidence": 0.997, "X1": 0.23522, "Y1": 0.5542, "X2": 0.27332, "Y2": 0.554, "X3": 0.27201, "Y3": 0.5668, "X4": 0.2339, "Y4": 0.5668, "page": 0, "Index": 307}, {"Word": "criterion.", "Confidence": 0.962, "X1": 0.27727, "Y1": 0.5542, "X2": 0.34034, "Y2": 0.554, "X3": 0.33903, "Y3": 0.5668, "X4": 0.27595, "Y4": 0.5668, "page": 0, "Index": 308}, {"Word": "For", "Confidence": 0.998, "X1": 0.34428, "Y1": 0.5542, "X2": 0.36794, "Y2": 0.554, "X3": 0.36662, "Y3": 0.5668, "X4": 0.34297, "Y4": 0.5668, "page": 0, "Index": 309}, {"Word": "reporting", "Confidence": 0.994, "X1": 0.37057, "Y1": 0.5532, "X2": 0.43233, "Y2": 0.553, "X3": 0.43101, "Y3": 0.5668, "X4": 0.37057, "Y4": 0.5668, "page": 0, "Index": 310}, {"Word": "years", "Confidence": 0.995, "X1": 0.43495, "Y1": 0.5532, "X2": 0.47438, "Y2": 0.553, "X3": 0.47438, "Y3": 0.5668, "X4": 0.43495, "Y4": 0.5668, "page": 0, "Index": 311}, {"Word": "1998", "Confidence": 0.991, "X1": 0.47832, "Y1": 0.5532, "X2": 0.51117, "Y2": 0.553, "X3": 0.51117, "Y3": 0.5668, "X4": 0.477, "Y4": 0.5668, "page": 0, "Index": 312}, {"Word": "and", "Confidence": 0.998, "X1": 0.51511, "Y1": 0.5532, "X2": 0.54008, "Y2": 0.553, "X3": 0.53876, "Y3": 0.5678, "X4": 0.5138, "Y4": 0.5668, "page": 0, "Index": 313}, {"Word": "beyond,", "Confidence": 0.952, "X1": 0.54402, "Y1": 0.5532, "X2": 0.59921, "Y2": 0.553, "X3": 0.5979, "Y3": 0.5678, "X4": 0.54271, "Y4": 0.5678, "page": 0, "Index": 314}, {"Word": "an", "Confidence": 0.998, "X1": 0.60184, "Y1": 0.5532, "X2": 0.62024, "Y2": 0.553, "X3": 0.61892, "Y3": 0.5678, "X4": 0.60184, "Y4": 0.5678, "page": 0, "Index": 315}, {"Word": "amended", "Confidence": 0.991, "X1": 0.62418, "Y1": 0.5532, "X2": 0.68725, "Y2": 0.553, "X3": 0.68594, "Y3": 0.5668, "X4": 0.62286, "Y4": 0.5668, "page": 0, "Index": 316}, {"Word": "Massachusetts", "Confidence": 0.991, "X1": 0.68988, "Y1": 0.5542, "X2": 0.79632, "Y2": 0.554, "X3": 0.79632, "Y3": 0.5668, "X4": 0.68988, "Y4": 0.5668, "page": 0, "Index": 317}, {"Word": "regulation", "Confidence": 0.941, "X1": 0.18528, "Y1": 0.5702, "X2": 0.25099, "Y2": 0.57, "X3": 0.25099, "Y3": 0.5838, "X4": 0.18528, "Y4": 0.5838, "page": 0, "Index": 318}, {"Word": "stipulated", "Confidence": 0.991, "X1": 0.25361, "Y1": 0.5702, "X2": 0.32063, "Y2": 0.57, "X3": 0.32063, "Y3": 0.5838, "X4": 0.25361, "Y4": 0.5838, "page": 0, "Index": 319}, {"Word": "that", "Confidence": 0.986, "X1": 0.32457, "Y1": 0.5702, "X2": 0.34954, "Y2": 0.57, "X3": 0.34954, "Y3": 0.5838, "X4": 0.32326, "Y4": 0.5838, "page": 0, "Index": 320}, {"Word": "brand", "Confidence": 0.997, "X1": 0.35348, "Y1": 0.5692, "X2": 0.3929, "Y2": 0.569, "X3": 0.39159, "Y3": 0.5838, "X4": 0.35348, "Y4": 0.5838, "page": 0, "Index": 321}, {"Word": "families", "Confidence": 0.793, "X1": 0.39553, "Y1": 0.5692, "X2": 0.44809, "Y2": 0.569, "X3": 0.44809, "Y3": 0.5838, "X4": 0.39553, "Y4": 0.5838, "page": 0, "Index": 322}, {"Word": "with", "Confidence": 0.597, "X1": 0.45204, "Y1": 0.5692, "X2": 0.48095, "Y2": 0.569, "X3": 0.47963, "Y3": 0.5838, "X4": 0.45204, "Y4": 0.5838, "page": 0, "Index": 323}, {"Word": "a", "Confidence": 0.991, "X1": 0.48357, "Y1": 0.5692, "X2": 0.49146, "Y2": 0.569, "X3": 0.49146, "Y3": 0.5838, "X4": 0.48357, "Y4": 0.5838, "page": 0, "Index": 324}, {"Word": "national", "Confidence": 0.906, "X1": 0.4954, "Y1": 0.5692, "X2": 0.54928, "Y2": 0.569, "X3": 0.54796, "Y3": 0.5838, "X4": 0.4954, "Y4": 0.5838, "page": 0, "Index": 325}, {"Word": "market", "Confidence": 0.994, "X1": 0.55191, "Y1": 0.5702, "X2": 0.60053, "Y2": 0.57, "X3": 0.60053, "Y3": 0.5838, "X4": 0.55191, "Y4": 0.5838, "page": 0, "Index": 326}, {"Word": "share", "Confidence": 0.997, "X1": 0.60447, "Y1": 0.5702, "X2": 0.64258, "Y2": 0.57, "X3": 0.64258, "Y3": 0.5838, "X4": 0.60315, "Y4": 0.5838, "page": 0, "Index": 327}, {"Word": "greater", "Confidence": 0.992, "X1": 0.64652, "Y1": 0.5702, "X2": 0.69382, "Y2": 0.57, "X3": 0.69382, "Y3": 0.5838, "X4": 0.64652, "Y4": 0.5838, "page": 0, "Index": 328}, {"Word": "than", "Confidence": 0.982, "X1": 0.69777, "Y1": 0.5702, "X2": 0.72799, "Y2": 0.57, "X3": 0.72799, "Y3": 0.5828, "X4": 0.69777, "Y4": 0.5838, "page": 0, "Index": 329}, {"Word": "or", "Confidence": 0.991, "X1": 0.73193, "Y1": 0.5702, "X2": 0.74507, "Y2": 0.57, "X3": 0.74507, "Y3": 0.5828, "X4": 0.73193, "Y4": 0.5828, "page": 0, "Index": 330}, {"Word": "equal", "Confidence": 0.981, "X1": 0.74901, "Y1": 0.5702, "X2": 0.78844, "Y2": 0.57, "X3": 0.78844, "Y3": 0.5828, "X4": 0.74901, "Y4": 0.5828, "page": 0, "Index": 331}, {"Word": "to", "Confidence": 0.998, "X1": 0.79238, "Y1": 0.5702, "X2": 0.80683, "Y2": 0.57, "X3": 0.80683, "Y3": 0.5828, "X4": 0.79106, "Y4": 0.5828, "page": 0, "Index": 332}, {"Word": "three", "Confidence": 0.995, "X1": 0.18528, "Y1": 0.5862, "X2": 0.21945, "Y2": 0.586, "X3": 0.21945, "Y3": 0.5998, "X4": 0.18528, "Y4": 0.5998, "page": 0, "Index": 333}, {"Word": "percent", "Confidence": 0.631, "X1": 0.22339, "Y1": 0.5862, "X2": 0.27464, "Y2": 0.586, "X3": 0.27332, "Y3": 0.5988, "X4": 0.22208, "Y4": 0.5998, "page": 0, "Index": 334}, {"Word": "must", "Confidence": 0.986, "X1": 0.27727, "Y1": 0.5852, "X2": 0.31143, "Y2": 0.585, "X3": 0.31012, "Y3": 0.5988, "X4": 0.27727, "Y4": 0.5988, "page": 0, "Index": 335}, {"Word": "be", "Confidence": 0.997, "X1": 0.31406, "Y1": 0.5852, "X2": 0.33114, "Y2": 0.585, "X3": 0.33114, "Y3": 0.5988, "X4": 0.31406, "Y4": 0.5988, "page": 0, "Index": 336}, {"Word": "tested.", "Confidence": 0.627, "X1": 0.33509, "Y1": 0.5852, "X2": 0.38633, "Y2": 0.585, "X3": 0.38633, "Y3": 0.5988, "X4": 0.33509, "Y4": 0.5988, "page": 0, "Index": 337}, {"Word": "PM.", "Confidence": 0.614, "X1": 0.39028, "Y1": 0.5852, "X2": 0.41393, "Y2": 0.585, "X3": 0.41261, "Y3": 0.5988, "X4": 0.38896, "Y4": 0.5988, "page": 0, "Index": 338}, {"Word": "USA's", "Confidence": 0.994, "X1": 0.41656, "Y1": 0.5852, "X2": 0.45992, "Y2": 0.585, "X3": 0.45861, "Y3": 0.5988, "X4": 0.41656, "Y4": 0.5988, "page": 0, "Index": 339}, {"Word": "Marlboro", "Confidence": 0.687, "X1": 0.46386, "Y1": 0.5852, "X2": 0.52431, "Y2": 0.585, "X3": 0.523, "Y3": 0.5988, "X4": 0.46255, "Y4": 0.5988, "page": 0, "Index": 340}, {"Word": "and", "Confidence": 0.998, "X1": 0.52825, "Y1": 0.5852, "X2": 0.55322, "Y2": 0.585, "X3": 0.55322, "Y3": 0.5988, "X4": 0.52694, "Y4": 0.5988, "page": 0, "Index": 341}, {"Word": "Basic", "Confidence": 0.996, "X1": 0.55716, "Y1": 0.5852, "X2": 0.59527, "Y2": 0.585, "X3": 0.59396, "Y3": 0.5988, "X4": 0.55716, "Y4": 0.5988, "page": 0, "Index": 342}, {"Word": "brand", "Confidence": 0.991, "X1": 0.59921, "Y1": 0.5852, "X2": 0.63732, "Y2": 0.585, "X3": 0.63732, "Y3": 0.5988, "X4": 0.5979, "Y4": 0.5988, "page": 0, "Index": 343}, {"Word": "families", "Confidence": 0.885, "X1": 0.64126, "Y1": 0.5852, "X2": 0.69251, "Y2": 0.585, "X3": 0.69251, "Y3": 0.5988, "X4": 0.64126, "Y4": 0.5988, "page": 0, "Index": 344}, {"Word": "met", "Confidence": 0.876, "X1": 0.69645, "Y1": 0.5852, "X2": 0.72273, "Y2": 0.585, "X3": 0.72273, "Y3": 0.5998, "X4": 0.69514, "Y4": 0.5988, "page": 0, "Index": 345}, {"Word": "the", "Confidence": 0.998, "X1": 0.72668, "Y1": 0.5852, "X2": 0.74901, "Y2": 0.585, "X3": 0.7477, "Y3": 0.5998, "X4": 0.72668, "Y4": 0.5998, "page": 0, "Index": 346}, {"Word": "amended", "Confidence": 0.883, "X1": 0.75296, "Y1": 0.5862, "X2": 0.81866, "Y2": 0.586, "X3": 0.81735, "Y3": 0.5998, "X4": 0.75164, "Y4": 0.5998, "page": 0, "Index": 347}, {"Word": "criterion", "Confidence": 0.991, "X1": 0.18528, "Y1": 0.6012, "X2": 0.23916, "Y2": 0.601, "X3": 0.23916, "Y3": 0.6148, "X4": 0.18528, "Y4": 0.6148, "page": 0, "Index": 348}, {"Word": "and", "Confidence": 0.998, "X1": 0.2431, "Y1": 0.6012, "X2": 0.26807, "Y2": 0.601, "X3": 0.26675, "Y3": 0.6158, "X4": 0.2431, "Y4": 0.6158, "page": 0, "Index": 349}, {"Word": "were", "Confidence": 0.988, "X1": 0.27201, "Y1": 0.6012, "X2": 0.30486, "Y2": 0.601, "X3": 0.30486, "Y3": 0.6158, "X4": 0.2707, "Y4": 0.6158, "page": 0, "Index": 350}, {"Word": "tested", "Confidence": 0.811, "X1": 0.3088, "Y1": 0.6012, "X2": 0.35085, "Y2": 0.601, "X3": 0.35085, "Y3": 0.6158, "X4": 0.3088, "Y4": 0.6158, "page": 0, "Index": 351}, {"Word": "and", "Confidence": 0.998, "X1": 0.3548, "Y1": 0.6012, "X2": 0.38108, "Y2": 0.601, "X3": 0.37976, "Y3": 0.6158, "X4": 0.3548, "Y4": 0.6158, "page": 0, "Index": 352}, {"Word": "reported", "Confidence": 0.804, "X1": 0.38502, "Y1": 0.6012, "X2": 0.44152, "Y2": 0.601, "X3": 0.44021, "Y3": 0.6158, "X4": 0.38371, "Y4": 0.6158, "page": 0, "Index": 353}, {"Word": "each", "Confidence": 0.985, "X1": 0.44547, "Y1": 0.6012, "X2": 0.47832, "Y2": 0.601, "X3": 0.47832, "Y3": 0.6168, "X4": 0.44415, "Y4": 0.6168, "page": 0, "Index": 354}, {"Word": "year", "Confidence": 0.984, "X1": 0.48226, "Y1": 0.6012, "X2": 0.51248, "Y2": 0.601, "X3": 0.51117, "Y3": 0.6168, "X4": 0.48226, "Y4": 0.6168, "page": 0, "Index": 355}, {"Word": "from", "Confidence": 0.989, "X1": 0.51511, "Y1": 0.6012, "X2": 0.54534, "Y2": 0.601, "X3": 0.54402, "Y3": 0.6168, "X4": 0.51511, "Y4": 0.6168, "page": 0, "Index": 356}, {"Word": "1998", "Confidence": 0.979, "X1": 0.55322, "Y1": 0.6012, "X2": 0.58476, "Y2": 0.601, "X3": 0.58476, "Y3": 0.6168, "X4": 0.55322, "Y4": 0.6168, "page": 0, "Index": 357}, {"Word": "to", "Confidence": 0.991, "X1": 0.5887, "Y1": 0.6012, "X2": 0.60184, "Y2": 0.601, "X3": 0.60184, "Y3": 0.6168, "X4": 0.5887, "Y4": 0.6168, "page": 0, "Index": 358}, {"Word": "the", "Confidence": 0.738, "X1": 0.60578, "Y1": 0.6012, "X2": 0.62812, "Y2": 0.601, "X3": 0.62681, "Y3": 0.6158, "X4": 0.60578, "Y4": 0.6168, "page": 0, "Index": 359}, {"Word": "present.", "Confidence": 0.958, "X1": 0.63206, "Y1": 0.6012, "X2": 0.6912, "Y2": 0.601, "X3": 0.68988, "Y3": 0.6158, "X4": 0.63075, "Y4": 0.6158, "page": 0, "Index": 360}, {"Word": "Nicotine", "Confidence": 0.991, "X1": 0.69382, "Y1": 0.6012, "X2": 0.75033, "Y2": 0.601, "X3": 0.74901, "Y3": 0.6158, "X4": 0.69382, "Y4": 0.6158, "page": 0, "Index": 361}, {"Word": "yields", "Confidence": 0.955, "X1": 0.75427, "Y1": 0.6012, "X2": 0.79763, "Y2": 0.601, "X3": 0.79632, "Y3": 0.6158, "X4": 0.75296, "Y4": 0.6158, "page": 0, "Index": 362}, {"Word": "detennined", "Confidence": 0.986, "X1": 0.18528, "Y1": 0.6172, "X2": 0.2615, "Y2": 0.617, "X3": 0.26018, "Y3": 0.6318, "X4": 0.18397, "Y4": 0.6308, "page": 0, "Index": 363}, {"Word": "accord", "Confidence": 0.936, "X1": 0.26544, "Y1": 0.6172, "X2": 0.31012, "Y2": 0.617, "X3": 0.3088, "Y3": 0.6318, "X4": 0.26413, "Y4": 0.6318, "page": 0, "Index": 364}, {"Word": "ng", "Confidence": 0.998, "X1": 0.31406, "Y1": 0.6172, "X2": 0.32983, "Y2": 0.617, "X3": 0.32983, "Y3": 0.6318, "X4": 0.31275, "Y4": 0.6318, "page": 0, "Index": 365}, {"Word": "to", "Confidence": 0.994, "X1": 0.33377, "Y1": 0.6172, "X2": 0.34691, "Y2": 0.617, "X3": 0.3456, "Y3": 0.6318, "X4": 0.33377, "Y4": 0.6318, "page": 0, "Index": 366}, {"Word": "the", "Confidence": 0.993, "X1": 0.35085, "Y1": 0.6172, "X2": 0.37188, "Y2": 0.617, "X3": 0.37188, "Y3": 0.6318, "X4": 0.34954, "Y4": 0.6318, "page": 0, "Index": 367}, {"Word": "machine-smoking", "Confidence": 0.284, "X1": 0.37582, "Y1": 0.6172, "X2": 0.49671, "Y2": 0.617, "X3": 0.49671, "Y3": 0.6318, "X4": 0.37582, "Y4": 0.6318, "page": 0, "Index": 368}, {"Word": "protocol", "Confidence": 0.967, "X1": 0.50066, "Y1": 0.6172, "X2": 0.55585, "Y2": 0.617, "X3": 0.55453, "Y3": 0.6318, "X4": 0.50066, "Y4": 0.6318, "page": 0, "Index": 369}, {"Word": "prescribed", "Confidence": 0.941, "X1": 0.55979, "Y1": 0.6172, "X2": 0.62943, "Y2": 0.617, "X3": 0.62943, "Y3": 0.6318, "X4": 0.55848, "Y4": 0.6318, "page": 0, "Index": 370}, {"Word": "by", "Confidence": 0.998, "X1": 0.63338, "Y1": 0.6172, "X2": 0.65046, "Y2": 0.617, "X3": 0.65046, "Y3": 0.6318, "X4": 0.63338, "Y4": 0.6318, "page": 0, "Index": 371}, {"Word": "the", "Confidence": 0.994, "X1": 0.6544, "Y1": 0.6172, "X2": 0.67411, "Y2": 0.617, "X3": 0.67411, "Y3": 0.6318, "X4": 0.6544, "Y4": 0.6318, "page": 0, "Index": 372}, {"Word": "MDPH", "Confidence": 0.982, "X1": 0.67806, "Y1": 0.6162, "X2": 0.72405, "Y2": 0.616, "X3": 0.72405, "Y3": 0.6308, "X4": 0.67806, "Y4": 0.6318, "page": 0, "Index": 373}, {"Word": "are", "Confidence": 0.997, "X1": 0.72799, "Y1": 0.6162, "X2": 0.75427, "Y2": 0.616, "X3": 0.75427, "Y3": 0.6308, "X4": 0.72799, "Y4": 0.6308, "page": 0, "Index": 374}, {"Word": "designated", "Confidence": 0.991, "X1": 0.18791, "Y1": 0.6332, "X2": 0.2615, "Y2": 0.633, "X3": 0.26018, "Y3": 0.6468, "X4": 0.1866, "Y4": 0.6468, "page": 0, "Index": 375}, {"Word": "'MDPI", "Confidence": 0.833, "X1": 0.26544, "Y1": 0.6332, "X2": 0.30618, "Y2": 0.633, "X3": 0.30486, "Y3": 0.6468, "X4": 0.26413, "Y4": 0.6468, "page": 0, "Index": 376}, {"Word": "I", "Confidence": 0.662, "X1": 0.3088, "Y1": 0.6332, "X2": 0.31275, "Y2": 0.633, "X3": 0.31275, "Y3": 0.6468, "X4": 0.3088, "Y4": 0.6468, "page": 0, "Index": 377}, {"Word": "nicotine\"", "Confidence": 0.987, "X1": 0.31669, "Y1": 0.6332, "X2": 0.37451, "Y2": 0.633, "X3": 0.37451, "Y3": 0.6468, "X4": 0.31669, "Y4": 0.6468, "page": 0, "Index": 378}, {"Word": "to", "Confidence": 0.998, "X1": 0.37845, "Y1": 0.6332, "X2": 0.39028, "Y2": 0.633, "X3": 0.39028, "Y3": 0.6468, "X4": 0.37845, "Y4": 0.6468, "page": 0, "Index": 379}, {"Word": "distinguish", "Confidence": 0.991, "X1": 0.39422, "Y1": 0.6332, "X2": 0.46781, "Y2": 0.633, "X3": 0.46649, "Y3": 0.6478, "X4": 0.39422, "Y4": 0.6468, "page": 0, "Index": 380}, {"Word": "them", "Confidence": 0.984, "X1": 0.47043, "Y1": 0.6332, "X2": 0.50329, "Y2": 0.633, "X3": 0.50329, "Y3": 0.6478, "X4": 0.47043, "Y4": 0.6478, "page": 0, "Index": 381}, {"Word": "from", "Confidence": 0.629, "X1": 0.50854, "Y1": 0.6332, "X2": 0.53876, "Y2": 0.633, "X3": 0.53876, "Y3": 0.6478, "X4": 0.50854, "Y4": 0.6478, "page": 0, "Index": 382}, {"Word": "yields", "Confidence": 0.991, "X1": 0.54402, "Y1": 0.6332, "X2": 0.58344, "Y2": 0.633, "X3": 0.58344, "Y3": 0.6478, "X4": 0.54402, "Y4": 0.6478, "page": 0, "Index": 383}, {"Word": "that", "Confidence": 0.614, "X1": 0.58739, "Y1": 0.6332, "X2": 0.61235, "Y2": 0.633, "X3": 0.61235, "Y3": 0.6478, "X4": 0.58607, "Y4": 0.6478, "page": 0, "Index": 384}, {"Word": "could", "Confidence": 0.995, "X1": 0.61629, "Y1": 0.6332, "X2": 0.65309, "Y2": 0.633, "X3": 0.65309, "Y3": 0.6478, "X4": 0.61629, "Y4": 0.6478, "page": 0, "Index": 385}, {"Word": "be", "Confidence": 0.992, "X1": 0.65703, "Y1": 0.6332, "X2": 0.67411, "Y2": 0.633, "X3": 0.67411, "Y3": 0.6468, "X4": 0.65703, "Y4": 0.6478, "page": 0, "Index": 386}, {"Word": "determined", "Confidence": 0.662, "X1": 0.67806, "Y1": 0.6332, "X2": 0.75427, "Y2": 0.633, "X3": 0.75427, "Y3": 0.6468, "X4": 0.67806, "Y4": 0.6468, "page": 0, "Index": 387}, {"Word": "with", "Confidence": 0.997, "X1": 0.75821, "Y1": 0.6332, "X2": 0.78712, "Y2": 0.633, "X3": 0.78712, "Y3": 0.6468, "X4": 0.75821, "Y4": 0.6468, "page": 0, "Index": 388}, {"Word": "any", "Confidence": 0.998, "X1": 0.78975, "Y1": 0.6332, "X2": 0.81735, "Y2": 0.633, "X3": 0.81735, "Y3": 0.6468, "X4": 0.78975, "Y4": 0.6468, "page": 0, "Index": 389}, {"Word": "number", "Confidence": 0.995, "X1": 0.18528, "Y1": 0.6492, "X2": 0.23653, "Y2": 0.649, "X3": 0.23784, "Y3": 0.6628, "X4": 0.18528, "Y4": 0.6628, "page": 0, "Index": 390}, {"Word": "of", "Confidence": 0.996, "X1": 0.24047, "Y1": 0.6492, "X2": 0.25361, "Y2": 0.649, "X3": 0.25361, "Y3": 0.6628, "X4": 0.24047, "Y4": 0.6628, "page": 0, "Index": 391}, {"Word": "other", "Confidence": 0.993, "X1": 0.25756, "Y1": 0.6492, "X2": 0.29172, "Y2": 0.649, "X3": 0.29172, "Y3": 0.6628, "X4": 0.25756, "Y4": 0.6628, "page": 0, "Index": 392}, {"Word": "machine", "Confidence": 0.994, "X1": 0.29566, "Y1": 0.6492, "X2": 0.35348, "Y2": 0.649, "X3": 0.35348, "Y3": 0.6628, "X4": 0.29566, "Y4": 0.6628, "page": 0, "Index": 393}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.35742, "Y1": 0.6502, "X2": 0.41393, "Y2": 0.65, "X3": 0.41393, "Y3": 0.6628, "X4": 0.35742, "Y4": 0.6628, "page": 0, "Index": 394}, {"Word": "conditions.", "Confidence": 0.955, "X1": 0.41787, "Y1": 0.6502, "X2": 0.49277, "Y2": 0.65, "X3": 0.49277, "Y3": 0.6628, "X4": 0.41787, "Y4": 0.6628, "page": 0, "Index": 395}, {"Word": "Marlboro", "Confidence": 0.623, "X1": 0.18528, "Y1": 0.6712, "X2": 0.2431, "Y2": 0.671, "X3": 0.2431, "Y3": 0.6858, "X4": 0.18528, "Y4": 0.6848, "page": 0, "Index": 396}, {"Word": "Brand", "Confidence": 0.998, "X1": 0.24704, "Y1": 0.6712, "X2": 0.28909, "Y2": 0.671, "X3": 0.28909, "Y3": 0.6858, "X4": 0.24704, "Y4": 0.6858, "page": 0, "Index": 397}, {"Word": "Family", "Confidence": 0.982, "X1": 0.29304, "Y1": 0.6712, "X2": 0.33903, "Y2": 0.671, "X3": 0.33771, "Y3": 0.6858, "X4": 0.29304, "Y4": 0.6858, "page": 0, "Index": 398}, {"Word": "Machine-Smoking", "Confidence": 0.991, "X1": 0.34297, "Y1": 0.6712, "X2": 0.46386, "Y2": 0.671, "X3": 0.46386, "Y3": 0.6858, "X4": 0.34166, "Y4": 0.6858, "page": 0, "Index": 399}, {"Word": "MDPH", "Confidence": 0.985, "X1": 0.46781, "Y1": 0.6712, "X2": 0.51248, "Y2": 0.671, "X3": 0.51117, "Y3": 0.6858, "X4": 0.46649, "Y4": 0.6858, "page": 0, "Index": 400}, {"Word": "Nicotine", "Confidence": 0.994, "X1": 0.51643, "Y1": 0.6712, "X2": 0.57293, "Y2": 0.671, "X3": 0.57162, "Y3": 0.6858, "X4": 0.51511, "Y4": 0.6858, "page": 0, "Index": 401}, {"Word": "Yields", "Confidence": 0.996, "X1": 0.57687, "Y1": 0.6712, "X2": 0.62286, "Y2": 0.671, "X3": 0.62286, "Y3": 0.6858, "X4": 0.57556, "Y4": 0.6858, "page": 0, "Index": 402}, {"Word": "PM", "Confidence": 0.992, "X1": 0.2339, "Y1": 0.6932, "X2": 0.25493, "Y2": 0.693, "X3": 0.25493, "Y3": 0.7068, "X4": 0.2339, "Y4": 0.7068, "page": 0, "Index": 403}, {"Word": "USA", "Confidence": 0.998, "X1": 0.26018, "Y1": 0.6932, "X2": 0.29172, "Y2": 0.693, "X3": 0.29041, "Y3": 0.7068, "X4": 0.26018, "Y4": 0.7068, "page": 0, "Index": 404}, {"Word": "offers", "Confidence": 0.943, "X1": 0.29566, "Y1": 0.6932, "X2": 0.33509, "Y2": 0.693, "X3": 0.33509, "Y3": 0.7068, "X4": 0.29435, "Y4": 0.7068, "page": 0, "Index": 405}, {"Word": "a", "Confidence": 0.638, "X1": 0.33903, "Y1": 0.6932, "X2": 0.34691, "Y2": 0.693, "X3": 0.3456, "Y3": 0.7068, "X4": 0.33903, "Y4": 0.7068, "page": 0, "Index": 406}, {"Word": "variety", "Confidence": 0.959, "X1": 0.35085, "Y1": 0.6932, "X2": 0.39685, "Y2": 0.693, "X3": 0.39553, "Y3": 0.7078, "X4": 0.34954, "Y4": 0.7068, "page": 0, "Index": 407}, {"Word": "of", "Confidence": 0.998, "X1": 0.40079, "Y1": 0.6932, "X2": 0.41261, "Y2": 0.693, "X3": 0.41261, "Y3": 0.7078, "X4": 0.39947, "Y4": 0.7078, "page": 0, "Index": 408}, {"Word": "cigarette", "Confidence": 0.642, "X1": 0.41656, "Y1": 0.6932, "X2": 0.47438, "Y2": 0.693, "X3": 0.47438, "Y3": 0.7078, "X4": 0.41656, "Y4": 0.7078, "page": 0, "Index": 409}, {"Word": "brand", "Confidence": 0.997, "X1": 0.47832, "Y1": 0.6932, "X2": 0.51774, "Y2": 0.693, "X3": 0.51774, "Y3": 0.7078, "X4": 0.47832, "Y4": 0.7078, "page": 0, "Index": 410}, {"Word": "styles", "Confidence": 0.997, "X1": 0.52168, "Y1": 0.6932, "X2": 0.56242, "Y2": 0.693, "X3": 0.5611, "Y3": 0.7078, "X4": 0.52168, "Y4": 0.7078, "page": 0, "Index": 411}, {"Word": "for", "Confidence": 0.998, "X1": 0.56505, "Y1": 0.6932, "X2": 0.58344, "Y2": 0.693, "X3": 0.58344, "Y3": 0.7078, "X4": 0.56505, "Y4": 0.7078, "page": 0, "Index": 412}, {"Word": "adult", "Confidence": 0.657, "X1": 0.58739, "Y1": 0.6932, "X2": 0.62024, "Y2": 0.693, "X3": 0.62024, "Y3": 0.7078, "X4": 0.58739, "Y4": 0.7078, "page": 0, "Index": 413}, {"Word": "smokers.", "Confidence": 0.637, "X1": 0.62418, "Y1": 0.6932, "X2": 0.6912, "Y2": 0.693, "X3": 0.6912, "Y3": 0.7078, "X4": 0.62418, "Y4": 0.7078, "page": 0, "Index": 414}, {"Word": "Smokers", "Confidence": 0.993, "X1": 0.69514, "Y1": 0.6932, "X2": 0.75558, "Y2": 0.693, "X3": 0.75427, "Y3": 0.7078, "X4": 0.69514, "Y4": 0.7078, "page": 0, "Index": 415}, {"Word": "choose", "Confidence": 0.637, "X1": 0.75953, "Y1": 0.6932, "X2": 0.81078, "Y2": 0.693, "X3": 0.81078, "Y3": 0.7078, "X4": 0.75821, "Y4": 0.7078, "page": 0, "Index": 416}, {"Word": "individual", "Confidence": 0.991, "X1": 0.18528, "Y1": 0.7102, "X2": 0.24836, "Y2": 0.71, "X3": 0.24704, "Y3": 0.7228, "X4": 0.18528, "Y4": 0.7218, "page": 0, "Index": 417}, {"Word": "brand", "Confidence": 0.997, "X1": 0.25099, "Y1": 0.7102, "X2": 0.29041, "Y2": 0.71, "X3": 0.29041, "Y3": 0.7228, "X4": 0.25099, "Y4": 0.7228, "page": 0, "Index": 418}, {"Word": "styles", "Confidence": 0.558, "X1": 0.29435, "Y1": 0.7102, "X2": 0.33509, "Y2": 0.71, "X3": 0.33509, "Y3": 0.7228, "X4": 0.29435, "Y4": 0.7228, "page": 0, "Index": 419}, {"Word": "according", "Confidence": 0.994, "X1": 0.33903, "Y1": 0.7102, "X2": 0.40473, "Y2": 0.71, "X3": 0.40342, "Y3": 0.7238, "X4": 0.33771, "Y4": 0.7228, "page": 0, "Index": 420}, {"Word": "to", "Confidence": 0.998, "X1": 0.40867, "Y1": 0.7102, "X2": 0.4205, "Y2": 0.71, "X3": 0.4205, "Y3": 0.7238, "X4": 0.40736, "Y4": 0.7238, "page": 0, "Index": 421}, {"Word": "their", "Confidence": 0.996, "X1": 0.42444, "Y1": 0.7102, "X2": 0.45466, "Y2": 0.71, "X3": 0.45335, "Y3": 0.7238, "X4": 0.42313, "Y4": 0.7238, "page": 0, "Index": 422}, {"Word": "personal", "Confidence": 0.106, "X1": 0.45729, "Y1": 0.7102, "X2": 0.51774, "Y2": 0.71, "X3": 0.51774, "Y3": 0.7238, "X4": 0.45729, "Y4": 0.7238, "page": 0, "Index": 423}, {"Word": "preferences", "Confidence": 0.567, "X1": 0.52168, "Y1": 0.7102, "X2": 0.60184, "Y2": 0.71, "X3": 0.60053, "Y3": 0.7238, "X4": 0.52037, "Y4": 0.7238, "page": 0, "Index": 424}, {"Word": "for", "Confidence": 0.998, "X1": 0.60447, "Y1": 0.7102, "X2": 0.62418, "Y2": 0.71, "X3": 0.62418, "Y3": 0.7228, "X4": 0.60447, "Y4": 0.7238, "page": 0, "Index": 425}, {"Word": "taste", "Confidence": 0.997, "X1": 0.62812, "Y1": 0.7102, "X2": 0.66229, "Y2": 0.71, "X3": 0.66097, "Y3": 0.7228, "X4": 0.62812, "Y4": 0.7228, "page": 0, "Index": 426}, {"Word": "and", "Confidence": 0.998, "X1": 0.66491, "Y1": 0.7102, "X2": 0.6912, "Y2": 0.71, "X3": 0.68988, "Y3": 0.7228, "X4": 0.66491, "Y4": 0.7228, "page": 0, "Index": 427}, {"Word": "other", "Confidence": 0.995, "X1": 0.69382, "Y1": 0.7102, "X2": 0.73062, "Y2": 0.71, "X3": 0.7293, "Y3": 0.7228, "X4": 0.69382, "Y4": 0.7228, "page": 0, "Index": 428}, {"Word": "attributes", "Confidence": 0.965, "X1": 0.73325, "Y1": 0.7102, "X2": 0.79895, "Y2": 0.71, "X3": 0.79895, "Y3": 0.7218, "X4": 0.73325, "Y4": 0.7228, "page": 0, "Index": 429}, {"Word": "Since", "Confidence": 0.997, "X1": 0.1866, "Y1": 0.7252, "X2": 0.22208, "Y2": 0.725, "X3": 0.22208, "Y3": 0.7388, "X4": 0.1866, "Y4": 0.7388, "page": 0, "Index": 430}, {"Word": "smokers", "Confidence": 0.943, "X1": 0.22602, "Y1": 0.7252, "X2": 0.28384, "Y2": 0.725, "X3": 0.28384, "Y3": 0.7388, "X4": 0.22602, "Y4": 0.7388, "page": 0, "Index": 431}, {"Word": "choose", "Confidence": 0.996, "X1": 0.28647, "Y1": 0.7252, "X2": 0.3364, "Y2": 0.725, "X3": 0.33771, "Y3": 0.7388, "X4": 0.28647, "Y4": 0.7388, "page": 0, "Index": 432}, {"Word": "individual", "Confidence": 0.991, "X1": 0.34034, "Y1": 0.7252, "X2": 0.40473, "Y2": 0.725, "X3": 0.40473, "Y3": 0.7398, "X4": 0.34034, "Y4": 0.7388, "page": 0, "Index": 433}, {"Word": "brand", "Confidence": 0.997, "X1": 0.40867, "Y1": 0.7252, "X2": 0.44809, "Y2": 0.725, "X3": 0.44809, "Y3": 0.7398, "X4": 0.40867, "Y4": 0.7398, "page": 0, "Index": 434}, {"Word": "styles,", "Confidence": 0.957, "X1": 0.45204, "Y1": 0.7252, "X2": 0.49409, "Y2": 0.725, "X3": 0.49409, "Y3": 0.7398, "X4": 0.45204, "Y4": 0.7398, "page": 0, "Index": 435}, {"Word": "the", "Confidence": 0.994, "X1": 0.49803, "Y1": 0.7252, "X2": 0.51905, "Y2": 0.725, "X3": 0.52037, "Y3": 0.7398, "X4": 0.49803, "Y4": 0.7398, "page": 0, "Index": 436}, {"Word": "focus", "Confidence": 0.628, "X1": 0.523, "Y1": 0.7252, "X2": 0.5611, "Y2": 0.725, "X3": 0.5611, "Y3": 0.7398, "X4": 0.523, "Y4": 0.7398, "page": 0, "Index": 437}, {"Word": "of", "Confidence": 0.998, "X1": 0.56505, "Y1": 0.7252, "X2": 0.57687, "Y2": 0.725, "X3": 0.57687, "Y3": 0.7398, "X4": 0.56505, "Y4": 0.7398, "page": 0, "Index": 438}, {"Word": "an", "Confidence": 0.826, "X1": 0.58081, "Y1": 0.7252, "X2": 0.59921, "Y2": 0.725, "X3": 0.59921, "Y3": 0.7398, "X4": 0.58081, "Y4": 0.7398, "page": 0, "Index": 439}, {"Word": "analysis", "Confidence": 0.994, "X1": 0.60315, "Y1": 0.7252, "X2": 0.65703, "Y2": 0.725, "X3": 0.65703, "Y3": 0.7398, "X4": 0.60315, "Y4": 0.7398, "page": 0, "Index": 440}, {"Word": "cf", "Confidence": 0.85, "X1": 0.66097, "Y1": 0.7252, "X2": 0.67411, "Y2": 0.725, "X3": 0.67543, "Y3": 0.7398, "X4": 0.66097, "Y4": 0.7398, "page": 0, "Index": 441}, {"Word": "reported", "Confidence": 0.991, "X1": 0.67806, "Y1": 0.7252, "X2": 0.73456, "Y2": 0.725, "X3": 0.73456, "Y3": 0.7398, "X4": 0.67806, "Y4": 0.7398, "page": 0, "Index": 442}, {"Word": "nicotine", "Confidence": 0.971, "X1": 0.7385, "Y1": 0.7252, "X2": 0.79501, "Y2": 0.725, "X3": 0.79501, "Y3": 0.7408, "X4": 0.7385, "Y4": 0.7408, "page": 0, "Index": 443}, {"Word": "yields", "Confidence": 0.951, "X1": 0.18397, "Y1": 0.7422, "X2": 0.22339, "Y2": 0.742, "X3": 0.22339, "Y3": 0.7558, "X4": 0.18397, "Y4": 0.7558, "page": 0, "Index": 444}, {"Word": "should", "Confidence": 0.996, "X1": 0.22733, "Y1": 0.7422, "X2": 0.27201, "Y2": 0.742, "X3": 0.27201, "Y3": 0.7558, "X4": 0.22733, "Y4": 0.7558, "page": 0, "Index": 445}, {"Word": "be", "Confidence": 0.997, "X1": 0.27595, "Y1": 0.7422, "X2": 0.29304, "Y2": 0.742, "X3": 0.29435, "Y3": 0.7558, "X4": 0.27595, "Y4": 0.7558, "page": 0, "Index": 446}, {"Word": "at", "Confidence": 0.997, "X1": 0.29698, "Y1": 0.7412, "X2": 0.31012, "Y2": 0.741, "X3": 0.31012, "Y3": 0.7558, "X4": 0.29698, "Y4": 0.7558, "page": 0, "Index": 447}, {"Word": "the", "Confidence": 0.995, "X1": 0.31406, "Y1": 0.7412, "X2": 0.33377, "Y2": 0.741, "X3": 0.33509, "Y3": 0.7558, "X4": 0.31406, "Y4": 0.7558, "page": 0, "Index": 448}, {"Word": "brand", "Confidence": 0.997, "X1": 0.33771, "Y1": 0.7412, "X2": 0.37845, "Y2": 0.741, "X3": 0.37976, "Y3": 0.7558, "X4": 0.33903, "Y4": 0.7558, "page": 0, "Index": 449}, {"Word": "style", "Confidence": 0.996, "X1": 0.38239, "Y1": 0.7412, "X2": 0.41393, "Y2": 0.741, "X3": 0.41393, "Y3": 0.7558, "X4": 0.38371, "Y4": 0.7558, "page": 0, "Index": 450}, {"Word": "level.", "Confidence": 0.958, "X1": 0.41787, "Y1": 0.7412, "X2": 0.45729, "Y2": 0.741, "X3": 0.45729, "Y3": 0.7558, "X4": 0.41787, "Y4": 0.7558, "page": 0, "Index": 451}, {"Word": "Ir", "Confidence": 0.938, "X1": 0.46124, "Y1": 0.7412, "X2": 0.47438, "Y2": 0.741, "X3": 0.47569, "Y3": 0.7558, "X4": 0.46124, "Y4": 0.7558, "page": 0, "Index": 452}, {"Word": "2008,", "Confidence": 0.941, "X1": 0.47832, "Y1": 0.7412, "X2": 0.51643, "Y2": 0.741, "X3": 0.51774, "Y3": 0.7558, "X4": 0.47832, "Y4": 0.7558, "page": 0, "Index": 453}, {"Word": "MDPH", "Confidence": 0.91, "X1": 0.52037, "Y1": 0.7412, "X2": 0.56505, "Y2": 0.741, "X3": 0.56505, "Y3": 0.7558, "X4": 0.52168, "Y4": 0.7558, "page": 0, "Index": 454}, {"Word": "nicotine", "Confidence": 0.933, "X1": 0.56899, "Y1": 0.7412, "X2": 0.62155, "Y2": 0.741, "X3": 0.62155, "Y3": 0.7558, "X4": 0.56899, "Y4": 0.7558, "page": 0, "Index": 455}, {"Word": "yields", "Confidence": 0.893, "X1": 0.62549, "Y1": 0.7412, "X2": 0.66491, "Y2": 0.741, "X3": 0.66491, "Y3": 0.7568, "X4": 0.62549, "Y4": 0.7558, "page": 0, "Index": 456}, {"Word": "for", "Confidence": 0.991, "X1": 0.66886, "Y1": 0.7412, "X2": 0.68725, "Y2": 0.741, "X3": 0.68725, "Y3": 0.7568, "X4": 0.66886, "Y4": 0.7568, "page": 0, "Index": 457}, {"Word": "thirty-eight", "Confidence": 0.852, "X1": 0.6912, "Y1": 0.7412, "X2": 0.76216, "Y2": 0.741, "X3": 0.76216, "Y3": 0.7568, "X4": 0.6912, "Y4": 0.7568, "page": 0, "Index": 458}, {"Word": "(38)", "Confidence": 0.985, "X1": 0.7661, "Y1": 0.7412, "X2": 0.79763, "Y2": 0.741, "X3": 0.79763, "Y3": 0.7578, "X4": 0.7661, "Y4": 0.7568, "page": 0, "Index": 459}, {"Word": "Marlboro", "Confidence": 0.619, "X1": 0.18528, "Y1": 0.7572, "X2": 0.24442, "Y2": 0.757, "X3": 0.2431, "Y3": 0.7708, "X4": 0.18397, "Y4": 0.7708, "page": 0, "Index": 460}, {"Word": "brand", "Confidence": 0.997, "X1": 0.24704, "Y1": 0.7572, "X2": 0.28778, "Y2": 0.757, "X3": 0.28778, "Y3": 0.7708, "X4": 0.24704, "Y4": 0.7708, "page": 0, "Index": 461}, {"Word": "styles", "Confidence": 0.994, "X1": 0.29172, "Y1": 0.7572, "X2": 0.33114, "Y2": 0.757, "X3": 0.33114, "Y3": 0.7708, "X4": 0.29041, "Y4": 0.7708, "page": 0, "Index": 462}, {"Word": "are", "Confidence": 0.998, "X1": 0.33509, "Y1": 0.7572, "X2": 0.35742, "Y2": 0.757, "X3": 0.35742, "Y3": 0.7708, "X4": 0.33509, "Y4": 0.7708, "page": 0, "Index": 463}, {"Word": "reported.", "Confidence": 0.966, "X1": 0.36137, "Y1": 0.7572, "X2": 0.42576, "Y2": 0.757, "X3": 0.42576, "Y3": 0.7708, "X4": 0.36137, "Y4": 0.7708, "page": 0, "Index": 464}, {"Word": "In", "Confidence": 0.993, "X1": 0.4297, "Y1": 0.7572, "X2": 0.44547, "Y2": 0.757, "X3": 0.44415, "Y3": 0.7708, "X4": 0.42838, "Y4": 0.7708, "page": 0, "Index": 465}, {"Word": "1997,", "Confidence": 0.991, "X1": 0.44809, "Y1": 0.7572, "X2": 0.4862, "Y2": 0.757, "X3": 0.4862, "Y3": 0.7708, "X4": 0.44809, "Y4": 0.7708, "page": 0, "Index": 466}, {"Word": "MDPH", "Confidence": 0.828, "X1": 0.49014, "Y1": 0.7572, "X2": 0.53351, "Y2": 0.757, "X3": 0.53219, "Y3": 0.7708, "X4": 0.49014, "Y4": 0.7708, "page": 0, "Index": 467}, {"Word": "nicotine", "Confidence": 0.993, "X1": 0.53745, "Y1": 0.7572, "X2": 0.59001, "Y2": 0.757, "X3": 0.59001, "Y3": 0.7708, "X4": 0.53614, "Y4": 0.7708, "page": 0, "Index": 468}, {"Word": "yields", "Confidence": 0.955, "X1": 0.59396, "Y1": 0.7572, "X2": 0.63206, "Y2": 0.757, "X3": 0.63206, "Y3": 0.7708, "X4": 0.59396, "Y4": 0.7708, "page": 0, "Index": 469}, {"Word": "were", "Confidence": 0.939, "X1": 0.63601, "Y1": 0.7572, "X2": 0.67017, "Y2": 0.757, "X3": 0.67017, "Y3": 0.7708, "X4": 0.63601, "Y4": 0.7708, "page": 0, "Index": 470}, {"Word": "reported", "Confidence": 0.991, "X1": 0.67411, "Y1": 0.7572, "X2": 0.73193, "Y2": 0.757, "X3": 0.73193, "Y3": 0.7708, "X4": 0.67411, "Y4": 0.7708, "page": 0, "Index": 471}, {"Word": "for", "Confidence": 0.998, "X1": 0.73587, "Y1": 0.7572, "X2": 0.75427, "Y2": 0.757, "X3": 0.75296, "Y3": 0.7708, "X4": 0.73587, "Y4": 0.7708, "page": 0, "Index": 472}, {"Word": "twenty", "Confidence": 0.991, "X1": 0.7569, "Y1": 0.7572, "X2": 0.8042, "Y2": 0.757, "X3": 0.8042, "Y3": 0.7708, "X4": 0.7569, "Y4": 0.7708, "page": 0, "Index": 473}, {"Word": "brand", "Confidence": 0.996, "X1": 0.21419, "Y1": 0.7722, "X2": 0.25361, "Y2": 0.772, "X3": 0.25361, "Y3": 0.7878, "X4": 0.21551, "Y4": 0.7888, "page": 0, "Index": 474}, {"Word": "styles.", "Confidence": 0.93, "X1": 0.25756, "Y1": 0.7722, "X2": 0.30618, "Y2": 0.772, "X3": 0.30618, "Y3": 0.7878, "X4": 0.25756, "Y4": 0.7878, "page": 0, "Index": 475}, {"Word": "The", "Confidence": 0.998, "X1": 0.31012, "Y1": 0.7722, "X2": 0.33509, "Y2": 0.772, "X3": 0.33509, "Y3": 0.7878, "X4": 0.31012, "Y4": 0.7878, "page": 0, "Index": 476}, {"Word": "number", "Confidence": 0.995, "X1": 0.33903, "Y1": 0.7722, "X2": 0.39159, "Y2": 0.772, "X3": 0.39159, "Y3": 0.7878, "X4": 0.33903, "Y4": 0.7878, "page": 0, "Index": 477}, {"Word": "and", "Confidence": 0.998, "X1": 0.39553, "Y1": 0.7722, "X2": 0.4205, "Y2": 0.772, "X3": 0.4205, "Y3": 0.7878, "X4": 0.39553, "Y4": 0.7878, "page": 0, "Index": 478}, {"Word": "variety", "Confidence": 0.873, "X1": 0.42444, "Y1": 0.7722, "X2": 0.47043, "Y2": 0.772, "X3": 0.47043, "Y3": 0.7878, "X4": 0.42444, "Y4": 0.7878, "page": 0, "Index": 479}, {"Word": "of", "Confidence": 0.996, "X1": 0.47438, "Y1": 0.7722, "X2": 0.48752, "Y2": 0.772, "X3": 0.48752, "Y3": 0.7878, "X4": 0.47438, "Y4": 0.7878, "page": 0, "Index": 480}, {"Word": "Marlboro", "Confidence": 0.796, "X1": 0.49146, "Y1": 0.7722, "X2": 0.55059, "Y2": 0.772, "X3": 0.55059, "Y3": 0.7878, "X4": 0.49146, "Y4": 0.7878, "page": 0, "Index": 481}, {"Word": "brand", "Confidence": 0.997, "X1": 0.55453, "Y1": 0.7722, "X2": 0.59527, "Y2": 0.772, "X3": 0.59527, "Y3": 0.7878, "X4": 0.55453, "Y4": 0.7878, "page": 0, "Index": 482}, {"Word": "styles", "Confidence": 0.995, "X1": 0.59921, "Y1": 0.7722, "X2": 0.63601, "Y2": 0.772, "X3": 0.63601, "Y3": 0.7878, "X4": 0.59921, "Y4": 0.7878, "page": 0, "Index": 483}, {"Word": "(20)", "Confidence": 0.969, "X1": 0.18397, "Y1": 0.7722, "X2": 0.21025, "Y2": 0.772, "X3": 0.21025, "Y3": 0.7888, "X4": 0.18528, "Y4": 0.7888, "page": 0, "Index": 484}, {"Word": "reported", "Confidence": 0.934, "X1": 0.63995, "Y1": 0.7732, "X2": 0.69777, "Y2": 0.773, "X3": 0.69908, "Y3": 0.7888, "X4": 0.63995, "Y4": 0.7878, "page": 0, "Index": 485}, {"Word": "has", "Confidence": 0.998, "X1": 0.70302, "Y1": 0.7732, "X2": 0.72799, "Y2": 0.773, "X3": 0.72799, "Y3": 0.7888, "X4": 0.70302, "Y4": 0.7888, "page": 0, "Index": 486}, {"Word": "changed", "Confidence": 0.631, "X1": 0.73193, "Y1": 0.7732, "X2": 0.79501, "Y2": 0.773, "X3": 0.79501, "Y3": 0.7888, "X4": 0.73193, "Y4": 0.7888, "page": 0, "Index": 487}, {"Word": "1", "Confidence": 0.354, "X1": 0.18397, "Y1": 0.8112, "X2": 0.18791, "Y2": 0.811, "X3": 0.18791, "Y3": 0.8248, "X4": 0.18397, "Y4": 0.8248, "page": 0, "Index": 488}, {"Word": "for", "Confidence": 0.604, "X1": 0.19185, "Y1": 0.8112, "X2": 0.21288, "Y2": 0.811, "X3": 0.21288, "Y3": 0.8248, "X4": 0.19185, "Y4": 0.8248, "page": 0, "Index": 489}, {"Word": "purposes", "Confidence": 0.886, "X1": 0.21682, "Y1": 0.8122, "X2": 0.26544, "Y2": 0.812, "X3": 0.26544, "Y3": 0.8258, "X4": 0.21551, "Y4": 0.8258, "page": 0, "Index": 490}, {"Word": "of", "Confidence": 0.996, "X1": 0.26938, "Y1": 0.8122, "X2": 0.27989, "Y2": 0.812, "X3": 0.27989, "Y3": 0.8258, "X4": 0.26938, "Y4": 0.8258, "page": 0, "Index": 491}, {"Word": "this", "Confidence": 0.958, "X1": 0.28384, "Y1": 0.8122, "X2": 0.30223, "Y2": 0.812, "X3": 0.30223, "Y3": 0.8258, "X4": 0.28252, "Y4": 0.8258, "page": 0, "Index": 492}, {"Word": "Report", "Confidence": 0.841, "X1": 0.30618, "Y1": 0.8132, "X2": 0.34691, "Y2": 0.813, "X3": 0.34691, "Y3": 0.8258, "X4": 0.30618, "Y4": 0.8258, "page": 0, "Index": 493}, {"Word": "the", "Confidence": 0.998, "X1": 0.35085, "Y1": 0.8132, "X2": 0.36794, "Y2": 0.813, "X3": 0.36794, "Y3": 0.8258, "X4": 0.34954, "Y4": 0.8258, "page": 0, "Index": 494}, {"Word": "term", "Confidence": 0.892, "X1": 0.37057, "Y1": 0.8132, "X2": 0.39685, "Y2": 0.813, "X3": 0.39553, "Y3": 0.8258, "X4": 0.37057, "Y4": 0.8258, "page": 0, "Index": 495}, {"Word": "\"o\"and", "Confidence": 0.431, "X1": 0.39947, "Y1": 0.8132, "X2": 0.43758, "Y2": 0.813, "X3": 0.43627, "Y3": 0.8268, "X4": 0.39947, "Y4": 0.8258, "page": 0, "Index": 496}, {"Word": "style\"", "Confidence": 0.658, "X1": 0.44021, "Y1": 0.8142, "X2": 0.46781, "Y2": 0.814, "X3": 0.46781, "Y3": 0.8268, "X4": 0.44021, "Y4": 0.8268, "page": 0, "Index": 497}, {"Word": "is", "Confidence": 0.955, "X1": 0.47175, "Y1": 0.8142, "X2": 0.48095, "Y2": 0.814, "X3": 0.48095, "Y3": 0.8268, "X4": 0.47175, "Y4": 0.8268, "page": 0, "Index": 498}, {"Word": "used", "Confidence": 0.987, "X1": 0.48489, "Y1": 0.8142, "X2": 0.51248, "Y2": 0.814, "X3": 0.51248, "Y3": 0.8268, "X4": 0.48357, "Y4": 0.8268, "page": 0, "Index": 499}, {"Word": "to", "Confidence": 0.966, "X1": 0.51511, "Y1": 0.8142, "X2": 0.52562, "Y2": 0.814, "X3": 0.52562, "Y3": 0.8268, "X4": 0.51511, "Y4": 0.8268, "page": 0, "Index": 500}, {"Word": "represent", "Confidence": 0.368, "X1": 0.52957, "Y1": 0.8142, "X2": 0.58213, "Y2": 0.814, "X3": 0.58213, "Y3": 0.8268, "X4": 0.52957, "Y4": 0.8268, "page": 0, "Index": 501}, {"Word": "one", "Confidence": 0.991, "X1": 0.58607, "Y1": 0.8142, "X2": 0.60578, "Y2": 0.814, "X3": 0.60578, "Y3": 0.8268, "X4": 0.58607, "Y4": 0.8268, "page": 0, "Index": 502}, {"Word": "partcular", "Confidence": 0.051, "X1": 0.60972, "Y1": 0.8142, "X2": 0.65966, "Y2": 0.814, "X3": 0.65966, "Y3": 0.8268, "X4": 0.60841, "Y4": 0.8268, "page": 0, "Index": 503}, {"Word": "cigarette", "Confidence": 0.616, "X1": 0.6636, "Y1": 0.8142, "X2": 0.71222, "Y2": 0.814, "X3": 0.71222, "Y3": 0.8258, "X4": 0.6636, "Y4": 0.8268, "page": 0, "Index": 504}, {"Word": "product,", "Confidence": 0.448, "X1": 0.71616, "Y1": 0.8132, "X2": 0.76084, "Y2": 0.813, "X3": 0.76084, "Y3": 0.8258, "X4": 0.71485, "Y4": 0.8258, "page": 0, "Index": 505}, {"Word": "such", "Confidence": 0.994, "X1": 0.76478, "Y1": 0.8132, "X2": 0.79106, "Y2": 0.813, "X3": 0.78975, "Y3": 0.8258, "X4": 0.76347, "Y4": 0.8258, "page": 0, "Index": 506}, {"Word": "as", "Confidence": 0.995, "X1": 0.79369, "Y1": 0.8132, "X2": 0.81078, "Y2": 0.813, "X3": 0.81078, "Y3": 0.8258, "X4": 0.79369, "Y4": 0.8258, "page": 0, "Index": 507}, {"Word": "Marlboro", "Confidence": 0.612, "X1": 0.18528, "Y1": 0.8252, "X2": 0.2339, "Y2": 0.825, "X3": 0.23259, "Y3": 0.8378, "X4": 0.18397, "Y4": 0.8378, "page": 0, "Index": 508}, {"Word": "Box", "Confidence": 0.964, "X1": 0.23653, "Y1": 0.8252, "X2": 0.26281, "Y2": 0.825, "X3": 0.2615, "Y3": 0.8378, "X4": 0.23522, "Y4": 0.8378, "page": 0, "Index": 509}, {"Word": "\"Branc", "Confidence": 0.891, "X1": 0.26807, "Y1": 0.8252, "X2": 0.30618, "Y2": 0.825, "X3": 0.30486, "Y3": 0.8378, "X4": 0.26675, "Y4": 0.8378, "page": 0, "Index": 510}, {"Word": "family\"", "Confidence": 0.607, "X1": 0.31012, "Y1": 0.8252, "X2": 0.34691, "Y2": 0.825, "X3": 0.3456, "Y3": 0.8378, "X4": 0.30749, "Y4": 0.8378, "page": 0, "Index": 511}, {"Word": "refere", "Confidence": 0.491, "X1": 0.34954, "Y1": 0.8252, "X2": 0.38108, "Y2": 0.825, "X3": 0.37976, "Y3": 0.8378, "X4": 0.34823, "Y4": 0.8378, "page": 0, "Index": 512}, {"Word": "to", "Confidence": 0.955, "X1": 0.38502, "Y1": 0.8252, "X2": 0.39553, "Y2": 0.825, "X3": 0.39422, "Y3": 0.8378, "X4": 0.38239, "Y4": 0.8378, "page": 0, "Index": 513}, {"Word": "a", "Confidence": 0.968, "X1": 0.39816, "Y1": 0.8262, "X2": 0.40604, "Y2": 0.826, "X3": 0.40473, "Y3": 0.8378, "X4": 0.39685, "Y4": 0.8378, "page": 0, "Index": 514}, {"Word": "group", "Confidence": 0.955, "X1": 0.40999, "Y1": 0.8262, "X2": 0.44021, "Y2": 0.826, "X3": 0.4389, "Y3": 0.8378, "X4": 0.40736, "Y4": 0.8378, "page": 0, "Index": 515}, {"Word": "of", "Confidence": 0.991, "X1": 0.44415, "Y1": 0.8262, "X2": 0.45466, "Y2": 0.826, "X3": 0.45335, "Y3": 0.8378, "X4": 0.44284, "Y4": 0.8378, "page": 0, "Index": 516}, {"Word": "banc", "Confidence": 0.602, "X1": 0.45861, "Y1": 0.8262, "X2": 0.49014, "Y2": 0.826, "X3": 0.48752, "Y3": 0.8378, "X4": 0.45598, "Y4": 0.8378, "page": 0, "Index": 517}, {"Word": "etyloc", "Confidence": 0.654, "X1": 0.49277, "Y1": 0.8262, "X2": 0.52562, "Y2": 0.826, "X3": 0.52431, "Y3": 0.8378, "X4": 0.49146, "Y4": 0.8378, "page": 0, "Index": 518}, {"Word": "wir", "Confidence": 0.181, "X1": 0.52825, "Y1": 0.8262, "X2": 0.55059, "Y2": 0.826, "X3": 0.54928, "Y3": 0.8378, "X4": 0.52694, "Y4": 0.8378, "page": 0, "Index": 519}, {"Word": "tho", "Confidence": 0.315, "X1": 0.55322, "Y1": 0.8262, "X2": 0.57162, "Y2": 0.826, "X3": 0.5703, "Y3": 0.8378, "X4": 0.55191, "Y4": 0.8378, "page": 0, "Index": 520}, {"Word": "como", "Confidence": 0.551, "X1": 0.57556, "Y1": 0.8262, "X2": 0.60578, "Y2": 0.826, "X3": 0.60447, "Y3": 0.8378, "X4": 0.57424, "Y4": 0.8378, "page": 0, "Index": 521}, {"Word": "parert", "Confidence": 0.659, "X1": 0.60841, "Y1": 0.8262, "X2": 0.64389, "Y2": 0.826, "X3": 0.64258, "Y3": 0.8378, "X4": 0.6071, "Y4": 0.8378, "page": 0, "Index": 522}, {"Word": "brand", "Confidence": 0.941, "X1": 0.64652, "Y1": 0.8262, "X2": 0.67937, "Y2": 0.826, "X3": 0.67806, "Y3": 0.8378, "X4": 0.6452, "Y4": 0.8378, "page": 0, "Index": 523}, {"Word": "name.", "Confidence": 0.657, "X1": 0.68331, "Y1": 0.8262, "X2": 0.72011, "Y2": 0.826, "X3": 0.71879, "Y3": 0.8378, "X4": 0.68068, "Y4": 0.8378, "page": 0, "Index": 524}, {"Word": "For", "Confidence": 0.998, "X1": 0.72405, "Y1": 0.8262, "X2": 0.74376, "Y2": 0.826, "X3": 0.74113, "Y3": 0.8378, "X4": 0.72273, "Y4": 0.8378, "page": 0, "Index": 525}, {"Word": "axamplo,", "Confidence": 0.68, "X1": 0.74639, "Y1": 0.8262, "X2": 0.79763, "Y2": 0.826, "X3": 0.79632, "Y3": 0.8378, "X4": 0.74507, "Y4": 0.8378, "page": 0, "Index": 526}, {"Word": "che", "Confidence": 0.269, "X1": 0.80158, "Y1": 0.8262, "X2": 0.82129, "Y2": 0.826, "X3": 0.81997, "Y3": 0.8378, "X4": 0.79895, "Y4": 0.8378, "page": 0, "Index": 527}, {"Word": "Marlboro", "Confidence": 0.616, "X1": 0.18528, "Y1": 0.8362, "X2": 0.23259, "Y2": 0.836, "X3": 0.23259, "Y3": 0.8488, "X4": 0.18528, "Y4": 0.8488, "page": 0, "Index": 528}, {"Word": "brand", "Confidence": 0.994, "X1": 0.23653, "Y1": 0.8362, "X2": 0.26938, "Y2": 0.836, "X3": 0.26807, "Y3": 0.8488, "X4": 0.23522, "Y4": 0.8488, "page": 0, "Index": 529}, {"Word": "family", "Confidence": 0.236, "X1": 0.27201, "Y1": 0.8362, "X2": 0.30355, "Y2": 0.836, "X3": 0.30355, "Y3": 0.8488, "X4": 0.27201, "Y4": 0.8488, "page": 0, "Index": 530}, {"Word": "Includes", "Confidence": 0.721, "X1": 0.30618, "Y1": 0.8362, "X2": 0.35611, "Y2": 0.836, "X3": 0.35611, "Y3": 0.8488, "X4": 0.30618, "Y4": 0.8488, "page": 0, "Index": 531}, {"Word": "In", "Confidence": 0.994, "X1": 0.36005, "Y1": 0.8372, "X2": 0.37057, "Y2": 0.837, "X3": 0.37057, "Y3": 0.8488, "X4": 0.35874, "Y4": 0.8488, "page": 0, "Index": 532}, {"Word": "part,", "Confidence": 0.463, "X1": 0.37451, "Y1": 0.8372, "X2": 0.39816, "Y2": 0.837, "X3": 0.39816, "Y3": 0.8488, "X4": 0.37451, "Y4": 0.8488, "page": 0, "Index": 533}, {"Word": "Marlboro", "Confidence": 0.627, "X1": 0.4021, "Y1": 0.8372, "X2": 0.45072, "Y2": 0.837, "X3": 0.45072, "Y3": 0.8488, "X4": 0.40079, "Y4": 0.8488, "page": 0, "Index": 534}, {"Word": "Box", "Confidence": 0.289, "X1": 0.45466, "Y1": 0.8372, "X2": 0.47569, "Y2": 0.837, "X3": 0.47569, "Y3": 0.8488, "X4": 0.45466, "Y4": 0.8488, "page": 0, "Index": 535}, {"Word": "anc", "Confidence": 0.85, "X1": 0.47832, "Y1": 0.8372, "X2": 0.49934, "Y2": 0.837, "X3": 0.49934, "Y3": 0.8488, "X4": 0.47832, "Y4": 0.8488, "page": 0, "Index": 536}, {"Word": "Marlboro", "Confidence": 0.645, "X1": 0.50329, "Y1": 0.8372, "X2": 0.55191, "Y2": 0.837, "X3": 0.55059, "Y3": 0.8488, "X4": 0.50197, "Y4": 0.8488, "page": 0, "Index": 537}, {"Word": "Lights", "Confidence": 0.635, "X1": 0.55453, "Y1": 0.8372, "X2": 0.59001, "Y2": 0.837, "X3": 0.5887, "Y3": 0.8488, "X4": 0.55453, "Y4": 0.8488, "page": 0, "Index": 538}, {"Word": "Box", "Confidence": 0.897, "X1": 0.59264, "Y1": 0.8372, "X2": 0.61235, "Y2": 0.837, "X3": 0.61235, "Y3": 0.8488, "X4": 0.59264, "Y4": 0.8488, "page": 0, "Index": 539}, {"Word": "brand", "Confidence": 0.991, "X1": 0.61629, "Y1": 0.8372, "X2": 0.64915, "Y2": 0.837, "X3": 0.64915, "Y3": 0.8488, "X4": 0.61498, "Y4": 0.8488, "page": 0, "Index": 540}, {"Word": "sty", "Confidence": 0.958, "X1": 0.65309, "Y1": 0.8372, "X2": 0.66754, "Y2": 0.837, "X3": 0.66754, "Y3": 0.8488, "X4": 0.65177, "Y4": 0.8488, "page": 0, "Index": 541}, {"Word": "as", "Confidence": 0.994, "X1": 0.67017, "Y1": 0.8372, "X2": 0.68725, "Y2": 0.837, "X3": 0.68725, "Y3": 0.8498, "X4": 0.67017, "Y4": 0.8488, "page": 0, "Index": 542}, {"Word": "page", "Confidence": 0.981, "X1": 0.44284, "Y1": 0.8542, "X2": 0.47569, "Y2": 0.854, "X3": 0.477, "Y3": 0.8678, "X4": 0.44415, "Y4": 0.8688, "page": 0, "Index": 543}, {"Word": "1", "Confidence": 0.998, "X1": 0.47963, "Y1": 0.8542, "X2": 0.4862, "Y2": 0.854, "X3": 0.4862, "Y3": 0.8678, "X4": 0.48095, "Y4": 0.8678, "page": 0, "Index": 544}, {"Word": "of", "Confidence": 0.998, "X1": 0.48883, "Y1": 0.8542, "X2": 0.50197, "Y2": 0.854, "X3": 0.50329, "Y3": 0.8668, "X4": 0.49014, "Y4": 0.8678, "page": 0, "Index": 545}, {"Word": "12", "Confidence": 0.998, "X1": 0.50591, "Y1": 0.8532, "X2": 0.52431, "Y2": 0.853, "X3": 0.52431, "Y3": 0.8668, "X4": 0.50591, "Y4": 0.8668, "page": 0, "Index": 546}, {"Word": "3117138002", "Confidence": 0.993, "X1": 0.83049, "Y1": 0.9422, "X2": 0.95532, "Y2": 0.942, "X3": 0.95532, "Y3": 0.9598, "X4": 0.8318, "Y4": 0.9588, "page": 0, "Index": 547}, {"Word": "3117138002", "Confidence": 0.826, "X1": 0.02628, "Y1": 0.9862, "X2": 0.12352, "Y2": 0.986, "X3": 0.12352, "Y3": 0.9978, "X4": 0.02628, "Y4": 0.9978, "page": 0, "Index": 548}]}	"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"
ffbl0219	6	{"lines_data": [{"Word": "MDPH Nicotine Yields of Basic Brand Styles", "Confidence": 0.86786, "X1": 0.3364, "Y1": 0.1742, "X2": 0.60184, "Y2": 0.174, "X3": 0.60184, "Y3": 0.1858, "X4": 0.3364, "Y4": 0.1858, "page": 0}, {"Word": "as measured to the hundreth mg nicotine", "Confidence": 0.85829, "X1": 0.35611, "Y1": 0.1862, "X2": 0.58476, "Y2": 0.186, "X3": 0.58476, "Y3": 0.1968, "X4": 0.35611, "Y4": 0.1968, "page": 0}, {"Word": "2.40", "Confidence": 0.606, "X1": 0.2339, "Y1": 0.1982, "X2": 0.25361, "Y2": 0.198, "X3": 0.25361, "Y3": 0.2048, "X4": 0.2339, "Y4": 0.2048, "page": 0}, {"Word": "-", "Confidence": 0.807, "X1": 0.2615, "Y1": 0.2212, "X2": 0.26281, "Y2": 0.221, "X3": 0.25756, "Y3": 0.2208, "X4": 0.25624, "Y4": 0.2108, "page": 0}, {"Word": "2.20", "Confidence": 0.664, "X1": 0.23522, "Y1": 0.2242, "X2": 0.25361, "Y2": 0.224, "X3": 0.25361, "Y3": 0.2328, "X4": 0.23522, "Y4": 0.2328, "page": 0}, {"Word": "WDPH Nicotine, mgrcigarette", "Confidence": 0.47833, "X1": 0.20894, "Y1": 0.2532, "X2": 0.21025, "Y2": 0.253, "X3": 0.22208, "Y3": 0.2528, "X4": 0.22208, "Y4": 0.3608, "page": 0}, {"Word": "2.00", "Confidence": 0.69, "X1": 0.23127, "Y1": 0.2492, "X2": 0.25493, "Y2": 0.249, "X3": 0.25493, "Y3": 0.2598, "X4": 0.23259, "Y4": 0.2598, "page": 0}, {"Word": "- n -. Dasik F.I \"lavor 100's Dos", "Confidence": 0.51387, "X1": 0.65572, "Y1": 0.2652, "X2": 0.79632, "Y2": 0.265, "X3": 0.79632, "Y3": 0.2738, "X4": 0.65572, "Y4": 0.2728, "page": 0}, {"Word": "1.80", "Confidence": 0.714, "X1": 0.23259, "Y1": 0.2772, "X2": 0.2523, "Y2": 0.277, "X3": 0.2523, "Y3": 0.2868, "X4": 0.23259, "Y4": 0.2858, "page": 0}, {"Word": "-+-Rwbl kha\u00dfer", "Confidence": 0.064, "X1": 0.66097, "Y1": 0.2832, "X2": 0.75558, "Y2": 0.283, "X3": 0.75558, "Y3": 0.2938, "X4": 0.66097, "Y4": 0.2938, "page": 0}, {"Word": "------------", "Confidence": 0.235, "X1": 0.26281, "Y1": 0.3492, "X2": 0.26281, "Y2": 0.349, "X3": 0.25624, "Y3": 0.3488, "X4": 0.25624, "Y4": 0.2468, "page": 0}, {"Word": "Q Basic Ltre Lichis ICCs \u00e4uft Pacx", "Confidence": 0.57086, "X1": 0.66623, "Y1": 0.3422, "X2": 0.8226, "Y2": 0.342, "X3": 0.8226, "Y3": 0.3518, "X4": 0.66623, "Y4": 0.3518, "page": 0}, {"Word": "1.20", "Confidence": 0.922, "X1": 0.2339, "Y1": 0.3562, "X2": 0.25361, "Y2": 0.356, "X3": 0.25361, "Y3": 0.3658, "X4": 0.2339, "Y4": 0.3658, "page": 0}, {"Word": "1.00", "Confidence": 0.905, "X1": 0.2339, "Y1": 0.3832, "X2": 0.25493, "Y2": 0.383, "X3": 0.25493, "Y3": 0.3918, "X4": 0.2339, "Y4": 0.3918, "page": 0}, {"Word": "1999", "Confidence": 0.795, "X1": 0.29829, "Y1": 0.4222, "X2": 0.3272, "Y2": 0.422, "X3": 0.3272, "Y3": 0.4288, "X4": 0.29829, "Y4": 0.4288, "page": 0}, {"Word": "R 2008 2004", "Confidence": 0.424, "X1": 0.42181, "Y1": 0.4202, "X2": 0.50854, "Y2": 0.42, "X3": 0.50854, "Y3": 0.4308, "X4": 0.42181, "Y4": 0.4308, "page": 0}, {"Word": "05 2008 2007", "Confidence": 0.48, "X1": 0.52562, "Y1": 0.4192, "X2": 0.61104, "Y2": 0.419, "X3": 0.60972, "Y3": 0.4298, "X4": 0.52562, "Y4": 0.4288, "page": 0}, {"Word": "2008", "Confidence": 0.571, "X1": 0.61235, "Y1": 0.4212, "X2": 0.64258, "Y2": 0.421, "X3": 0.64258, "Y3": 0.4298, "X4": 0.61235, "Y4": 0.4288, "page": 0}, {"Word": "MDPII Reporting Year", "Confidence": 0.622, "X1": 0.39816, "Y1": 0.4332, "X2": 0.50854, "Y2": 0.433, "X3": 0.50854, "Y3": 0.4438, "X4": 0.39816, "Y4": 0.4428, "page": 0}, {"Word": "Figure 4. Mcasurce MDPH Nicotine yiolds for illustrative Basic brand stylos for each year from \"908 - 2008. Eror", "Confidence": 0.737, "X1": 0.18397, "Y1": 0.4652, "X2": 0.81735, "Y2": 0.465, "X3": 0.81735, "Y3": 0.4778, "X4": 0.18397, "Y4": 0.4788, "page": 0}, {"Word": "bars are (1/ -; one standard deviation o\" the 20 machine port y elds, 3 cigarettes per pet, which were averaged fo\"", "Confidence": 0.73186, "X1": 0.18003, "Y1": 0.4782, "X2": 0.8134, "Y2": 0.478, "X3": 0.8134, "Y3": 0.4898, "X4": 0.18003, "Y4": 0.4898, "page": 0}, {"Word": "each brand style's y air: Viachir a smoking was according to the protocol prescribed by the VDFH", "Confidence": 0.84141, "X1": 0.17871, "Y1": 0.4892, "X2": 0.73062, "Y2": 0.489, "X3": 0.73062, "Y3": 0.5018, "X4": 0.17871, "Y4": 0.5028, "page": 0}, {"Word": "Table 2 contains the MDPH nicotine yields for all Basic brand styles reported to the", "Confidence": 0.97853, "X1": 0.23259, "Y1": 0.5382, "X2": 0.79501, "Y2": 0.538, "X3": 0.79501, "Y3": 0.5528, "X4": 0.23259, "Y4": 0.5518, "page": 0}, {"Word": "MDPH between 1998 and 2008. Blank cells indicate that a particular brand style was not", "Confidence": 0.9186, "X1": 0.18134, "Y1": 0.5542, "X2": 0.78712, "Y2": 0.554, "X3": 0.78712, "Y3": 0.5678, "X4": 0.18134, "Y4": 0.5668, "page": 0}, {"Word": "marketed in Massachusetts in that reporting year. As with Table 1, the shading in Table 2", "Confidence": 0.95231, "X1": 0.18134, "Y1": 0.5702, "X2": 0.78975, "Y2": 0.57, "X3": 0.78975, "Y3": 0.5838, "X4": 0.18134, "Y4": 0.5838, "page": 0}, {"Word": "cells indicates the Basic brand style's MDPH nicoline yield relative to the previous reporting", "Confidence": 0.78814, "X1": 0.18265, "Y1": 0.5862, "X2": 0.79895, "Y2": 0.586, "X3": 0.79895, "Y3": 0.5998, "X4": 0.18265, "Y4": 0.5998, "page": 0}, {"Word": "year. For any particular brand style yield, light shading indicates it was less or dark shading", "Confidence": 0.94844, "X1": 0.18265, "Y1": 0.6022, "X2": 0.80289, "Y2": 0.602, "X3": 0.80289, "Y3": 0.6158, "X4": 0.18265, "Y4": 0.6158, "page": 0}, {"Word": "indicates i: was greater than reported in the previous year. Yields that are not shaded were", "Confidence": 0.87831, "X1": 0.18265, "Y1": 0.6182, "X2": 0.80026, "Y2": 0.618, "X3": 0.80026, "Y3": 0.6308, "X4": 0.18265, "Y4": 0.6308, "page": 0}, {"Word": "either unchanged from the previous year or there were no previous year data for comparison.", "Confidence": 0.8066, "X1": 0.18134, "Y1": 0.6342, "X2": 0.81209, "Y2": 0.634, "X3": 0.81209, "Y3": 0.6478, "X4": 0.18134, "Y4": 0.6478, "page": 0}, {"Word": "The lack of a light or dark shading pattem in Table 2 indicates random variatior in MDP-", "Confidence": 0.93029, "X1": 0.1866, "Y1": 0.6492, "X2": 0.78712, "Y2": 0.649, "X3": 0.78712, "Y3": 0.6628, "X4": 0.1866, "Y4": 0.6628, "page": 0}, {"Word": "nicotine yields within the Basic brand family across reporting years. That is, no brand style's", "Confidence": 0.96787, "X1": 0.18265, "Y1": 0.6652, "X2": 0.80815, "Y2": 0.665, "X3": 0.80815, "Y3": 0.6788, "X4": 0.18265, "Y4": 0.6788, "page": 0}, {"Word": "MDPH nicoline yield consistently increasec (all dark shading) or decreased (all light shading)", "Confidence": 0.93077, "X1": 0.18397, "Y1": 0.6812, "X2": 0.81209, "Y2": 0.681, "X3": 0.81209, "Y3": 0.6958, "X4": 0.18397, "Y4": 0.6948, "page": 0}, {"Word": "from one year to the next.", "Confidence": 0.986, "X1": 0.18265, "Y1": 0.6982, "X2": 0.35874, "Y2": 0.698, "X3": 0.35874, "Y3": 0.7108, "X4": 0.18265, "Y4": 0.7108, "page": 0}, {"Word": "As noted with Marlboro brand style year-to-year yield differences in Table 1, minor", "Confidence": 0.90577, "X1": 0.23259, "Y1": 0.7192, "X2": 0.78975, "Y2": 0.719, "X3": 0.78975, "Y3": 0.7328, "X4": 0.23259, "Y4": 0.7328, "page": 0}, {"Word": "differences n Basic brand style MDPH nicotine y elds measured to the hundredth mg, as seen", "Confidence": 0.91987, "X1": 0.18265, "Y1": 0.7362, "X2": 0.81997, "Y2": 0.736, "X3": 0.81997, "Y3": 0.7498, "X4": 0.18265, "Y4": 0.7498, "page": 0}, {"Word": "for example in Figure 4, would not be apparent when those yields were reported to the tenth", "Confidence": 0.97259, "X1": 0.18397, "Y1": 0.7522, "X2": 0.80815, "Y2": 0.752, "X3": 0.80815, "Y3": 0.7648, "X4": 0.18397, "Y4": 0.7648, "page": 0}, {"Word": "mg. Therefore. these minor ycar-to-year measured increases or decreases such as seen in", "Confidence": 0.79785, "X1": 0.18397, "Y1": 0.7682, "X2": 0.80683, "Y2": 0.768, "X3": 0.80683, "Y3": 0.7818, "X4": 0.18397, "Y4": 0.7818, "page": 0}, {"Word": "Figure 4 may nol be shaced (i.e ., not differenl) in Table 2. For example, measured MDPH", "Confidence": 0.90082, "X1": 0.18134, "Y1": 0.7832, "X2": 0.79369, "Y2": 0.783, "X3": 0.79369, "Y3": 0.7968, "X4": 0.18134, "Y4": 0.7978, "page": 0}, {"Word": "nicotine yields for Basic Ultra Lights Soft Pack in years 1998 through 2003 were 1.12, 1.11,", "Confidence": 0.9275, "X1": 0.18134, "Y1": 0.7982, "X2": 0.79763, "Y2": 0.798, "X3": 0.79763, "Y3": 0.8128, "X4": 0.18134, "Y4": 0.8138, "page": 0}, {"Word": "1.09, 1.07 1.13, and 1.10 mg, respectively Because these yields were rounded 10 1.1 mg for", "Confidence": 0.89206, "X1": 0.1866, "Y1": 0.8142, "X2": 0.8226, "Y2": 0.814, "X3": 0.8226, "Y3": 0.8298, "X4": 0.1866, "Y4": 0.8298, "page": 0}, {"Word": "page 7 of 12", "Confidence": 0.99275, "X1": 0.44152, "Y1": 0.8522, "X2": 0.52562, "Y2": 0.852, "X3": 0.52694, "Y3": 0.8658, "X4": 0.44152, "Y4": 0.8688, "page": 0}, {"Word": "3117138008", "Confidence": 0.995, "X1": 0.82917, "Y1": 0.9422, "X2": 0.95664, "Y2": 0.942, "X3": 0.95664, "Y3": 0.9578, "X4": 0.82917, "Y4": 0.9588, "page": 0}, {"Word": "3117138008", "Confidence": 0.855, "X1": 0.02628, "Y1": 0.9852, "X2": 0.12615, "Y2": 0.985, "X3": 0.12615, "Y3": 0.9978, "X4": 0.02628, "Y4": 0.9968, "page": 0}], "words_data": [{"Word": "MDPH", "Confidence": 0.621, "X1": 0.3364, "Y1": 0.1742, "X2": 0.37319, "Y2": 0.174, "X3": 0.37319, "Y3": 0.1858, "X4": 0.3364, "Y4": 0.1858, "page": 0, "Index": 0}, {"Word": "Nicotine", "Confidence": 0.932, "X1": 0.37714, "Y1": 0.1742, "X2": 0.42707, "Y2": 0.174, "X3": 0.42707, "Y3": 0.1848, "X4": 0.37714, "Y4": 0.1858, "page": 0, "Index": 1}, {"Word": "Yields", "Confidence": 0.965, "X1": 0.43101, "Y1": 0.1752, "X2": 0.46781, "Y2": 0.175, "X3": 0.46649, "Y3": 0.1858, "X4": 0.43101, "Y4": 0.1848, "page": 0, "Index": 2}, {"Word": "of", "Confidence": 0.914, "X1": 0.47043, "Y1": 0.1752, "X2": 0.48357, "Y2": 0.175, "X3": 0.48357, "Y3": 0.1858, "X4": 0.47043, "Y4": 0.1858, "page": 0, "Index": 3}, {"Word": "Basic", "Confidence": 0.685, "X1": 0.4862, "Y1": 0.1752, "X2": 0.52037, "Y2": 0.175, "X3": 0.51905, "Y3": 0.1858, "X4": 0.4862, "Y4": 0.1858, "page": 0, "Index": 4}, {"Word": "Brand", "Confidence": 0.997, "X1": 0.523, "Y1": 0.1752, "X2": 0.55979, "Y2": 0.175, "X3": 0.55848, "Y3": 0.1858, "X4": 0.523, "Y4": 0.1858, "page": 0, "Index": 5}, {"Word": "Styles", "Confidence": 0.961, "X1": 0.56242, "Y1": 0.1742, "X2": 0.60184, "Y2": 0.174, "X3": 0.60184, "Y3": 0.1868, "X4": 0.56242, "Y4": 0.1858, "page": 0, "Index": 6}, {"Word": "as", "Confidence": 0.925, "X1": 0.35611, "Y1": 0.1872, "X2": 0.36662, "Y2": 0.187, "X3": 0.36662, "Y3": 0.1968, "X4": 0.35611, "Y4": 0.1968, "page": 0, "Index": 7}, {"Word": "measured", "Confidence": 0.848, "X1": 0.36925, "Y1": 0.1872, "X2": 0.42576, "Y2": 0.187, "X3": 0.42444, "Y3": 0.1968, "X4": 0.36925, "Y4": 0.1968, "page": 0, "Index": 8}, {"Word": "to", "Confidence": 0.678, "X1": 0.42838, "Y1": 0.1872, "X2": 0.44021, "Y2": 0.187, "X3": 0.4389, "Y3": 0.1968, "X4": 0.42707, "Y4": 0.1968, "page": 0, "Index": 9}, {"Word": "the", "Confidence": 0.998, "X1": 0.44284, "Y1": 0.1872, "X2": 0.45992, "Y2": 0.187, "X3": 0.45861, "Y3": 0.1968, "X4": 0.44152, "Y4": 0.1968, "page": 0, "Index": 10}, {"Word": "hundreth", "Confidence": 0.962, "X1": 0.46255, "Y1": 0.1872, "X2": 0.5138, "Y2": 0.187, "X3": 0.51248, "Y3": 0.1968, "X4": 0.46124, "Y4": 0.1968, "page": 0, "Index": 11}, {"Word": "mg", "Confidence": 0.955, "X1": 0.51643, "Y1": 0.1872, "X2": 0.53614, "Y2": 0.187, "X3": 0.53351, "Y3": 0.1968, "X4": 0.51511, "Y4": 0.1968, "page": 0, "Index": 12}, {"Word": "nicotine", "Confidence": 0.642, "X1": 0.53876, "Y1": 0.1872, "X2": 0.58476, "Y2": 0.187, "X3": 0.58213, "Y3": 0.1978, "X4": 0.53614, "Y4": 0.1968, "page": 0, "Index": 13}, {"Word": "2.40", "Confidence": 0.606, "X1": 0.2339, "Y1": 0.1982, "X2": 0.2523, "Y2": 0.198, "X3": 0.2523, "Y3": 0.2048, "X4": 0.2339, "Y4": 0.2048, "page": 0, "Index": 14}, {"Word": "-", "Confidence": 0.807, "X1": 0.2615, "Y1": 0.2132, "X2": 0.2615, "Y2": 0.213, "X3": 0.25624, "Y3": 0.2128, "X4": 0.25624, "Y4": 0.2108, "page": 0, "Index": 15}, {"Word": "2.20", "Confidence": 0.664, "X1": 0.23522, "Y1": 0.2232, "X2": 0.25361, "Y2": 0.223, "X3": 0.25361, "Y3": 0.2328, "X4": 0.23522, "Y4": 0.2318, "page": 0, "Index": 16}, {"Word": "mgrcigarette", "Confidence": 0.192, "X1": 0.21156, "Y1": 0.2552, "X2": 0.21156, "Y2": 0.255, "X3": 0.22208, "Y3": 0.2548, "X4": 0.22208, "Y4": 0.3018, "page": 0, "Index": 17}, {"Word": "2.00", "Confidence": 0.69, "X1": 0.23127, "Y1": 0.2492, "X2": 0.25361, "Y2": 0.249, "X3": 0.25493, "Y3": 0.2598, "X4": 0.23259, "Y4": 0.2598, "page": 0, "Index": 18}, {"Word": "-", "Confidence": 0.72, "X1": 0.65703, "Y1": 0.2652, "X2": 0.6636, "Y2": 0.265, "X3": 0.6636, "Y3": 0.2738, "X4": 0.65703, "Y4": 0.2738, "page": 0, "Index": 19}, {"Word": "n", "Confidence": 0.612, "X1": 0.66623, "Y1": 0.2652, "X2": 0.6728, "Y2": 0.265, "X3": 0.6728, "Y3": 0.2738, "X4": 0.66623, "Y4": 0.2738, "page": 0, "Index": 20}, {"Word": "-.", "Confidence": 0.164, "X1": 0.67674, "Y1": 0.2652, "X2": 0.68594, "Y2": 0.265, "X3": 0.68594, "Y3": 0.2738, "X4": 0.67674, "Y4": 0.2738, "page": 0, "Index": 21}, {"Word": "Dasik", "Confidence": 0.338, "X1": 0.68857, "Y1": 0.2652, "X2": 0.70959, "Y2": 0.265, "X3": 0.70828, "Y3": 0.2738, "X4": 0.68857, "Y4": 0.2738, "page": 0, "Index": 22}, {"Word": "F.I", "Confidence": 0.501, "X1": 0.71091, "Y1": 0.2652, "X2": 0.72799, "Y2": 0.265, "X3": 0.72799, "Y3": 0.2738, "X4": 0.71091, "Y4": 0.2738, "page": 0, "Index": 23}, {"Word": "\"lavor", "Confidence": 0.534, "X1": 0.73062, "Y1": 0.2652, "X2": 0.75427, "Y2": 0.265, "X3": 0.75427, "Y3": 0.2738, "X4": 0.7293, "Y4": 0.2738, "page": 0, "Index": 24}, {"Word": "100's", "Confidence": 0.634, "X1": 0.7569, "Y1": 0.2652, "X2": 0.77661, "Y2": 0.265, "X3": 0.7753, "Y3": 0.2738, "X4": 0.7569, "Y4": 0.2738, "page": 0, "Index": 25}, {"Word": "Dos", "Confidence": 0.608, "X1": 0.77792, "Y1": 0.2652, "X2": 0.79763, "Y2": 0.265, "X3": 0.79632, "Y3": 0.2738, "X4": 0.77792, "Y4": 0.2738, "page": 0, "Index": 26}, {"Word": "1.80", "Confidence": 0.714, "X1": 0.2339, "Y1": 0.2772, "X2": 0.2523, "Y2": 0.277, "X3": 0.25099, "Y3": 0.2868, "X4": 0.23259, "Y4": 0.2858, "page": 0, "Index": 27}, {"Word": "-+-Rwbl", "Confidence": 0.117, "X1": 0.66229, "Y1": 0.2842, "X2": 0.71353, "Y2": 0.284, "X3": 0.71222, "Y3": 0.2938, "X4": 0.66229, "Y4": 0.2938, "page": 0, "Index": 28}, {"Word": "kha\u00dfer", "Confidence": 0.011, "X1": 0.71616, "Y1": 0.2832, "X2": 0.75558, "Y2": 0.283, "X3": 0.75427, "Y3": 0.2938, "X4": 0.71485, "Y4": 0.2938, "page": 0, "Index": 29}, {"Word": "Nicotine,", "Confidence": 0.601, "X1": 0.21025, "Y1": 0.3042, "X2": 0.21156, "Y2": 0.304, "X3": 0.22208, "Y3": 0.3028, "X4": 0.22208, "Y4": 0.3348, "page": 0, "Index": 30}, {"Word": "WDPH", "Confidence": 0.642, "X1": 0.21025, "Y1": 0.3382, "X2": 0.21025, "Y2": 0.338, "X3": 0.22208, "Y3": 0.3378, "X4": 0.22208, "Y4": 0.3598, "page": 0, "Index": 31}, {"Word": "------------", "Confidence": 0.235, "X1": 0.26281, "Y1": 0.3372, "X2": 0.26281, "Y2": 0.337, "X3": 0.25756, "Y3": 0.3368, "X4": 0.25624, "Y4": 0.2478, "page": 0, "Index": 32}, {"Word": "Q", "Confidence": 0.463, "X1": 0.66886, "Y1": 0.3432, "X2": 0.67543, "Y2": 0.343, "X3": 0.67543, "Y3": 0.3518, "X4": 0.66754, "Y4": 0.3518, "page": 0, "Index": 33}, {"Word": "Basic", "Confidence": 0.998, "X1": 0.68725, "Y1": 0.3432, "X2": 0.70828, "Y2": 0.343, "X3": 0.70828, "Y3": 0.3518, "X4": 0.68725, "Y4": 0.3518, "page": 0, "Index": 34}, {"Word": "Ltre", "Confidence": 0.321, "X1": 0.71091, "Y1": 0.3432, "X2": 0.7293, "Y2": 0.343, "X3": 0.7293, "Y3": 0.3518, "X4": 0.71091, "Y4": 0.3518, "page": 0, "Index": 35}, {"Word": "Lichis", "Confidence": 0.382, "X1": 0.73193, "Y1": 0.3432, "X2": 0.7569, "Y2": 0.343, "X3": 0.75558, "Y3": 0.3518, "X4": 0.73062, "Y4": 0.3518, "page": 0, "Index": 36}, {"Word": "ICCs", "Confidence": 0.984, "X1": 0.75953, "Y1": 0.3432, "X2": 0.77924, "Y2": 0.343, "X3": 0.77924, "Y3": 0.3518, "X4": 0.75821, "Y4": 0.3518, "page": 0, "Index": 37}, {"Word": "\u00e4uft", "Confidence": 0.733, "X1": 0.78187, "Y1": 0.3432, "X2": 0.79763, "Y2": 0.343, "X3": 0.79632, "Y3": 0.3518, "X4": 0.78187, "Y4": 0.3518, "page": 0, "Index": 38}, {"Word": "Pacx", "Confidence": 0.115, "X1": 0.79895, "Y1": 0.3432, "X2": 0.8226, "Y2": 0.343, "X3": 0.8226, "Y3": 0.3528, "X4": 0.79895, "Y4": 0.3528, "page": 0, "Index": 39}, {"Word": "1.20", "Confidence": 0.922, "X1": 0.2339, "Y1": 0.3562, "X2": 0.25361, "Y2": 0.356, "X3": 0.25361, "Y3": 0.3658, "X4": 0.2339, "Y4": 0.3658, "page": 0, "Index": 40}, {"Word": "1.00", "Confidence": 0.905, "X1": 0.2339, "Y1": 0.3832, "X2": 0.25361, "Y2": 0.383, "X3": 0.25361, "Y3": 0.3918, "X4": 0.2339, "Y4": 0.3918, "page": 0, "Index": 41}, {"Word": "1999", "Confidence": 0.795, "X1": 0.30092, "Y1": 0.4232, "X2": 0.32326, "Y2": 0.423, "X3": 0.32194, "Y3": 0.4288, "X4": 0.30092, "Y4": 0.4298, "page": 0, "Index": 42}, {"Word": "R", "Confidence": 0.049, "X1": 0.42313, "Y1": 0.4202, "X2": 0.43101, "Y2": 0.42, "X3": 0.4297, "Y3": 0.4298, "X4": 0.42181, "Y4": 0.4298, "page": 0, "Index": 43}, {"Word": "2008", "Confidence": 0.615, "X1": 0.44152, "Y1": 0.4202, "X2": 0.46518, "Y2": 0.42, "X3": 0.46518, "Y3": 0.4308, "X4": 0.44021, "Y4": 0.4298, "page": 0, "Index": 44}, {"Word": "2004", "Confidence": 0.608, "X1": 0.477, "Y1": 0.4202, "X2": 0.50197, "Y2": 0.42, "X3": 0.50197, "Y3": 0.4308, "X4": 0.47569, "Y4": 0.4308, "page": 0, "Index": 45}, {"Word": "05", "Confidence": 0.042, "X1": 0.52562, "Y1": 0.4192, "X2": 0.53614, "Y2": 0.419, "X3": 0.53614, "Y3": 0.4298, "X4": 0.52562, "Y4": 0.4288, "page": 0, "Index": 46}, {"Word": "2008", "Confidence": 0.603, "X1": 0.54665, "Y1": 0.4202, "X2": 0.57162, "Y2": 0.42, "X3": 0.57162, "Y3": 0.4298, "X4": 0.54665, "Y4": 0.4298, "page": 0, "Index": 47}, {"Word": "2007", "Confidence": 0.795, "X1": 0.58081, "Y1": 0.4202, "X2": 0.60578, "Y2": 0.42, "X3": 0.60578, "Y3": 0.4298, "X4": 0.58081, "Y4": 0.4298, "page": 0, "Index": 48}, {"Word": "2008", "Confidence": 0.571, "X1": 0.61761, "Y1": 0.4212, "X2": 0.64126, "Y2": 0.421, "X3": 0.64126, "Y3": 0.4298, "X4": 0.61761, "Y4": 0.4298, "page": 0, "Index": 49}, {"Word": "MDPII", "Confidence": 0.629, "X1": 0.39947, "Y1": 0.4332, "X2": 0.4297, "Y2": 0.433, "X3": 0.42838, "Y3": 0.4438, "X4": 0.39947, "Y4": 0.4438, "page": 0, "Index": 50}, {"Word": "Reporting", "Confidence": 0.625, "X1": 0.43233, "Y1": 0.4332, "X2": 0.48095, "Y2": 0.433, "X3": 0.47963, "Y3": 0.4438, "X4": 0.43101, "Y4": 0.4438, "page": 0, "Index": 51}, {"Word": "Year", "Confidence": 0.612, "X1": 0.48357, "Y1": 0.4342, "X2": 0.50986, "Y2": 0.434, "X3": 0.50854, "Y3": 0.4438, "X4": 0.48226, "Y4": 0.4438, "page": 0, "Index": 52}, {"Word": "Figure", "Confidence": 0.825, "X1": 0.18528, "Y1": 0.4662, "X2": 0.22208, "Y2": 0.466, "X3": 0.22208, "Y3": 0.4788, "X4": 0.18528, "Y4": 0.4788, "page": 0, "Index": 53}, {"Word": "4.", "Confidence": 0.962, "X1": 0.2247, "Y1": 0.4662, "X2": 0.23916, "Y2": 0.466, "X3": 0.23916, "Y3": 0.4788, "X4": 0.22602, "Y4": 0.4788, "page": 0, "Index": 54}, {"Word": "Mcasurce", "Confidence": 0.637, "X1": 0.24179, "Y1": 0.4662, "X2": 0.29698, "Y2": 0.466, "X3": 0.29698, "Y3": 0.4788, "X4": 0.2431, "Y4": 0.4788, "page": 0, "Index": 55}, {"Word": "MDPH", "Confidence": 0.976, "X1": 0.30092, "Y1": 0.4662, "X2": 0.33771, "Y2": 0.466, "X3": 0.33771, "Y3": 0.4788, "X4": 0.30092, "Y4": 0.4788, "page": 0, "Index": 56}, {"Word": "Nicotine", "Confidence": 0.452, "X1": 0.34166, "Y1": 0.4662, "X2": 0.38633, "Y2": 0.466, "X3": 0.38633, "Y3": 0.4788, "X4": 0.34166, "Y4": 0.4788, "page": 0, "Index": 57}, {"Word": "yiolds", "Confidence": 0.886, "X1": 0.38896, "Y1": 0.4662, "X2": 0.4205, "Y2": 0.466, "X3": 0.42181, "Y3": 0.4788, "X4": 0.39028, "Y4": 0.4788, "page": 0, "Index": 58}, {"Word": "for", "Confidence": 0.992, "X1": 0.42444, "Y1": 0.4662, "X2": 0.4389, "Y2": 0.466, "X3": 0.4389, "Y3": 0.4788, "X4": 0.42444, "Y4": 0.4788, "page": 0, "Index": 59}, {"Word": "illustrative", "Confidence": 0.772, "X1": 0.44284, "Y1": 0.4662, "X2": 0.49671, "Y2": 0.466, "X3": 0.49803, "Y3": 0.4788, "X4": 0.44284, "Y4": 0.4788, "page": 0, "Index": 60}, {"Word": "Basic", "Confidence": 0.955, "X1": 0.50066, "Y1": 0.4662, "X2": 0.53088, "Y2": 0.466, "X3": 0.53088, "Y3": 0.4788, "X4": 0.50066, "Y4": 0.4788, "page": 0, "Index": 61}, {"Word": "brand", "Confidence": 0.968, "X1": 0.53482, "Y1": 0.4662, "X2": 0.56767, "Y2": 0.466, "X3": 0.56767, "Y3": 0.4788, "X4": 0.53482, "Y4": 0.4788, "page": 0, "Index": 62}, {"Word": "stylos", "Confidence": 0.233, "X1": 0.5703, "Y1": 0.4662, "X2": 0.60184, "Y2": 0.466, "X3": 0.60184, "Y3": 0.4788, "X4": 0.5703, "Y4": 0.4788, "page": 0, "Index": 63}, {"Word": "for", "Confidence": 0.955, "X1": 0.60578, "Y1": 0.4662, "X2": 0.62024, "Y2": 0.466, "X3": 0.62024, "Y3": 0.4788, "X4": 0.60578, "Y4": 0.4788, "page": 0, "Index": 64}, {"Word": "each", "Confidence": 0.628, "X1": 0.62286, "Y1": 0.4662, "X2": 0.65046, "Y2": 0.466, "X3": 0.65046, "Y3": 0.4788, "X4": 0.62286, "Y4": 0.4788, "page": 0, "Index": 65}, {"Word": "year", "Confidence": 0.392, "X1": 0.65309, "Y1": 0.4662, "X2": 0.67806, "Y2": 0.466, "X3": 0.67806, "Y3": 0.4788, "X4": 0.6544, "Y4": 0.4788, "page": 0, "Index": 66}, {"Word": "from", "Confidence": 0.174, "X1": 0.682, "Y1": 0.4662, "X2": 0.70565, "Y2": 0.466, "X3": 0.70565, "Y3": 0.4788, "X4": 0.682, "Y4": 0.4788, "page": 0, "Index": 67}, {"Word": "\"908", "Confidence": 0.258, "X1": 0.71091, "Y1": 0.4662, "X2": 0.7385, "Y2": 0.466, "X3": 0.7385, "Y3": 0.4788, "X4": 0.71091, "Y4": 0.4788, "page": 0, "Index": 68}, {"Word": "-", "Confidence": 0.995, "X1": 0.74113, "Y1": 0.4662, "X2": 0.74639, "Y2": 0.466, "X3": 0.74639, "Y3": 0.4788, "X4": 0.74113, "Y4": 0.4788, "page": 0, "Index": 69}, {"Word": "2008.", "Confidence": 0.981, "X1": 0.74901, "Y1": 0.4662, "X2": 0.78318, "Y2": 0.466, "X3": 0.78318, "Y3": 0.4788, "X4": 0.74901, "Y4": 0.4788, "page": 0, "Index": 70}, {"Word": "Eror", "Confidence": 0.962, "X1": 0.78581, "Y1": 0.4662, "X2": 0.81866, "Y2": 0.466, "X3": 0.81866, "Y3": 0.4788, "X4": 0.78581, "Y4": 0.4788, "page": 0, "Index": 71}, {"Word": "bars", "Confidence": 0.987, "X1": 0.18397, "Y1": 0.4792, "X2": 0.21025, "Y2": 0.479, "X3": 0.20894, "Y3": 0.4908, "X4": 0.18265, "Y4": 0.4908, "page": 0, "Index": 72}, {"Word": "are", "Confidence": 0.998, "X1": 0.21288, "Y1": 0.4782, "X2": 0.22996, "Y2": 0.478, "X3": 0.22865, "Y3": 0.4908, "X4": 0.21156, "Y4": 0.4908, "page": 0, "Index": 73}, {"Word": "(1/", "Confidence": 0.835, "X1": 0.23259, "Y1": 0.4782, "X2": 0.24704, "Y2": 0.478, "X3": 0.24573, "Y3": 0.4908, "X4": 0.23127, "Y4": 0.4908, "page": 0, "Index": 74}, {"Word": "-;", "Confidence": 0.214, "X1": 0.24967, "Y1": 0.4782, "X2": 0.25624, "Y2": 0.478, "X3": 0.25493, "Y3": 0.4908, "X4": 0.24836, "Y4": 0.4908, "page": 0, "Index": 75}, {"Word": "one", "Confidence": 0.555, "X1": 0.26018, "Y1": 0.4782, "X2": 0.28121, "Y2": 0.478, "X3": 0.27989, "Y3": 0.4908, "X4": 0.25887, "Y4": 0.4908, "page": 0, "Index": 76}, {"Word": "standard", "Confidence": 0.955, "X1": 0.28384, "Y1": 0.4782, "X2": 0.33246, "Y2": 0.478, "X3": 0.33246, "Y3": 0.4908, "X4": 0.28252, "Y4": 0.4908, "page": 0, "Index": 77}, {"Word": "deviation", "Confidence": 0.541, "X1": 0.3364, "Y1": 0.4782, "X2": 0.38633, "Y2": 0.478, "X3": 0.38502, "Y3": 0.4908, "X4": 0.33509, "Y4": 0.4908, "page": 0, "Index": 78}, {"Word": "o\"", "Confidence": 0.386, "X1": 0.38896, "Y1": 0.4782, "X2": 0.39947, "Y2": 0.478, "X3": 0.39947, "Y3": 0.4908, "X4": 0.38765, "Y4": 0.4908, "page": 0, "Index": 79}, {"Word": "the", "Confidence": 0.998, "X1": 0.40342, "Y1": 0.4782, "X2": 0.42181, "Y2": 0.478, "X3": 0.4205, "Y3": 0.4908, "X4": 0.4021, "Y4": 0.4908, "page": 0, "Index": 80}, {"Word": "20", "Confidence": 0.996, "X1": 0.42444, "Y1": 0.4782, "X2": 0.43758, "Y2": 0.478, "X3": 0.43758, "Y3": 0.4908, "X4": 0.42313, "Y4": 0.4908, "page": 0, "Index": 81}, {"Word": "machine", "Confidence": 0.995, "X1": 0.44152, "Y1": 0.4782, "X2": 0.48752, "Y2": 0.478, "X3": 0.48752, "Y3": 0.4908, "X4": 0.44021, "Y4": 0.4908, "page": 0, "Index": 82}, {"Word": "port", "Confidence": 0.966, "X1": 0.49146, "Y1": 0.4782, "X2": 0.5138, "Y2": 0.478, "X3": 0.51248, "Y3": 0.4908, "X4": 0.49014, "Y4": 0.4908, "page": 0, "Index": 83}, {"Word": "y", "Confidence": 0.991, "X1": 0.51643, "Y1": 0.4782, "X2": 0.52168, "Y2": 0.478, "X3": 0.52168, "Y3": 0.4908, "X4": 0.51643, "Y4": 0.4908, "page": 0, "Index": 84}, {"Word": "elds,", "Confidence": 0.61, "X1": 0.52562, "Y1": 0.4782, "X2": 0.55191, "Y2": 0.478, "X3": 0.55059, "Y3": 0.4908, "X4": 0.52431, "Y4": 0.4908, "page": 0, "Index": 85}, {"Word": "3", "Confidence": 0.921, "X1": 0.55453, "Y1": 0.4782, "X2": 0.56242, "Y2": 0.478, "X3": 0.5611, "Y3": 0.4908, "X4": 0.55453, "Y4": 0.4908, "page": 0, "Index": 86}, {"Word": "cigarettes", "Confidence": 0.942, "X1": 0.56505, "Y1": 0.4782, "X2": 0.61892, "Y2": 0.478, "X3": 0.61761, "Y3": 0.4908, "X4": 0.56505, "Y4": 0.4908, "page": 0, "Index": 87}, {"Word": "per", "Confidence": 0.631, "X1": 0.62155, "Y1": 0.4782, "X2": 0.63995, "Y2": 0.478, "X3": 0.63863, "Y3": 0.4908, "X4": 0.62155, "Y4": 0.4908, "page": 0, "Index": 88}, {"Word": "pet,", "Confidence": 0.626, "X1": 0.64258, "Y1": 0.4782, "X2": 0.66886, "Y2": 0.478, "X3": 0.66754, "Y3": 0.4908, "X4": 0.64258, "Y4": 0.4908, "page": 0, "Index": 89}, {"Word": "which", "Confidence": 0.176, "X1": 0.67148, "Y1": 0.4782, "X2": 0.70434, "Y2": 0.478, "X3": 0.70302, "Y3": 0.4908, "X4": 0.67148, "Y4": 0.4908, "page": 0, "Index": 90}, {"Word": "were", "Confidence": 0.971, "X1": 0.70696, "Y1": 0.4782, "X2": 0.73456, "Y2": 0.478, "X3": 0.73456, "Y3": 0.4908, "X4": 0.70565, "Y4": 0.4908, "page": 0, "Index": 91}, {"Word": "averaged", "Confidence": 0.656, "X1": 0.73719, "Y1": 0.4782, "X2": 0.78975, "Y2": 0.478, "X3": 0.78975, "Y3": 0.4908, "X4": 0.73719, "Y4": 0.4908, "page": 0, "Index": 92}, {"Word": "fo\"", "Confidence": 0.151, "X1": 0.79238, "Y1": 0.4782, "X2": 0.8134, "Y2": 0.478, "X3": 0.8134, "Y3": 0.4908, "X4": 0.79238, "Y4": 0.4908, "page": 0, "Index": 93}, {"Word": "each", "Confidence": 0.489, "X1": 0.18528, "Y1": 0.4902, "X2": 0.21288, "Y2": 0.49, "X3": 0.21025, "Y3": 0.5028, "X4": 0.18265, "Y4": 0.5028, "page": 0, "Index": 94}, {"Word": "brand", "Confidence": 0.988, "X1": 0.21551, "Y1": 0.4902, "X2": 0.24704, "Y2": 0.49, "X3": 0.24573, "Y3": 0.5028, "X4": 0.21419, "Y4": 0.5028, "page": 0, "Index": 95}, {"Word": "style's", "Confidence": 0.871, "X1": 0.25099, "Y1": 0.4902, "X2": 0.28515, "Y2": 0.49, "X3": 0.28384, "Y3": 0.5028, "X4": 0.24836, "Y4": 0.5028, "page": 0, "Index": 96}, {"Word": "y", "Confidence": 1, "X1": 0.28909, "Y1": 0.4902, "X2": 0.29435, "Y2": 0.49, "X3": 0.29304, "Y3": 0.5028, "X4": 0.28647, "Y4": 0.5028, "page": 0, "Index": 97}, {"Word": "air:", "Confidence": 0.507, "X1": 0.29698, "Y1": 0.4902, "X2": 0.32194, "Y2": 0.49, "X3": 0.32063, "Y3": 0.5028, "X4": 0.29566, "Y4": 0.5028, "page": 0, "Index": 98}, {"Word": "Viachir", "Confidence": 0.226, "X1": 0.32589, "Y1": 0.4902, "X2": 0.36268, "Y2": 0.49, "X3": 0.36137, "Y3": 0.5028, "X4": 0.32326, "Y4": 0.5028, "page": 0, "Index": 99}, {"Word": "a", "Confidence": 0.824, "X1": 0.36531, "Y1": 0.4902, "X2": 0.37057, "Y2": 0.49, "X3": 0.36925, "Y3": 0.5028, "X4": 0.36399, "Y4": 0.5028, "page": 0, "Index": 100}, {"Word": "smoking", "Confidence": 0.542, "X1": 0.37451, "Y1": 0.4902, "X2": 0.4205, "Y2": 0.49, "X3": 0.41919, "Y3": 0.5028, "X4": 0.37319, "Y4": 0.5028, "page": 0, "Index": 101}, {"Word": "was", "Confidence": 1, "X1": 0.42313, "Y1": 0.4902, "X2": 0.44678, "Y2": 0.49, "X3": 0.44547, "Y3": 0.5028, "X4": 0.42181, "Y4": 0.5028, "page": 0, "Index": 102}, {"Word": "according", "Confidence": 0.996, "X1": 0.45072, "Y1": 0.4902, "X2": 0.5046, "Y2": 0.49, "X3": 0.50329, "Y3": 0.5028, "X4": 0.44941, "Y4": 0.5028, "page": 0, "Index": 103}, {"Word": "to", "Confidence": 1, "X1": 0.50723, "Y1": 0.4902, "X2": 0.51774, "Y2": 0.49, "X3": 0.51643, "Y3": 0.5028, "X4": 0.50591, "Y4": 0.5028, "page": 0, "Index": 104}, {"Word": "the", "Confidence": 1, "X1": 0.52037, "Y1": 0.4902, "X2": 0.53876, "Y2": 0.49, "X3": 0.53745, "Y3": 0.5028, "X4": 0.51905, "Y4": 0.5028, "page": 0, "Index": 105}, {"Word": "protocol", "Confidence": 1, "X1": 0.54139, "Y1": 0.4902, "X2": 0.58607, "Y2": 0.49, "X3": 0.58607, "Y3": 0.5028, "X4": 0.54139, "Y4": 0.5028, "page": 0, "Index": 106}, {"Word": "prescribed", "Confidence": 1, "X1": 0.59001, "Y1": 0.4902, "X2": 0.64783, "Y2": 0.49, "X3": 0.64652, "Y3": 0.5028, "X4": 0.5887, "Y4": 0.5028, "page": 0, "Index": 107}, {"Word": "by", "Confidence": 1, "X1": 0.65177, "Y1": 0.4902, "X2": 0.6636, "Y2": 0.49, "X3": 0.66229, "Y3": 0.5018, "X4": 0.65046, "Y4": 0.5028, "page": 0, "Index": 108}, {"Word": "the", "Confidence": 1, "X1": 0.66754, "Y1": 0.4902, "X2": 0.68594, "Y2": 0.49, "X3": 0.68463, "Y3": 0.5018, "X4": 0.66623, "Y4": 0.5018, "page": 0, "Index": 109}, {"Word": "VDFH", "Confidence": 0.861, "X1": 0.68988, "Y1": 0.4902, "X2": 0.72668, "Y2": 0.49, "X3": 0.72536, "Y3": 0.5018, "X4": 0.68857, "Y4": 0.5018, "page": 0, "Index": 110}, {"Word": "Table", "Confidence": 0.994, "X1": 0.23522, "Y1": 0.5382, "X2": 0.27201, "Y2": 0.538, "X3": 0.27201, "Y3": 0.5518, "X4": 0.23522, "Y4": 0.5518, "page": 0, "Index": 111}, {"Word": "2", "Confidence": 0.998, "X1": 0.27595, "Y1": 0.5382, "X2": 0.28515, "Y2": 0.538, "X3": 0.28515, "Y3": 0.5518, "X4": 0.27595, "Y4": 0.5518, "page": 0, "Index": 112}, {"Word": "contains", "Confidence": 0.993, "X1": 0.28778, "Y1": 0.5382, "X2": 0.3456, "Y2": 0.538, "X3": 0.3456, "Y3": 0.5518, "X4": 0.28778, "Y4": 0.5518, "page": 0, "Index": 113}, {"Word": "the", "Confidence": 0.995, "X1": 0.34954, "Y1": 0.5382, "X2": 0.37057, "Y2": 0.538, "X3": 0.37057, "Y3": 0.5518, "X4": 0.34954, "Y4": 0.5518, "page": 0, "Index": 114}, {"Word": "MDPH", "Confidence": 0.958, "X1": 0.37319, "Y1": 0.5382, "X2": 0.41919, "Y2": 0.538, "X3": 0.41919, "Y3": 0.5518, "X4": 0.37319, "Y4": 0.5518, "page": 0, "Index": 115}, {"Word": "nicotine", "Confidence": 0.781, "X1": 0.42444, "Y1": 0.5382, "X2": 0.477, "Y2": 0.538, "X3": 0.47569, "Y3": 0.5528, "X4": 0.42444, "Y4": 0.5518, "page": 0, "Index": 116}, {"Word": "yields", "Confidence": 0.993, "X1": 0.47963, "Y1": 0.5382, "X2": 0.51905, "Y2": 0.538, "X3": 0.51905, "Y3": 0.5528, "X4": 0.47963, "Y4": 0.5528, "page": 0, "Index": 117}, {"Word": "for", "Confidence": 0.998, "X1": 0.523, "Y1": 0.5382, "X2": 0.54139, "Y2": 0.538, "X3": 0.54139, "Y3": 0.5528, "X4": 0.523, "Y4": 0.5528, "page": 0, "Index": 118}, {"Word": "all", "Confidence": 0.997, "X1": 0.54534, "Y1": 0.5382, "X2": 0.5611, "Y2": 0.538, "X3": 0.5611, "Y3": 0.5528, "X4": 0.54534, "Y4": 0.5528, "page": 0, "Index": 119}, {"Word": "Basic", "Confidence": 0.995, "X1": 0.56505, "Y1": 0.5382, "X2": 0.60184, "Y2": 0.538, "X3": 0.60053, "Y3": 0.5528, "X4": 0.56505, "Y4": 0.5528, "page": 0, "Index": 120}, {"Word": "brand", "Confidence": 0.997, "X1": 0.60447, "Y1": 0.5392, "X2": 0.6452, "Y2": 0.539, "X3": 0.6452, "Y3": 0.5528, "X4": 0.60447, "Y4": 0.5528, "page": 0, "Index": 121}, {"Word": "styles", "Confidence": 0.996, "X1": 0.64915, "Y1": 0.5392, "X2": 0.68725, "Y2": 0.539, "X3": 0.68725, "Y3": 0.5528, "X4": 0.64915, "Y4": 0.5528, "page": 0, "Index": 122}, {"Word": "reported", "Confidence": 0.992, "X1": 0.6912, "Y1": 0.5392, "X2": 0.74901, "Y2": 0.539, "X3": 0.74901, "Y3": 0.5528, "X4": 0.6912, "Y4": 0.5528, "page": 0, "Index": 123}, {"Word": "to", "Confidence": 0.998, "X1": 0.75296, "Y1": 0.5392, "X2": 0.76741, "Y2": 0.539, "X3": 0.7661, "Y3": 0.5528, "X4": 0.75296, "Y4": 0.5528, "page": 0, "Index": 124}, {"Word": "the", "Confidence": 0.993, "X1": 0.77004, "Y1": 0.5392, "X2": 0.79501, "Y2": 0.539, "X3": 0.79501, "Y3": 0.5528, "X4": 0.77004, "Y4": 0.5528, "page": 0, "Index": 125}, {"Word": "MDPH", "Confidence": 0.983, "X1": 0.18397, "Y1": 0.5542, "X2": 0.22865, "Y2": 0.554, "X3": 0.22733, "Y3": 0.5678, "X4": 0.18265, "Y4": 0.5678, "page": 0, "Index": 126}, {"Word": "between", "Confidence": 0.914, "X1": 0.23259, "Y1": 0.5542, "X2": 0.29172, "Y2": 0.554, "X3": 0.29172, "Y3": 0.5678, "X4": 0.23127, "Y4": 0.5678, "page": 0, "Index": 127}, {"Word": "1998", "Confidence": 0.982, "X1": 0.29566, "Y1": 0.5542, "X2": 0.32983, "Y2": 0.554, "X3": 0.32852, "Y3": 0.5678, "X4": 0.29566, "Y4": 0.5678, "page": 0, "Index": 128}, {"Word": "and", "Confidence": 0.998, "X1": 0.33246, "Y1": 0.5542, "X2": 0.35874, "Y2": 0.554, "X3": 0.35742, "Y3": 0.5678, "X4": 0.33246, "Y4": 0.5678, "page": 0, "Index": 129}, {"Word": "2008.", "Confidence": 0.958, "X1": 0.36268, "Y1": 0.5542, "X2": 0.40473, "Y2": 0.554, "X3": 0.40473, "Y3": 0.5678, "X4": 0.36137, "Y4": 0.5678, "page": 0, "Index": 130}, {"Word": "Blank", "Confidence": 0.974, "X1": 0.40867, "Y1": 0.5542, "X2": 0.44809, "Y2": 0.554, "X3": 0.44678, "Y3": 0.5678, "X4": 0.40736, "Y4": 0.5678, "page": 0, "Index": 131}, {"Word": "cells", "Confidence": 0.903, "X1": 0.45072, "Y1": 0.5552, "X2": 0.48226, "Y2": 0.555, "X3": 0.48095, "Y3": 0.5678, "X4": 0.45072, "Y4": 0.5678, "page": 0, "Index": 132}, {"Word": "indicate", "Confidence": 0.626, "X1": 0.4862, "Y1": 0.5552, "X2": 0.53745, "Y2": 0.555, "X3": 0.53614, "Y3": 0.5678, "X4": 0.48489, "Y4": 0.5678, "page": 0, "Index": 133}, {"Word": "that", "Confidence": 0.58, "X1": 0.54139, "Y1": 0.5552, "X2": 0.56899, "Y2": 0.555, "X3": 0.56767, "Y3": 0.5678, "X4": 0.54008, "Y4": 0.5678, "page": 0, "Index": 134}, {"Word": "a", "Confidence": 0.981, "X1": 0.57162, "Y1": 0.5552, "X2": 0.58081, "Y2": 0.555, "X3": 0.58081, "Y3": 0.5678, "X4": 0.57162, "Y4": 0.5678, "page": 0, "Index": 135}, {"Word": "particular", "Confidence": 0.955, "X1": 0.58476, "Y1": 0.5552, "X2": 0.64783, "Y2": 0.555, "X3": 0.64652, "Y3": 0.5678, "X4": 0.58344, "Y4": 0.5678, "page": 0, "Index": 136}, {"Word": "brand", "Confidence": 0.996, "X1": 0.65177, "Y1": 0.5552, "X2": 0.68988, "Y2": 0.555, "X3": 0.68988, "Y3": 0.5678, "X4": 0.65046, "Y4": 0.5678, "page": 0, "Index": 137}, {"Word": "style", "Confidence": 0.996, "X1": 0.69382, "Y1": 0.5552, "X2": 0.72536, "Y2": 0.555, "X3": 0.72536, "Y3": 0.5678, "X4": 0.69251, "Y4": 0.5678, "page": 0, "Index": 138}, {"Word": "was", "Confidence": 0.998, "X1": 0.7293, "Y1": 0.5552, "X2": 0.7569, "Y2": 0.555, "X3": 0.75558, "Y3": 0.5678, "X4": 0.72799, "Y4": 0.5678, "page": 0, "Index": 139}, {"Word": "not", "Confidence": 0.935, "X1": 0.76084, "Y1": 0.5552, "X2": 0.78712, "Y2": 0.555, "X3": 0.78581, "Y3": 0.5678, "X4": 0.75953, "Y4": 0.5678, "page": 0, "Index": 140}, {"Word": "marketed", "Confidence": 0.95, "X1": 0.18397, "Y1": 0.5702, "X2": 0.24836, "Y2": 0.57, "X3": 0.24836, "Y3": 0.5838, "X4": 0.18397, "Y4": 0.5838, "page": 0, "Index": 141}, {"Word": "in", "Confidence": 0.998, "X1": 0.2523, "Y1": 0.5702, "X2": 0.26281, "Y2": 0.57, "X3": 0.26281, "Y3": 0.5838, "X4": 0.25099, "Y4": 0.5838, "page": 0, "Index": 142}, {"Word": "Massachusetts", "Confidence": 0.658, "X1": 0.26675, "Y1": 0.5702, "X2": 0.37057, "Y2": 0.57, "X3": 0.36925, "Y3": 0.5848, "X4": 0.26544, "Y4": 0.5838, "page": 0, "Index": 143}, {"Word": "in", "Confidence": 0.998, "X1": 0.37319, "Y1": 0.5702, "X2": 0.38502, "Y2": 0.57, "X3": 0.38502, "Y3": 0.5848, "X4": 0.37319, "Y4": 0.5848, "page": 0, "Index": 144}, {"Word": "that", "Confidence": 0.985, "X1": 0.38896, "Y1": 0.5702, "X2": 0.41656, "Y2": 0.57, "X3": 0.41524, "Y3": 0.5848, "X4": 0.38896, "Y4": 0.5848, "page": 0, "Index": 145}, {"Word": "reporting", "Confidence": 0.963, "X1": 0.41919, "Y1": 0.5702, "X2": 0.47963, "Y2": 0.57, "X3": 0.47963, "Y3": 0.5848, "X4": 0.41919, "Y4": 0.5848, "page": 0, "Index": 146}, {"Word": "year.", "Confidence": 0.955, "X1": 0.48357, "Y1": 0.5702, "X2": 0.52168, "Y2": 0.57, "X3": 0.52037, "Y3": 0.5848, "X4": 0.48226, "Y4": 0.5848, "page": 0, "Index": 147}, {"Word": "As", "Confidence": 0.891, "X1": 0.52431, "Y1": 0.5702, "X2": 0.54271, "Y2": 0.57, "X3": 0.54271, "Y3": 0.5848, "X4": 0.52431, "Y4": 0.5848, "page": 0, "Index": 148}, {"Word": "with", "Confidence": 0.988, "X1": 0.54665, "Y1": 0.5702, "X2": 0.57556, "Y2": 0.57, "X3": 0.57556, "Y3": 0.5848, "X4": 0.54534, "Y4": 0.5848, "page": 0, "Index": 149}, {"Word": "Table", "Confidence": 0.996, "X1": 0.5795, "Y1": 0.5702, "X2": 0.61761, "Y2": 0.57, "X3": 0.61761, "Y3": 0.5838, "X4": 0.57819, "Y4": 0.5848, "page": 0, "Index": 150}, {"Word": "1,", "Confidence": 0.886, "X1": 0.62155, "Y1": 0.5702, "X2": 0.63338, "Y2": 0.57, "X3": 0.63338, "Y3": 0.5838, "X4": 0.62155, "Y4": 0.5838, "page": 0, "Index": 151}, {"Word": "the", "Confidence": 0.998, "X1": 0.63732, "Y1": 0.5702, "X2": 0.65966, "Y2": 0.57, "X3": 0.65834, "Y3": 0.5838, "X4": 0.63732, "Y4": 0.5838, "page": 0, "Index": 152}, {"Word": "shading", "Confidence": 0.981, "X1": 0.6636, "Y1": 0.5702, "X2": 0.71616, "Y2": 0.57, "X3": 0.71485, "Y3": 0.5838, "X4": 0.66229, "Y4": 0.5838, "page": 0, "Index": 153}, {"Word": "in", "Confidence": 0.997, "X1": 0.72011, "Y1": 0.5702, "X2": 0.73456, "Y2": 0.57, "X3": 0.73325, "Y3": 0.5838, "X4": 0.71879, "Y4": 0.5838, "page": 0, "Index": 154}, {"Word": "Table", "Confidence": 0.996, "X1": 0.7385, "Y1": 0.5702, "X2": 0.77398, "Y2": 0.57, "X3": 0.77398, "Y3": 0.5838, "X4": 0.73719, "Y4": 0.5838, "page": 0, "Index": 155}, {"Word": "2", "Confidence": 0.997, "X1": 0.77792, "Y1": 0.5702, "X2": 0.78844, "Y2": 0.57, "X3": 0.78844, "Y3": 0.5838, "X4": 0.77661, "Y4": 0.5838, "page": 0, "Index": 156}, {"Word": "cells", "Confidence": 0.666, "X1": 0.18397, "Y1": 0.5862, "X2": 0.21551, "Y2": 0.586, "X3": 0.21419, "Y3": 0.5998, "X4": 0.18397, "Y4": 0.5998, "page": 0, "Index": 157}, {"Word": "indicates", "Confidence": 0.8, "X1": 0.21813, "Y1": 0.5862, "X2": 0.27989, "Y2": 0.586, "X3": 0.27858, "Y3": 0.6008, "X4": 0.21813, "Y4": 0.5998, "page": 0, "Index": 158}, {"Word": "the", "Confidence": 0.89, "X1": 0.28252, "Y1": 0.5862, "X2": 0.30486, "Y2": 0.586, "X3": 0.30486, "Y3": 0.6008, "X4": 0.28252, "Y4": 0.6008, "page": 0, "Index": 159}, {"Word": "Basic", "Confidence": 0.992, "X1": 0.3088, "Y1": 0.5862, "X2": 0.3456, "Y2": 0.586, "X3": 0.3456, "Y3": 0.6008, "X4": 0.30749, "Y4": 0.6008, "page": 0, "Index": 160}, {"Word": "brand", "Confidence": 0.997, "X1": 0.34954, "Y1": 0.5862, "X2": 0.38896, "Y2": 0.586, "X3": 0.38896, "Y3": 0.6008, "X4": 0.34954, "Y4": 0.6008, "page": 0, "Index": 161}, {"Word": "style's", "Confidence": 0.847, "X1": 0.3929, "Y1": 0.5862, "X2": 0.43495, "Y2": 0.586, "X3": 0.43495, "Y3": 0.6008, "X4": 0.3929, "Y4": 0.6008, "page": 0, "Index": 162}, {"Word": "MDPH", "Confidence": 0.982, "X1": 0.4389, "Y1": 0.5862, "X2": 0.48489, "Y2": 0.586, "X3": 0.48357, "Y3": 0.6008, "X4": 0.43758, "Y4": 0.6008, "page": 0, "Index": 163}, {"Word": "nicoline", "Confidence": 0.969, "X1": 0.48883, "Y1": 0.5862, "X2": 0.54139, "Y2": 0.586, "X3": 0.54139, "Y3": 0.6008, "X4": 0.48752, "Y4": 0.6008, "page": 0, "Index": 164}, {"Word": "yield", "Confidence": 0.659, "X1": 0.54534, "Y1": 0.5862, "X2": 0.57687, "Y2": 0.586, "X3": 0.57556, "Y3": 0.6008, "X4": 0.54402, "Y4": 0.6008, "page": 0, "Index": 165}, {"Word": "relative", "Confidence": 0.619, "X1": 0.58081, "Y1": 0.5862, "X2": 0.62943, "Y2": 0.586, "X3": 0.62943, "Y3": 0.6008, "X4": 0.5795, "Y4": 0.6008, "page": 0, "Index": 166}, {"Word": "to", "Confidence": 0.324, "X1": 0.63338, "Y1": 0.5862, "X2": 0.64652, "Y2": 0.586, "X3": 0.64652, "Y3": 0.6008, "X4": 0.63206, "Y4": 0.6008, "page": 0, "Index": 167}, {"Word": "the", "Confidence": 0.812, "X1": 0.65046, "Y1": 0.5872, "X2": 0.6728, "Y2": 0.587, "X3": 0.6728, "Y3": 0.6008, "X4": 0.65046, "Y4": 0.6008, "page": 0, "Index": 168}, {"Word": "previous", "Confidence": 0.857, "X1": 0.67674, "Y1": 0.5872, "X2": 0.73325, "Y2": 0.587, "X3": 0.73325, "Y3": 0.6008, "X4": 0.67543, "Y4": 0.6008, "page": 0, "Index": 169}, {"Word": "reporting", "Confidence": 0.62, "X1": 0.73719, "Y1": 0.5872, "X2": 0.80026, "Y2": 0.587, "X3": 0.79895, "Y3": 0.6008, "X4": 0.73719, "Y4": 0.6008, "page": 0, "Index": 170}, {"Word": "year.", "Confidence": 0.993, "X1": 0.18397, "Y1": 0.6032, "X2": 0.22339, "Y2": 0.603, "X3": 0.22208, "Y3": 0.6158, "X4": 0.18397, "Y4": 0.6158, "page": 0, "Index": 171}, {"Word": "For", "Confidence": 0.998, "X1": 0.22602, "Y1": 0.6032, "X2": 0.24967, "Y2": 0.603, "X3": 0.24967, "Y3": 0.6158, "X4": 0.22602, "Y4": 0.6158, "page": 0, "Index": 172}, {"Word": "any", "Confidence": 0.998, "X1": 0.25361, "Y1": 0.6032, "X2": 0.27858, "Y2": 0.603, "X3": 0.27727, "Y3": 0.6158, "X4": 0.2523, "Y4": 0.6158, "page": 0, "Index": 173}, {"Word": "particular", "Confidence": 0.991, "X1": 0.28121, "Y1": 0.6032, "X2": 0.34428, "Y2": 0.603, "X3": 0.34428, "Y3": 0.6158, "X4": 0.28121, "Y4": 0.6158, "page": 0, "Index": 174}, {"Word": "brand", "Confidence": 0.994, "X1": 0.34823, "Y1": 0.6032, "X2": 0.38765, "Y2": 0.603, "X3": 0.38765, "Y3": 0.6158, "X4": 0.34823, "Y4": 0.6158, "page": 0, "Index": 175}, {"Word": "style", "Confidence": 0.994, "X1": 0.39159, "Y1": 0.6032, "X2": 0.42313, "Y2": 0.603, "X3": 0.42313, "Y3": 0.6158, "X4": 0.39159, "Y4": 0.6158, "page": 0, "Index": 176}, {"Word": "yield,", "Confidence": 0.633, "X1": 0.42707, "Y1": 0.6032, "X2": 0.46255, "Y2": 0.603, "X3": 0.46255, "Y3": 0.6158, "X4": 0.42576, "Y4": 0.6158, "page": 0, "Index": 177}, {"Word": "light", "Confidence": 0.995, "X1": 0.46649, "Y1": 0.6032, "X2": 0.4954, "Y2": 0.603, "X3": 0.4954, "Y3": 0.6158, "X4": 0.46649, "Y4": 0.6158, "page": 0, "Index": 178}, {"Word": "shading", "Confidence": 0.669, "X1": 0.49934, "Y1": 0.6032, "X2": 0.55322, "Y2": 0.603, "X3": 0.55322, "Y3": 0.6158, "X4": 0.49934, "Y4": 0.6158, "page": 0, "Index": 179}, {"Word": "indicates", "Confidence": 0.991, "X1": 0.55716, "Y1": 0.6032, "X2": 0.61629, "Y2": 0.603, "X3": 0.61629, "Y3": 0.6158, "X4": 0.55585, "Y4": 0.6158, "page": 0, "Index": 180}, {"Word": "it", "Confidence": 0.997, "X1": 0.62024, "Y1": 0.6032, "X2": 0.62812, "Y2": 0.603, "X3": 0.62812, "Y3": 0.6158, "X4": 0.61892, "Y4": 0.6158, "page": 0, "Index": 181}, {"Word": "was", "Confidence": 0.996, "X1": 0.63206, "Y1": 0.6032, "X2": 0.65966, "Y2": 0.603, "X3": 0.65966, "Y3": 0.6158, "X4": 0.63075, "Y4": 0.6158, "page": 0, "Index": 182}, {"Word": "less", "Confidence": 0.961, "X1": 0.6636, "Y1": 0.6032, "X2": 0.6912, "Y2": 0.603, "X3": 0.6912, "Y3": 0.6158, "X4": 0.66229, "Y4": 0.6158, "page": 0, "Index": 183}, {"Word": "or", "Confidence": 0.994, "X1": 0.69514, "Y1": 0.6032, "X2": 0.70959, "Y2": 0.603, "X3": 0.70828, "Y3": 0.6158, "X4": 0.69382, "Y4": 0.6158, "page": 0, "Index": 184}, {"Word": "dark", "Confidence": 0.976, "X1": 0.71222, "Y1": 0.6032, "X2": 0.74376, "Y2": 0.603, "X3": 0.74244, "Y3": 0.6158, "X4": 0.71222, "Y4": 0.6158, "page": 0, "Index": 185}, {"Word": "shading", "Confidence": 0.995, "X1": 0.74639, "Y1": 0.6032, "X2": 0.80289, "Y2": 0.603, "X3": 0.80158, "Y3": 0.6158, "X4": 0.74639, "Y4": 0.6158, "page": 0, "Index": 186}, {"Word": "indicates", "Confidence": 0.949, "X1": 0.18528, "Y1": 0.6182, "X2": 0.24442, "Y2": 0.618, "X3": 0.2431, "Y3": 0.6318, "X4": 0.18397, "Y4": 0.6308, "page": 0, "Index": 187}, {"Word": "i:", "Confidence": 0.997, "X1": 0.24836, "Y1": 0.6182, "X2": 0.25624, "Y2": 0.618, "X3": 0.25493, "Y3": 0.6318, "X4": 0.24704, "Y4": 0.6318, "page": 0, "Index": 188}, {"Word": "was", "Confidence": 0.998, "X1": 0.25887, "Y1": 0.6182, "X2": 0.28909, "Y2": 0.618, "X3": 0.28778, "Y3": 0.6318, "X4": 0.25887, "Y4": 0.6318, "page": 0, "Index": 189}, {"Word": "greater", "Confidence": 0.627, "X1": 0.29172, "Y1": 0.6182, "X2": 0.34034, "Y2": 0.618, "X3": 0.33903, "Y3": 0.6318, "X4": 0.29172, "Y4": 0.6318, "page": 0, "Index": 190}, {"Word": "than", "Confidence": 0.652, "X1": 0.34297, "Y1": 0.6182, "X2": 0.37451, "Y2": 0.618, "X3": 0.37319, "Y3": 0.6318, "X4": 0.34297, "Y4": 0.6318, "page": 0, "Index": 191}, {"Word": "reported", "Confidence": 0.635, "X1": 0.37714, "Y1": 0.6182, "X2": 0.43495, "Y2": 0.618, "X3": 0.43364, "Y3": 0.6318, "X4": 0.37582, "Y4": 0.6318, "page": 0, "Index": 192}, {"Word": "in", "Confidence": 0.998, "X1": 0.43758, "Y1": 0.6182, "X2": 0.45072, "Y2": 0.618, "X3": 0.44941, "Y3": 0.6318, "X4": 0.43758, "Y4": 0.6318, "page": 0, "Index": 193}, {"Word": "the", "Confidence": 0.998, "X1": 0.45466, "Y1": 0.6182, "X2": 0.477, "Y2": 0.618, "X3": 0.47569, "Y3": 0.6318, "X4": 0.45335, "Y4": 0.6318, "page": 0, "Index": 194}, {"Word": "previous", "Confidence": 0.942, "X1": 0.47963, "Y1": 0.6182, "X2": 0.53876, "Y2": 0.618, "X3": 0.53745, "Y3": 0.6318, "X4": 0.47832, "Y4": 0.6318, "page": 0, "Index": 195}, {"Word": "year.", "Confidence": 0.957, "X1": 0.54271, "Y1": 0.6182, "X2": 0.58081, "Y2": 0.618, "X3": 0.5795, "Y3": 0.6318, "X4": 0.54139, "Y4": 0.6318, "page": 0, "Index": 196}, {"Word": "Yields", "Confidence": 0.607, "X1": 0.58476, "Y1": 0.6182, "X2": 0.62549, "Y2": 0.618, "X3": 0.62418, "Y3": 0.6318, "X4": 0.58213, "Y4": 0.6318, "page": 0, "Index": 197}, {"Word": "that", "Confidence": 0.991, "X1": 0.62812, "Y1": 0.6182, "X2": 0.65703, "Y2": 0.618, "X3": 0.65572, "Y3": 0.6318, "X4": 0.62681, "Y4": 0.6318, "page": 0, "Index": 198}, {"Word": "are", "Confidence": 0.896, "X1": 0.65966, "Y1": 0.6182, "X2": 0.682, "Y2": 0.618, "X3": 0.68068, "Y3": 0.6318, "X4": 0.65834, "Y4": 0.6318, "page": 0, "Index": 199}, {"Word": "not", "Confidence": 0.996, "X1": 0.68594, "Y1": 0.6182, "X2": 0.70696, "Y2": 0.618, "X3": 0.70565, "Y3": 0.6318, "X4": 0.68463, "Y4": 0.6318, "page": 0, "Index": 200}, {"Word": "shaded", "Confidence": 0.847, "X1": 0.71091, "Y1": 0.6182, "X2": 0.76216, "Y2": 0.618, "X3": 0.75953, "Y3": 0.6318, "X4": 0.70828, "Y4": 0.6318, "page": 0, "Index": 201}, {"Word": "were", "Confidence": 0.963, "X1": 0.76478, "Y1": 0.6182, "X2": 0.80026, "Y2": 0.618, "X3": 0.79895, "Y3": 0.6318, "X4": 0.76347, "Y4": 0.6318, "page": 0, "Index": 202}, {"Word": "either", "Confidence": 0.941, "X1": 0.18397, "Y1": 0.6342, "X2": 0.22339, "Y2": 0.634, "X3": 0.22208, "Y3": 0.6478, "X4": 0.18265, "Y4": 0.6478, "page": 0, "Index": 203}, {"Word": "unchanged", "Confidence": 0.994, "X1": 0.22733, "Y1": 0.6342, "X2": 0.30355, "Y2": 0.634, "X3": 0.30223, "Y3": 0.6478, "X4": 0.22602, "Y4": 0.6478, "page": 0, "Index": 204}, {"Word": "from", "Confidence": 0.115, "X1": 0.30618, "Y1": 0.6342, "X2": 0.33509, "Y2": 0.634, "X3": 0.33246, "Y3": 0.6478, "X4": 0.30486, "Y4": 0.6478, "page": 0, "Index": 205}, {"Word": "the", "Confidence": 0.935, "X1": 0.34034, "Y1": 0.6342, "X2": 0.36268, "Y2": 0.634, "X3": 0.36137, "Y3": 0.6478, "X4": 0.33903, "Y4": 0.6478, "page": 0, "Index": 206}, {"Word": "previous", "Confidence": 0.942, "X1": 0.36662, "Y1": 0.6342, "X2": 0.42444, "Y2": 0.634, "X3": 0.42313, "Y3": 0.6478, "X4": 0.36531, "Y4": 0.6478, "page": 0, "Index": 207}, {"Word": "year", "Confidence": 0.808, "X1": 0.42838, "Y1": 0.6342, "X2": 0.45729, "Y2": 0.634, "X3": 0.45598, "Y3": 0.6478, "X4": 0.42707, "Y4": 0.6478, "page": 0, "Index": 208}, {"Word": "or", "Confidence": 0.974, "X1": 0.46124, "Y1": 0.6342, "X2": 0.47569, "Y2": 0.634, "X3": 0.47438, "Y3": 0.6478, "X4": 0.45992, "Y4": 0.6478, "page": 0, "Index": 209}, {"Word": "there", "Confidence": 0.476, "X1": 0.47963, "Y1": 0.6342, "X2": 0.51511, "Y2": 0.634, "X3": 0.5138, "Y3": 0.6478, "X4": 0.47832, "Y4": 0.6478, "page": 0, "Index": 210}, {"Word": "were", "Confidence": 0.958, "X1": 0.51774, "Y1": 0.6342, "X2": 0.55191, "Y2": 0.634, "X3": 0.55059, "Y3": 0.6478, "X4": 0.51643, "Y4": 0.6478, "page": 0, "Index": 211}, {"Word": "no", "Confidence": 0.991, "X1": 0.55585, "Y1": 0.6342, "X2": 0.57293, "Y2": 0.634, "X3": 0.57162, "Y3": 0.6478, "X4": 0.55453, "Y4": 0.6478, "page": 0, "Index": 212}, {"Word": "previous", "Confidence": 0.959, "X1": 0.57687, "Y1": 0.6352, "X2": 0.63469, "Y2": 0.635, "X3": 0.63338, "Y3": 0.6478, "X4": 0.57556, "Y4": 0.6478, "page": 0, "Index": 213}, {"Word": "year", "Confidence": 0.892, "X1": 0.63863, "Y1": 0.6352, "X2": 0.66754, "Y2": 0.635, "X3": 0.66623, "Y3": 0.6478, "X4": 0.63732, "Y4": 0.6478, "page": 0, "Index": 214}, {"Word": "data", "Confidence": 0.619, "X1": 0.67148, "Y1": 0.6352, "X2": 0.70171, "Y2": 0.635, "X3": 0.70039, "Y3": 0.6478, "X4": 0.67017, "Y4": 0.6478, "page": 0, "Index": 215}, {"Word": "for", "Confidence": 0.633, "X1": 0.70434, "Y1": 0.6352, "X2": 0.72405, "Y2": 0.635, "X3": 0.72273, "Y3": 0.6478, "X4": 0.70434, "Y4": 0.6478, "page": 0, "Index": 216}, {"Word": "comparison.", "Confidence": 0.862, "X1": 0.72668, "Y1": 0.6352, "X2": 0.81209, "Y2": 0.635, "X3": 0.81209, "Y3": 0.6478, "X4": 0.72536, "Y4": 0.6478, "page": 0, "Index": 217}, {"Word": "The", "Confidence": 0.997, "X1": 0.1866, "Y1": 0.6502, "X2": 0.21025, "Y2": 0.65, "X3": 0.21025, "Y3": 0.6638, "X4": 0.1866, "Y4": 0.6638, "page": 0, "Index": 218}, {"Word": "lack", "Confidence": 0.983, "X1": 0.21419, "Y1": 0.6502, "X2": 0.2431, "Y2": 0.65, "X3": 0.24179, "Y3": 0.6628, "X4": 0.21419, "Y4": 0.6638, "page": 0, "Index": 219}, {"Word": "of", "Confidence": 0.998, "X1": 0.24573, "Y1": 0.6502, "X2": 0.26018, "Y2": 0.65, "X3": 0.25887, "Y3": 0.6628, "X4": 0.24573, "Y4": 0.6628, "page": 0, "Index": 220}, {"Word": "a", "Confidence": 0.993, "X1": 0.26281, "Y1": 0.6502, "X2": 0.27201, "Y2": 0.65, "X3": 0.27201, "Y3": 0.6628, "X4": 0.26281, "Y4": 0.6628, "page": 0, "Index": 221}, {"Word": "light", "Confidence": 0.97, "X1": 0.27595, "Y1": 0.6502, "X2": 0.30355, "Y2": 0.65, "X3": 0.30355, "Y3": 0.6628, "X4": 0.27595, "Y4": 0.6628, "page": 0, "Index": 222}, {"Word": "or", "Confidence": 0.955, "X1": 0.30749, "Y1": 0.6502, "X2": 0.32194, "Y2": 0.65, "X3": 0.32063, "Y3": 0.6628, "X4": 0.30749, "Y4": 0.6628, "page": 0, "Index": 223}, {"Word": "dark", "Confidence": 0.981, "X1": 0.32457, "Y1": 0.6502, "X2": 0.35611, "Y2": 0.65, "X3": 0.3548, "Y3": 0.6628, "X4": 0.32457, "Y4": 0.6628, "page": 0, "Index": 224}, {"Word": "shading", "Confidence": 0.908, "X1": 0.35874, "Y1": 0.6502, "X2": 0.41393, "Y2": 0.65, "X3": 0.41393, "Y3": 0.6628, "X4": 0.35874, "Y4": 0.6628, "page": 0, "Index": 225}, {"Word": "pattem", "Confidence": 0.848, "X1": 0.41787, "Y1": 0.6502, "X2": 0.45992, "Y2": 0.65, "X3": 0.45992, "Y3": 0.6628, "X4": 0.41656, "Y4": 0.6628, "page": 0, "Index": 226}, {"Word": "in", "Confidence": 0.802, "X1": 0.46912, "Y1": 0.6502, "X2": 0.48226, "Y2": 0.65, "X3": 0.48226, "Y3": 0.6628, "X4": 0.46781, "Y4": 0.6628, "page": 0, "Index": 227}, {"Word": "Table", "Confidence": 0.994, "X1": 0.4862, "Y1": 0.6502, "X2": 0.523, "Y2": 0.65, "X3": 0.523, "Y3": 0.6628, "X4": 0.48489, "Y4": 0.6628, "page": 0, "Index": 228}, {"Word": "2", "Confidence": 0.995, "X1": 0.52694, "Y1": 0.6502, "X2": 0.53614, "Y2": 0.65, "X3": 0.53482, "Y3": 0.6628, "X4": 0.52562, "Y4": 0.6628, "page": 0, "Index": 229}, {"Word": "indicates", "Confidence": 0.958, "X1": 0.54008, "Y1": 0.6502, "X2": 0.60053, "Y2": 0.65, "X3": 0.59921, "Y3": 0.6628, "X4": 0.53876, "Y4": 0.6628, "page": 0, "Index": 230}, {"Word": "random", "Confidence": 0.947, "X1": 0.60315, "Y1": 0.6502, "X2": 0.65309, "Y2": 0.65, "X3": 0.65177, "Y3": 0.6628, "X4": 0.60184, "Y4": 0.6628, "page": 0, "Index": 231}, {"Word": "variatior", "Confidence": 0.849, "X1": 0.65966, "Y1": 0.6502, "X2": 0.71748, "Y2": 0.65, "X3": 0.71616, "Y3": 0.6628, "X4": 0.65834, "Y4": 0.6628, "page": 0, "Index": 232}, {"Word": "in", "Confidence": 0.998, "X1": 0.72142, "Y1": 0.6502, "X2": 0.73325, "Y2": 0.65, "X3": 0.73193, "Y3": 0.6628, "X4": 0.72011, "Y4": 0.6628, "page": 0, "Index": 233}, {"Word": "MDP-", "Confidence": 0.639, "X1": 0.73719, "Y1": 0.6502, "X2": 0.78318, "Y2": 0.65, "X3": 0.78187, "Y3": 0.6628, "X4": 0.73587, "Y4": 0.6628, "page": 0, "Index": 234}, {"Word": "nicotine", "Confidence": 0.993, "X1": 0.18397, "Y1": 0.6662, "X2": 0.23784, "Y2": 0.666, "X3": 0.23653, "Y3": 0.6788, "X4": 0.18265, "Y4": 0.6788, "page": 0, "Index": 235}, {"Word": "yields", "Confidence": 0.968, "X1": 0.24179, "Y1": 0.6662, "X2": 0.27989, "Y2": 0.666, "X3": 0.27858, "Y3": 0.6788, "X4": 0.24047, "Y4": 0.6788, "page": 0, "Index": 236}, {"Word": "within", "Confidence": 0.997, "X1": 0.28384, "Y1": 0.6662, "X2": 0.32326, "Y2": 0.666, "X3": 0.32194, "Y3": 0.6788, "X4": 0.28252, "Y4": 0.6788, "page": 0, "Index": 237}, {"Word": "the", "Confidence": 0.998, "X1": 0.3272, "Y1": 0.6662, "X2": 0.34823, "Y2": 0.666, "X3": 0.34823, "Y3": 0.6788, "X4": 0.32589, "Y4": 0.6788, "page": 0, "Index": 238}, {"Word": "Basic", "Confidence": 0.996, "X1": 0.35217, "Y1": 0.6662, "X2": 0.39028, "Y2": 0.666, "X3": 0.38896, "Y3": 0.6788, "X4": 0.35085, "Y4": 0.6788, "page": 0, "Index": 239}, {"Word": "brand", "Confidence": 0.997, "X1": 0.3929, "Y1": 0.6662, "X2": 0.43364, "Y2": 0.666, "X3": 0.43233, "Y3": 0.6788, "X4": 0.3929, "Y4": 0.6788, "page": 0, "Index": 240}, {"Word": "family", "Confidence": 0.944, "X1": 0.43627, "Y1": 0.6662, "X2": 0.477, "Y2": 0.666, "X3": 0.47569, "Y3": 0.6788, "X4": 0.43627, "Y4": 0.6788, "page": 0, "Index": 241}, {"Word": "across", "Confidence": 0.994, "X1": 0.47963, "Y1": 0.6662, "X2": 0.52562, "Y2": 0.666, "X3": 0.52562, "Y3": 0.6788, "X4": 0.47963, "Y4": 0.6788, "page": 0, "Index": 242}, {"Word": "reporting", "Confidence": 0.958, "X1": 0.52957, "Y1": 0.6662, "X2": 0.59001, "Y2": 0.666, "X3": 0.59001, "Y3": 0.6788, "X4": 0.52825, "Y4": 0.6788, "page": 0, "Index": 243}, {"Word": "years.", "Confidence": 0.992, "X1": 0.59396, "Y1": 0.6662, "X2": 0.63995, "Y2": 0.666, "X3": 0.63995, "Y3": 0.6788, "X4": 0.59264, "Y4": 0.6788, "page": 0, "Index": 244}, {"Word": "That", "Confidence": 0.987, "X1": 0.64389, "Y1": 0.6662, "X2": 0.67411, "Y2": 0.666, "X3": 0.67411, "Y3": 0.6788, "X4": 0.64389, "Y4": 0.6788, "page": 0, "Index": 245}, {"Word": "is,", "Confidence": 0.9, "X1": 0.67806, "Y1": 0.6662, "X2": 0.69382, "Y2": 0.666, "X3": 0.69382, "Y3": 0.6788, "X4": 0.67806, "Y4": 0.6788, "page": 0, "Index": 246}, {"Word": "no", "Confidence": 0.997, "X1": 0.69777, "Y1": 0.6662, "X2": 0.71485, "Y2": 0.666, "X3": 0.71485, "Y3": 0.6788, "X4": 0.69777, "Y4": 0.6788, "page": 0, "Index": 247}, {"Word": "brand", "Confidence": 0.997, "X1": 0.71879, "Y1": 0.6662, "X2": 0.7569, "Y2": 0.666, "X3": 0.7569, "Y3": 0.6798, "X4": 0.71748, "Y4": 0.6788, "page": 0, "Index": 248}, {"Word": "style's", "Confidence": 0.8, "X1": 0.76084, "Y1": 0.6662, "X2": 0.80552, "Y2": 0.666, "X3": 0.80552, "Y3": 0.6798, "X4": 0.76084, "Y4": 0.6798, "page": 0, "Index": 249}, {"Word": "MDPH", "Confidence": 0.994, "X1": 0.18528, "Y1": 0.6822, "X2": 0.22865, "Y2": 0.682, "X3": 0.22865, "Y3": 0.6948, "X4": 0.18528, "Y4": 0.6948, "page": 0, "Index": 250}, {"Word": "nicoline", "Confidence": 0.823, "X1": 0.23259, "Y1": 0.6822, "X2": 0.28647, "Y2": 0.682, "X3": 0.28515, "Y3": 0.6948, "X4": 0.23259, "Y4": 0.6948, "page": 0, "Index": 251}, {"Word": "yield", "Confidence": 0.995, "X1": 0.28909, "Y1": 0.6822, "X2": 0.32063, "Y2": 0.682, "X3": 0.32063, "Y3": 0.6948, "X4": 0.28909, "Y4": 0.6948, "page": 0, "Index": 252}, {"Word": "consistently", "Confidence": 0.698, "X1": 0.32457, "Y1": 0.6822, "X2": 0.40473, "Y2": 0.682, "X3": 0.40473, "Y3": 0.6958, "X4": 0.32457, "Y4": 0.6948, "page": 0, "Index": 253}, {"Word": "increasec", "Confidence": 0.991, "X1": 0.40867, "Y1": 0.6822, "X2": 0.47569, "Y2": 0.682, "X3": 0.47438, "Y3": 0.6958, "X4": 0.40867, "Y4": 0.6958, "page": 0, "Index": 254}, {"Word": "(all", "Confidence": 0.991, "X1": 0.47832, "Y1": 0.6822, "X2": 0.49934, "Y2": 0.682, "X3": 0.49934, "Y3": 0.6958, "X4": 0.47832, "Y4": 0.6958, "page": 0, "Index": 255}, {"Word": "dark", "Confidence": 0.981, "X1": 0.50329, "Y1": 0.6822, "X2": 0.53351, "Y2": 0.682, "X3": 0.53351, "Y3": 0.6958, "X4": 0.50329, "Y4": 0.6958, "page": 0, "Index": 256}, {"Word": "shading)", "Confidence": 0.675, "X1": 0.53745, "Y1": 0.6822, "X2": 0.59527, "Y2": 0.682, "X3": 0.59527, "Y3": 0.6958, "X4": 0.53614, "Y4": 0.6958, "page": 0, "Index": 257}, {"Word": "or", "Confidence": 0.991, "X1": 0.59921, "Y1": 0.6822, "X2": 0.61367, "Y2": 0.682, "X3": 0.61367, "Y3": 0.6958, "X4": 0.59921, "Y4": 0.6958, "page": 0, "Index": 258}, {"Word": "decreased", "Confidence": 0.991, "X1": 0.61761, "Y1": 0.6822, "X2": 0.68857, "Y2": 0.682, "X3": 0.68857, "Y3": 0.6958, "X4": 0.61629, "Y4": 0.6958, "page": 0, "Index": 259}, {"Word": "(all", "Confidence": 0.983, "X1": 0.69251, "Y1": 0.6822, "X2": 0.71353, "Y2": 0.682, "X3": 0.71222, "Y3": 0.6958, "X4": 0.69251, "Y4": 0.6958, "page": 0, "Index": 260}, {"Word": "light", "Confidence": 0.996, "X1": 0.71748, "Y1": 0.6822, "X2": 0.74639, "Y2": 0.682, "X3": 0.74507, "Y3": 0.6958, "X4": 0.71616, "Y4": 0.6958, "page": 0, "Index": 261}, {"Word": "shading)", "Confidence": 0.991, "X1": 0.74901, "Y1": 0.6822, "X2": 0.81209, "Y2": 0.682, "X3": 0.81078, "Y3": 0.6958, "X4": 0.74901, "Y4": 0.6958, "page": 0, "Index": 262}, {"Word": "from", "Confidence": 0.988, "X1": 0.18397, "Y1": 0.6992, "X2": 0.21156, "Y2": 0.699, "X3": 0.21156, "Y3": 0.7118, "X4": 0.18397, "Y4": 0.7118, "page": 0, "Index": 263}, {"Word": "one", "Confidence": 0.998, "X1": 0.21813, "Y1": 0.6992, "X2": 0.24573, "Y2": 0.699, "X3": 0.24573, "Y3": 0.7118, "X4": 0.21813, "Y4": 0.7118, "page": 0, "Index": 264}, {"Word": "year", "Confidence": 0.983, "X1": 0.24967, "Y1": 0.6992, "X2": 0.27989, "Y2": 0.699, "X3": 0.27858, "Y3": 0.7108, "X4": 0.24836, "Y4": 0.7118, "page": 0, "Index": 265}, {"Word": "to", "Confidence": 0.994, "X1": 0.28252, "Y1": 0.6992, "X2": 0.29698, "Y2": 0.699, "X3": 0.29566, "Y3": 0.7108, "X4": 0.28252, "Y4": 0.7108, "page": 0, "Index": 266}, {"Word": "the", "Confidence": 0.998, "X1": 0.29961, "Y1": 0.6992, "X2": 0.32194, "Y2": 0.699, "X3": 0.32063, "Y3": 0.7108, "X4": 0.29961, "Y4": 0.7108, "page": 0, "Index": 267}, {"Word": "next.", "Confidence": 0.955, "X1": 0.32457, "Y1": 0.6992, "X2": 0.36005, "Y2": 0.699, "X3": 0.35874, "Y3": 0.7108, "X4": 0.32457, "Y4": 0.7108, "page": 0, "Index": 268}, {"Word": "As", "Confidence": 0.997, "X1": 0.2339, "Y1": 0.7202, "X2": 0.25099, "Y2": 0.72, "X3": 0.25099, "Y3": 0.7328, "X4": 0.2339, "Y4": 0.7328, "page": 0, "Index": 269}, {"Word": "noted", "Confidence": 0.993, "X1": 0.25493, "Y1": 0.7202, "X2": 0.29304, "Y2": 0.72, "X3": 0.29304, "Y3": 0.7328, "X4": 0.25361, "Y4": 0.7328, "page": 0, "Index": 270}, {"Word": "with", "Confidence": 0.626, "X1": 0.29698, "Y1": 0.7202, "X2": 0.32589, "Y2": 0.72, "X3": 0.32589, "Y3": 0.7328, "X4": 0.29698, "Y4": 0.7328, "page": 0, "Index": 271}, {"Word": "Marlboro", "Confidence": 0.794, "X1": 0.32983, "Y1": 0.7192, "X2": 0.39028, "Y2": 0.719, "X3": 0.38896, "Y3": 0.7328, "X4": 0.32983, "Y4": 0.7328, "page": 0, "Index": 272}, {"Word": "brand", "Confidence": 0.997, "X1": 0.3929, "Y1": 0.7192, "X2": 0.43364, "Y2": 0.719, "X3": 0.43233, "Y3": 0.7328, "X4": 0.3929, "Y4": 0.7328, "page": 0, "Index": 273}, {"Word": "style", "Confidence": 0.996, "X1": 0.43758, "Y1": 0.7192, "X2": 0.46912, "Y2": 0.719, "X3": 0.46781, "Y3": 0.7328, "X4": 0.43627, "Y4": 0.7328, "page": 0, "Index": 274}, {"Word": "year-to-year", "Confidence": 0.991, "X1": 0.47306, "Y1": 0.7192, "X2": 0.55585, "Y2": 0.719, "X3": 0.55322, "Y3": 0.7328, "X4": 0.47175, "Y4": 0.7328, "page": 0, "Index": 275}, {"Word": "yield", "Confidence": 0.785, "X1": 0.55848, "Y1": 0.7192, "X2": 0.59001, "Y2": 0.719, "X3": 0.5887, "Y3": 0.7338, "X4": 0.55716, "Y4": 0.7328, "page": 0, "Index": 276}, {"Word": "differences", "Confidence": 0.968, "X1": 0.59396, "Y1": 0.7192, "X2": 0.67017, "Y2": 0.719, "X3": 0.66754, "Y3": 0.7338, "X4": 0.59264, "Y4": 0.7338, "page": 0, "Index": 277}, {"Word": "in", "Confidence": 0.991, "X1": 0.6728, "Y1": 0.7192, "X2": 0.68725, "Y2": 0.719, "X3": 0.68463, "Y3": 0.7338, "X4": 0.67148, "Y4": 0.7338, "page": 0, "Index": 278}, {"Word": "Table", "Confidence": 0.975, "X1": 0.68988, "Y1": 0.7192, "X2": 0.7293, "Y2": 0.719, "X3": 0.72668, "Y3": 0.7338, "X4": 0.68857, "Y4": 0.7338, "page": 0, "Index": 279}, {"Word": "1,", "Confidence": 0.667, "X1": 0.73325, "Y1": 0.7192, "X2": 0.74507, "Y2": 0.719, "X3": 0.74244, "Y3": 0.7338, "X4": 0.73062, "Y4": 0.7338, "page": 0, "Index": 280}, {"Word": "minor", "Confidence": 0.995, "X1": 0.74901, "Y1": 0.7192, "X2": 0.78975, "Y2": 0.719, "X3": 0.78844, "Y3": 0.7338, "X4": 0.74639, "Y4": 0.7338, "page": 0, "Index": 281}, {"Word": "differences", "Confidence": 0.991, "X1": 0.18528, "Y1": 0.7362, "X2": 0.2615, "Y2": 0.736, "X3": 0.2615, "Y3": 0.7498, "X4": 0.18397, "Y4": 0.7508, "page": 0, "Index": 282}, {"Word": "n", "Confidence": 0.995, "X1": 0.26544, "Y1": 0.7362, "X2": 0.27464, "Y2": 0.736, "X3": 0.27464, "Y3": 0.7498, "X4": 0.26413, "Y4": 0.7498, "page": 0, "Index": 283}, {"Word": "Basic", "Confidence": 0.996, "X1": 0.27858, "Y1": 0.7362, "X2": 0.31669, "Y2": 0.736, "X3": 0.31537, "Y3": 0.7498, "X4": 0.27727, "Y4": 0.7498, "page": 0, "Index": 284}, {"Word": "brand", "Confidence": 0.957, "X1": 0.31932, "Y1": 0.7362, "X2": 0.36005, "Y2": 0.736, "X3": 0.35874, "Y3": 0.7498, "X4": 0.318, "Y4": 0.7498, "page": 0, "Index": 285}, {"Word": "style", "Confidence": 0.996, "X1": 0.36268, "Y1": 0.7362, "X2": 0.39553, "Y2": 0.736, "X3": 0.39422, "Y3": 0.7498, "X4": 0.36137, "Y4": 0.7498, "page": 0, "Index": 286}, {"Word": "MDPH", "Confidence": 0.982, "X1": 0.39947, "Y1": 0.7362, "X2": 0.44415, "Y2": 0.736, "X3": 0.44284, "Y3": 0.7498, "X4": 0.39816, "Y4": 0.7498, "page": 0, "Index": 287}, {"Word": "nicotine", "Confidence": 0.991, "X1": 0.44809, "Y1": 0.7362, "X2": 0.50066, "Y2": 0.736, "X3": 0.49934, "Y3": 0.7498, "X4": 0.44678, "Y4": 0.7498, "page": 0, "Index": 288}, {"Word": "y", "Confidence": 0.997, "X1": 0.50329, "Y1": 0.7362, "X2": 0.51248, "Y2": 0.736, "X3": 0.51117, "Y3": 0.7498, "X4": 0.50329, "Y4": 0.7498, "page": 0, "Index": 289}, {"Word": "elds", "Confidence": 0.955, "X1": 0.51511, "Y1": 0.7362, "X2": 0.54665, "Y2": 0.736, "X3": 0.54534, "Y3": 0.7498, "X4": 0.5138, "Y4": 0.7498, "page": 0, "Index": 290}, {"Word": "measured", "Confidence": 0.65, "X1": 0.55059, "Y1": 0.7362, "X2": 0.61498, "Y2": 0.736, "X3": 0.61367, "Y3": 0.7498, "X4": 0.54928, "Y4": 0.7498, "page": 0, "Index": 291}, {"Word": "to", "Confidence": 0.995, "X1": 0.61892, "Y1": 0.7362, "X2": 0.63338, "Y2": 0.736, "X3": 0.63206, "Y3": 0.7498, "X4": 0.61761, "Y4": 0.7498, "page": 0, "Index": 292}, {"Word": "the", "Confidence": 0.992, "X1": 0.63601, "Y1": 0.7372, "X2": 0.65703, "Y2": 0.737, "X3": 0.65572, "Y3": 0.7498, "X4": 0.63469, "Y4": 0.7498, "page": 0, "Index": 293}, {"Word": "hundredth", "Confidence": 0.955, "X1": 0.66097, "Y1": 0.7372, "X2": 0.73062, "Y2": 0.737, "X3": 0.7293, "Y3": 0.7498, "X4": 0.65966, "Y4": 0.7498, "page": 0, "Index": 294}, {"Word": "mg,", "Confidence": 0.621, "X1": 0.73325, "Y1": 0.7372, "X2": 0.76084, "Y2": 0.737, "X3": 0.75953, "Y3": 0.7498, "X4": 0.73193, "Y4": 0.7498, "page": 0, "Index": 295}, {"Word": "as", "Confidence": 0.996, "X1": 0.76478, "Y1": 0.7372, "X2": 0.77924, "Y2": 0.737, "X3": 0.77792, "Y3": 0.7498, "X4": 0.76347, "Y4": 0.7498, "page": 0, "Index": 296}, {"Word": "seen", "Confidence": 0.649, "X1": 0.78318, "Y1": 0.7372, "X2": 0.81866, "Y2": 0.737, "X3": 0.81735, "Y3": 0.7498, "X4": 0.78187, "Y4": 0.7498, "page": 0, "Index": 297}, {"Word": "for", "Confidence": 0.995, "X1": 0.18528, "Y1": 0.7522, "X2": 0.20237, "Y2": 0.752, "X3": 0.20237, "Y3": 0.7648, "X4": 0.18528, "Y4": 0.7648, "page": 0, "Index": 298}, {"Word": "example", "Confidence": 0.97, "X1": 0.20631, "Y1": 0.7522, "X2": 0.26413, "Y2": 0.752, "X3": 0.26281, "Y3": 0.7648, "X4": 0.20499, "Y4": 0.7648, "page": 0, "Index": 299}, {"Word": "in", "Confidence": 0.998, "X1": 0.26675, "Y1": 0.7522, "X2": 0.28121, "Y2": 0.752, "X3": 0.27989, "Y3": 0.7648, "X4": 0.26675, "Y4": 0.7648, "page": 0, "Index": 300}, {"Word": "Figure", "Confidence": 0.995, "X1": 0.28384, "Y1": 0.7522, "X2": 0.32852, "Y2": 0.752, "X3": 0.3272, "Y3": 0.7648, "X4": 0.28384, "Y4": 0.7648, "page": 0, "Index": 301}, {"Word": "4,", "Confidence": 0.781, "X1": 0.33114, "Y1": 0.7522, "X2": 0.34428, "Y2": 0.752, "X3": 0.34297, "Y3": 0.7648, "X4": 0.33114, "Y4": 0.7648, "page": 0, "Index": 302}, {"Word": "would", "Confidence": 0.997, "X1": 0.34691, "Y1": 0.7522, "X2": 0.38765, "Y2": 0.752, "X3": 0.38765, "Y3": 0.7648, "X4": 0.34691, "Y4": 0.7648, "page": 0, "Index": 303}, {"Word": "not", "Confidence": 0.998, "X1": 0.39159, "Y1": 0.7522, "X2": 0.41261, "Y2": 0.752, "X3": 0.41261, "Y3": 0.7648, "X4": 0.39159, "Y4": 0.7648, "page": 0, "Index": 304}, {"Word": "be", "Confidence": 0.997, "X1": 0.41656, "Y1": 0.7522, "X2": 0.43495, "Y2": 0.752, "X3": 0.43495, "Y3": 0.7648, "X4": 0.41656, "Y4": 0.7648, "page": 0, "Index": 305}, {"Word": "apparent", "Confidence": 0.995, "X1": 0.43758, "Y1": 0.7522, "X2": 0.49934, "Y2": 0.752, "X3": 0.49934, "Y3": 0.7648, "X4": 0.43758, "Y4": 0.7648, "page": 0, "Index": 306}, {"Word": "when", "Confidence": 0.991, "X1": 0.50329, "Y1": 0.7522, "X2": 0.53876, "Y2": 0.752, "X3": 0.53876, "Y3": 0.7648, "X4": 0.50197, "Y4": 0.7648, "page": 0, "Index": 307}, {"Word": "those", "Confidence": 0.994, "X1": 0.54271, "Y1": 0.7522, "X2": 0.58081, "Y2": 0.752, "X3": 0.58081, "Y3": 0.7648, "X4": 0.54271, "Y4": 0.7648, "page": 0, "Index": 308}, {"Word": "yields", "Confidence": 0.954, "X1": 0.58476, "Y1": 0.7522, "X2": 0.62418, "Y2": 0.752, "X3": 0.62418, "Y3": 0.7658, "X4": 0.58344, "Y4": 0.7648, "page": 0, "Index": 309}, {"Word": "were", "Confidence": 0.983, "X1": 0.62812, "Y1": 0.7522, "X2": 0.66097, "Y2": 0.752, "X3": 0.66097, "Y3": 0.7658, "X4": 0.62681, "Y4": 0.7658, "page": 0, "Index": 310}, {"Word": "reported", "Confidence": 0.934, "X1": 0.66491, "Y1": 0.7522, "X2": 0.72273, "Y2": 0.752, "X3": 0.72273, "Y3": 0.7658, "X4": 0.66491, "Y4": 0.7658, "page": 0, "Index": 311}, {"Word": "to", "Confidence": 0.996, "X1": 0.72668, "Y1": 0.7522, "X2": 0.7385, "Y2": 0.752, "X3": 0.7385, "Y3": 0.7658, "X4": 0.72536, "Y4": 0.7658, "page": 0, "Index": 312}, {"Word": "the", "Confidence": 0.998, "X1": 0.74244, "Y1": 0.7522, "X2": 0.76347, "Y2": 0.752, "X3": 0.76347, "Y3": 0.7658, "X4": 0.74113, "Y4": 0.7658, "page": 0, "Index": 313}, {"Word": "tenth", "Confidence": 0.958, "X1": 0.76741, "Y1": 0.7522, "X2": 0.8042, "Y2": 0.752, "X3": 0.8042, "Y3": 0.7658, "X4": 0.7661, "Y4": 0.7658, "page": 0, "Index": 314}, {"Word": "mg.", "Confidence": 0.962, "X1": 0.18397, "Y1": 0.7682, "X2": 0.21551, "Y2": 0.768, "X3": 0.21551, "Y3": 0.7818, "X4": 0.18397, "Y4": 0.7818, "page": 0, "Index": 315}, {"Word": "Therefore.", "Confidence": 0.647, "X1": 0.21813, "Y1": 0.7682, "X2": 0.28909, "Y2": 0.768, "X3": 0.28778, "Y3": 0.7818, "X4": 0.21813, "Y4": 0.7818, "page": 0, "Index": 316}, {"Word": "these", "Confidence": 0.941, "X1": 0.29172, "Y1": 0.7682, "X2": 0.32983, "Y2": 0.768, "X3": 0.32983, "Y3": 0.7818, "X4": 0.29172, "Y4": 0.7818, "page": 0, "Index": 317}, {"Word": "minor", "Confidence": 0.892, "X1": 0.33377, "Y1": 0.7682, "X2": 0.37188, "Y2": 0.768, "X3": 0.37188, "Y3": 0.7818, "X4": 0.33377, "Y4": 0.7818, "page": 0, "Index": 318}, {"Word": "ycar-to-year", "Confidence": 0.642, "X1": 0.37451, "Y1": 0.7682, "X2": 0.45729, "Y2": 0.768, "X3": 0.45729, "Y3": 0.7818, "X4": 0.37451, "Y4": 0.7818, "page": 0, "Index": 319}, {"Word": "measured", "Confidence": 0.296, "X1": 0.46124, "Y1": 0.7682, "X2": 0.52825, "Y2": 0.768, "X3": 0.52825, "Y3": 0.7818, "X4": 0.46124, "Y4": 0.7818, "page": 0, "Index": 320}, {"Word": "increases", "Confidence": 0.883, "X1": 0.53219, "Y1": 0.7682, "X2": 0.59921, "Y2": 0.768, "X3": 0.5979, "Y3": 0.7818, "X4": 0.53219, "Y4": 0.7818, "page": 0, "Index": 321}, {"Word": "or", "Confidence": 0.978, "X1": 0.60184, "Y1": 0.7682, "X2": 0.61629, "Y2": 0.768, "X3": 0.61629, "Y3": 0.7818, "X4": 0.60184, "Y4": 0.7818, "page": 0, "Index": 322}, {"Word": "decreases", "Confidence": 0.501, "X1": 0.62024, "Y1": 0.7682, "X2": 0.6912, "Y2": 0.768, "X3": 0.6912, "Y3": 0.7818, "X4": 0.62024, "Y4": 0.7818, "page": 0, "Index": 323}, {"Word": "such", "Confidence": 0.979, "X1": 0.69514, "Y1": 0.7682, "X2": 0.72799, "Y2": 0.768, "X3": 0.72799, "Y3": 0.7818, "X4": 0.69382, "Y4": 0.7818, "page": 0, "Index": 324}, {"Word": "as", "Confidence": 0.995, "X1": 0.73193, "Y1": 0.7682, "X2": 0.7477, "Y2": 0.768, "X3": 0.7477, "Y3": 0.7818, "X4": 0.73062, "Y4": 0.7818, "page": 0, "Index": 325}, {"Word": "seen", "Confidence": 0.658, "X1": 0.75164, "Y1": 0.7692, "X2": 0.78449, "Y2": 0.769, "X3": 0.78449, "Y3": 0.7818, "X4": 0.75164, "Y4": 0.7818, "page": 0, "Index": 326}, {"Word": "in", "Confidence": 0.998, "X1": 0.78844, "Y1": 0.7692, "X2": 0.80289, "Y2": 0.769, "X3": 0.80289, "Y3": 0.7818, "X4": 0.78844, "Y4": 0.7818, "page": 0, "Index": 327}, {"Word": "Figure", "Confidence": 0.994, "X1": 0.18397, "Y1": 0.7842, "X2": 0.22865, "Y2": 0.784, "X3": 0.22733, "Y3": 0.7978, "X4": 0.18265, "Y4": 0.7978, "page": 0, "Index": 328}, {"Word": "4", "Confidence": 0.997, "X1": 0.23127, "Y1": 0.7842, "X2": 0.24047, "Y2": 0.784, "X3": 0.23916, "Y3": 0.7978, "X4": 0.23127, "Y4": 0.7978, "page": 0, "Index": 329}, {"Word": "may", "Confidence": 0.998, "X1": 0.2431, "Y1": 0.7842, "X2": 0.27332, "Y2": 0.784, "X3": 0.27201, "Y3": 0.7978, "X4": 0.24179, "Y4": 0.7978, "page": 0, "Index": 330}, {"Word": "nol", "Confidence": 0.991, "X1": 0.27595, "Y1": 0.7842, "X2": 0.29829, "Y2": 0.784, "X3": 0.29829, "Y3": 0.7978, "X4": 0.27595, "Y4": 0.7978, "page": 0, "Index": 331}, {"Word": "be", "Confidence": 0.996, "X1": 0.30223, "Y1": 0.7842, "X2": 0.31932, "Y2": 0.784, "X3": 0.31932, "Y3": 0.7978, "X4": 0.30092, "Y4": 0.7978, "page": 0, "Index": 332}, {"Word": "shaced", "Confidence": 0.994, "X1": 0.32326, "Y1": 0.7842, "X2": 0.37451, "Y2": 0.784, "X3": 0.37451, "Y3": 0.7968, "X4": 0.32194, "Y4": 0.7978, "page": 0, "Index": 333}, {"Word": "(i.e", "Confidence": 0.813, "X1": 0.37845, "Y1": 0.7842, "X2": 0.39685, "Y2": 0.784, "X3": 0.39685, "Y3": 0.7968, "X4": 0.37714, "Y4": 0.7968, "page": 0, "Index": 334}, {"Word": ".,", "Confidence": 0.253, "X1": 0.40079, "Y1": 0.7842, "X2": 0.40736, "Y2": 0.784, "X3": 0.40736, "Y3": 0.7968, "X4": 0.39947, "Y4": 0.7968, "page": 0, "Index": 335}, {"Word": "not", "Confidence": 0.994, "X1": 0.4113, "Y1": 0.7842, "X2": 0.43364, "Y2": 0.784, "X3": 0.43233, "Y3": 0.7968, "X4": 0.40999, "Y4": 0.7968, "page": 0, "Index": 336}, {"Word": "differenl)", "Confidence": 0.941, "X1": 0.43758, "Y1": 0.7842, "X2": 0.49671, "Y2": 0.784, "X3": 0.49671, "Y3": 0.7968, "X4": 0.43627, "Y4": 0.7968, "page": 0, "Index": 337}, {"Word": "in", "Confidence": 0.997, "X1": 0.50066, "Y1": 0.7842, "X2": 0.51511, "Y2": 0.784, "X3": 0.5138, "Y3": 0.7968, "X4": 0.49934, "Y4": 0.7968, "page": 0, "Index": 338}, {"Word": "Table", "Confidence": 0.921, "X1": 0.51774, "Y1": 0.7842, "X2": 0.55585, "Y2": 0.784, "X3": 0.55453, "Y3": 0.7968, "X4": 0.51774, "Y4": 0.7968, "page": 0, "Index": 339}, {"Word": "2.", "Confidence": 0.995, "X1": 0.55979, "Y1": 0.7842, "X2": 0.57687, "Y2": 0.784, "X3": 0.57687, "Y3": 0.7968, "X4": 0.55848, "Y4": 0.7968, "page": 0, "Index": 340}, {"Word": "For", "Confidence": 0.998, "X1": 0.58081, "Y1": 0.7842, "X2": 0.60315, "Y2": 0.784, "X3": 0.60315, "Y3": 0.7968, "X4": 0.5795, "Y4": 0.7968, "page": 0, "Index": 341}, {"Word": "example,", "Confidence": 0.829, "X1": 0.6071, "Y1": 0.7842, "X2": 0.66886, "Y2": 0.784, "X3": 0.66886, "Y3": 0.7968, "X4": 0.6071, "Y4": 0.7968, "page": 0, "Index": 342}, {"Word": "measured", "Confidence": 0.957, "X1": 0.6728, "Y1": 0.7842, "X2": 0.74113, "Y2": 0.784, "X3": 0.74113, "Y3": 0.7968, "X4": 0.6728, "Y4": 0.7968, "page": 0, "Index": 343}, {"Word": "MDPH", "Confidence": 0.646, "X1": 0.74507, "Y1": 0.7842, "X2": 0.78975, "Y2": 0.784, "X3": 0.78975, "Y3": 0.7968, "X4": 0.74376, "Y4": 0.7968, "page": 0, "Index": 344}, {"Word": "nicotine", "Confidence": 0.994, "X1": 0.18397, "Y1": 0.8002, "X2": 0.23784, "Y2": 0.8, "X3": 0.23653, "Y3": 0.8138, "X4": 0.18265, "Y4": 0.8138, "page": 0, "Index": 345}, {"Word": "yields", "Confidence": 0.959, "X1": 0.24179, "Y1": 0.7992, "X2": 0.27989, "Y2": 0.799, "X3": 0.27727, "Y3": 0.8138, "X4": 0.24047, "Y4": 0.8138, "page": 0, "Index": 346}, {"Word": "for", "Confidence": 0.773, "X1": 0.28252, "Y1": 0.7992, "X2": 0.30223, "Y2": 0.799, "X3": 0.30092, "Y3": 0.8138, "X4": 0.28121, "Y4": 0.8138, "page": 0, "Index": 347}, {"Word": "Basic", "Confidence": 0.993, "X1": 0.30618, "Y1": 0.7992, "X2": 0.34297, "Y2": 0.799, "X3": 0.34166, "Y3": 0.8138, "X4": 0.30355, "Y4": 0.8138, "page": 0, "Index": 348}, {"Word": "Ultra", "Confidence": 0.628, "X1": 0.34691, "Y1": 0.7992, "X2": 0.37976, "Y2": 0.799, "X3": 0.37845, "Y3": 0.8128, "X4": 0.3456, "Y4": 0.8138, "page": 0, "Index": 349}, {"Word": "Lights", "Confidence": 0.994, "X1": 0.38371, "Y1": 0.7992, "X2": 0.42444, "Y2": 0.799, "X3": 0.42313, "Y3": 0.8128, "X4": 0.38239, "Y4": 0.8128, "page": 0, "Index": 350}, {"Word": "Soft", "Confidence": 0.989, "X1": 0.42838, "Y1": 0.7992, "X2": 0.45466, "Y2": 0.799, "X3": 0.45335, "Y3": 0.8128, "X4": 0.42707, "Y4": 0.8128, "page": 0, "Index": 351}, {"Word": "Pack", "Confidence": 0.991, "X1": 0.45861, "Y1": 0.7992, "X2": 0.49277, "Y2": 0.799, "X3": 0.49146, "Y3": 0.8128, "X4": 0.45729, "Y4": 0.8128, "page": 0, "Index": 352}, {"Word": "in", "Confidence": 0.997, "X1": 0.49671, "Y1": 0.7992, "X2": 0.50854, "Y2": 0.799, "X3": 0.50854, "Y3": 0.8128, "X4": 0.4954, "Y4": 0.8128, "page": 0, "Index": 353}, {"Word": "years", "Confidence": 0.993, "X1": 0.51248, "Y1": 0.7992, "X2": 0.55191, "Y2": 0.799, "X3": 0.55059, "Y3": 0.8128, "X4": 0.51248, "Y4": 0.8128, "page": 0, "Index": 354}, {"Word": "1998", "Confidence": 0.936, "X1": 0.55585, "Y1": 0.7992, "X2": 0.5887, "Y2": 0.799, "X3": 0.58739, "Y3": 0.8128, "X4": 0.55453, "Y4": 0.8128, "page": 0, "Index": 355}, {"Word": "through", "Confidence": 0.993, "X1": 0.59264, "Y1": 0.7992, "X2": 0.6452, "Y2": 0.799, "X3": 0.64389, "Y3": 0.8128, "X4": 0.59133, "Y4": 0.8128, "page": 0, "Index": 356}, {"Word": "2003", "Confidence": 0.982, "X1": 0.64915, "Y1": 0.7992, "X2": 0.682, "Y2": 0.799, "X3": 0.682, "Y3": 0.8138, "X4": 0.64783, "Y4": 0.8128, "page": 0, "Index": 357}, {"Word": "were", "Confidence": 0.984, "X1": 0.68594, "Y1": 0.7992, "X2": 0.72142, "Y2": 0.799, "X3": 0.72142, "Y3": 0.8138, "X4": 0.68594, "Y4": 0.8138, "page": 0, "Index": 358}, {"Word": "1.12,", "Confidence": 0.845, "X1": 0.72536, "Y1": 0.7992, "X2": 0.75953, "Y2": 0.799, "X3": 0.75821, "Y3": 0.8138, "X4": 0.72405, "Y4": 0.8138, "page": 0, "Index": 359}, {"Word": "1.11,", "Confidence": 0.789, "X1": 0.76347, "Y1": 0.7992, "X2": 0.79763, "Y2": 0.799, "X3": 0.79632, "Y3": 0.8138, "X4": 0.76216, "Y4": 0.8138, "page": 0, "Index": 360}, {"Word": "1.09,", "Confidence": 0.993, "X1": 0.18791, "Y1": 0.8152, "X2": 0.21945, "Y2": 0.815, "X3": 0.21813, "Y3": 0.8308, "X4": 0.1866, "Y4": 0.8308, "page": 0, "Index": 361}, {"Word": "1.07", "Confidence": 0.982, "X1": 0.22339, "Y1": 0.8152, "X2": 0.25624, "Y2": 0.815, "X3": 0.25493, "Y3": 0.8308, "X4": 0.22208, "Y4": 0.8308, "page": 0, "Index": 362}, {"Word": "1.13,", "Confidence": 0.661, "X1": 0.2615, "Y1": 0.8152, "X2": 0.29435, "Y2": 0.815, "X3": 0.29435, "Y3": 0.8308, "X4": 0.26018, "Y4": 0.8308, "page": 0, "Index": 363}, {"Word": "and", "Confidence": 0.998, "X1": 0.29829, "Y1": 0.8152, "X2": 0.32457, "Y2": 0.815, "X3": 0.32457, "Y3": 0.8308, "X4": 0.29829, "Y4": 0.8308, "page": 0, "Index": 364}, {"Word": "1.10", "Confidence": 0.984, "X1": 0.32852, "Y1": 0.8152, "X2": 0.35742, "Y2": 0.815, "X3": 0.35611, "Y3": 0.8308, "X4": 0.32852, "Y4": 0.8308, "page": 0, "Index": 365}, {"Word": "mg,", "Confidence": 0.804, "X1": 0.36137, "Y1": 0.8152, "X2": 0.38765, "Y2": 0.815, "X3": 0.38633, "Y3": 0.8308, "X4": 0.36005, "Y4": 0.8308, "page": 0, "Index": 366}, {"Word": "respectively", "Confidence": 0.923, "X1": 0.39159, "Y1": 0.8152, "X2": 0.477, "Y2": 0.815, "X3": 0.477, "Y3": 0.8308, "X4": 0.39159, "Y4": 0.8308, "page": 0, "Index": 367}, {"Word": "Because", "Confidence": 0.97, "X1": 0.48357, "Y1": 0.8152, "X2": 0.54271, "Y2": 0.815, "X3": 0.54271, "Y3": 0.8308, "X4": 0.48226, "Y4": 0.8308, "page": 0, "Index": 368}, {"Word": "these", "Confidence": 0.993, "X1": 0.54665, "Y1": 0.8152, "X2": 0.58476, "Y2": 0.815, "X3": 0.58344, "Y3": 0.8308, "X4": 0.54665, "Y4": 0.8308, "page": 0, "Index": 369}, {"Word": "yields", "Confidence": 0.991, "X1": 0.5887, "Y1": 0.8162, "X2": 0.62681, "Y2": 0.816, "X3": 0.62549, "Y3": 0.8298, "X4": 0.58739, "Y4": 0.8298, "page": 0, "Index": 370}, {"Word": "were", "Confidence": 0.991, "X1": 0.63075, "Y1": 0.8162, "X2": 0.6636, "Y2": 0.816, "X3": 0.6636, "Y3": 0.8298, "X4": 0.62943, "Y4": 0.8298, "page": 0, "Index": 371}, {"Word": "rounded", "Confidence": 0.948, "X1": 0.66754, "Y1": 0.8162, "X2": 0.72536, "Y2": 0.816, "X3": 0.72405, "Y3": 0.8298, "X4": 0.66754, "Y4": 0.8298, "page": 0, "Index": 372}, {"Word": "10", "Confidence": 0.089, "X1": 0.7293, "Y1": 0.8162, "X2": 0.74376, "Y2": 0.816, "X3": 0.74244, "Y3": 0.8298, "X4": 0.72799, "Y4": 0.8298, "page": 0, "Index": 373}, {"Word": "1.1", "Confidence": 0.995, "X1": 0.7477, "Y1": 0.8162, "X2": 0.76741, "Y2": 0.816, "X3": 0.7661, "Y3": 0.8298, "X4": 0.74639, "Y4": 0.8298, "page": 0, "Index": 374}, {"Word": "mg", "Confidence": 0.993, "X1": 0.77135, "Y1": 0.8162, "X2": 0.79238, "Y2": 0.816, "X3": 0.79238, "Y3": 0.8298, "X4": 0.77004, "Y4": 0.8298, "page": 0, "Index": 375}, {"Word": "for", "Confidence": 0.958, "X1": 0.79632, "Y1": 0.8162, "X2": 0.82129, "Y2": 0.816, "X3": 0.82129, "Y3": 0.8298, "X4": 0.79632, "Y4": 0.8298, "page": 0, "Index": 376}, {"Word": "page", "Confidence": 0.979, "X1": 0.44284, "Y1": 0.8532, "X2": 0.47438, "Y2": 0.853, "X3": 0.47438, "Y3": 0.8678, "X4": 0.44284, "Y4": 0.8688, "page": 0, "Index": 377}, {"Word": "7", "Confidence": 0.997, "X1": 0.47832, "Y1": 0.8532, "X2": 0.48489, "Y2": 0.853, "X3": 0.48489, "Y3": 0.8678, "X4": 0.47832, "Y4": 0.8678, "page": 0, "Index": 378}, {"Word": "of", "Confidence": 0.998, "X1": 0.48883, "Y1": 0.8532, "X2": 0.50066, "Y2": 0.853, "X3": 0.50066, "Y3": 0.8678, "X4": 0.48883, "Y4": 0.8678, "page": 0, "Index": 379}, {"Word": "12", "Confidence": 0.997, "X1": 0.5046, "Y1": 0.8532, "X2": 0.52431, "Y2": 0.853, "X3": 0.52431, "Y3": 0.8658, "X4": 0.5046, "Y4": 0.8668, "page": 0, "Index": 380}, {"Word": "3117138008", "Confidence": 0.995, "X1": 0.83049, "Y1": 0.9422, "X2": 0.95401, "Y2": 0.942, "X3": 0.95269, "Y3": 0.9588, "X4": 0.83049, "Y4": 0.9598, "page": 0, "Index": 381}, {"Word": "3117138008", "Confidence": 0.855, "X1": 0.0276, "Y1": 0.9862, "X2": 0.12221, "Y2": 0.986, "X3": 0.12221, "Y3": 0.9978, "X4": 0.0276, "Y4": 0.9978, "page": 0, "Index": 382}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAvkDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKy5I9bMjGOeyCZ+UMjZxQBqUVk+Xr//AD3sP++Go8vX/wDnvYf98NQBrUVk+Xr/APz3sP8AvhqPL1//AJ72H/fDUAa1FZPl6/8A897D/vhqPL1//nvYf98NQBrUVk+Xr/8Az3sP++Go8vX/APnvYf8AfDUAa1FZPl6//wA97D/vhqPL1/8A572H/fDUAa1FZPl6/wD897D/AL4ajy9f/wCe9h/3w1AGtRWT5ev/APPew/74ajy9f/572H/fDUAa1FZPl6//AM97D/vhqPL1/wD572H/AHw1AGtRWT5ev/8APew/74ajy9f/AOe9h/3w1AGtRWT5ev8A/Pew/wC+Go8vX/8AnvYf98NQBrUVk+Xr/wDz3sP++Go8vX/+e9h/3w1AGtRWT5ev/wDPew/74ajy9f8A+e9h/wB8NQBrUVk+Xr//AD3sP++Go8vX/wDnvYf98NQBrUVk+Xr/APz3sP8AvhqPL1//AJ72H/fDUAa1FZPl6/8A897D/vhqPL1//nvYf98NQBrUVk+Xr/8Az3sP++Go8vX/APnvYf8AfDUAa1FZPl6//wA97D/vhqPL1/8A572H/fDUAa1FZPl6/wD897D/AL4ajy9f/wCe9h/3w1AGtRWT5ev/APPew/74ajy9f/572H/fDUAa1FZPl6//AM97D/vhqPL1/wD572H/AHw1AGtRWT5ev/8APew/74ajy9f/AOe9h/3w1AGtRWT5ev8A/Pew/wC+Go8vX/8AnvYf98NQBrUVk+Xr/wDz3sP++Go8vX/+e9h/3w1AGtRWT5ev/wDPew/74ajy9f8A+e9h/wB8NQBrUVk+Xr//AD3sP++Go8vX/wDnvYf98NQBrUVk+Xr/APz3sP8AvhqPL1//AJ72H/fDUAa1FZPl6/8A897D/vhqPL1//nvYf98NQBrUVk+Xr/8Az3sP++Go8vX/APnvYf8AfDUAa1FZPl6//wA97D/vhqPL1/8A572H/fDUAa1FZPl6/wD897D/AL4ajy9f/wCe9h/3w1AGtRWT5ev/APPew/74aoLyTXrOxnuTLYt5UbPt2NzgZoA3aKjgkMtvHIRguoYj6ipKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqhrX/ACAtQ/695P8A0E1fqhrX/IC1D/r3k/8AQTQBYsv+PG3/AOua/wAqnqCy/wCPG3/65r/Kp6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqhrX/IC1D/r3k/9BNX6oa1/yAtQ/wCveT/0E0AWLL/jxt/+ua/yqeoLL/jxt/8Armv8qnoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzLxhq+qab42ItDctFLYiBUQEosjttDEe1c5Feix1yXT9f1a+SCLRQI3DsGacSMMrjq2K9tMaM2Sik+pFMe2t3O6SGJiO5QHFAHC2thqmpSRSxsymEWrtLJKysAEVnG3vnn8653wNqXia4/wCEXN/Luspbq7UuWbzXxvwHB4wO34V6K/izQ4ldmvFBWURMoU7txBI4+inn2qTUNf0XRpLSK7uIoXuFZ4FC8sAMsRj0B5oA8n1jXPFFl4r8QpC80mkvqdvbDBO+FiykFf8AZIyDXQW3jPVFu7S1mlt9PgmWUrLJCz+a6ybQg9OK6ZvHnhH7W9q+pW32gMN8ZX5geOSMe45qzN4r8Nw3Rt5bqATR5ZQU6887eOefSgDlNS8W38zy28GrW4xFM1xEkB3223oSfw/WqXiXx5rWjz3P9mRxSqbkqspiJDqLcSA49zXoI1nRBqP2IywLdyxLKYymGKM2AT9TVX/hLPDLrn7XblfPa3yU4DrwR07dM0AcronjrW9W1XT4ZIra2M7xl7abhmjaMMWTv94n8qs+IobtfHtjpkF5dpZ6kpup9rn5Wi6Kp/hB7iuk0/xLomp62bCweOeeGN2Z0X7gVtpAP1yOPSq1n440O6s4L2ZzB5rOsYkQ7gA+zPsCaAOH0Px3rlxDawGK3s/MkIUzjCy/OQQM85ArH1LxVr50dNP+0zwMl2jRnY3mXCm4YNhv7qqBmvSfEnjPSfDl6trcWTSMkaz7lQbVVn25HvVtvGHhjdbq97bgyuY4wydwQCOnHJH50AZmheKb678X3ei3jxytH5rqbdQUVVYBQx6hsHpXEeJPG3iG98KXkUc2LsmQTpbxMj2gWZAhJ77gTXoVx430bTfHLeHbtUtbmSFJEnbAErMxAT1zxUv/AAm3hNxcsNRtm8tN83y5OA+zJ45+bigDnfHNxdabZ+GoobqOJGEiyvO7qhOwYLFec56Vk6Z411TT/CGjhJHNy8eD9pQsZv3m3cD1xj9K6jWfiR4attMS5hdNRJZAIo1yVDNt3HPTmrMfxA8GyBQupWuVyoGz7uOvbpmgDBHjXUJnltmMV1NDdQqzQLmMBpQuAeucetbfhzxNc6tr01m9zFIqQO8kKwlWgcSbQpboTiq9v8RtAaa33wm3gufObznjwoMbYyf55rev/EmhaLOqXV1DA80RnyF6oOrEjtz196APHR4l1aw8u+ivg9zbS3hNvGztJJjeV81TxtG0dPUV2Nz471O3i0aEHdfXMdvLMjQ4VhIedvfgV0y+LfCxjSdLm3KykruEf+0FOeOOSBz61oaprWjaPJbjUJooWkGIiy9BkDr2GSKAOLl8YeIItA/tArETIwJJhOIE80oWOOTgc1JpurXNz4J8SXX9oTz5vJUguo4ydqlVAYDso56e9dMvirRFsreae4gjiuMhWAyhG7HJ6DmqOqeOtD0qwikt1+0Ry3CQbIUwPnbbu9x16UAeex6lqtpZ6MP7W81W12BZLm2ZniKFCCvPI6DI6c1tap4m8TSSwXMMIkhtL/7OYIQQ80qJLuU442nC11q+MPC8b29rPeWcUs53Rx4GPvlAc4x94Y+tXND1HQLmWew0mSFngcySRqDnJJBbnryDzQBw1j46124sX1C4vNOt7ZAnmIV/eKxB3J0xnPrXofh7VDrOg2moGOWMzJuKyptb64q99lg2FfIi2sckbBgmpQABgDAFAC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFUNa/5AWof9e8n/oJq/VDWv8AkBah/wBe8n/oJoAsWX/Hjb/9c1/lU9QWX/Hjb/8AXNf5VPQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBEbiETiAyoJSNwTcNxHriopNRsopGjkvIEdSAytIAQT0BHvWLqWh6leeJ7TUYp7P7Jbr8sUkTFw/94EMO3HIrlNR+FE1zq15e2+sbftD7j50O9sFWVucjnDcHtgUAenDnkUtVFga3sILeNmOwJHuHXAwCak+znL/v5fmJPX7vGMD+dAE9FUo7Bo7ZoTe3LFgR5jMNw+nFDWDNEqfbbkYJO4MMnP4UAXaKpLYMpX/TLk43dWHOfw7dqPsDbcfbbnrnO4f4UAXaKqJZMkez7VcN8wbcWGeO3ToaZJp7PKji9ul2/wAKuMH68UAXqa6CRGQ9GBBqm+ns7E/bbpeAMBx+fSkTTmRWH267bK4yzjj36daAOef4eadJHOpv9RDShFLrKoIVVZQPu88MetaFx4Q065u9KuHaffpkEkEHz5yrqFO7I5OBWqtkylT9quDgEcsOc59vf9KBZssrP9quDuBG0sMDOOnHtQBysXwz0W38TSeIIJ7yO+kG1jvUqV4yuCvTirJ8A6b56yrd3qlA4iAdSI95ycZHr61vf2e2Sftt1z/tDj9KY+luyBf7RvFw2chxn6dKAMVPAGkpq1pqQlu/Pto1j/1nEgDbxuGPX0xVqPwhYwJaLDNcILaWWQcqd4kbcytkcjNan2BthX7bdc99wz/KnPZsyMv2u4XO3kMMjB7cd+9AGRo/g/T9D1WW+s5bgB1dVgLDy4w7722jGeT71B/wg1gLFLNLy9jiUnO11yyl9+08dN341vw2jQptNzPJznLsCe/HT3/SmmyYgD7XcDChfvDn36daAMrWPCGn61fx3d084ZI1j2ow2kK24ZyPWoE8C6XFqSahC9wk4leViCpDhmDFSCOmVHv71upZMjo32u4bb2LDB+vFH2Jvn/0u4+Zi33hx7DjpQBz2sfD/AEfW/ECa1dPci6UwkBHAX9225eMep5qDSvhnoWkanNf27XRklOdkkgKqPMEmAMdNw/WupezZo1T7VOuM8hhk/pST2bTMpF1cR4bdhGAz7dOlAHJT/C7QphKomvIxM6vNskH7wq5dc5HGCT0qWz+Guj6ebM2txeRta+YFO9TvDtuKsCuCM11bWzMWPnyjII4PTPcULblYmTz5TkY3E8j3oA54eBNLCSR+bc+W0U0KpuGEWU5YDj16ZqxqHg/TdSRknabDWP2A7WH+ryD6dflFaq2LLIG+2XJwAMFhj69KX7E32hJftVxhQRs3DaeO/FAHG6n8PTLOU025MNtPJvuQzjJzKsmANpyOOBkda6fVtAtNYgeG5aQK8XknYQONwb+YFXEtGSML9pnYgYyWGT+lP+znAHny8DGc9aAOcbwJpx0q20xbu+SzhGDGkgHmDduwxx0z6YqOb4eaPPbRW7PciOBka3AYfudrbgBxyM+ua6aG2aJiTPM+WLYc5x7fSozZMYXj+13GWJO/cMrnsOO1AHJXHwr0C6uIZpJLzfCoVcSDBAlMvPH94/lXRaNoEGitN5NxPKr8Ksu392Mk7VIAOOe+auraMsKx/aZzgY3Fhk9Pb2/Wh7Rm2f6TONoI4Yc+54oAtUVWW1ZUC/aZzhSuSwyc9+nWmPZM9r5H2u4U4A8xWG7jvnFAFyiqb2TPGifa7hdpzuDDJ478UPYs+f8ATLlcqF4YcYHXp1oAuUVTWzZVkH2q4O9VXJYfLjuOOp71BLBPBe2Zjup2QuRIjYIIx3+lAGnRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFUNa/5AWof9e8n/AKCav1Q1r/kBah/17yf+gmgCxZf8eNv/ANc1/lU9QWX/AB42/wD1zX+VT0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEU8hiVSFBy6r+ZxUtV7mISogZScSK3Az0INWKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKp3Um27tFwSWcjrxjFXKrXGw3FsGK53EqD1zjtQBZooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqGtf8gLUP8Ar3k/9BNX6oa1/wAgLUP+veT/ANBNAFiy/wCPG3/65r/Kp6gsv+PG3/65r/Kp6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOWvrm7TxtapFdzx26w5mjdCYnB6BSB97POfSuMvtQ8ULcTtpc2qzW4vWH72H59yglRjHEZbA98V65RQBSAuprC1Y/JOfLaUY+hYfzq7Ve6m8hEb+9IqdM9SBVigAooooAKKKKACiiigAooooAKKKKACiiigAooqOaWOCPfK6ouQMk45JwP1oAkooooAKKinkaG3kkSNpWVSQikZb2GeKxvDviGXXllZtIvLJIyQHnaMhiDggbWNAG9RRRQBg3F3rQ8WQWcAsv7OMXmyFy3mdcEDjHWt6vMdT+K3hnTPHjWFxLcCeEfZHCwkjzN3r6e9emKwdVYdCMigB1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFU7uRlurNVP3pDnjtirlUL7Au7E8Z8wgZx6UAX6KjM8QODKgP+8KPPh/56p/30KAJKKj8+H/nqn/fQo8+H/nqn/fQoAkoqPz4f+eqf99Cjz4f+eqf99CgCSio/Ph/56p/30KPPh/56p/30KAJKKj8+H/nqn/fQo8+H/nqn/fQoAkoqPz4f+eqf99Cjz4f+eqf99CgCSio/Ph/56p/30KPPh/56p/30KAJKKj8+H/nqn/fQo8+H/nqn/fQoAkqhrX/IC1D/AK95P/QTVxZEc4V1b6HNU9a/5AWof9e8n/oJoAsWX/Hjb/8AXNf5VPUFl/x42/8A1zX+VT0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUU0soYKSAx6DPJp1ABRWLc669r4jttLazZorhSROjAlT7r1A9/WuevPiOlgwWfTHBeVvL2yA5hXO6Q+hG0/LQB28sYkUBs8MG/EHNSVRmuEms7edGASR42XcOxIx+NXqACiiigArH8QC4FpA9veTWzfaIoyYtvIZ1U5yD2JrYrkPFHirTLSUae/2l7iG4gd1itncAB1Y8gY6DNAHWRqURVLFiBjcep96fVTTtQg1SxjvLbzPKkzt8xCjcHHQ8irdABRUN1C1xaywrNJCzqVEkZwy+496x/CdvcQaNm51C6vXeR/nuGBYAMRgflQBvUUVDdym3s55gATHGzgeuBmgDKGsTHxMdL3WXliMSf67951Ixt9eK265i0sdSmvo9aY6cGkgVSqwPuAyTwd3XnFbk13JHNHElpPJvGd6gbV+pJyPyoAt1i6zPHdK2mQuHvQYpzCOvliRct+hrVYzEOECqcDaTzz71xIg1PQfGt1rGoNc6hZzWaQRyRRIPLYycLgYyORzQB20M8U4YxOGCMUbHYjqKlrk7PRdTnkmvYtTvdNMlwzfZyqMpTeT905wSO9aWoapJbNPBZutzelcRQBd2xsfx4PAPvQBV8deI/wDhFPCV3q5tFuxFgGFm2hgTjrg15x8LPifDrGoXOlReHhbKFacvbYYn5uARgevWuu1jTdR1TSoX8VNbC1leJJbGHPlr83JZj1q5pGgeHNH1AXPhfT9PN248uV45cFY/wznkCgDW/tDWbm4KW2krDAAD5t1MAW9gq5/U0i6Xq1xdtJe6wRbFQFt7SLy8HvlySx/DFbE3nGFvIKCXHymQErn3xVWJdT+zyCWS0M2RsKIwUDvkZzQB4nqvwh0q78eyXUfieOLzJPtQSTDlWD/dJLZP869g0/VnW4TTdRh+zXmCIiDuSYDurdvoefrXG+FNf0XTLL+ztStpxqIupiQbN2ODIcHOOnI5rurpLS/Qx3lu6xxOGR3GBkchlI6Y/CgDSrA8Xa1f+H9Bm1OxsoLoW4LypLKY8KB2wDk1Ha6q2lQL9tu/ttizYivk+bGT918en9786zviTd3J+H+oSafBFdRSwne/nbQqEfeHB3dqAOrspLiaxgkuo0inZAZERtyqccgHAzVmqunvPJp1s9zEsMxjUvGrbgpx0z3q1QAUUUUAFFFFABRRRQAUUUUAFUroOb2zKopUM24liCOOw71dqldu63doFA2s5DEjtigBr6JpUjs76baMzHJJhUkn8qil0fQ4IzJNp9hGg6s8SAD8SKvXNuLmBojJLHn+KJyrD8RXL+KvBB8ReHLvS49VvYnnAAeWZnUYOeVzzQBsQaXoF0pa3stOmUHBMcaMAfwp0uj6HBGZJtPsI0HVniQAfiRXJeAvhq/g7S7i0m1m6naaXzA0DtEBxjGM81t65oNy+jTJZSXN3OXjYRT3bAMFYE4Jzg4HWgDUXQ9GZQy6ZZEHkEQrg/pQNE0Ygn+zbLA6nyV4/SuXOn+M4riOOCdFtobcFMSj55MjKtkHgDNadtY6+by8ju3ja2kaR43EhGARgJtH55NAGhDpnh+4VjDZ6bIF+8UjQ4+uKV9L0CKPzJLLTkQnG5o0Az6Zqnb6Xdado8GnWtushkiK3Ery8odvbjnmpdM0V49IW1vSdyy+YNj9eBjNAFtdD0Z1DLplkQehEKkH9KX+wdI/6Bdn/wB+F/wrnrPSPFELrCl/Fb2sMQVU+9vJxn3GBnH4VesLHxDFr0Mt1fK2nRQvE0ecmVsgrIfQ9Rj2oAvx6ToUzOIrDT3ZDhgsSEqfQ+lSf2DpH/QLs/8Avwv+Fc/DZeIYdcurq3s447ckqUe63eeCeGHHyY9K2NBj1SKO4XU1A3Sl4v3xk2qf4cn0x+tAFj+wdI/6Bdn/AN+F/wAKP7B0j/oF2f8A34X/AArRooAzv7B0j/oF2f8A34X/AAo/sHSP+gXZ/wDfhf8ACtGigDCisbSy8UQi1toYA1o+7ykC5+ZeuKva1/yAtQ/695P/AEE1DL/yNVt/15yf+hrU2tf8gLUP+veT/wBBNAFiy/48bf8A65r/ACqeoLL/AI8bf/rmv8qnoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzDxJfW174+t44ruSK5snjQos4UuGPIHp7+uK9OHQVwviSxaTxfYTWt5b2UkckTzb4RmZcnIB2nJ6DqMV3dAGPdeGdLvNZXVpYX+2qgjEiuR8vpiqUngPw1Nv8zTI33zecdxJw3fHoOTx710tFAED7YIY0RF2qyqBjgDIFT1BcQeeqLu27XV+mc4OcUzUro2Ol3d2qhmgheUKTwSqk4/SgCFNWifVX04W9yJUXcXMXyY5AOfwNaFee2moeLTDB4jlt9JNvcwwq0SSybwpbtlcZ+au6aF5vMWV8RNjaq8EeuTQA2W/gjMYBaXzJRFmIbtrf7WOlec678TdO8CeI9QstbtJxJcuJ4TBhgY9oUE+hyp4rupJ9P0CDyLeAeZISyW8PLyN6+/1NeXfEX4X33jPUoNcvL+OyciK2W2CbygZ8DJ7n5qAO00r4iabrmn2t/pwWSGUEPEzYlQ5wPl98Vsat4osNHljhuIrqSZ03+XBAzkD1OKreCvCkXhHwxaaQGjnkhzunEYUvliRn6ZroXRXRlYZDDB+lAHm3xQ1/Wk8Bz3GjWmoWspkjKToMOATz8o5FcH8GtV8bahqeoW5u5GRbfdH/aCuY1beMkY79a9e1uC00+5s/tt/KtlNOdyyzbUTC8AEYOPxqvp8Wjy+IraHRNQxFHC0sqW9xvDEOvDZJ4OTQBNqUOqzWMZ/tqZZjIExp0SnLY5BJ6D61c/4R6S9sbeO+1C+3LG6yL5oyxYAZJHpj9a2ba1gs0aO3hSJWYuQoxlj1P1qegDze38L+KYdZTT/wDhNLk2kcSy7PIUEruI25+g611cuj6lFeNc2eszhdm1bacB4wfX1qsvg22Hi0+Iv7S1Izk/8e/n/ucY6bcdOc101AGFbXniGDet9ptvMFwFktZcbvfa3SvPPiX8WP8AhH/s1hDpE7PI4eQ3CmMAoynCn+Ie9ewVwfxI8EaV4ptrO71CSdJLVxHH5bADEjqrZyPSgB3g/wASat498PQamkcemWku5WZG3SMVbHy+gwOvvXWafpVppiOLaLDSNukkJyzn1J71U8M+HbLwtokWlWDSNbxszgyEE5Yknp9a2aAI54UnhaKRdyMMEVg+EdNtrHTpWhU7mnkBLHJ4Y1vyIskbI2cMMHBxVPT9IstLDiziaMN1BkZh+pNAF+iiigDHkdB4siUsoY2h4zz96tcgEYIBB7Gqz6faSXq3j26G5QYWQjkCrVAFGDSrK1hlitrdIY5XLyIg4Ynrke9cBqOg6nqnimbwtLqj2eiyae0scNqByPMAwc9OG7elem1xfxHisbXw1faq26LUI7do4J0dlYc5xwfagCfRtUt9F1C80bVdfWe4SRTCbplVypRT+Wc11gIZQQQQehFc03hDw3rGmZm0+KdbhFJlfLOeBghjz2FPh0zVdIeAWt217aQQsghlIWTPG3no344oA6FgxQhSA2OCfWuZ8HX2p3rayNRuUn+z37wx7UxtUBTj9ax9S8U6rY+Hb24nlit5zIkdussRjlUswBBU8HjoQTmtOGzi8K3sLpqcjxaheEzCdhguy9R6HgUAdbRRRQAUUm5c43DPpmloAKp6ndS2WnzXMMHnNEpYpu25A681crgfin47j8EaHFusmuWvi8Iw20L8vWgDtbCeW6sYp5oRE8i7tgbdgHpzTLxwlzaDbndIR0zjiub+G/i4eM/CiaiLU23lyGDYW3Z2gc/rXSXaF7q0+Qna5bcD04oAuUVBdTtbwGRIZJiP4I+prD8R6vqlr4YlvNMs3W+Miokcse7blgCSAemKAOjork9A1bXhqOoWGr2xuTbzqkd1bw7EZSoOcE9ia0Nc1uXS9FnvVg2NHMsY844BBYDd9OaANyiuRm8d2NsiCWJi5gEx2sMKOMlv7o5HJq1ZeKkvrq9t4rZi1sX+bcOcDIOM5x70AdJRXPWGtXR0gXeoiGGaZC0EOcFsDPfrT7bVr6/0lbm3gQTGYIV5IC8ZP60Ab1FchF46txNDDNayEtHukeEhhG2BhSOozkY+tWLHxjHf61DpaafcLNIrOWJXair13c8Nz060AdPRXLat4nuNPvJYY4I2EUmMMTmQbc7V/wBqoLXxfOLV7q8hg8hXCNJFJhUZjwpJxyOc++KAOworip/G72vivUdLmgUwWioRsPztuUtn2Ax1rb0rxFb6rciCNdsmwuRvU8A44weR7j29aANqiiigDKl/5Gq2/wCvOT/0Nam1r/kBah/17yf+gmoZf+Rqtv8Arzk/9DWpta/5AWof9e8n/oJoAsWX/Hjb/wDXNf5VPUFl/wAeNv8A9c1/lU9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeZ/EJprfW7XUYzdGOzMBfa+EUM5/hDDdn3BxxXo9tOlzbRTxtuSRQyn1BrmtZguTrkCxRSzq5QiMXBUY3HeSM9gRxg55rqVAVQAMAdBQBGbiEXAtzIgmK7gmeSPXFUR4h0ciQ/wBqWmI5RC/75flkPRT7+1Fzp8jaql/B5QkWEx/OOuT3xXB33wwvbh5JLa9toHeVy+5GcOrhgTgn5SA3AHGRQB6LeytFHGVXcWmRfvY4LAZ/+tTr22S9sbi0kJCTxtGxHUBhg/zpiQrb2NtA6iby/LTJHcYG7+tWJCRG5HXBxQBydro88VwugnVpWsra3iZVKJuOGOATj/ZFbE+rPcTz2OlKs11GpDyNnyom9GI798V8taTr3ie78fQrcXF4Rc3QhmbYQxjZiCM4yOCea+srCwtdMs47SzhWKGMYVV/qe9AEGnaYLU/abgrNqEiATT4xn2X0X2rO8XCE2Nr51+9p/pUONrqu794uTyD0610VRSwQzY82JJMdNyg4oAWLHkptcyDaMOTnd71JSBQoAUAAcACloAq39tZ3NsRfWsVxCnzbZIhJ+Qweax/CVjY2+lCW20+O1lLurH7N5TEbiRnIBIxiuiooAKKKKACiiigAqpfabaalGsd5CJUU7gCT1/CrdZus6nJpNmLlLYTruVWzIE25IAPI9TQBfijWKJY0GFUAAegp9RxOzwo7qFZlBKg5wfr3qSgAooooAKKKKACiiigArlviHKieBtUiJ/eSwlI17s3oBXU0EA9aAILSVJrOGSNgyMgII7jFT0UUAYfi3RD4h8MX+mosRnmiIheXoj9mz1GPUV498OfCOvabrt1qevXI1awsZntpIWleYrIAPnCMMEDP1r3tlV1KsAQRgg965HwJaW9s3iDyII4/+JrKvyKBwFXAoA6Nbkz2JurBkuPMAaMM2FI9M44ot7/zBtuYjaymQxqkjD94R3X1H61XmsprO5a805Qd7Znt+AJOPvD0bp7GrVpd2+oReZGMlGIZHHzRsOoPoaAMLVZdKj8TadLJcwpMDJ5mZsYIAxkZxXTKyuoZWBUjII6GuIS50vSRf6XPayNdTzztCGj3s4YkjBPPcVqWtvLpnhuza+1W5iaCP58LGC/ouNvXtxQBv3V1DZ27zzyLHGgyWY4FebeMNOt/Gt5aadqWm3Lu1rLcWUEUiKR0BaQtjB+ZcAe9dla2U+qT/b9TjaOPGLe1LfcBHJcA4LfyrEl8KN4d1wa/pP75YbOWOWO7uZHZslWGGbdgDaePegC54F0ix8PabPpFnZT2jRSCWVJnVsswGSCpxjjpW/dhxdWjKTgSEMAuQQR69qqaNFdtNcahdpChuljKpExbAC9yQPWrF+xF7YDdwZSNuRzx+tAGhRRTJJEhjaSRgqICzMTwAO9AD6hnt4LuBobiGOaJvvJIoZT9QajsNRs9UtEurG5juLdxlZI2yDSahqNppVk95fTLDbx43OQSBk4HT3oARtMsGkLtY2xcqELGJclR0GcdBjpUotLdZTKsEQkI2lwgyR6ZpIr21miWSO4jZGUMDuHQ9DSpeW7iTbMh8vIfnpjrQArWsDlC0ETGPhMoDt4xx6cU+ONI12oiovoowKiS8t5GRVmUl08xeeq+v6ikivrSYZS5ibkjG4ZyOvH4UAPjtoIWZo4I0ZgAxVACcdM0qwRK5dYkDkklgozk9eaq3OsafZ6hb2NxdJHdXOfJjIOX/pVkXVuz7VniLZxgOM5oAGtoHkWRoI2dW3BioJB9c+tMFjaLEYltYBGX8woIxgtnO7HrnvVmigCq2nWT3DXLWdu07rsaUxKWZfQnGSKdFY2kEvmQ2sEcgGN6RgHHHGR9B+QqxRQAUUUUAZUv/I1W3/XnJ/6GtTa1/wAgLUP+veT/ANBNQy/8jVbf9ecn/oa1NrX/ACAtQ/695P8A0E0AWLL/AI8bf/rmv8qnqCy/48bf/rmv8qnoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzrxymp3utx2emLctOqROsiOqxw/M2d2epOO3Su+s1nWygW6YNOEAkI6Fsc1z+v6JbXOpw6refY/KtwgDXAOUO7qCD7iumBBAx0xQAtFFFAEM4You0sDvXO30zz+FTVDO6oqlmZcuo49SelTUAYlvbznxNcTvYKlsYFjWXIOSGJzjHvW3RRQAUUUUAFFFFABRTWZUUsxCqOpJwBTIp4Z1JhlSQDqUYH+VAEtFFFABRRRQA1mVFLMQqjkknAFczrtmlzfx3mpbbvRViHl26DP71jgE84YEHA9K2pLdr9Cl1G0aLJ9xZMiRffHb2pmpaTHqNnHaieW3ijZSBCcfdIIH4ECgCt4dh1KC2uEv0CR+cTaxl97JFgYUn25q7d6pa2MsUdyzxmVtkZ2Ehj+Gcde9WokMcSIWLlQBubqfc04gHqAaAILls2s2y4WFgp/eHB2HHUg1zfgrUL7UIbt7/VXvJI5TGEa2WHAB4YYAyD61r61pTajpk8FvKYZpCrFl/j29j7HpWfp6XOq3sGp+RDa/ZwYcDJZucOOONvHFAHS0VQjur0XLJNY4i34SRJAcj1I7VYguUuEZ03AKzKdwxyDg0AUZby9HiCKyjEH2YxeaxYHf1xgc4rVrnZtStY/GsFs0v7xrUr04B3ZAJ6Akdq6KgAooooAKKKKAGuu9CuSMjGR1FZmj6FbaL9q+zSTubmUzSebIWy56nn6CtWigArH1HS5hLLqGk+TFqbBVLSDKSqCflb069RzWxRQB5T4o8V+DdN8b2Kazaxpq0G1p28ncdzKu3Dd8V3lnYtqN3Hql/H8yD/RoScrGD/F7sf0rzjxx8LIvEXj+DVG1RYWuiv7soDt8sL/OvXoY/KhSP+6oX8hQA+qt/ZJqFnJaySSIkgwxjbacematUUAV7K1WytI7dZJJFQYDSNubH1qvfRs9/YMoTCOxJbqBjtWhWfetIt/YbQNhdgxP04oAuSwxzxNFKodG6qehrJvfCujX1rPBJYxATKVZlGDz3BraooA5bw74D0Tw9pP2KO2WYsd0skgyZG9av3XhjTJ7VoIrdYAzozNGMEhWDYz+FbVFAHLzeEBceT5uoTM0YK5wBlcDA/DFLbeEUt9SnvBdsTKzsRtGRuXBGfTviunooA5zUNEkQWc1vH9pe2hEAjZtqkZHzH16UXXhGzn0h7KMrFI83mtOEG4nfuP88V0dFAHMz+EYrm3tklvJ/OgtlgWVDtIwc7uO9aNlotvaSRSbIi8a43CMAsfU/wCe9atFABRRRQAUUUUAFFFFAGVL/wAjVbf9ecn/AKGtTa1/yAtQ/wCveT/0E1DL/wAjVbf9ecn/AKGtTa1/yAtQ/wCveT/0E0AWLL/jxt/+ua/yqeoLL/jxt/8Armv8qnoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDg/Ft1qg8XaTb2ctw9nlTdQx2xlTBY43DBx7HIxjNd2OlcFr0tyvi5FZIYmzEIpJJSodSx4JHQ9cA9TXejpQBmXUt3DqyMBI9p5LFlRM/NnivNpte8die7Yaff+Wt2dnlwMcgBtigEfcJC5Iz16167RQBXjy9pA10qrIQpZewfj+tWKilVmVdvZlPUdM1LQAUVi2usXs3iO40uXSZIYYo/MW6MyFXBOB8oORnBraoAK5/xS1qLe1Wad45GnTaEkKkruG/p1AXOa3XcIjM2cAZOBk1y1zJeWWoyaylkZUndbYRSvh1yQqlQeACx5H0PtQB1EWxY0RGyoAA5zxRLNHBE0srqiL1YngVlab4etNPxKQ73G8uW8x8AnsFLEAD0rWCKAQFABOTx1NAGLrmtLa6UZraKOcO/lF5P9VH/ALTn0qlpFwmh3MWjiH7R5rBxNaQ/Km7n95joM5wT2rpLmH7RayQlY2DqVxIu5T9R3FZ+g6VLo9ibaWaKX5iwZIyp5PQ5JzjoPYUAXFvFIYtFMuJfKwUPJ9fpz1qeWVIULyMFUdSafSEA8GgDjjq+qPKdaRpBopGEjZfnJPAfA525P17101lDKIoprp0kujGA7R5CHvwDWEvhm4TxB5weMaQH8z7H5h27+zbduAP9nOM811NABRRWR4glvILBZrO5EDiWNTmMNkMwX+tAGvRTIlZYkV33uAAWxjJ9afQAyRBJGyNnDDBwcVU07SrTSo3jtEZEdtxDOW5/E1ZneSOB3iiMsiqSsYIG4+mTxWV4e1m81m2lmu9KksAjlFDyo+4jg/dJxg0AbVMkQSRsjdGBU/Q0k08VvG0k0iRovJZmwBVKLV7e8j3WBNyGLKrxglNwGeW6Y96AObbTZLSRPDKMkqzfv1upmzIFHUkZBLA9CK6S1u5Y3W0u4JEdE3ed1jYDjO7sfY14Rruh+OJPijb3U11E2oArLE9uWCJD/Eoye3cY5r3uyu7XVLLMcsdwuNsnHGe4I7fSgC2GDKCCCDyCO9OqAwujIIXWONF2+Xs49vpXPeKru5vfDV/ZWEdzHqM4eG2TBRnYDOQew9+KAOooqhpOoQ6jYJLG3zr8kqE/NG46qfcVeyOmRQAjhipCnDY4OM4rn/C2p3+pNqovpYn+y3jWyeXHtyFAOTyfWt6aaOCF5pWCxoCWJ7CuV8ISNbXurW9ynkteXj3dqHIBmiZV+YDrxjn60AddRSZGcZGaWgCjPpFhc3a3U1srzqQQ5JyKvVkXetwW2tWmnCSNpJc+YOpTjK5x0zzjPpWvQAUUUhIHU4oAWqV2sn2yzZWAQOd2T144q5kGs3UFRtS03dIFYSMVGCd3y9KAL0zSqn7lVZsjhjgYqpfTahHp0sltBG9yv3ULcEf4+1aFFAHPaLd69PC0l1aoIWkHlGY+XLs4zvXsc5q9fXOpw2Tvb2sbz+eqom4kFCwBJ9OM1p0UAcpFrXiN22f2MPmXCuzbRvGMgjsOeD7VYi1nWDfSxS6WUiDtHGwDEkhchumNpPHWujooAxJNSv4zZobeOPzYQ8ksp2qjcZX+dQS3viGPS3uUtLaSbzWVISWViu7C9vTmtye2guo9lxDHKgOdsihhn15qagDDkutZJ0+WGCMrKhE8TKQVbGevYdqhsb7xBc317FPZRQRJclYJDn5oQT8314xj6GuiooAyEvNVbT52Nki3kbkBGb5WHYg96ry6nrEESv8AYFl3Qh+A2VbIBBGPfPHYVv0UAFFFFABRRRQBlS/8jVbf9ecn/oa1NrX/ACAtQ/695P8A0E1DL/yNVt/15yf+hrU2tf8AIC1D/r3k/wDQTQBYsv8Ajxt/+ua/yqeoLL/jxt/+ua/yqegAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPO/FOo6avjTTVkMclykkaojyssf3mB3rnBIyNvB5r0QVwWoeCjf+L01aWxUxRzb8peMpkPGCwx254HWu8HSgBaKoNqJXW00427bWhMomzxkHGMVxd98WdOgvrq1sbCa9+zsQzrIFBCqxc8+m08d6AO/kfYoJxywHJx1NPJAGScCoYnS8tYZl3BHVZF7H1FLdIZbSZAiyFo2ARjgNkdD7UAcDp3j/T7z4m3uk7oo1WFYo53chZSpJIXIwTz6/Suo1fxRp+kyRxtJ5sjMA6xAuUHqQuT+FeXw/D3w1Ncae1layLr0F2JLi23NhFDfMpzxgdj3r2aO2giBEcMaZOflUUAZdtqqXFst7FZ3lxMqbflgMZIPPAcj0FeZ/E/xFrWbSO6tdT0nSt25ZYArySyAZAO0naARkfTNezVh+JpLVdPgW6eJQ13BgSEDOJFz19qAIPD/iAz2Vrb6srWl+yFtk4271B4bPTJGCQDxmuiByMioZre2vIQJY45oyMjIBFZy6ELWRX0y7ls13bniGGR8nng9PwoA0rm4jtLWS4l3eXGpZtiljj2A5NUtG12x160a6sGmaFW27pIXjyfYMAazdf8U/8ACM25n1K3UxOdsTo2AzHopz/OsHwL490++8zSbxorW6jeR4yXGyRM56+ozQB6HRVaC+tLlS0F1BKAcExyBsH8Ks0AFFcs3iaKPxqdFfVLJQIvM8og7we6k5wCBg/jWs+ptP8AJp0XnsTt80j92vvnuPpQBosyopZiAB1JPAryb4neL7yO4TTIFu4dHyRcahZxeY/mgbljXPA5AJIr0P8AsQ3N4Z9Sunu0BBigZQEjOOeB1/GqXi/UNP0nRokufkV54tipEz/ddSeFB7A0AO8P3uuXOh2stxbRtIyA7p28t2HGCVAIBx7/AICtgPe7mzBDjcQP3p+769OvtUttPFdW0U8JJikUMhwRkEccHpU1AHOeLL/X7DwzfXOj2ENxfRpmNPM7dzyOo9K85+F994g1Se5t7O9uorKRPPupbu1+aOdvvLGScY78g17NJv8ALby9u/HG7pn3rL0DT7vTrSWG6+z5aRpAYFI6nJzmgBtp4bsLa6ku5fNu7mVdryXTl+M5wF+6o+gFa6qEUKoAA6AU6igDIm0ZpfEEWqiaMbI/L2GEEkf73UVNcaaWv0vraZobhV2MuT5br/tL3Poa0aKAKltepcSPEUkjmj4ZJFxn3HqK53xzqtv4b0/+3/Pjhu7dGSNXGRODyUPp0ByPSt7UtMj1GIfO0NxHzFOn3oz6j/CuJ+JGtJpHgTULbWniaeePyrZkHMzEdcdvc9OaAOs0Kyszp0V3G63LXLfajOedzsOoz0GOAOwq9Dpljb3DXEVpCkzHLOqAEn61U8O6zY67o0F3YSoybQrKpB8th1U/StagDPvtHsr+yktZYE2MxcEKMq394e9YfhxptX1K6u76QSS6XPJZQlRtDcAl2HTJzXVM21C2CcDOB1Ncx4OhuoW1k3NnPb+fqDzx+aoG5GCgHgn0NAGumg6ZFq39qR2iJe7SpkUkZB65HSo5vD9pcW5hea8CmVpsrdSKQT1GQc49ula1FAHHXVjc6bcw6LZ28c9vqBcm7uZDI8IGCQc8t1+XniugsbW/tVihluop4UGCxjIcjtznFXiillYqCy9DjpT6AKtzd/ZLczTRSEDOfKUuQPoOf0rC8S3Onar4aMEkUlw94mba2AZJHfGV44K89zgDvXT1geI7WCFYdaFwlrc2AJWRyAHQ/ejOeMNgfjigCTws9l/YNvb2SeULceVLCSd0cg+8pz3z3q7drEb+xL7t4ZtmFyOnc9qreH4FFh9sNwLia8PnSSqcjkcAY7DpVm7UG+siSMhmx+VAFqWWOCMvLIqIOrMcCqV9rWnadpjajPdRi1AyJAwIb6etaBUMMEAj3qC5sra8tXtZ4UeFxgoRxQBm6L4o0rXYJ5bScjyJPLlSVdhRvTng/UZFaM99bW0PmyzIse5U3Z4BbGP5iq2kaFpuhWjW2nWqxRO5kfuWY9SSeSal1PTINVsWtJ9wjZlbKnBypBH8qAK3/CSaPh838S+WiyOGyMKxwD+NTprOmyXL2yXkTTRoXaNWyQB1NZ3/AAiOn4wGm2iMxhS+QM4yfrxUtt4X0+1u5bhBLmRmdlLnG4jBP5UAO1LxToukR2cmoXyW6Xf+pZwcNxn044p0HifRLkObfUreXZG0rBGydq9Tiqc/g6xuZIXmuLpzArLCGlJEYZSpAH0NTf8ACKacJJnAkAljMZAbgApsOPwoA0LrVbCykijubqOJ5SoQOcFixwKqHxRoogec6hCI0LBmz90rjIPp1FN/sBQ6yi9uWnUAB3bPAOcfSmr4X0+MloxIjkH5g3QkAZ+vAoA0H1O0iZA0vLoHXCk5U9DVKLxXoc97bWcWoxPPdAmFBn58HBxx60r+HbJrmCfMweFQo/eHBA6ZqS10K0tLoXKbzP8ANmRjknJBP8hQBJe61p2nOFu7yKE4z8zcDkDn05YUg1vTTcvbi8jaVCVZQc4IxkfX5h+dM1LQbLVIXjkRozIcu8R2s3GME/Q1DL4a0+e8jubgSyyROHj3OcKQQR0+lAGz1paKKAMqX/karb/rzk/9DWpta/5AWof9e8n/AKCahl/5Gq2/685P/Q1qbWv+QFqH/XvJ/wCgmgCxZf8AHjb/APXNf5VPUFl/x42//XNf5VPQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHDNd3l78QJbe1nuWtLePEsIugoMm5TuAxyADgj3rua8o1OW6sPGUuojWJINMS8ELQxzL5is7KG+QjlSwHfOK9WHIFAEMlrDLKJXjBkClQ3cA9qxLjwN4Zupnml0e2Mkjb3YLjccEZOPqfzroqKAKlwqwW0EcUZ2K8aqq9hkD8qt0x3CAE55IHT1p9AHJ2kPiYeObq5nsdPj0h08tZlkJlYKSVJHqc/pXWUUUAFRS28M4Amhjkx03qDj86looAQKFUAAADgAUtFFAGfrOmadq2mS2uqQRzWpGWDjgY71zXgbw3oVrpz3NtDFcXLu6yTSAM20Mdq89BgCuxlaNImaUqIwMsW6Y96is5rOeNmspIHQHkxEEZ/CgDObwpoTMx/s2FSxJOwFcn8K047aOC28iHKIFwMHkVPRQB4r/wq68k8ZGwm1B5LHAuWuml/fv83Qj3II+lezRRJDEkUahUQBQB2AqqNKsRqH28QD7V/wA9Nxz/ADxV6gAprKrfeUH6inVz3iqK7ntreKw1WeyujIuFgClpFyA3BHQAk0AdAAAMAUtVNNlilsITFdi7CrsM2QS7Dgk475Bq1kDvQAtFY2veILfRdM+1/LK7uIokDfecnA/D1pulNrNtdLa6hBHJE6GT7THJna2fuEEZ+h9qANuioUuYZJNiSqz88A88HB/LIpWuIVClpUGW2j5up9KAJaK42bVopfER1GKC9m06ACFriE7ojJnHCg5IHQnGBXYgggEdDQAted/F/wAL22ueELm8eVoZrJDIGVQd4H8Jz0GcHj0r0SsTxTDpdzo0lvrF81pZS/LIwkCBh6EkUAZnhfwTa+GUhk0+7nQyKDdKTlZ2x1x/D17VsR3upWyXD6hZq6Rt8j2x3F1z129RgVesvLNlD5Mxmj2DbITksPXNWKAKUWo2d3CCtwE8xMgMdjgHvg8iua8Caquoza7H/aMt4ba+aJPMk3hY8Dbj8c81reJvC9j4m0ue0uAYpZEKpcR8PGfUGvPfAfhDULfxNd6lBfeRHpwWwMC/cuWUcswAGOo7E5oA9eorKh1aSOeS31C0ktzHHvM4GYWHfDdvocGr1rdQXsCz20ySxN0dDkGgCeiuc1PU9fttftrS0sLGSznPEsk7K4AA3cAY78c10dABVTUbaxu7NotRjhktiRlZsbc9utTTzxW0TSzSLHGvJZjgCvOPiT4usxoMFta20d/a3j7Xuc5ijx/tf3vSgD0Oxt7S1s44bKONLZR8ixfdH0qtqMe+90596rsmPBPJ+U9K5b4Va4+seFfKbTXtEs3MMb8lZlH8QPr6119zIq3lopXJYtg8ccUAXKKKoaxBd3GlTxWE3lXLL8jY/T2z60AX6KwfDdjqVml61+5Ec0++3gaTe0KbQMFu5yCam8Sx3U2jOlmZRKZI8+UCW27huwByeM0AbFFcR9q8VwRCKK2d2WEY3rnLDHVvfn6Vo2EmvyXl3DdRGGMmQxEAFSCPlG7OQc0AdNRXC6hJ4kmfSXtoL22+zLItzwr+YwQheAeQWxzV1p/Erm8t3tiI1tWKSrjLuUyMehDcYoA62iufF9fzX0ciWl3HBsVW3R4O7dzkHtjvWW//AAk0UC7BJmMPhtu4nIXGR35zQB2lFc1rEWu3NlZy6e7Q3QhkDocbdxUYz+tUbCxv5dRhkmj1OJUVWiJkG0MoO4OOp3HFAHZ0VzE/9s3fh1FngYXRkIJjJDY/hOOPp+tZmpWnia+0eGNnube6hlLN5JU7gFO0ZB55Az7mgDuqK5LUrDWHv7jULeSZhBFGYbcHHmsByOuBz147VLp134mubCYz2yQXIjPleavylvfHP5UAacv/ACNVt/15yf8Aoa1NrX/IC1D/AK95P/QTWfZPO+sWDXIYTmxfzAwwc7lzxWhrX/IC1D/r3k/9BNAFiy/48bf/AK5r/Kp6gsv+PG3/AOua/wAqnoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzzUpLOHx+kEmh2d6suHa4bTyGicEY/e4IJ7+tehjpRgUUAQG8theCzMyfaSnmCLPzbemcelZLeMPDqeZv1mzXy5vIbdKBh/SrNxpe7WBqVv5STiExFmTJbnjJrjL/4cajq00s17qtr5pmbyzFa7QIWDAqRnG7DcMMc9c0AehMBPGpVlKkhgcZBHWpaz5LAC2t4UnuUWJBEPKbBIwBk/Sof7EP/AEFNQ/7/AH/1qANaivOdP1LUrnxfNptxLcxaUdwtr5blj5pB6fd256966mTTdvmLHqWoyyqm7yxNyR9SMUAbtcv4k1K/FzFZaNHeTXkeJZ1tzGFWPPRi/GSAQAKsWGmXdzbeZd3OoWshYgR/ag5x2JIHX2rA8RyS+DJft9nqsgk1CRY5Uurd7gEjChgU5BGenf60Adjbapaz6fHeGURxsdp807SrZwVPuDxVrzozEJQwZDjDLyDmsCw8PRtpqA6nfSrMDK5LbQ5b5iduOMknirg0PaABqeoADoBL/wDWoAr+KNQe0tbS1WGJ1vrlbZ2nXdGit1LDvVTQ47fQ/EEnh+xgs47T7L9pAhAVw+7B3ADGDnj6Vbv/AA2l3YywS395IrL0ll+XP5VleFvBY0WykhGpTly5JeGdiSPQliT+tAHYeagBOTgNtPB6/wCTUX260FybY3MInHWPeN3r0ql/Yjf9BTUP+/3/ANaoZvDcNwGEt9evkYJMgz3HXHuaAMNNVjbxMdWOnXq6OUEYv2mIi37iN2zdnacgZ24rtwwYAg5BGQa4dNJ1P7enho6xGdIjgVx+7xclQxATfnHVeu3NdGNDIGBqeocf9Nv/AK1AF+OS4cnfAEAbHL5yPXisDUobvSdXbXQzXitELX7OCECBnGCM8Hng1of2If8AoKah/wB/v/rVheKdDH9nxtJd6hcIJUG3+0Gg5LAA5Uc4ODQBvaLpr2VmyziJZZLiS4Kw5CqWYnHv1/Or628SOHC/MBtBJJ4/Gsq20NltYlOp6gCFAI+078f8CIyfrUv9iH/oKah/3+/+tQA7VdLsbrSJbea1ZoVBdUhUbgw5BX3zWL4Se6vppbu/g1iK4iTyl+3AIhXPBCjq3HJNbH9iH/oKah/3+/8ArUf2If8AoKah/wB/v/rUAaYRQchVB55AqIWVqIRF9ni8sEkLsGMnqaoHRSoydU1AD3m/+tVKezm82KOzu9QuSXIkb7TtWMA4OTg8+1AHNrdp4b8QR+HLXW7G10liXbzFPmxuzElA33eSeM9K762tBbu7rPNIHA4d9wH0rzKTwdqdtrh0mEQTxzW8ri9mOWQtJkFlx8zDpnP5V2S6dNaKkd1f6iQkWWmik+QY68dR+tAG5ILsGPyWiYb/AJ94I+X2x3rF1xBrOo/8I5OkiWVxZvLNKB97DKoUHsec/hVqLSkmQPFrF86sMgrODkflXJ/EnRCvhKeX7TqM3l/MJPtJUQ4H3jgZI9qAOs0HUJLs39rLNDM9ncGHzIehXAIB9wDg+4rZrmtC8OxWunWzxS3lszRqXi80HnHc45+tWZtIuEYNHf38iZAI8/BA7npz24oA2JUMkToHZNwI3L1HuKxvDvhiDw59r8i9vbk3UnmyfaZA3zdyMAdeKeumRyPIkesXzPHw4E/3T78cVlaAZtaN/vub6AWly1vkXe/eQAc/dGByKAOvrNfRbYTebbNLaOZBI/kNtEnOSCDkc98DPvUf9iH/AKCmof8Af7/61H9iH/oKah/3+/8ArUAeWeNdc8T2Xj5UghuGkicLpsaIDHKGA3ZGQSfU9vSvVrW31GfTsXt2YriTDZt0A8vj7vzZz9cVzmqaTcDxLpQ+0TvErSYme6+dPlGcDbx+fNbj6WEkEY1TUDIVLKvndcfhQBNb6FZxRFZjLdliSzXLl92fVfu/pWZrvl32qWXhxreIWk8byzOyAhQuMKvoxJyD22mrR0K4mWFhq+pQYIZ080Ekf3c4/lUGr+EINX06W0uNQv2Dj5SZiNrdjkYNAFnw8Gt0urAPDJBay+XC0K4CrgfK3J+Yd/rV67Dm8s9o4DksdwGBj071mad4Wi02yitYL++RUUA7Zepx1PHJol06W01jTZFvbuZd7hklkyOV64oA6CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooApNZs2sRXoYbEgaIr3yWBz+lN1r/kBah/17yf+gmr9UNa/wCQFqH/AF7yf+gmgCxZf8eNv/1zX+VT1BZf8eNv/wBc1/lU9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAx5EjALsFBIUZPc8AUy5VpLWVE+8yEDnHOPWmXcXnRxr6So3XHRgas0AeISeKbzVdC0vw1Foyvdx3ccUqxyf3G+bKkZA4OSa9de5v4kXy9MRv4cCcDA7dqrQaTPF4km1IR2QikjEfyxkSYBJzn15rboAyU1HUjPtk0dlj4y4nBPPtj864Hx74i1aTWf7Jt2awgtwk/mBVd5WzlTgg4UEc/SvVK5Xxl4bttejtWfSVvZopFO7zBGVTcCwz3yMigBPCXi1NY8MRX99mKVHMMrCMhWYHG5fYjn2rpLe8t7uPzIJQ6evTFJa28NvZxQx26QxqoAiAGF9qmCIoICgA9cCgDH8Qa/pujaLNeXjCaL7iwx4ZpWPRQO5rA+Hev2V/YvYjTpdNvULSvBKuCyFjg59sgY7VueI/DdlrumCCTbBJDJ50EwA/dyDvjv71z3g/wrFNHJqeo3EV3K7PGiw5VEAbB78klc0Ad9RVZrRDD5SvLGMg5R8Hj3/CmtaSrCyw3Uofyyqs53YPY/hQBkJc2jeLWtl060NyqeYbkTLvxkj7uM54rosjpXhcHh/XIfEcelJYSi8Vlla6GQCu4Et5n4Gva0soUuBcEFp9gTeSTxQBXl1ZCzRWsUlxOpxsClQD7kjivPviBpetajd2V9cRZ05F2/ZosM0cpYbWOeOeB0+nrXqOAO1Rz28VzH5cyB03BsH1ByP1FAHKeC9P1jSvCsFvJGBI0kkgjuWy6BmyFOOO5/Suimu7qCQA2TSx4JLxuMj2wavUUAcz4k8ZWvhzSzdz2twWbAjV12qWPQFugrK8MeMdV1fUHsJNPRuC4uBJ8oGe47jsCOtdZrGlWus6VPY3lus8Mi8oxxk9ue1YfhHwsNC8yWeLFzjYj+cX+TOQOelAGydOa7jZNRkE6+ZuVFG1QOMA+vQ/nWiAF6AClooAw7jStTk8UQ6lDqMcdmkflvbGEEsOp+btzW3jPBpaKAKg061S+N6kIS5MflF14yvYGvNviVqeqLbw+GhcrGt1E0kt4UwrIDjYc8AnI5z2r1SuR+I2iJr3hO5sxpz3lyw/cBByr9jmgB/gPxBca9o8ou1AubSXyHYHlwACGI7HB5HrmurrGsdEsotOt1toHsnWIKpT5XX6+p+tWnuZ7IL9oUywhSXnUY2n3WgCHX9Mk1LR57a3lMMrkNuXgnB5Bx1yOKwtNuYtV8QWzaLbm3ttNLwXm9CgBwPkAHBPfPaus81JrcvGxZWTI2dfwrnvCB04nU/7OW/Ui6IuPtZP+twN2PwxQBspDqIvN73MJt8n5BEQ2Prn/PNOnjvnhZYriKOTflW8vOF9MZ61cooA4zVZ4Y4Z9F1G1ub+8vWby3SEIsmMEYYdNoxyfSuo061+yWEEBLMyIASxya4zxBr9hZ+N7KxuLpo5yQUJuSiR5A6jpz6V3oIKgg8etAC1HLNFAhkmkSNB1ZyAPzNI1xCmd0qArycsOK47xv4qtbSx/su1iS8vr2NxDGRlflIDdOpG4cUAdnHIkqB43V1bkMpyDVS8VDfWRfO4M23AHXFZHgvWxrGiKrWwt5rUiGSNTlcgdv1BHYgite8VmvLIAHaJCSfTjigC9RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFUNa/5AWof9e8n/oJq/VDWv8AkBah/wBe8n/oJoAsWX/Hjb/9c1/lU9QWX/Hjb/8AXNf5VPQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBi3H2u38RrcGed7I2xBhCZVXz145zXn2pyeLmdPsMmp4S6dJTsHMp3bP+2ednI4r1uigDKubjULaxtMWIu5iEEv7wLtbjnn3pPtusf9Alf/Aha03YqBhS2SBx/On0AZP23WP+gSv/AIELR9t1j/oEr/4ELWtRQBk/bdY/6BK/+BC0fbdY/wCgSv8A4ELWtRQBk/bdY/6BK/8AgQtH23WP+gSv/gQta1FAGJcS6nd28lvPoyPFIu11NwvIqrpdlPolu0Gm+H4reJm3FUuRjPrya6WigDJ+26x/0CV/8CFo+26x/wBAlf8AwIWtaigDmfst+NV/tL+y5PtBG3/j8G3Hpj8a0Ptusf8AQJX/AMCFrWooAyftusf9Alf/AAIWj7brH/QJX/wIWtaigDJ+26x/0CV/8CFo+26x/wBAlf8AwIWtaigDJ+26x/0CV/8AAhaPtusf9Alf/Aha1qKAMn7brH/QJX/wIWj7brH/AECV/wDAha1qKAMn7brH/QJX/wACFo+26x/0CV/8CFrWooAyftusf9Alf/AhaPtusf8AQJX/AMCFrWooAyftusf9Alf/AAIWj7brH/QJX/wIWtaigDi9fXW4dJvrvTtMMF35ZYOlwD06nH0ri/Buq642syW2kyLds8TzT+YcRCQj5d56hv0PY17MwYqQpAbHBIzg1jeH9BfQ3v2a6Wdry4Nw5EOzDEAHueOKAIIbnxQbSNZ9PtluNo3tHKCueM4z+NQsniR5d7BwM5CJIgGPTvXUUUAeNeJtB1C51Z4zPam7upMiO6lViOmMkDA68fSvQ4U1RdMSym0vzUCBGJugC3HqK6HaCckDP0paAOZNjOXVz4fiLKc5NwOcevPP41meJtMnv9N3t4dP2iDLQPayrvRj6Y7E4zXc0UAcl4cjv9O0lEt9DeLed8gmmAYv3JB9TzWg11fvqNkt1ZLChkOD5obJx6Ct2s2/A/tPTiZSp3vhf73FAGlRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFUNa/5AWof9e8n/AKCav1Q1r/kBah/17yf+gmgCxZf8eNv/ANc1/lU9QWX/AB42/wD1zX+VT0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFc5e+J3svFdno5s90NwdhuPM5V9u4DbjpjvXKTfFoxSsi6Q0hWV1b95twibixyRycL2oA9JnJCrh9vzrz689KlrNuNXtYbK1uJZREs+xlBxnBx/jzUDeKdDQqG1KHLDI6/4UAbNFZreINJQAtqEABOB81Mi8SaNMzKmowErjPOOv1oA1aKyJfE2iwqWfUoMDHIOepx2qQ+INJEfmf2hBsxuzu7UAadFZC+J9EaYQjUod55Ayffv+BqR/EGkICW1C34/2+aANOis1Nf0mQZXUICM4+9Uf/CSaMG2/2jBknGM9/wDJoA1qKybjxLo1rH5k2pQKmQud2eT06U1PE+iSpvTUYSuAc5I6nFAGxRWX/wAJFpAk8v8AtCDee26nHX9JD7DqEGcZ+92oA0qKzI/EOkSg7NQgOOvzYpn/AAk2i79n9owbsE9ew60Aa1FZMviXRoURpNRgAcgLg56/T606LxFpEwYpqEB2sVPzY5FAGpRWPL4q0OHf5mpQjb16n+Qp48SaMy5GowY27uvagDVorHTxTocill1ODAYKSSRyenWlPifRcsP7Sgyqljz2HWgDXorL/wCEi0fyRL/aEGwgEHd6+1RL4p0NnRBqUO5zhevX8qANmisp/EmjRqzNqMACttPPel/4SHSPKMn9oQbBnJ3enWgDUorHHifRC2BqUOc46nrkD+tE/irQ7dtsupQKfQEn+VAGxRWU3iTR1GTqMHI3de1MXxTobXAgGpQ+YVDAc9Pr0oA2KKypfEujQnEmowDvwc/yoi8SaPPu8vUYDtxnJx1Ge/1oA1aKxm8VaGs3lnUod+7bjnr+VTnX9JDhDqEGT0+agDSorIh8T6JcSOkeowlk+9kkfzobxPoqSCM6lBuztxk9aANeqN5EGvrGQgfI7YPuRUP/AAkej7Vb+0INrEgfN6f/AKqp/wBs2GqanYx2F3DMyOWcA/MBjtmgDoKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqhrX/IC1D/r3k/9BNX6oa1/yAtQ/wCveT/0E0AWLL/jxt/+ua/yqeoLL/jxt/8Armv8qnoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAqy6faTXIuJLeNpgMByOQKrvoOlSZ36fbtl/M5QH5vWtKigCJoIXAVokZV4AKg4qCVdPgZUmW2jZ87QwUE464q5WF4g8Nw69c6dM7KrWcrPkpncrIyFfp82fwoAt/adGIU+bY4PA5TmpoE0+5QtAttKoOCUCkfpXnQ+D1sJ/NF/sLurPtQ/Lt7Lk4xxXX+EfDA8LWE9sswl8yTfkLigDVjsLCzt9q28CRLk8qMDJyajM2kDq9kPl39V6Yzn8qtXdrDe2sltOgeKQYZT0NcXe/De1vXhzOiLFCU2hOHOxkAYZ6Yb9BQB1ccukzSCOJrN3bkKu0k1KNNshcGf7LD5hQITsHQEn+tcZpvw4Sw1XT70XaqbWXzWCIQXPz4BPp8/6V31AGbJc6NEzLJLYoy9QxQEUi3WjMGImsTt5OGTiuU1j4eyatrR1J57ISRz+ZDut8hVxyjDOGz1yaz9P+Ev8AZ0kUialHI0EgeMNb4V/nDkOM8jIwPagD0KTT7G7hUPbQvGSrjCDBwQQf0FNnOmWpUXH2SIt93zNq5/OrNvGYraKNtuUQKdowOB2HYVg+KvDR8SQw27G3EI3CXzYtzMpxwG6ryAfwFAGh9r0UkDz7DJOANydasRJYXG7yVtpNh2tsCnafQ4rzxvhLv1xNWOoQiYRpCYRb/u9i7eQM8N8vX3rqvC3hWPwxcau8U++O/uzcKm3HljGNvvQBtyQWUMTSSRQIijLMygACqgu9EJwJ7DP+8lWtQtzeafPbr5ZaRCo81Ny8+o7ivN/+FQK088zajEHu49lwVg78/Mv90nPPsKAPQUm0iRlVHs2Z/ugbSTVr7Hbf8+8P/fArjtI8CS6ZqMdw9zbSxiYzOghxk4AGD2AxnHqTXcUAZ0s2kQuySvZI6/eVioI+tIbjRlGTLZAYB6p0PSuZ13wE2u6jd3U1xbLvx5GIeUwcnd/ez3plt8PjbxXUH2m2lindZD5lsCQR1UHPC/TpQB1z2Gn3tuAbeCSJsMMKMHByKWddOtUD3C20Sk4BcKB+tM0fTl0nSbawR9ywJtB9s9Pw6VU8S6H/AMJBposiYfLL5kEqbty4OQPT60AWBc6MwJEtiQDtJBTg+lWVt7N2KrDASuCQFHGa860v4RR6SpMOpeYy7ljEkOV2kYywzyR2Ndd4b8O3Og+d5+rS3/mgcyxhSMe460AbDW1oilmghCgZJKDAqqlxo77Nkti287VwV5PoKuXURntZYgEJdSuHGV59R6VwM3wyWeRHW5t7YkMJRDDxyyncnPyt8oH0oA7VG0uR1RDaMzEgBdpJI61IdNsmuVnNrD5qqVB2Doa5ew8DtZX8F19phLxFcOsZVlVQo45xlgvJ9zXZ0AUJJNKimMUjWaSKNxVtoIHrikWTSnICtZsSpYAbTkDqaxPEHg2DX75riQQRNsCrKqfvM+/qOMfSsMfC0m/kum1QDzZJJWSOLaAWUrtUg8Jg9PWgDvYoLKeMSRRQOh6Mqgg02ddOtUD3C20Sk4BcKo/WodD0z+x9IiscoRGWPyDAG5i2Bn61U8UaDJ4gsY7RJIETfmXzY925e6j0z0J9KALpk0oMwLWeVAJHy5GelPiGnTyvHELZ5E+8qhSV+tcMPhcI9dj1OPUv9SHEcLR5Vt5JIc55A3fL6YFdfo+g2+kzXE6hGuJ9oeULglVGADQBoG0tQMm3hAH+wKqrPo7hSslkQx2rgryfSr7DchHHIxz0rhF+HIEzTi5hSWTerhYvkCsVOVH8LAIAKAOuL6WACTaAFtv8PX0qU2FoZophbxiSIkoyqBjPWuSu/ATXUMaNdxAoU2ny+gXbhvdvl5+tdqo2qBnOBigB1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVQ1r/AJAWof8AXvJ/6Cav1Q1r/kBah/17yf8AoJoAsWX/AB42/wD1zX+VT1BZf8eNv/1zX+VT0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQByFt41NzreoaStnm6tr5bdFDj95GQC0n0UHn8KqXHjHV7K3aa6s7BFuC62W2Zzkq+3958vyjHPGa6ePQNKi1U6pHYwrfHdmcL83zAA8+4ApYtC0yF2ZLRMk7uckA53cZ6c80AY9l4nvHs5HurWATRwTSloJGaN9m0jaSASPmweOoNT6trOp21/bQ2UNj5LRLLPJdzNHtBbGFwpyfritya0t7gkyxK5KNGcj+Fuo/HApsllbTEmSBHynlncM/L1xQBjan4y0rSTOLkXJ8nCkxwMwdicbVIGGIPYVI3i3S1BO6YgRGVsRN8uOSh/2+vy9eKXV/CmnavZyW7q0IkkR3aM4J2nP0q2NC0xTkWUQypU8dQf6+9AHNj4kacJF82zvYgb1rJUaBjI7hAw2qB71vW3iKyu7y2t40uc3MQlikaBlRgRnG4jGQO1SN4d0hrlbg2EJmW4+0q5HIlxjd9ccVGnh+3j1iG/RiqwJsiiUYVeMUAUpfE8llNLFewxJ9m3PdukmRHGfuEDGSW6Yqy/imwjFsZI7qNbiNnVngZQCvVTkcN7davyaVYTS3EslrE73KqsxZc7wvQH6Ux9F0+QQh7cOIBiMMSQKALFncpe2cVzGrqkqhlEilWwfUHpVimoioiooAVRgAdhTqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKoa1/wAgLUP+veT/ANBNX6oa1/yAtQ/695P/AEE0AWLL/jxt/wDrmv8AKp6gsv8Ajxt/+ua/yqegAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorLku9WWRgmlqyA8N9oUZFAGpRWT9t1j/oEJ/4ErR9t1j/AKBCf+BK0Aa1FZP23WP+gQn/AIErR9t1j/oEJ/4ErQBrUVk/bdY/6BCf+BK0fbdY/wCgQn/gStAGtRWT9t1j/oEJ/wCBK0fbdY/6BCf+BK0Aa1FZP23WP+gQn/gStH23WP8AoEJ/4ErQBrUVk/bdY/6BCf8AgStH23WP+gQn/gStAGtRWT9t1j/oEJ/4ErR9t1j/AKBCf+BK0Aa1FZP23WP+gQn/AIErR9t1j/oEJ/4ErQBrUVk/bdY/6BCf+BK0fbdY/wCgQn/gStAGtRWT9t1j/oEJ/wCBK0fbdY/6BCf+BK0Aa1FZP23WP+gQn/gStH23WP8AoEJ/4ErQBrUVk/bdY/6BCf8AgStH23WP+gQn/gStAGtRWT9t1j/oEJ/4ErR9t1j/AKBCf+BK0Aa1FZP23WP+gQn/AIErR9t1j/oEJ/4ErQBrUVk/bdY/6BCf+BK0fbdY/wCgQn/gStAGtRWT9t1j/oEJ/wCBK0fbdY/6BCf+BK0Aa1FZP23WP+gQn/gStH23WP8AoEJ/4ErQBrUVk/bdY/6BCf8AgStH23WP+gQn/gStAGtRWT9t1j/oEJ/4ErR9t1j/AKBCf+BK0Aa1FZP23WP+gQn/AIErR9t1j/oEJ/4ErQBrUVk/bdY/6BCf+BK0fbdY/wCgQn/gStAGtRWT9t1j/oEJ/wCBK0fbdY/6BCf+BK0Aa1FZP23WP+gQn/gStH23WP8AoEJ/4ErQBrUVk/bdY/6BCf8AgStH23WP+gQn/gStAGtRWT9t1j/oEJ/4ErR9t1j/AKBCf+BK0Aa1FZP23WP+gQn/AIErR9t1j/oEJ/4ErQBrUVk/bdY/6BCf+BK0fbdY/wCgQn/gStAGtRWT9t1j/oEJ/wCBK0fbdY/6BCf+BK0Aa1FZP23WP+gQn/gStH23WP8AoEJ/4ErQBrUVk/bdY/6BCf8AgStH23WP+gQn/gStAGtVDWv+QFqH/XvJ/wCgmoPtusf9AhP/AAJWqWsXmrHRb4NpSKpgfJ+0KcfKaANyy/48bf8A65r/ACqeoLL/AI8bf/rmv8qnoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKqanfJpmmXN9IrMkEZkZV6kAdqt1S1WwGqaTdWDP5YuImjLYzjIxmgDmofHy+RZ3F7pFxZW93KkcUs80WDuGQeG9O3Wugtdf0m+Zltr+CRl2bgrcjeSF/PBxXK618MNK1Lw1p+jQYtoLOdJ3Eaf69lXHPPGaZpXhbW5NQ1K6u547Z5BaC3cxKf9SWJyqseDnrnv0oA6oeI9GZogNStsyxtKnzj5lU4Y/QHirFtq2n3lrLcwXcUkMRIkcNwmOufSuQk+GdrcaWLK5vncCye13CPHLS+YH69iBxWmng4T6VqVhqV88q37q0r2sYgOAoXHfOcc5oAteFfFdj4usrm7sFkEMFw0G58fOV7j2qxfa/b6drVlps0cubtWKygZRSCAAfTOaxvBfgYeCo5rey1KSW0lmaVoZIxxkYABzxj6c1q65oUurJKbe+azuGgMSSrGGKHcG3DP0oANJ8S2eqQTTbXt1juGhXzSPnxjDDHY5q82q2KSyRPdRK8a7mUtggZxn86z4dDurGNlsL6OPfgMJIN4+6q5xkc/Ln8azr7wXJf6jLdTagHUxPHGjw7tu6RZOeeQCuABjigDeOtaasSytexKjbQCWx944H5nim/27pfmeX9uh37ymN3ccViXHg2W5ijjk1JioaN3JjJJKSFwAS3A5xzmrH/AAiSpetdQXZV5UMUwaMMHTduGOeCPX9KANuPULSd3SGeOR0BZlVskAcfzrmZPiFpsOhW2qS29wq3N59kiiABYtv25OOAOM81q6VoT6XJIouxLbkOI0MKqy7m3HLDrz9KwE+G8C2Qtf7QYqGDqfKHDeaJCevcKF/CgDVs/F8N1aG7axuIrYvLHHIxUhjGWBHB4zsOM1Wn8e2VlPBFfW0tuZmjCsXRlCvnDFgcDG08dafZ+EZ7axGnyaislksk8ioIMMWkLHk7jnG89hRN4B0VrC1tLe0ggjiuY7iUCIMJigIwwP1oAvzeKdPTTdTv4W+0waeu52hYNu4zge9MtvFdlc31narG6tc2q3Ks5AADMq7T75YcUT+FrNtN1WxtRFaRX6gFYYgqocYzgYzVCPwJbRa0moJduFEEcTQ7flJVlJYc8Z2jigDfk1nToQfMvIkwxTBbnI7Vl/8ACbaINVvNPe7SN7Mbp2kYKAMKcjPUfOORTJ/DN1JdW93HqEUc9sDHCPsoZBGVxtOTkn3yKx774Z291ql1dpqDxJPAIvL8rO04iGQc9MRDj3NAHVjxBpLQJMt/CY5CQp3dcHB/WrE2o2du22W5jRtnmAM2CV9axX8LypePc2t+IzKrpKjwhlZWJPHOQRk8/pT9a0AandaYFiAEBxJN0Plgcpwe5xQBZufE2l2lq80l1GXWMv5auCTjsPc1T/4TfSNmllZdz6gyKqBhmPchf5voBzVGXwCj2tzZpfBba4lE7gwhm8wdwSeB04x261W/4VwVsdOsl1NTBYy+ege2BLMU2HJBHHf196AOovNds7bR5dSjYTwxkDCEZJJAA56ckUj+ItKhikkuL6CLygDIGcfLyB/M4qG20J49Jms5rxpGllWTfg4XBU4AJJx8vr3rFvvh9BfQR2xvPLt4GZ7ZRHlkLOHbJz833cUAbOu+KLPQdN+3Sq00ZAYLGRuIJxnBqbTfENhqWm296JliWZdwSRgCvBOD+AJqj4m8Jp4ktRA900GECZCbuhz61VtvBK29nDZG8WS2SIoyvDyxKsuevT5ulAGrceKtGtGj86+jRXDNvY4UBeuT2qW98Q6Xp8BmuLtEXyvNUd2XGePXpWFfeCZdQ0lrCfU8KwZeIiQoIAwAWJHQd6va14Zk1q8tWkvRHbW7M4jWMliWiaM/NnAGGz0oA0INd06aCSb7VEsaAMSzAYB6E+lWLfU7K7kMdvdRSuF3YVs5HrWFN4PS7mt5Lm8Ztk/myokYCzDAwrA54BGasaF4bOiGKNboSW0EbJChiAYBmyctnnr2AoAfYeJIb27WF4TD5gdoy0itkIcEkA5HTvV061pwkjjN5F5khwq7uSfpXO2ngOKzuJp7ea3gndZF8+G3KyEuT95t3OM9sdKb/wAILL50t1Hq7peysd06x8quE4HOf4B1JHPSgDqYNRtpzGqSoXkGVUMDx+FUIPEunzavqOmtJ5U9iVD7yAGBUNke2DUel+HjpF559tcKfNjSO43xkl9udpHPy9fQ9KpS+DvM1nU74X2ItQdHki8kZUom0YbP40Abq6xp7Mii7iO9Sy88EetRJr+kyQGdL+AxDHzbxg59PyNUr/w7Ne2tvaLf+VbRbCyCIEkr6HPAPfrVGLwT9ns7KKDUCs1ngxSNCGBIYtypP+12OfegDcg1uxm05b9pljgZ2VWY/e2sRx+VLHrmmSmXZexERIZHOeAo6n6CsybwxLLpVnateIbi3nefzvJIBZixOAGBX73Y1U1fw1f3drplglz5kEUirPIVGTF/GrZPIbgYA/GgDah8Q6bJ5m66jj2SGP52Azg4z9Djip/7WsTZz3UdwksUCF3MZ3cAZrnZ/AsT3WoSRXgSLUFEdxG0IYeWGLALk8HnGSDVvRPCg0SyuLKK7zavGY44xHtCA9yM4z9AB7UAXdP8R6dfwW7idIpJo/METMNwB5GffFXP7TsvsK3v2mP7M3KyZ4P0rFPg+JrlXe5LQh45ShTB8xF2qdwPTvg5q/No7nTLG2t7gRTWWwxStHuGVG05XPcZ796ALa6nZtNHELhN8ih0XPUHpWdqXirTNMks1kl3LczmDcp4Q4JyfbimT+HZp5rU/bQkUMqTOixn52Uk+uACWPbPTmobrwtNf6jZ3t3fq0trJuUR24UFdrLg85/i9ce1AG2+o2cckKPcxhp1LRAt98AZJH4VG2sachw15EPl3DLdRWTrPh+e80ay060laOSORf8AS1ADRKD82M8gkccU6fwzPIwjg1EwQRszxBYQXViOfmPbr2zz1oAvjxBpLSwRLfQtJcEiJA2SxGM8e2R+dVrPxTp93dahFu8qOxuPszyyEAM4GSB7AHrVHR/Bx03XBqst950xe4dlWLapMuzOOT02frVseFbZ7HW7OeVpItWmeV8DBTcqrgev3c0AXW8Q6Qlt9ofUIFh3bN5bjPpVqG/tblJHgnSUR/f2HOOM/wAqwY/CEQZ5JrkPO6hGcR4BUR7FGM4yBzV7SNBTSL6/uVmL/azH8u3G3Yu39aAILvxZaW1vZyrBO7XZfyoyuxtqAlmO7GAACaY/i+yETXKRySWYTd564wT5fmAAdfu96ta3oQ1iS2lEyxyQbwC0e4EMpU+hHB9az18HRQq0EM0S2exVWJoNxysRjG45+YYPT9aANTQ9ct9dtpZbcYMThHXcGAJUN1BweCKsahezWcatDZy3LHJKoQMAdck8VnaJ4ai0iG9iVokS6YEx2sXkomFA4AJOTjk5qXVdElv7KC0huzHDGfnSUM/mjHRjuBI/HmgCI+KLRWLvHIluFOZnwFDAZ2+uaq3XjewsvJS5hkiuJWA8osuQCpYEnOOQDj8qdceE1vYJbS7uEaxkO/yI4iuJMdc5PGecVRufAMV5dfbLq4t57nCoTJbbk2KpVQF3cMMk7s9aAOwhlWaGOVQQrqGAIwcEZrFt/Ef2vWb3T4LN2+xzLDLK0qKMlVbIBOSMMK1rWGS3iELS+YiIqpkfNwMEk55Jrmo/BUMPim81wNavNczCXMluS8eECYVgw7D070Ab66tYPEZVuozGBktnjFEGr6fctGsN3HI0n3QpyTzioTpO3RYLGORfMgVBHK6ZGV6EgEZ+maq6H4cTRrma4Fw0sk5dpPlwNzNuOPQe1AG9VDWv+QFqH/XvJ/6Cav1Q1r/kBah/17yf+gmgCxZf8eNv/wBc1/lU9QWX/Hjb/wDXNf5VPQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVna7JLFoV7JCxWVYiVIzwfwrRpkjokbNIQEUZYnoBQBxNx4i1ODT7fyru3kYuoNwE+V/kJK5J4II9+vTNQXPiHxM2nvqcP2RLZWRfJKYk5iDHBY4PzMBjj866c+ItBFgt2b+1+ymTyw+fl3+n1qHWPFWi6RaXck9zFI9rGJpIEILhTjnH40AUfEeu6npunWM1qEEkkLSyB4idxAU7evGcnjk/lVO81zxLHafaIRaBZLmVU3IQI0XhQ3XJY+lbuoeJ9Ks/D39uGZZ7AMg8yPBA3MFz+BPNTQ+IdEuY4jFqNs6yqzphhyF+8fwoArrcXN3f6T9oJh3QmZkjYhWfHTtkd8Gs621LWP7L0+G+tZpb6e7k3qgClYlYkHggfdA785q/J4h8OXJtLhtVt+JSsDiTGW6Famn8TaZF4jtdDEyyX1xuOxCCYwqlvm9OlAFiGVmuDcfY7qN5ITuWRhgbTwMAkZOT09K56y8QaxdaI0+IlvpGjPlNHgW+6QLsYZzuCnNaF74r0DTLqaafVkLCRLaSPzMrGxJ7dAeufpWidWsFitZ0kR4LrLJMv3SApbJP0FAHNXOt+Il1G0tYRbLErsk00iEecyuVwo7cDP41J4n1zWdP1i3tLIoI7gBQBEXZcg5P4f8A662R4k0uUxSRSJLaMjyNdqR5ce3GQx7E5q2mqadNaQXiXULQTMEilzwxPQD60AcS/ibW7OTR1iuIb2OcrHcZi+dSQQScHIwQOoFXF13Xo7aKG+mtInmVJHuljYJErRs2MHvuXGSe9dNNrGkWtqLua7t44GkMYkPQsDjH51FP4h0i2d47y6ggAkESmVgA5Khhj2waAPO/D/jTWodOsIHZXEVrEHNwjb5GZGO7J68gDjjt1q3ruueIzZ/Z7maOCRLi1x5MbKZ1dgWKHPQZ2kexzXpojiIBCIRjjgdKxNT8TWNhb3MjwyTTWs4haCNQXyRkH6befpQBzXjTXdWhmWO3EkKQ30KrCqnfcL1JUjt2wau2/ivVo9O/tC7sfNh8xVaKD5pE3A/K2OmDjNdBF4h0W5nkiF9bmaFN8iMeYwOTmqlv4w0O41Y6dFdRF3jSSNsjbLuzgL6nigDibDxnrkRuwbXyFWd5WE+4/wAQBTJPJAzwvTr0rT8P6trH2TU2vdSRJ45CBLcRMREpnkAyoPOVC49iO1dbFr+jT3kVk1zAt5KNy27Ebz1/wNWLXU9MvvtP2a5gl8g7Z9pB2EetAHNXWv6+nhey1ryIoWzGs1u8TFnLSBcjn5Rg5q5rus6jaavFb2ckKjYjCJ4ixly2DtI9BV3/AIS3w60aN/a1oUd/LX5+rDt+oqf+39Ga2iu/7QtjC8nlJIXGN3pmgDntftNT0TSbb7Bf3LyzalG9xIct8jN8wwSdq49OKp2/iHxDZwGxlSGWU2MFxFPggIGbawfPXA5zXV6V4hsNZV1hfDiWSII3VthwSPahfEehyR3brqNqy2nFwdw/d845/GgDG1C7F34VtDrd29rPMxAFpM0QlYZ2/NwVHc8j8axNDfUzq1sdV1aW5vIrpIrfyZCIpYCmWbavDc8bj6V3EWtaPd2sNxHe20lvKWEb7htJUEtj6AH8qLjWdHsxE015bReZtEZLDnd0x9aAMbWdQ18aw9rpslrFEHjQNLEWOWBJPB7VlTeLtat57YvHA2QqPCEILMdwyOc4yB2rs4tV0641GSwiuoXu4hueINllFVW8RaCJ7iJtQtRLagtMrEAoB1zQBzmq6lrUGjw31vqME11DFPMxjgPlsVjzsK5z1zz1qGTxNrEEZu44k8gPG8sZVix3yKmAT0ABJ/Cutj1zR5Gto0vrUm6UtAu4fvB3IpDr2i/Y2u/t9t9nWTyi+4YD5+79aAMrw7rmr6nqF6t9aR28KM4SPJ3oFYgZHfI5zXNaf418R3tvZui2kguy6ySrE22z2sQGf1yP19q7mx1/StSnuUs7mKZYEDSyIwIA54J/Cs7SdX8K6ToZSy1O2+w277GcyZwzEnBNAGFd+IdelneD7QltFBbCd50hLb/3oXcPQbea6O91i9tNQ0+2ih+1w3gVVnjxw2RuY+23n8Kuz65pVvc2dvLcxK96haDPR1Az19KoXGsaHHaXHiZLv7RBYQvGxhfcqjgnA6Z4HNAHO+NNc8QxLq1vZrDFapbuqn5hMfkzvQj34/8Ar1R1DX9ckv8AQ3jka3w8oa2ZDuAVRhnxwQ3JGfWuy0fxdomuzXMNvcRie3d0eOQgNhTgt9OlaMOqaXc2T30V1BJbJkNKCCFxxyaAKnhvVJtV0pZLkhbnLAj5QSAcZ4JBHuOKi0VUg1i/jiuJbhZMOzvMz7WBwQQeE+gFTx69oDSxSxX9oZJVKxlXGWUHkfnUDeMvDcTQ/wDE1tQJ3ZVYMMFlHOTQBy+ueItYRklheK4VNQVPskSOkibZMAEg4II559RxiqcPjvWp7o2q3Fr5jLC+RAf3ZZHZozzwQQBzzx0rum1/QJrJbg6haNbzyeSH3DDP6fWqOmt4f0P7Xa2VwLidJEMytJ5ki7mCqCT2GeB2oAx18T+IbizF1FFB5MpjjDKhxCSgZmck9MnAFZia94ma+vp7m+S3Ef2dkiEZMbZBzgkA4JxmvQZtY0m11CPTZry3iupQCsDMAWH0qJvEOh7Y2bULXEkhiQlhywPI/CgDmLTxB4kbw697dmzEyupPloQQCCduGwM5x3qfVfE+opq+lWlrNBaR3dhJcsbiFiwddm1cD1LYxXQHxFof2S4uDqFr9ngfZK+4bVb0PvVC61DQG123vhOk99FaPsWN84iYbycdOdgxQBhWnjDxFc6fqN5Np0Nq8FvO62zkmRSi5ViuMkEj8sVd1bxJqlo3h2FJ7eFtQhkeeSSMnBVFICjPGScc1ur4l0N9N/tI39uLUt5ZkJyN2Pumql7faBceItMElzHLqMRKwRI/IEi5JI7jCigBtrqepXGrRxm6tFBT57Rom8xPlyDn6/hiotAu9SXxRrdrql6JETyPIQrsXLBs7fXmr7eKdEh1K4sp72GC6hO1kkOGI9fpSa1r+k6bYvfXBSYQTpEQgBZZGIwPryKAMq68SanBqk1o0SRCKQw5eJtrNJ/qWDD+HIKn3xU2gXOsR3zJeXKXFrL9pkjjERDptlwAWJ54PtWpZeItJ1K3up4rqIi1JFwCeYtpI5/I1Yn1Wzh0h9USQS2qJ5hePn5e5/LmgDhNY1PxBc3WkJb6jArPeKT5cDgxnY5KOM4YcDvnNdHqGra3HpGn3tlBDI0oKzxsCPmI+Uj8asXXiW0gW6eC0muhbxxyZiUYdnPyqM98EH8azbjx/bWxgtn0i+GoyS+X9hIUSLxkHrjBHvQBnL4k8V3E1tNHb2sFtI5UiRGzlcKV9eTkj2FX7/Xtdt5CsEUTq91IqyMu1I0QDCseclietbFl4itrq2kkmtpLR4oxK0M20MOT6HHataCRLm2jlVfkkUOAR6jNAHM+K/EOo6T9nSziRXaF5nLjK5XHy57554HNZt14p8QwJJaLYB7uOQb5wmIVjY5ViT0IUcjnqK7xkVvvKD9RRtBzkDnrxQB53F4q8SPPeJL9kVba1V8xRlxIzNjduJAAx+HvTtZ8V61p/htbxJ7QXEeGYvESsuXA2jB6hT1/pXoPlpjG1cYx07Vl6n4c03V7m3mvITJ5P8G4hH9Ay9GweeaAMCTxHro1O5Rbe1W3BKAMx3wgMBvYAdMEnnHQVm2c2p6np/iiFtSkJbU4oYp4dwHlssQOznjqenfNejbFyTtGTweOtIEVRgKAPYUAcrpN/qX22fSIZYrhIYfkudrYiYMV2Nk5ZsDOTXVoGCKHbcwHJxjJoCqpJAAJ64HWnUAFUNa/5AWof9e8n/oJq/VDWv8AkBah/wBe8n/oJoAsWX/Hjb/9c1/lU9QWX/Hjb/8AXNf5VPQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVm69pS65oV5pjStELmMpvQ4K+9aVFAHEx/Duyi0g6akrfZyRKVJPMoAG4n0z2qbVfA66jp81mtxFGsxZnk8oFySF4z6cH9K7CigDmtT8KC+8O3elQzpD51ys6nywVXDq+Nvp8tZ9r4DNt4iu9XF6m+dJEWNYgFjDBRwPov612tFAHDJ8ObeKwvrSK4AScsYyybjGWIOc+vFWdP8ABP2DXLXUPtSuIJ5Z+U+di6BME+g612FFAHF6f4Agsrm6naVJDc3hupFMYIP7wOowemBuHvmorbwVLNZXls91Jb2jvIttB18lCGH6lifpgV3NFAHF2ngC2stD1TSYpALe9lVwDkkAAAg/XFXL/wAPzQeEm0uwO+eNgbNnGRCwPyk+uK6iigDjtW8ELq+k6VZT3AxaFnlwCBK7Kcnjp8xJqaDwalpJJLDLGzm28hBPH5iqQqgHB/3T+ddXRQA1BtQA44GOKwb/AMNm61ea8iuBFFPAUmj253PjCv8AUDiugooA4uXwDA+ry6gkwV5YPLkDAkM3GCR6cdKfb+CNuo6pfTXEJlvURECQhRDtP8NdjRQBjaVoEOnGZ22SySHKyFBuXjsaoeH/AAba+H7a6SBiz3cISZmJO5hu557fN0rqKKAOIj+HsEN3bGKdRa28MqRxMgYhnUAtk+4pf+FfQjUb27F1g3CFFj2DYgK7SdvTPfNdtRQBxfgzwEPBqmO2v3niff5olGSxP3SD2xzn1zSzeDls7w6hCBMwiVGhVAN5ExkJPrwcV2dFAHEaf4OuJPBx0y8lSGeS8kud8aY2q8hYqB2yjFT9ahT4aWyabNYtdySRySO4Zydyj/lmoPoo/Ou9ooA5jR/Ch0jWp9QSdC0+RJheWGAB9MY/Gsi6+G63WspqjXgE+8SS5XIlYOGAI9MDGK76igDkbzwdLdT3H+lwpBcqEkVYAHVQW+438PDdu9OtfBMEF/8AazOGbEK+XsGzEaMM47klic+wrrKKAOfs/DzW7XrNJAGurVYD5UQQZAILH161kap4VFvqEF7a2pnIt2h2Iq7AxTaGZe/NdvRQBzNx4Ze/0qxgmkjjmhtGgZwgJBZMZX0waim8JTXXh7VNNmu4g97AkO6KEKq7VxnaO5JP6V1dFAHnd/8ADBL6yeH+0DBI8txKZIU2nMhUgZHYFa04fBUGjeHL/T9LBL3UkbnzDuyQVyTn2BrsaKAOMtvAUVr4uvPECXKGS4tzCsPlDZH6ED+dWLrwi93u8yS0A8sooW3AC5QqT78nNdXRQBzg8NybJS8lqZSrLFiABUyijO3udy5z6HFQweETGqh7lCyStIGWMAsDIr4Y98bT+ddTRQBxOreEp9a8TanJNtis7i0gjWcAFwyuWYL6cY5qiPhXZ+TAsly0rQRsqbshdxbcGIHU9q9EooA4nTvAZ0nT4ra1u4zif7RIJYgyO24k8duDir6eFD5ZaWeMzsCGdIgo5jZMAdh82cV09FAHF3nw/ttQitIbqZfIh2mSKJdiuRHtzx055qzZeDlsJ7YwzRtHFetdZkj3SDIPyBuuMk/hiurooA5e+8Nyyz3s5MEqSS+eieUPMyF4Xd6ZqFfC1zqHgxdN1CZVvppFnnlCj74YH+QArrqKAOam8IW1xZy2sj4jlhkjk8sbC5aQPkkfTH41P4e8MWug6Rc6amZIJ5ZGYMScq3GOf9nAreooA5rS/Crafosti9400klyJjKy4wAwKr9AABVDV/h9Z634nTWL6YzKHUm3YYXaFwBx7812lFAGDL4VsJHm/cxhGgWGNcf6sDPT862LWH7PaQwZz5aKmfXAxU1FABRRRQAUUUUAFFFFABRRRQAVQ1r/AJAWof8AXvJ/6Cav1U1KB7nS7uCPBeSFkXJ7kECgCSy/48bf/rmv8qnqK2Qx20UbfeVAD9cVLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVkeIdZm0PTWvY9OnvUTJkWFgCigZJ5qDSvE0V9pMeoX9u2lxS4MQupFBcEZBH4UAb1FYq+JdOOvTaS8yJLHBHOrs4CuHLAY/75/UUtj4l0+9WYvKtuY7mS2AlYAuyNgke1AGzRWdq2rJpdks628108jBIooF3M5PT6D3p2nakl/pwunja2IyJI5SAYyOoJ6UAX6Kp/2rp4g8/wC2QeVnbv3jGfSmyavp0IBkvrdcqGGZB0PQ/TigC9RWcmuaY7XAW9hzbyeVLlx8rYziopfEFhDPGslxCttJF5i3BlUKecY/SgDWoqmdV08QLMbyDymOFfeMGo9R1mw0tbZry5SMXMohhJP32PQCgDQorPsdXs76ESRzRq20syFxlQCRk/lVm2vLe8QvbTxyqDglGzg0AT0Vxtp8R9Iu/DGoa4ElWOxmMMsJxv3bsDH1zmpT41dtRure30S8ngtNvn3CMu1Ny7unU4FAHW0Vy114zSGRZLbTLq7sRAtxLdRYxGjZ5Knk8A1qw63a3NrcXEO5ooYVmDf31Zdwx+FAGpRWfY6vbXmiWurMwgt7iFJh5pA2hhkA/nSPrFsJbYRukkM+8mZZBtXaBnNAGjRVL+1tO8gT/bYPKLbd/mDGfSs678WaZba3Do8cgmvpFWTYjDCozY3Z/HpQBvUVVTULN5TEt1C0gBJUOMgDrUkN1BcIzwzJIq9SrZxQBNRWfe6tbWdn9oV45S2NirIBv5AOD7Zptzrljb211IJ45JLaJpJIkcFgAMkUAaVFYFz4ssLbTbC8bJN6YQkIYbwJSACR+Na8N7a3EskUM8byR/fVWyRQBYorBsPFen6je38ULr9ns38p7kuNpkBIK465GK0/7SsvMhj+1w75hujG8ZceooAt0VVuNQtbZ/LlnjWTBIjLDJqjoniC31yGKWCKRBJF5o3+m4r/AEoA2KK5mHxep1AQ3Wm3FravcG2hunIKSybtoAA55INbX9q6eWmUXsG6EEyDzB8mOuaALlFZ0mr24a1MTJLFO5XzFkAC4Gc+9SHU7RrKe7gmSeOFGZvLYHoM4oAu0VieHfFGn+JNCg1a2kWOKRC7I7DdGASPm/Krg1jTT5WL63/e42fvB82TgY/GgC/RVeO9tZZTFHcRO6gkqGBIx1qjZ+ILO+1yfS7dvMeGBZzIrAqQzEY+vFAGtRWXqHiHSdLt5pry/gjSHBfLjIycdKlm1azisHvFnR4k7qw5Pp9aAL9FU01KzZ4ozcRLNKoZY2cbuRnpT4L60uZXiguIpHT7yowJFAFmiqLavpySSI17bh48718wZXBxz+NObVLBIFna8gWJhlXMgANAFyiqz39nHPHC91CJZOUQuMt9KqS+INKivYLM30JuJpPLWMOCd2CefyoA1KKprqlgyylbyAiL75Eg+X61HaavaXkVzNHKvk27FWl3DbwMk5oA0KKzbfXtKureGeHULdo5v9WfMHzVJqGq2mmpGbiVVaXcIlzy5AJwPwFAF6isnSPEGn6xpUWoQTxqjwrMys4zGCM/N6Vftru3vIzJbzJKgOCUOeaAJ6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKp6nfJpel3V/IrOlvE0jKvUgDOBQBcoriZ/iVpkfhbStehtbme31GZYgkYG6Inru54xT08fHypryXQr+PS4Z3he9DRsoKuULbQ27GR6UAdnRXKXfjT7Ddyefo97/Z6XC2/wBtQoyb2IUfLu3YycZxWje+Irex0S51R4pGiglMRQY3E7wmR+JoAta5ay3uhX9rAAZZoHRATjJIwK4jxF4c8S3Nl4XttPit3htYVivUkKZU7AMgsDx16DNdve6xaac1r9rlSGOfOJJGCquBnkmpJdV0+EwiW+tk88Zi3SqN49V9aAPOL3wbr1xffZksLRrW7063s5bx5RvtyhYkqMZPUenanz+FPENm0tzZWMF1I93cfu2nVCI5JMhgSpHTqOtd9Z67pl/dXdtbXsEk1oxEyCQErgAk9enOKszX9pb2y3M11DHA2NsruApz0welAHP6vba7pPgyKz8OWy3WooixL504GwY5bcRyRTdH0vUbvwO2m6rZrZ3kisroZvN3HOdxYevet46vpq+Tuv7YeeMxZlX94P8AZ55pP7X037b9i/tC1+1btvk+au/PpjOc0AclJpesy6al6fDemrf2crCKxE48uVNu0NuxgHB4yKp6R4FurC41hp4IZI7yw2RI2CIpGZ2Ma5/hXcADXYa14gtdDW3+0JNI9xKsSLFGW5JxknoAPU1W1HxXbaXdTi6tpksrdlSe9JURxsxGAcnP8Q5xQByGveHvFbNeLodhYQ5vI5vNJTfMDGFJ5GAVOevXJxWNffDjxBcWPhu3a3glNikK3OZFx8srM3Xrwa7vTfHthqKmX7Ldw2skLz2s0iDFyifeKAHP4HGRzWj4e8SRa/8AakFrNaz2rqskcpU/eAZSCpI5BFAHnt14J8UW41eTTLW3Fzcag7W0jzLtigbqdhBXHt1rrvEWhale+HtHCW9te6hp9xBM8fCLIVxu254Heui/tfTRLLF/aFr5kQLSL5q5QDqTzxSLrOmPaNdrqFqbZSFMomXYCegznFAHG6l4Ku7210+2tkS0Bt7uK6kQjIMqnaT/AHvmOa1fBGmanY2txJqtkLO4JWNUSdZAyKOG+UAA8/oK0LPxNa3uj3+pQwzPFZyyRlYxvaQp1Kgdc9qoxeNEkilibS7uPVEZVXT3ZBJJuGQVO7GMAnrxg0Aczp/grVLOztrJbCFUmEk19KZFbdIoZY1A+hzn2q3Fa+MNI1/U49P0S1uLK/aM/aZLoKY8JtJ29Titk+OreS0t5bPTb66lkRpJIUQBoVUkMXJOAQQeM5OKQ+P9NN4I4oLia38yOJrhNpUM/wB0Yzk/UDigCJPAdndz/wDE1Ek4S2ihDRzNGrkbi2VU9MnvSaj4FsdQm1CSSCVcwJDarHcOigKpAGAcfnXZ1zGseLX0i8uUOj3U9naIHuLuOSMLGCCTwWBOAM8CgAtdDuB4L0fSriFGlt0t1mjYgr8m3d7HpWF4i8F3+qTwLaokMMc9xL8hA4bYVXHoxUg/WuwXxBpwWR57qK3jWRUV5nCByUVxjPs1OPiDRw6qdVstzAFR568g9D170AcSdA16cW2rHw9psN2rPHLp3n5R1YbfMJxjcB2qnqnw91L/AIS3R9Qso4Xt7eKGOUhgpXZMH79RjOPpXo9rqdvdSNGHCSiR41RmGW29SB3FLPqun212lrPfW0Vw+NsTyqGbPTAJzQByl/4OmvNGFlbhLSWT7T5kydQXYkHPU54q34R0i/s2vL7Vrb7PcygRCMXAkUxpnDYCgAnJ962Jte05I5DDdQ3DxlQ8cUiswywXJGfU1Xs/FWmXFvLNPcxWax3Mtv8A6RIq7ijbSRk9M/zoA4S08OXGr6ZraaZOl1YBhFpysuwpmUPJnPp0z7Vb0vwdrFiL+xktkkhjtZVt7wzrumd1xyuMj8TXf3WoJa3NrEVBWfd8+9QFAGc4JyfwzTE1vSpLZ7lNStGgQgPIJlKqT0BOcUAefSeDdcg+wwRWlvcRvJaTzzvIA9uYtoKKO44Jre8Mab4ht/FmsXWoxQQaU2VtI8q7tlyS24AEA+hq9onjTT9bm1AQDZBZTtDJO8ibDtXJYHPStP8At/Rzbi4/tSy8gttEnnrt3YzjOeuOaAOJ/wCEO1Kw83UbLT7Wa6h1K5uo7N3CLcLIcKSw4yBkjPqa3PDPhh9KlV7yOKRvJypIB8pmkZyi+w3ACtI+KNHTVZbB72FJIrZbpnZwEEbEgHOf85FXW1awXTZdQF3C9pEpZpVcFQB156UAeceJ/C3jDUPF8l5bC2k0xZYpUVXCOwUYwc85GfUCur8I6Le6Ta26XcaqyW3lthgfm3s38iK0bPxNo97p9nerfwRxXab4RLIqlhnHTPrVh9c0pLiS3bUrQTxgl4vOXcuBk5Gc9KAPOo/B+tXPijzW0iK1jhvzdRai180mRvLcQ9ASCR2p0XhHxJfXutf2va2slrMLhII45VjEgZlZfujI6Dk55Fei2urWN5pSanHcR/Y2Uv5pYBQB1JPTtUtvf2l3btPbXUM0KkhpI3DKMdeRQB5ovg7xPq/h7TbPVTHbzx3crMUZS0URXCglcBj247Gur0aw1E6BfxXmk2dhdSxtEq28gbzMKVVmOABmtiHXtIuYpZYNUs5I4RmV0nUhB7kHinNrWlpai6bUbRbctsEpmUKW9M5xmgDzrwl4J1q10W3h1Gyt7Oays5bZFhlDfat+eXxwMcetS+KfCXiXUtTS109LVNHW3iKqNibZEbJHTOe4xgV2Nt4qsLy6t1t3je2likk+0+egVdhweM5P1AxWja6tp18+y0v7adwCdsUqseMZ6H3H50AcjeeELueDToLYC1zJd/apY2AYCVXAb35YHFO8H6Jq9lr1zeajp1vZRfYorWMQyBt+xm+Y46Egg107a3YxzTLNcRQxx7MSyOAjbhkYP4U/+2dLM0MP9o2vmzLuiTzly49QM8igDzXUvA/iTUL7VbSKGxh0llZoEmYSmVyd2VONyc9c1dttCudQ125WB/KgjQT3NkuNqXWzaFz0Ixzx6V2J8T6dH4gudHuJo7eeFI3BlkVQ+/oFycmrkms6XF5nmajaJ5ZAfMyjaTwAeeKAOEi8G6zZ+J/NKLe2N5NHcTTPMEa2KAAIBglhxxgir3hDRfEWn+KdQlvYIbbRlRo7WJZFkYndndkAHBHY11razpaLEzajaqso3RkzLhh6jnmqepeKNN064t7fz4555bpLYxRSKXjZs4LDOQOKAOUuvBd8+n3txDBENQTVZb6FQygzoWO1SxBxwc8+lNn0PUhBp6/2Paz3xglMkE0wKRmQ/MQ23BI69K7+e/s7aeOCe6hilk+4juAW+gPWoLLWtO1B7iO3u4XeCRo5FDjKlevFAHBDwLq1rM2nqYrq3vCjS6m74mttmMKq9xxxg1NN4NvRoAij063bUH1G4czZUPHFIXAcN1yAwOM9q6yz8UabdyX4aeOGKznEJmkkUI5IBypz71rC4h2xt5qbZThDuGGPt60AeYW3gjWZA73FnFHPp4RbU/aAy3io27DAKNoYjvkiux8N6ZcwabeLqOn2tq93K0jW0LB0G4DIrZbUbJYWmN5AIlLKzmQYBX7wJ9u9QjXNKMBn/tO08oMEL+cu0MRnGc9cUAedDwXrcluI00qwgW6i+xyjzB/oyK+RKuBySOw5rsvEOkXNxp9iLS3juprVsASEA4KlCwJ6EZzW215apai6a4iFuRkSlxtx656VD/bGmC2FwdQtRAW2iTzV2k+mc9aAPPR4A1L+ybOyt1jtAmkLDLscANOsiPg46g7WGeetdd4QttUg0yQ6tZR2lxJKW8tJVk4wBklVA7VpwaxY3Gptp8NzHJcrCJiisDhCeDV+gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArP1uyl1LQ72yhKrJPC0alugJHetCo5ZY4YmlldUjQZZmOAB6mgDzuXwFqjWUthFJZx2awxeQi5B83K+YW46HbxVz/hGtf/AOEZuvD8f2OKK7uZjLdeaWYQySMxATb97Bx1rej8Z+HJmATWLUkv5f3+/wDh79Ktp4g0mTUn05NQhN2gJaPdyMDJ56dOcUAUbHwpZRJIt3GZ08/zI43kZkAGNp2k4yMDnFUNW8GR6hol7AkUAvp7kzJK2cAeaG5/AVch8b6HcatHYw3sMiSRlhcCQBNwcLs9zk1dl8TaPFPeW5v4Wns42kmiB5UAZPtn2oAq+INJvL3+zZbS3sbl7RmLRXedpyuOCAcH8K5DU/hvqF1b2yLMszC0aF1N1JEiEvuwAo+ZOcY46Cu0tfFuiXcWnut/Eraggkt0Y8sD/Ko73xfpNrq9ppaXMc95cXAgMUbgtGSM5IoA57UvANzdPILKWGx8xwsskJIM0LRhHVgB6jcM55qg3w41prWGKfV3mhtLsNaWsczQosIBC8jo4B7DFeg3mr2enM5vriK2iVQfMlkCjJJ4/Sq154isrfwxca/bsLq0ihaYGI/fA7CgDhbr4bX8i2/luBttZIMC+lVkLOWGWAy455HHStCz8BXltbbHmt5JhqcN2JWJLFEGCMnJz+Nac/j+xg0bRdQ+yzk6q6LHCcB4wxAJb2BIrZj8TaJLeXVoup2/n2oJnUtjYB15PHFAE+rWb31g0EZUOWUgt7EGuQ8U+CbvxLe3lu5EWn3jRiVku5B8q4JPlY2luAM+ldGfFugCwN8dWthbBzH5hbA3DkgdzUlz4n0SzkgS41O2jM6h48vwynoc9AD6mgDj7b4f3xEKyyx2otI5Ut/s87uvzYAUK4IRdo5A7k1veGPD9zo1zqLrb2llbz7PItrY7kUheWPA5J9KvXXivRrZ7uL7dC9zaIXkhDYbAGT164HX0q1p+uaZqsXm2N7DOu7YdrfxYzigDgE+H2uTXmpXN5exSPdWckARpSURnOflUKAq+3J963rjwpcxW1uLO3sJDA1qwhlBCN5akN0HB5yDit6+8Q6PprxJeajbwtK21FZuSc4/DnvR/wAJDpP22ayF/D9piQu6bugAyeenSgDH0HRNW0Hw1qNvAtl/aE91NcQKCREpc5APGeO9UIPCuq2yWl6nly6pa3LTmS5uS/2jepVgxCDaACNuB2rU0/x74f1CaWKO+iBitxcSNvBVV3Feo75HT3FbdtqVpe6eb2znjuINpIZG4OO3t+NAHI6d4c8QaQBLbmwmkuo5jdo7MoWR3ZwUODlQWPB9KzNN+HmpaTdKqPaXe2aN4b6diJrdB95EAHTPTn613MfiDTHvorH7ZD9skHEIbJB9MjjNVNb8XaXoN/FZXkoWeWIzKCQAFBwSSelAG6hcrl1Cn0BzXHeJPC1xqx1ZEsrSU3sIjinllIMRCkZ27TnBOetbx8SaMNNfUf7StzaI2xpQ2Ru9OO9NtPEuj3uoQ2NrfwzTzRGZFVxkqDjp1z/gaAOQ8TeCda1YwLZ3MKKjMzSbgkgPkogKsVbHKtnHY9azPD3wv1PSvDl9ZXM1m95OluiSqScCNwxBJGexr0efX9Ktbue1nv4Ent4vOljLconqaifxPokdnFdvqdusMoyjFsFuccDr19qAMnTPC93pnimXVhcLPHctIJI5WJ8lTgr5fHHuO9VNW8J6hc6lqMltBp0y30kbi5u8tJb7eCFAHbqORzXTXWvaVY3dtaXN9DFPcjdCjH749aqzeLtDh1WPSzqVub12KCIOMggZwfftQBxegfDe+0i4gZpUYw23kGV7qSTf+8VuFPCjgnHPJpNd+Heqajps9vD9k897yeeOYylcK8u8K42kMvTj1FdvD4n0srZrdXlvbXF0cRwtMGJOSAMj1xU0XiLR5tUbTY9Qga8UlTFu5yOoHqRjkDpQBna3oF1qV1pMsTxqLSOZZAeMl4wox+NU9V8KTyxWYs7ewdbdYSbeYEI7I2T0HHscV08+oWdqHa4uoYghVW3uBtJ6A/Wq0Gv6TdXE8EOo27yQAtIquPlA6n8KAOCtfh5q4i1V5ZLOGS7vXukhjclCCOEfgZU9/rU2s+DNc1eNTHa6Zp7EkuLKUozHaAMvszjGRgYOO9ddH4w8PS2s1ymrW/kwsFdiSME9AM9c44x1rWtriG8tYrm3cPDKodGHQg9DQB53/wAK+vYrEwKlnKx0mCyz5jIS8chY/MBkDGOfat3QfCsunaHqllcEOb0sRHJM0wXK45Zuvr0FbGpa3FpupWNm0TyNdMQWUjESjA3N9WKge5p8mvaVDqqaZJqFut8/CwF/mJxnFAGPp/hb7P4PtdMmt7X7ZDbiESKMgANng4zWLD4Evv8AhN21m4aBrbzpXCb+CrJt+6FHPqSTXdzX9pb7/OuYo/LID7mAwT0/Os+/8S6dp8d1JJcwslqhMxEq5RsjCkdic0AZuoeH9Qk8DrotiLWKbhGBHybN2TjggHHqDzUehaBd6D4R1S0uZGmmk86QMZTK7ArgZOBk8dhV7TPGGlanq91piTpHdwS+WsbNzINitlfwb9DUHiLxVeaFf21smgz3kdzIIopkmVQzkE7cH2U0AcTpPgnVtQ8HIi2Gl2MktlFGnlgh5fmBJk3LgEduDya6fQPB1zZabZ22qOl4YL17gmeTzSQR8vJUZI+lbdv4n08SW1pfyxWWozAf6G8gZkJ6AkcCqum+N9K1SxuZoJB59uW32xb5wFbGaAOU1f4bX+o6jZzQPaQW9tBNGYwThy0m5QQB0I4NacXh3xBB4jbWrex0a3do5ofJidgCHCYdjt+YgpzwOK6xdd0w6mmm/bIvtrDIhByRxnB7A+1Ra3r9von2MSxySNdXEcChBwC7Bck9O9AHI614J1q/sLC3guoY2iMJmkjfY4KRlSY2KttOT1x0qx4K8DXPh+9hutQaCeWGxW2STO5w29mJyQOoIru2YIpZiAoGST2rlYfiJ4elv1t2voYo3gSVJncbWLMV2/UEc0AZ/iDwhqWqa1qksK2X2bUIYIvNkJ3xFGySBjn8xVO98Cau+jGytZrVHkvpbiSVTtk2sPl2uVOCD14+hrtv7e0v+1V0sX0JvWXcIQ3OP5U691rTtNuYLe8vI4ZZziNXP3v8PxoA5nS/BL2ejiCYW0l2mm/Y45eSVO5ieTzg5X8qo/8ACD6ml/GFGnvBHrP9pfaWyJmU5yp46jOAc9AK6qz8UaTeX8tgt7Ct5EzhoC/zYU8n+tPtvE2i3kFxNb6lBJHbAmUhvuj19x7igDD8QeGNQ1TxTbajbmKKKFYx5izMrvhiSrrgqy85HQ571Q1/w8yFRbBLa/uL9/JktxzJHJ9/fheMD3ro9I8V2GsW0t1AyraRSzRmZnAUiM4LfQ1NH4o0Ke0mu49TtpIbf/WOGzsz0460AcZq3w4u7y+kmhljEAujLHCkzREoYtmCyjjHXpzW4PCEw8A2WiRyx297ZKrwSxliscituGCecdj3wTXRrqNtNppvrWWO4g2lldHG1vx6VGuuaY2pjTVvYmvDn90pycjkj2PtQBxFt8O9S061u7a01NZIXt9sMcwyBK23zHxjAJ2tg4PLHNQweAdZj0S7spbhpJprtZkuDfN5yAJtDB9mM9sbcYrqPE3im68PT26pos97DO6RLLHKqjzGJAXB+nWrsPiOxE1tZ300VnqU6B/sckoLr7Z6UAVB4emuPCVno98YZ2j2CbcPlcKcntz+VU73wxef2vFf2qW0yRyS4tpWKptdAoI4OGGPToTVvSfG2kaxYvNBOguER3a23guNpIP8q0bbX9Mub9bBLyP7aYxIYM/MARn88UAZXhjwu/h9rfcIHZLPyXlUYbO8tt/3QDgc9hXU1z+u+JJNDnTdpdxcWYAa4uYyNsIJxkg8n149K3wQwBHQ80ALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWfrljJqeh31lEVEk8LRqW6AkVoU1mCKWYgKOST2oA831r4c3V/p13BbG0jkl0y3tFO3GHRgSf0rRh8K6xJfWk15Pat9mMvzRjb5gaNlX5fUZAJ74rrl1OxeIyrdwlBn5g4xxWL4n8Y2nhmy+1SwyXCEA/uiO8ip393H5UAZF/wCBZ5dZ0rULM2kLafaCJVMQKs+5STjpyoIB7Goovh9ONbubprnMcvnkl5C27zFwAV6cetdzb31rdO6QTxyOn3lVgSPrVSLV0DXP21UtEimMSNJKp8weowePoeaAOEl+G95K1mplRUhgjt8xSlNuw53YHXPpVuH4f3dprWnzxTWrwW2qSXzSOpMzKwxt3e1dnf6vaWNuZXlRmwGVFYZYE4yPzoTVIUD/AGxktSJTGgeRTvx34P6UAYviLwxNrWr2VyDCYIZ4JJEkGdwRmJGPxqL/AIRa7HhHXdHWSIPfTXLwY+6iyMSo9sZrpX1CzRtpuYt23cF3DJFQWOtWN9p1nfRzBYbxBJD5nylhjP8AKgDirjwBqVzdSSz3kMiQzxPYrjHkpuDSA+uSOPpT77wJqWpXbSXNxabTBNC4UFRIX6NgdPeu9W5gecwrKjSKMlQ3IFZOr+JbXSJFSWN2JnihYjAC7+h+goA5V/ANzJpunQMsZ+xTiRIzKSfulSQ2OevQ9qXXvBmu6votzpjTWLGSFUW5VfLPBzsKjqB2+td4t/aPAsy3MRiY4DhhgmqPiHXY9A0GbVDC1yqFFVI2ALFmCjk8dTQBzNt4O1GCxbTXWwkgHn5uHTMsokJO3PbGcH1AFW18LX1lqN7eaebVN9zBNDEwIXakQRlOOnfFX9D8Vw6q95DdWxsJ7QKZVklR1wwJBDKSOgNbB1KyESSm6hCPja28YOaAOLuvBWo3GowajvtBdRpIgYZwpZs5IPDKPSodO+HVza61Fd3V+06pcNcMd5CuGXGzZ06/pxXZwasrfaTdxrapFN5aM8qkSDseDx9DzTNY1uDRksnmUul1cpbhlIwpY4yfagDjm8BXG+5KW1oiT2gtysZ2HKSlwcgdxge2K6nStJurPQbiwmeIs4dY9g+6pXADH+I+prU+32mxHFzEVfhTvHP+c02PU7GWOR0u4WSM4chxhT70AcbB4Iu4PNdZIFmk1SK8Mg6+Wq4Iz61oeJ/Cba7rVnehYHjjgeGRJVySCQf6VvS61p0Vqbg3sBjwSD5g5x2qLStbttT0C31cnyIJ03jzGA2jOOT+FAHO3XhK/XUr6ezFmLWe4hlFuy44RSCVP8LZIIPtU/h3wxc6NcW000VtLMnnI8o+9td94IJ59RW5LrlnFqFhZiQO16rtG6n5dqjJOaqaz4otdF1TSrGWNpG1CcwB1YYjIUtlvwFAFbWPCw1O21Rf3ay3c8cgkX5XKoE+XcORyprik8F3tn4ptYI1V/NtLpm89jKI95wMMejDOa9OfVLbYWhkSbbII2CMPlJOOanhu7e4keOGaOR0xuCtnGaAOMg8E3dgVht7iK5ikgiikluxveMoeSvsf0NT2Hg9rMmV4rWWf+0JrgMVGdjrtHPqOtXYfGMEtxrsH2OdZdKzkHH78Y6qfrxWZ/wsGafULOwsPD93c3VxZC8MfmohjXOCDuPXNAC6P4Iex0c29wttJdBYgsu3JGyRm4PbrXPaXp88fizTbC3t5HFlq9zdTySREOEcSYO49RyPrkV0z+OpJbu3tdO0a4vJ5LczyoJo0MJDbWU7iOQataH460vXbxreFjFtt1mZpWCgEsylfqChoAoarpgvvH0MMNt51tIiy6j5i5UFB+6wTxnk8e1Zmk/Di/0i6MtveRb0imUPIS6uzn+4eABXbaJrlvrek/2jGpii8x4/nI/hYrnPvirMeoW85X7PJHLHkh3VxhMDvQBxK+CNQl122vZvs3kJcQStGTuwIwRgcY78V3kAZQyGNY0U4QL0x/SoY9V0+VHdLyBlT7xDjioLnWIY4wbZRcu0LTRhHADBSARuPA+8KAMvUPDE2talqEt/eSpbSRLDbJA+0qBySffdg/hWbp/g+/t/Ev8Aa8zW5nlERmkyTkou0/L0ycda7EXtsZVh8+PzWzhN4zkdRSw3VvO7pFMjshwwVskGgDA8TeH7nXJ7eMfZzYr+9ljdfmeVeY+fTPWqcXhOd9Nm+1RWjXt1bSC52r8rzMQQ3PbCiusluY41OGVn52puAJI7VD/adoGWN7iJZyu7yt4yPagDhpfAmozajbXqtbQumtRag4XqIliCFM/UGur1/SZtUn0h4XRRZ3y3D7u6hHXA9/mFR2nii0uvD41bYUUlwIiw3fK5X/2U1tPNHHt3uq7uBk9aAOP8T+GdT1eaX7KLWNTcQzCTJV2CFSVbHXpx9azrHwJqUcVss0trH9mM7AxDmUyHOGPoK63VfEVjpmm3d2JUnNqgd4o3BbGQP61YOs2KxkvcRrIIvNaPcNwXGen0oA46b4fTTeI/7Ra7cKb1bolJmXAUAbdvrx1rp/EmkzaxaWcULqrQ3sFw27uqOGI+uBTtC8QW+vaZa6jboUtrlN8TSEAn5iAMde1X5r+0tiomuYoyxwAzgZNACwStP5yvHtCOUGf4h61wTeALia31BHhskabTktIcKDtdXLFvbORXZ6nrEGmLZM4ZxeXKW8ZTplgSD9MA1bjvLaWZoo542kU4KhhkUAcRH4FuIvE1vqXnF1WWOVmMx+XauCu3ofatfWfD9zqHiC21BDGVhQKoZiADnJ3L/EOOlE/jXT7fXv7LlR0InMDSsQFU7N+a3X1CzjhSV7mJY3xtYuMGgDCl8NyCMSW6Wq3guJ5hKyZyHVwAe5+8M/SsKLwNqUviIatO8EKLaoi20TkruR923/cPPH0rvp7mC2iMs8qRx/3nOBUR1KyVYmN1CBNzGd4+b6UAcangy/Oi6jas1tHJdPdsqpnavnEED8MVX1Hw2+i6iNbIj8iGGBGjjTKsUGGLqOo9K7yG+tJ13RXMTrnGQw60NdosgBKeVgkybxgEdqAOZ8O6fNc+Aja7FhefzCgMZQAMxI+XsMVAng25jvXuUeFZH1sagzjqYgoXb9etddBe21yoaC4jkUkgbWByR1oa+tEkjja4iDy/cXcMt9KAM3xHpE2sW9jHA6Kbe+huG3d1Q5I+tYniTwpf67qEbr9ljWK7iuVnAw7KmPkb174NdfNcwW+3zpUj3HC7jjJpkd/aTRs8dzEyLncwcYFAHE6D4K1HTbGK1nax/dNcP5kSYZzJ0BPt3Pep7HwXPa+K49SeZ2jVhJu889k27dv1H5V1o1OxNsbgXcJhBwX3jANQ3ut6fY2Ut1JcxskcZlwjAkgDJwKAM3WLHVNQ1IRvBDNpibHWPzdrNIGzlvUcDiuiHQVmWusxTxtLMFt4jGkiPJIvzhl3HjORj3q29/ZxtGr3MSmQZTLj5h6igCzRSAgjIORS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVn61p39r6Ndaf5zRefGV3r1FaFRzTRW8TSzSLHGvVnOAPxoA84ufDXizUYUvJYbC1u9PdfsltA+BMFBGTJg7cg9MHFQ654F1nUfCi2kaRfbZSJZkM2VVjNG5AJ9kPbrXolzq2nWjulxe28TIAWDyAEZ6fnUc2u6Vb28VxNqNqkMozG7Sjaw74NAHNeGdA1rTPEExlitrTSYg6xRxTGUy7iCD8wygHPGepqDQPCN9ZeItWvr2KFobi+uLiH5gxCuqgcduhrsYdUsLi7e1hvIZJ04aNHBI4zz6dRU11cJaWk1zJnZEhdsdcAZNAHGXGga1EsNvaWtlJBNCiXLyvhoih4CjHORUC+H/EGmy3NxZWNheSXN5MHjupcKsLlTu4Byfl6V02neIo9QsUv2tJrayeLzRcTugUL6nDEipj4i0ZbRbttUtBAziMSGUbSx6D60AcNL4O8SXGsRLM1n9hgvI7lJIyEyMYKhAONo4yTzinQeHfFNvo2k6aLWJ4ki+x3S/bNqiNTgOBtOSynke1d9d6tp9isTXV5BCJv9VvcDfxnj14qB/EeipOkDarZiVwpVDMMkN938+3rQBg6XomsWvjG5uPKhttKBLIRcGRpcgfwkfJ6nBpniLRNZ1HxDC1tbwNYefbzvK0mGBQnI2/SutivbWfyvKuIn80Fo8MDuA6ketVxreltftYjULb7WrbTD5g3A+mPWgDmdc0LXFM91oyxtK9wx8hpvLV0YKC2cHkY/KneIfC13dfDVtAtIori5Cx/u5JCEchwzLuPIHUV0S6/pDzTQrqdoZIM+avnLlMcHPpVO38X6Pea1caVbXcctxBGkjlXXbhm2gZz1Bx+YoA4mx8G67pWhTSaZo+m6fdvPHJ9ht7ksp2hgWMjg7T8w6dh71avPC/iSC3tpdPtrVtQaSVZbg3JUxo7ls4xtcc5wRmu3PiDRgsjHVLTbGwVz5y4BJwB+fFSNrFitwsInRjlw7KwIjKgEhvTg0Aed6X4R8U6Bc6lqltHb317LduyQTT7I5I2ABY4Bw3t6V0niPStbvNC0k2FtZtqFpdRXDQlykXynJAOOlbY8RaMbN7v+1LT7MjBWl80bQT0GfenXmt6fYG2a5uEijuSRHIzAKcDPWgDkNK8HatZagt0ZYIpZrW6MhQbkhmldGCgH7wG081THhfxLqFnJDqdrbDzJLUlRcB1CxTFiMYHVTnH4V37azpiyRo1/bBpE8xAZB8yf3vp71B/wkei+RJP/AGrZ+VGwV385cKSMgH6jpQBw954M1y31/Utb0+CyuJbiSSGO3uD8vlOACwPYjHTvW3beHb63+HFnpDWttPf2sSlYnkKJvU5GGHT2rbv/ABJpGnaab+e/gEHlNKhEgzIAM/LzzUya1YnSoNSmnS3tp0V1aYheoyB9aAOI1Xw/q40rSrvU3Wf7PHOt8F+9FHIp5XaPnK+wyaxpPAGreING0eaactNPcyz3c8q7HWNojGh2nvtCkj3Neit4r0ca5a6R9rjNxdQefCQw2uuQAAc9Tnirk+s2NvcGGSdBtV2kbcNsYUAnce3BBoAwPCOi6xZm8fWooFcxrbRbJjIXRc4YnAxnPTrSeENI1nTLy8jvreG1sIx5dpFFOZQRknIyMqOehzXTw39pc2rXUNxHJAoJMitkADrUE+s2MCwMbmJvPI8vEijcD0IyeRQByuq+D77UNTt5Y5RFC9zIbva3LRbtyY981mXPh/xZpni+01nR7CyulFibWQT3GwKTIWzwDniu8bXNO8udo7uKYwgl0jcMeOtVrnxPpltqFlYmbfc3cgiWNCCUJXcN3pxQBylj8OI28RNfauguVmt3eZkndf37uCQNpB2hQAM+lWbn4a6LqPiZptQ0qCbTIbGK3tULsNjKzluhz0K8mu0vLuOxtjPKGKAqpx15IA/nVRte02KIy3F5bwJ5rQgySqAWU4I60Acva+Eb2z+Gs3h6CONJvNJiQP8AKE84MBn/AHanTwvfN4i1G6cRrbXIAU7v+mW3p9a6FNd05ria3NzGksLFWVmAJwM5HtiotF8S6Xrujf2raXKfZQSHZ2A2EHB3c8UAc1Dpnip4WvZdN0qO9siEtIA+VmUAjLPjI46DHWs6fwXrsXh2W2gEc1xqCXLXKNNgW7ylWCp6qCuPxzXav4p0VTEf7RtzHIzKJBINoYDJBOevtVmXWtLhSF5NQtlWdQ8RMgw6+o9uRzQBx8fg7USkCMEjI1me7kdHG4ROjqCD6/MKv+D9F1jTbqZNWjUpbRiG0nFxv8xO5K4G09PWti88TaZZ6ja2BuFlubmfyAkbAlG2lvm544U/pU0ev6VJcrai/t/tJ2/ufMBYbhkdPWgDlf8AhG4b/wAb6nqEF1M4giZRayRlUSd1wXVj1yPSqUXgXVI9a8mQwzaTPMl5Kxk2tHIqqNoUD5uV65Fd4mradJe/Y4723a6yR5QkG7I68e1On1K0tWcXNxFCFIGZHAyTnA/SgDhbTwt4hsdNW0igsJEuFZbgyOd8eJZHUrxg5DjuMGu1ubJ5tXsLkKpjgSUMT1BbbjH5Go77xDpVhpxvpr2DyChdCJB84Hpzz6fWmxeJNLbTIdQmuo7a3lVWUzOFPKhuefQ0AcF/wgGsLYX2luY5reBGNhOJthcuwJVkxwAPfmrV34R8RX+roJGhWwhnEiuZeWBTaflA7e55ruH17SEmWJ9StRIyqwXzR0PQ/j2qppni3RtU06O+ivI44pJGiUSOASynB4zQByWl+BtTXwha6Zclbe8soAtvLHJnEqyblb6H0qfVPCOuRw2YsHgvJJbcWt60r+V1JLP0Ocljkcdq7f8AtOx+1i1+1w/aCARHvGeen51S1zxNpvh2NJNRmEaPLHEDuHBckAnJ4AwST6A0AZ+s+H7ltJ0K00xI2/s27gk2yNjMaAqcH1wc/hWfpvhvW5vEGnzamYLez0cuLV7eQlroMAPnBHAGOnrXVz6xptsZBPfW8RjiEz75ANsZONx9velk1bT40Z3vYFVcEkuO4yP05oA41/Cmqt4/bU2it30/7SbhX3/MCYtmMfWqb+EvEVrpFjFZpA8oSWC4jM+zCPKW3A4OeO3Fd42taYnlbtQtgJcGMmQYbPSql94m0/T/ABBaaPcMyT3MElwshwI1VOuTnigDn/Hem3jaR4etdOt1up7bUISiy5KnYrY3EcgZA5qJfA97cTSpdXDRx3WmzwzSRvkxSyybyqf7IyQPauv/ALb0v7H9r/tC2+zhtvmeYMbvT60r6xpkc0ET39uJJwDEpkGXB6Y9c9qAOI0rwvr66ZdrqFvbm5t4kiscz7y5Q5VjwAo9uavnwhdx6XawQmF54ozK5m5V5y245HoTXW3WoWlkYxdXMUJkJCb2AzimDVdPN8LEXkBuyMiEOC2PpQB58nhLxLFef8JJGtudWmuGeWwMv7mMMhjyreuDn3qaDwt4ktLXQLa3itlaEbby4M+MAS78bNpDZHTuM9a7SfX9Mt7sWrXcTT+asTRq43KT6jtSJ4j0V4HmXVLRo0ALMJRgAnA/XigBuqaU2o3Uedoj+yzwlyMlS4UAgfga4tfD2vtpOpJqtvb5CR21viQyeYokByVAG0e2TXZ6b4k0zVLieG3nXdFP5CliP3rbA/yc8jDCrNzrOmWl4lncX9vFcyY2QvIAzZ6YH4UAcYfD/iWJjrUUVo2peYV/s8zkW/l7dmc4645qPR/AF3plnr9pviIv7MRxSAY2ud5YY7KCwrtLLXdNv0DQ3UW7YXZC4yqjqTSDxDo7QySjU7UxxlQ7eYMLu+7n69qAOG0DwfrSeMbTWdUtLeOOO3CMiyh9rCIJkfl+tUPGT6lo2njSLOxjln1Cx+yuxjfCDc+NrKpGfm6EjtXoMfifSnaQtdwxxJnMryqF4IHr0ywGasJr2kS25nTUbVog4jLiQYDEZA+uOaALVjG0Vhbxv95I1U/UCrFRQXEN1Cs0EqSxt910bIP0NS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVT1S3t7rTLmG7TfA0ZDrjPH0q5Ve9uPsllNcbQ3loWwzbQce56UAeazeF9Y1/w5a3k1jEL77YJWiadomkhUFU+cchsHNVtQ+HeuS+HdP0i2W2SKKOYOiXDqil2yAx+84x7jkV6JH4j0pry2sZL2BL6eNZFt9+TgjP41lyePNJfWJdMsZY7uaG3mnlZZAFQx4+Uk+uevtQBD4e0TU/D0OoSrZW89zdXiN/rdv7ry0UnOOoKnium1KB7rSru3jx5ksDouTxkqQKoWvinR7rUf7NS+hN8sPnPCrZ2rjnnpVGbx/4djt2mi1COdUuktX8v+F2OB+FAENr4U+zeCRpsVrapqBtRE7EZViDnBI6is4eGtY1DU7O/vrKxtjFfRO8EDZXy0Ujd05JJ6eldUviPR21C5sBqEH2m2TfNGWwUX1NO0nXtM12zkutLu0uYY2KM6dMigDmfiD4Y1bxB9hXSnCeWsiORMYiu4DByBkjjkcdax9P8Batb+Hru0mS3NzJBYIjb88wld/OPY4rvdN1u11CNR5sS3BjMrRLIGKpuIzkduKnTVrCRUZLuErJEZkIb7yDqw9hQByvhvSpz4y1e8maRrS0YwWSupUIWw0m31GeB9KyYNC1jUvE+qolvBBZJrCXf2qTPmHavRR3B9c12sfinRJtWj0uPUYHvZE3rEDyRU2n67pmq3Nzb2F7FPLbNsmVDnaaAPL5Phx4inudSmnNrI08c0anzWwdzZHy9FH611114Xu28VXN3bW9ulpNa20YcHDBo5dxGMf3f5VsTeL/AA/b6rJpk2q20d5GuWjZsEVCfHPhlYIJjq9v5c8phjbJwzDr+HvQByd94J1vUtAGkPa6ZbCzVDDPCObhlcMM8fIDg568nNX9N8M64bbUJLyO2hubqa5kCJJuVd6ALzj25rppfFOiQ6x/ZMmowrfbN/lE84xn+XNUrTx54fudPsLx7+OFL5ikCyHkkHB+nNAHIaT4F12Cxkgu44yZLq2m+e5MmAh+YcjA9gK7LxPYancS6bdaXa2ly9pI7NFcttBBQj5T2PNX4PEWk3WqvpkF9FLeIpd40OSoHXNYd18R9As5rMz3KrbXJlXzyeEZDgqR6mgDNi8FanHDfIssQkuNI+ypI53bJmd2Ix/dG4Aewqn4U8B6lp+qvdapHHJHJLFIUln85sosgzkjHVlwB0FdpP4s0O21S102XUYlvLoAwx85YHp+dOt/FGiXernSoNTt5L4Z/cq2Tx1H1GDQBxjeD9dtdBght7XT7m5+xz2jJOxHl72YhlbHvyPpWvrPhq9vPBFhpa28M9zbogZfOMZBAxlHHQ+9bd54o0Ww1M6bdahDHeLEZTETyFAzk+nFKvijRH0UawNRh+wEE+dnjj+tAHIXvhq/02O2u9o2Wmiy2zTRtuljlyGXaAMt0xmpv+ESvtY8IwRXKpDe3dvJLd/MRmV9pwccgfKAfSunl8V6HALDzdRhQ6hj7MCf9ZnpUVx4y0G3v2sf7Rhe7V1jMKHJDMwUD65NAGb4L8M3Gif2hcXsflfa9o+zm4efAUYyWbrn0x0xXPReFNQ1Wxuba2bFhDexpZPJlXWFSxY8j1Y4+gru4fE2jT395ZR6hCbizXfOm77g9SelJo/iPTtemlGmzpcQxqD5qHgkkjH6UAcN4d+H2paNcsjrG6wwSxJcNdO5lLHIIQ8J71cg8J6zZ67ZLHbW0llFqJvnujLiQ5TbsK45we+a6YeLdKi8mO+u4LaeeYxRR+YGLkHHareta5aaHBHLdNjzCypzjcwUnH44oAZdRXmqaGEkt1guWdS0RfIXa4PX6DNea67o+qeH/t0qWkd3JqTXS+W6NIkatKWUpgcOd/IPoOeK9A0fxnoms2RnivoUeOBJ54mfmIMoPP0zWjpes6frVj9t0+5Se33Mu9emQcGgDmtQ8LXN1Yym3hhS5nvYJ2c8ExqBkE/TPFSaLoOoaf4OutElsrJnUuse5iY51Yk5YDBXrWtF4t0GaW9ij1S3LWShrj5uEB7k0lt4u0G8ns4YNThd7xS0AzjzADg4oA5zwl4OvNLnSXUIItgmeRY3l85o8rt+8Rz/AIVn+P8AwTruvXm3SPKitFtlRFWbyhlScqwA+YEEY7CvQ59QgjtzIsiOSrMq7wN2OvNVB4m0ZtTuNOGoQ/a7aMyzRlvuKOpNAHGxeENbj1yyY29m1pFqUt+bgufNUSIwKY74JHP0qTSPBWpWuq61c3CQFLpLQQHdkho8bj046GuxvvEOladaS3V1fRJDFEszNnOEY4VvoTU1nq1hf6bHqFrdRyWj/dlB4POP50Aea6BZX8Xj/SrQWTm008XW66eMhzvPAY9PyJzXbXuhNe60LiaKKW3E8Uu1+fuqwzj6kVd1DxFpGlJM97qEEIhKiQFuVLdMiq+oeMfD+lSWaXmpwxm8GYOpDjpnIoA5TWPB2ts95Jp8NhP9ts5rRo7k/LEGkZ1ZeOeGwR649Ksw+H9e0rTbX7LY2N7OqeTJBcSYQKYkUsDj1Ug+orrotb02fWJNJiu43vo4/MeFTkqucZP5irF9PLbWM08Fu1xLGpZYUOC/sPegDyvW/APia/1WC4iNuI42t5GSGYxxkJt3JsxzjBwTVi5+Hup/YbNVhhme3M6eXHcvDlZGyG3L6Z5B611p8a2dw7LpyrdeTAJ7hvMCLCCcBST36/lVyTxZpCXVxYi7ja/ggM7WwPzYC5wD0oA4q08A63Y6/pc0MkCw2pjMkyyMQ6r2ZGzuYcgNniuj8VeHbzVnkmtooJWSW1mSOU4DmJ2Zlz2yDjNR3HxH0WCxs5DIGvblI3FmG+dQ5A5PTjNb+m6/per3V1bWF7FPNauUmRDyhFAGP4n8O3Gszac0MMAQusV8GPLQZDFR6jco49Ca5fV/A3iS90eCNZ4DdNeSzT+VIYyEbiMK2OAqgDHcV0d98R9CsZwss+IEvJLOaY8CN0Tcfr6VqXni/QNPis5brVIIkvAGgZj98HofpQB57N8O9fm07RrQR2qS2ccavcCc4Yq2fnXGHHp6Vs+OfA2o+KNfsbmCRI7eGxlhdg+1t5wVAx2OOtdlpevadrEt1HY3KStavsk2nODVa38X6BdTXkMOqW7SWQLTjdjYB1P0FAHBxeAtaTRLxRaQLNdXSS/Z/t0hZAFK7hKf4ufTBHFaZ8G6q2u6DNLHbtFYQwB50mZclAQQU6N14PaunTxl4fkmsYl1OEvfAm3HPzjOP51oanrGnaPCJtQu4raM9GkOP89aAMHxRoeoXlxJdadDDcy3Fq1myXEmFhUkneoxyeeR7Cr/AIe0L+yPOMio8rbFEx5ZgqgcmrEviPR4b+2sZNRgFzdDdDHu5YYzUmna1Yapaz3NrcI8MEjxu+eAV60Actqfh/WbvVhFDY6eLOO4M63juTM2RgjGOD/SuS0z4c+JoLxpLny2jdLddr3JfZ5cyO2BjABCnAFd1ffETw/a2ttdx3sU9rLci3kmRuIjgnJ/KtK78XaDZWtpc3GpwJDdkCB85D5OOKAMHTPCN3pnjO+19EVzc3JUR+b8qwFEG4DGA25fyqHxN4P1HVvGdlqlrBZrHCyOZmc7jt/hZejd8HtW5rPjTSdH1K00150lvriaOIQK3zKGP3j7VbtfFGiX0l7Hb6jC72RP2gZxsx1J9qAOZ1DwfqBttPj01ba3eG2uEkPbe44OMc81k+HfBniHQzqF3LBFeTyGF4Ybm6LglMggtj3yOOK7PR/F+ma7qlxa6fKs0MMCzG4VvlIJxj8MVqPq2nxbt97Au2Lzmy44T+99KAPN7jwFrV4GM1tYRiQHfDE2EGbiKTAGP7qN+NaHiXTJ9F1pdZtLKGdZJDH9ndT5RUxKCxCg4b5MDjkZFdbB4n0W5vrmyi1GBri2j82VN33VxnP5VVj8ceGZmtlTV7djcyGOLn7zD+VAEng23mtvCenxzxpFIY9xSNSqrnnAB6fSt6k680tABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFUNasX1PRL2xjZVeeFo1ZugJHer9Nd1jQu7BVUZJJwAKAONuPBcs1paoslutxDNauZdvzbYgAwBxnnFZ7+BdVnLRyyaaipptzZJLDGUaQyYCswx2A55Ndr/atrLAZbWaKcAjIWQcDOCay9M8aaTqsEFzDIY7WZJWWSX5fuOEPH1NAGfoXhXUtB0ldLgawkWKB0ju3QmUkr8objkBj+QHFc7bfDLU476W5kms/na3cqXZtzI5ZmPygDOeMCvSP7V0/7Stt9sg85uAm8Zz6VNFeW86yNFPG6xkhyrZCn3oA86n+Gdy+o3V2stqZZTKVklZ23BxwpXoAPXNb3gzwtd+GbC7tJZovs8gXyoUYsIyFwxyQDgnHHauma9tVUM1xEAV3AlxyPWoV1fTnAK3sDZOOHHWgDP8ADeiSaJpFnZSJbyPGjrLMo5ILlgBxyOaw7/wXqF0ssMNxawwxzMLUgNuSCU5lQ4/8d7CtSz8Z2F14q1HQnKwvaLEyStINs28ZG2thdY055ZI1v7cvHksPMHAHX8qAOEvPAOrz+KrfVI5rJYre63xfMwIiCkBNoXB685Na/hLwle+HdTupTNax2cy5NvApO6TOS2Tyo/2cmulOracqO5vbcKhwxMg4PahdW09o0kW8gKP90hxzQB494g8K3ur67a6JptuHW3vZrie5lhZGRXBxuYjDAE9iT7V0us/DWS9uLe4t2tt8VhHbKjMyKkifx4Uc5z7dK7e/1uzsYd5mjdztwgcZIY4GKW+1GW2v7O1gtTO85Jc7wojjGNzc9cZHFAHMX3g68u/FFrqu63KwTiT53OSmzaVAC/U8k1gt8KJnWzErW0vl25gkXzHRR85IZcD0PI9a9H/tjThszewfMdo+cdadNq2nwTiGW9gSU5whcZOOtAHPeC/B58Lyas0jQy/a7oyxMoyypgDaSfpSW3hBl1fTbm4isjBZ/aAYwmd/mHIOCMZ9a6V9QtV0/wC3CUPbbdwdOQR7VnaZ4ms9RvLy1LLBNBctbqruMyEAHI/OgDF13wnfal4htr+IWpjt54ZIt7lCiockYC8k+5o03wTJYXml3Je28y0vbq5ldUwzrKWKjOO24dfSurt9Qs7qZ4YLmKSVMhkVgSMe1NOqWAujbG8gEwyCm8ZB9KAOV1zwO+sP4gYzQo2peR5T4O5AgXIJ6gHb29azbTwbfaHZQ29tHZyyS3/niKTc8aqFxhiRn8cV3Mms6bEMvfQKM45cVK99biJmSeF2HAHmAZOMgZ96AOPvPBV7eWMlm8tn5V1bGGY7DvgbJO6I46cnjjtU+leCf7L0O6slNvNO96LiKZ1y20FMBmxnPyn866SHU4GhtzcSRQzTKG8vzQ2PxHBqZ7+zjRXe6hVGJAYyAAkdfywaAPMY/hJMjSRi+RQfOzPvcvJvJ25XoMZ55Oa7fw/pF7YXt1cXSWUSyIiJHaqQBtHJJwMk1rWuoWd6rNbXMUoX72xgcfWg6hZCLzTdwCPaW3eYMYHGaAOV0zwU9pb3a3DW0skvmeW+zJQs+4dRxWtrmjT6lZWkMYgZogwbzc45QrkcdQTmr/8AbWmfZ/P+3QeXnbu8wdfSplvbWSWOJLmJpJF3oocEsPUD0oA4HWPhrJqWkaZZwzW8D2mnm3laMFfNkHllScDlcoc59a3/AAz4XTw5pl6ioFkuPmZFlZwMLjgnHfPat1tSskuxaNdRC4PSMuN35U+O8t5opJYZUlSPIYowOCOooA89j8DahqmkJ9payhk+xrDH5cZTfl1ZvMGOoC471Pq3w3a98RJqMEsKx7oW2sWAi2dQqjjn8K6Oy8W2N3qk9k5FuI4opFeVwN+8ZA+tbCXtrLKY0njZ1GSAwNAHLQ+ELuO/1uV74S292rCzjfP7jfguPoSBj8aztS+H95rBEF3dW0cEU000U8CFZX3ghUf1A3HvzgV2K65pbSbBf25bOMeYKuNPEq7jIgXbuyTxj1+lAHAzeBtTupnF3LZSWpsoLPyRuBZYyxzuxwSSD+GK1Y9F/sv4fTaZq07ypHG2Xt0JYDOVxgZJHHOOcV0Muq2EEYllvIFRgGUmQcg9CPXpThqVk0SSi7hKOCVbeMEDrQB5dH8ObjxFZ2Gu3qlNUkDtcwSu0ayAjCk4yVIGOK19T8AX17oenacGs82sARX3MoR92SRxlh9TXfW93BdBzBKsgU7WKnODUY1KyN01sLuEzrnMe8ZGPagDJ0TQ7jSbzU7tlt3lvrsS5HBRNiKRnHPKk10NVLXU7G9kZLa7hmdeSqOCcetDalYrceQ13CJefk3jPHWgDO1zw/Df6Bf6fYw29tLdLguECgnIOTgc1y8vw6kGsi8t5IssWMkskrFuUxgLjGM+9du+q6fHs33kI8zO35xzipJbyFIDIssTE52DeAGbGcZoA89X4cX9vof9mwT2LF5oZnnlQl1KY3KpxnBxx6VteFvCNz4e1m5uUkt47WdD5kMQJ3yFs7hn7o5PGT1roINYtJFiWeeCK4dAzReaG259xxVp7q3iUNJPGqkEglgMgdfyoA46LwRKniBbuT7I9oNRlvijJktvj27SMY4PNZ/iP4falrdjDYrc2i28NqkcXBUpIGyW4GSMYAGa9Ct7q3uwxt5kkCHa2w5wfSmtfWqEhriIEJvxvGdvr9KAMvSNGl0xb1ES2j87BSSNec7cfMMetcNa/DPVh4iGqXV1ZszWssM5VmPnM/Q7doAHTivR5dX06GJZJb2BUY4BMg5NSf2jZmaKEXMRklG6NQwJYeooA4i/+H00ni19YtpISjTQSojsyiEIRuCqBg5A46c11uo6St/eJLKkTxrbyRbZF3csVwef92q2s+KLHR40PmRzSG5it2jWQZUu4XJ+mc1PfeI9MsbK7unuVkW1j8yRYzubb7D8RQBzcXg2/tr9zE1hJbTvDJJJKpMsTIACEOOh2juOprbXRZ00rVrGNLSMXUkjRfKSuH/vAY/StFdY09plh+2QCZsYQuM5Pb6+1Q32rNZ6pbWvkAwyI0k07SBREo7nPWgDjNJ+Hl3ZPbRyyWn2KC+S5S25cKoQgjJHOSeAelQaj8O9XubRLSOeye3R53VGZk2l5Cy9FJwAcY4Fegpq2nywtNHewNGpALBwcE9BUtze21mAbieOIHpvYD/PUUAcNq/gK91K6m2z2qw3N7HdyysD5qAIEZEOOBxkGs/TfhddW0E9vJdQx+ZamEzo7uztuBDFTgAYUZHPU16Kup2LOqLdwkt0xIOf85FRy65pcMgSTULdWIDAGQdD0P0oAw9C8M3tjr1/f3n2JIbi1S3SK1UrgL1J471z03wlSaWFTqUv2cXB84biWkthkrFn/eP8q9DfUbOOVInuoQ7nCqXGTxmoRrels7qNQtspnd+9HHrQBwem/C5rG+klaaKQhbgRyl2LN5gIUFegADEd+1XvEfw9i1nUoZkhtRALdYWUO0e0hiSwCjByCfToK6qPWrY/aJJZYY7WMqEm80EPn27fj1q02o2aGINcxDzRlPmHzCgCaKMRQpGvRFCj8Kkqp/adh9q+y/bIPPzjy943Z9MetW6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKzde0s61oV5pouHgNxGU8xOq1pVFO7xwO8cRlcDIQHGfxoA4TRPBd5Z21000EUNy7RRhhdyzlo0bOcuTj/dA/GpPCXg+/0XS0s7tbdngjuoopFbJIkkDKenHGcitW68Xrp+m3moX1hLBb2jiORt4PzZA/rWqmuaZLbNcx3kbRKwRiM5BIzjHXpzQBxdv8O2TxEt1cIJoJJY7lpPtcqGKRFUbRGpCt0zuP5Guvs9KdPDZ02VgjvC8bMvIBYEZ9+tOvNfsbXw9Nrccn2izijMm6LncAccUL4i0kv5bXsaPtLENkY2jLc9OKAORsPCetrqli9ylqLaxtltkKyEtIFfduIxxkdqsN4c1zTde1bWdLh0+a4upsRx3LEARkDJyBwcjp3rYufG2hwJDIl4kyySpGShwED9GOf4eOtbDajaJYC+adfsxAYSdiD0oA4C58D61PquuXZktN161g0bKSBmFgX47DjgZrIn+Hvim9ujJdy2rtHaXVuJftDHzTIcq2zGE9wM13t/4z021uLK3gJuprucwKqZG1gpb5sjjgVr3mqWWnbTeTrCGGcsDgfU9BQByXie1n0mK21VLQXLWywqsSQtJl13dQvIHPUA49KwV8Lal4k0+31xbNYbuR5lazaaW1UK7Z3ZXDH6Hr7V6TqWqwaZbpNLyjk4bOAMAnJPpgVStfFui3IgVdQgEsxVFQNkbj0XOMZoAxT4a1aCFdLt1sn0xfLlV52d5FdSMquScDjIJJrqJbWR9ZtrobfLjgkjbnnLFCP/QTWY3jHSBpl3eLcBjaxySSRD7+EJBx69K0BrVium2t/NMIobpVaPfnJ3DIGOpOKAMLVNB1Qa1d3GmraSW+pxxw3P2gkGAICNyAfeOD04wRV2DQ5olt1by3MV+1wWPUqd2Px5FXo/EGlTG2EV9E5ud3khckvg4P5HiquueLdI0GG4a6uVMsAUtCnLfMQB9M570AXNZtZrrRbq3tUQzMmI1Y7VJ64J7VyMXhPVpYN04gilfWUv3CSE7UCqCAccng11sGuadcEqlyu5VLMCCMYGTz04rKtvHei3fiB9JinyywJMsx4R9zbQo7k5oAz/CPhS80fVpru9ijBWNoY5PtcszSAtncQ5wuQBwB171S03R9YvLzW7Y20MVi+pzTiWTcJGO0BQoxjGe9dvf6rY6Wite3KwhgSC2eg6njtWYvjLRhqd7YTXKwSWskaM0nCsXUMpB6c7sc0AYviLwfc6ithNBGk0kFuLZ4vtUkAAPVtyHnr0I59RTm8EmC6ijtUi+x/ZyzqzsW89VKqwyTkc/Wuhg8TaLczCGHUYXcozgAnlV+8R6gVXTxdpM161tDcoxQqHYnaFLcjr3xzQBzth4V17ToYLNHtZbS6gihvTI7boNmR+77HIJ645rMvvAuv3eoadaGLT5NJsr24nDySMXlWUMcMoHYsR16V30PiXRpw5i1CJgkZmPX7g43dORVqy1Oy1JZWtLhZfKbbJjIKnGcEH2oA5/whoWo6KL2W+cRwShfKs1lacRbc5IdvmOf7vaubsfDc3iOx1eKNJbPTkuB/Z4ZXhdlDF2UjhgpYkA9eBXep4g0qQOyX0bKi72YZxtzjIPfkjpVC68Z6Nby20a3Imae4+zkRg5jbaW+YdRwKAOXTwZrdnaxvp6QQvPOz3dub2ZiwK7QTKSWOPQAZq74d8J6rp3iyz1O6EAgg0w2jBJCxLb8g8jpj3re07xfpGoaZbXv2jyVuFLKsgOQA2OfTmrM/iXRra5a2m1CFJlfYVJP3sZ2/XHagDBuvC2oz6nNAJY/7PmvE1D7SWJmjkUr+7A6bSFAznjJrV8MaPcaR4Wj0248vzx5uShyPmdiOfoRV9NYsZ9Mm1C2uI5beEMXcNgAr1B9MUqaxYtPDAbhBNMAUQZOcjIGenTmgDh/+EP1u607VkuIrWKe7t7aKNVlLAGJhk5wMcCpNF8C3uj6yfnM9msTlLh72XeXYdDHnZjPfH4V1uqatPp0sarp7zpI4RXWQD5j2x+FJJ4j061ZIr+5itbk7Q0TNkqW6AkcZNAHKa74Iu9QexKQxTIbdbW4Q3UsIRR1bCEb/ocfWtfxD4Vl1PSdNsLK5MMVsRFKCzfPAV2Muc56HI57U+Lx3o02kXd+sjbrUTFoDw58vO4DselXNO8W6PqNtZSpdoj3aRskTH5gXGVU44B9qAOOn+HV42luA6vNa3SGzgSd4lMEYZUUuvKnDkkjvWxD4Nkl0RNOlb7KsltJHIYpnkZGd9xw7cn0JrX8ReJB4etp7mSxnngt4fOmkQgBRnGOep9qv3GqQW1ta3ErKiXDKql2x1BP8hQBg+DNAvdEN2t7CE6JGy3ss4dR32uTtPsKfc+GJbm1kgDJA0t1LK8sfDAMpUH61rL4i0hrWW6W/hMEX35M8DnH48+lZ9j410jUNSvbSGZQLPPmSOcDgZJA68d6AKnh7w9qVprEF7fi0iSyszYQJb5PmpuUh2z90/KOOep5rAs/Dmr6te6rFNDFBZQ6rc3UEjZEkjFSgGCMbfmzkV2//CTaN5av9vjwzBVGDliQSMDGTwCfwqvH4u0iTVHsluFIS1F0Zv4Nu4rjPrkdKAOSv/AOovZaY8WLi5jso7OaJr2WGNAvVgUwW6nIP6VqTeENQk1clbiEaZHakw24H/LwU2ZJOTjvnrXSyeINKit0nkvY1jdiikg5JAyRjGenNS3OsadZ6cuoXF5FHaNjbKT8pz0oA4S28D6zFYy6WZLUWt/bwrcz5JeB4xj5B3z2PGPersvhjW7jU7FJo7B9PsVuI08xmZphIhALjjucED65rpoPEujXEvlRahEzbtmOR83XHI6+1JF4m0WcO0eoRMqxNMTyBsXq3TkCgCj4O0nU9J06aPUmUM8mY4VlaURKABgO3JHGQD06VzOgeG7y807xBcM88kksjW1h9q3wMsCMSqkrhhznnPTFddF4v0SZ5gL6MLFIsW45+ZyM7QOucU+fxZoNsEaXVLdVaMSg5z8hOM+wzQBxU/gnxCNK05bT7LFOrytcwfaZG5dcBvNbLHHpwDXU+EdEvdHsYo74Q+altFATGxYEpuyckd8itaz1rTdQWZrW8jlEAzLg8pxnkHnpTZdd0uC2W4kvYlhaMSh88Fc4z+ZFAHG6v4K1aSW4ttP+wm1uNSj1Fp5VPmo4ZcqOxwF4P4e9Vz4O8SXWnXcF5NDJM9lJarI9y77zlWD4xhQSuMAceprs28UaKIfNGowkbzHgE53AZIxjIOOadH4k0phAHvIlkmiSVUBLfK/3TkDoT3oA4u58HeJL/UUN1cW7W8V7Fdxnz3+UDGYwgAXjn5jnPtXXa7o02qO/lmMK1s0Y8wZG7IIyPTio7Xxhpd15zeaIkhuJoHaU7eY/vEeoq5F4i0iaGWWO/iZItofGcru6cdeaAMLTfDuqG/m1S+W1hubm4gd7eAkpGsWejHqTn0q/4h0e/udSsdU00W8lzbJJCYbgkIySYyeO4wDjvyK2or2C4szdQyB4sE7unT61Uh8QaVPcrbJfwmcsE2BujYzt+uKAOUbwXqn2n7P9otTaS3cd/LKqFWEiKF2KnQKdoOc8e9aF54XuZNEa0gSBZP7Le0XsA5/DpWreeJLSy8UafoMqv9pvonljbjbheo+tZUfj60uA/kWF2zC/FjGrgL5jYJ3D/Z4PNAFa20TVZb82ckdstkhhZ5mBMiyIgAK54Iz3rlL74ceJ76OGOaW0c28s2JPOYCRXzg7MbV6jgD8a7/8A4SxBezae1hMuoRsg8gsPmD9GDdMVLY+KbS4vNRtLtRYzWGzzvOkXbh87Tu6dqAMTVPDGpy3OtT20UEoupYHgX7Q8TLsUgkMo+Ugn0IIyKjm8NeJ10uHT1vLW4+1Wgtb25lJEkWCx3Jj7xw2OcdAa6+x1ey1K5uIrOeKcQBSzxOGX5s8ZHfir9AHCJ4Pv42+9E2NbF8GZuTEFI5468jiu3iMjRqZVCOeqg5A/GpKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKinnitYJJ55FjijUs7scBQOpNAHPa14Zl1XQtQ04TRg3d0JgWBIAyvB/75qheeCpZtVur9JIHD3iXEcD7gm0ReWQ2O/cVtReKdJvEJ0++t7p1KFlSQcKxwG+lKfFugBZHOrWoWNWZ28wYAU4Y59icUAZw8L3DeArjQC9rFPNG65hQrGpZs8DrWXL4F1K9LQ3l/EYCswLDJb5xgbQeFx+tdE3i/QvMgjTUYJHuHaKIK3VwA2Pbgj86g0zxvol/BbiW/tYbuQLut/ODFGboMj1oAw9S8CXut6TaabfTWUUEDQhjbxFWkVO+e3sOldHLpN6/hePTvPhN3CqhJGU7DtPy5H0AzVuDXtKuNRawhv4Hu1JBiV/myOo/CrEl/axGZWnjDxY3qW5XPTP1oA4+08EXg8VQ+Iry7h+1G582aGIHywoiaNQue/wA2Sau+M/Dmp+IbSa1s7mFI5ofKKylgq5PLYHU9PyrXfxDptta2819dwWpnUMFeQd+Bz9ayj480uGwv57uWOCW2kuESJ3G6UREgkfXH60AW9f8AD8usaAunRzpG4iZN7A4yUK/1rgbDwbrei2tnp0cCXNvFqtvLJIIyGwo+Zl7bfevQtK8U6XqcVqq3USXU8aObffllLLuAPvitC61Sxs8/abuKLDrH87AfM33R+NAGBfeETcaT9lieBJfJuI9+3r5mf8Rn6VJfeHryew0HyZoBdaUyvhwdkhEZQj1H3iak1LxfYaVqFzBcvGIbeJXkk8wZVi4XaR1/iFT2virS7q6ktRdRLcrKYo4y/MhChuPwOaAIdD8PTafJb3F29u9wkcobyU2qGkk3nb6Dt+FZHiHwZqOpT6sLG4s0h1XymmNxGWZCmB8uOxCitlfGWgrtiudUtYbgLGZImlGYy4BUH65GKfrPirTtFvoLK4fNzPBJPGvYqgyef89KAMYeEtSa8+a5g+zhJQNzszAuu0YHQCs2P4cXsGt2Wqw38CzWdjb28Y2HBeNskn2IyK6yHxdoM1gb3+1LYQqE3tvGFLfdH41ZudbtY9CudVtXS5hhiaT9233to6ZoAzfFeg3uuRxJam1UKjqWl3B0JxgqR9OR3rD1n4f3upaPrNol/CLi/ntpUmdCdvlKgOfqUJ/GrXh/x9LqMuNY0iTSo2tjdJK8yupjABJbB+Xg9634/FGhy28k6apbNFGVV2D9CwyPzHNAHIWHw+1SKexlub+3d7S2mhyob52fBB9hkcirN34M1fU7pbq9uNPjkWRCFt42AIVSOSep5rpn8RabCouJLuBbNollW4Mg2nJIA/Si68R6fBoD61FcRzWScmVW+XGcE59qAOfXwtfaTb21zbyQTz2ektZrGYywdyykHHccdK0fC8GqLd61LqlvFFJLOuwxIVVwEAyM8nnvV5PFWgyae1+mq2rWiyCIyiQbdx6L9ab/AMJf4eBwdXtBwTzIB0XcfyHNAHM23hPW7jTrYT3FtbPb2pihWJWU/Mys2/3AUAEd8mq2n/DzVLbXJtTmvbZ2lv0utnzMQojKYyep5rsYfFeg3FvLPFqts8UQUuyvwAxwp/E8Ckt/Etjc6RfapFIr2lo0gMitkNs64oA5a08A3lnbwKGsbiRYRC/nhyqgOWBUDvg9+9aDeCpH1kXrzwNGNUW+2FP4RHtx9c81c0bxpYX+l2d3fvFYTXY3xQSShiVJwpyPWr8vinQoJnil1S2WRCVZS/II6j60AZ8fhiaPQvEWniaMNqks8kbBeEDoFGfxFaCaNstNMiBjElo8bSOB9/ahX+orKvvHVlZ38SKI5bSRoALlZQV2yBzux6DZ+tdHBqFncXBt4bmOSYRrKUVsnY2drfQ4NADNRs2vBbBXC+VOspz3Azx+tch4h8E6lrOqXkyXsC2880EqKwOU8vqMdMn1rpYPE+iXVy1vBqds8y7sqHGfl+9+Xemt4q0JUDtqluBvEYy38RGQPyoA5MeBNXl0q50ue5sBb/6U0EiRtv3ShgN3sN3OKZoHw6vNBlswkmn3CRzQzSyTRsXUogVgnb+EEE9Oa7FfFGhvNPEuqWpe3VnlHmD5AoySfpUSeL/Dz2/2hNXtWi3bdwfjON2PyBNAFfX9G1LVtStissD6bEuXtZCwEr5/jx1UYGB61L4k0GXXLOxgiljhNvcCU5HBARlwP++q059UsbbTDqM11ElkFD+eW+XB6HP4iqv/AAk2i/bBZnU7YXBAYRl+cEZH6c0AZOqeEGvLGCG3lhiMEUaou35Cyvu+YdwayIfAGoN4l1LV7i7tF+2RyL5cSHCllwPr0rrbLxLouoxSy2ep200cSlnZHBCgHBP50z/hK9B+yvc/2rbeSkgiZt/AY9B9aAMPUPDmv6lHau9zYwy28isFgDIGCow5br1bp6ZrLsPh5qdrYyxyXto80to0RJViu/7Q0wz6r82D3rptL8aaTq8Utza3CfY4mlWSdmAAMZXJ+nzdatHxToQtvtB1S2EXmiHdv43kZC/UjmgDnr3wXdXdksSxafGxkMjBd4KNtChkbrnj8uKuzeErq58I6do11fLcy208Usk0q8OEbOMCtuPXtJl0z+0o9Qt2st2zzw425zjGfrxS3mu6XYRh7q+giUuUBZurAZIoA4/UPA+q3muG4S9gW0OoC72EtkAAYUL0z708/D+d7CwtmvIwbXTJLMsoI3OXRgf935MEe9dPP4o0O2hhmm1S2SKdPMjcvwy5xkH0zTG8WaCsrxHVbbzI5PLZd/Ib0+tAGDH4T1d7+LVbqXTjfw3ImWKKMiIjyyhB75xzmq0fw7mSDVgbqAvqFmITlDtjkMjOcei/NwK72GWO4hSaJg8bqGVh0IPQ1yvjnxffeD7MX0OiSX9mq5mmSUKIyTgDB69aAJNA8KS6R4g1jUJpopIb+OJBGFPGxdpz9aoz+DNS/s6/tLe+gVHlQWimMjyoQ25kJHcnuPar1p4yhjgsTrkC6TNdwtKsc0gOAD6j25rSufFGhWTFbjVLaIgKx3PjhhlfzoA47R/h1qFlqE13dXtu5lvJ7kqoY4DwmMDJ6kZzU/8Awg2rRCwjhvoPLgtLa2kBLAHyzljgdc9s11dr4hsNS0KXVtNmS5t0D8hsAleoz2qS08QaTfXrWdrfwS3KMytGjZIK/eH4UAcpP4DvJpJD9rtwPtV3OmUJ4mxgEexHNXbLwpff2hLqF7NaiaQQIY4EITEffnua6bUNSs9KtTc39zHbwbgu+Q4GT0FUZfFegwwQzyarbLHMWWNi/DFev5UAaN1b+dZTW6bU8xCo44Ga5C08DzW6xn7RDvXVo79mCnJVUVdv14P510eq63Z6RYwXtxKi20sqJ5pbCgMcA5/GgeIdIMEM41CAxzSGONt33mHUD3GDQBgeLfBdx4h1aDUba+FrcWtsyW8gB3JKWBDfTAI/Gkn8HXUcNgLK4hLWlzDOPNB+fZGUOcdyTmtdPGXhySN5F1mzKJH5rN5gwEzt3fTJAqwfEmjCy+1/2jB5G8x793G70+tAGGvhK7vtYl1TVprd5ZHjAhhDBBGhJAyed3Nb0fh/SIoJoV0+AxzsGlDLu3kdCc9ap6X4qsb7wvFr9zIlpaPkl5HGAM4HPvTZvGWjRXdlAt0ki3ZkAkRhtQIu5i34fzoAuaZottpV9dy2kMMEM6xgRxLtwV3ZP6j8q1azrjWLaGS1VXR/tDDBDdFIJDfTiq66/bXsKvpDR6gfMQOIpB8qMcF/oOTQBs0VQtdY069u5LW2vIpZ4wSyKckAHH86v0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVQ1mxbU9GvLFHCNcRNGGPQZFX6patf/wBl6Rd3/lmT7PE0mzON2BnGaAOcTwdMl2swuYgBZW9qQFPWNgSfxxVG98Ga1f6LbaXJeabDDaEMjJbE+btcMoYH7oO35sZzRN8TIv8AhEtJ1620yScXsyxSweZtaD1J45A4/MVPB431Fra41ObQgujwTyxSXEdzukARyhby9o4yM9elAE8Hha+GtT6rPLaGa4lDNEgO2NRHsG045PAPQVl6R8ObnTdFaya9geQ3sFzvCn7sYAI/HFaF744uLG+Jk0yF9MF2tr9oS7BkJYgAiPHIyR36c1a1LxzpenaddTtcWzXcE/k/ZDcKJGO8J06989KAKGneA2sfEkWps8T+XcyTB/NkLEN0AQnap9xVzV9Kvb7xlZG1lMdn5XmXuY8q+w/IoPrkmt6/1ez0y0W4vJCisMqqqXZuM4CgEk/SqMvimwgnPmzRCA2wnQhiZHycYEYGT+HPtQBzWrfDg6lMJWnjkZrSK2KvJIiJsJO7apw+c9DjpVtPB+oWkeorbzWcn237SreaGGwSsSCCAemTkVvXHijSba3tZ5bhxFdZKMsTtgDqWwPlx3zjFZkPjqwudau7CEII7OdYZZpZNoOY2clBg7sBf50AZGm+A9X07Uorm31OC3KmISyRBiZI0UKVKNlcnH3hgitHxN4Jk1/VxdpfeVA0G2SBlyDKpzG491NbVt4n0i8t7i4hvFMMBAZ2UqGz0K5HzA9sZzU9rrVhd6a1/FNi3QEuXUqyY/vKRkfiKAOQ0/wDe2jz3VxfQXN9c2+24dlIV5fMVi2McDCgVsXPhia4u7Gfzok+z3z3bKAeQ0RTA/E1eu/Emn293aW0d3avJOUJDTbSI26MODn26Vm694703SNC1DUbYi7kstu6HJQuGYDcpI5XnqMigDJh+HdzHFr6G8gLamLQIdp+TyQoOfrtrd1vw1Lqup2N0kkIWC2mt3Dg5O8AZH5frSL4zsJtfsdJtgZpLkuHcZCoVXdwcYb0ODwa1Z9b0631FLGS5VZ27YJC+gY9FJzwDjNAHNeI/Ara3HbiK4jiWBomEY3IH2DG3K4K/UVa0zwi2n+FdS0lZI1e9MjZBdghcY5ZiS31/StWPxNpEk13GLsKbVd8rOjKu3uQxGGHuM0xPFWkSabNfrcO1vE+w4ifcxPTauMtntgc0Ac0fBOqLHZmymsNOntbNrYyW8e77QSgUeYCuMAjd3pIvAt8bzVLm5e1f7aIcRpNKpUxgjIccr16AYxxXSy+JbK3mczSRrbrbJcBgSZDuJAHlgZ7fXPGKgPjLSP7VSyFwuxrT7V5xOEC7sAZ9eD/ACoAqJ4Z1NLexeS8t7m8tUQEyphXKljzgejdcdq0b7SbzUPD1xYyy2wnlO4YjzGvIO3HccdaE8XaG9mt19uAUuU2MjCTcBnBTG4HHPSq934x0+C5tYIA9wbq1e5ideFKqcde1AFKbwpf3s7T3MtlE3263uBHAhChIjnBPcnPpWJ4k+HOq+IWt999bRiGSZt25iGDqygbAoAxkc8mvQV1C1byB56bpyVjAOckDJHHpWZc+K9N0+4uYr+4ihMU3lRqjGR5DsDY2gZzg9OaAKH/AAic8d/NdRzQ/NbWsSIQQN0LM3Psd1aVlpN0ul6jb3ZtxNePK2Igdqhs469aV/FWjI1mBeBxdqGjaNGYAHoWIHyj3bHQ0k/izRbaWWKS8+eNwhVY2Ys3ouB8xHfGcd6AMrUvC2pXzrD9qtxap5Pl4BVowmMjA+8CR3P4VpReHhEIMGIFJ5pmIX7xdWH58j8qmu/E2lWX2bzLkv8AaT+7MKNIMep2g4HuakTxBpkmoyWKXStLGhd2AOxQOoL/AHc+2c0AcbZfDi4s5bR5byB44GgZ1CH5hGZSR+PmD8q1PAWkTWemXV1dRyLeTyNEksqFWaBCVi4PI+XHFaq+MNCaC4lN+qiA4ZHUq7ehVSMsD2IzntWpbXtvd2i3UMm6EjO7GMfUdQfagDgLj4eanqM1hLeahAklqkoZ4Ny+YzEENtAAXkc46+tdXBpeoTXtpPqBswtsCAkIJ3ErjJJAqNfGGmpZW93dedBHcsfJBiZm2ZwHYAHYD6ms3TPH0epeNrnw4liV8mR0FwJchtqhs4x3z60AMn8IahcWQspH08wR+ftYRsGk8wMAGxjAG7nB5xVVPAd2NPjtGkjMUUoeGMXUoMXyFTtfG7HI4ORW9rni6x0aeC2H7+6lnjhMak4TcwHJxgHnOOpq23iXSUvbm0kuxFJbrukMisqYHUhiMHHfB4oADpMr6Db6fNOJZIzFvkYfe2MpP54rnNS8EGXV7rVFCuWdplLTysw+QjaI87ep4/lWvpvjDT9S1q905HVPs/lbGckGUuCeFIzx61o6lrun6TPbQ3kxje4bbGAjN+JIHA5HJ4oA828JeA7zU/DOmTai8tjLbW8kMcC7kZtz7syA49OnNdxDod7Nqgvr42ilZVZY4ASMBSOcgZOT1q1b+JLCbU3055RHciRkVeSG2+/QE+nWkTxVo7yXUZvAhtgS5kQqCB1KkjDf8BzQBjWvguaG2vbd5YDHPLcsAFONsrKwBHttIpfEOjSW+oW2rwlCYbtJFi8p3XHllDkKCQemDjitWz8TWd7vljZVtkcqZJCUOBHvJ2kZBHoaRfGOgPazXC6lEUiIBGDubPTavVs9sA5oAwvDulSzfD7ULbWLVkN1PcSmNUYEhnLKQOo7HpWfH4J1LWtI0u71MCLUYfNMsJneNWDcKcxnIIGK7T/hILZpNNMSvJBfsUSQKfkYDOGB6d+vepNT1/TdIZFvLjazEDCoXKg92wDtHueKAOQbwLqx8Prov220NqI1WPb5ieUQSWwActnPdvwq2fA8v9lvbM8UjnUJLwMJXiKhlwMMvOR+VdNBrWn3N+1lb3IlmVSzBASq4xwWHAPIOKy28Z6a+u2mmW7iUTNKskxJVU2LuJBIww7ZBwKANPSra+srWG1uZlnWOIL5pYl2b34A6d+/pVLxloEvifwreaRDMkMlwFw7gkDDA9vpUqeKtGeCaYXqgREgoykO2O6rjLA9iAc9qG8VaKs0UX25fMkUMECnKrzy3Hyjg9cUALJonmTRSMY2aOza2BZckEjGRXLat4E1bVrZ7SbULfyRNC8Z+YbVQD5SoADZweST1rqbbxRpN3ZXF3DcO0dufnBicN7EKRlgexA5qN/FuiJa21wbzIuW2xRhGMhPfKY3DHfI470AOh0eZfDlzpbGFGkEqoyZxhiSCeOvNYmmeEb/AEjW3v7WaCFHmmlmRJHYT7slQVbIQ5IJK9cdK35fEujw6itjJfRrM3Gf4Af7pf7ob2JzSWXiKy1HVBZWb+b8juXwQPlK/dyPmB3dRxxQBHr2kS69ptpDvSJ4rmK4bcCR8pyRVS78PXnnSS2j2jGQzhlmU4Ak7jHcVozeILO3vL23l8xVs0V5pAuVy3IUY5LY5wPWsTVfH9pZW8FxbWz3MU0MsoLZjZShAKlWGQeaAL114enHhyw06zniaWzeJ1e5UurFDnn/ADxVSHwtfpLe3ou4I765eWRQikxxM0excAjn1JxzWhqfiNdOu9NtzAG+2o7B2k2hNqbueKfeeKtJs9Q+wPdA3ZHCBSV3dlLAYDH0JzQByVx8PNRvbsTzXNpHttIrbCFiGKypITtwFUHYeAO9dNc6JeDVv7Qs3tmbP+qmBAIKKpOQDg/L6d6q6f4+0m90RNQZmjl+zxzvAFYkBsdDj5sE4JHStnUddsNKsY7u7ldY5CNipGzu2fRQCT+VAGEvhCb/AIQJPD0rW80mctuLKh+bdjIwR9aZB4QuUbTXu7lZI7KWdthZpG8t4yoXcQCcZ71dl8babba//Zt03kxtBHNHcNnadxwA3GF+pNX08S6S+qf2cLsfaCpZcq2xsDJ2vjaSB1ANAHJeH/Cd1eeHZhc3c6vPKyRvMhVlgVXjT5Scg4bPNXvB/geXw1epPLciTy7VbYbZZX3kHJYhjheg4A455rTfxdZu032QpKkYjPmSMY0O5wvBI568Y61ej8RaTLLNEl9GWhjMr5yBtBwSCeDg9cdKAM3QfD99pOsXNw0sK2kyktDG7vmQsTuG77ox/CDiunrBTxRbXdvHc2CNNAJhHcNIDE0IPRsMBkZx+dbvXmgBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArP1yyl1LQ72yhKiSeFkUt0BIrQqlqupW+j6VdajdEiC2jMj464FAHBS+AdVNvcWcUtslmLeEQRqcYlBXzWPHfbxU8HhrxO2l3Ph+X7DDpdzczNLcxyMZTE7sxUDoCQcVt2Pj3QbuwiuZ76G2MkYl8tn3FVPQnA4rSHiXRzafaRfxmLzfJzznfjO3HXOOaAKOm+DtItb6S+l061e7ExeKYpllXGF59QKp6v4Njv9CvoEtrT7fPcmZJmQZA80N165wK2rDxJo+p3K29nqEM0zKXVFPLAdSPXFTf21pp1BrAXkZulOGjB6HGcH3x2oAS4sXlvNPlG3bbh92fdcDFcbe+CdUbWLXVraS3aeyiBhjdiFdxIWw3oMH866uLxPos/neVqMLCFDI5ycBQcE5+tWrDVrDU43ks7lJlTG4r2yMigDnZ4PGY0yNI00qa4maTz1kLBYlONoQjrgZzmufm+G+orqt9PDcQGGedJE3EggC2eLB98sK9BuNY060tBdz3caQFPMEhPBXIGfzI/OqkvivQoYopJNShCzMypySSV+8MdeKAMC+8Ez33hldMkeMOllBENrEAyRsTgnrg569aveFtDl0XQ76PUbS3RZmZ2ggZpQVx0Jblia2bbXtLvDai3vYpftaeZBtOd6+oqnH4t0o3F/DLP5JsrgW0hf8AicjIA9aAONsPCFxr/hy3jntjaxjUCw8wbJTaLnaMDoRuOBVBvhjq76Bqum+Xp6SSQpBbTrLIWdVkVssDwvCjp3r0m98Q6fZ+HrrWhMJrS3jZ2KHrt6j61TsfGmjXkiRG6WGRxEUV/wCLzFBXnp3xQBhaT4R1fTtd0sF7VtK06W4kjfJ81/NGSD24JI+lWtT0DX01y/l0mazFrqjRm5knzvhCqFOwdDkDv610lprul3921raXsM0yhiUVs8KcHHrg8VF/wkujf2g1h/aMH2pZPKaPdyH/ALp96AOaHh3xCdIvdC/0BNLW1aC1fJMshJ4Lnt+FSaz4X1C50wQW9vZXLYtgY53ZAPLBBKsvIOTxXRHxHpAmmiN/EHhVnkHPCr1P4VVn8YaPFf6bZpdLNJqEvlRGM5Gdu7k/T+dAHNXPgvWJEkkkktr2R7GKBkuHYbmWVnxuHIwCAD14qnffDrV9UtYbbULyGZZbLyJ3DMGjZZTIgX1HIXnnAzXqFFAHnGh+A7+wvrO7kjtIPLvvPeKJ2f5BHsHzNyT3rRuvCmoveabJE1vsgtZoJcsQQWbIIrtqKAPP/C3h+WPxxqeqKZk06LcsEMybcTNjzGT/AGcDr7mkvvBGo3PjKHV0kg+zpqYuypJ3bPJCY+uRXoNFAHnWl+D/ABDoiwGwuLPzJrdbe5eTJ8oLIzBkH8WQ5GDVnxH4KudT0+0aJYJru0uZpVjkkaNHEh7svII4/Wu8ooA8zm8F+IINJstOsFsRD9n23C+fIqrIW3EqAfmGPWrf/CF391quoi4htLWyvIWjkltpXDy5Tb8y/dyDzn2r0GigDyfT/htq9n/piiwS/s/LNrhnZZmQ9XJ5UEdh0Nei6bDqR0jZqjW/22QNvFuuEXPQDPJx61p0UAea3vhzxLq0EdujwpaG2FtLbzyOoiZcgsu3G8NweelP8O+AtT0nx5Nrc0sBtndiFVjuwYwo/UV6PRQBwes+EtWuNZlaxe1NjdXtveztMT5itGRlVxxggVT1fwfr2sy34l+yojRzxwMbh3LB84yDwvbgV6RRQBxa+Dpk8bT+Io5VSXEEcYU/ejCkOrD8iPoKk8b6BqWt/ZDpkFt58WdtzJK0ckBJHK7evA6GuwooA5o6BefYTGs6C5N154m79MZ+ua4yD4feI7q5trjVp7eaa0t3RJPtDsZZN25GYHgDIGQK9YooA4mLw9rt5Y3L6m9mt5cPKxWHOxd0JjAHc8nNYeveFtS0xNL1m3gW5m0myto1gj53yIWDZHdcOenNepUUAcZpN7quuaRpn26zKTS3TSTERGIRIpOMA5JzwPepdb0TWF1ie+0QWkgv4lhu0uiflC8Bkx7Z4rrqKAOd8OeH5NIi1SGZlaO6uS8ZU87Nirz78GuY/wCEF1i8uraxvJLSPRbOG4toPKY+aySIVDMfUZr0migDy7T/AIcX9mBdrHZpf2jxNbESOwm2ZyXJ+6DuPA6VrWPg/Vbu41WbX7iCU6jYi3YQfL5Z3s20ewDAZ74ru6KAPNdM8GazplndtbWVlBc/u0h8u8lPmIp5DMfu59qJPB2uGytkW001rlZ5JTMZnEkJbGCj9eo5B616VRQB5XL8L7ttcZzPBcWs86XEtzMzearADcAo+U5IBBPTNdL4Y0TW9NvbaK++x/YLC0a1tmiJMkgyuGfPA4UcDvXX0UAcPquga19r1QaRJ5ZurmK73vIVWUBQrREjlemcismbwJrd3psUUzWiTqlwG2yMy5kYEcnnt3r06igDlPEHhu81W40t4HiAtYpUfcepaMqMfjXKanBr2oeNRoUGn402K/W9+1yIRxsOQGHBGT9ea9WooA4CDwZqdtY6ekbWzS2mjGyIJIVpdyMPw+U81r+JtHvtX0mwEdnaTXcEiyFJJWQI2OqsvPBrqKKAPONc8C6vqthfx/aIGnubKCAM7H76PuYk+lM0/wAH+Jv7esJdSuLaS1tPO/eiZyzb0KqAh4XGe1elUUAedjwx4n1CxuLbUv7Oj2LbRW5t2b5ljlDEtnoSFFW7/wAMX0apcx+W/wBn0u5g2LyWkZlZcDv92u5ooA8t0qfWvEWialHq2mPbzahPFbxiGMqFVQpLHd0Awea9PiQRRJGCSFUDJ9qfRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWdrti+p6FfWMRUSTwtGpbpkjvWjRQBwsPgq8jg1ELJaJNPBaJC7R7gGhXkMPQmrmmeHdR/tD+1dSa2W9luA8kcBJjVFjdVxkctlsk/T0rrqKAOL0TwleadN4feWSA/2el0su3v5jArj8uaRPCV+mq3kJlgOlXN6dQ3qxWZZP7vTBGe+enFdrRQByF94Snu9D/s+N4IibN4CcHaGZs547U7wd4Yn8PrfSXMdvG9xsXZBI8gIUEZJfnnPTtXW0UAeY2PhjU9a0vXrQSyQabJcr/Z0N5Gysu197Z77S3Ax2FZ/wDwrDW4Zlu7aa0iaV3M1rHPIAobAB8wgs3A56ZzXr1FAHL+EvDc/h+ws7e4eKRrezS33JnkqzHIz25qnJ4Z1a11O/vrFrN5HvftkAmzg5Xaytxx7EV2lFAHJQeGbxfCGr2EskJvtSMsr7c+WjuAMDvgYFVrjwlfXPhSbTma3S6la1YspOB5fl7ucf7Bx9a7aigDzjwh8OpvDuuwXUhtjDaJIkciSOZJd5zyDwuO+Op5p+s+Ar7UbO+iikgR7nW0vy2SD5S9RnHWvRKKAPPtM8E32jXd3JYxWeBC8VvJNNJI0m49XB4GO4HWpLDwXqWnXWlKklpLBY3puQwXYSHQqwx7E5HtxXe0UARwmQxAzKqydwpyKkoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDJ8R6g+naNLJDcQwXDkRwyTY2hyeCc1zbfEAQ6NZyxWwvbp7lrSY+YI41dRyxcAhQeMdua6m90iG/wBRsrudiwtCzJEQCpYjGT9KydX8GxanLPJDqd9YNMULfZX2j5cgjHTkHmgDUvNVa10mG9W2MzytGoijcHlyBw3Q9etc9F46nubp9LttFkfW4mYS2hnUIgUKSfMxzw69u9dJ/ZUA0+1skLrFbNGyc5PyEEZP4Vz+ofD+xvb+51CK9vLS/muPOFzbvtdAVVWQH+6QgoAp3XxCksLgzXemeVp8kMfkOZcu0zEgIQAcDIIz7Vo2vi+4vrNPsukvJfeaY5Lcy7VUDksHI+YfhReeBLC6EUSXNxBbRWot0hQjaGDblk553g9DSQ+BoItKjtP7V1E3In86W983EspIwwJHYjjigC5Br06aLYX01s0gnn8uZshfJXcRuPrjArG1Xx06+HpbyztWWXZPJ/rFLRRxkgSFSO5xge9b7eG7T/hF20FZJltjGyK4b51ySc59Rmss+ANOKaqouJwdRs47NyMfIqLjK+56mgCjc+KvEkPiC0tE0RXEttNKtuLhcyhWTD7tvy8MeKseIfFVwfh8Nd0RvKmlMfl+agbBLAEEd/StO38L+T4pOuPqV1MRAYIrZ8eXEp2528Z52A/iaRfCNqvhi30Lz5vIgkSQScbiVfcP1oAxrbxXrF5ruioLVYNPktGlvS2NwlxwnPTpmmL8TIRc3trNppW5gWOSNI7lZFkR32DLLwpyRxzWrb+B7GBtQ3zzype3Mlw6vjALrtKj2FZNp8K7C2nknk1bULmZ0jjLzMCQqOHUDjtjFAF5fEWsicINOWW4LSg2olUBdqxnG/Hbc3bmn3PjdYi08FiZrCBY2vJ/N2tAXAKgLj5uGXv3q1qnhCDUpfPW+u7WcSPIktu+1kLBQcfguPxpuoeDLO/vLVzd3UNpGipNZxPiK5C427x3xgflQBSXxzNcTtBZ6Q08kk0kNspnC+a0Zw+cj5QOPXOa1LvW5x4YfUYYDHcoQrQEglXzgrnofrVWbwTaSaTJZw3lzbym7ku4bqIgSQu7EnafTnFaFx4dtbnw2dDeSb7OUCNJv+c4Oc59c96AMyfxfc2lowutHaK/FxHAtt9oDKxkOEO8DvjnjisnUvieNHnCX+khFkSTy/LvEkYuilirKPujgjP6VtxeCrOO3jR7u7mmW7junnmffJIUOVUk9h0rE1H4U2Op3ck1zrGosnmO8MJcFId4YMFGP9qgDStPGlzOb2GbRmhu4Y4ZYYvtAYSiUkL82PlOQc8GtTSNUvbnTr65vbURTwSSDyA+7G0dNwHP1xUM3hG2lku5FuriOW4tYrYOhAaPyyxV1P8Aey36Vc0zRBpelzWaX11M8u4tcSvuk3MOufWgDno/GerXdpBLaaJC8rXIhaIXqsCu3OQQMg9sECq+rfEHbNpFpZRPHcXMkTXG5dwiQyhGU+/X8qv2fgOOztif7Y1Ca+M6TG8kkG87ei+m2o9N8GPLFdS6oYoZ59SW9VLblUCMCq5PY4yfrQBd0Pxcuuao9vHZlbVgxguA5PmbTg5XaNvfuan1HxbYaddtaSMGulmEbRK3IUoX3fTaD+IxTdL8KJpmuzaimo3ssThvKs5HzFAWOWKj35/Ol/sJ7jxjLqs9vbCBbYQxsMmSQnqW7DGSB9TQBT07xm93BeS3Gm+QIIxLF+/BEgJwMkgBT+JqnY+Pb2/uJrSLQle8imERSO9VkwV3bt+MYA9M1YPw9sZrC/s7zUdQuobnCxCWXP2ZQcgJ9DVnQPBdtoVz9pF/d3dwSC8lwwJchdvP4UAM1XxXLaa5o1taJb3FndGX7VIkoYxbELYGO/B/KptI8WpfMr3lqtjbTxefaTyTqVmjyOT02n5hxz161a1jw3batPYTea9vJZzGRTEBhwQQysO4IJBqvofhC10W7uJzcz3e8eXAk+CttFnIjQdl6fkKAK95480zSnnj1EGGSOcxhUYOWTYXEgx2Kg/jTNP8ZzXtle3J0vZ5MYlgT7QMyg9MkgKv5mrL+GkvfF02rX1rbGJLT7JBjlnVuW3D26D2JqtbeBlttNvrIazqLpPgW5dwTaAHgR8cY96AMu3+JN3daumkRaB5moM+3ZHeq0YG3dnfj0rqNQ1+PTZHhmiAn+zGeKMyAGQjqo+maxdC+Hdromtx6udTvby7XO57gg7yV25PHpVzxN4YPiPVtIaZIltbKb7Q0wOJdw6KP9k96AMY/EKW21K+sGsnubyKc/uC4TZGEjLYIX5iC/Q9fWtQeK7iaQ/2fYPevcbGt4HYQlV2BmLEjjGemKj1H4f2t7c3d1BqV5ZXN1cGWSa3IVyhVVMecfdO0H6ird34Ksp7ZYre5urOSLZ5E8EmJIgqhcA+4HOaAKWl+L5U8IXetanC7vFeywLDGBu4lKKvp6c1T1PxhrFnCXey+z3AuVjFtvVxzGWwWx04rZsfBOl2nhaXw8/m3FlLI8h81vmBZt2c+oPeqcHw9tIrNYZdSvbiT7R9oaaZgzM20qAfbBoAwNL8ZeIrW3tNR1tEaxNiJ3KFfnkdgEGAMgAkD8a6SLxffXOnxPb6IXvmuDA1u1xtUYQvuDleRgenWrn/AAiGntpSadMzywrarbDdjOFOQ31BFGi+FYtHhhD395ezpM0zz3L7nkYoUwfYA9qAMS4+Iklpp+oX1xpH7i2gaaNo5y3mAEDByg29fepbXx9LcQmF9HMeqPJGkNp9oBWTem9cvjj5fapbnwDHeWusWtzrWozW2ooUWF3BW3BbJ2DH86muPAtpNHcmK9uYLmVYhFcx4DwGNAgZDjgkDn60AQXPjtra+is20mX7Qqq93H5oLQhum3AIf8xVvS/F0mpeJrnSv7MaGKJmUTyTAMxAznyyAcHsRmqr/DvT/LtUgvr6DYR9pMcuGvADnEh6nmr8XhGFfE39szahez7OYLWWTMcJxjKjr0oArXPia6tvE19psNq926LCIYgyoNzLI33sdPkrWWa71nQRJaTHT7uT5S20S+UwOGHPB5BGajHhy3HiOTWfNk86Ty8pxt+RXUf+jD+QrRsbRLG28lGLDe75b1Zix/nQBy2l32s6doLarqepLqTSqBFAUjtwGz/fpIvF2o3EcM8Olq7lJfMt1uFKjYeW8zHIx6CtTUvC1tqPh+LS/tM8JhIaG5iIEkbDuO3QkVnyeA7d4YlXVdRSSIsVmWX5/m++Ce4PvQBlt8RRFq93FEn2pZUgaxh+5ksrF9zYOANvpXX6ZqkuraILyG2ME7BgIps4Djjr3Ge/pWRf+BLG8kupYrm4tZ5RF5UsJAa3MYIBQ+4JzW9penppenRWaSyzCMHMkrbnck5JJ9aAMvwjqd9qmn3j6g0bTQ308GY1wu1HIGPyqvr/AIul0XVJLOLTGulhtBeTyCYJsj3EHAI5PHSrcXh17O1MNjfzQ79Qa9kbuwZizJ9DnFLqnhm21S8vLmWaVGurE2LBcYCkk5Hv81AGZa+Mpbq5FtPYtZzgxyhBIJBJEwJBzjg+1Sx+LbzyGafRWjlkVWs41uFYz7mCjJwNvJHrVkeEbQagl59om3rBHBjjGEGAalvPC9nf2kdvNJKBHAIUZWwykMGDgjowIFAGIfHl5/a0OipoLPq7FvNgFyNkQADA78c5HtXbjJUZGD6VzGleCrXTNQs9Re9ubq+gWQSXE5BefcAMufYDArqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqmp6hBpWm3F/ckiGBC7Y6n2FW6rX1lBqNjNZ3Kb4ZkKOPY0Acnb+Mr2bWrq3uNPezgjtYZo1kwXJdsc46Vzei/EzU7lrK81SFLbTpY7ueaUKNqpCwAAPXvj6mur0/wLFZzzTTapeXkksccQacglURsqBTdP+HmlWNna2jvJcQQQ3EOyQDDrMwZs/THFAFaw+Junaqkg060lvLhJIkEUDq2fMBIOegxtOfpRpnxO0vUdRmsfJaOeIS5TzFZsxjJ4Hb3q3oHgDTtAuWuYppJJ2kRtxRU+VFZVXCgD+I89abF8O9Lh1u71KOWRTcCQ+UFUBGkGGIIGce2aAG2/wAQLaVYBLp9xBNdRJLaRMykzBm2gD0OfWoNU+JVnoqINU065s5maQeXOyrkJjkHoc54q+/gawdbTNxMHtLQW0MgxuQhtwce4NUdQ+GmnaosL31/eXF0jMZLiUqxdWGGUAjCjjt0oAuWfjuy1DXLfTLW1nfzo45BLwAFdSwODyRgckVq+Idei8PafHdyW81x5kyQJHCMsWY4FZcXgHTYNas9RiuLpRZoiQwBhtXYMDnGcY6jPNbWr6RDrENtFM7IILmO4Xb3ZDkD6UAUNP8AE8Gq2OrPBE0V1prPFPDJzsdVzjI6jpXOaV411BorG6u1eaGe0knkjW2KYZecI3Q10um+F7XTZdckjmkY6vO00u7+Asu3ArKtvACx2H2G61q+ubZIWhgjO1REGGCeByfrQBF/wszTFtJJpIHRozEGHmKVXzM43MOFxjnNPXx/CbnyvsVybmWKNoLQbS0hZmHynoeEJ+gqlbfCiwtoZ1Gp3RabyyxCIAWTOCVAww56EVdtvhrpVrHKsV3eCRo1WObeN8LKzNuQ445YjHTHFAG5cavcR+GrnU2spbeeFHbyJOWypI7dc44+tYz+P4oEkS50q8ivEmihW2OCzmQZVh7cH8q2Y9AX/hHJdHuL25uPOjZJbl2/eNu6n29qy7XwHZ2215L68uZxdR3JmnYMx2AhV+gBoAZZ+PYJrprW6sJrSdRKfLeRWf5Bk5A5HHeorb4j2E4WJrK4jvZYYp7e1JBaZZDhcHoDmph4Bszrlxqsl3K0solAURooUOMEZAyfxNRn4c6cbkXIurhZksYrOJ1wGj8s5Vwf72aANrRtYm1CxvLq4tJYGgnePyWHzgKAfx6n9K54/EGS8sFutK0ee6AuUhby3Ujkc8+vbHrXQ6V4fj0vSLjTxeXU3nu7vPI/7zcwGTn+VZOn+A4tNsJoIdTuRNJJHJ5wRF27DkfKBjJyQT3oApan8Qtuj213p9jMDMiSO8oG2EGUIVb36/lVzRviNo2t68NKtJFZ2LhHEgO7b146io7XwXJcLrS38vlw6hdpNHDHg+WEIP8A48Rkj3qbSvh9pWj+In1e2LD5maKAIoWNm+8QQMn6E0AP1LxLPpXiiWG7MK6Slrv35w4lwzfltU/jWDoPjTWdfXTEBgtmvb64i3BN22NI96ceuCM11Ou+EtO8Q7hfGQq0kUmFwOUJ4+hyQaoTeA4Q0UlhqVxYzRXct1G8SKdpkXaVAPGMCgDNufFup2eqx6Rc3Vsk66gbeW4ERI8sxeYhx69jUlt4zv11HT4bmAva3FxPGs6wkNMiBSrBe3JI/Ctiz8HWdnLYTG5uJrm1uGuHnlILzOyFCWPoAeB2xWpeaRDe6tp+oO7LJZeZsUdG3gA5/KgDGsPFhnk8RTTQsLbSypRdm1yNm45Bqi/xChEumxTWF3Zm/EckBkAO5GYLz6feFbr+G7Z/7azLJ/xNQBL/ALOF28VRv/A9jf3WkTyXEoOmRxxxgYwwVlIz/wB8igCNfHC/Z3u20m7FkSywXAKlZmD7FA/3j0qC+8bzwanp1jHpsizy3fkXUbMCYR5RcHjrkfyNTDwHbb5431S/axfcYrXeoWBmYNuU47EcelSp4Kg228k1/czXcV19pNy+N7/IUCt7bTigCC48eQWkkqmwuZYreKGWeZSAEEhAHHfrzUWkfEzRNa8S/wBjWj7nLuiS7xhyoycDrV6XwVZTQ30RuJQLyGCF+nAiIIx9cVX074d6Npnib+27YMrAlkg2qERyMFgQM/hmgDSvPE0FleNay203nfaIoI0GMyb/AOIew5z9KzvEPxC0XwzrI03UJRG/kiZ3ZwMKTgYHUng8D0rRuNFe68X2equiCG1t2VSDyzse49hnmqXiPwFpXibUEvLzcrlBDMAqkSxg525IyOe4oAoWfjqeeGdodNm1BhdTqn2QD5YUbCsc9c1NpnjyK91a10n7FKbuSKOSRiQoG5d2QDyQOnFSN8PtPFsYbe9vrQGaWTdaybDtc5Kd+Bxilh8A2MOr2V/9tun+yIipG5UjKDAOcZHHUA80Aauu65JosLTLptzdxom+RosfKM4xz1PtWDqvxJsNDCJqdpLa3MkiqkMsiglWBO7PQAY5rr760W+spbZ2KrIMEjr1rA8Q+CNN8Rs0lyWS4DI0UqqpMZUEdCCCDnkUAUbr4j6fb6ZBqC20j20ts9x5hkVVwjbSoJ+8eDjFSTfEPT0MvlW8syxWv2uQBgGWPZvB2nnBBxn1qlqXwp0jUrW3tnu7tYY7doGQbSGBYtkAj5TuPbtxVhfhppTXUUk9zdTRRQiIREgZGzYctjJBH8OcZoA0Lzxjb2zTpHZXE80UEMwjjxlxKcKB+XNZj/E/SbXWP7M1GJrO4DiN1kkUlWIz0HUe9X9N8Ewafdz3D6jd3LyiJB5xB2LGSVUY+tQ6j8PNJ1PxINYuGc5cSSW+1druBwd2Nw+maAI9M8bPrOv6Tb2tm8dhfRTyJNIP9YE4BGOnNSWnjC6k1LVrR9Lld7a/Szt1QjMmU3FiT0AGT9Kfo/gO00fW4NRhvrt47ZZEtrZyNkKvyQPxq3deEbaeW9nhu7q3nup0uRJGwzFKq7dy+xGAQaAGXXiqKXwfqus6YvnTWUcwaLukqZyp+hH5Vm6B40vL25vVvrAi2gmSP7UhAVdyA4I6nk/qK3bbw3ZW3hy40ZSxiuUkWeTgPIz53ufc5NV9O8JWun2VzbC4kkFxOkzlgOqgDH0+WgDM0L4maHr2uRaVbvi4m3+WN4Ynaecgfd/GkHjlrO91j+0LOT7FY3y232iMcKGUYJHfk8+lS6N8N9F0TXl1W38wvEXMEZAAjL/e5Ay349KvXXg+zu7PVLaSaXZqNyLmTGOCMcD2+WgCJPG1m9pazpbTn7TZTXiLxnbGQCv1OabJ41itkSO8064tr2W4jt4rZ2GXZwSCD0xwc/SobXwBa216839o3ckQgmt4YHxshjkIJC/QitLV/C9rrBeR5ZIrgPHJDMgG6F0zhhn6mgDGsvHTDTbu8vrKUCK7uIyiDBjiibBZvfkUmlfE3S9Zjn+xQPNPGiMkMcisz7jgD2P1rR0vwTY6dp72cs815FK05lM5yZPNILZP4VQ0z4Z6RpVrcxW886ySoEjmUKrwqpyoGByQe5oAhl8banHqNpbPpDxefNcIwcgmMRx7hnHXPX6Vu6H4k/tSaK1uLSS1untFulRyMshOCcDpzjj3qvD4Lto0tjJfXk08EskgmkYFnLrtYHjpitK30OC31iLUlkcyR2Yswp6bQQc/XigDH/4TZ5JZUttEvJwl1Laqyso3tH94+w4P5VXk+Ilv9gS/t9JvZ7TyopJZQABHvOADnqRkZrasvDdtZElJZGzdTXXP96TOR9BmuN1L4dagzQ6fp10yad5UMcj+eVLbGzlkxz07EfpQB6QZR9n84AkbN2PwzXEf8LP09FujNZyRG3VHfdMhADPtGSPu9c811tvYSLp81pcXDTB9wDdCFIwBx6VyMPwt06GG7Avp/OuI1jMgjQABWDL8uMHpznrQB0UHiJJfDMuttayrFHG8nloQ7Mq9xjg5rnbn4q6LaWsM0wVTPIViHnqVdQgYtu6Y5A+tdFp3hu303w6+jw3E4jkDbpVwrZbqQAMD6YrAm+GGlz6Wls1w/wBpSYzLdeTHkErtIC4xgjH4jNADtQ+KGiaba2VzNxDdWouVYyAfLkggD+I8dql074h2mp3trHBpt4La5ujapcuAFLgZ6dcUzUvhno2oW1lbmSaOO1t/suAFJePOSORwcnqKvWHgiw06Cyhhmm8uzvWvIwcHLEYwfagDqKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArM8Q6jNpPh+/1C3h86W3haRI843ECtOq99ZxahYz2c4JimQo+Dg4NAHBaN4x1yz0e0n1jTpbpCvn314pjjW1RhlRsBJbA9O3vXQ+HvFT6+t7dDTZrbTYCyxXUjqfOKsQ2FByBx3oufBWl3SPE73Yt5YY4ZoFmISVUGFyPp6YrU0rR7PRtO+wWiEW+932sc8sxJ/U0Acbo3xSttZvL22h0yZpIozLbrHMjtOi43dD8p5zg9at6p8RIbTw0uu2enS3Nq8oSJpJUhDjHLDcc8cjGO1a0PhK1gjeNLy+2GFoFBm+4jHJA4/DPpUUfgbSbeRXtTcQbGcoqSnagYDcFByADjtQBTn8czg2b2WgXl3bzpG8kiSRjy94+VcFuT+lMXx1eS2MqxeHrl9XilaN7DzkyuBuyXzt+7zXQw6BYwRLGivtUxkZbP3OlZt14Rt5dbF/DNPAzyNNK0cpDFiu3jtjHY0AY2p/Em203TodSMe9bq2Rre1dghaXcwZS54GNp59uK0f+EtXU/h9ea/Z7rd44HYj5ZDG69ehw351o3HhLS7hLcCN4mtgnkvG2ChUkgj8zn1zVmTQ7afRLjSZ5J5oLhWWRnfLEN157fhQBgWvjkzatbWjabN9jknNm16XUATgHC7RzggE5qr4y1DX/APhKLDS9G1U2CSWrzSMtkbksQ2BwORXQR+E9LiCBUk+S8+3D5z/rcEZ+nPSr76VbSazFqrBvtMcJhU542k5PFAHNNr+q6Rbi1a3m1vUgiYSNVg3HazMx3HjgdKXw78Q7HxFb3ssVlcwGzhM0iS7c8MykDBPOUNXfEXh6a9cX2nHbqCOGUmZowcKVxkZ4wTwQayfDvw2tNK0h7e5u53nuFdbpon2iRWYtt/AseRigCTXviCdDNy7aNO9vERHHO00aJJKVDbOTkcHqfStvSfE9lqnhhddOYbcIzSBiG2leCMjg8+lSXXh2yuo1UmWNlnFwro+Crhdufy7Vbt9NghsPsb7riM53eed+7JzzmgDD8IeILzXbnWPtSJGtvchIYx1VCuRu96n1nxbb6LdXNtJaXM08VuJ4o4lBM+W27V98kdfWpbfw1aadJczaUFs5rqdZZnVRyB/CB2HtVvUdDsdUvbG7ukZprGXzYWVsfNjv6j2oAyLzxdL9gWTStInv7p8FbcSKnG1WYliccbgD3yakHjOwfQJ9YSKV7eGOOQgAZO/AwM+hNSnwlp6+U0MlzBLHPJOJY5SGLP8AeB7EHjjHYUy98F6Ve2xtW+0R2rJGjwxSlVbYcqSPX+fegDmn8caxHoWpSWumy6hdxS3RDRsiLBEjMFY7jzjHQelblx4quNN8K6Temxl1C+vxHHHDEypvkYZ6kgAVM/gfSyriKW7gMglEhjmI3iQksCOhGScema0X0Cxe202BlfZpzpJB83QqMDPrQBjTeM5lsrE2+jz3GoToZZrJJFDQxq2123HAOD2B5qfw14pm8RXN6yWE0NkiI9vPIV/eAj0BJ/SrNz4U0+4kSVXuIZkR4vMilIJRzllPtmrmn6La6WzfZA6RGJIvKz8oCjAI98UAcVo3xGlttHguvENlNDbyRO0d8NpWZ1LEqFByOB1NbHgvx1B4vN1GLT7LNBhtvnLIGQng5Xp06Gnr8O9B+zw200dxPbQCTyoZJmKoX+8R7mtqw0iOwMxW4uJvNAUiV8hQBjAA6UAc5D8QYn8Uaho0unugtY2kWVZkcuFHPyg5HtVNviabfVE0q80K7h1O5bNlbB1YzoQSGJBwvTGD0zWwnguytNOe2tJJziORIlkk+Vd/3ug/U1Q1LwBDdX+jXkcrm5s5UMlw8h8xY1U4VDj1x1oAZqnxEfT/AA3Hqi6QzTrc/Zbq2kuEj8iQDJG4nDdR09aW8+JMECyz2+lz3FlBDHLPcCRFVPMVSgGTzndjPQVrjwbpyKpilu45d8kjyrMdzs4AYn8h06Y4qSHwjpdvb3MMQmUXCxBm8w7h5YAQg+owKAObtPic9/pFtNZaHLc6jcTPCtnFcRkAqA2S+cYwRW1oXiubXdQtVh06ZLOez88ysV/duGwVPOTyMcCtFPDtqLi0uJZZ5prV3eN5H5BYAHp2wKXTPD1npBg+yNKqwxtEFLZBBbdz+JoApt400eORo3nCvGJTMuRmLZyd3+e9czovxHubm78yfTbiXTbq/EEN1lFEIaNGRSucnqcmukn8CaBPqd5qDWmLm8ZGmcNjO3+QPf1qz/wiml8gRuFN6t9gNwJVAA/DCjigDl9M+K9nfPqJksHSO2KmExzJIZlZwmcD7vLA4NdB4e8V/wBt3GpWUthNZ6jYMPNtnZWJVhlCGHHI/KpH8I2EtrJazTXUluwUCMyYVQrhxjHuB17VbstAsdP1q/1WBXF1fBBMS2QQgwMDtxQBxuneOteuLC1vBoMl0ZEdpo45EQRqshXfyeeOwrY/4TmM6rsXT5jpKOIJdRLAKkzAbU2feP3gM+9a2n+GrDTbZreDzTGUaP5nzhWbcR+Zqk3gbRmlY7bgRNMlw8AmYI0ijCsR1zwPbigDDX4rWQj1aSfT5YY7CQxIXmQGV87VUrnKZIPJGMd62/DHi9fE3h+fUYLJ1uICVe2SVXJYDIAYHBzmifwNpd3cNcXUl1PMYvKWSSTLIAwcEHGcgqOTmtuzsvsNu8aTSzMxLbpjk5x047UAc3beOrDVdWSzsGkKReW8820FcMrHb9Rt5xWFP8Uo9RsdVi06I293bbWgdmWQSJvCknGdp9jXUaD4Xt7CwdZ7OCCaW7e6kjt3YpubI6n2PtSL4I0wWb2by3kluybBG8xIVd27A/H1oArP4qv31JIxpVxHYCUqt5uRlnAB3AKDuByPSrHgnxenjHSZ75LQ2pimMflmVXOOoJx0PsatnwxZm/S6M91+6kaSOISkIjMMEgCrWm6Pb6ZJPLGzyS3GPMkfGWxnHQD1NAGVe+NbCxWcywTlYbUzsVAYFs48sY6tn8KwtL+LOn6jrElkbCWKPy2aCTzEZpGUElSgOV6d/wBK6N/Buju0RaKQ+Xdm7X94fvE5wfVcnODTIfBWmwugWa8MMbSNHCZzsUuCD9RycA9KAOd1D4qLpctpBe6O8N1Kd80D3MYaKI/dbrhiR2Brp9d8SjSrPT5bazkvJb+QJBGrBc5Xdkk9OBUt34btLu4WdZbi3l8pYmaCTaXVTwDVu+0i01CWykuFZms5PMiw2OdpXn14JoA43Tvivpuoape2kdo7RxRPJbSJIrGfYpLDb1Q8HGalf4jPai4tb/RJ7TVzIiWdi8qsbjfnZ8y5Vc7W6njFas3g62j0+e3sZp4wbaSCCIyfJGH7jvn3Oalbwbpk0gnufOnvFMZS5kfMiFM7cHpxubt3oApz+MrltMtptO0Wa8vnkeO4tBKqtAyffBY8NgkDg81g/wDC3bS2ubCzvtPkjuZADeKXUNAGOFIGTvz6A122n+HrDTQvkLIWDSMzu5ZnaTBZjnucVSXwZpiO0kb3EcrqqSSJJhpFU5AJx29uaAKr+J9Qm1qK2g0qVNNa4SNdQMilZCT8y7fvD61DrvjO40PxRLYPZNLarYCaNlIBeZpAipnPAJIHTvW3J4dtpdQiu3nuT5MvnRw+aRGr+uO/40zU/C+m6vqAvbpZGlEQiG18DAcOp+oZQaAF0rWbm/0ie4uNNls763BEto7qxVtu4AMDg5BH5156vxN1mz8Qyvf6XMdNjsILi4jUoDbhjgydTuB44FemafpMGnR3KpJLK9y5klklfLMcAfhwB0rEl+H+izreib7RIby1S0lZpOfLU5AFAFPTfiTpuq+Ll0W0j8yB1wt15gBL4zt2feH1pfEPjz/hHNfu7a8tG+wwWInEoIy8jOFVevAycZPrWtpvhHTtJmjaza4jijfzFh80lN2ME4/p0pdX8IaVrl29xepKzvEIjtkKjAYMDx3BANAHOaZ8UE1i1jSx0aefVWD/AOiRzIVBUA/6zODkH9Kg1zx9qcV3YxWNg6JNFbTMh2lwXmKNGecZIHWurtPClha6smqGS4mvEDASSSZ4YAEY6dBUc/gzSZ7yC6cTb4VjVQJODscuuf8AgRNAE3hzxBJraXUdzYS2F9aSCOe2kdXKkgMDuXg5BFblUbXS7azv729iDCa9dXlJOQSqhRj04Aq9QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVLVr/8AszSLu+8vzPs8TSbM43YHSrtVdRsY9S024spSyxzxmNivUA0AcHcfEm/0+xNzfaGqeVFHdThLjdiB8BWXjlsnkVr6V4yuNW1O28nS2GlXU8kEN2ZBu3IrE5TsMqQOafqXgLTtUs57aWedVms4rNipHCxkEH68Vn6f4JvrPxZ9sN2q6bEGaCKNiNrMpU4XoCd2SfWgDumBKkA4J7+lcHDF4ij8avpkniaeS2itFuypt4gWy7DaSF6cV3UUflQpGWZtqhdzdTjuaonR4Drsurbn86S2FsV7bQxOfrzQBzun+LdT+ySSX2lEL9mM1vIJBmYhsYK4+XtS3fi3W7GO1guNBRdRuLlIEj+0/uyGBOd+OoxyMVtyeHbOa1S3kaQxrA0HDYOCc5z61Rs/BsNtFaJNqV9eNa3n2uN7mTe2cYC/TmgCl/wmOoXJm+x6QzxN5sNvN5nHnxg7g/HyrkHB5zgetU9J8XatFYW8d5Zfa5raOJ9SlWQAoJTlCoAw3BGemK3YPB9hbaxPqEUtyBJuYW/mHykds7mC+pzTZvBlhPf2dyZp0W3jVJIUbC3G0DaZPXGOKACfXdTZ7hLDTIZ280xWwkuNnmbeHJ4OAD+ea2NNupbyxjmngMExGHjznaR1we496z9S8NQajpktmt1c2ztM0yXED7XjZjk4PpzTNL8OSaXf286areTQRW3kGCVtwds53k/3qAMHWPFWu22u2lrbWMTBr6W3WISf65REWBYkfLg+lO034g3GvRKNE0c3NzCu67hkmEezDFSEODu5VvStyXwtbS+II9XNxOHjcyLDn5AxQoT+IP6VkW/w0020iiWzv7+1kWZ5JJYJdjSqzFtjewJOKAL7eJbyHXp7W505Y7GMNtuDNh2KoGOEI5HJHB7Vb0TWNQvriWDUdNFo2wSwsknmLIh98DB9qgn8H2d34gOq3d3eTgLiO1kkzFGdpUsB6kE/nU+geHI9A+0FL68uzK3BuZd3lr2VfQCgDOfxF4hmkuWsvD8UtvG7oksl2F3FepIxwD2qG98XXttbQywWCz3N1Jbwx27yhVVpN2fmx6iuotrCO1tpIEZisjMxJ/2utZknhWzka1Yyy/6PNDMvPUxkkZ/OgDBt/H99qLPbadoTTahaq7XsDzhRHtYrhGx8xJBx0rV0rxLe6x4gurS20+L+z7bYHujP82WjVxhcc/eA61BN4AsJJGkivLy2kkuWnmeCTa0qscmNj/dzW3puiW2l3l9cW5bN46Mynou1AgA/BRQBy8/xGigWGJrI/a98qXEHmcwFW2qDx/ExAFXX8U6ra2Epv9ES2vhIqRI1yPKk3dDvx27jFSWHhYPqGt3mo21oj6kQp+zg52qMBiT/ABd6il8BQT6GumzaxqcrLOJ1uXmzIpHYHsMUANt/Glxc6jptomnR4uLd7i4lM42QKjhWIOPm68VYv/E17a6oVt7GC5077K0yTJP87uCFCgYxyxA/GptH8IWmj3UE63FxcNDA8C+cQ3yswY59eRVjVvDdtqtzaytNNAIVdGSE7RIrDlT+OCPcUAVNK8UvNdXNhrNrHp1/AqPs83ejK+duG45ypBGO1ULvx9/Z9vbNd6ewmkaRZo423eSVYKuT6MTWzoXhi00WGQNNNfTyH5ri7O9yBnaufQZOPrWdZeE2l1DX7vVFt86mVRUhBwiKMK3P8WefrQAs3ijU7ewYT6VFFqQkVFie5xEwYZDB8c+4xUdp4v1C91HSbKHSYxJdxSS3G644hVGCnHHzdcjpQ/w/tZdFWwm1XUZZ0mEy3jy5lUjjAPQDHFX9J8JWuk31vdR3NxK8EUkSea2fldgTn8R+tAFHxD4yutE1BoIdGluoY3hSSYSBQDKSqgDud2PzqzLrmuRWtvGdEjOpyl2MH2n5FRSMtuxzncOMVd1Lw7a6oJfNkkXzZoJjt9Ym3L+tGv8Ah+HX7VI2ubi0mjOY7i2fa6g9Rn0OKAOb1H4iy22yW10d5LdFiafz5RFIgcgcIRk4J5qW48d3ds1/NJpASzgVzE7zbZJNpHOwjoc9Rmp9W+Hlhq2oLdPf3sS+VHG8SP8ALJsI2k+/Aqy/giwn1K7vLq6u7lbiEwrDLJlIQRglB2oAfqPiS8gngtdP00XVzOqFUabYBuBPJwemKzz45uLC3kvtZ0h7PTV3qLiN/M+dAd2QBwuVIBPU49a1NJ8JWukyW8q3V1PLCAPMnfczYBAyfoaRPCFgurXV20s8lvcxsj2LvmAFvvMF9T/WgDN8N+JNW1fxTPb3lqtpaHT4rmCMOH3B2bDZwOwAx7VDa+LtVawDWun/AG+TzbkyGSUR7I45CvGBycDitXw94OtfD1/NeRXl1cSSRCECdshEDEqo9huxViw8MWmnwvHFJIQwmB3H/noxZv1NAGdb+Mp77U5obTSZJLK2YR3Fw0gUq5XdwvcDuc1Us/GOvajp0d1aeHoZfMDSbBd8iNSRnG3qSOBV+bwJps2pJdrNcxLtAngjkKpOwGAzjuRRP4HtJNMsbKG/vrX7ISBLby7GkUsWKt6jJoAqT+OpRe6eLfTla0uZoYJGlmCzRNIRjMeD0yOpqZvGFzDcXi3FhFDGuFtC0+Hmdn2KGXGVycc88Gm3Xw702fWTqMd3eQMZIpvKST5PMQrh8euFAqwfA9jLc6hPdXd5cPd52GSTP2cZBHl+mCAfwoAivvFGr2GnQtNoi/bnnMTp5+IkG3duMmOmPbrV/UPE0dl4ch1VYfOecpHFEjggyMcAbhxjPeqs3gwXHhqPRpdb1NtjlvtPm/vGBPRj3Harv/CK6WPDSaDHEY7SNQIyhwyMOQwPrnmgDCHjjUpdUttGg0aI6sWdbmF7nCxhRnIbHzAjp9Kn8a+ItZ0vT78aPYxySW1kbia4klCiHOduBg7j8pOParul+DbLS7uxvFnnmurZZA00py8xcYLOe5xT/EvhC08TIVnu7y23RmKT7NLtEinPDDvjNAFPSPF82rXCG0sftGnJL9lmu0f5lmA5+TH3c981JN4i1y2guZrjQFRfl+ygXIJkJbGG4+U8g96fbeCbK011NSt7q7hiGGazjfbC8mMb2A6mm2vgi1t76e6lv765Lyb4kml3LAM52oPTgUAPt9e1g3CG50iFLMHy5pYrneyOOoAwOB61hQfExv7TFlc6Qwe4heW0FvKJWcKcfOAPl9e9dDc+Ere518amb28SMg+ZZrJiGRiMbiPWsax+F2l6fqAvYr/UDLHHJFDmXiJHH3V9MUASQ+N764eGwt9Jim1dmk3wJdqY1RMZbeB1+YYBFaE3iW//ALTsIYNJ/wBGnWMyyTy+W0ZfPAUj5iMcjNU0+HGmQaaILe8vYbwvvk1COTE8h4zk+hAA/AVpTeFIJdVsLz7ffLHZxqi2wl/duV6Mw7mgB3iDX59Hmt1htI5lbLStLL5YVc9iRgn2OKdceJIrXSZtRkixFFOYj83Yd6TxJ4Xg8SrbR3N3cxQRMTJFE2FmU/wsPSoJfBmnzX73DzXJgbaRab/3SleMhfU0AZzeKtdayguX0TyvPkja3SKcOZUZgMHIG04INaml+I5b3Q9RvLiyEV1YSSRTQJJuBZFDYDcdQRzUWneCrPTb1rlby8nw6tCk8m4QqDnavt0/Kr8Ph61hstVtQ8hj1KV5ZeeQXUKcfgKAObg8f3ZS7huNJT7dEkTxxW8/mKRISAXYD5cFTng1sW/iaWXwpPq5sd1xBuVraCQS5YHGAV7fhWXZfDa2sUuimt6o09zCIXnMoDgBsqRx2yfzrc03wtY6ToMuk2jzoku4yTB8SM56vn1zzQBlweLdRuLKGNNMtzqs0jLHbC6yrKoyzbsccdiKjHjqaabFtot062wU36MMSQhiQNq/xdD6cVN/wgNmNFSxXUb9blZDKL8SYnyeDz6Y4qxP4I06a5tJ/PvEMKBJQkxH2kDp5nrgnNACw+JLybWzaf2WVshcG2Ny0oyX27hhccj1NQ+IfFFxouqw2tvZtdyXLxQxR7goDMJDknHT5BmtpdIgV1YO+VuTcj/eIxj6VBf+HrbUNWtdRlkkEttIkigdCVDgZ/7+GgCLwt4jTxLp00/kGCe3ne3njzkLIpwQD3HvW7WP4f8AD1t4eivI7aSRxdXT3L7+zMckD2rYoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArO169l07QL+9g2+bBA0ibhkZArRqve2cOoWU1pOCYZkKOAcHBoA4ey8Yagnh19W1CG+iVYomPm2QjVi5HKktyOfyq9Y+Pob6azKadMLS8kuI4bjepBMIYnjOedpxW/eaHY32ippM6MbRFRQu7nC4xz+ArktO8B3dtr1tPJPGtjbT3MqxxyNhhMCMBCMKRuPOT+GaAL3iL4hWnh+WwiexuJnvUjeMIVGN7BQDk+pqvafE3T59ffSJrWSCeO6+yvudT8+OoA6jPGatzfDnQ7q4hnunvrh4BGIvNuCdgQgqB+IFatt4ZsbTVJr+Bp43mm8+SJZMIz4xuIoAyPGHjJdDu4NPtri2iu2UTyNcNhVjDAEe7HtV/XvFcWi3Wk28dq92+pyGOExuoAwu7JJ7YrS1DRNN1VGW9sbeYkAb3jUtge5Gai1Dw9p+p3en3NxGfM09y9uEO0KSMdPpQBiWvjsXGjyamdKuI4RBJPGHdQXCMFbvxyep9KZY/ESxvL9rY25WNJ47d7hJVeNWdSy8g+2PrWq/hHSZNG/spopPsnkPBjfzsdgzc/UVlah4AsjompWOnZWTUGiEskr42BSOV2gYIGcY70AaN74st7fwzDrcNvJcRzSJHFGjAFizbRyeKitfFct7PPaQ6XKbyCdoXiMqfwrknOcYrSl8P6fNo9tpbREWtsYzGqnGChyP1FV5vCthJNNNHJc28005neSGXa24jB/DHagDF8O+Mp9e8b3umIqLZQ2KTBcfOsu8qyk9OMVdPiue01Bob2wcWr35tIrlWXbnaCuRnPJ4+tXtK8KaVo2pvqFnE63D2627Mzk7lB3ZPvnkmmyeE9Pl1Rb+SS6dlnNwsJl/diQrt3bfp+tAFPwz450/wATXRtoV8ufyvNCbwxAzg5x0PIpl14yCahqOnQWp+02kUr8uucqMj5c5w2eDWpo/hy00WQNbz3cmI/KVZ5t4Vc5wKY/hXT5NTe/lM8kzI8fzvkKr9QOM44454oAypvG8tjp0c99pE8MreVlDKmFD92OcACo9M+IUGtO1vpmnTXN2jSh4kkTACY+YNnBBJAFa+r+EdK1sRfa0kJiZGQq3Qr04IINU4vAOjwQlIHvIZDI8hmim2SHcMEZA6cDj2oAhvfH9lp+qx6fdQtFM3lBkd1DKXx274zz9Kih8Z3d/rujwW9iYrG7urm3eWRlJYxBhwAcjlfyrZHhezW9F0txeK2Iwyed8r7MbSQR145PeorXwbpdnqkN/CbkNBNLNFEZSY0eTO8ge+TQBBrPiX+z7m+2yZisxAkiKoZt8jDHU9MEU7xP410/wvLbw3QZpZ42kQZCgheoye/tVi/8OwX9/O0sSm2u1jM+G2sXjIKn36AfhU+p+H7PVGjkmedJogypNE+11Vuq59KALWk6guraTa6gkbxrcRiQI/Vc9jVbVtXl064tbe3sJbua43YWNgoUKMkknpVu0sUs7SK2ilmKRqqqXfcePUnrnvUklpFLdRXDA+ZErKpz2PX+VAHOweL5LlTNHpFz9mjEPmys6gKZApwBnJxuGcVoaZqd5dLqTT2m37NM6xKrAlwBwPrTE8LafHcCSJ7hF2xh4lk+R9n3Swx14H5Cr0emQxfbAryhbskuA33SRglfSgDnNR8V32nvObuwe2REiKLlXZi7Y9eKx7Txtq8elR6nqixQ2oM8kjKF+ZUYqFHzcZx1rpU8FaYIZI5pr25EmzJuLguRsOVAJ96sHwppR0w6f5T+RtkUfPyN5JYg+uTxQBjwfESxu4k+yQG4ne6jtgkcikAuCQd3THymq1v8U9Jur57aGCWQq80fyMCcxqxJx6HaQD9K34fCmnx+UZJbq4aKdLhGml3EMgIX8ME0yPwfpcM7vF9oSN2lcwLJiPdIPnOB65PWgDnfE/xAvdMsZEg09rW8X7PKnn4ZWjkfaeAeDwetdJpmtyXFxq9rOMy2BVi6rgFWTcox6ijV/B+ka2++9ikZvLjj+V8cIxZf1NS6XogtZdSubg5mv2HmKrZCoo2qBx6UAYv/AAngh0mG/OnXE1t5KyzSgopQM5UfLnnpnitvxBJf21i11ZXaQ7AAVaHfuyQPUVH/AMIlpX9ktpvlSfZmjWIrv52qxI5+prWurWK8tmgmBMbYyAcdDmgDmtf8WL4Rs92ost0wiaUsGWIsAfuqpPJqS28T3UmqXEL6bIbNZ440uNygfOgbGM5OM81Y13wfpXiKYy3yy7zD5JMb4ymc45Bx1PTFH/CI6f8A2qNQE14rh0kMSzny2ZV2glfpQBz9t8R4LXSbSbUjE11MW3IjBSAH2jAPWuj167vLe3ivYNRtbOxVC00kse9mJHyhRkDk0ieFLCC3it7eW6gijJ4ilxuy27k4z1qzq2hW2sSW73Es6+QdyCNwFz2JBBBI7UAO0C5vbzQbO41GIRXckYaRAMfTjtxg47Vi+Mdf1DRr7R4LGOWQXkkiyLDB5smFXI2rkV0dvZmBlY3VxLhNmJGBB5zk4HWmXWmW15f2V7MrGazLGEg4ALDBz68UAYdt4muFit4HsrmS8eJ53jmQQOkanGSpP5Vd0rxCNZvWjtLSRrRY0c3RYbSWGcAdTUmr+HbTWZopp5bmKWNGQPbymMsrdVJHUVcsdNtdODLax7FYKuM8YUYFAHPW3j3T7vxC2kQxl5RK8QKuCcqMk4647VG3xAs20tr6CzuHRLlLWUOQnlSH724k4AXjJrYi8OWkGoveJNdguzMYvOIjBYYJC1Sn8B6HNbCAQyxxiRJSFkzudQQGOc5JB5z14oAy0+JEFxC0tppk86R2k11KyyIAqxuyHBzzkqcYq0njh3uBaf2Pc/anWF44w6HesmcHOeMbTmrVj4F0TT7SS2gil8uS2ktW3SclHYs345Y0al4OtLyW3lgkmgkTyo2kjlKsI492AD65agDE1b4jNpMttc3do0FsYpvOgfHmeYjAAA5xzW/4W8W2vikXv2eF4/srqjMSGVsjIIIqJ/AeiSWcdtKtxII1dVkeUl/mOSc+ue9aFpon9nkm1vLgmSZZJmmfeWAGNo7AfSgCPU9eksLyaFLCSeOC3E8squoCgkjGCck8GsPUPiNbaU8sF9p80NxHdLbMpddo3JvDbs4xiuruNMtrlrkyqxNxEIZMHqoz/iazrvwnpt5fSXpM8d08qTebFJtIZU2DHbGO1AGFc/EzTrWziuzAfIe2FwWMyA/eKlQCcsRjtVm6+IFnbX5tfssjssRlIDqGChdwO0nOD61Le/DzQtQkMs63JkaBbd38z5mQdOSOD9MVbfwbpc12lxMbiXywVRJHBVQV24HGcY7ZxQAt14ojg06G6is5p3mtUuEiQjcdxUBfr81c/cfFbS7DUZ7O/tZLc283kSsXU7TtznA/h6DNb9h4P0zT2Zke6lYqqAzTltqqQVAHQAECp28M2LXs9wWn2zv5ksHmfu2bGDlfcdulAGRofi271vXtOjFp9nsL3TWvI97BnPzKB0PHDdKju/E2paXrGsyXhgbS7eAm2RVw5lXGVJzzncv51q6P4Q03RL2K5tWuS0NubaJZZSyxxls7QPqBV240KxupQ8sRYicT9ercfpwOPagDl/DGv63r9la+fcQ207yTrIVgzwp4GCeOtRy+JdWttbtNJvL6CNsT+bOluWDldpXAzxw3PvXRp4XsoQPs0tzbt5kkm6KQAkuct1Bp9h4ZsNPuba5jM8k9ukiLLLIWYhyC249zwKAOR07xzrKajaW97pd1dLNbzSYtrUiQhZQquVPQEGul8Ia7c+ILC9ubmBoGivZYUjdNrKqtgBh61qnTLY6wuqbT9qWAwA542FgTx9QKNP0y20xbgWysBcTvcSZOcuxyaALtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFU9Tvl0zS7q+dC628bSFQeTgdKuVXvbSG/sprS4UtDMhRwDjINAHK2HjV9QDRXOm3GnTCOC4UGRJN8cjAA5HT6US+Obi1tXu7rw9ex2jAC1lEiN57MwVFxnKliRjNbQ8M6YJhKIW3iCOD75+4hyo/SqFx4D0S7tora5S4mghJMMbzsViOc5UZ4IPT0oApL4yvp9Tt7EaPLBcLKyXkTSoTCuzcrA9DkGs/RfiQ1zb2+dLu5rUTRW0t88kYO9wCMqMeo6V1UfhjT4rj7QPPNwX3vKZSWf5duGPcY4qtZ+CdDsbE2cFu6wGeO4wZCfnQAKc/gKAKGm/EOy1HxXLoS2VwpEjRJcYJVmXrxjge9bV3r8FrdT2jownjMYRcgGTfkAj6YpLXw1p9nfC6h85WEjyrH5p2Bm+8dvSql74ek1LxlbandCP7JZwEQqpO5pCerfQdPrQBlaj8SNP0Wews5Ybi5lmhSWUqvzRoxwGwBg9DwPSqX/CZaymnawttYSX88Mt4UlV0jEEaMwXIPXGP0rqLjwjpNz96ORMxLC+yQrvRSSqt6gZP50N4S0wxXEUfnwi4aRpfLmZS/mElgfbJNAGF4f8AHpvdRsdHuLSQztbRvNdyOqKWZA3yj+Lrjio9X8UapYfEkadGGlsItOM/2dNoMkhOFBJ5rcPgrR3e2MiTyR2zI0MTzMURkGFIH4VZvPDGmXuqy6nNHJ9rlt/szOshGEznj0Oe9AGJeePJtPaytrnQrhdRu7n7OloJkJBKkglumDg1Z8TXGovdafBbXt7YeZDJJILSFJWyNuAdwPAyelXpPCWmT3lnd3AnmubScTxSyTMW3AEDPqME8VfvtLiv5opmlniliVlVoZChw2Mg4+goA4yw8bapaeFrG7u9PfUJnWYzTB0g2hHKjcrfxEY4HetEeOUm8QS6OthJHth8w3Dyqv8ABu+UH734Vpnwnp5t0hEl2AqyIWE7bnDtubJ75JqW78M6ffTQPc+c6wYMcZkO1SF25x9DQBhaJ41n1OC0Ww0u71CLKx3NyXRTEx9V4zx6VrHUbr/hPV03zP8ARDpzT7MD74dRnPXoTUUXgfRre3FvbrcQwbld4452USFTwWwea0r/AES11C7gunMsdzArKksMhRtrdRkdqAPOrvxprts+sNHN5v2aC/eNCqjBjeMKen8IY/Wuql8W30BuFj0Sa5S3Eaef56IJHZAxAB6YB5NWk8DaFHbyQrbPtkhlhc+Y2WWUguSfUlRzVy48N6fc+WxEqPHL5qPHIVIbYE/kKAK+neIf7b8HNrVvE1uXhd1RiGKkZ79D0qHxB4gj0TTdLvbqaWOOSVBK0YXkbcnOR0+nNaljollp2ijSbdHFrsZMFyThs55696pXXhOyu7dIp5bmcRHdEJpmdVYAgHB69aAOfXx9dX9lP5Gjz2sr2LXto7yo3moGAHHYnI61Le+M9Vjn02IaLLazSaklrcxSSK5CMhYFSOvT9Kh8MeDNRgvZZNaMYggtmsreKKVmDxlg27n7vToK6y80CxvbmO4mR/NjnS4VlcjDqCB+hPFAGb4U8WnxQ11jTZbRICAGkkVixJPBA5UjHf1rD1DWNTsddkvbzW5bSxFyI4YDah7Z0HHzSKCwJ/DniuxsdHt7G8nuo2meaZQrNJIW4BJGPzNUpPCWmSiaNxObaaUzSWxlbyyxOc7enXmgDC1Dx9KNLubi006RY5YJX0+5aRSs7KM/d6r+NWfButa3eulrqdrIyizhn+1u6ZdnGei4/D6Vqp4S0qO3NsI5DbBGjSEyErGrddo7VdtNItrGZZIPMXbAkAXeSu1RhePX3oA850jxHq17qStBrtxeXi6lJDJpf2ZRGIBIVJ37RjC853dRitx/iOLdrxbvRpoWgiLxqs6OZTvVAvHQksOtdZpuk2ek27QWkexGkeU5OTudizc/UmsqTwVo81tJbTpNNA6FPLeViFBYNx6HKg59qAMLVvHF5pl9oz6lYz6VDNNJHLFIVkEvyjYAw6cn2rovEWsf2XYWNyxmj825jQiPaSc5ODkHjjtTJfBuj3EyTXUctxKisoeaVmOCMY59qvXmhWN/Y21ncq7xWzq8eXOcqMDJ70AZXh7xZPrksPm6PNZwXKM9vM8quJAp54HI6VVu/H8Fi10LrTp4vsly0VwSw/dxKm/zvdSPTvXQ2Wi2Wnw2kVvGypaKViyxOAev161iweHpr/xTq2o6raQLbS232KJEYt50ROSXHY54+lAFLRPiNHr1nqE1lpNwZLVEkjjZwvmqxwPmIAB74qH/AIWZE32GKHR7ia8umlTyElX5DHy3zHg8c8V0kXhmxhgMKPchMKE/fN+7C9Nvp1qFfB2kjULe/ZJmurdnZJGlYnLjDH8hQBF4R8XR+LLe4lSza08pseXJIC/1KjlfxqSXUNWjv9VjWGJzDbeZaxK2d55xk44PtV/T9FtdOnkniaV5pFCl5XLHA7c1Zayga4knKnzJI/LY56rQB5FB411zcLVNaa6e4tlmupRZbW04+YqvtXb8wAY9c8ittNY1a+0yGGx1+7uFFzMv2yC0QyyKqqVBRgBwWwTjsK6iLwTo0brJ5c7SogjikaZi0ag5AU9uQPyqyvhmyjRPKlukkV3fzVnYOxbGcnv0H5UAc/qHijUYPh1ZavaGO5vJJII5GjwBkuFbrxnt+NTv4xudO1ae3v8AT5fsbTtHFdCRcbgu7ZtHP41sDwrpK6AmipAUslcOFRyDuDbs565zzUl54c02/VVuInbbMZx85HzkYJ/KgDBtfHF/f20E9t4ZumWaPzwGuEUiL++fr6dasQePdPurR7q3heSBb2CzDg/eMoXDfQb/ANK0v+EX09BbCE3EBt4PsyGKZlJj4+U+vSoD4L0fzg6RSxoJo5zEkpCF48bWK9ONo/KgDnfFfjbVbLw/qUltpctn/osk1nfmVJFfaVwdvbIbPNb3hLxHPrtlJDd2j2uoWyRmVHYNu3IGVsrxznpWN/wiOo67rV6PEEUa6UI5beCOK5djIjlTnB4ThR0rrrDRbLTbiee2RlkmREclichFCr+goA4TUdd8ReHbi9K6imspHEzXWUWNbNicIFwMt16Ek/Spri48SWUi6Idfklub24hWK+Nqm6BWVmYbQMH7vBPrXSw+DtMitZrTddPbTszSRSTsysScknPvU/8AwjVnsfMt0ZGdX80zsXBX7uD2AyeKAOfvJdfGgR3MOsuJrASibbAha6dWwpYYO1fXAzWzqPjDTNJ0vT9Qu5QLa9XKSpkrnYXHbuAcU9vCmnN5BD3StCsiblnYFw5BbdzzkjvU974a0jUNHt9JubJHsrcoYoj0XZ92gDmr74p6VY6ba3LW0zT3Nsk62/8AECxwqn34PbtUln8Ro76GwNvpFy8100gaPeB5Sp95iTjIxzxWmvgXQVa9dbVlkvJ1uJJBIdwdem0/wgegq7F4a0+K5huWE0s0QkVXllLHDjDDmgDD8MfEWz8S6w+nJY3Fu21midwSJAD9ODjnmrdzqerxfEKw05/JTS5raZ1CnLyMuzluOMZPStDSvDVjo7o1q1xtjUrGkkzMqAnJwDVyfS7a41O31F1b7TbxvHGwYjAfG7j8BQBheL9U1fTZ9HNj5KWs19FDcSMcuQzY2gYxz65qC6k8QW3i+2CarBPBPOVOnLGo8u3C/wCsJ+9uzj256V0V5pFrf29tBdB5Vt5UmQlznevQk96rQeHra31SbUY7i7+0TNufdOxU8YAx6e1AGjdSTR2sj28QmmA+RC20Mfr2rN8OXN/c6Uz6i8b3SzSK3ljC8HgCtK0jlhtY455fNlUYZ8Y3GmwWUNspWLcoLmQjd1J60AY2nX2tSXurC6gi3xrG1tbK33Qdw+Zsck4zVzw7Pe3GlbtRkSS6WeZHMYwvyyMAB+AFX0too7qW4UHzZVVXOeoXOP5mmRWi2wVYMqnmPIwyeSxJP6mgC1RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTJCwjYoAXwdoPQmn0UAYeg3OpTSX0eptEZo3GFi+6oIzgetYOk6vrF266tJdhoZ7q4tVsgg2KI/M2sD1ySnP1rp7rRobmO6UTzwtcurO8T4YFfQ1St/COn23iB9WSS4BYHbbeZ+5RjncwXsxyfzNAGR4Z8QT3XiFNPN+17FcWbXjM8e0wtvC7B7DJrovEE97baVJLZMiOpBZn5wuece9Yv/CDR2dvdNp19dC8uJo3+0XEpdo4xIGaNfRSARj3rqLq1S8tHtpCdjjBI60AZWvajLZ6XaiJ3Sa8mjt1lVclC38VcxeL4hFpqEP8Ab05nsJFjgaBFDT7wNof0IPpXV3vh6C+F0stzchLiFYtqyYEeOjL6N71WsfCNjp9paQRT3TG3uBctLJJueZx0Lnv/APWoA1dLt7m10y3hvLlrm5RAJJWABZu/Ss21u9WbxheWt0sK6eLdHtthyzHJDFvSt6qxs4zfG7y3mGLyuvGM5oA5zxVqWs2GtaClm0KafcXiw3DHmRiQ3ygenAqGXV7ix8c21rc6hMbW5VgoMIEAP8Kh/wC/Wy3h23ks9Ntpp7iUWEyzxyO+WZgCBuPfqarnwhp39tS6mHuCzjIt2kJhWT++F7N70Aaer3/9m6ZPdAKWRflDnAJ7AmuVj8cXrNb2S6bFNqc7SqBDL+6UoobJY84wa3J/Dkd54X/sW7u7iQFcG4DfvAc5DA+oqrpvgnTtMuLaeOe6lltxJh5pNxYuoViT9FFAGHb/ABEfX9HmutFsZNsMQe4Z2AaPcSBtHflTn2ro/FV7qtj4Uu7zSRAbuKEybp84VQpJPHU1lQfDPRLawtLOKW8SO33Z2S7fOyxYb8fewTxXVXtjFfabPYylhFPE0TEHnBGDQBUsbm9ufDNtdRBJL2S2V1DnClyuefbNYaXOs6homlWz34tLy5aX7RPAoONm44XPbgCt+x0iPT5o3innKR2y26xM2VAXocevvVPVPC1pqejppxubq3CSGRJreTZIpJJOD6HJFAEVl4hf/hEYdUa3muJA/klFGGdhJ5efxPNVI/FGrROrX2kxxQxTtBdOk24qdu5So7ggjP1rfGlW40yCwBbyofLKnPJKEEE/UjmmT6PBNHOMnMswnOeRuCgD8OBQBk6R4mv7zXV03UNOS28+3Nzbuku7KZxhvQ1qazqM+nxQLa2wnuJ32IrPtUdySfpXDaP8O9Ztr2+v7vVSLqRUjg8ud2VFDhmxkZUHGMDNehz2UdzLbySE7oG3LjucY5oA5dPG8kb3D3NnH5Co7xNBJvOFBJ3DHHQ1Xfx7cxW+mxf2dFLfahcNbwrFODGCF3Aknkcdq0Y/A1jHfahd/btRLXiMoTzztg3dTGOxrB1P4WR3CaPb2mo3Ijtrtri5uJJj575UqNrAdRxQBcT4jRXEix29oPNhQPexyPho/mZSqY+8wZDWre+Ib9TePa6erWsCunnPIATIFyPl9KbeeBdIuhZBDcW32XAP2eTYZlH8Mh6sM5P4mnXvgnTb7VjfyTXa7lYNAsx8pmK43bf7wFAFS38Vrb6y8Oos8I+zwvJuZfLjZhng+9LdeOYYjA8NuGgaMTyu74IjJIBUdycU5/h7pM2nXFlcy3Vyk8EcDtLJliEOVOfWr2p+EdO1SexmZp4HtNqjyJNgkReiN6rQBi2PjKSzTWp9RSSW0trqfypUHRURCEx1ydxxXZ2k/wBqtIbjYU81A+1uoyM4Nc7ceEyb6AW02yzbUG1C6DklnfaAFA6beOc+ldTQBwXjzWr3TNTsYraXVVjaJnZdPgEpJB/iz0FPtPGl6umaZLLDbXLyRCS6McmGAJwNq45PqK2PEfhGDxHc208mo6hZvACv+hzeXvBPRvWo5fBGmNJpvkS3drFYDCRQTFVk5z8/rzQA638S3FxPNKNOZdPjDKszOAzuoyflPbtn1rPs/HnmzRRXNiFa4uIoovLkzhZCQC3oRjkVfuvBGk3mrTX0xuGWaNke280+VuYYLhezY71nQfDLSILF7UXmoOCgVHefLRkHKsp7Fe31oAS+8fGG4EVvYcLczwyyTybUCxMA2G6ZOcgH0rRPisHXUso4Ea33LG0vmZYsyhhtA6j3qnL8ONKl0pNON5qIhE7zSbZyDLv+8H9Qav8A/CGaautW2pwvcwtbgDyI5SInwMAlfUCgA8QatfWMtwltHuRLMzZGNwbeAMeuao3fjK506T7Je6ekN9Mw+yoZvldSM5Y9iMHIrY1Pw7b6pqcV9LcXCNHC0JjjfCOpOeR3IIpmteF7DXA5uWmSQoFSWJ9rRkd1PY0AYg8fiW+srWGzA3qXuZ5mKxIFbawVscnPI9qsQeOIpvETWAtwbf7UbJXUkv5oBJJH93A60+78A6be2mn20t1f+VaAKVE5xOM5IkHfJ61ZTwZpkfiU62jXCyH5vs6yERb8Y37R/FigBdS8Upp15eWhsbiWeARGNUx++8w4G0+xzn6Vzuj/ABAN3KLWKEyeQxN1JdSBWVSeAuByRXRXmjXuoeLLO/naBLGxy0Gxm8x2YYIYdMDmqL/DvSs2pgur62aCUyM0Eu0zZOcPxyKAIbnxfcR3B02xRLnUZ3mkhSRtqrCgBJz688VFofjC9ay0JbxIXW5to3uLiSTYdzkgbR0PI5+orX1jwXp2sQbJJbmCUSmUT277JBuADKG/ukDpVZvh9pL/ANlJJPePb6bGqR25l/dybTlS4xyQaAH+IPHFp4fubu2mtJ5J4YEmjVRgTAkghT6jB4qkfiJbXMMZ0+33vKXKee+xSiEBm/PIH0rpNR0Oz1S+sLu5Qs9k7PGOxJUjn161mX/gfSb3SLXTkM9otqCsUts+x1B6jI7GgCjfeO/st7Ios1FpBBHLNLI+Duk+4oH161d0nxW15p+py3Vp5c+nLulEbbkcYJG1j14FWH8I6XKbzzUeRbuCOCRWbICoMKR3z3zT9M8MWmmaFNpKT3M0c6sJJZpN0jbhjr9KAMOz8a6nqOl21/a6OjJcxG7jUy4IgXG4k/38ngVteHvFFt4ja4+zQyRpEkLhn/iEiBx+hqk/gLS20fS9OWa7iTTlCRSxS7XZM5KMRwQeM/Sr0fhTTYNdj1WASxOkKxeRG+2I7eFJUdSBwKAKQ8WTQxzXt5Y+Tp/2d54WV9zsExuyO3UYrJt/F2qJrOprdRwRAW0L2kDyfIWfoS3bIrrBoNkbaC3kUyQxRPDsc5DK2M5/KsSH4d6XBb30S3V8Wu0VDK02XjCnK7D2xQAXfiu8l07bY2Ae8MEkkpWQbIgnU5PXkjFR3HiDUbXwBouqoyvdXP2NZncdpGQMcf8AAjVu58Dabd6Na6dNc3x+zqUFws5Erg9QzDqDV+Xw3ZS+H7PRmaX7Na+TsIPzHymUrk/8BGaAKul+I59R1Af6Ii6dPI8VrOHyzshIYlew+U4qTULvV4fEdhEiwppkj7S2cyO20nGOwGKWw8KWOna7capBLcky5227SZiiJOWKL2JrWuLSO5lt5HJzA+9cHvgjn86AOY+I+saroXhGe/0l4klR1Du4yVUsAcD1raudSltNHtZ1hNxPN5aKm7blmwMk+mTVbUfCtpqug3WkXdxcyQXEplZi+WHzZwD6CtOWwilt7aFi22B0dMHuvTP5UAcjN49udLMD6zpYt4GMsMkkcu7bKil8Ad1Kjr610Giapf3sk0Go2KWs6IsqhJN4KMWxn3+Xmq+reFbXUYMgbpo5ZJ41kPyGR4ymGH93BrP8CeFtR8OQXbarefabmcqMiZpAFXOMFgCPvHigDC8OeOdb1TWdWsIrRLu5jvJPLRnCJHAjbeD1LEg11Ok+KJdZ1d7S3sCsUMaPNI8gypcZAA71Sb4caT5Uyw3N9byS3TXLzQTbHO45KZA+7ntW7pug2elXtzdW28NcJGjAnIAQYGKANWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiub8Ta3NpOoaNAk0cMV5M8csjrnAC5GKwJPHeorJZxmwdbiW4jjeExnGxnKht30ANAHodISFBJIAHUmuAn8Y6rb2lpMtuJrmZ286zCYaBQ4XOe+Bk10em3S65pF0l7EZIMmNiwwZVwCeB064/CgDaSRJPuOrY9DmnE4GTXH+D7K3sPDt3q1nphs5LoPKluSThVzsGD6gA/jWH4p1nUdT0eS2tpDLBMkMkksKEeWS4DR+pyKAPTMjAOeD0pNy7tuRuxnGea5HxPb3VtqnhYWlzNHax3qRSW8Y+R1xwW+mKzIksrrx6I9P1C6jmtpi15cO5PnE/dtwDxtHXjpigD0OiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAoXuk2moXVnc3KF5LNy8XPAJGDkd6uGKNiCUUkcA46U+igDI0/wAOafpl1NcQiVpJGJ/eyFwmeoXPQVqqiou1VCj0AwKdRQAnSmiJFBARQCcnA60+igBCAcZAOOlM8mLdu8pN3XO0ZqSigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuI8ZKlhP/aN3rWtQRFCIobGPKIw5LMQDx064rt657WR4oknli0uDSXtHTAa6lcNkjnKhSMfjQBhalNrV58LF1Mau1pfwWLzyS2wVhKQhPXp27VsaB9t1n4faWx1CWC8uLOJmulAZtxAJPPFU5vDOq23w3Xw1YS2ktybY20ksxZE2spBIABOeeBV7w1p+uaP4Qg064Wxe9tIRDAUkby3CgAFiVyPwFAHPeAv7T8QeBtStLvWbv7UL2eBb0Y8xQrYBHaq+g6Vqdr8RmsV8U6nf21hb+bdJPt2l34VePbJ/CtnwD4e1zw1Z3tpqRsHjmnkuEa3dyQztkgggcCtXwvo95pdtdyalJDNqF1cPLLLFnBXPyDn0HFAGPa2+p6b8SoYZ9bury2u7KeXyJFUJGVdMYx7MazfGo/si6nupPEeswXdyQ9mkcebaNhwqMQpABI5JPQ1q3ul+K5fGUGrwR6T9nt4pLdFeaQMyOykk/LjPy9Ks67aeKdTjvtOhi0ldPuUaESvLJ5iowwTt24zyeM0Ac94t1W/j17TrbUNRu7LTXsDKzaZ88rzdzgAnaB3ximXOuagvhPQYbnV2hivHkE+oRjMphQZB9mI68cVrf8ACK6zo2r2V/or2V20OnJYub92V8KSQwZQeueaZB4IvrDR7Q29xBcalb3cl35dwT5BMn3k6Zx6cUAQ2+pajB4f1XTLHU5bm8haH7NeXKjcEn5Un1IGaXw/fNZ3zWtvrl3qkN7bTPDJdAAxywsFbBwOCT+lX/8AhGNXvNB1JbqezttWu5FdHtVby0CfcGTgmpLTQdXv2u31pdPtna1e2tjp5bKb/vsSwHOQvT3oA5PwhrN5Pr2iKmr6leXN1G51CK6XbAMAktGcDOGwBjPFetVxWlaD4gF1o0WpRaOllpY/dvbbzISE2jGQAoIPPJ7V2tABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRUNzK0FrJKkbSMqkhFHJPpWdpurNdXE1vKIzMqCULE27CnjB9DnIoA16KqW16Lmw+1LDIn3v3bjDAqSCP0qvDfTXmkW97a+Uok2u/nEgBP4unfFAGnRWPHq0y6JJfSW5dkDt+7PDAHhhnsRzT7nUZY7G2vIzCkDLvleclQq44x75oA1aKxpdVmSxtblntbfepaVZ3IPTA2/8Cx+dPXUrhysiRL5MUQkuV535K5AQd6ANaiuel8QTJPNOtsW0+3k8mUgHzdx24IXH3ck1HH4lkbUSrRRC1+0G2UBj5pbsdp7YoA6WiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCpqMd3LYyLYyrHdAZjZx8ufQ+1VNK0wWc0kv2K1tnZQD5GfnJ5JPTvn86KKANCOAJAYgFCktwowOST/Ws+TTJYNAj02zMQCqsRLLgeX0bA6Zxn2oooAtyafA+ltp6KqQGIxBQowFxjpVS9015bKO0WGC4tigikgm4QqO4GDz7UUUAZS+F5j5YvPJ1BGj8l0uCcRLnPyjHOOPTp1rUtdPvbUsDced5sccbFmI2bQcsB7kj0oooAji0u4jub5H2yWtzMJBukYlAACeD33A9DSWum3TTN9utrNyty0sMwLMyr/D153YJHXFFFAG5RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//Z"
ffbl0219	10	{"lines_data": [{"Word": "Nicoline Yield fur Ir lemal Munilui Ciysielle al MOPH Smoking Machine Cundiliuns", "Confidence": 0.6205, "X1": 0.27858, "Y1": 0.1642, "X2": 0.71485, "Y2": 0.164, "X3": 0.71485, "Y3": 0.1758, "X4": 0.27858, "Y4": 0.1758, "page": 0}, {"Word": "Over-T me Average and Varlation (+.6 3 Std. Dev)", "Confidence": 0.68133, "X1": 0.36662, "Y1": 0.1752, "X2": 0.62549, "Y2": 0.175, "X3": 0.62549, "Y3": 0.1858, "X4": 0.36662, "Y4": 0.1858, "page": 0}, {"Word": "----", "Confidence": 0.129, "X1": 0.55059, "Y1": 0.1962, "X2": 0.58739, "Y2": 0.196, "X3": 0.58739, "Y3": 0.2028, "X4": 0.55059, "Y4": 0.2028, "page": 0}, {"Word": "---", "Confidence": 0.616, "X1": 0.59658, "Y1": 0.1962, "X2": 0.63469, "Y2": 0.196, "X3": 0.63469, "Y3": 0.2038, "X4": 0.59658, "Y4": 0.2048, "page": 0}, {"Word": "MDPH Mootthe, mg/l gerette", "Confidence": 0.33575, "X1": 0.22865, "Y1": 0.2262, "X2": 0.22996, "Y2": 0.226, "X3": 0.24047, "Y3": 0.2258, "X4": 0.23916, "Y4": 0.3298, "page": 0}, {"Word": "2.10", "Confidence": 0.836, "X1": 0.24442, "Y1": 0.2272, "X2": 0.26675, "Y2": 0.227, "X3": 0.26544, "Y3": 0.2348, "X4": 0.24442, "Y4": 0.2348, "page": 0}, {"Word": "2.20", "Confidence": 0.389, "X1": 0.24704, "Y1": 0.2582, "X2": 0.26807, "Y2": 0.258, "X3": 0.26675, "Y3": 0.2668, "X4": 0.24704, "Y4": 0.2668, "page": 0}, {"Word": "19%", "Confidence": 0.991, "X1": 0.74244, "Y1": 0.2772, "X2": 0.76741, "Y2": 0.277, "X3": 0.76741, "Y3": 0.2858, "X4": 0.74376, "Y4": 0.2858, "page": 0}, {"Word": "2.00", "Confidence": 0.968, "X1": 0.24704, "Y1": 0.2892, "X2": 0.26807, "Y2": 0.289, "X3": 0.26807, "Y3": 0.2988, "X4": 0.24704, "Y4": 0.2988, "page": 0}, {"Word": "-", "Confidence": 0.888, "X1": 0.27595, "Y1": 0.3052, "X2": 0.29698, "Y2": 0.305, "X3": 0.29566, "Y3": 0.3128, "X4": 0.27595, "Y4": 0.3118, "page": 0}, {"Word": "-------", "Confidence": 0.228, "X1": 0.55059, "Y1": 0.3532, "X2": 0.60972, "Y2": 0.353, "X3": 0.60972, "Y3": 0.3588, "X4": 0.55059, "Y4": 0.3588, "page": 0}, {"Word": "10", "Confidence": 0.21, "X1": 0.31932, "Y1": 0.3622, "X2": 0.33509, "Y2": 0.362, "X3": 0.33509, "Y3": 0.3708, "X4": 0.32063, "Y4": 0.3708, "page": 0}, {"Word": "Tast Order (touted cvor tinic i- 2006)", "Confidence": 0.68214, "X1": 0.40473, "Y1": 0.3732, "X2": 0.57819, "Y2": 0.373, "X3": 0.57819, "Y3": 0.3838, "X4": 0.40473, "Y4": 0.3828, "page": 0}, {"Word": "Figure 6. Illucaat an of over time ar a ytical variation. Data are niccire yields ceta minec by PM USA for an", "Confidence": 0.81823, "X1": 0.19711, "Y1": 0.3952, "X2": 0.79895, "Y2": 0.395, "X3": 0.79895, "Y3": 0.4078, "X4": 0.19711, "Y4": 0.4078, "page": 0}, {"Word": "intemal mon tor cigarette dur ng 2009 using machine smoking conditione prescribed by the MCPI -. Each poir:", "Confidence": 0.76089, "X1": 0.19711, "Y1": 0.4072, "X2": 0.80815, "Y2": 0.407, "X3": 0.80815, "Y3": 0.4178, "X4": 0.19711, "Y4": 0.4188, "page": 0}, {"Word": "represents the average of four machine ports, 2 cigarettes ser port. The concer line le the over-time average", "Confidence": 0.77328, "X1": 0.1958, "Y1": 0.4182, "X2": 0.79501, "Y2": 0.418, "X3": 0.79501, "Y3": 0.4298, "X4": 0.1958, "Y4": 0.4298, "page": 0}, {"Word": "nicoline yield. the dashed ines are (+/-) 3 stancaic deviations or a \| data in this time period.", "Confidence": 0.69267, "X1": 0.19711, "Y1": 0.4282, "X2": 0.70434, "Y2": 0.428, "X3": 0.70434, "Y3": 0.4398, "X4": 0.19711, "Y4": 0.4408, "page": 0}, {"Word": "Machine-Smoking Methods and Human Behaviors", "Confidence": 0.9932, "X1": 0.18397, "Y1": 0.4742, "X2": 0.52562, "Y2": 0.474, "X3": 0.52562, "Y3": 0.4878, "X4": 0.18397, "Y4": 0.4878, "page": 0}, {"Word": "Cigarette nicotine yields reported to the MDP-I were determined with machine", "Confidence": 0.94755, "X1": 0.23522, "Y1": 0.4962, "X2": 0.76084, "Y2": 0.496, "X3": 0.76084, "Y3": 0.5108, "X4": 0.23522, "Y4": 0.5098, "page": 0}, {"Word": "conditions prescribed by the MDPH. The Federal Trade Commission (FTC) has prescribed a", "Confidence": 0.92185, "X1": 0.18397, "Y1": 0.5122, "X2": 0.81209, "Y2": 0.512, "X3": 0.81209, "Y3": 0.5258, "X4": 0.18397, "Y4": 0.5258, "page": 0}, {"Word": "machine-smoking method for cigarette test ng since 1957 the \"FTC Method.\" Any number of", "Confidence": 0.76414, "X1": 0.18397, "Y1": 0.5282, "X2": 0.8134, "Y2": 0.528, "X3": 0.8134, "Y3": 0.5418, "X4": 0.18397, "Y4": 0.5418, "page": 0}, {"Word": "smoking machine conditions is possible for determining cigarette smoke yields and for", "Confidence": 0.83242, "X1": 0.18397, "Y1": 0.5452, "X2": 0.76478, "Y2": 0.545, "X3": 0.76478, "Y3": 0.5578, "X4": 0.18397, "Y4": 0.5578, "page": 0}, {"Word": "comparing one cigarette to another. PM USA shares the public health community's concerns", "Confidence": 0.76808, "X1": 0.18528, "Y1": 0.5602, "X2": 0.81472, "Y2": 0.56, "X3": 0.81472, "Y3": 0.5728, "X4": 0.18528, "Y4": 0.5738, "page": 0}, {"Word": "that machine tests carnot predict all human smokers' ntake and that there is currently no", "Confidence": 0.95353, "X1": 0.18265, "Y1": 0.5762, "X2": 0.78581, "Y2": 0.576, "X3": 0.78581, "Y3": 0.5888, "X4": 0.18265, "Y4": 0.5898, "page": 0}, {"Word": "machine measurement method which accurately reflects human smoking behavior in all cases", "Confidence": 0.94442, "X1": 0.18397, "Y1": 0.5922, "X2": 0.82129, "Y2": 0.592, "X3": 0.82129, "Y3": 0.6048, "X4": 0.18397, "Y4": 0.6058, "page": 0}, {"Word": "under all circumstances", "Confidence": 0.818, "X1": 0.18265, "Y1": 0.6092, "X2": 0.34823, "Y2": 0.609, "X3": 0.34823, "Y3": 0.6208, "X4": 0.18265, "Y4": 0.6208, "page": 0}, {"Word": "The U. S. Governing'f'> Fudund Tradu Commissibiradopted\"de FTC test ride ou\"as", "Confidence": 0.55236, "X1": 0.23127, "Y1": 0.6292, "X2": 0.8226, "Y2": 0.629, "X3": 0.8226, "Y3": 0.6428, "X4": 0.23127, "Y4": 0.6438, "page": 0}, {"Word": "a mandarcirad test lodcigarettes in: 1967 17 hal method continues lo 55 the standard fest", "Confidence": 0.29633, "X1": 0.1866, "Y1": 0.6442, "X2": 0.78449, "Y2": 0.644, "X3": 0.78449, "Y3": 0.6598, "X4": 0.1866, "Y4": 0.6598, "page": 0}, {"Word": "method for the U.S. today The FTC recognized both the utility and limitations of machine", "Confidence": 0.76927, "X1": 0.18528, "Y1": 0.6612, "X2": 0.78844, "Y2": 0.661, "X3": 0.78844, "Y3": 0.6758, "X4": 0.18528, "Y4": 0.6758, "page": 0}, {"Word": "testing and, over 40 years ago, made the following points regarding its prescribed machine-", "Confidence": 0.95907, "X1": 0.18134, "Y1": 0.6782, "X2": 0.80289, "Y2": 0.678, "X3": 0.80289, "Y3": 0.6928, "X4": 0.18134, "Y4": 0.6928, "page": 0}, {"Word": "smoking test method. These points remair relevant for any machine-smoking protocol:\"", "Confidence": 0.88627, "X1": 0.18397, "Y1": 0.6952, "X2": 0.77924, "Y2": 0.695, "X3": 0.77924, "Y3": 0.7098, "X4": 0.18397, "Y4": 0.7108, "page": 0}, {"Word": "\"No two human smokers smcke in the same way No individual smoker always smokes", "Confidence": 0.97007, "X1": 0.20894, "Y1": 0.7192, "X2": 0.79763, "Y2": 0.719, "X3": 0.79763, "Y3": 0.7338, "X4": 0.20894, "Y4": 0.7338, "page": 0}, {"Word": "in the same fashion. The speed at which one smokes varies both among smokers, and", "Confidence": 0.90453, "X1": 0.20894, "Y1": 0.7342, "X2": 0.79632, "Y2": 0.734, "X3": 0.79632, "Y3": 0.7478, "X4": 0.20894, "Y4": 0.7478, "page": 0}, {"Word": "usually also varies with the same individual unde. different circumstances even with n", "Confidence": 0.92754, "X1": 0.20894, "Y1": 0.7472, "X2": 0.78581, "Y2": 0.747, "X3": 0.78581, "Y3": 0.7598, "X4": 0.20894, "Y4": 0.7598, "page": 0}, {"Word": "the same day. Some cake long puffs (or draws), some take short puffs. That varlation", "Confidence": 0.88807, "X1": 0.20894, "Y1": 0.7602, "X2": 0.78318, "Y2": 0.76, "X3": 0.78318, "Y3": 0.7738, "X4": 0.20894, "Y4": 0.7738, "page": 0}, {"Word": "affects the tar and nicotine quantity in the smoke generared.", "Confidence": 0.9169, "X1": 0.20894, "Y1": 0.7732, "X2": 0.61761, "Y2": 0.773, "X3": 0.61761, "Y3": 0.7878, "X4": 0.20894, "Y4": 0.7868, "page": 0}, {"Word": "5 = TC to Begin Cigarette \"'ssting.\" Federal Trade Commission, Washington, D.C. 20582, Office of Information. For", "Confidence": 0.65176, "X1": 0.18134, "Y1": 0.8222, "X2": 0.82523, "Y2": 0.822, "X3": 0.82523, "Y3": 0.8368, "X4": 0.18134, "Y4": 0.8358, "page": 0}, {"Word": "[press] Release: A M. Tuesday, August 1, 1967.", "Confidence": 0.69638, "X1": 0.18003, "Y1": 0.8352, "X2": 0.45598, "Y2": 0.835, "X3": 0.45598, "Y3": 0.8488, "X4": 0.18003, "Y4": 0.8498, "page": 0}, {"Word": "page 11 of 12", "Confidence": 0.893, "X1": 0.43627, "Y1": 0.8522, "X2": 0.53088, "Y2": 0.852, "X3": 0.53088, "Y3": 0.8658, "X4": 0.43758, "Y4": 0.8688, "page": 0}, {"Word": "3117138012", "Confidence": 0.993, "X1": 0.82917, "Y1": 0.9422, "X2": 0.95795, "Y2": 0.942, "X3": 0.95795, "Y3": 0.9588, "X4": 0.82917, "Y4": 0.9588, "page": 0}, {"Word": "3117138012", "Confidence": 0.907, "X1": 0.02497, "Y1": 0.9852, "X2": 0.12878, "Y2": 0.985, "X3": 0.12878, "Y3": 0.9968, "X4": 0.02497, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "Nicoline", "Confidence": 0.621, "X1": 0.27989, "Y1": 0.1652, "X2": 0.32326, "Y2": 0.165, "X3": 0.32194, "Y3": 0.1758, "X4": 0.27989, "Y4": 0.1758, "page": 0, "Index": 0}, {"Word": "Yield", "Confidence": 0.634, "X1": 0.32589, "Y1": 0.1652, "X2": 0.35085, "Y2": 0.165, "X3": 0.35085, "Y3": 0.1758, "X4": 0.32589, "Y4": 0.1758, "page": 0, "Index": 1}, {"Word": "fur", "Confidence": 0.518, "X1": 0.35348, "Y1": 0.1652, "X2": 0.36925, "Y2": 0.165, "X3": 0.36794, "Y3": 0.1758, "X4": 0.35348, "Y4": 0.1758, "page": 0, "Index": 2}, {"Word": "Ir", "Confidence": 0.663, "X1": 0.37188, "Y1": 0.1652, "X2": 0.37976, "Y2": 0.165, "X3": 0.37845, "Y3": 0.1758, "X4": 0.37188, "Y4": 0.1758, "page": 0, "Index": 3}, {"Word": "lemal", "Confidence": 0.678, "X1": 0.38239, "Y1": 0.1652, "X2": 0.41261, "Y2": 0.165, "X3": 0.4113, "Y3": 0.1758, "X4": 0.38108, "Y4": 0.1758, "page": 0, "Index": 4}, {"Word": "Munilui", "Confidence": 0.332, "X1": 0.41524, "Y1": 0.1652, "X2": 0.45598, "Y2": 0.165, "X3": 0.45466, "Y3": 0.1748, "X4": 0.41393, "Y4": 0.1758, "page": 0, "Index": 5}, {"Word": "Ciysielle", "Confidence": 0.61, "X1": 0.45861, "Y1": 0.1652, "X2": 0.50591, "Y2": 0.165, "X3": 0.50591, "Y3": 0.1748, "X4": 0.45729, "Y4": 0.1748, "page": 0, "Index": 6}, {"Word": "al", "Confidence": 0.774, "X1": 0.50854, "Y1": 0.1652, "X2": 0.51905, "Y2": 0.165, "X3": 0.51905, "Y3": 0.1748, "X4": 0.50854, "Y4": 0.1748, "page": 0, "Index": 7}, {"Word": "MOPH", "Confidence": 0.704, "X1": 0.52168, "Y1": 0.1652, "X2": 0.55453, "Y2": 0.165, "X3": 0.55453, "Y3": 0.1758, "X4": 0.52168, "Y4": 0.1748, "page": 0, "Index": 8}, {"Word": "Smoking", "Confidence": 0.628, "X1": 0.55848, "Y1": 0.1652, "X2": 0.60447, "Y2": 0.165, "X3": 0.60315, "Y3": 0.1758, "X4": 0.55716, "Y4": 0.1758, "page": 0, "Index": 9}, {"Word": "Machine", "Confidence": 0.63, "X1": 0.6071, "Y1": 0.1652, "X2": 0.65177, "Y2": 0.165, "X3": 0.65177, "Y3": 0.1758, "X4": 0.60578, "Y4": 0.1758, "page": 0, "Index": 10}, {"Word": "Cundiliuns", "Confidence": 0.654, "X1": 0.6544, "Y1": 0.1652, "X2": 0.71485, "Y2": 0.165, "X3": 0.71485, "Y3": 0.1758, "X4": 0.6544, "Y4": 0.1758, "page": 0, "Index": 11}, {"Word": "Over-T", "Confidence": 0.763, "X1": 0.36925, "Y1": 0.1762, "X2": 0.40473, "Y2": 0.176, "X3": 0.40473, "Y3": 0.1858, "X4": 0.36794, "Y4": 0.1858, "page": 0, "Index": 12}, {"Word": "me", "Confidence": 0.997, "X1": 0.40736, "Y1": 0.1762, "X2": 0.42444, "Y2": 0.176, "X3": 0.42313, "Y3": 0.1858, "X4": 0.40736, "Y4": 0.1858, "page": 0, "Index": 13}, {"Word": "Average", "Confidence": 0.741, "X1": 0.42707, "Y1": 0.1762, "X2": 0.47043, "Y2": 0.176, "X3": 0.46912, "Y3": 0.1858, "X4": 0.42576, "Y4": 0.1858, "page": 0, "Index": 14}, {"Word": "and", "Confidence": 0.808, "X1": 0.47306, "Y1": 0.1762, "X2": 0.49277, "Y2": 0.176, "X3": 0.49146, "Y3": 0.1858, "X4": 0.47175, "Y4": 0.1858, "page": 0, "Index": 15}, {"Word": "Varlation", "Confidence": 0.624, "X1": 0.4954, "Y1": 0.1762, "X2": 0.54271, "Y2": 0.176, "X3": 0.54271, "Y3": 0.1858, "X4": 0.49409, "Y4": 0.1858, "page": 0, "Index": 16}, {"Word": "(+.6", "Confidence": 0.028, "X1": 0.54534, "Y1": 0.1762, "X2": 0.56242, "Y2": 0.176, "X3": 0.56242, "Y3": 0.1858, "X4": 0.54534, "Y4": 0.1858, "page": 0, "Index": 17}, {"Word": "3", "Confidence": 0.663, "X1": 0.56505, "Y1": 0.1762, "X2": 0.57162, "Y2": 0.176, "X3": 0.57162, "Y3": 0.1868, "X4": 0.56505, "Y4": 0.1858, "page": 0, "Index": 18}, {"Word": "Std.", "Confidence": 0.813, "X1": 0.57424, "Y1": 0.1762, "X2": 0.59527, "Y2": 0.176, "X3": 0.59527, "Y3": 0.1868, "X4": 0.57424, "Y4": 0.1868, "page": 0, "Index": 19}, {"Word": "Dev)", "Confidence": 0.695, "X1": 0.5979, "Y1": 0.1762, "X2": 0.62681, "Y2": 0.176, "X3": 0.62681, "Y3": 0.1868, "X4": 0.5979, "Y4": 0.1868, "page": 0, "Index": 20}, {"Word": "----", "Confidence": 0.129, "X1": 0.55191, "Y1": 0.1962, "X2": 0.58607, "Y2": 0.196, "X3": 0.58607, "Y3": 0.2028, "X4": 0.55191, "Y4": 0.2038, "page": 0, "Index": 21}, {"Word": "---", "Confidence": 0.616, "X1": 0.5979, "Y1": 0.1962, "X2": 0.63075, "Y2": 0.196, "X3": 0.63075, "Y3": 0.2048, "X4": 0.59658, "Y4": 0.2048, "page": 0, "Index": 22}, {"Word": "gerette", "Confidence": 0.636, "X1": 0.22996, "Y1": 0.2292, "X2": 0.22996, "Y2": 0.229, "X3": 0.24179, "Y3": 0.2288, "X4": 0.24047, "Y4": 0.2548, "page": 0, "Index": 23}, {"Word": "2.10", "Confidence": 0.836, "X1": 0.24704, "Y1": 0.2272, "X2": 0.26675, "Y2": 0.227, "X3": 0.26675, "Y3": 0.2348, "X4": 0.24704, "Y4": 0.2348, "page": 0, "Index": 24}, {"Word": "mg/l", "Confidence": 0.177, "X1": 0.22865, "Y1": 0.2562, "X2": 0.22996, "Y2": 0.256, "X3": 0.24047, "Y3": 0.2558, "X4": 0.24047, "Y4": 0.2728, "page": 0, "Index": 25}, {"Word": "2.20", "Confidence": 0.389, "X1": 0.24704, "Y1": 0.2582, "X2": 0.26807, "Y2": 0.258, "X3": 0.26807, "Y3": 0.2668, "X4": 0.24704, "Y4": 0.2668, "page": 0, "Index": 26}, {"Word": "Mootthe,", "Confidence": 0.24, "X1": 0.22865, "Y1": 0.2742, "X2": 0.22865, "Y2": 0.274, "X3": 0.24047, "Y3": 0.2738, "X4": 0.24047, "Y4": 0.3048, "page": 0, "Index": 27}, {"Word": "19%", "Confidence": 0.991, "X1": 0.74244, "Y1": 0.2772, "X2": 0.76478, "Y2": 0.277, "X3": 0.76478, "Y3": 0.2858, "X4": 0.74244, "Y4": 0.2858, "page": 0, "Index": 28}, {"Word": "MDPH", "Confidence": 0.29, "X1": 0.22865, "Y1": 0.3072, "X2": 0.22865, "Y2": 0.307, "X3": 0.24047, "Y3": 0.3068, "X4": 0.24047, "Y4": 0.3298, "page": 0, "Index": 29}, {"Word": "2.00", "Confidence": 0.968, "X1": 0.24704, "Y1": 0.2892, "X2": 0.26807, "Y2": 0.289, "X3": 0.26807, "Y3": 0.2988, "X4": 0.24704, "Y4": 0.2988, "page": 0, "Index": 30}, {"Word": "-", "Confidence": 0.888, "X1": 0.28515, "Y1": 0.3052, "X2": 0.29172, "Y2": 0.305, "X3": 0.29041, "Y3": 0.3128, "X4": 0.28384, "Y4": 0.3128, "page": 0, "Index": 31}, {"Word": "-------", "Confidence": 0.228, "X1": 0.55191, "Y1": 0.3542, "X2": 0.60184, "Y2": 0.354, "X3": 0.60315, "Y3": 0.3598, "X4": 0.55191, "Y4": 0.3588, "page": 0, "Index": 32}, {"Word": "10", "Confidence": 0.21, "X1": 0.32194, "Y1": 0.3622, "X2": 0.33377, "Y2": 0.362, "X3": 0.33377, "Y3": 0.3708, "X4": 0.32194, "Y4": 0.3708, "page": 0, "Index": 33}, {"Word": "Tast", "Confidence": 0.845, "X1": 0.40604, "Y1": 0.3732, "X2": 0.42576, "Y2": 0.373, "X3": 0.42576, "Y3": 0.3838, "X4": 0.40604, "Y4": 0.3828, "page": 0, "Index": 34}, {"Word": "Order", "Confidence": 0.576, "X1": 0.42838, "Y1": 0.3732, "X2": 0.45335, "Y2": 0.373, "X3": 0.45335, "Y3": 0.3838, "X4": 0.42838, "Y4": 0.3838, "page": 0, "Index": 35}, {"Word": "(touted", "Confidence": 0.608, "X1": 0.45598, "Y1": 0.3732, "X2": 0.48752, "Y2": 0.373, "X3": 0.48752, "Y3": 0.3838, "X4": 0.45598, "Y4": 0.3838, "page": 0, "Index": 36}, {"Word": "cvor", "Confidence": 0.584, "X1": 0.49014, "Y1": 0.3732, "X2": 0.50986, "Y2": 0.373, "X3": 0.50986, "Y3": 0.3838, "X4": 0.49014, "Y4": 0.3838, "page": 0, "Index": 37}, {"Word": "tinic", "Confidence": 0.509, "X1": 0.51248, "Y1": 0.3742, "X2": 0.53219, "Y2": 0.374, "X3": 0.53219, "Y3": 0.3838, "X4": 0.51248, "Y4": 0.3838, "page": 0, "Index": 38}, {"Word": "i-", "Confidence": 0.994, "X1": 0.53482, "Y1": 0.3742, "X2": 0.54402, "Y2": 0.374, "X3": 0.54402, "Y3": 0.3838, "X4": 0.53482, "Y4": 0.3838, "page": 0, "Index": 39}, {"Word": "2006)", "Confidence": 0.659, "X1": 0.54665, "Y1": 0.3742, "X2": 0.57687, "Y2": 0.374, "X3": 0.57687, "Y3": 0.3838, "X4": 0.54665, "Y4": 0.3838, "page": 0, "Index": 40}, {"Word": "Illucaat", "Confidence": 0.614, "X1": 0.25361, "Y1": 0.3952, "X2": 0.29435, "Y2": 0.395, "X3": 0.29304, "Y3": 0.4078, "X4": 0.2523, "Y4": 0.4088, "page": 0, "Index": 41}, {"Word": "an", "Confidence": 0.649, "X1": 0.29698, "Y1": 0.3952, "X2": 0.31143, "Y2": 0.395, "X3": 0.31012, "Y3": 0.4078, "X4": 0.29698, "Y4": 0.4078, "page": 0, "Index": 42}, {"Word": "of", "Confidence": 0.803, "X1": 0.31406, "Y1": 0.3952, "X2": 0.32457, "Y2": 0.395, "X3": 0.32457, "Y3": 0.4078, "X4": 0.31406, "Y4": 0.4078, "page": 0, "Index": 43}, {"Word": "over", "Confidence": 0.987, "X1": 0.32852, "Y1": 0.3952, "X2": 0.35217, "Y2": 0.395, "X3": 0.35217, "Y3": 0.4078, "X4": 0.32852, "Y4": 0.4078, "page": 0, "Index": 44}, {"Word": "time", "Confidence": 0.97, "X1": 0.3548, "Y1": 0.3952, "X2": 0.37976, "Y2": 0.395, "X3": 0.37976, "Y3": 0.4078, "X4": 0.3548, "Y4": 0.4078, "page": 0, "Index": 45}, {"Word": "ar", "Confidence": 0.993, "X1": 0.38239, "Y1": 0.3952, "X2": 0.39422, "Y2": 0.395, "X3": 0.39422, "Y3": 0.4078, "X4": 0.38239, "Y4": 0.4078, "page": 0, "Index": 46}, {"Word": "a", "Confidence": 0.9, "X1": 0.39816, "Y1": 0.3952, "X2": 0.40342, "Y2": 0.395, "X3": 0.40342, "Y3": 0.4078, "X4": 0.39816, "Y4": 0.4078, "page": 0, "Index": 47}, {"Word": "ytical", "Confidence": 0.655, "X1": 0.40604, "Y1": 0.3952, "X2": 0.43495, "Y2": 0.395, "X3": 0.43364, "Y3": 0.4078, "X4": 0.40604, "Y4": 0.4078, "page": 0, "Index": 48}, {"Word": "variation.", "Confidence": 0.613, "X1": 0.43758, "Y1": 0.3952, "X2": 0.49146, "Y2": 0.395, "X3": 0.49146, "Y3": 0.4078, "X4": 0.43758, "Y4": 0.4078, "page": 0, "Index": 49}, {"Word": "Data", "Confidence": 0.38, "X1": 0.49409, "Y1": 0.3952, "X2": 0.523, "Y2": 0.395, "X3": 0.52168, "Y3": 0.4078, "X4": 0.49409, "Y4": 0.4078, "page": 0, "Index": 50}, {"Word": "are", "Confidence": 0.958, "X1": 0.52562, "Y1": 0.3952, "X2": 0.54271, "Y2": 0.395, "X3": 0.54271, "Y3": 0.4078, "X4": 0.52562, "Y4": 0.4078, "page": 0, "Index": 51}, {"Word": "niccire", "Confidence": 0.648, "X1": 0.54665, "Y1": 0.3952, "X2": 0.5887, "Y2": 0.395, "X3": 0.5887, "Y3": 0.4078, "X4": 0.54534, "Y4": 0.4078, "page": 0, "Index": 52}, {"Word": "yields", "Confidence": 0.887, "X1": 0.59264, "Y1": 0.3962, "X2": 0.62418, "Y2": 0.396, "X3": 0.62418, "Y3": 0.4078, "X4": 0.59264, "Y4": 0.4078, "page": 0, "Index": 53}, {"Word": "ceta", "Confidence": 0.796, "X1": 0.62812, "Y1": 0.3962, "X2": 0.65177, "Y2": 0.396, "X3": 0.65177, "Y3": 0.4078, "X4": 0.62681, "Y4": 0.4078, "page": 0, "Index": 54}, {"Word": "minec", "Confidence": 0.991, "X1": 0.65572, "Y1": 0.3962, "X2": 0.68988, "Y2": 0.396, "X3": 0.68988, "Y3": 0.4078, "X4": 0.65572, "Y4": 0.4078, "page": 0, "Index": 55}, {"Word": "by", "Confidence": 0.997, "X1": 0.69251, "Y1": 0.3962, "X2": 0.70696, "Y2": 0.396, "X3": 0.70696, "Y3": 0.4078, "X4": 0.69251, "Y4": 0.4078, "page": 0, "Index": 56}, {"Word": "PM", "Confidence": 0.997, "X1": 0.70959, "Y1": 0.3962, "X2": 0.72799, "Y2": 0.396, "X3": 0.72799, "Y3": 0.4078, "X4": 0.70959, "Y4": 0.4078, "page": 0, "Index": 57}, {"Word": "USA", "Confidence": 0.955, "X1": 0.73193, "Y1": 0.3962, "X2": 0.7569, "Y2": 0.396, "X3": 0.7569, "Y3": 0.4078, "X4": 0.73193, "Y4": 0.4078, "page": 0, "Index": 58}, {"Word": "for", "Confidence": 0.998, "X1": 0.76084, "Y1": 0.3962, "X2": 0.77661, "Y2": 0.396, "X3": 0.77661, "Y3": 0.4078, "X4": 0.76084, "Y4": 0.4078, "page": 0, "Index": 59}, {"Word": "an", "Confidence": 0.963, "X1": 0.77924, "Y1": 0.3962, "X2": 0.79632, "Y2": 0.396, "X3": 0.79632, "Y3": 0.4078, "X4": 0.77924, "Y4": 0.4078, "page": 0, "Index": 60}, {"Word": "Figure", "Confidence": 0.991, "X1": 0.19711, "Y1": 0.3962, "X2": 0.23259, "Y2": 0.396, "X3": 0.23259, "Y3": 0.4088, "X4": 0.19711, "Y4": 0.4088, "page": 0, "Index": 61}, {"Word": "6.", "Confidence": 0.256, "X1": 0.23653, "Y1": 0.3962, "X2": 0.24967, "Y2": 0.396, "X3": 0.24967, "Y3": 0.4088, "X4": 0.23522, "Y4": 0.4088, "page": 0, "Index": 62}, {"Word": "intemal", "Confidence": 0.913, "X1": 0.19711, "Y1": 0.4082, "X2": 0.23653, "Y2": 0.408, "X3": 0.23653, "Y3": 0.4188, "X4": 0.19842, "Y4": 0.4188, "page": 0, "Index": 63}, {"Word": "mon", "Confidence": 0.997, "X1": 0.23916, "Y1": 0.4082, "X2": 0.26281, "Y2": 0.408, "X3": 0.26281, "Y3": 0.4188, "X4": 0.23916, "Y4": 0.4188, "page": 0, "Index": 64}, {"Word": "tor", "Confidence": 0.997, "X1": 0.26544, "Y1": 0.4082, "X2": 0.27989, "Y2": 0.408, "X3": 0.28121, "Y3": 0.4188, "X4": 0.26544, "Y4": 0.4188, "page": 0, "Index": 65}, {"Word": "cigarette", "Confidence": 0.495, "X1": 0.28384, "Y1": 0.4082, "X2": 0.33114, "Y2": 0.408, "X3": 0.33114, "Y3": 0.4188, "X4": 0.28384, "Y4": 0.4188, "page": 0, "Index": 66}, {"Word": "dur", "Confidence": 0.957, "X1": 0.33509, "Y1": 0.4082, "X2": 0.35217, "Y2": 0.408, "X3": 0.35217, "Y3": 0.4188, "X4": 0.33509, "Y4": 0.4188, "page": 0, "Index": 67}, {"Word": "ng", "Confidence": 0.811, "X1": 0.35611, "Y1": 0.4072, "X2": 0.37057, "Y2": 0.407, "X3": 0.37057, "Y3": 0.4188, "X4": 0.35611, "Y4": 0.4188, "page": 0, "Index": 68}, {"Word": "2009", "Confidence": 0.641, "X1": 0.37319, "Y1": 0.4072, "X2": 0.40079, "Y2": 0.407, "X3": 0.40079, "Y3": 0.4188, "X4": 0.37319, "Y4": 0.4188, "page": 0, "Index": 69}, {"Word": "using", "Confidence": 0.994, "X1": 0.40342, "Y1": 0.4072, "X2": 0.43495, "Y2": 0.407, "X3": 0.43495, "Y3": 0.4188, "X4": 0.40342, "Y4": 0.4188, "page": 0, "Index": 70}, {"Word": "machine", "Confidence": 0.656, "X1": 0.43758, "Y1": 0.4072, "X2": 0.4862, "Y2": 0.407, "X3": 0.4862, "Y3": 0.4188, "X4": 0.43758, "Y4": 0.4188, "page": 0, "Index": 71}, {"Word": "smoking", "Confidence": 0.633, "X1": 0.48883, "Y1": 0.4072, "X2": 0.53482, "Y2": 0.407, "X3": 0.53482, "Y3": 0.4188, "X4": 0.48883, "Y4": 0.4188, "page": 0, "Index": 72}, {"Word": "conditione", "Confidence": 0.608, "X1": 0.53745, "Y1": 0.4072, "X2": 0.59527, "Y2": 0.407, "X3": 0.59527, "Y3": 0.4188, "X4": 0.53745, "Y4": 0.4188, "page": 0, "Index": 73}, {"Word": "prescribed", "Confidence": 0.597, "X1": 0.5979, "Y1": 0.4072, "X2": 0.65572, "Y2": 0.407, "X3": 0.65572, "Y3": 0.4188, "X4": 0.5979, "Y4": 0.4188, "page": 0, "Index": 74}, {"Word": "by", "Confidence": 0.997, "X1": 0.65966, "Y1": 0.4072, "X2": 0.6728, "Y2": 0.407, "X3": 0.67148, "Y3": 0.4188, "X4": 0.65966, "Y4": 0.4188, "page": 0, "Index": 75}, {"Word": "the", "Confidence": 0.993, "X1": 0.67543, "Y1": 0.4072, "X2": 0.69382, "Y2": 0.407, "X3": 0.69251, "Y3": 0.4188, "X4": 0.67543, "Y4": 0.4188, "page": 0, "Index": 76}, {"Word": "MCPI", "Confidence": 0.651, "X1": 0.69645, "Y1": 0.4072, "X2": 0.72668, "Y2": 0.407, "X3": 0.72668, "Y3": 0.4188, "X4": 0.69645, "Y4": 0.4188, "page": 0, "Index": 77}, {"Word": "-.", "Confidence": 0.604, "X1": 0.7293, "Y1": 0.4072, "X2": 0.74113, "Y2": 0.407, "X3": 0.73982, "Y3": 0.4188, "X4": 0.7293, "Y4": 0.4188, "page": 0, "Index": 78}, {"Word": "Each", "Confidence": 0.982, "X1": 0.74376, "Y1": 0.4072, "X2": 0.77267, "Y2": 0.407, "X3": 0.77267, "Y3": 0.4188, "X4": 0.74376, "Y4": 0.4188, "page": 0, "Index": 79}, {"Word": "poir:", "Confidence": 0.17, "X1": 0.7753, "Y1": 0.4072, "X2": 0.80815, "Y2": 0.407, "X3": 0.80815, "Y3": 0.4188, "X4": 0.7753, "Y4": 0.4188, "page": 0, "Index": 80}, {"Word": "represents", "Confidence": 0.601, "X1": 0.19711, "Y1": 0.4182, "X2": 0.25361, "Y2": 0.418, "X3": 0.25361, "Y3": 0.4308, "X4": 0.19711, "Y4": 0.4308, "page": 0, "Index": 81}, {"Word": "the", "Confidence": 0.994, "X1": 0.25756, "Y1": 0.4182, "X2": 0.27595, "Y2": 0.418, "X3": 0.27595, "Y3": 0.4308, "X4": 0.25756, "Y4": 0.4308, "page": 0, "Index": 82}, {"Word": "average", "Confidence": 0.774, "X1": 0.27858, "Y1": 0.4182, "X2": 0.32326, "Y2": 0.418, "X3": 0.32326, "Y3": 0.4298, "X4": 0.27858, "Y4": 0.4308, "page": 0, "Index": 83}, {"Word": "of", "Confidence": 0.795, "X1": 0.32589, "Y1": 0.4182, "X2": 0.3364, "Y2": 0.418, "X3": 0.3364, "Y3": 0.4298, "X4": 0.32589, "Y4": 0.4298, "page": 0, "Index": 84}, {"Word": "four", "Confidence": 0.939, "X1": 0.34034, "Y1": 0.4182, "X2": 0.36268, "Y2": 0.418, "X3": 0.36268, "Y3": 0.4298, "X4": 0.34034, "Y4": 0.4298, "page": 0, "Index": 85}, {"Word": "machine", "Confidence": 0.991, "X1": 0.36531, "Y1": 0.4182, "X2": 0.41261, "Y2": 0.418, "X3": 0.41261, "Y3": 0.4298, "X4": 0.36531, "Y4": 0.4298, "page": 0, "Index": 86}, {"Word": "ports,", "Confidence": 0.694, "X1": 0.41524, "Y1": 0.4182, "X2": 0.44678, "Y2": 0.418, "X3": 0.44678, "Y3": 0.4298, "X4": 0.41524, "Y4": 0.4298, "page": 0, "Index": 87}, {"Word": "2", "Confidence": 0.848, "X1": 0.44941, "Y1": 0.4182, "X2": 0.45729, "Y2": 0.418, "X3": 0.45729, "Y3": 0.4298, "X4": 0.44941, "Y4": 0.4298, "page": 0, "Index": 88}, {"Word": "cigarettes", "Confidence": 0.222, "X1": 0.45992, "Y1": 0.4182, "X2": 0.51511, "Y2": 0.418, "X3": 0.51511, "Y3": 0.4298, "X4": 0.45992, "Y4": 0.4298, "page": 0, "Index": 89}, {"Word": "ser", "Confidence": 0.609, "X1": 0.51774, "Y1": 0.4182, "X2": 0.53482, "Y2": 0.418, "X3": 0.53482, "Y3": 0.4298, "X4": 0.51774, "Y4": 0.4298, "page": 0, "Index": 90}, {"Word": "port.", "Confidence": 0.886, "X1": 0.53876, "Y1": 0.4182, "X2": 0.56899, "Y2": 0.418, "X3": 0.56899, "Y3": 0.4298, "X4": 0.53876, "Y4": 0.4298, "page": 0, "Index": 91}, {"Word": "The", "Confidence": 0.998, "X1": 0.57162, "Y1": 0.4182, "X2": 0.59264, "Y2": 0.418, "X3": 0.59264, "Y3": 0.4298, "X4": 0.57162, "Y4": 0.4298, "page": 0, "Index": 92}, {"Word": "concer", "Confidence": 0.603, "X1": 0.59527, "Y1": 0.4182, "X2": 0.62943, "Y2": 0.418, "X3": 0.62943, "Y3": 0.4298, "X4": 0.59527, "Y4": 0.4298, "page": 0, "Index": 93}, {"Word": "line", "Confidence": 0.971, "X1": 0.63206, "Y1": 0.4182, "X2": 0.65309, "Y2": 0.418, "X3": 0.65309, "Y3": 0.4298, "X4": 0.63206, "Y4": 0.4298, "page": 0, "Index": 94}, {"Word": "le", "Confidence": 0.148, "X1": 0.65703, "Y1": 0.4182, "X2": 0.66491, "Y2": 0.418, "X3": 0.66491, "Y3": 0.4298, "X4": 0.65703, "Y4": 0.4298, "page": 0, "Index": 95}, {"Word": "the", "Confidence": 0.993, "X1": 0.66754, "Y1": 0.4182, "X2": 0.68594, "Y2": 0.418, "X3": 0.68594, "Y3": 0.4298, "X4": 0.66754, "Y4": 0.4298, "page": 0, "Index": 96}, {"Word": "over-time", "Confidence": 0.889, "X1": 0.68988, "Y1": 0.4192, "X2": 0.74113, "Y2": 0.419, "X3": 0.74113, "Y3": 0.4298, "X4": 0.68988, "Y4": 0.4298, "page": 0, "Index": 97}, {"Word": "average", "Confidence": 0.964, "X1": 0.74507, "Y1": 0.4192, "X2": 0.79238, "Y2": 0.419, "X3": 0.79238, "Y3": 0.4298, "X4": 0.74507, "Y4": 0.4298, "page": 0, "Index": 98}, {"Word": "nicoline", "Confidence": 0.734, "X1": 0.19842, "Y1": 0.4292, "X2": 0.23784, "Y2": 0.429, "X3": 0.23784, "Y3": 0.4408, "X4": 0.19842, "Y4": 0.4408, "page": 0, "Index": 99}, {"Word": "yield.", "Confidence": 0.732, "X1": 0.24047, "Y1": 0.4292, "X2": 0.26807, "Y2": 0.429, "X3": 0.26807, "Y3": 0.4408, "X4": 0.24047, "Y4": 0.4408, "page": 0, "Index": 100}, {"Word": "the", "Confidence": 0.188, "X1": 0.2707, "Y1": 0.4292, "X2": 0.29304, "Y2": 0.429, "X3": 0.29304, "Y3": 0.4408, "X4": 0.2707, "Y4": 0.4408, "page": 0, "Index": 101}, {"Word": "dashed", "Confidence": 0.97, "X1": 0.29566, "Y1": 0.4292, "X2": 0.33509, "Y2": 0.429, "X3": 0.33509, "Y3": 0.4408, "X4": 0.29566, "Y4": 0.4408, "page": 0, "Index": 102}, {"Word": "ines", "Confidence": 0.944, "X1": 0.33771, "Y1": 0.4292, "X2": 0.36399, "Y2": 0.429, "X3": 0.36399, "Y3": 0.4408, "X4": 0.33771, "Y4": 0.4408, "page": 0, "Index": 103}, {"Word": "are", "Confidence": 0.887, "X1": 0.36662, "Y1": 0.4292, "X2": 0.38371, "Y2": 0.429, "X3": 0.38371, "Y3": 0.4408, "X4": 0.36662, "Y4": 0.4408, "page": 0, "Index": 104}, {"Word": "(+/-)", "Confidence": 0.736, "X1": 0.38765, "Y1": 0.4292, "X2": 0.41393, "Y2": 0.429, "X3": 0.41393, "Y3": 0.4408, "X4": 0.38633, "Y4": 0.4408, "page": 0, "Index": 105}, {"Word": "3", "Confidence": 0.97, "X1": 0.41787, "Y1": 0.4292, "X2": 0.42313, "Y2": 0.429, "X3": 0.42181, "Y3": 0.4408, "X4": 0.41656, "Y4": 0.4408, "page": 0, "Index": 106}, {"Word": "stancaic", "Confidence": 0.699, "X1": 0.42576, "Y1": 0.4292, "X2": 0.477, "Y2": 0.429, "X3": 0.477, "Y3": 0.4408, "X4": 0.42576, "Y4": 0.4408, "page": 0, "Index": 107}, {"Word": "deviations", "Confidence": 0.713, "X1": 0.48095, "Y1": 0.4292, "X2": 0.53876, "Y2": 0.429, "X3": 0.53745, "Y3": 0.4408, "X4": 0.47963, "Y4": 0.4408, "page": 0, "Index": 108}, {"Word": "or", "Confidence": 0.924, "X1": 0.54139, "Y1": 0.4292, "X2": 0.55322, "Y2": 0.429, "X3": 0.55191, "Y3": 0.4408, "X4": 0.54139, "Y4": 0.4408, "page": 0, "Index": 109}, {"Word": "a", "Confidence": 0.795, "X1": 0.55585, "Y1": 0.4292, "X2": 0.5611, "Y2": 0.429, "X3": 0.55979, "Y3": 0.4408, "X4": 0.55453, "Y4": 0.4408, "page": 0, "Index": 110}, {"Word": "\|", "Confidence": 0.092, "X1": 0.56373, "Y1": 0.4292, "X2": 0.56899, "Y2": 0.429, "X3": 0.56767, "Y3": 0.4408, "X4": 0.56373, "Y4": 0.4408, "page": 0, "Index": 111}, {"Word": "data", "Confidence": 0.745, "X1": 0.57162, "Y1": 0.4292, "X2": 0.59527, "Y2": 0.429, "X3": 0.59396, "Y3": 0.4408, "X4": 0.57162, "Y4": 0.4408, "page": 0, "Index": 112}, {"Word": "in", "Confidence": 0.074, "X1": 0.5979, "Y1": 0.4292, "X2": 0.6071, "Y2": 0.429, "X3": 0.6071, "Y3": 0.4398, "X4": 0.5979, "Y4": 0.4408, "page": 0, "Index": 113}, {"Word": "this", "Confidence": 0.98, "X1": 0.61104, "Y1": 0.4292, "X2": 0.63206, "Y2": 0.429, "X3": 0.63075, "Y3": 0.4398, "X4": 0.60972, "Y4": 0.4398, "page": 0, "Index": 114}, {"Word": "time", "Confidence": 0.588, "X1": 0.63469, "Y1": 0.4292, "X2": 0.65966, "Y2": 0.429, "X3": 0.65966, "Y3": 0.4398, "X4": 0.63338, "Y4": 0.4398, "page": 0, "Index": 115}, {"Word": "period.", "Confidence": 0.697, "X1": 0.6636, "Y1": 0.4292, "X2": 0.70565, "Y2": 0.429, "X3": 0.70434, "Y3": 0.4398, "X4": 0.66229, "Y4": 0.4398, "page": 0, "Index": 116}, {"Word": "Machine-Smoking", "Confidence": 0.991, "X1": 0.18528, "Y1": 0.4742, "X2": 0.30618, "Y2": 0.474, "X3": 0.30618, "Y3": 0.4878, "X4": 0.18528, "Y4": 0.4878, "page": 0, "Index": 117}, {"Word": "Methods", "Confidence": 0.994, "X1": 0.31012, "Y1": 0.4742, "X2": 0.36925, "Y2": 0.474, "X3": 0.36925, "Y3": 0.4868, "X4": 0.31012, "Y4": 0.4878, "page": 0, "Index": 118}, {"Word": "and", "Confidence": 0.998, "X1": 0.37319, "Y1": 0.4742, "X2": 0.39947, "Y2": 0.474, "X3": 0.39947, "Y3": 0.4878, "X4": 0.37319, "Y4": 0.4868, "page": 0, "Index": 119}, {"Word": "Human", "Confidence": 0.997, "X1": 0.40342, "Y1": 0.4752, "X2": 0.45204, "Y2": 0.475, "X3": 0.45204, "Y3": 0.4878, "X4": 0.4021, "Y4": 0.4878, "page": 0, "Index": 120}, {"Word": "Behaviors", "Confidence": 0.986, "X1": 0.45598, "Y1": 0.4752, "X2": 0.52562, "Y2": 0.475, "X3": 0.52562, "Y3": 0.4878, "X4": 0.45466, "Y4": 0.4878, "page": 0, "Index": 121}, {"Word": "Cigarette", "Confidence": 0.912, "X1": 0.23653, "Y1": 0.4962, "X2": 0.29566, "Y2": 0.496, "X3": 0.29566, "Y3": 0.5108, "X4": 0.23653, "Y4": 0.5108, "page": 0, "Index": 122}, {"Word": "nicotine", "Confidence": 0.994, "X1": 0.29961, "Y1": 0.4962, "X2": 0.35217, "Y2": 0.496, "X3": 0.35217, "Y3": 0.5108, "X4": 0.29829, "Y4": 0.5108, "page": 0, "Index": 123}, {"Word": "yields", "Confidence": 0.977, "X1": 0.35611, "Y1": 0.4962, "X2": 0.39553, "Y2": 0.496, "X3": 0.39422, "Y3": 0.5098, "X4": 0.35611, "Y4": 0.5098, "page": 0, "Index": 124}, {"Word": "reported", "Confidence": 0.801, "X1": 0.39816, "Y1": 0.4962, "X2": 0.45729, "Y2": 0.496, "X3": 0.45598, "Y3": 0.5098, "X4": 0.39816, "Y4": 0.5098, "page": 0, "Index": 125}, {"Word": "to", "Confidence": 0.998, "X1": 0.45992, "Y1": 0.4962, "X2": 0.47306, "Y2": 0.496, "X3": 0.47306, "Y3": 0.5098, "X4": 0.45992, "Y4": 0.5098, "page": 0, "Index": 126}, {"Word": "the", "Confidence": 0.998, "X1": 0.477, "Y1": 0.4962, "X2": 0.49803, "Y2": 0.496, "X3": 0.49803, "Y3": 0.5098, "X4": 0.477, "Y4": 0.5098, "page": 0, "Index": 127}, {"Word": "MDP-I", "Confidence": 0.802, "X1": 0.50197, "Y1": 0.4972, "X2": 0.54665, "Y2": 0.497, "X3": 0.54665, "Y3": 0.5098, "X4": 0.50197, "Y4": 0.5098, "page": 0, "Index": 128}, {"Word": "were", "Confidence": 0.985, "X1": 0.55059, "Y1": 0.4972, "X2": 0.58476, "Y2": 0.497, "X3": 0.58476, "Y3": 0.5098, "X4": 0.55059, "Y4": 0.5098, "page": 0, "Index": 129}, {"Word": "determined", "Confidence": 0.968, "X1": 0.5887, "Y1": 0.4972, "X2": 0.66491, "Y2": 0.497, "X3": 0.6636, "Y3": 0.5098, "X4": 0.58739, "Y4": 0.5098, "page": 0, "Index": 130}, {"Word": "with", "Confidence": 0.993, "X1": 0.66754, "Y1": 0.4972, "X2": 0.69514, "Y2": 0.497, "X3": 0.69514, "Y3": 0.5098, "X4": 0.66754, "Y4": 0.5098, "page": 0, "Index": 131}, {"Word": "machine", "Confidence": 0.995, "X1": 0.69908, "Y1": 0.4982, "X2": 0.75953, "Y2": 0.498, "X3": 0.75953, "Y3": 0.5108, "X4": 0.69777, "Y4": 0.5098, "page": 0, "Index": 132}, {"Word": "conditions", "Confidence": 0.991, "X1": 0.18528, "Y1": 0.5132, "X2": 0.2523, "Y2": 0.513, "X3": 0.2523, "Y3": 0.5258, "X4": 0.18528, "Y4": 0.5258, "page": 0, "Index": 133}, {"Word": "prescribed", "Confidence": 0.846, "X1": 0.25624, "Y1": 0.5132, "X2": 0.32852, "Y2": 0.513, "X3": 0.32852, "Y3": 0.5258, "X4": 0.25624, "Y4": 0.5258, "page": 0, "Index": 134}, {"Word": "by", "Confidence": 0.998, "X1": 0.33246, "Y1": 0.5122, "X2": 0.34691, "Y2": 0.512, "X3": 0.34691, "Y3": 0.5258, "X4": 0.33114, "Y4": 0.5258, "page": 0, "Index": 135}, {"Word": "the", "Confidence": 0.998, "X1": 0.35085, "Y1": 0.5122, "X2": 0.37451, "Y2": 0.512, "X3": 0.37319, "Y3": 0.5258, "X4": 0.35085, "Y4": 0.5258, "page": 0, "Index": 136}, {"Word": "MDPH.", "Confidence": 0.965, "X1": 0.37714, "Y1": 0.5122, "X2": 0.43101, "Y2": 0.512, "X3": 0.43101, "Y3": 0.5258, "X4": 0.37714, "Y4": 0.5258, "page": 0, "Index": 137}, {"Word": "The", "Confidence": 0.998, "X1": 0.43495, "Y1": 0.5122, "X2": 0.46124, "Y2": 0.512, "X3": 0.46124, "Y3": 0.5258, "X4": 0.43495, "Y4": 0.5258, "page": 0, "Index": 138}, {"Word": "Federal", "Confidence": 0.992, "X1": 0.46518, "Y1": 0.5122, "X2": 0.51774, "Y2": 0.512, "X3": 0.51774, "Y3": 0.5268, "X4": 0.46518, "Y4": 0.5258, "page": 0, "Index": 139}, {"Word": "Trade", "Confidence": 0.993, "X1": 0.52168, "Y1": 0.5122, "X2": 0.56242, "Y2": 0.512, "X3": 0.5611, "Y3": 0.5268, "X4": 0.52037, "Y4": 0.5268, "page": 0, "Index": 140}, {"Word": "Commission", "Confidence": 0.931, "X1": 0.56505, "Y1": 0.5122, "X2": 0.64915, "Y2": 0.512, "X3": 0.64915, "Y3": 0.5268, "X4": 0.56505, "Y4": 0.5268, "page": 0, "Index": 141}, {"Word": "(FTC)", "Confidence": 0.967, "X1": 0.65309, "Y1": 0.5132, "X2": 0.69251, "Y2": 0.513, "X3": 0.69251, "Y3": 0.5268, "X4": 0.65309, "Y4": 0.5268, "page": 0, "Index": 142}, {"Word": "has", "Confidence": 0.998, "X1": 0.69645, "Y1": 0.5132, "X2": 0.72273, "Y2": 0.513, "X3": 0.72142, "Y3": 0.5268, "X4": 0.69514, "Y4": 0.5268, "page": 0, "Index": 143}, {"Word": "prescribed", "Confidence": 0.316, "X1": 0.72668, "Y1": 0.5132, "X2": 0.79632, "Y2": 0.513, "X3": 0.79632, "Y3": 0.5268, "X4": 0.72536, "Y4": 0.5268, "page": 0, "Index": 144}, {"Word": "a", "Confidence": 0.991, "X1": 0.80026, "Y1": 0.5132, "X2": 0.81078, "Y2": 0.513, "X3": 0.81078, "Y3": 0.5268, "X4": 0.80026, "Y4": 0.5268, "page": 0, "Index": 145}, {"Word": "machine-smoking", "Confidence": 0.956, "X1": 0.18397, "Y1": 0.5292, "X2": 0.30355, "Y2": 0.529, "X3": 0.30223, "Y3": 0.5418, "X4": 0.18397, "Y4": 0.5428, "page": 0, "Index": 146}, {"Word": "method", "Confidence": 0.994, "X1": 0.30618, "Y1": 0.5292, "X2": 0.35874, "Y2": 0.529, "X3": 0.35742, "Y3": 0.5418, "X4": 0.30618, "Y4": 0.5418, "page": 0, "Index": 147}, {"Word": "for", "Confidence": 0.998, "X1": 0.36137, "Y1": 0.5292, "X2": 0.38108, "Y2": 0.529, "X3": 0.37976, "Y3": 0.5418, "X4": 0.36137, "Y4": 0.5418, "page": 0, "Index": 148}, {"Word": "cigarette", "Confidence": 0.676, "X1": 0.38371, "Y1": 0.5282, "X2": 0.44284, "Y2": 0.528, "X3": 0.44284, "Y3": 0.5418, "X4": 0.38371, "Y4": 0.5418, "page": 0, "Index": 149}, {"Word": "test", "Confidence": 0.621, "X1": 0.44678, "Y1": 0.5282, "X2": 0.47043, "Y2": 0.528, "X3": 0.47043, "Y3": 0.5418, "X4": 0.44547, "Y4": 0.5418, "page": 0, "Index": 150}, {"Word": "ng", "Confidence": 0.994, "X1": 0.47438, "Y1": 0.5282, "X2": 0.49277, "Y2": 0.528, "X3": 0.49146, "Y3": 0.5418, "X4": 0.47438, "Y4": 0.5418, "page": 0, "Index": 151}, {"Word": "since", "Confidence": 0.222, "X1": 0.4954, "Y1": 0.5282, "X2": 0.53351, "Y2": 0.528, "X3": 0.53219, "Y3": 0.5418, "X4": 0.4954, "Y4": 0.5418, "page": 0, "Index": 152}, {"Word": "1957", "Confidence": 0.121, "X1": 0.53614, "Y1": 0.5282, "X2": 0.57162, "Y2": 0.528, "X3": 0.5703, "Y3": 0.5418, "X4": 0.53614, "Y4": 0.5418, "page": 0, "Index": 153}, {"Word": "the", "Confidence": 0.624, "X1": 0.57687, "Y1": 0.5282, "X2": 0.59921, "Y2": 0.528, "X3": 0.5979, "Y3": 0.5418, "X4": 0.57556, "Y4": 0.5418, "page": 0, "Index": 154}, {"Word": "\"FTC", "Confidence": 0.853, "X1": 0.60315, "Y1": 0.5282, "X2": 0.63732, "Y2": 0.528, "X3": 0.63601, "Y3": 0.5418, "X4": 0.60184, "Y4": 0.5418, "page": 0, "Index": 155}, {"Word": "Method.\"", "Confidence": 0.651, "X1": 0.64126, "Y1": 0.5292, "X2": 0.70696, "Y2": 0.529, "X3": 0.70565, "Y3": 0.5418, "X4": 0.63995, "Y4": 0.5418, "page": 0, "Index": 156}, {"Word": "Any", "Confidence": 0.998, "X1": 0.71091, "Y1": 0.5292, "X2": 0.73587, "Y2": 0.529, "X3": 0.73587, "Y3": 0.5418, "X4": 0.70959, "Y4": 0.5418, "page": 0, "Index": 157}, {"Word": "number", "Confidence": 0.993, "X1": 0.73982, "Y1": 0.5292, "X2": 0.79238, "Y2": 0.529, "X3": 0.79106, "Y3": 0.5418, "X4": 0.7385, "Y4": 0.5418, "page": 0, "Index": 158}, {"Word": "of", "Confidence": 0.997, "X1": 0.79632, "Y1": 0.5292, "X2": 0.8134, "Y2": 0.529, "X3": 0.81209, "Y3": 0.5418, "X4": 0.79501, "Y4": 0.5418, "page": 0, "Index": 159}, {"Word": "smoking", "Confidence": 0.796, "X1": 0.18397, "Y1": 0.5462, "X2": 0.24179, "Y2": 0.546, "X3": 0.24179, "Y3": 0.5578, "X4": 0.18397, "Y4": 0.5588, "page": 0, "Index": 160}, {"Word": "machine", "Confidence": 0.933, "X1": 0.24442, "Y1": 0.5462, "X2": 0.30355, "Y2": 0.546, "X3": 0.30223, "Y3": 0.5578, "X4": 0.24442, "Y4": 0.5578, "page": 0, "Index": 161}, {"Word": "conditions", "Confidence": 0.875, "X1": 0.30618, "Y1": 0.5452, "X2": 0.37582, "Y2": 0.545, "X3": 0.37451, "Y3": 0.5578, "X4": 0.30618, "Y4": 0.5578, "page": 0, "Index": 162}, {"Word": "is", "Confidence": 0.963, "X1": 0.37845, "Y1": 0.5452, "X2": 0.39028, "Y2": 0.545, "X3": 0.39028, "Y3": 0.5578, "X4": 0.37845, "Y4": 0.5578, "page": 0, "Index": 163}, {"Word": "possible", "Confidence": 0.665, "X1": 0.39422, "Y1": 0.5452, "X2": 0.45072, "Y2": 0.545, "X3": 0.45072, "Y3": 0.5578, "X4": 0.39422, "Y4": 0.5578, "page": 0, "Index": 164}, {"Word": "for", "Confidence": 0.811, "X1": 0.45466, "Y1": 0.5452, "X2": 0.47306, "Y2": 0.545, "X3": 0.47306, "Y3": 0.5578, "X4": 0.45335, "Y4": 0.5578, "page": 0, "Index": 165}, {"Word": "determining", "Confidence": 0.931, "X1": 0.477, "Y1": 0.5452, "X2": 0.55716, "Y2": 0.545, "X3": 0.55585, "Y3": 0.5578, "X4": 0.47569, "Y4": 0.5578, "page": 0, "Index": 166}, {"Word": "cigarette", "Confidence": 0.85, "X1": 0.55979, "Y1": 0.5452, "X2": 0.61892, "Y2": 0.545, "X3": 0.61892, "Y3": 0.5578, "X4": 0.55979, "Y4": 0.5578, "page": 0, "Index": 167}, {"Word": "smoke", "Confidence": 0.993, "X1": 0.62286, "Y1": 0.5452, "X2": 0.66754, "Y2": 0.545, "X3": 0.66754, "Y3": 0.5578, "X4": 0.62155, "Y4": 0.5578, "page": 0, "Index": 168}, {"Word": "yields", "Confidence": 0.602, "X1": 0.67148, "Y1": 0.5452, "X2": 0.71091, "Y2": 0.545, "X3": 0.71091, "Y3": 0.5578, "X4": 0.67017, "Y4": 0.5578, "page": 0, "Index": 169}, {"Word": "and", "Confidence": 0.998, "X1": 0.71485, "Y1": 0.5462, "X2": 0.74113, "Y2": 0.546, "X3": 0.74113, "Y3": 0.5578, "X4": 0.71353, "Y4": 0.5578, "page": 0, "Index": 170}, {"Word": "for", "Confidence": 0.572, "X1": 0.74507, "Y1": 0.5462, "X2": 0.76478, "Y2": 0.546, "X3": 0.76478, "Y3": 0.5578, "X4": 0.74376, "Y4": 0.5578, "page": 0, "Index": 171}, {"Word": "comparing", "Confidence": 0.991, "X1": 0.18528, "Y1": 0.5622, "X2": 0.25624, "Y2": 0.562, "X3": 0.25493, "Y3": 0.5738, "X4": 0.18528, "Y4": 0.5748, "page": 0, "Index": 172}, {"Word": "one", "Confidence": 0.998, "X1": 0.25887, "Y1": 0.5612, "X2": 0.28515, "Y2": 0.561, "X3": 0.28384, "Y3": 0.5738, "X4": 0.25887, "Y4": 0.5738, "page": 0, "Index": 173}, {"Word": "cigarette", "Confidence": 0.955, "X1": 0.28778, "Y1": 0.5612, "X2": 0.34823, "Y2": 0.561, "X3": 0.34823, "Y3": 0.5738, "X4": 0.28778, "Y4": 0.5738, "page": 0, "Index": 174}, {"Word": "to", "Confidence": 0.25, "X1": 0.35217, "Y1": 0.5612, "X2": 0.36531, "Y2": 0.561, "X3": 0.36399, "Y3": 0.5738, "X4": 0.35085, "Y4": 0.5738, "page": 0, "Index": 175}, {"Word": "another.", "Confidence": 0.543, "X1": 0.36794, "Y1": 0.5602, "X2": 0.4297, "Y2": 0.56, "X3": 0.42838, "Y3": 0.5738, "X4": 0.36794, "Y4": 0.5738, "page": 0, "Index": 176}, {"Word": "PM", "Confidence": 0.997, "X1": 0.43364, "Y1": 0.5602, "X2": 0.45335, "Y2": 0.56, "X3": 0.45204, "Y3": 0.5738, "X4": 0.43233, "Y4": 0.5738, "page": 0, "Index": 177}, {"Word": "USA", "Confidence": 0.998, "X1": 0.45992, "Y1": 0.5602, "X2": 0.49146, "Y2": 0.56, "X3": 0.49146, "Y3": 0.5728, "X4": 0.45861, "Y4": 0.5728, "page": 0, "Index": 178}, {"Word": "shares", "Confidence": 0.995, "X1": 0.4954, "Y1": 0.5602, "X2": 0.54139, "Y2": 0.56, "X3": 0.54008, "Y3": 0.5728, "X4": 0.49409, "Y4": 0.5728, "page": 0, "Index": 179}, {"Word": "the", "Confidence": 0.993, "X1": 0.54402, "Y1": 0.5602, "X2": 0.56767, "Y2": 0.56, "X3": 0.56636, "Y3": 0.5728, "X4": 0.54402, "Y4": 0.5728, "page": 0, "Index": 180}, {"Word": "public", "Confidence": 0.176, "X1": 0.57162, "Y1": 0.5602, "X2": 0.60972, "Y2": 0.56, "X3": 0.60972, "Y3": 0.5728, "X4": 0.5703, "Y4": 0.5728, "page": 0, "Index": 181}, {"Word": "health", "Confidence": 0.962, "X1": 0.61367, "Y1": 0.5602, "X2": 0.65703, "Y2": 0.56, "X3": 0.65572, "Y3": 0.5738, "X4": 0.61235, "Y4": 0.5728, "page": 0, "Index": 182}, {"Word": "community's", "Confidence": 0.605, "X1": 0.66097, "Y1": 0.5612, "X2": 0.74507, "Y2": 0.561, "X3": 0.74376, "Y3": 0.5738, "X4": 0.65966, "Y4": 0.5738, "page": 0, "Index": 183}, {"Word": "concerns", "Confidence": 0.522, "X1": 0.74901, "Y1": 0.5612, "X2": 0.8134, "Y2": 0.561, "X3": 0.81209, "Y3": 0.5738, "X4": 0.7477, "Y4": 0.5738, "page": 0, "Index": 184}, {"Word": "that", "Confidence": 0.992, "X1": 0.18528, "Y1": 0.5782, "X2": 0.21025, "Y2": 0.578, "X3": 0.20894, "Y3": 0.5898, "X4": 0.18397, "Y4": 0.5898, "page": 0, "Index": 185}, {"Word": "machine", "Confidence": 0.995, "X1": 0.21288, "Y1": 0.5772, "X2": 0.27201, "Y2": 0.577, "X3": 0.2707, "Y3": 0.5898, "X4": 0.21288, "Y4": 0.5898, "page": 0, "Index": 186}, {"Word": "tests", "Confidence": 0.995, "X1": 0.27464, "Y1": 0.5772, "X2": 0.30749, "Y2": 0.577, "X3": 0.30749, "Y3": 0.5898, "X4": 0.27464, "Y4": 0.5898, "page": 0, "Index": 187}, {"Word": "carnot", "Confidence": 0.94, "X1": 0.31143, "Y1": 0.5772, "X2": 0.35874, "Y2": 0.577, "X3": 0.35742, "Y3": 0.5898, "X4": 0.31012, "Y4": 0.5898, "page": 0, "Index": 188}, {"Word": "predict", "Confidence": 0.934, "X1": 0.36137, "Y1": 0.5762, "X2": 0.40867, "Y2": 0.576, "X3": 0.40736, "Y3": 0.5898, "X4": 0.36137, "Y4": 0.5898, "page": 0, "Index": 189}, {"Word": "all", "Confidence": 0.994, "X1": 0.4113, "Y1": 0.5762, "X2": 0.42707, "Y2": 0.576, "X3": 0.42576, "Y3": 0.5898, "X4": 0.4113, "Y4": 0.5898, "page": 0, "Index": 190}, {"Word": "human", "Confidence": 0.955, "X1": 0.4297, "Y1": 0.5762, "X2": 0.47832, "Y2": 0.576, "X3": 0.477, "Y3": 0.5898, "X4": 0.4297, "Y4": 0.5898, "page": 0, "Index": 191}, {"Word": "smokers'", "Confidence": 0.929, "X1": 0.48095, "Y1": 0.5762, "X2": 0.54665, "Y2": 0.576, "X3": 0.54534, "Y3": 0.5898, "X4": 0.48095, "Y4": 0.5898, "page": 0, "Index": 192}, {"Word": "ntake", "Confidence": 0.882, "X1": 0.54928, "Y1": 0.5762, "X2": 0.58739, "Y2": 0.576, "X3": 0.58739, "Y3": 0.5898, "X4": 0.54928, "Y4": 0.5898, "page": 0, "Index": 193}, {"Word": "and", "Confidence": 0.998, "X1": 0.59133, "Y1": 0.5762, "X2": 0.61761, "Y2": 0.576, "X3": 0.61629, "Y3": 0.5898, "X4": 0.59001, "Y4": 0.5898, "page": 0, "Index": 194}, {"Word": "that", "Confidence": 0.757, "X1": 0.62024, "Y1": 0.5762, "X2": 0.64652, "Y2": 0.576, "X3": 0.64652, "Y3": 0.5898, "X4": 0.62024, "Y4": 0.5898, "page": 0, "Index": 195}, {"Word": "there", "Confidence": 0.996, "X1": 0.65046, "Y1": 0.5762, "X2": 0.68594, "Y2": 0.576, "X3": 0.68463, "Y3": 0.5898, "X4": 0.65046, "Y4": 0.5898, "page": 0, "Index": 196}, {"Word": "is", "Confidence": 0.998, "X1": 0.68857, "Y1": 0.5762, "X2": 0.70039, "Y2": 0.576, "X3": 0.70039, "Y3": 0.5898, "X4": 0.68857, "Y4": 0.5898, "page": 0, "Index": 197}, {"Word": "currently", "Confidence": 0.941, "X1": 0.70434, "Y1": 0.5772, "X2": 0.76216, "Y2": 0.577, "X3": 0.76216, "Y3": 0.5898, "X4": 0.70302, "Y4": 0.5898, "page": 0, "Index": 198}, {"Word": "no", "Confidence": 0.997, "X1": 0.7661, "Y1": 0.5772, "X2": 0.78581, "Y2": 0.577, "X3": 0.78449, "Y3": 0.5898, "X4": 0.76478, "Y4": 0.5898, "page": 0, "Index": 199}, {"Word": "machine", "Confidence": 0.991, "X1": 0.18528, "Y1": 0.5942, "X2": 0.24179, "Y2": 0.594, "X3": 0.24179, "Y3": 0.6058, "X4": 0.18528, "Y4": 0.6058, "page": 0, "Index": 200}, {"Word": "measurement", "Confidence": 0.991, "X1": 0.24573, "Y1": 0.5932, "X2": 0.33903, "Y2": 0.593, "X3": 0.33903, "Y3": 0.6058, "X4": 0.24442, "Y4": 0.6058, "page": 0, "Index": 201}, {"Word": "method", "Confidence": 0.635, "X1": 0.34297, "Y1": 0.5932, "X2": 0.39422, "Y2": 0.593, "X3": 0.3929, "Y3": 0.6058, "X4": 0.34297, "Y4": 0.6058, "page": 0, "Index": 202}, {"Word": "which", "Confidence": 0.994, "X1": 0.39685, "Y1": 0.5932, "X2": 0.43758, "Y2": 0.593, "X3": 0.43627, "Y3": 0.6058, "X4": 0.39685, "Y4": 0.6058, "page": 0, "Index": 203}, {"Word": "accurately", "Confidence": 0.981, "X1": 0.44021, "Y1": 0.5932, "X2": 0.51117, "Y2": 0.593, "X3": 0.50986, "Y3": 0.6058, "X4": 0.44021, "Y4": 0.6058, "page": 0, "Index": 204}, {"Word": "reflects", "Confidence": 0.955, "X1": 0.5138, "Y1": 0.5932, "X2": 0.56373, "Y2": 0.593, "X3": 0.56373, "Y3": 0.6058, "X4": 0.5138, "Y4": 0.6058, "page": 0, "Index": 205}, {"Word": "human", "Confidence": 0.957, "X1": 0.56767, "Y1": 0.5932, "X2": 0.61367, "Y2": 0.593, "X3": 0.61367, "Y3": 0.6058, "X4": 0.56636, "Y4": 0.6058, "page": 0, "Index": 206}, {"Word": "smoking", "Confidence": 0.955, "X1": 0.61761, "Y1": 0.5932, "X2": 0.67543, "Y2": 0.593, "X3": 0.67411, "Y3": 0.6058, "X4": 0.61629, "Y4": 0.6058, "page": 0, "Index": 207}, {"Word": "behavior", "Confidence": 0.881, "X1": 0.67937, "Y1": 0.5932, "X2": 0.73719, "Y2": 0.593, "X3": 0.73719, "Y3": 0.6058, "X4": 0.67806, "Y4": 0.6058, "page": 0, "Index": 208}, {"Word": "in", "Confidence": 0.998, "X1": 0.74113, "Y1": 0.5932, "X2": 0.75427, "Y2": 0.593, "X3": 0.75296, "Y3": 0.6058, "X4": 0.73982, "Y4": 0.6058, "page": 0, "Index": 209}, {"Word": "all", "Confidence": 0.998, "X1": 0.75821, "Y1": 0.5932, "X2": 0.77398, "Y2": 0.593, "X3": 0.77398, "Y3": 0.6058, "X4": 0.7569, "Y4": 0.6058, "page": 0, "Index": 210}, {"Word": "cases", "Confidence": 0.997, "X1": 0.77792, "Y1": 0.5942, "X2": 0.81997, "Y2": 0.594, "X3": 0.81866, "Y3": 0.6058, "X4": 0.77661, "Y4": 0.6058, "page": 0, "Index": 211}, {"Word": "under", "Confidence": 0.997, "X1": 0.18528, "Y1": 0.6102, "X2": 0.2247, "Y2": 0.61, "X3": 0.2247, "Y3": 0.6208, "X4": 0.18397, "Y4": 0.6208, "page": 0, "Index": 212}, {"Word": "all", "Confidence": 0.998, "X1": 0.22865, "Y1": 0.6102, "X2": 0.24442, "Y2": 0.61, "X3": 0.2431, "Y3": 0.6208, "X4": 0.22733, "Y4": 0.6208, "page": 0, "Index": 213}, {"Word": "circumstances", "Confidence": 0.459, "X1": 0.24704, "Y1": 0.6102, "X2": 0.34691, "Y2": 0.61, "X3": 0.34691, "Y3": 0.6208, "X4": 0.24573, "Y4": 0.6208, "page": 0, "Index": 214}, {"Word": "The", "Confidence": 0.999, "X1": 0.2339, "Y1": 0.6302, "X2": 0.26018, "Y2": 0.63, "X3": 0.25887, "Y3": 0.6438, "X4": 0.2339, "Y4": 0.6438, "page": 0, "Index": 215}, {"Word": "U.", "Confidence": 0.702, "X1": 0.26413, "Y1": 0.6302, "X2": 0.27989, "Y2": 0.63, "X3": 0.27858, "Y3": 0.6438, "X4": 0.26281, "Y4": 0.6438, "page": 0, "Index": 216}, {"Word": "S.", "Confidence": 1, "X1": 0.28384, "Y1": 0.6302, "X2": 0.29961, "Y2": 0.63, "X3": 0.29829, "Y3": 0.6438, "X4": 0.28252, "Y4": 0.6438, "page": 0, "Index": 217}, {"Word": "Governing'f'>", "Confidence": 0.095, "X1": 0.30355, "Y1": 0.6292, "X2": 0.39685, "Y2": 0.629, "X3": 0.39685, "Y3": 0.6438, "X4": 0.30223, "Y4": 0.6438, "page": 0, "Index": 218}, {"Word": "Fudund", "Confidence": 0.389, "X1": 0.40079, "Y1": 0.6292, "X2": 0.45466, "Y2": 0.629, "X3": 0.45466, "Y3": 0.6438, "X4": 0.39947, "Y4": 0.6438, "page": 0, "Index": 219}, {"Word": "Tradu", "Confidence": 0.544, "X1": 0.45861, "Y1": 0.6292, "X2": 0.49671, "Y2": 0.629, "X3": 0.49671, "Y3": 0.6438, "X4": 0.45861, "Y4": 0.6438, "page": 0, "Index": 220}, {"Word": "Commissibiradopted\"de", "Confidence": 0.092, "X1": 0.50066, "Y1": 0.6292, "X2": 0.67411, "Y2": 0.629, "X3": 0.6728, "Y3": 0.6438, "X4": 0.50066, "Y4": 0.6438, "page": 0, "Index": 221}, {"Word": "FTC", "Confidence": 0.542, "X1": 0.67806, "Y1": 0.6302, "X2": 0.70828, "Y2": 0.63, "X3": 0.70696, "Y3": 0.6438, "X4": 0.67674, "Y4": 0.6438, "page": 0, "Index": 222}, {"Word": "test", "Confidence": 0.881, "X1": 0.71353, "Y1": 0.6302, "X2": 0.73456, "Y2": 0.63, "X3": 0.73325, "Y3": 0.6438, "X4": 0.71222, "Y4": 0.6438, "page": 0, "Index": 223}, {"Word": "ride", "Confidence": 0.66, "X1": 0.7385, "Y1": 0.6302, "X2": 0.77004, "Y2": 0.63, "X3": 0.76873, "Y3": 0.6438, "X4": 0.73719, "Y4": 0.6438, "page": 0, "Index": 224}, {"Word": "ou\"as", "Confidence": 0.172, "X1": 0.77398, "Y1": 0.6302, "X2": 0.82129, "Y2": 0.63, "X3": 0.81997, "Y3": 0.6438, "X4": 0.77267, "Y4": 0.6438, "page": 0, "Index": 225}, {"Word": "a", "Confidence": 0.615, "X1": 0.18791, "Y1": 0.6462, "X2": 0.19317, "Y2": 0.646, "X3": 0.19185, "Y3": 0.6608, "X4": 0.1866, "Y4": 0.6608, "page": 0, "Index": 226}, {"Word": "mandarcirad", "Confidence": 0.154, "X1": 0.19711, "Y1": 0.6452, "X2": 0.28384, "Y2": 0.645, "X3": 0.28384, "Y3": 0.6598, "X4": 0.1958, "Y4": 0.6608, "page": 0, "Index": 227}, {"Word": "test", "Confidence": 0.151, "X1": 0.28778, "Y1": 0.6452, "X2": 0.31275, "Y2": 0.645, "X3": 0.31275, "Y3": 0.6598, "X4": 0.28778, "Y4": 0.6598, "page": 0, "Index": 228}, {"Word": "lodcigarettes", "Confidence": 0.069, "X1": 0.31669, "Y1": 0.6452, "X2": 0.40473, "Y2": 0.645, "X3": 0.40342, "Y3": 0.6598, "X4": 0.31669, "Y4": 0.6598, "page": 0, "Index": 229}, {"Word": "in:", "Confidence": 0.724, "X1": 0.40867, "Y1": 0.6452, "X2": 0.42313, "Y2": 0.645, "X3": 0.42181, "Y3": 0.6598, "X4": 0.40736, "Y4": 0.6598, "page": 0, "Index": 230}, {"Word": "1967", "Confidence": 0.296, "X1": 0.42707, "Y1": 0.6452, "X2": 0.45861, "Y2": 0.645, "X3": 0.45861, "Y3": 0.6598, "X4": 0.42576, "Y4": 0.6598, "page": 0, "Index": 231}, {"Word": "17", "Confidence": 0.003, "X1": 0.46255, "Y1": 0.6452, "X2": 0.47569, "Y2": 0.645, "X3": 0.47569, "Y3": 0.6598, "X4": 0.46255, "Y4": 0.6598, "page": 0, "Index": 232}, {"Word": "hal", "Confidence": 0.622, "X1": 0.47963, "Y1": 0.6442, "X2": 0.5046, "Y2": 0.644, "X3": 0.50329, "Y3": 0.6598, "X4": 0.47963, "Y4": 0.6598, "page": 0, "Index": 233}, {"Word": "method", "Confidence": 0.426, "X1": 0.50854, "Y1": 0.6442, "X2": 0.55848, "Y2": 0.644, "X3": 0.55716, "Y3": 0.6598, "X4": 0.50723, "Y4": 0.6598, "page": 0, "Index": 234}, {"Word": "continues", "Confidence": 0.36, "X1": 0.56242, "Y1": 0.6452, "X2": 0.62549, "Y2": 0.645, "X3": 0.62549, "Y3": 0.6598, "X4": 0.5611, "Y4": 0.6598, "page": 0, "Index": 235}, {"Word": "lo", "Confidence": 0.171, "X1": 0.62943, "Y1": 0.6452, "X2": 0.64389, "Y2": 0.645, "X3": 0.64389, "Y3": 0.6598, "X4": 0.62943, "Y4": 0.6598, "page": 0, "Index": 236}, {"Word": "55", "Confidence": 0.01, "X1": 0.64783, "Y1": 0.6452, "X2": 0.6636, "Y2": 0.645, "X3": 0.66229, "Y3": 0.6598, "X4": 0.64783, "Y4": 0.6598, "page": 0, "Index": 237}, {"Word": "the", "Confidence": 0.075, "X1": 0.66754, "Y1": 0.6452, "X2": 0.6912, "Y2": 0.645, "X3": 0.68988, "Y3": 0.6598, "X4": 0.66623, "Y4": 0.6598, "page": 0, "Index": 238}, {"Word": "standard", "Confidence": 0.615, "X1": 0.69514, "Y1": 0.6452, "X2": 0.75296, "Y2": 0.645, "X3": 0.75164, "Y3": 0.6608, "X4": 0.69382, "Y4": 0.6598, "page": 0, "Index": 239}, {"Word": "fest", "Confidence": 0.154, "X1": 0.7569, "Y1": 0.6452, "X2": 0.78581, "Y2": 0.645, "X3": 0.78449, "Y3": 0.6608, "X4": 0.75558, "Y4": 0.6608, "page": 0, "Index": 240}, {"Word": "method", "Confidence": 0.719, "X1": 0.18528, "Y1": 0.6622, "X2": 0.23522, "Y2": 0.662, "X3": 0.23522, "Y3": 0.6758, "X4": 0.1866, "Y4": 0.6758, "page": 0, "Index": 241}, {"Word": "for", "Confidence": 0.658, "X1": 0.23916, "Y1": 0.6622, "X2": 0.25756, "Y2": 0.662, "X3": 0.25756, "Y3": 0.6758, "X4": 0.23916, "Y4": 0.6758, "page": 0, "Index": 242}, {"Word": "the", "Confidence": 0.703, "X1": 0.2615, "Y1": 0.6622, "X2": 0.28252, "Y2": 0.662, "X3": 0.28384, "Y3": 0.6758, "X4": 0.2615, "Y4": 0.6758, "page": 0, "Index": 243}, {"Word": "U.S.", "Confidence": 0.492, "X1": 0.28647, "Y1": 0.6622, "X2": 0.318, "Y2": 0.662, "X3": 0.318, "Y3": 0.6768, "X4": 0.28647, "Y4": 0.6758, "page": 0, "Index": 244}, {"Word": "today", "Confidence": 0.045, "X1": 0.32194, "Y1": 0.6622, "X2": 0.36268, "Y2": 0.662, "X3": 0.36268, "Y3": 0.6768, "X4": 0.32194, "Y4": 0.6768, "page": 0, "Index": 245}, {"Word": "The", "Confidence": 0.998, "X1": 0.37057, "Y1": 0.6622, "X2": 0.39553, "Y2": 0.662, "X3": 0.39553, "Y3": 0.6768, "X4": 0.37057, "Y4": 0.6768, "page": 0, "Index": 246}, {"Word": "FTC", "Confidence": 0.994, "X1": 0.39947, "Y1": 0.6622, "X2": 0.4297, "Y2": 0.662, "X3": 0.4297, "Y3": 0.6768, "X4": 0.39947, "Y4": 0.6768, "page": 0, "Index": 247}, {"Word": "recognized", "Confidence": 0.991, "X1": 0.43364, "Y1": 0.6622, "X2": 0.50723, "Y2": 0.662, "X3": 0.50723, "Y3": 0.6768, "X4": 0.43364, "Y4": 0.6768, "page": 0, "Index": 248}, {"Word": "both", "Confidence": 0.983, "X1": 0.51117, "Y1": 0.6622, "X2": 0.54271, "Y2": 0.662, "X3": 0.54139, "Y3": 0.6768, "X4": 0.51117, "Y4": 0.6768, "page": 0, "Index": 249}, {"Word": "the", "Confidence": 0.217, "X1": 0.54665, "Y1": 0.6622, "X2": 0.56636, "Y2": 0.662, "X3": 0.56636, "Y3": 0.6768, "X4": 0.54534, "Y4": 0.6768, "page": 0, "Index": 250}, {"Word": "utility", "Confidence": 0.994, "X1": 0.5703, "Y1": 0.6622, "X2": 0.6071, "Y2": 0.662, "X3": 0.60578, "Y3": 0.6768, "X4": 0.5703, "Y4": 0.6768, "page": 0, "Index": 251}, {"Word": "and", "Confidence": 0.955, "X1": 0.61104, "Y1": 0.6622, "X2": 0.63601, "Y2": 0.662, "X3": 0.63601, "Y3": 0.6768, "X4": 0.60972, "Y4": 0.6768, "page": 0, "Index": 252}, {"Word": "limitations", "Confidence": 0.804, "X1": 0.63995, "Y1": 0.6622, "X2": 0.70828, "Y2": 0.662, "X3": 0.70696, "Y3": 0.6768, "X4": 0.63995, "Y4": 0.6768, "page": 0, "Index": 253}, {"Word": "of", "Confidence": 0.992, "X1": 0.71222, "Y1": 0.6622, "X2": 0.72405, "Y2": 0.662, "X3": 0.72405, "Y3": 0.6768, "X4": 0.71091, "Y4": 0.6768, "page": 0, "Index": 254}, {"Word": "machine", "Confidence": 0.994, "X1": 0.72799, "Y1": 0.6622, "X2": 0.78844, "Y2": 0.662, "X3": 0.78712, "Y3": 0.6768, "X4": 0.72799, "Y4": 0.6768, "page": 0, "Index": 255}, {"Word": "testing", "Confidence": 0.968, "X1": 0.18397, "Y1": 0.6792, "X2": 0.22996, "Y2": 0.679, "X3": 0.22865, "Y3": 0.6928, "X4": 0.18397, "Y4": 0.6928, "page": 0, "Index": 256}, {"Word": "and,", "Confidence": 0.986, "X1": 0.2339, "Y1": 0.6792, "X2": 0.26281, "Y2": 0.679, "X3": 0.2615, "Y3": 0.6928, "X4": 0.23259, "Y4": 0.6928, "page": 0, "Index": 257}, {"Word": "over", "Confidence": 0.988, "X1": 0.26675, "Y1": 0.6792, "X2": 0.29698, "Y2": 0.679, "X3": 0.29698, "Y3": 0.6928, "X4": 0.26544, "Y4": 0.6928, "page": 0, "Index": 258}, {"Word": "40", "Confidence": 0.995, "X1": 0.30092, "Y1": 0.6792, "X2": 0.318, "Y2": 0.679, "X3": 0.31669, "Y3": 0.6928, "X4": 0.29961, "Y4": 0.6928, "page": 0, "Index": 259}, {"Word": "years", "Confidence": 0.996, "X1": 0.32194, "Y1": 0.6792, "X2": 0.36005, "Y2": 0.679, "X3": 0.36005, "Y3": 0.6938, "X4": 0.32063, "Y4": 0.6928, "page": 0, "Index": 260}, {"Word": "ago,", "Confidence": 0.885, "X1": 0.36399, "Y1": 0.6792, "X2": 0.3929, "Y2": 0.679, "X3": 0.39159, "Y3": 0.6938, "X4": 0.36399, "Y4": 0.6938, "page": 0, "Index": 261}, {"Word": "made", "Confidence": 0.986, "X1": 0.39685, "Y1": 0.6792, "X2": 0.43495, "Y2": 0.679, "X3": 0.43495, "Y3": 0.6938, "X4": 0.39553, "Y4": 0.6938, "page": 0, "Index": 262}, {"Word": "the", "Confidence": 0.998, "X1": 0.4389, "Y1": 0.6792, "X2": 0.46124, "Y2": 0.679, "X3": 0.45992, "Y3": 0.6938, "X4": 0.4389, "Y4": 0.6938, "page": 0, "Index": 263}, {"Word": "following", "Confidence": 0.968, "X1": 0.46518, "Y1": 0.6782, "X2": 0.52431, "Y2": 0.678, "X3": 0.523, "Y3": 0.6938, "X4": 0.46386, "Y4": 0.6938, "page": 0, "Index": 264}, {"Word": "points", "Confidence": 0.994, "X1": 0.52825, "Y1": 0.6782, "X2": 0.56899, "Y2": 0.678, "X3": 0.56767, "Y3": 0.6938, "X4": 0.52694, "Y4": 0.6938, "page": 0, "Index": 265}, {"Word": "regarding", "Confidence": 0.992, "X1": 0.57293, "Y1": 0.6782, "X2": 0.63732, "Y2": 0.678, "X3": 0.63601, "Y3": 0.6928, "X4": 0.57162, "Y4": 0.6938, "page": 0, "Index": 266}, {"Word": "its", "Confidence": 0.998, "X1": 0.64126, "Y1": 0.6782, "X2": 0.65572, "Y2": 0.678, "X3": 0.65572, "Y3": 0.6928, "X4": 0.63995, "Y4": 0.6928, "page": 0, "Index": 267}, {"Word": "prescribed", "Confidence": 0.682, "X1": 0.65966, "Y1": 0.6782, "X2": 0.73193, "Y2": 0.678, "X3": 0.73193, "Y3": 0.6928, "X4": 0.65966, "Y4": 0.6928, "page": 0, "Index": 268}, {"Word": "machine-", "Confidence": 0.991, "X1": 0.73587, "Y1": 0.6782, "X2": 0.80289, "Y2": 0.678, "X3": 0.80158, "Y3": 0.6928, "X4": 0.73587, "Y4": 0.6928, "page": 0, "Index": 269}, {"Word": "smoking", "Confidence": 0.995, "X1": 0.18397, "Y1": 0.6972, "X2": 0.24047, "Y2": 0.697, "X3": 0.24047, "Y3": 0.7108, "X4": 0.18397, "Y4": 0.7108, "page": 0, "Index": 270}, {"Word": "test", "Confidence": 0.994, "X1": 0.24442, "Y1": 0.6972, "X2": 0.2707, "Y2": 0.697, "X3": 0.26938, "Y3": 0.7108, "X4": 0.24442, "Y4": 0.7108, "page": 0, "Index": 271}, {"Word": "method.", "Confidence": 0.994, "X1": 0.27332, "Y1": 0.6972, "X2": 0.33377, "Y2": 0.697, "X3": 0.33377, "Y3": 0.7108, "X4": 0.27332, "Y4": 0.7108, "page": 0, "Index": 272}, {"Word": "These", "Confidence": 0.994, "X1": 0.33771, "Y1": 0.6972, "X2": 0.38108, "Y2": 0.697, "X3": 0.37976, "Y3": 0.7108, "X4": 0.33771, "Y4": 0.7108, "page": 0, "Index": 273}, {"Word": "points", "Confidence": 0.982, "X1": 0.38371, "Y1": 0.6972, "X2": 0.42444, "Y2": 0.697, "X3": 0.42444, "Y3": 0.7108, "X4": 0.38371, "Y4": 0.7108, "page": 0, "Index": 274}, {"Word": "remair", "Confidence": 0.991, "X1": 0.42838, "Y1": 0.6972, "X2": 0.47438, "Y2": 0.697, "X3": 0.47438, "Y3": 0.7108, "X4": 0.42838, "Y4": 0.7108, "page": 0, "Index": 275}, {"Word": "relevant", "Confidence": 0.969, "X1": 0.47832, "Y1": 0.6972, "X2": 0.53351, "Y2": 0.697, "X3": 0.53351, "Y3": 0.7108, "X4": 0.47832, "Y4": 0.7108, "page": 0, "Index": 276}, {"Word": "for", "Confidence": 0.605, "X1": 0.53745, "Y1": 0.6962, "X2": 0.55585, "Y2": 0.696, "X3": 0.55585, "Y3": 0.7108, "X4": 0.53745, "Y4": 0.7108, "page": 0, "Index": 277}, {"Word": "any", "Confidence": 0.998, "X1": 0.55979, "Y1": 0.6962, "X2": 0.58344, "Y2": 0.696, "X3": 0.58344, "Y3": 0.7108, "X4": 0.55979, "Y4": 0.7108, "page": 0, "Index": 278}, {"Word": "machine-smoking", "Confidence": 0.941, "X1": 0.58739, "Y1": 0.6962, "X2": 0.70828, "Y2": 0.696, "X3": 0.70828, "Y3": 0.7108, "X4": 0.58739, "Y4": 0.7108, "page": 0, "Index": 279}, {"Word": "protocol:\"", "Confidence": 0.286, "X1": 0.71091, "Y1": 0.6952, "X2": 0.78055, "Y2": 0.695, "X3": 0.78055, "Y3": 0.7098, "X4": 0.71091, "Y4": 0.7098, "page": 0, "Index": 280}, {"Word": "\"No", "Confidence": 0.993, "X1": 0.20894, "Y1": 0.7202, "X2": 0.23259, "Y2": 0.72, "X3": 0.23259, "Y3": 0.7338, "X4": 0.20894, "Y4": 0.7338, "page": 0, "Index": 281}, {"Word": "two", "Confidence": 0.909, "X1": 0.23653, "Y1": 0.7202, "X2": 0.2615, "Y2": 0.72, "X3": 0.2615, "Y3": 0.7338, "X4": 0.23653, "Y4": 0.7338, "page": 0, "Index": 282}, {"Word": "human", "Confidence": 0.995, "X1": 0.26413, "Y1": 0.7202, "X2": 0.31143, "Y2": 0.72, "X3": 0.31143, "Y3": 0.7338, "X4": 0.26413, "Y4": 0.7338, "page": 0, "Index": 283}, {"Word": "smokers", "Confidence": 0.994, "X1": 0.31537, "Y1": 0.7202, "X2": 0.37319, "Y2": 0.72, "X3": 0.37319, "Y3": 0.7338, "X4": 0.31537, "Y4": 0.7338, "page": 0, "Index": 284}, {"Word": "smcke", "Confidence": 0.955, "X1": 0.37714, "Y1": 0.7202, "X2": 0.42181, "Y2": 0.72, "X3": 0.42181, "Y3": 0.7338, "X4": 0.37714, "Y4": 0.7338, "page": 0, "Index": 285}, {"Word": "in", "Confidence": 0.998, "X1": 0.42576, "Y1": 0.7202, "X2": 0.43758, "Y2": 0.72, "X3": 0.43758, "Y3": 0.7338, "X4": 0.42576, "Y4": 0.7338, "page": 0, "Index": 286}, {"Word": "the", "Confidence": 0.994, "X1": 0.44152, "Y1": 0.7202, "X2": 0.46386, "Y2": 0.72, "X3": 0.46386, "Y3": 0.7338, "X4": 0.44152, "Y4": 0.7338, "page": 0, "Index": 287}, {"Word": "same", "Confidence": 0.984, "X1": 0.46649, "Y1": 0.7202, "X2": 0.5046, "Y2": 0.72, "X3": 0.5046, "Y3": 0.7338, "X4": 0.46649, "Y4": 0.7338, "page": 0, "Index": 288}, {"Word": "way", "Confidence": 0.993, "X1": 0.50854, "Y1": 0.7202, "X2": 0.54008, "Y2": 0.72, "X3": 0.53876, "Y3": 0.7338, "X4": 0.50854, "Y4": 0.7338, "page": 0, "Index": 289}, {"Word": "No", "Confidence": 0.996, "X1": 0.54534, "Y1": 0.7202, "X2": 0.56373, "Y2": 0.72, "X3": 0.56373, "Y3": 0.7338, "X4": 0.54402, "Y4": 0.7338, "page": 0, "Index": 290}, {"Word": "individual", "Confidence": 0.991, "X1": 0.56767, "Y1": 0.7202, "X2": 0.63206, "Y2": 0.72, "X3": 0.63206, "Y3": 0.7338, "X4": 0.56767, "Y4": 0.7338, "page": 0, "Index": 291}, {"Word": "smoker", "Confidence": 0.994, "X1": 0.63601, "Y1": 0.7202, "X2": 0.68725, "Y2": 0.72, "X3": 0.68725, "Y3": 0.7338, "X4": 0.63469, "Y4": 0.7338, "page": 0, "Index": 292}, {"Word": "always", "Confidence": 0.79, "X1": 0.6912, "Y1": 0.7202, "X2": 0.73719, "Y2": 0.72, "X3": 0.73719, "Y3": 0.7338, "X4": 0.6912, "Y4": 0.7338, "page": 0, "Index": 293}, {"Word": "smokes", "Confidence": 0.995, "X1": 0.74113, "Y1": 0.7202, "X2": 0.79632, "Y2": 0.72, "X3": 0.79632, "Y3": 0.7338, "X4": 0.74113, "Y4": 0.7338, "page": 0, "Index": 294}, {"Word": "in", "Confidence": 0.997, "X1": 0.20894, "Y1": 0.7352, "X2": 0.22076, "Y2": 0.735, "X3": 0.22076, "Y3": 0.7478, "X4": 0.20894, "Y4": 0.7478, "page": 0, "Index": 295}, {"Word": "the", "Confidence": 0.994, "X1": 0.2247, "Y1": 0.7352, "X2": 0.24704, "Y2": 0.735, "X3": 0.24704, "Y3": 0.7478, "X4": 0.2247, "Y4": 0.7478, "page": 0, "Index": 296}, {"Word": "same", "Confidence": 0.571, "X1": 0.24967, "Y1": 0.7352, "X2": 0.28778, "Y2": 0.735, "X3": 0.28778, "Y3": 0.7478, "X4": 0.24967, "Y4": 0.7478, "page": 0, "Index": 297}, {"Word": "fashion.", "Confidence": 0.972, "X1": 0.29172, "Y1": 0.7342, "X2": 0.34691, "Y2": 0.734, "X3": 0.34691, "Y3": 0.7478, "X4": 0.29172, "Y4": 0.7478, "page": 0, "Index": 298}, {"Word": "The", "Confidence": 0.998, "X1": 0.35085, "Y1": 0.7342, "X2": 0.37582, "Y2": 0.734, "X3": 0.37582, "Y3": 0.7478, "X4": 0.35085, "Y4": 0.7478, "page": 0, "Index": 299}, {"Word": "speed", "Confidence": 0.991, "X1": 0.37845, "Y1": 0.7342, "X2": 0.42181, "Y2": 0.734, "X3": 0.42181, "Y3": 0.7478, "X4": 0.37845, "Y4": 0.7478, "page": 0, "Index": 300}, {"Word": "at", "Confidence": 0.994, "X1": 0.42576, "Y1": 0.7342, "X2": 0.43758, "Y2": 0.734, "X3": 0.43758, "Y3": 0.7478, "X4": 0.42444, "Y4": 0.7478, "page": 0, "Index": 301}, {"Word": "which", "Confidence": 0.997, "X1": 0.44152, "Y1": 0.7342, "X2": 0.48226, "Y2": 0.734, "X3": 0.48095, "Y3": 0.7478, "X4": 0.44152, "Y4": 0.7478, "page": 0, "Index": 302}, {"Word": "one", "Confidence": 0.998, "X1": 0.48489, "Y1": 0.7342, "X2": 0.51117, "Y2": 0.734, "X3": 0.51117, "Y3": 0.7478, "X4": 0.48489, "Y4": 0.7478, "page": 0, "Index": 303}, {"Word": "smokes", "Confidence": 0.991, "X1": 0.51511, "Y1": 0.7342, "X2": 0.56767, "Y2": 0.734, "X3": 0.56767, "Y3": 0.7478, "X4": 0.5138, "Y4": 0.7478, "page": 0, "Index": 304}, {"Word": "varies", "Confidence": 0.981, "X1": 0.57162, "Y1": 0.7342, "X2": 0.61235, "Y2": 0.734, "X3": 0.61235, "Y3": 0.7478, "X4": 0.57162, "Y4": 0.7478, "page": 0, "Index": 305}, {"Word": "both", "Confidence": 0.393, "X1": 0.61629, "Y1": 0.7342, "X2": 0.64652, "Y2": 0.734, "X3": 0.6452, "Y3": 0.7478, "X4": 0.61629, "Y4": 0.7478, "page": 0, "Index": 306}, {"Word": "among", "Confidence": 0.848, "X1": 0.64915, "Y1": 0.7342, "X2": 0.69777, "Y2": 0.734, "X3": 0.69777, "Y3": 0.7478, "X4": 0.64915, "Y4": 0.7478, "page": 0, "Index": 307}, {"Word": "smokers,", "Confidence": 0.903, "X1": 0.70171, "Y1": 0.7352, "X2": 0.76347, "Y2": 0.735, "X3": 0.76216, "Y3": 0.7488, "X4": 0.70039, "Y4": 0.7478, "page": 0, "Index": 308}, {"Word": "and", "Confidence": 0.94, "X1": 0.7661, "Y1": 0.7352, "X2": 0.79632, "Y2": 0.735, "X3": 0.79501, "Y3": 0.7488, "X4": 0.7661, "Y4": 0.7488, "page": 0, "Index": 309}, {"Word": "usually", "Confidence": 0.993, "X1": 0.20894, "Y1": 0.7482, "X2": 0.25624, "Y2": 0.748, "X3": 0.25756, "Y3": 0.7598, "X4": 0.21025, "Y4": 0.7608, "page": 0, "Index": 310}, {"Word": "also", "Confidence": 0.985, "X1": 0.26018, "Y1": 0.7482, "X2": 0.28909, "Y2": 0.748, "X3": 0.28909, "Y3": 0.7598, "X4": 0.26018, "Y4": 0.7598, "page": 0, "Index": 311}, {"Word": "varies", "Confidence": 0.911, "X1": 0.29172, "Y1": 0.7482, "X2": 0.33377, "Y2": 0.748, "X3": 0.33377, "Y3": 0.7598, "X4": 0.29304, "Y4": 0.7598, "page": 0, "Index": 312}, {"Word": "with", "Confidence": 0.842, "X1": 0.3364, "Y1": 0.7472, "X2": 0.36531, "Y2": 0.747, "X3": 0.36531, "Y3": 0.7598, "X4": 0.3364, "Y4": 0.7598, "page": 0, "Index": 313}, {"Word": "the", "Confidence": 0.998, "X1": 0.36794, "Y1": 0.7472, "X2": 0.39028, "Y2": 0.747, "X3": 0.39028, "Y3": 0.7598, "X4": 0.36925, "Y4": 0.7598, "page": 0, "Index": 314}, {"Word": "same", "Confidence": 0.985, "X1": 0.39422, "Y1": 0.7472, "X2": 0.43101, "Y2": 0.747, "X3": 0.43101, "Y3": 0.7598, "X4": 0.39422, "Y4": 0.7598, "page": 0, "Index": 315}, {"Word": "individual", "Confidence": 0.991, "X1": 0.43495, "Y1": 0.7472, "X2": 0.50066, "Y2": 0.747, "X3": 0.49934, "Y3": 0.7598, "X4": 0.43495, "Y4": 0.7598, "page": 0, "Index": 316}, {"Word": "unde.", "Confidence": 0.636, "X1": 0.50329, "Y1": 0.7472, "X2": 0.54271, "Y2": 0.747, "X3": 0.54139, "Y3": 0.7598, "X4": 0.50329, "Y4": 0.7598, "page": 0, "Index": 317}, {"Word": "different", "Confidence": 0.946, "X1": 0.54534, "Y1": 0.7472, "X2": 0.60184, "Y2": 0.747, "X3": 0.60184, "Y3": 0.7598, "X4": 0.54534, "Y4": 0.7598, "page": 0, "Index": 318}, {"Word": "circumstances", "Confidence": 0.882, "X1": 0.60578, "Y1": 0.7472, "X2": 0.70302, "Y2": 0.747, "X3": 0.70302, "Y3": 0.7598, "X4": 0.60447, "Y4": 0.7598, "page": 0, "Index": 319}, {"Word": "even", "Confidence": 0.941, "X1": 0.70696, "Y1": 0.7472, "X2": 0.73982, "Y2": 0.747, "X3": 0.73982, "Y3": 0.7598, "X4": 0.70565, "Y4": 0.7598, "page": 0, "Index": 320}, {"Word": "with", "Confidence": 0.99, "X1": 0.74376, "Y1": 0.7472, "X2": 0.77135, "Y2": 0.747, "X3": 0.77004, "Y3": 0.7598, "X4": 0.74244, "Y4": 0.7598, "page": 0, "Index": 321}, {"Word": "n", "Confidence": 0.958, "X1": 0.77398, "Y1": 0.7472, "X2": 0.78449, "Y2": 0.747, "X3": 0.78318, "Y3": 0.7598, "X4": 0.77398, "Y4": 0.7598, "page": 0, "Index": 322}, {"Word": "the", "Confidence": 0.994, "X1": 0.21025, "Y1": 0.7612, "X2": 0.22996, "Y2": 0.761, "X3": 0.22996, "Y3": 0.7738, "X4": 0.21025, "Y4": 0.7738, "page": 0, "Index": 323}, {"Word": "same", "Confidence": 0.956, "X1": 0.23259, "Y1": 0.7612, "X2": 0.27201, "Y2": 0.761, "X3": 0.27201, "Y3": 0.7738, "X4": 0.23259, "Y4": 0.7738, "page": 0, "Index": 324}, {"Word": "day.", "Confidence": 0.865, "X1": 0.27595, "Y1": 0.7612, "X2": 0.30618, "Y2": 0.761, "X3": 0.30618, "Y3": 0.7738, "X4": 0.27464, "Y4": 0.7738, "page": 0, "Index": 325}, {"Word": "Some", "Confidence": 0.989, "X1": 0.3088, "Y1": 0.7612, "X2": 0.34954, "Y2": 0.761, "X3": 0.34954, "Y3": 0.7738, "X4": 0.3088, "Y4": 0.7738, "page": 0, "Index": 326}, {"Word": "cake", "Confidence": 0.584, "X1": 0.35217, "Y1": 0.7612, "X2": 0.38108, "Y2": 0.761, "X3": 0.38108, "Y3": 0.7738, "X4": 0.35217, "Y4": 0.7738, "page": 0, "Index": 327}, {"Word": "long", "Confidence": 0.982, "X1": 0.38502, "Y1": 0.7612, "X2": 0.41524, "Y2": 0.761, "X3": 0.41393, "Y3": 0.7738, "X4": 0.38371, "Y4": 0.7738, "page": 0, "Index": 328}, {"Word": "puffs", "Confidence": 0.66, "X1": 0.41787, "Y1": 0.7612, "X2": 0.45204, "Y2": 0.761, "X3": 0.45204, "Y3": 0.7738, "X4": 0.41787, "Y4": 0.7738, "page": 0, "Index": 329}, {"Word": "(or", "Confidence": 0.998, "X1": 0.45598, "Y1": 0.7612, "X2": 0.47438, "Y2": 0.761, "X3": 0.47438, "Y3": 0.7738, "X4": 0.45598, "Y4": 0.7738, "page": 0, "Index": 330}, {"Word": "draws),", "Confidence": 0.831, "X1": 0.47832, "Y1": 0.7602, "X2": 0.52957, "Y2": 0.76, "X3": 0.52957, "Y3": 0.7738, "X4": 0.477, "Y4": 0.7738, "page": 0, "Index": 331}, {"Word": "some", "Confidence": 0.983, "X1": 0.53351, "Y1": 0.7602, "X2": 0.5703, "Y2": 0.76, "X3": 0.5703, "Y3": 0.7738, "X4": 0.53219, "Y4": 0.7738, "page": 0, "Index": 332}, {"Word": "take", "Confidence": 0.983, "X1": 0.57424, "Y1": 0.7602, "X2": 0.60315, "Y2": 0.76, "X3": 0.60315, "Y3": 0.7738, "X4": 0.57293, "Y4": 0.7738, "page": 0, "Index": 333}, {"Word": "short", "Confidence": 0.995, "X1": 0.6071, "Y1": 0.7602, "X2": 0.64258, "Y2": 0.76, "X3": 0.64126, "Y3": 0.7738, "X4": 0.60578, "Y4": 0.7738, "page": 0, "Index": 334}, {"Word": "puffs.", "Confidence": 0.891, "X1": 0.64652, "Y1": 0.7602, "X2": 0.68331, "Y2": 0.76, "X3": 0.682, "Y3": 0.7738, "X4": 0.6452, "Y4": 0.7738, "page": 0, "Index": 335}, {"Word": "That", "Confidence": 0.989, "X1": 0.68725, "Y1": 0.7602, "X2": 0.71748, "Y2": 0.76, "X3": 0.71616, "Y3": 0.7738, "X4": 0.68594, "Y4": 0.7738, "page": 0, "Index": 336}, {"Word": "varlation", "Confidence": 0.621, "X1": 0.72142, "Y1": 0.7612, "X2": 0.78055, "Y2": 0.761, "X3": 0.77924, "Y3": 0.7738, "X4": 0.72011, "Y4": 0.7738, "page": 0, "Index": 337}, {"Word": "affects", "Confidence": 0.934, "X1": 0.21156, "Y1": 0.7742, "X2": 0.25361, "Y2": 0.774, "X3": 0.2523, "Y3": 0.7878, "X4": 0.21025, "Y4": 0.7878, "page": 0, "Index": 338}, {"Word": "the", "Confidence": 0.998, "X1": 0.25756, "Y1": 0.7742, "X2": 0.27989, "Y2": 0.774, "X3": 0.27858, "Y3": 0.7878, "X4": 0.25624, "Y4": 0.7878, "page": 0, "Index": 339}, {"Word": "tar", "Confidence": 0.915, "X1": 0.28384, "Y1": 0.7742, "X2": 0.30092, "Y2": 0.774, "X3": 0.30092, "Y3": 0.7878, "X4": 0.28252, "Y4": 0.7878, "page": 0, "Index": 340}, {"Word": "and", "Confidence": 0.659, "X1": 0.30486, "Y1": 0.7742, "X2": 0.33114, "Y2": 0.774, "X3": 0.32983, "Y3": 0.7878, "X4": 0.30355, "Y4": 0.7878, "page": 0, "Index": 341}, {"Word": "nicotine", "Confidence": 0.926, "X1": 0.33509, "Y1": 0.7742, "X2": 0.38896, "Y2": 0.774, "X3": 0.38765, "Y3": 0.7878, "X4": 0.33377, "Y4": 0.7878, "page": 0, "Index": 342}, {"Word": "quantity", "Confidence": 0.994, "X1": 0.3929, "Y1": 0.7742, "X2": 0.44547, "Y2": 0.774, "X3": 0.44415, "Y3": 0.7878, "X4": 0.39159, "Y4": 0.7878, "page": 0, "Index": 343}, {"Word": "in", "Confidence": 0.998, "X1": 0.44809, "Y1": 0.7742, "X2": 0.46124, "Y2": 0.774, "X3": 0.46124, "Y3": 0.7878, "X4": 0.44809, "Y4": 0.7878, "page": 0, "Index": 344}, {"Word": "the", "Confidence": 0.998, "X1": 0.46518, "Y1": 0.7742, "X2": 0.4862, "Y2": 0.774, "X3": 0.4862, "Y3": 0.7878, "X4": 0.46386, "Y4": 0.7878, "page": 0, "Index": 345}, {"Word": "smoke", "Confidence": 0.992, "X1": 0.49014, "Y1": 0.7742, "X2": 0.53614, "Y2": 0.774, "X3": 0.53482, "Y3": 0.7878, "X4": 0.49014, "Y4": 0.7878, "page": 0, "Index": 346}, {"Word": "generared.", "Confidence": 0.755, "X1": 0.53876, "Y1": 0.7742, "X2": 0.61761, "Y2": 0.774, "X3": 0.61629, "Y3": 0.7878, "X4": 0.53876, "Y4": 0.7878, "page": 0, "Index": 347}, {"Word": "5", "Confidence": 0.209, "X1": 0.18397, "Y1": 0.8222, "X2": 0.19185, "Y2": 0.822, "X3": 0.19054, "Y3": 0.8348, "X4": 0.18265, "Y4": 0.8348, "page": 0, "Index": 348}, {"Word": "=", "Confidence": 0.048, "X1": 0.1958, "Y1": 0.8222, "X2": 0.20631, "Y2": 0.822, "X3": 0.20631, "Y3": 0.8348, "X4": 0.19448, "Y4": 0.8348, "page": 0, "Index": 349}, {"Word": "TC", "Confidence": 0.908, "X1": 0.21025, "Y1": 0.8232, "X2": 0.2247, "Y2": 0.823, "X3": 0.2247, "Y3": 0.8348, "X4": 0.20894, "Y4": 0.8348, "page": 0, "Index": 350}, {"Word": "to", "Confidence": 0.736, "X1": 0.22865, "Y1": 0.8232, "X2": 0.23784, "Y2": 0.823, "X3": 0.23653, "Y3": 0.8348, "X4": 0.22733, "Y4": 0.8348, "page": 0, "Index": 351}, {"Word": "Begin", "Confidence": 0.956, "X1": 0.24047, "Y1": 0.8232, "X2": 0.27464, "Y2": 0.823, "X3": 0.27332, "Y3": 0.8358, "X4": 0.24047, "Y4": 0.8348, "page": 0, "Index": 352}, {"Word": "Cigarette", "Confidence": 0.425, "X1": 0.27727, "Y1": 0.8232, "X2": 0.3272, "Y2": 0.823, "X3": 0.32589, "Y3": 0.8358, "X4": 0.27727, "Y4": 0.8358, "page": 0, "Index": 353}, {"Word": "\"'ssting.\"", "Confidence": 0.169, "X1": 0.32983, "Y1": 0.8242, "X2": 0.37976, "Y2": 0.824, "X3": 0.37845, "Y3": 0.8368, "X4": 0.32983, "Y4": 0.8358, "page": 0, "Index": 354}, {"Word": "Federal", "Confidence": 0.951, "X1": 0.38239, "Y1": 0.8242, "X2": 0.42576, "Y2": 0.824, "X3": 0.42576, "Y3": 0.8368, "X4": 0.38239, "Y4": 0.8368, "page": 0, "Index": 355}, {"Word": "Trade", "Confidence": 0.926, "X1": 0.4297, "Y1": 0.8242, "X2": 0.46124, "Y2": 0.824, "X3": 0.46124, "Y3": 0.8368, "X4": 0.42838, "Y4": 0.8368, "page": 0, "Index": 356}, {"Word": "Commission,", "Confidence": 0.768, "X1": 0.46518, "Y1": 0.8242, "X2": 0.53614, "Y2": 0.824, "X3": 0.53482, "Y3": 0.8368, "X4": 0.46386, "Y4": 0.8368, "page": 0, "Index": 357}, {"Word": "Washington,", "Confidence": 0.551, "X1": 0.53876, "Y1": 0.8242, "X2": 0.60972, "Y2": 0.824, "X3": 0.60841, "Y3": 0.8368, "X4": 0.53876, "Y4": 0.8368, "page": 0, "Index": 358}, {"Word": "D.C.", "Confidence": 0.645, "X1": 0.61367, "Y1": 0.8242, "X2": 0.63732, "Y2": 0.824, "X3": 0.63601, "Y3": 0.8368, "X4": 0.61235, "Y4": 0.8368, "page": 0, "Index": 359}, {"Word": "20582,", "Confidence": 0.648, "X1": 0.63995, "Y1": 0.8232, "X2": 0.67806, "Y2": 0.823, "X3": 0.67806, "Y3": 0.8368, "X4": 0.63995, "Y4": 0.8368, "page": 0, "Index": 360}, {"Word": "Office", "Confidence": 0.489, "X1": 0.682, "Y1": 0.8232, "X2": 0.71485, "Y2": 0.823, "X3": 0.71353, "Y3": 0.8368, "X4": 0.68068, "Y4": 0.8368, "page": 0, "Index": 361}, {"Word": "of", "Confidence": 0.992, "X1": 0.71748, "Y1": 0.8232, "X2": 0.72799, "Y2": 0.823, "X3": 0.72799, "Y3": 0.8368, "X4": 0.71748, "Y4": 0.8368, "page": 0, "Index": 362}, {"Word": "Information.", "Confidence": 0.661, "X1": 0.73193, "Y1": 0.8232, "X2": 0.79632, "Y2": 0.823, "X3": 0.79632, "Y3": 0.8358, "X4": 0.73062, "Y4": 0.8368, "page": 0, "Index": 363}, {"Word": "For", "Confidence": 0.998, "X1": 0.80026, "Y1": 0.8232, "X2": 0.82523, "Y2": 0.823, "X3": 0.82523, "Y3": 0.8358, "X4": 0.80026, "Y4": 0.8358, "page": 0, "Index": 364}, {"Word": "[press]", "Confidence": 0.641, "X1": 0.18265, "Y1": 0.8352, "X2": 0.22076, "Y2": 0.835, "X3": 0.22076, "Y3": 0.8498, "X4": 0.18134, "Y4": 0.8508, "page": 0, "Index": 365}, {"Word": "Release:", "Confidence": 0.116, "X1": 0.2247, "Y1": 0.8362, "X2": 0.27332, "Y2": 0.836, "X3": 0.27332, "Y3": 0.8498, "X4": 0.22339, "Y4": 0.8498, "page": 0, "Index": 366}, {"Word": "A", "Confidence": 0.682, "X1": 0.27727, "Y1": 0.8362, "X2": 0.28515, "Y2": 0.836, "X3": 0.28384, "Y3": 0.8498, "X4": 0.27595, "Y4": 0.8498, "page": 0, "Index": 367}, {"Word": "M.", "Confidence": 0.876, "X1": 0.28778, "Y1": 0.8362, "X2": 0.30749, "Y2": 0.836, "X3": 0.30618, "Y3": 0.8488, "X4": 0.28778, "Y4": 0.8498, "page": 0, "Index": 368}, {"Word": "Tuesday,", "Confidence": 0.753, "X1": 0.31143, "Y1": 0.8362, "X2": 0.36137, "Y2": 0.836, "X3": 0.36005, "Y3": 0.8488, "X4": 0.31012, "Y4": 0.8488, "page": 0, "Index": 369}, {"Word": "August", "Confidence": 0.882, "X1": 0.36531, "Y1": 0.8362, "X2": 0.40473, "Y2": 0.836, "X3": 0.40342, "Y3": 0.8488, "X4": 0.36399, "Y4": 0.8488, "page": 0, "Index": 370}, {"Word": "1,", "Confidence": 0.814, "X1": 0.40736, "Y1": 0.8362, "X2": 0.41919, "Y2": 0.836, "X3": 0.41787, "Y3": 0.8488, "X4": 0.40736, "Y4": 0.8488, "page": 0, "Index": 371}, {"Word": "1967.", "Confidence": 0.807, "X1": 0.42181, "Y1": 0.8362, "X2": 0.45598, "Y2": 0.836, "X3": 0.45466, "Y3": 0.8488, "X4": 0.42181, "Y4": 0.8488, "page": 0, "Index": 372}, {"Word": "page", "Confidence": 0.608, "X1": 0.4389, "Y1": 0.8542, "X2": 0.47175, "Y2": 0.854, "X3": 0.47175, "Y3": 0.8678, "X4": 0.44021, "Y4": 0.8688, "page": 0, "Index": 373}, {"Word": "11", "Confidence": 0.97, "X1": 0.47569, "Y1": 0.8532, "X2": 0.48883, "Y2": 0.853, "X3": 0.48883, "Y3": 0.8678, "X4": 0.47569, "Y4": 0.8678, "page": 0, "Index": 374}, {"Word": "of", "Confidence": 0.997, "X1": 0.49277, "Y1": 0.8532, "X2": 0.50723, "Y2": 0.853, "X3": 0.50591, "Y3": 0.8668, "X4": 0.49277, "Y4": 0.8678, "page": 0, "Index": 375}, {"Word": "12", "Confidence": 0.997, "X1": 0.50986, "Y1": 0.8522, "X2": 0.52825, "Y2": 0.852, "X3": 0.52825, "Y3": 0.8668, "X4": 0.50986, "Y4": 0.8668, "page": 0, "Index": 376}, {"Word": "3117138012", "Confidence": 0.993, "X1": 0.83049, "Y1": 0.9422, "X2": 0.95532, "Y2": 0.942, "X3": 0.95532, "Y3": 0.9588, "X4": 0.83049, "Y4": 0.9598, "page": 0, "Index": 377}, {"Word": "3117138012", "Confidence": 0.907, "X1": 0.02628, "Y1": 0.9862, "X2": 0.12352, "Y2": 0.986, "X3": 0.12221, "Y3": 0.9978, "X4": 0.02628, "Y4": 0.9978, "page": 0, "Index": 378}]}	"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"
ffbl0219	5	{"lines_data": [{"Word": "Averaged' MDPH Nicotine Yield of 18 Marlboro Cigarette Drand Styles from 1997 - 2008", "Confidence": 0.79486, "X1": 0.26018, "Y1": 0.1712, "X2": 0.72668, "Y2": 0.171, "X3": 0.72668, "Y3": 0.1818, "X4": 0.26018, "Y4": 0.1828, "page": 0}, {"Word": "22", "Confidence": 0.215, "X1": 0.22602, "Y1": 0.1942, "X2": 0.2431, "Y2": 0.194, "X3": 0.2431, "Y3": 0.2018, "X4": 0.22602, "Y4": 0.2028, "page": 0}, {"Word": "MDPH Noceno Yield, migicigarette", "Confidence": 0.405, "X1": 0.20237, "Y1": 0.2322, "X2": 0.20368, "Y2": 0.232, "X3": 0.21682, "Y3": 0.2318, "X4": 0.21551, "Y4": 0.3558, "page": 0}, {"Word": "21", "Confidence": 0.952, "X1": 0.22602, "Y1": 0.2252, "X2": 0.2431, "Y2": 0.225, "X3": 0.24179, "Y3": 0.2348, "X4": 0.22602, "Y4": 0.2338, "page": 0}, {"Word": "108", "Confidence": 0.05, "X1": 0.73062, "Y1": 0.2352, "X2": 0.7569, "Y2": 0.235, "X3": 0.7569, "Y3": 0.2418, "X4": 0.73062, "Y4": 0.2428, "page": 0}, {"Word": "1.07", "Confidence": 0.627, "X1": 0.49671, "Y1": 0.2542, "X2": 0.51643, "Y2": 0.254, "X3": 0.51774, "Y3": 0.2618, "X4": 0.49671, "Y4": 0.2618, "page": 0}, {"Word": "20", "Confidence": 0.941, "X1": 0.22339, "Y1": 0.2572, "X2": 0.2431, "Y2": 0.257, "X3": 0.24179, "Y3": 0.2688, "X4": 0.22339, "Y4": 0.2688, "page": 0}, {"Word": "........", "Confidence": 0.61, "X1": 0.26675, "Y1": 0.2672, "X2": 0.31012, "Y2": 0.267, "X3": 0.31012, "Y3": 0.2738, "X4": 0.26675, "Y4": 0.2748, "page": 0}, {"Word": "1.64", "Confidence": 0.787, "X1": 0.45729, "Y1": 0.2642, "X2": 0.47832, "Y2": 0.264, "X3": 0.47832, "Y3": 0.2728, "X4": 0.45861, "Y4": 0.2728, "page": 0}, {"Word": ".. 1.93", "Confidence": 0.411, "X1": 0.52431, "Y1": 0.2672, "X2": 0.55585, "Y2": 0.267, "X3": 0.55585, "Y3": 0.2768, "X4": 0.52431, "Y4": 0.2758, "page": 0}, {"Word": "1.90", "Confidence": 0.847, "X1": 0.57424, "Y1": 0.2792, "X2": 0.59527, "Y2": 0.279, "X3": 0.59527, "Y3": 0.2868, "X4": 0.57424, "Y4": 0.2868, "page": 0}, {"Word": "1.88", "Confidence": 0.196, "X1": 0.33377, "Y1": 0.2842, "X2": 0.36268, "Y2": 0.284, "X3": 0.36268, "Y3": 0.2918, "X4": 0.33509, "Y4": 0.2928, "page": 0}, {"Word": "1.89 1.69", "Confidence": 0.6555, "X1": 0.37714, "Y1": 0.2802, "X2": 0.4389, "Y2": 0.28, "X3": 0.43758, "Y3": 0.2888, "X4": 0.37714, "Y4": 0.2878, "page": 0}, {"Word": "Over-time Mear", "Confidence": 0.797, "X1": 0.72142, "Y1": 0.2862, "X2": 0.79106, "Y2": 0.286, "X3": 0.79238, "Y3": 0.2948, "X4": 0.72142, "Y4": 0.2948, "page": 0}, {"Word": "19 1-1.86", "Confidence": 0.458, "X1": 0.22602, "Y1": 0.2912, "X2": 0.27727, "Y2": 0.291, "X3": 0.27595, "Y3": 0.2998, "X4": 0.22602, "Y4": 0.2968, "page": 0}, {"Word": "of Averaged", "Confidence": 0.7435, "X1": 0.73062, "Y1": 0.2962, "X2": 0.78844, "Y2": 0.296, "X3": 0.78844, "Y3": 0.3038, "X4": 0.73062, "Y4": 0.3028, "page": 0}, {"Word": "Fields", "Confidence": 0.245, "X1": 0.74376, "Y1": 0.3062, "X2": 0.7753, "Y2": 0.306, "X3": 0.7753, "Y3": 0.3128, "X4": 0.74376, "Y4": 0.3128, "page": 0}, {"Word": "1.73", "Confidence": 0.941, "X1": 0.29698, "Y1": 0.3102, "X2": 0.32194, "Y2": 0.31, "X3": 0.32063, "Y3": 0.3198, "X4": 0.29698, "Y4": 0.3188, "page": 0}, {"Word": "18", "Confidence": 0.933, "X1": 0.22602, "Y1": 0.3212, "X2": 0.24179, "Y2": 0.321, "X3": 0.24179, "Y3": 0.3308, "X4": 0.22733, "Y4": 0.3298, "page": 0}, {"Word": "-----", "Confidence": 0.238, "X1": 0.26544, "Y1": 0.3592, "X2": 0.29961, "Y2": 0.359, "X3": 0.29961, "Y3": 0.3638, "X4": 0.26544, "Y4": 0.3638, "page": 0}, {"Word": "- 10%", "Confidence": 0.9675, "X1": 0.72799, "Y1": 0.3572, "X2": 0.75558, "Y2": 0.357, "X3": 0.7569, "Y3": 0.3648, "X4": 0.72799, "Y4": 0.3648, "page": 0}, {"Word": "1.6", "Confidence": 0.609, "X1": 0.22733, "Y1": 0.3852, "X2": 0.2431, "Y2": 0.385, "X3": 0.24179, "Y3": 0.3938, "X4": 0.22602, "Y4": 0.3928, "page": 0}, {"Word": "----", "Confidence": 0.642, "X1": 0.66754, "Y1": 0.3872, "X2": 0.72273, "Y2": 0.387, "X3": 0.72273, "Y3": 0.3918, "X4": 0.66754, "Y4": 0.3918, "page": 0}, {"Word": "1007 1008 1000 2000 2001 208: 2003 2004 2005 2008 2097 2008", "Confidence": 0.39183, "X1": 0.25756, "Y1": 0.3952, "X2": 0.71616, "Y2": 0.395, "X3": 0.71616, "Y3": 0.4038, "X4": 0.25756, "Y4": 0.4038, "page": 0}, {"Word": "Figure 3. Averaged\" MDPH nicotine yielc for 18 Marlboro branc styles reported n all yet Is \"IOT 1997-2008. The", "Confidence": 0.72026, "X1": 0.18265, "Y1": 0.4282, "X2": 0.82129, "Y2": 0.428, "X3": 0.82129, "Y3": 0.4398, "X4": 0.18265, "Y4": 0.4398, "page": 0}, {"Word": "center line is the ave-time mean of the yearly 10-brard style averaged sie ds. Cross- nos are (+/-) 575 and (+/-)", "Confidence": 0.72071, "X1": 0.18528, "Y1": 0.4412, "X2": 0.80815, "Y2": 0.441, "X3": 0.80815, "Y3": 0.4518, "X4": 0.18528, "Y4": 0.4528, "page": 0}, {"Word": "13% of this over time moan Bosauso s no vere choose individual arand otylico, PM USA boliovos that the focus of", "Confidence": 0.63624, "X1": 0.1866, "Y1": 0.4522, "X2": 0.81472, "Y2": 0.452, "X3": 0.81472, "Y3": 0.4638, "X4": 0.1866, "Y4": 0.4648, "page": 0}, {"Word": "an analysis of repored n coline yields should be at the b'and style level. The averaged yields of a collection of", "Confidence": 0.839, "X1": 0.18528, "Y1": 0.4652, "X2": 0.79895, "Y2": 0.465, "X3": 0.79895, "Y3": 0.4758, "X4": 0.18528, "Y4": 0.4768, "page": 0}, {"Word": "brand styles are compared here only to acknowledge t'a: a col eclive approach had been used by the MCPH and", "Confidence": 0.83015, "X1": 0.18397, "Y1": 0.4762, "X2": 0.81472, "Y2": 0.476, "X3": 0.81472, "Y3": 0.4878, "X4": 0.18397, "Y4": 0.4878, "page": 0}, {"Word": "the Harvard Schoc of Public Health in their respective nicol ne yie c analyses.", "Confidence": 0.81607, "X1": 0.18528, "Y1": 0.4882, "X2": 0.61629, "Y2": 0.488, "X3": 0.61629, "Y3": 0.5008, "X4": 0.18528, "Y4": 0.4998, "page": 0}, {"Word": "Basic: Branc Family Machine-Smoking MDPH Nicotine Yields", "Confidence": 0.66586, "X1": 0.18528, "Y1": 0.5362, "X2": 0.59921, "Y2": 0.536, "X3": 0.59921, "Y3": 0.5498, "X4": 0.18528, "Y4": 0.5498, "page": 0}, {"Word": "Basic brand family brand styles have been tested and reported to the MDPH since", "Confidence": 0.98821, "X1": 0.23522, "Y1": 0.5582, "X2": 0.78975, "Y2": 0.558, "X3": 0.78975, "Y3": 0.5738, "X4": 0.23522, "Y4": 0.5728, "page": 0}, {"Word": "1998 In 2008, MDPH nicotine yields for twenty-three (23) Rasic brand styles are reported In", "Confidence": 0.8112, "X1": 0.1866, "Y1": 0.5752, "X2": 0.81997, "Y2": 0.575, "X3": 0.81997, "Y3": 0.5888, "X4": 0.1866, "Y4": 0.5878, "page": 0}, {"Word": "1998, MDPH nicotine yields were reported for sixteen (16) band styles. The number and", "Confidence": 0.91343, "X1": 0.1866, "Y1": 0.5902, "X2": 0.78844, "Y2": 0.59, "X3": 0.78844, "Y3": 0.6048, "X4": 0.1866, "Y4": 0.6048, "page": 0}, {"Word": "variety of Basic brand styles tested has changed over time reflecting a varied mix of product", "Confidence": 0.93881, "X1": 0.18134, "Y1": 0.6062, "X2": 0.80552, "Y2": 0.606, "X3": 0.80552, "Y3": 0.6208, "X4": 0.18134, "Y4": 0.6208, "page": 0}, {"Word": "offerings to adult smokers. MDPH nicotine yields for selected Basic brand styles, measured to", "Confidence": 0.97464, "X1": 0.18134, "Y1": 0.6232, "X2": 0.82129, "Y2": 0.623, "X3": 0.82129, "Y3": 0.6368, "X4": 0.18134, "Y4": 0.6368, "page": 0}, {"Word": "the hundredth mg, are seen in Figure 4. Basic Full Flavor Box and Basic Lights Box cigarettes", "Confidence": 0.90024, "X1": 0.18265, "Y1": 0.6382, "X2": 0.82129, "Y2": 0.638, "X3": 0.82129, "Y3": 0.6528, "X4": 0.18265, "Y4": 0.6528, "page": 0}, {"Word": "are two of the leading Basic brand family products. As was seen for Marlboro brand styles,", "Confidence": 0.8385, "X1": 0.18003, "Y1": 0.6542, "X2": 0.79895, "Y2": 0.654, "X3": 0.79895, "Y3": 0.6688, "X4": 0.18003, "Y4": 0.6698, "page": 0}, {"Word": "MDPH nicotine yields for these Basic brand styles have shown rardcm variation over time.", "Confidence": 0.91621, "X1": 0.18397, "Y1": 0.6702, "X2": 0.79501, "Y2": 0.67, "X3": 0.79501, "Y3": 0.6848, "X4": 0.18397, "Y4": 0.6848, "page": 0}, {"Word": "Year-to-year differences were generally less than 0.10 mg n coline.", "Confidence": 0.8449, "X1": 0.18528, "Y1": 0.6862, "X2": 0.63732, "Y2": 0.686, "X3": 0.63732, "Y3": 0.7018, "X4": 0.18528, "Y4": 0.7018, "page": 0}, {"Word": "page 6 of 12", "Confidence": 0.99275, "X1": 0.44152, "Y1": 0.8522, "X2": 0.52694, "Y2": 0.852, "X3": 0.52825, "Y3": 0.8668, "X4": 0.44152, "Y4": 0.8688, "page": 0}, {"Word": "3117138007", "Confidence": 0.991, "X1": 0.82917, "Y1": 0.9422, "X2": 0.95664, "Y2": 0.942, "X3": 0.95795, "Y3": 0.9588, "X4": 0.83049, "Y4": 0.9588, "page": 0}, {"Word": "3117138007", "Confidence": 0.817, "X1": 0.02497, "Y1": 0.9852, "X2": 0.12746, "Y2": 0.985, "X3": 0.12746, "Y3": 0.9968, "X4": 0.02497, "Y4": 0.9968, "page": 0}], "words_data": [{"Word": "Averaged'", "Confidence": 0.699, "X1": 0.2615, "Y1": 0.1712, "X2": 0.31275, "Y2": 0.171, "X3": 0.31275, "Y3": 0.1828, "X4": 0.26018, "Y4": 0.1828, "page": 0, "Index": 0}, {"Word": "MDPH", "Confidence": 0.646, "X1": 0.31669, "Y1": 0.1712, "X2": 0.34823, "Y2": 0.171, "X3": 0.34823, "Y3": 0.1828, "X4": 0.31537, "Y4": 0.1828, "page": 0, "Index": 1}, {"Word": "Nicotine", "Confidence": 0.608, "X1": 0.35217, "Y1": 0.1712, "X2": 0.39816, "Y2": 0.171, "X3": 0.39685, "Y3": 0.1828, "X4": 0.35085, "Y4": 0.1828, "page": 0, "Index": 2}, {"Word": "Yield", "Confidence": 0.902, "X1": 0.40079, "Y1": 0.1712, "X2": 0.42707, "Y2": 0.171, "X3": 0.42707, "Y3": 0.1828, "X4": 0.40079, "Y4": 0.1828, "page": 0, "Index": 3}, {"Word": "of", "Confidence": 0.997, "X1": 0.43101, "Y1": 0.1712, "X2": 0.44021, "Y2": 0.171, "X3": 0.44021, "Y3": 0.1828, "X4": 0.4297, "Y4": 0.1828, "page": 0, "Index": 4}, {"Word": "18", "Confidence": 0.608, "X1": 0.44415, "Y1": 0.1712, "X2": 0.45598, "Y2": 0.171, "X3": 0.45598, "Y3": 0.1828, "X4": 0.44284, "Y4": 0.1828, "page": 0, "Index": 5}, {"Word": "Marlboro", "Confidence": 0.797, "X1": 0.45861, "Y1": 0.1712, "X2": 0.50591, "Y2": 0.171, "X3": 0.50591, "Y3": 0.1828, "X4": 0.45861, "Y4": 0.1828, "page": 0, "Index": 6}, {"Word": "Cigarette", "Confidence": 0.606, "X1": 0.50986, "Y1": 0.1712, "X2": 0.55848, "Y2": 0.171, "X3": 0.55716, "Y3": 0.1828, "X4": 0.50854, "Y4": 0.1828, "page": 0, "Index": 7}, {"Word": "Drand", "Confidence": 0.968, "X1": 0.5611, "Y1": 0.1712, "X2": 0.59396, "Y2": 0.171, "X3": 0.59396, "Y3": 0.1828, "X4": 0.5611, "Y4": 0.1828, "page": 0, "Index": 8}, {"Word": "Styles", "Confidence": 0.881, "X1": 0.5979, "Y1": 0.1712, "X2": 0.62943, "Y2": 0.171, "X3": 0.62943, "Y3": 0.1828, "X4": 0.59658, "Y4": 0.1828, "page": 0, "Index": 9}, {"Word": "from", "Confidence": 0.889, "X1": 0.63338, "Y1": 0.1712, "X2": 0.65703, "Y2": 0.171, "X3": 0.65703, "Y3": 0.1828, "X4": 0.63206, "Y4": 0.1828, "page": 0, "Index": 10}, {"Word": "1997", "Confidence": 0.981, "X1": 0.66229, "Y1": 0.1712, "X2": 0.68594, "Y2": 0.171, "X3": 0.68594, "Y3": 0.1828, "X4": 0.66097, "Y4": 0.1828, "page": 0, "Index": 11}, {"Word": "-", "Confidence": 0.709, "X1": 0.68988, "Y1": 0.1712, "X2": 0.69382, "Y2": 0.171, "X3": 0.69251, "Y3": 0.1828, "X4": 0.68857, "Y4": 0.1828, "page": 0, "Index": 12}, {"Word": "2008", "Confidence": 0.837, "X1": 0.69645, "Y1": 0.1712, "X2": 0.72405, "Y2": 0.171, "X3": 0.72273, "Y3": 0.1828, "X4": 0.69514, "Y4": 0.1828, "page": 0, "Index": 13}, {"Word": "22", "Confidence": 0.215, "X1": 0.22733, "Y1": 0.1942, "X2": 0.24047, "Y2": 0.194, "X3": 0.24179, "Y3": 0.2028, "X4": 0.22733, "Y4": 0.2028, "page": 0, "Index": 14}, {"Word": "migicigarette", "Confidence": 0.294, "X1": 0.20368, "Y1": 0.2332, "X2": 0.20368, "Y2": 0.233, "X3": 0.21813, "Y3": 0.2338, "X4": 0.21682, "Y4": 0.2788, "page": 0, "Index": 15}, {"Word": "21", "Confidence": 0.952, "X1": 0.22733, "Y1": 0.2252, "X2": 0.24179, "Y2": 0.225, "X3": 0.24047, "Y3": 0.2348, "X4": 0.22733, "Y4": 0.2338, "page": 0, "Index": 16}, {"Word": "108", "Confidence": 0.05, "X1": 0.73587, "Y1": 0.2352, "X2": 0.75296, "Y2": 0.235, "X3": 0.75296, "Y3": 0.2418, "X4": 0.73587, "Y4": 0.2428, "page": 0, "Index": 17}, {"Word": "1.07", "Confidence": 0.627, "X1": 0.49671, "Y1": 0.2542, "X2": 0.51643, "Y2": 0.254, "X3": 0.51643, "Y3": 0.2618, "X4": 0.49671, "Y4": 0.2618, "page": 0, "Index": 18}, {"Word": "20", "Confidence": 0.941, "X1": 0.22602, "Y1": 0.2572, "X2": 0.24179, "Y2": 0.257, "X3": 0.24179, "Y3": 0.2688, "X4": 0.22602, "Y4": 0.2688, "page": 0, "Index": 19}, {"Word": "........", "Confidence": 0.61, "X1": 0.26675, "Y1": 0.2682, "X2": 0.30749, "Y2": 0.268, "X3": 0.30749, "Y3": 0.2738, "X4": 0.26675, "Y4": 0.2738, "page": 0, "Index": 20}, {"Word": "1.64", "Confidence": 0.787, "X1": 0.45729, "Y1": 0.2642, "X2": 0.477, "Y2": 0.264, "X3": 0.477, "Y3": 0.2728, "X4": 0.45729, "Y4": 0.2728, "page": 0, "Index": 21}, {"Word": "..", "Confidence": 0.022, "X1": 0.52431, "Y1": 0.2672, "X2": 0.53219, "Y2": 0.267, "X3": 0.53219, "Y3": 0.2768, "X4": 0.52431, "Y4": 0.2758, "page": 0, "Index": 22}, {"Word": "1.93", "Confidence": 0.8, "X1": 0.53482, "Y1": 0.2672, "X2": 0.55585, "Y2": 0.267, "X3": 0.55585, "Y3": 0.2768, "X4": 0.53482, "Y4": 0.2768, "page": 0, "Index": 23}, {"Word": "Yield,", "Confidence": 0.603, "X1": 0.20368, "Y1": 0.2812, "X2": 0.20368, "Y2": 0.281, "X3": 0.21682, "Y3": 0.2808, "X4": 0.21682, "Y4": 0.2998, "page": 0, "Index": 24}, {"Word": "1.90", "Confidence": 0.847, "X1": 0.57424, "Y1": 0.2792, "X2": 0.59527, "Y2": 0.279, "X3": 0.59527, "Y3": 0.2868, "X4": 0.57424, "Y4": 0.2868, "page": 0, "Index": 25}, {"Word": "1.88", "Confidence": 0.196, "X1": 0.3364, "Y1": 0.2842, "X2": 0.35742, "Y2": 0.284, "X3": 0.35742, "Y3": 0.2918, "X4": 0.3364, "Y4": 0.2928, "page": 0, "Index": 26}, {"Word": "1.89", "Confidence": 0.648, "X1": 0.37714, "Y1": 0.2802, "X2": 0.39553, "Y2": 0.28, "X3": 0.39553, "Y3": 0.2888, "X4": 0.37714, "Y4": 0.2878, "page": 0, "Index": 27}, {"Word": "1.69", "Confidence": 0.663, "X1": 0.41524, "Y1": 0.2812, "X2": 0.43627, "Y2": 0.281, "X3": 0.43627, "Y3": 0.2898, "X4": 0.41524, "Y4": 0.2888, "page": 0, "Index": 28}, {"Word": "Over-time", "Confidence": 0.662, "X1": 0.72273, "Y1": 0.2872, "X2": 0.76478, "Y2": 0.287, "X3": 0.76478, "Y3": 0.2948, "X4": 0.72273, "Y4": 0.2958, "page": 0, "Index": 29}, {"Word": "Mear", "Confidence": 0.932, "X1": 0.76741, "Y1": 0.2872, "X2": 0.79238, "Y2": 0.287, "X3": 0.79106, "Y3": 0.2958, "X4": 0.7661, "Y4": 0.2948, "page": 0, "Index": 30}, {"Word": "Noceno", "Confidence": 0.456, "X1": 0.20237, "Y1": 0.3022, "X2": 0.20368, "Y2": 0.302, "X3": 0.21682, "Y3": 0.3018, "X4": 0.21551, "Y4": 0.3308, "page": 0, "Index": 31}, {"Word": "19", "Confidence": 0.708, "X1": 0.22733, "Y1": 0.2902, "X2": 0.24047, "Y2": 0.29, "X3": 0.24047, "Y3": 0.2988, "X4": 0.22733, "Y4": 0.2978, "page": 0, "Index": 32}, {"Word": "1-1.86", "Confidence": 0.208, "X1": 0.24442, "Y1": 0.2922, "X2": 0.27727, "Y2": 0.292, "X3": 0.27727, "Y3": 0.2998, "X4": 0.24442, "Y4": 0.2988, "page": 0, "Index": 33}, {"Word": "of", "Confidence": 0.885, "X1": 0.73193, "Y1": 0.2972, "X2": 0.7385, "Y2": 0.297, "X3": 0.7385, "Y3": 0.3038, "X4": 0.73193, "Y4": 0.3038, "page": 0, "Index": 34}, {"Word": "Averaged", "Confidence": 0.602, "X1": 0.74113, "Y1": 0.2972, "X2": 0.78449, "Y2": 0.297, "X3": 0.78318, "Y3": 0.3038, "X4": 0.74113, "Y4": 0.3038, "page": 0, "Index": 35}, {"Word": "Fields", "Confidence": 0.245, "X1": 0.74376, "Y1": 0.3062, "X2": 0.77267, "Y2": 0.306, "X3": 0.77267, "Y3": 0.3128, "X4": 0.74376, "Y4": 0.3128, "page": 0, "Index": 36}, {"Word": "1.73", "Confidence": 0.941, "X1": 0.29829, "Y1": 0.3102, "X2": 0.32063, "Y2": 0.31, "X3": 0.32063, "Y3": 0.3198, "X4": 0.29829, "Y4": 0.3188, "page": 0, "Index": 37}, {"Word": "MDPH", "Confidence": 0.267, "X1": 0.20237, "Y1": 0.3332, "X2": 0.20237, "Y2": 0.333, "X3": 0.21551, "Y3": 0.3328, "X4": 0.21551, "Y4": 0.3558, "page": 0, "Index": 38}, {"Word": "18", "Confidence": 0.933, "X1": 0.22733, "Y1": 0.3212, "X2": 0.24179, "Y2": 0.321, "X3": 0.24047, "Y3": 0.3308, "X4": 0.22733, "Y4": 0.3298, "page": 0, "Index": 39}, {"Word": "-----", "Confidence": 0.238, "X1": 0.26544, "Y1": 0.3592, "X2": 0.29961, "Y2": 0.359, "X3": 0.29961, "Y3": 0.3638, "X4": 0.26675, "Y4": 0.3638, "page": 0, "Index": 40}, {"Word": "-", "Confidence": 0.962, "X1": 0.72799, "Y1": 0.3572, "X2": 0.73325, "Y2": 0.357, "X3": 0.73325, "Y3": 0.3648, "X4": 0.72799, "Y4": 0.3648, "page": 0, "Index": 41}, {"Word": "10%", "Confidence": 0.973, "X1": 0.73587, "Y1": 0.3572, "X2": 0.7569, "Y2": 0.357, "X3": 0.7569, "Y3": 0.3638, "X4": 0.73587, "Y4": 0.3648, "page": 0, "Index": 42}, {"Word": "1.6", "Confidence": 0.609, "X1": 0.22733, "Y1": 0.3852, "X2": 0.24179, "Y2": 0.385, "X3": 0.24047, "Y3": 0.3938, "X4": 0.22733, "Y4": 0.3928, "page": 0, "Index": 43}, {"Word": "----", "Confidence": 0.642, "X1": 0.66886, "Y1": 0.3882, "X2": 0.71091, "Y2": 0.388, "X3": 0.71091, "Y3": 0.3918, "X4": 0.66886, "Y4": 0.3918, "page": 0, "Index": 44}, {"Word": "1007", "Confidence": 0.719, "X1": 0.25756, "Y1": 0.3962, "X2": 0.27858, "Y2": 0.396, "X3": 0.27858, "Y3": 0.4048, "X4": 0.25756, "Y4": 0.4048, "page": 0, "Index": 45}, {"Word": "1008", "Confidence": 0.032, "X1": 0.29566, "Y1": 0.3962, "X2": 0.318, "Y2": 0.396, "X3": 0.318, "Y3": 0.4048, "X4": 0.29566, "Y4": 0.4048, "page": 0, "Index": 46}, {"Word": "1000", "Confidence": 0.767, "X1": 0.33509, "Y1": 0.3962, "X2": 0.35742, "Y2": 0.396, "X3": 0.35742, "Y3": 0.4048, "X4": 0.33509, "Y4": 0.4048, "page": 0, "Index": 47}, {"Word": "2000", "Confidence": 0.853, "X1": 0.37451, "Y1": 0.3952, "X2": 0.39685, "Y2": 0.395, "X3": 0.39685, "Y3": 0.4048, "X4": 0.37451, "Y4": 0.4048, "page": 0, "Index": 48}, {"Word": "2001", "Confidence": 0.403, "X1": 0.41524, "Y1": 0.3952, "X2": 0.43758, "Y2": 0.395, "X3": 0.43758, "Y3": 0.4048, "X4": 0.41524, "Y4": 0.4048, "page": 0, "Index": 49}, {"Word": "208:", "Confidence": 0.48, "X1": 0.45466, "Y1": 0.3952, "X2": 0.477, "Y2": 0.395, "X3": 0.477, "Y3": 0.4048, "X4": 0.45466, "Y4": 0.4048, "page": 0, "Index": 50}, {"Word": "2003", "Confidence": 0.308, "X1": 0.49409, "Y1": 0.3952, "X2": 0.51643, "Y2": 0.395, "X3": 0.51643, "Y3": 0.4048, "X4": 0.49277, "Y4": 0.4048, "page": 0, "Index": 51}, {"Word": "2004", "Confidence": 0.069, "X1": 0.53351, "Y1": 0.3952, "X2": 0.55585, "Y2": 0.395, "X3": 0.55585, "Y3": 0.4048, "X4": 0.53351, "Y4": 0.4048, "page": 0, "Index": 52}, {"Word": "2005", "Confidence": 0.402, "X1": 0.57293, "Y1": 0.3952, "X2": 0.59658, "Y2": 0.395, "X3": 0.59527, "Y3": 0.4048, "X4": 0.57293, "Y4": 0.4048, "page": 0, "Index": 53}, {"Word": "2008", "Confidence": 0.247, "X1": 0.61235, "Y1": 0.3952, "X2": 0.63601, "Y2": 0.395, "X3": 0.63469, "Y3": 0.4048, "X4": 0.61235, "Y4": 0.4048, "page": 0, "Index": 54}, {"Word": "2097", "Confidence": 0.136, "X1": 0.65177, "Y1": 0.3962, "X2": 0.67674, "Y2": 0.396, "X3": 0.67543, "Y3": 0.4048, "X4": 0.65177, "Y4": 0.4048, "page": 0, "Index": 55}, {"Word": "2008", "Confidence": 0.286, "X1": 0.6912, "Y1": 0.3962, "X2": 0.71353, "Y2": 0.396, "X3": 0.71353, "Y3": 0.4048, "X4": 0.68988, "Y4": 0.4048, "page": 0, "Index": 56}, {"Word": "Figure", "Confidence": 0.981, "X1": 0.18397, "Y1": 0.4292, "X2": 0.22208, "Y2": 0.429, "X3": 0.22208, "Y3": 0.4408, "X4": 0.18397, "Y4": 0.4408, "page": 0, "Index": 57}, {"Word": "3.", "Confidence": 0.915, "X1": 0.22602, "Y1": 0.4292, "X2": 0.24047, "Y2": 0.429, "X3": 0.23916, "Y3": 0.4408, "X4": 0.22602, "Y4": 0.4408, "page": 0, "Index": 58}, {"Word": "Averaged\"", "Confidence": 0.628, "X1": 0.2431, "Y1": 0.4292, "X2": 0.30223, "Y2": 0.429, "X3": 0.30223, "Y3": 0.4408, "X4": 0.2431, "Y4": 0.4408, "page": 0, "Index": 59}, {"Word": "MDPH", "Confidence": 0.24, "X1": 0.30486, "Y1": 0.4292, "X2": 0.34034, "Y2": 0.429, "X3": 0.34034, "Y3": 0.4408, "X4": 0.30486, "Y4": 0.4408, "page": 0, "Index": 60}, {"Word": "nicotine", "Confidence": 0.658, "X1": 0.34297, "Y1": 0.4292, "X2": 0.38765, "Y2": 0.429, "X3": 0.38765, "Y3": 0.4408, "X4": 0.34297, "Y4": 0.4408, "page": 0, "Index": 61}, {"Word": "yielc", "Confidence": 0.617, "X1": 0.39159, "Y1": 0.4292, "X2": 0.41656, "Y2": 0.429, "X3": 0.41656, "Y3": 0.4408, "X4": 0.39159, "Y4": 0.4408, "page": 0, "Index": 62}, {"Word": "for", "Confidence": 0.991, "X1": 0.41919, "Y1": 0.4292, "X2": 0.43627, "Y2": 0.429, "X3": 0.43627, "Y3": 0.4408, "X4": 0.41919, "Y4": 0.4408, "page": 0, "Index": 63}, {"Word": "18", "Confidence": 0.955, "X1": 0.4389, "Y1": 0.4292, "X2": 0.45204, "Y2": 0.429, "X3": 0.45204, "Y3": 0.4408, "X4": 0.4389, "Y4": 0.4408, "page": 0, "Index": 64}, {"Word": "Marlboro", "Confidence": 0.655, "X1": 0.45466, "Y1": 0.4292, "X2": 0.50329, "Y2": 0.429, "X3": 0.50329, "Y3": 0.4408, "X4": 0.45466, "Y4": 0.4408, "page": 0, "Index": 65}, {"Word": "branc", "Confidence": 0.94, "X1": 0.50723, "Y1": 0.4292, "X2": 0.54008, "Y2": 0.429, "X3": 0.53876, "Y3": 0.4408, "X4": 0.50723, "Y4": 0.4408, "page": 0, "Index": 66}, {"Word": "styles", "Confidence": 0.991, "X1": 0.54271, "Y1": 0.4292, "X2": 0.57556, "Y2": 0.429, "X3": 0.57424, "Y3": 0.4408, "X4": 0.54271, "Y4": 0.4408, "page": 0, "Index": 67}, {"Word": "reported", "Confidence": 0.255, "X1": 0.57819, "Y1": 0.4292, "X2": 0.62812, "Y2": 0.429, "X3": 0.62681, "Y3": 0.4408, "X4": 0.57819, "Y4": 0.4408, "page": 0, "Index": 68}, {"Word": "n", "Confidence": 0.925, "X1": 0.63075, "Y1": 0.4292, "X2": 0.63863, "Y2": 0.429, "X3": 0.63732, "Y3": 0.4408, "X4": 0.63075, "Y4": 0.4408, "page": 0, "Index": 69}, {"Word": "all", "Confidence": 0.743, "X1": 0.64126, "Y1": 0.4292, "X2": 0.6544, "Y2": 0.429, "X3": 0.6544, "Y3": 0.4408, "X4": 0.64126, "Y4": 0.4408, "page": 0, "Index": 70}, {"Word": "yet", "Confidence": 0.451, "X1": 0.65703, "Y1": 0.4292, "X2": 0.67411, "Y2": 0.429, "X3": 0.67411, "Y3": 0.4408, "X4": 0.65703, "Y4": 0.4408, "page": 0, "Index": 71}, {"Word": "Is", "Confidence": 0.607, "X1": 0.67806, "Y1": 0.4292, "X2": 0.68725, "Y2": 0.429, "X3": 0.68725, "Y3": 0.4408, "X4": 0.67674, "Y4": 0.4408, "page": 0, "Index": 72}, {"Word": "\"IOT", "Confidence": 0.288, "X1": 0.6912, "Y1": 0.4292, "X2": 0.71748, "Y2": 0.429, "X3": 0.71748, "Y3": 0.4398, "X4": 0.68988, "Y4": 0.4408, "page": 0, "Index": 73}, {"Word": "1997-2008.", "Confidence": 0.847, "X1": 0.72011, "Y1": 0.4292, "X2": 0.79369, "Y2": 0.429, "X3": 0.79238, "Y3": 0.4398, "X4": 0.72011, "Y4": 0.4398, "page": 0, "Index": 74}, {"Word": "The", "Confidence": 0.998, "X1": 0.79632, "Y1": 0.4292, "X2": 0.81997, "Y2": 0.429, "X3": 0.81997, "Y3": 0.4398, "X4": 0.79632, "Y4": 0.4398, "page": 0, "Index": 75}, {"Word": "center", "Confidence": 0.936, "X1": 0.1866, "Y1": 0.4412, "X2": 0.21682, "Y2": 0.441, "X3": 0.21551, "Y3": 0.4528, "X4": 0.1866, "Y4": 0.4528, "page": 0, "Index": 76}, {"Word": "line", "Confidence": 0.924, "X1": 0.21945, "Y1": 0.4412, "X2": 0.23916, "Y2": 0.441, "X3": 0.23916, "Y3": 0.4528, "X4": 0.21945, "Y4": 0.4528, "page": 0, "Index": 77}, {"Word": "is", "Confidence": 0.997, "X1": 0.24179, "Y1": 0.4412, "X2": 0.25099, "Y2": 0.441, "X3": 0.25099, "Y3": 0.4528, "X4": 0.24179, "Y4": 0.4528, "page": 0, "Index": 78}, {"Word": "the", "Confidence": 0.986, "X1": 0.25361, "Y1": 0.4412, "X2": 0.27595, "Y2": 0.441, "X3": 0.27464, "Y3": 0.4528, "X4": 0.25361, "Y4": 0.4528, "page": 0, "Index": 79}, {"Word": "ave-time", "Confidence": 0.625, "X1": 0.27858, "Y1": 0.4412, "X2": 0.33246, "Y2": 0.441, "X3": 0.33246, "Y3": 0.4528, "X4": 0.27858, "Y4": 0.4528, "page": 0, "Index": 80}, {"Word": "mean", "Confidence": 0.709, "X1": 0.33509, "Y1": 0.4412, "X2": 0.36531, "Y2": 0.441, "X3": 0.36531, "Y3": 0.4528, "X4": 0.33509, "Y4": 0.4528, "page": 0, "Index": 81}, {"Word": "of", "Confidence": 0.998, "X1": 0.36794, "Y1": 0.4412, "X2": 0.37714, "Y2": 0.441, "X3": 0.37714, "Y3": 0.4528, "X4": 0.36794, "Y4": 0.4528, "page": 0, "Index": 82}, {"Word": "the", "Confidence": 0.994, "X1": 0.37976, "Y1": 0.4412, "X2": 0.39947, "Y2": 0.441, "X3": 0.39947, "Y3": 0.4528, "X4": 0.37976, "Y4": 0.4528, "page": 0, "Index": 83}, {"Word": "yearly", "Confidence": 0.995, "X1": 0.4021, "Y1": 0.4412, "X2": 0.43627, "Y2": 0.441, "X3": 0.43627, "Y3": 0.4528, "X4": 0.4021, "Y4": 0.4528, "page": 0, "Index": 84}, {"Word": "10-brard", "Confidence": 0.883, "X1": 0.4389, "Y1": 0.4412, "X2": 0.48883, "Y2": 0.441, "X3": 0.48883, "Y3": 0.4528, "X4": 0.4389, "Y4": 0.4528, "page": 0, "Index": 85}, {"Word": "style", "Confidence": 0.943, "X1": 0.49277, "Y1": 0.4412, "X2": 0.51774, "Y2": 0.441, "X3": 0.51774, "Y3": 0.4528, "X4": 0.49146, "Y4": 0.4528, "page": 0, "Index": 86}, {"Word": "averaged", "Confidence": 0.849, "X1": 0.52037, "Y1": 0.4412, "X2": 0.57293, "Y2": 0.441, "X3": 0.57293, "Y3": 0.4528, "X4": 0.52037, "Y4": 0.4528, "page": 0, "Index": 87}, {"Word": "sie", "Confidence": 0.309, "X1": 0.57556, "Y1": 0.4412, "X2": 0.59264, "Y2": 0.441, "X3": 0.59264, "Y3": 0.4528, "X4": 0.57556, "Y4": 0.4528, "page": 0, "Index": 88}, {"Word": "ds.", "Confidence": 0.106, "X1": 0.59658, "Y1": 0.4412, "X2": 0.61892, "Y2": 0.441, "X3": 0.61761, "Y3": 0.4528, "X4": 0.59527, "Y4": 0.4528, "page": 0, "Index": 89}, {"Word": "Cross-", "Confidence": 0.912, "X1": 0.62286, "Y1": 0.4412, "X2": 0.65834, "Y2": 0.441, "X3": 0.65834, "Y3": 0.4528, "X4": 0.62286, "Y4": 0.4528, "page": 0, "Index": 90}, {"Word": "nos", "Confidence": 0.708, "X1": 0.66097, "Y1": 0.4412, "X2": 0.68068, "Y2": 0.441, "X3": 0.68068, "Y3": 0.4528, "X4": 0.66097, "Y4": 0.4528, "page": 0, "Index": 91}, {"Word": "are", "Confidence": 0.743, "X1": 0.68463, "Y1": 0.4412, "X2": 0.70171, "Y2": 0.441, "X3": 0.70039, "Y3": 0.4528, "X4": 0.68331, "Y4": 0.4528, "page": 0, "Index": 92}, {"Word": "(+/-)", "Confidence": 0.087, "X1": 0.70434, "Y1": 0.4412, "X2": 0.7293, "Y2": 0.441, "X3": 0.7293, "Y3": 0.4528, "X4": 0.70302, "Y4": 0.4528, "page": 0, "Index": 93}, {"Word": "575", "Confidence": 0.337, "X1": 0.73325, "Y1": 0.4412, "X2": 0.75164, "Y2": 0.441, "X3": 0.75164, "Y3": 0.4528, "X4": 0.73193, "Y4": 0.4528, "page": 0, "Index": 94}, {"Word": "and", "Confidence": 0.986, "X1": 0.75558, "Y1": 0.4412, "X2": 0.7753, "Y2": 0.441, "X3": 0.77398, "Y3": 0.4528, "X4": 0.75427, "Y4": 0.4528, "page": 0, "Index": 95}, {"Word": "(+/-)", "Confidence": 0.108, "X1": 0.77792, "Y1": 0.4412, "X2": 0.80815, "Y2": 0.441, "X3": 0.80683, "Y3": 0.4528, "X4": 0.77661, "Y4": 0.4528, "page": 0, "Index": 96}, {"Word": "13%", "Confidence": 0.842, "X1": 0.1866, "Y1": 0.4532, "X2": 0.20894, "Y2": 0.453, "X3": 0.20894, "Y3": 0.4648, "X4": 0.1866, "Y4": 0.4648, "page": 0, "Index": 97}, {"Word": "of", "Confidence": 0.991, "X1": 0.21288, "Y1": 0.4532, "X2": 0.22339, "Y2": 0.453, "X3": 0.22339, "Y3": 0.4648, "X4": 0.21156, "Y4": 0.4648, "page": 0, "Index": 98}, {"Word": "this", "Confidence": 0.904, "X1": 0.22602, "Y1": 0.4532, "X2": 0.24573, "Y2": 0.453, "X3": 0.24573, "Y3": 0.4648, "X4": 0.22602, "Y4": 0.4648, "page": 0, "Index": 99}, {"Word": "over", "Confidence": 0.601, "X1": 0.24967, "Y1": 0.4532, "X2": 0.27464, "Y2": 0.453, "X3": 0.27464, "Y3": 0.4648, "X4": 0.24836, "Y4": 0.4648, "page": 0, "Index": 100}, {"Word": "time", "Confidence": 0.603, "X1": 0.27727, "Y1": 0.4532, "X2": 0.30092, "Y2": 0.453, "X3": 0.30092, "Y3": 0.4648, "X4": 0.27727, "Y4": 0.4648, "page": 0, "Index": 101}, {"Word": "moan", "Confidence": 0.857, "X1": 0.30486, "Y1": 0.4532, "X2": 0.33903, "Y2": 0.453, "X3": 0.33771, "Y3": 0.4648, "X4": 0.30355, "Y4": 0.4648, "page": 0, "Index": 102}, {"Word": "Bosauso", "Confidence": 0.094, "X1": 0.3456, "Y1": 0.4532, "X2": 0.39422, "Y2": 0.453, "X3": 0.39422, "Y3": 0.4648, "X4": 0.34428, "Y4": 0.4648, "page": 0, "Index": 103}, {"Word": "s", "Confidence": 0.023, "X1": 0.39685, "Y1": 0.4532, "X2": 0.40473, "Y2": 0.453, "X3": 0.40342, "Y3": 0.4648, "X4": 0.39685, "Y4": 0.4648, "page": 0, "Index": 104}, {"Word": "no", "Confidence": 0.634, "X1": 0.40736, "Y1": 0.4532, "X2": 0.4205, "Y2": 0.453, "X3": 0.4205, "Y3": 0.4648, "X4": 0.40736, "Y4": 0.4648, "page": 0, "Index": 105}, {"Word": "vere", "Confidence": 0.225, "X1": 0.42444, "Y1": 0.4532, "X2": 0.44547, "Y2": 0.453, "X3": 0.44415, "Y3": 0.4648, "X4": 0.42313, "Y4": 0.4648, "page": 0, "Index": 106}, {"Word": "choose", "Confidence": 0.532, "X1": 0.44809, "Y1": 0.4532, "X2": 0.48752, "Y2": 0.453, "X3": 0.48752, "Y3": 0.4648, "X4": 0.44809, "Y4": 0.4648, "page": 0, "Index": 107}, {"Word": "individual", "Confidence": 0.357, "X1": 0.49146, "Y1": 0.4532, "X2": 0.54534, "Y2": 0.453, "X3": 0.54402, "Y3": 0.4648, "X4": 0.49014, "Y4": 0.4648, "page": 0, "Index": 108}, {"Word": "arand", "Confidence": 0.693, "X1": 0.54796, "Y1": 0.4532, "X2": 0.5795, "Y2": 0.453, "X3": 0.57819, "Y3": 0.4648, "X4": 0.54796, "Y4": 0.4648, "page": 0, "Index": 109}, {"Word": "otylico,", "Confidence": 0.225, "X1": 0.58213, "Y1": 0.4532, "X2": 0.61761, "Y2": 0.453, "X3": 0.61761, "Y3": 0.4648, "X4": 0.58081, "Y4": 0.4648, "page": 0, "Index": 110}, {"Word": "PM", "Confidence": 0.997, "X1": 0.62155, "Y1": 0.4532, "X2": 0.63863, "Y2": 0.453, "X3": 0.63863, "Y3": 0.4648, "X4": 0.62024, "Y4": 0.4648, "page": 0, "Index": 111}, {"Word": "USA", "Confidence": 0.907, "X1": 0.64389, "Y1": 0.4532, "X2": 0.66886, "Y2": 0.453, "X3": 0.66754, "Y3": 0.4648, "X4": 0.64258, "Y4": 0.4648, "page": 0, "Index": 112}, {"Word": "boliovos", "Confidence": 0.644, "X1": 0.67148, "Y1": 0.4532, "X2": 0.71748, "Y2": 0.453, "X3": 0.71748, "Y3": 0.4648, "X4": 0.67148, "Y4": 0.4648, "page": 0, "Index": 113}, {"Word": "that", "Confidence": 0.83, "X1": 0.72142, "Y1": 0.4532, "X2": 0.74244, "Y2": 0.453, "X3": 0.74113, "Y3": 0.4648, "X4": 0.72011, "Y4": 0.4648, "page": 0, "Index": 114}, {"Word": "the", "Confidence": 0.582, "X1": 0.74507, "Y1": 0.4532, "X2": 0.76347, "Y2": 0.453, "X3": 0.76216, "Y3": 0.4648, "X4": 0.74507, "Y4": 0.4648, "page": 0, "Index": 115}, {"Word": "focus", "Confidence": 0.829, "X1": 0.7661, "Y1": 0.4532, "X2": 0.79632, "Y2": 0.453, "X3": 0.79632, "Y3": 0.4648, "X4": 0.76478, "Y4": 0.4648, "page": 0, "Index": 116}, {"Word": "of", "Confidence": 0.991, "X1": 0.80026, "Y1": 0.4532, "X2": 0.81472, "Y2": 0.453, "X3": 0.8134, "Y3": 0.4648, "X4": 0.79895, "Y4": 0.4648, "page": 0, "Index": 117}, {"Word": "an", "Confidence": 0.991, "X1": 0.1866, "Y1": 0.4662, "X2": 0.19974, "Y2": 0.466, "X3": 0.19842, "Y3": 0.4768, "X4": 0.18528, "Y4": 0.4768, "page": 0, "Index": 118}, {"Word": "analysis", "Confidence": 0.333, "X1": 0.20237, "Y1": 0.4652, "X2": 0.24704, "Y2": 0.465, "X3": 0.24573, "Y3": 0.4768, "X4": 0.20105, "Y4": 0.4768, "page": 0, "Index": 119}, {"Word": "of", "Confidence": 0.942, "X1": 0.24967, "Y1": 0.4652, "X2": 0.26018, "Y2": 0.465, "X3": 0.26018, "Y3": 0.4768, "X4": 0.24836, "Y4": 0.4768, "page": 0, "Index": 120}, {"Word": "repored", "Confidence": 0.641, "X1": 0.26413, "Y1": 0.4652, "X2": 0.31143, "Y2": 0.465, "X3": 0.31012, "Y3": 0.4768, "X4": 0.26281, "Y4": 0.4768, "page": 0, "Index": 121}, {"Word": "n", "Confidence": 0.952, "X1": 0.31406, "Y1": 0.4652, "X2": 0.32063, "Y2": 0.465, "X3": 0.32063, "Y3": 0.4768, "X4": 0.31275, "Y4": 0.4768, "page": 0, "Index": 122}, {"Word": "coline", "Confidence": 0.637, "X1": 0.32457, "Y1": 0.4652, "X2": 0.35742, "Y2": 0.465, "X3": 0.35611, "Y3": 0.4768, "X4": 0.32326, "Y4": 0.4768, "page": 0, "Index": 123}, {"Word": "yields", "Confidence": 0.941, "X1": 0.36005, "Y1": 0.4652, "X2": 0.39159, "Y2": 0.465, "X3": 0.39159, "Y3": 0.4768, "X4": 0.36005, "Y4": 0.4768, "page": 0, "Index": 124}, {"Word": "should", "Confidence": 0.995, "X1": 0.39553, "Y1": 0.4652, "X2": 0.43233, "Y2": 0.465, "X3": 0.43233, "Y3": 0.4768, "X4": 0.39422, "Y4": 0.4768, "page": 0, "Index": 125}, {"Word": "be", "Confidence": 0.991, "X1": 0.43627, "Y1": 0.4652, "X2": 0.45072, "Y2": 0.465, "X3": 0.44941, "Y3": 0.4768, "X4": 0.43495, "Y4": 0.4768, "page": 0, "Index": 126}, {"Word": "at", "Confidence": 0.904, "X1": 0.45335, "Y1": 0.4652, "X2": 0.46386, "Y2": 0.465, "X3": 0.46255, "Y3": 0.4768, "X4": 0.45204, "Y4": 0.4768, "page": 0, "Index": 127}, {"Word": "the", "Confidence": 0.932, "X1": 0.46649, "Y1": 0.4652, "X2": 0.48489, "Y2": 0.465, "X3": 0.48489, "Y3": 0.4768, "X4": 0.46518, "Y4": 0.4768, "page": 0, "Index": 128}, {"Word": "b'and", "Confidence": 0.617, "X1": 0.48752, "Y1": 0.4652, "X2": 0.52037, "Y2": 0.465, "X3": 0.51905, "Y3": 0.4768, "X4": 0.48752, "Y4": 0.4768, "page": 0, "Index": 129}, {"Word": "style", "Confidence": 0.621, "X1": 0.523, "Y1": 0.4652, "X2": 0.54796, "Y2": 0.465, "X3": 0.54796, "Y3": 0.4768, "X4": 0.52168, "Y4": 0.4768, "page": 0, "Index": 130}, {"Word": "level.", "Confidence": 0.887, "X1": 0.55191, "Y1": 0.4652, "X2": 0.58476, "Y2": 0.465, "X3": 0.58344, "Y3": 0.4768, "X4": 0.55059, "Y4": 0.4768, "page": 0, "Index": 131}, {"Word": "The", "Confidence": 0.771, "X1": 0.58739, "Y1": 0.4652, "X2": 0.60972, "Y2": 0.465, "X3": 0.60841, "Y3": 0.4768, "X4": 0.58739, "Y4": 0.4768, "page": 0, "Index": 132}, {"Word": "averaged", "Confidence": 0.849, "X1": 0.61235, "Y1": 0.4652, "X2": 0.66491, "Y2": 0.465, "X3": 0.6636, "Y3": 0.4768, "X4": 0.61235, "Y4": 0.4768, "page": 0, "Index": 133}, {"Word": "yields", "Confidence": 0.811, "X1": 0.66754, "Y1": 0.4652, "X2": 0.69908, "Y2": 0.465, "X3": 0.69908, "Y3": 0.4758, "X4": 0.66754, "Y4": 0.4768, "page": 0, "Index": 134}, {"Word": "of", "Confidence": 0.997, "X1": 0.70302, "Y1": 0.4652, "X2": 0.71485, "Y2": 0.465, "X3": 0.71353, "Y3": 0.4758, "X4": 0.70171, "Y4": 0.4758, "page": 0, "Index": 135}, {"Word": "a", "Confidence": 0.937, "X1": 0.71748, "Y1": 0.4652, "X2": 0.72405, "Y2": 0.465, "X3": 0.72405, "Y3": 0.4758, "X4": 0.71616, "Y4": 0.4758, "page": 0, "Index": 136}, {"Word": "collection", "Confidence": 0.889, "X1": 0.72799, "Y1": 0.4652, "X2": 0.77924, "Y2": 0.465, "X3": 0.77924, "Y3": 0.4758, "X4": 0.72668, "Y4": 0.4758, "page": 0, "Index": 137}, {"Word": "of", "Confidence": 0.981, "X1": 0.78318, "Y1": 0.4652, "X2": 0.79895, "Y2": 0.465, "X3": 0.79895, "Y3": 0.4758, "X4": 0.78187, "Y4": 0.4758, "page": 0, "Index": 138}, {"Word": "to", "Confidence": 0.971, "X1": 0.39028, "Y1": 0.4772, "X2": 0.40079, "Y2": 0.477, "X3": 0.39947, "Y3": 0.4878, "X4": 0.38896, "Y4": 0.4888, "page": 0, "Index": 139}, {"Word": "acknowledge", "Confidence": 0.665, "X1": 0.40342, "Y1": 0.4772, "X2": 0.47569, "Y2": 0.477, "X3": 0.47438, "Y3": 0.4878, "X4": 0.40342, "Y4": 0.4878, "page": 0, "Index": 140}, {"Word": "t'a:", "Confidence": 0.228, "X1": 0.47963, "Y1": 0.4772, "X2": 0.50197, "Y2": 0.477, "X3": 0.50066, "Y3": 0.4878, "X4": 0.47832, "Y4": 0.4878, "page": 0, "Index": 141}, {"Word": "a", "Confidence": 0.981, "X1": 0.5046, "Y1": 0.4772, "X2": 0.51117, "Y2": 0.477, "X3": 0.50986, "Y3": 0.4878, "X4": 0.50329, "Y4": 0.4878, "page": 0, "Index": 142}, {"Word": "col", "Confidence": 0.969, "X1": 0.5138, "Y1": 0.4772, "X2": 0.53088, "Y2": 0.477, "X3": 0.52957, "Y3": 0.4878, "X4": 0.51248, "Y4": 0.4878, "page": 0, "Index": 143}, {"Word": "eclive", "Confidence": 0.67, "X1": 0.53351, "Y1": 0.4772, "X2": 0.56636, "Y2": 0.477, "X3": 0.56505, "Y3": 0.4878, "X4": 0.53219, "Y4": 0.4878, "page": 0, "Index": 144}, {"Word": "approach", "Confidence": 0.625, "X1": 0.56899, "Y1": 0.4772, "X2": 0.62155, "Y2": 0.477, "X3": 0.62024, "Y3": 0.4878, "X4": 0.56767, "Y4": 0.4878, "page": 0, "Index": 145}, {"Word": "had", "Confidence": 0.924, "X1": 0.62549, "Y1": 0.4772, "X2": 0.64652, "Y2": 0.477, "X3": 0.64389, "Y3": 0.4878, "X4": 0.62286, "Y4": 0.4878, "page": 0, "Index": 146}, {"Word": "been", "Confidence": 0.846, "X1": 0.64915, "Y1": 0.4772, "X2": 0.67674, "Y2": 0.477, "X3": 0.67543, "Y3": 0.4878, "X4": 0.64783, "Y4": 0.4878, "page": 0, "Index": 147}, {"Word": "used", "Confidence": 0.958, "X1": 0.68068, "Y1": 0.4772, "X2": 0.70696, "Y2": 0.477, "X3": 0.70565, "Y3": 0.4878, "X4": 0.67806, "Y4": 0.4878, "page": 0, "Index": 148}, {"Word": "by", "Confidence": 0.955, "X1": 0.70959, "Y1": 0.4772, "X2": 0.72405, "Y2": 0.477, "X3": 0.72273, "Y3": 0.4878, "X4": 0.70828, "Y4": 0.4878, "page": 0, "Index": 149}, {"Word": "the", "Confidence": 0.998, "X1": 0.72668, "Y1": 0.4772, "X2": 0.74507, "Y2": 0.477, "X3": 0.74376, "Y3": 0.4878, "X4": 0.72536, "Y4": 0.4878, "page": 0, "Index": 150}, {"Word": "MCPH", "Confidence": 0.85, "X1": 0.7477, "Y1": 0.4772, "X2": 0.78449, "Y2": 0.477, "X3": 0.78187, "Y3": 0.4878, "X4": 0.74639, "Y4": 0.4878, "page": 0, "Index": 151}, {"Word": "and", "Confidence": 0.998, "X1": 0.78844, "Y1": 0.4772, "X2": 0.81209, "Y2": 0.477, "X3": 0.81078, "Y3": 0.4878, "X4": 0.78712, "Y4": 0.4878, "page": 0, "Index": 152}, {"Word": "brand", "Confidence": 0.962, "X1": 0.18528, "Y1": 0.4772, "X2": 0.21682, "Y2": 0.477, "X3": 0.21682, "Y3": 0.4888, "X4": 0.18397, "Y4": 0.4888, "page": 0, "Index": 153}, {"Word": "styles", "Confidence": 0.995, "X1": 0.22076, "Y1": 0.4772, "X2": 0.2523, "Y2": 0.477, "X3": 0.25099, "Y3": 0.4888, "X4": 0.21945, "Y4": 0.4888, "page": 0, "Index": 154}, {"Word": "are", "Confidence": 0.667, "X1": 0.25493, "Y1": 0.4772, "X2": 0.27332, "Y2": 0.477, "X3": 0.27201, "Y3": 0.4888, "X4": 0.25493, "Y4": 0.4888, "page": 0, "Index": 155}, {"Word": "compared", "Confidence": 0.623, "X1": 0.27595, "Y1": 0.4772, "X2": 0.33114, "Y2": 0.477, "X3": 0.33114, "Y3": 0.4888, "X4": 0.27595, "Y4": 0.4888, "page": 0, "Index": 156}, {"Word": "here", "Confidence": 0.941, "X1": 0.33509, "Y1": 0.4772, "X2": 0.36137, "Y2": 0.477, "X3": 0.36005, "Y3": 0.4888, "X4": 0.33377, "Y4": 0.4888, "page": 0, "Index": 157}, {"Word": "only", "Confidence": 0.777, "X1": 0.36399, "Y1": 0.4772, "X2": 0.38633, "Y2": 0.477, "X3": 0.38633, "Y3": 0.4888, "X4": 0.36268, "Y4": 0.4888, "page": 0, "Index": 158}, {"Word": "the", "Confidence": 0.936, "X1": 0.18528, "Y1": 0.4882, "X2": 0.20237, "Y2": 0.488, "X3": 0.20105, "Y3": 0.5008, "X4": 0.18528, "Y4": 0.4998, "page": 0, "Index": 159}, {"Word": "Harvard", "Confidence": 0.995, "X1": 0.20499, "Y1": 0.4882, "X2": 0.24967, "Y2": 0.488, "X3": 0.24967, "Y3": 0.5008, "X4": 0.20499, "Y4": 0.5008, "page": 0, "Index": 160}, {"Word": "Schoc", "Confidence": 0.917, "X1": 0.25361, "Y1": 0.4882, "X2": 0.29041, "Y2": 0.488, "X3": 0.28909, "Y3": 0.5008, "X4": 0.2523, "Y4": 0.5008, "page": 0, "Index": 161}, {"Word": "of", "Confidence": 0.955, "X1": 0.29304, "Y1": 0.4882, "X2": 0.30486, "Y2": 0.488, "X3": 0.30486, "Y3": 0.5008, "X4": 0.29304, "Y4": 0.5008, "page": 0, "Index": 162}, {"Word": "Public", "Confidence": 0.052, "X1": 0.3088, "Y1": 0.4892, "X2": 0.34166, "Y2": 0.489, "X3": 0.34034, "Y3": 0.5008, "X4": 0.3088, "Y4": 0.5008, "page": 0, "Index": 163}, {"Word": "Health", "Confidence": 0.897, "X1": 0.34428, "Y1": 0.4892, "X2": 0.38108, "Y2": 0.489, "X3": 0.37976, "Y3": 0.5008, "X4": 0.34428, "Y4": 0.5008, "page": 0, "Index": 164}, {"Word": "in", "Confidence": 0.998, "X1": 0.38371, "Y1": 0.4892, "X2": 0.39422, "Y2": 0.489, "X3": 0.39422, "Y3": 0.5008, "X4": 0.38371, "Y4": 0.5008, "page": 0, "Index": 165}, {"Word": "their", "Confidence": 0.941, "X1": 0.39816, "Y1": 0.4892, "X2": 0.42181, "Y2": 0.489, "X3": 0.42181, "Y3": 0.5008, "X4": 0.39816, "Y4": 0.5008, "page": 0, "Index": 166}, {"Word": "respective", "Confidence": 0.609, "X1": 0.42576, "Y1": 0.4892, "X2": 0.48226, "Y2": 0.489, "X3": 0.48226, "Y3": 0.5008, "X4": 0.42444, "Y4": 0.5008, "page": 0, "Index": 167}, {"Word": "nicol", "Confidence": 0.625, "X1": 0.4862, "Y1": 0.4892, "X2": 0.51248, "Y2": 0.489, "X3": 0.51248, "Y3": 0.5018, "X4": 0.4862, "Y4": 0.5008, "page": 0, "Index": 168}, {"Word": "ne", "Confidence": 0.926, "X1": 0.51511, "Y1": 0.4892, "X2": 0.52825, "Y2": 0.489, "X3": 0.52825, "Y3": 0.5018, "X4": 0.51511, "Y4": 0.5018, "page": 0, "Index": 169}, {"Word": "yie", "Confidence": 0.928, "X1": 0.53219, "Y1": 0.4892, "X2": 0.54665, "Y2": 0.489, "X3": 0.54665, "Y3": 0.5018, "X4": 0.53219, "Y4": 0.5018, "page": 0, "Index": 170}, {"Word": "c", "Confidence": 0.795, "X1": 0.55059, "Y1": 0.4892, "X2": 0.55848, "Y2": 0.489, "X3": 0.55848, "Y3": 0.5018, "X4": 0.55059, "Y4": 0.5018, "page": 0, "Index": 171}, {"Word": "analyses.", "Confidence": 0.851, "X1": 0.5611, "Y1": 0.4892, "X2": 0.61761, "Y2": 0.489, "X3": 0.61761, "Y3": 0.5018, "X4": 0.5611, "Y4": 0.5018, "page": 0, "Index": 172}, {"Word": "Basic:", "Confidence": 0.318, "X1": 0.18528, "Y1": 0.5372, "X2": 0.22208, "Y2": 0.537, "X3": 0.22208, "Y3": 0.5508, "X4": 0.18528, "Y4": 0.5508, "page": 0, "Index": 173}, {"Word": "Branc", "Confidence": 0.621, "X1": 0.22602, "Y1": 0.5372, "X2": 0.26675, "Y2": 0.537, "X3": 0.26675, "Y3": 0.5498, "X4": 0.2247, "Y4": 0.5508, "page": 0, "Index": 174}, {"Word": "Family", "Confidence": 0.991, "X1": 0.2707, "Y1": 0.5372, "X2": 0.31537, "Y2": 0.537, "X3": 0.31406, "Y3": 0.5498, "X4": 0.2707, "Y4": 0.5498, "page": 0, "Index": 175}, {"Word": "Machine-Smoking", "Confidence": 0.8, "X1": 0.318, "Y1": 0.5362, "X2": 0.44152, "Y2": 0.536, "X3": 0.44021, "Y3": 0.5498, "X4": 0.318, "Y4": 0.5498, "page": 0, "Index": 176}, {"Word": "MDPH", "Confidence": 0.942, "X1": 0.44547, "Y1": 0.5362, "X2": 0.49014, "Y2": 0.536, "X3": 0.48883, "Y3": 0.5498, "X4": 0.44415, "Y4": 0.5498, "page": 0, "Index": 177}, {"Word": "Nicotine", "Confidence": 0.616, "X1": 0.4954, "Y1": 0.5372, "X2": 0.55059, "Y2": 0.537, "X3": 0.54928, "Y3": 0.5498, "X4": 0.49409, "Y4": 0.5498, "page": 0, "Index": 178}, {"Word": "Yields", "Confidence": 0.373, "X1": 0.55453, "Y1": 0.5372, "X2": 0.5979, "Y2": 0.537, "X3": 0.59658, "Y3": 0.5508, "X4": 0.55322, "Y4": 0.5498, "page": 0, "Index": 179}, {"Word": "Basic", "Confidence": 0.932, "X1": 0.23522, "Y1": 0.5592, "X2": 0.2707, "Y2": 0.559, "X3": 0.26938, "Y3": 0.5738, "X4": 0.23522, "Y4": 0.5738, "page": 0, "Index": 180}, {"Word": "brand", "Confidence": 0.997, "X1": 0.27464, "Y1": 0.5582, "X2": 0.31406, "Y2": 0.558, "X3": 0.31406, "Y3": 0.5738, "X4": 0.27332, "Y4": 0.5738, "page": 0, "Index": 181}, {"Word": "family", "Confidence": 0.994, "X1": 0.318, "Y1": 0.5582, "X2": 0.35742, "Y2": 0.558, "X3": 0.35742, "Y3": 0.5738, "X4": 0.318, "Y4": 0.5738, "page": 0, "Index": 182}, {"Word": "brand", "Confidence": 0.997, "X1": 0.36137, "Y1": 0.5582, "X2": 0.40079, "Y2": 0.558, "X3": 0.39947, "Y3": 0.5738, "X4": 0.36137, "Y4": 0.5738, "page": 0, "Index": 183}, {"Word": "styles", "Confidence": 0.992, "X1": 0.40473, "Y1": 0.5582, "X2": 0.44284, "Y2": 0.558, "X3": 0.44284, "Y3": 0.5738, "X4": 0.40342, "Y4": 0.5738, "page": 0, "Index": 184}, {"Word": "have", "Confidence": 0.983, "X1": 0.44678, "Y1": 0.5582, "X2": 0.48226, "Y2": 0.558, "X3": 0.48095, "Y3": 0.5738, "X4": 0.44678, "Y4": 0.5738, "page": 0, "Index": 185}, {"Word": "been", "Confidence": 0.991, "X1": 0.48489, "Y1": 0.5582, "X2": 0.51905, "Y2": 0.558, "X3": 0.51905, "Y3": 0.5738, "X4": 0.48489, "Y4": 0.5738, "page": 0, "Index": 186}, {"Word": "tested", "Confidence": 0.995, "X1": 0.523, "Y1": 0.5582, "X2": 0.56505, "Y2": 0.558, "X3": 0.56505, "Y3": 0.5738, "X4": 0.523, "Y4": 0.5738, "page": 0, "Index": 187}, {"Word": "and", "Confidence": 0.998, "X1": 0.56899, "Y1": 0.5592, "X2": 0.59527, "Y2": 0.559, "X3": 0.59527, "Y3": 0.5738, "X4": 0.56899, "Y4": 0.5738, "page": 0, "Index": 188}, {"Word": "reported", "Confidence": 0.995, "X1": 0.59921, "Y1": 0.5592, "X2": 0.65572, "Y2": 0.559, "X3": 0.65572, "Y3": 0.5738, "X4": 0.5979, "Y4": 0.5738, "page": 0, "Index": 189}, {"Word": "to", "Confidence": 0.998, "X1": 0.65966, "Y1": 0.5592, "X2": 0.6728, "Y2": 0.559, "X3": 0.67148, "Y3": 0.5738, "X4": 0.65966, "Y4": 0.5738, "page": 0, "Index": 190}, {"Word": "the", "Confidence": 0.996, "X1": 0.67674, "Y1": 0.5592, "X2": 0.69645, "Y2": 0.559, "X3": 0.69645, "Y3": 0.5738, "X4": 0.67543, "Y4": 0.5738, "page": 0, "Index": 191}, {"Word": "MDPH", "Confidence": 0.97, "X1": 0.70039, "Y1": 0.5602, "X2": 0.74639, "Y2": 0.56, "X3": 0.74639, "Y3": 0.5728, "X4": 0.70039, "Y4": 0.5738, "page": 0, "Index": 192}, {"Word": "since", "Confidence": 0.997, "X1": 0.75164, "Y1": 0.5602, "X2": 0.78975, "Y2": 0.56, "X3": 0.78844, "Y3": 0.5728, "X4": 0.75033, "Y4": 0.5728, "page": 0, "Index": 193}, {"Word": "1998", "Confidence": 0.994, "X1": 0.1866, "Y1": 0.5752, "X2": 0.21945, "Y2": 0.575, "X3": 0.22076, "Y3": 0.5888, "X4": 0.18791, "Y4": 0.5878, "page": 0, "Index": 194}, {"Word": "In", "Confidence": 0.944, "X1": 0.22865, "Y1": 0.5752, "X2": 0.24179, "Y2": 0.575, "X3": 0.2431, "Y3": 0.5888, "X4": 0.22996, "Y4": 0.5888, "page": 0, "Index": 195}, {"Word": "2008,", "Confidence": 0.642, "X1": 0.24573, "Y1": 0.5752, "X2": 0.28515, "Y2": 0.575, "X3": 0.28515, "Y3": 0.5888, "X4": 0.24704, "Y4": 0.5888, "page": 0, "Index": 196}, {"Word": "MDPH", "Confidence": 0.467, "X1": 0.28909, "Y1": 0.5752, "X2": 0.33377, "Y2": 0.575, "X3": 0.33377, "Y3": 0.5888, "X4": 0.28909, "Y4": 0.5888, "page": 0, "Index": 197}, {"Word": "nicotine", "Confidence": 0.941, "X1": 0.33771, "Y1": 0.5752, "X2": 0.39028, "Y2": 0.575, "X3": 0.39159, "Y3": 0.5888, "X4": 0.33771, "Y4": 0.5888, "page": 0, "Index": 198}, {"Word": "yields", "Confidence": 0.875, "X1": 0.39422, "Y1": 0.5752, "X2": 0.43364, "Y2": 0.575, "X3": 0.43364, "Y3": 0.5888, "X4": 0.39422, "Y4": 0.5888, "page": 0, "Index": 199}, {"Word": "for", "Confidence": 0.942, "X1": 0.43758, "Y1": 0.5752, "X2": 0.45598, "Y2": 0.575, "X3": 0.45598, "Y3": 0.5888, "X4": 0.43758, "Y4": 0.5888, "page": 0, "Index": 200}, {"Word": "twenty-three", "Confidence": 0.652, "X1": 0.45992, "Y1": 0.5752, "X2": 0.54402, "Y2": 0.575, "X3": 0.54402, "Y3": 0.5888, "X4": 0.45992, "Y4": 0.5888, "page": 0, "Index": 201}, {"Word": "(23)", "Confidence": 0.861, "X1": 0.54796, "Y1": 0.5752, "X2": 0.57556, "Y2": 0.575, "X3": 0.57556, "Y3": 0.5898, "X4": 0.54665, "Y4": 0.5888, "page": 0, "Index": 202}, {"Word": "Rasic", "Confidence": 0.358, "X1": 0.5795, "Y1": 0.5752, "X2": 0.61629, "Y2": 0.575, "X3": 0.61629, "Y3": 0.5898, "X4": 0.5795, "Y4": 0.5898, "page": 0, "Index": 203}, {"Word": "brand", "Confidence": 0.982, "X1": 0.62024, "Y1": 0.5762, "X2": 0.65966, "Y2": 0.576, "X3": 0.65834, "Y3": 0.5898, "X4": 0.61892, "Y4": 0.5898, "page": 0, "Index": 204}, {"Word": "styles", "Confidence": 0.955, "X1": 0.66229, "Y1": 0.5762, "X2": 0.70302, "Y2": 0.576, "X3": 0.70171, "Y3": 0.5898, "X4": 0.66229, "Y4": 0.5898, "page": 0, "Index": 205}, {"Word": "are", "Confidence": 0.998, "X1": 0.70696, "Y1": 0.5762, "X2": 0.7293, "Y2": 0.576, "X3": 0.72799, "Y3": 0.5888, "X4": 0.70565, "Y4": 0.5898, "page": 0, "Index": 206}, {"Word": "reported", "Confidence": 0.614, "X1": 0.73325, "Y1": 0.5762, "X2": 0.79238, "Y2": 0.576, "X3": 0.79106, "Y3": 0.5888, "X4": 0.73193, "Y4": 0.5888, "page": 0, "Index": 207}, {"Word": "In", "Confidence": 0.943, "X1": 0.80158, "Y1": 0.5762, "X2": 0.81866, "Y2": 0.576, "X3": 0.81735, "Y3": 0.5888, "X4": 0.80026, "Y4": 0.5888, "page": 0, "Index": 208}, {"Word": "1998,", "Confidence": 0.991, "X1": 0.18791, "Y1": 0.5912, "X2": 0.22208, "Y2": 0.591, "X3": 0.22208, "Y3": 0.6048, "X4": 0.18791, "Y4": 0.6048, "page": 0, "Index": 209}, {"Word": "MDPH", "Confidence": 0.981, "X1": 0.22602, "Y1": 0.5912, "X2": 0.2707, "Y2": 0.591, "X3": 0.2707, "Y3": 0.6048, "X4": 0.22602, "Y4": 0.6048, "page": 0, "Index": 210}, {"Word": "nicotine", "Confidence": 0.797, "X1": 0.27595, "Y1": 0.5912, "X2": 0.3272, "Y2": 0.591, "X3": 0.3272, "Y3": 0.6048, "X4": 0.27595, "Y4": 0.6048, "page": 0, "Index": 211}, {"Word": "yields", "Confidence": 0.632, "X1": 0.33114, "Y1": 0.5912, "X2": 0.37057, "Y2": 0.591, "X3": 0.37057, "Y3": 0.6048, "X4": 0.33114, "Y4": 0.6048, "page": 0, "Index": 212}, {"Word": "were", "Confidence": 0.926, "X1": 0.37451, "Y1": 0.5912, "X2": 0.40736, "Y2": 0.591, "X3": 0.40736, "Y3": 0.6048, "X4": 0.37451, "Y4": 0.6048, "page": 0, "Index": 213}, {"Word": "reported", "Confidence": 0.941, "X1": 0.4113, "Y1": 0.5912, "X2": 0.46912, "Y2": 0.591, "X3": 0.46912, "Y3": 0.6048, "X4": 0.4113, "Y4": 0.6048, "page": 0, "Index": 214}, {"Word": "for", "Confidence": 0.998, "X1": 0.47306, "Y1": 0.5912, "X2": 0.49146, "Y2": 0.591, "X3": 0.49146, "Y3": 0.6048, "X4": 0.47175, "Y4": 0.6048, "page": 0, "Index": 215}, {"Word": "sixteen", "Confidence": 0.797, "X1": 0.4954, "Y1": 0.5912, "X2": 0.54402, "Y2": 0.591, "X3": 0.54271, "Y3": 0.6048, "X4": 0.49409, "Y4": 0.6048, "page": 0, "Index": 216}, {"Word": "(16)", "Confidence": 0.991, "X1": 0.54665, "Y1": 0.5912, "X2": 0.57293, "Y2": 0.591, "X3": 0.57293, "Y3": 0.6048, "X4": 0.54665, "Y4": 0.6048, "page": 0, "Index": 217}, {"Word": "band", "Confidence": 0.817, "X1": 0.57687, "Y1": 0.5912, "X2": 0.61629, "Y2": 0.591, "X3": 0.61629, "Y3": 0.6048, "X4": 0.57687, "Y4": 0.6048, "page": 0, "Index": 218}, {"Word": "styles.", "Confidence": 0.97, "X1": 0.62024, "Y1": 0.5912, "X2": 0.67017, "Y2": 0.591, "X3": 0.67017, "Y3": 0.6048, "X4": 0.62024, "Y4": 0.6048, "page": 0, "Index": 219}, {"Word": "The", "Confidence": 0.995, "X1": 0.67411, "Y1": 0.5912, "X2": 0.69908, "Y2": 0.591, "X3": 0.69908, "Y3": 0.6048, "X4": 0.67411, "Y4": 0.6048, "page": 0, "Index": 220}, {"Word": "number", "Confidence": 0.954, "X1": 0.70302, "Y1": 0.5912, "X2": 0.75558, "Y2": 0.591, "X3": 0.75427, "Y3": 0.6048, "X4": 0.70302, "Y4": 0.6048, "page": 0, "Index": 221}, {"Word": "and", "Confidence": 0.998, "X1": 0.75821, "Y1": 0.5912, "X2": 0.78712, "Y2": 0.591, "X3": 0.78712, "Y3": 0.6048, "X4": 0.75821, "Y4": 0.6048, "page": 0, "Index": 222}, {"Word": "variety", "Confidence": 0.988, "X1": 0.18397, "Y1": 0.6062, "X2": 0.22865, "Y2": 0.606, "X3": 0.22733, "Y3": 0.6218, "X4": 0.18265, "Y4": 0.6218, "page": 0, "Index": 223}, {"Word": "of", "Confidence": 0.993, "X1": 0.23259, "Y1": 0.6062, "X2": 0.24704, "Y2": 0.606, "X3": 0.24573, "Y3": 0.6218, "X4": 0.23127, "Y4": 0.6218, "page": 0, "Index": 224}, {"Word": "Basic", "Confidence": 0.994, "X1": 0.25099, "Y1": 0.6072, "X2": 0.28778, "Y2": 0.607, "X3": 0.28647, "Y3": 0.6208, "X4": 0.24967, "Y4": 0.6218, "page": 0, "Index": 225}, {"Word": "brand", "Confidence": 0.994, "X1": 0.29172, "Y1": 0.6072, "X2": 0.33114, "Y2": 0.607, "X3": 0.32983, "Y3": 0.6208, "X4": 0.29041, "Y4": 0.6208, "page": 0, "Index": 226}, {"Word": "styles", "Confidence": 0.996, "X1": 0.33509, "Y1": 0.6072, "X2": 0.37319, "Y2": 0.607, "X3": 0.37188, "Y3": 0.6208, "X4": 0.33377, "Y4": 0.6208, "page": 0, "Index": 227}, {"Word": "tested", "Confidence": 0.995, "X1": 0.37714, "Y1": 0.6072, "X2": 0.41919, "Y2": 0.607, "X3": 0.41787, "Y3": 0.6208, "X4": 0.37582, "Y4": 0.6208, "page": 0, "Index": 228}, {"Word": "has", "Confidence": 0.998, "X1": 0.42181, "Y1": 0.6072, "X2": 0.44809, "Y2": 0.607, "X3": 0.44809, "Y3": 0.6208, "X4": 0.42181, "Y4": 0.6208, "page": 0, "Index": 229}, {"Word": "changed", "Confidence": 0.995, "X1": 0.45204, "Y1": 0.6072, "X2": 0.51117, "Y2": 0.607, "X3": 0.50986, "Y3": 0.6208, "X4": 0.45072, "Y4": 0.6208, "page": 0, "Index": 230}, {"Word": "over", "Confidence": 0.986, "X1": 0.51511, "Y1": 0.6072, "X2": 0.54534, "Y2": 0.607, "X3": 0.54402, "Y3": 0.6208, "X4": 0.5138, "Y4": 0.6208, "page": 0, "Index": 231}, {"Word": "time", "Confidence": 0.981, "X1": 0.54796, "Y1": 0.6072, "X2": 0.57819, "Y2": 0.607, "X3": 0.57687, "Y3": 0.6208, "X4": 0.54796, "Y4": 0.6208, "page": 0, "Index": 232}, {"Word": "reflecting", "Confidence": 0.946, "X1": 0.58213, "Y1": 0.6072, "X2": 0.6452, "Y2": 0.607, "X3": 0.64389, "Y3": 0.6208, "X4": 0.58081, "Y4": 0.6208, "page": 0, "Index": 233}, {"Word": "a", "Confidence": 0.992, "X1": 0.64783, "Y1": 0.6072, "X2": 0.65572, "Y2": 0.607, "X3": 0.6544, "Y3": 0.6208, "X4": 0.64783, "Y4": 0.6208, "page": 0, "Index": 234}, {"Word": "varied", "Confidence": 0.954, "X1": 0.65966, "Y1": 0.6072, "X2": 0.70039, "Y2": 0.607, "X3": 0.70039, "Y3": 0.6208, "X4": 0.65834, "Y4": 0.6208, "page": 0, "Index": 235}, {"Word": "mix", "Confidence": 0.998, "X1": 0.70434, "Y1": 0.6072, "X2": 0.7293, "Y2": 0.607, "X3": 0.7293, "Y3": 0.6208, "X4": 0.70302, "Y4": 0.6208, "page": 0, "Index": 236}, {"Word": "of", "Confidence": 0.992, "X1": 0.73325, "Y1": 0.6072, "X2": 0.7477, "Y2": 0.607, "X3": 0.74639, "Y3": 0.6208, "X4": 0.73193, "Y4": 0.6208, "page": 0, "Index": 237}, {"Word": "product", "Confidence": 0.219, "X1": 0.75033, "Y1": 0.6072, "X2": 0.80552, "Y2": 0.607, "X3": 0.80552, "Y3": 0.6208, "X4": 0.75033, "Y4": 0.6208, "page": 0, "Index": 238}, {"Word": "offerings", "Confidence": 0.993, "X1": 0.18397, "Y1": 0.6232, "X2": 0.24179, "Y2": 0.623, "X3": 0.24047, "Y3": 0.6378, "X4": 0.18397, "Y4": 0.6378, "page": 0, "Index": 239}, {"Word": "to", "Confidence": 0.997, "X1": 0.24573, "Y1": 0.6232, "X2": 0.26018, "Y2": 0.623, "X3": 0.25887, "Y3": 0.6378, "X4": 0.24442, "Y4": 0.6378, "page": 0, "Index": 240}, {"Word": "adult", "Confidence": 0.994, "X1": 0.26413, "Y1": 0.6232, "X2": 0.29698, "Y2": 0.623, "X3": 0.29698, "Y3": 0.6378, "X4": 0.26281, "Y4": 0.6378, "page": 0, "Index": 241}, {"Word": "smokers.", "Confidence": 0.853, "X1": 0.30092, "Y1": 0.6232, "X2": 0.36662, "Y2": 0.623, "X3": 0.36662, "Y3": 0.6368, "X4": 0.29961, "Y4": 0.6378, "page": 0, "Index": 242}, {"Word": "MDPH", "Confidence": 0.981, "X1": 0.37057, "Y1": 0.6232, "X2": 0.41524, "Y2": 0.623, "X3": 0.41393, "Y3": 0.6368, "X4": 0.36925, "Y4": 0.6368, "page": 0, "Index": 243}, {"Word": "nicotine", "Confidence": 0.991, "X1": 0.41919, "Y1": 0.6242, "X2": 0.47175, "Y2": 0.624, "X3": 0.47043, "Y3": 0.6368, "X4": 0.41919, "Y4": 0.6368, "page": 0, "Index": 244}, {"Word": "yields", "Confidence": 0.941, "X1": 0.47569, "Y1": 0.6242, "X2": 0.51511, "Y2": 0.624, "X3": 0.5138, "Y3": 0.6368, "X4": 0.47438, "Y4": 0.6368, "page": 0, "Index": 245}, {"Word": "for", "Confidence": 0.998, "X1": 0.51905, "Y1": 0.6242, "X2": 0.53745, "Y2": 0.624, "X3": 0.53745, "Y3": 0.6368, "X4": 0.51774, "Y4": 0.6368, "page": 0, "Index": 246}, {"Word": "selected", "Confidence": 0.97, "X1": 0.54139, "Y1": 0.6242, "X2": 0.59921, "Y2": 0.624, "X3": 0.5979, "Y3": 0.6368, "X4": 0.54008, "Y4": 0.6368, "page": 0, "Index": 247}, {"Word": "Basic", "Confidence": 0.995, "X1": 0.60315, "Y1": 0.6242, "X2": 0.63995, "Y2": 0.624, "X3": 0.63863, "Y3": 0.6368, "X4": 0.60184, "Y4": 0.6368, "page": 0, "Index": 248}, {"Word": "brand", "Confidence": 0.997, "X1": 0.64389, "Y1": 0.6242, "X2": 0.68331, "Y2": 0.624, "X3": 0.682, "Y3": 0.6368, "X4": 0.64258, "Y4": 0.6368, "page": 0, "Index": 249}, {"Word": "styles,", "Confidence": 0.955, "X1": 0.68725, "Y1": 0.6242, "X2": 0.7293, "Y2": 0.624, "X3": 0.7293, "Y3": 0.6368, "X4": 0.68594, "Y4": 0.6368, "page": 0, "Index": 250}, {"Word": "measured", "Confidence": 0.994, "X1": 0.73325, "Y1": 0.6242, "X2": 0.80158, "Y2": 0.624, "X3": 0.80158, "Y3": 0.6368, "X4": 0.73325, "Y4": 0.6368, "page": 0, "Index": 251}, {"Word": "to", "Confidence": 0.986, "X1": 0.80552, "Y1": 0.6242, "X2": 0.82129, "Y2": 0.624, "X3": 0.81997, "Y3": 0.6368, "X4": 0.80552, "Y4": 0.6368, "page": 0, "Index": 252}, {"Word": "the", "Confidence": 0.996, "X1": 0.18528, "Y1": 0.6392, "X2": 0.20631, "Y2": 0.639, "X3": 0.20499, "Y3": 0.6538, "X4": 0.18397, "Y4": 0.6538, "page": 0, "Index": 253}, {"Word": "hundredth", "Confidence": 0.99, "X1": 0.20894, "Y1": 0.6392, "X2": 0.27858, "Y2": 0.639, "X3": 0.27727, "Y3": 0.6538, "X4": 0.20894, "Y4": 0.6538, "page": 0, "Index": 254}, {"Word": "mg,", "Confidence": 0.881, "X1": 0.28252, "Y1": 0.6392, "X2": 0.3088, "Y2": 0.639, "X3": 0.30749, "Y3": 0.6538, "X4": 0.28121, "Y4": 0.6538, "page": 0, "Index": 255}, {"Word": "are", "Confidence": 0.998, "X1": 0.31143, "Y1": 0.6392, "X2": 0.33377, "Y2": 0.639, "X3": 0.33377, "Y3": 0.6528, "X4": 0.31143, "Y4": 0.6538, "page": 0, "Index": 256}, {"Word": "seen", "Confidence": 0.987, "X1": 0.33771, "Y1": 0.6392, "X2": 0.37057, "Y2": 0.639, "X3": 0.37057, "Y3": 0.6528, "X4": 0.3364, "Y4": 0.6528, "page": 0, "Index": 257}, {"Word": "in", "Confidence": 0.607, "X1": 0.37451, "Y1": 0.6392, "X2": 0.38765, "Y2": 0.639, "X3": 0.38633, "Y3": 0.6528, "X4": 0.37451, "Y4": 0.6528, "page": 0, "Index": 258}, {"Word": "Figure", "Confidence": 0.939, "X1": 0.39028, "Y1": 0.6392, "X2": 0.43364, "Y2": 0.639, "X3": 0.43364, "Y3": 0.6528, "X4": 0.39028, "Y4": 0.6528, "page": 0, "Index": 259}, {"Word": "4.", "Confidence": 0.993, "X1": 0.43758, "Y1": 0.6392, "X2": 0.45466, "Y2": 0.639, "X3": 0.45466, "Y3": 0.6528, "X4": 0.43627, "Y4": 0.6528, "page": 0, "Index": 260}, {"Word": "Basic", "Confidence": 0.995, "X1": 0.45861, "Y1": 0.6392, "X2": 0.49671, "Y2": 0.639, "X3": 0.49671, "Y3": 0.6528, "X4": 0.45729, "Y4": 0.6528, "page": 0, "Index": 261}, {"Word": "Full", "Confidence": 0.97, "X1": 0.50066, "Y1": 0.6392, "X2": 0.52562, "Y2": 0.639, "X3": 0.52431, "Y3": 0.6528, "X4": 0.49934, "Y4": 0.6528, "page": 0, "Index": 262}, {"Word": "Flavor", "Confidence": 0.727, "X1": 0.52957, "Y1": 0.6392, "X2": 0.57293, "Y2": 0.639, "X3": 0.57162, "Y3": 0.6528, "X4": 0.52825, "Y4": 0.6528, "page": 0, "Index": 263}, {"Word": "Box", "Confidence": 0.997, "X1": 0.57556, "Y1": 0.6392, "X2": 0.60315, "Y2": 0.639, "X3": 0.60184, "Y3": 0.6528, "X4": 0.57556, "Y4": 0.6528, "page": 0, "Index": 264}, {"Word": "and", "Confidence": 0.998, "X1": 0.6071, "Y1": 0.6392, "X2": 0.63338, "Y2": 0.639, "X3": 0.63206, "Y3": 0.6528, "X4": 0.60578, "Y4": 0.6528, "page": 0, "Index": 265}, {"Word": "Basic", "Confidence": 0.995, "X1": 0.63601, "Y1": 0.6392, "X2": 0.67411, "Y2": 0.639, "X3": 0.6728, "Y3": 0.6528, "X4": 0.63601, "Y4": 0.6528, "page": 0, "Index": 266}, {"Word": "Lights", "Confidence": 0.353, "X1": 0.67674, "Y1": 0.6392, "X2": 0.71748, "Y2": 0.639, "X3": 0.71748, "Y3": 0.6528, "X4": 0.67674, "Y4": 0.6528, "page": 0, "Index": 267}, {"Word": "Box", "Confidence": 0.93, "X1": 0.72142, "Y1": 0.6392, "X2": 0.74901, "Y2": 0.639, "X3": 0.7477, "Y3": 0.6528, "X4": 0.72142, "Y4": 0.6528, "page": 0, "Index": 268}, {"Word": "cigarettes", "Confidence": 0.948, "X1": 0.75296, "Y1": 0.6392, "X2": 0.82129, "Y2": 0.639, "X3": 0.81997, "Y3": 0.6528, "X4": 0.75164, "Y4": 0.6528, "page": 0, "Index": 269}, {"Word": "are", "Confidence": 0.603, "X1": 0.18528, "Y1": 0.6552, "X2": 0.20631, "Y2": 0.655, "X3": 0.20499, "Y3": 0.6698, "X4": 0.18265, "Y4": 0.6698, "page": 0, "Index": 270}, {"Word": "two", "Confidence": 0.932, "X1": 0.21025, "Y1": 0.6552, "X2": 0.2339, "Y2": 0.655, "X3": 0.23259, "Y3": 0.6698, "X4": 0.20894, "Y4": 0.6698, "page": 0, "Index": 271}, {"Word": "of", "Confidence": 0.998, "X1": 0.23784, "Y1": 0.6552, "X2": 0.25099, "Y2": 0.655, "X3": 0.24967, "Y3": 0.6698, "X4": 0.23653, "Y4": 0.6698, "page": 0, "Index": 272}, {"Word": "the", "Confidence": 0.991, "X1": 0.25493, "Y1": 0.6552, "X2": 0.27595, "Y2": 0.655, "X3": 0.27464, "Y3": 0.6698, "X4": 0.25361, "Y4": 0.6698, "page": 0, "Index": 273}, {"Word": "leading", "Confidence": 0.836, "X1": 0.27989, "Y1": 0.6552, "X2": 0.32983, "Y2": 0.655, "X3": 0.3272, "Y3": 0.6698, "X4": 0.27858, "Y4": 0.6698, "page": 0, "Index": 274}, {"Word": "Basic", "Confidence": 0.96, "X1": 0.33377, "Y1": 0.6552, "X2": 0.37057, "Y2": 0.655, "X3": 0.36925, "Y3": 0.6698, "X4": 0.33114, "Y4": 0.6698, "page": 0, "Index": 275}, {"Word": "brand", "Confidence": 0.939, "X1": 0.37451, "Y1": 0.6552, "X2": 0.41393, "Y2": 0.655, "X3": 0.41261, "Y3": 0.6698, "X4": 0.37319, "Y4": 0.6698, "page": 0, "Index": 276}, {"Word": "family", "Confidence": 0.615, "X1": 0.41787, "Y1": 0.6552, "X2": 0.45861, "Y2": 0.655, "X3": 0.45729, "Y3": 0.6698, "X4": 0.41656, "Y4": 0.6698, "page": 0, "Index": 277}, {"Word": "products.", "Confidence": 0.881, "X1": 0.46255, "Y1": 0.6542, "X2": 0.52825, "Y2": 0.654, "X3": 0.52694, "Y3": 0.6698, "X4": 0.46124, "Y4": 0.6698, "page": 0, "Index": 278}, {"Word": "As", "Confidence": 0.994, "X1": 0.53219, "Y1": 0.6552, "X2": 0.54928, "Y2": 0.655, "X3": 0.54796, "Y3": 0.6698, "X4": 0.53088, "Y4": 0.6698, "page": 0, "Index": 279}, {"Word": "was", "Confidence": 0.956, "X1": 0.55322, "Y1": 0.6552, "X2": 0.58213, "Y2": 0.655, "X3": 0.58081, "Y3": 0.6698, "X4": 0.55191, "Y4": 0.6698, "page": 0, "Index": 280}, {"Word": "seen", "Confidence": 0.318, "X1": 0.58607, "Y1": 0.6552, "X2": 0.61892, "Y2": 0.655, "X3": 0.61761, "Y3": 0.6698, "X4": 0.58476, "Y4": 0.6698, "page": 0, "Index": 281}, {"Word": "for", "Confidence": 0.97, "X1": 0.62286, "Y1": 0.6552, "X2": 0.64126, "Y2": 0.655, "X3": 0.63995, "Y3": 0.6698, "X4": 0.62155, "Y4": 0.6698, "page": 0, "Index": 282}, {"Word": "Marlboro", "Confidence": 0.765, "X1": 0.64389, "Y1": 0.6552, "X2": 0.70434, "Y2": 0.655, "X3": 0.70434, "Y3": 0.6698, "X4": 0.64389, "Y4": 0.6698, "page": 0, "Index": 283}, {"Word": "brand", "Confidence": 0.991, "X1": 0.70828, "Y1": 0.6552, "X2": 0.74901, "Y2": 0.655, "X3": 0.7477, "Y3": 0.6698, "X4": 0.70828, "Y4": 0.6698, "page": 0, "Index": 284}, {"Word": "styles,", "Confidence": 0.667, "X1": 0.75296, "Y1": 0.6552, "X2": 0.79895, "Y2": 0.655, "X3": 0.79763, "Y3": 0.6698, "X4": 0.75164, "Y4": 0.6698, "page": 0, "Index": 285}, {"Word": "MDPH", "Confidence": 0.958, "X1": 0.18528, "Y1": 0.6702, "X2": 0.22865, "Y2": 0.67, "X3": 0.22733, "Y3": 0.6848, "X4": 0.18397, "Y4": 0.6848, "page": 0, "Index": 286}, {"Word": "nicotine", "Confidence": 0.608, "X1": 0.23259, "Y1": 0.6712, "X2": 0.28647, "Y2": 0.671, "X3": 0.28515, "Y3": 0.6848, "X4": 0.23127, "Y4": 0.6848, "page": 0, "Index": 287}, {"Word": "yields", "Confidence": 0.992, "X1": 0.28909, "Y1": 0.6712, "X2": 0.32983, "Y2": 0.671, "X3": 0.32983, "Y3": 0.6848, "X4": 0.28909, "Y4": 0.6848, "page": 0, "Index": 288}, {"Word": "for", "Confidence": 0.679, "X1": 0.33377, "Y1": 0.6712, "X2": 0.35085, "Y2": 0.671, "X3": 0.34954, "Y3": 0.6848, "X4": 0.33246, "Y4": 0.6848, "page": 0, "Index": 289}, {"Word": "these", "Confidence": 0.996, "X1": 0.3548, "Y1": 0.6712, "X2": 0.3929, "Y2": 0.671, "X3": 0.3929, "Y3": 0.6848, "X4": 0.35348, "Y4": 0.6848, "page": 0, "Index": 290}, {"Word": "Basic", "Confidence": 0.996, "X1": 0.39685, "Y1": 0.6712, "X2": 0.43364, "Y2": 0.671, "X3": 0.43233, "Y3": 0.6848, "X4": 0.39685, "Y4": 0.6848, "page": 0, "Index": 291}, {"Word": "brand", "Confidence": 0.997, "X1": 0.43758, "Y1": 0.6712, "X2": 0.47569, "Y2": 0.671, "X3": 0.47569, "Y3": 0.6848, "X4": 0.43627, "Y4": 0.6848, "page": 0, "Index": 292}, {"Word": "styles", "Confidence": 0.955, "X1": 0.47963, "Y1": 0.6712, "X2": 0.52037, "Y2": 0.671, "X3": 0.51905, "Y3": 0.6848, "X4": 0.47963, "Y4": 0.6848, "page": 0, "Index": 293}, {"Word": "have", "Confidence": 0.991, "X1": 0.52431, "Y1": 0.6712, "X2": 0.55716, "Y2": 0.671, "X3": 0.55585, "Y3": 0.6848, "X4": 0.523, "Y4": 0.6848, "page": 0, "Index": 294}, {"Word": "shown", "Confidence": 0.996, "X1": 0.55979, "Y1": 0.6712, "X2": 0.60578, "Y2": 0.671, "X3": 0.60447, "Y3": 0.6848, "X4": 0.55979, "Y4": 0.6848, "page": 0, "Index": 295}, {"Word": "rardcm", "Confidence": 0.801, "X1": 0.60972, "Y1": 0.6712, "X2": 0.65834, "Y2": 0.671, "X3": 0.65834, "Y3": 0.6848, "X4": 0.60841, "Y4": 0.6848, "page": 0, "Index": 296}, {"Word": "variation", "Confidence": 0.918, "X1": 0.66491, "Y1": 0.6712, "X2": 0.72405, "Y2": 0.671, "X3": 0.72273, "Y3": 0.6848, "X4": 0.6636, "Y4": 0.6848, "page": 0, "Index": 297}, {"Word": "over", "Confidence": 0.985, "X1": 0.72799, "Y1": 0.6712, "X2": 0.7569, "Y2": 0.671, "X3": 0.75558, "Y3": 0.6838, "X4": 0.72668, "Y4": 0.6848, "page": 0, "Index": 298}, {"Word": "time.", "Confidence": 0.955, "X1": 0.76084, "Y1": 0.6712, "X2": 0.79501, "Y2": 0.671, "X3": 0.79369, "Y3": 0.6838, "X4": 0.75953, "Y4": 0.6838, "page": 0, "Index": 299}, {"Word": "Year-to-year", "Confidence": 0.731, "X1": 0.1866, "Y1": 0.6872, "X2": 0.26675, "Y2": 0.687, "X3": 0.26544, "Y3": 0.7018, "X4": 0.18528, "Y4": 0.7028, "page": 0, "Index": 300}, {"Word": "differences", "Confidence": 0.961, "X1": 0.2707, "Y1": 0.6872, "X2": 0.34954, "Y2": 0.687, "X3": 0.34823, "Y3": 0.7018, "X4": 0.26938, "Y4": 0.7018, "page": 0, "Index": 301}, {"Word": "were", "Confidence": 0.991, "X1": 0.35348, "Y1": 0.6872, "X2": 0.38371, "Y2": 0.687, "X3": 0.38239, "Y3": 0.7018, "X4": 0.35217, "Y4": 0.7018, "page": 0, "Index": 302}, {"Word": "generally", "Confidence": 0.995, "X1": 0.38765, "Y1": 0.6872, "X2": 0.44547, "Y2": 0.687, "X3": 0.44415, "Y3": 0.7018, "X4": 0.38765, "Y4": 0.7018, "page": 0, "Index": 303}, {"Word": "less", "Confidence": 0.988, "X1": 0.44941, "Y1": 0.6872, "X2": 0.477, "Y2": 0.687, "X3": 0.477, "Y3": 0.7018, "X4": 0.44809, "Y4": 0.7018, "page": 0, "Index": 304}, {"Word": "than", "Confidence": 0.196, "X1": 0.48095, "Y1": 0.6872, "X2": 0.51511, "Y2": 0.687, "X3": 0.5138, "Y3": 0.7018, "X4": 0.48095, "Y4": 0.7018, "page": 0, "Index": 305}, {"Word": "0.10", "Confidence": 0.956, "X1": 0.51905, "Y1": 0.6872, "X2": 0.54928, "Y2": 0.687, "X3": 0.54928, "Y3": 0.7018, "X4": 0.51774, "Y4": 0.7018, "page": 0, "Index": 306}, {"Word": "mg", "Confidence": 0.997, "X1": 0.55322, "Y1": 0.6872, "X2": 0.57424, "Y2": 0.687, "X3": 0.57293, "Y3": 0.7018, "X4": 0.55322, "Y4": 0.7018, "page": 0, "Index": 307}, {"Word": "n", "Confidence": 0.914, "X1": 0.57819, "Y1": 0.6872, "X2": 0.58476, "Y2": 0.687, "X3": 0.58344, "Y3": 0.7018, "X4": 0.57687, "Y4": 0.7018, "page": 0, "Index": 308}, {"Word": "coline.", "Confidence": 0.72, "X1": 0.5887, "Y1": 0.6872, "X2": 0.63601, "Y2": 0.687, "X3": 0.63601, "Y3": 0.7028, "X4": 0.58739, "Y4": 0.7018, "page": 0, "Index": 309}, {"Word": "of", "Confidence": 0.998, "X1": 0.48883, "Y1": 0.8532, "X2": 0.50066, "Y2": 0.853, "X3": 0.50066, "Y3": 0.8678, "X4": 0.48883, "Y4": 0.8688, "page": 0, "Index": 310}, {"Word": "12", "Confidence": 0.998, "X1": 0.5046, "Y1": 0.8522, "X2": 0.52431, "Y2": 0.852, "X3": 0.52431, "Y3": 0.8678, "X4": 0.5046, "Y4": 0.8678, "page": 0, "Index": 311}, {"Word": "page", "Confidence": 0.981, "X1": 0.44284, "Y1": 0.8532, "X2": 0.47306, "Y2": 0.853, "X3": 0.47306, "Y3": 0.8688, "X4": 0.44284, "Y4": 0.8698, "page": 0, "Index": 312}, {"Word": "6", "Confidence": 0.994, "X1": 0.477, "Y1": 0.8532, "X2": 0.48489, "Y2": 0.853, "X3": 0.48489, "Y3": 0.8688, "X4": 0.477, "Y4": 0.8688, "page": 0, "Index": 313}, {"Word": "3117138007", "Confidence": 0.991, "X1": 0.8318, "Y1": 0.9422, "X2": 0.95532, "Y2": 0.942, "X3": 0.95532, "Y3": 0.9588, "X4": 0.8318, "Y4": 0.9598, "page": 0, "Index": 314}, {"Word": "3117138007", "Confidence": 0.817, "X1": 0.02628, "Y1": 0.9852, "X2": 0.12352, "Y2": 0.985, "X3": 0.12352, "Y3": 0.9978, "X4": 0.02628, "Y4": 0.9978, "page": 0, "Index": 315}]}	"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"
ffbl0219	8	{"lines_data": [{"Word": "Averaged\" Nicotine Yield of 15 Basic Cigarette Brand Styles from 1998 - 2008", "Confidence": 0.84577, "X1": 0.25624, "Y1": 0.1702, "X2": 0.71485, "Y2": 0.17, "X3": 0.71485, "Y3": 0.1818, "X4": 0.25624, "Y4": 0.1818, "page": 0}, {"Word": "20", "Confidence": 0.834, "X1": 0.24836, "Y1": 0.1922, "X2": 0.26544, "Y2": 0.192, "X3": 0.26544, "Y3": 0.2018, "X4": 0.24704, "Y4": 0.2018, "page": 0}, {"Word": "MDPH Nicotine, Ingdiga wtle", "Confidence": 0.2535, "X1": 0.22076, "Y1": 0.2362, "X2": 0.22208, "Y2": 0.236, "X3": 0.23653, "Y3": 0.2358, "X4": 0.23522, "Y4": 0.3478, "page": 0}, {"Word": "+ 10%", "Confidence": 0.9105, "X1": 0.70959, "Y1": 0.2302, "X2": 0.74639, "Y2": 0.23, "X3": 0.74639, "Y3": 0.2368, "X4": 0.70959, "Y4": 0.2378, "page": 0}, {"Word": "1.81 \" -1.04\"", "Confidence": 0.40167, "X1": 0.477, "Y1": 0.2312, "X2": 0.54665, "Y2": 0.231, "X3": 0.54665, "Y3": 0.2418, "X4": 0.477, "Y4": 0.2418, "page": 0}, {"Word": "0", "Confidence": 0.604, "X1": 0.53088, "Y1": 0.2522, "X2": 0.54008, "Y2": 0.252, "X3": 0.53088, "Y3": 0.2578, "X4": 0.52037, "Y4": 0.2458, "page": 0}, {"Word": "1.8", "Confidence": 0.676, "X1": 0.24573, "Y1": 0.2542, "X2": 0.26544, "Y2": 0.254, "X3": 0.26544, "Y3": 0.2658, "X4": 0.24573, "Y4": 0.2648, "page": 0}, {"Word": "--- 178 -- 1.76.", "Confidence": 0.60425, "X1": 0.28778, "Y1": 0.2522, "X2": 0.38633, "Y2": 0.252, "X3": 0.38633, "Y3": 0.2628, "X4": 0.28778, "Y4": 0.2648, "page": 0}, {"Word": "177", "Confidence": 0.929, "X1": 0.43364, "Y1": 0.2512, "X2": 0.46255, "Y2": 0.251, "X3": 0.46386, "Y3": 0.2608, "X4": 0.43495, "Y4": 0.2618, "page": 0}, {"Word": "1.71", "Confidence": 0.281, "X1": 0.55979, "Y1": 0.2722, "X2": 0.58213, "Y2": 0.272, "X3": 0.57819, "Y3": 0.2808, "X4": 0.55585, "Y4": 0.2778, "page": 0}, {"Word": "1.7", "Confidence": 0.652, "X1": 0.24573, "Y1": 0.2852, "X2": 0.26413, "Y2": 0.285, "X3": 0.26413, "Y3": 0.2958, "X4": 0.24704, "Y4": 0.2948, "page": 0}, {"Word": "1.677", "Confidence": 0.66, "X1": 0.27989, "Y1": 0.2802, "X2": 0.31275, "Y2": 0.28, "X3": 0.31275, "Y3": 0.2928, "X4": 0.27989, "Y4": 0.2928, "page": 0}, {"Word": "Over-tine Meas cf", "Confidence": 0.50433, "X1": 0.70959, "Y1": 0.2802, "X2": 0.79763, "Y2": 0.28, "X3": 0.79763, "Y3": 0.2888, "X4": 0.70959, "Y4": 0.2878, "page": 0}, {"Word": "Avwayod Yields", "Confidence": 0.5245, "X1": 0.71485, "Y1": 0.2902, "X2": 0.79106, "Y2": 0.29, "X3": 0.79106, "Y3": 0.2988, "X4": 0.71485, "Y4": 0.2988, "page": 0}, {"Word": "1.62", "Confidence": 0.449, "X1": 0.60053, "Y1": 0.3012, "X2": 0.61892, "Y2": 0.301, "X3": 0.61761, "Y3": 0.3098, "X4": 0.60053, "Y4": 0.3098, "page": 0}, {"Word": "1.8", "Confidence": 0.797, "X1": 0.24836, "Y1": 0.3172, "X2": 0.26413, "Y2": 0.317, "X3": 0.26544, "Y3": 0.3268, "X4": 0.24836, "Y4": 0.3268, "page": 0}, {"Word": "1.5", "Confidence": 0.607, "X1": 0.24836, "Y1": 0.3492, "X2": 0.26413, "Y2": 0.349, "X3": 0.26413, "Y3": 0.3588, "X4": 0.24836, "Y4": 0.3578, "page": 0}, {"Word": "1.4", "Confidence": 0.548, "X1": 0.24573, "Y1": 0.3802, "X2": 0.26544, "Y2": 0.38, "X3": 0.26413, "Y3": 0.3888, "X4": 0.24573, "Y4": 0.3888, "page": 0}, {"Word": "1998 1999", "Confidence": 0.645, "X1": 0.27858, "Y1": 0.3922, "X2": 0.34691, "Y2": 0.392, "X3": 0.34691, "Y3": 0.3998, "X4": 0.27858, "Y4": 0.3998, "page": 0}, {"Word": "2000 2001 2002 2003 2004 2005 2006 2007", "Confidence": 0.77075, "X1": 0.35217, "Y1": 0.3912, "X2": 0.6636, "Y2": 0.391, "X3": 0.6636, "Y3": 0.3998, "X4": 0.35217, "Y4": 0.3998, "page": 0}, {"Word": "2008", "Confidence": 0.602, "X1": 0.67411, "Y1": 0.3922, "X2": 0.70171, "Y2": 0.392, "X3": 0.70171, "Y3": 0.3988, "X4": 0.67411, "Y4": 0.3988, "page": 0}, {"Word": "MRPII Reporting Year", "Confidence": 0.61133, "X1": 0.43495, "Y1": 0.4072, "X2": 0.54534, "Y2": 0.407, "X3": 0.54534, "Y3": 0.4178, "X4": 0.43495, "Y4": 0.4178, "page": 0}, {"Word": "Figure 5. Averaged* MDPH nicot ne yield for 13 Basic brand styles nepo ted in all years from 1998 - 2008. The", "Confidence": 0.76, "X1": 0.18791, "Y1": 0.4322, "X2": 0.80683, "Y2": 0.432, "X3": 0.80683, "Y3": 0.4448, "X4": 0.18791, "Y4": 0.4458, "page": 0}, {"Word": "cente\" I ne is tre over-time rean of the year y 16-branc style averaged yields. Cross- ines are (+/-) 5% and (+/-)", "Confidence": 0.83009, "X1": 0.18528, "Y1": 0.4462, "X2": 0.80683, "Y2": 0.446, "X3": 0.80683, "Y3": 0.4578, "X4": 0.18528, "Y4": 0.4588, "page": 0}, {"Word": "10% of this over-time mean Because smokers choose adiv dual b'and styles, PM USA believes that the focus of", "Confidence": 0.79842, "X1": 0.1866, "Y1": 0.4592, "X2": 0.81603, "Y2": 0.459, "X3": 0.81603, "Y3": 0.4698, "X4": 0.1866, "Y4": 0.4708, "page": 0}, {"Word": "en analysis of repored r cotine yields siou d be at the bard style level. The averaged yields of a collector of", "Confidence": 0.86182, "X1": 0.1866, "Y1": 0.4722, "X2": 0.80026, "Y2": 0.472, "X3": 0.80026, "Y3": 0.4838, "X4": 0.1866, "Y4": 0.4848, "page": 0}, {"Word": "brand sly us are compared livre only tu auknowhelye that a o leulive approach bu boun used by the MOPH ard", "Confidence": 0.26533, "X1": 0.1866, "Y1": 0.4852, "X2": 0.81603, "Y2": 0.485, "X3": 0.81603, "Y3": 0.4978, "X4": 0.1866, "Y4": 0.4978, "page": 0}, {"Word": "the Ha vard School of Public Health in their respective nicothe yeld analyses", "Confidence": 0.77446, "X1": 0.1866, "Y1": 0.4992, "X2": 0.61629, "Y2": 0.499, "X3": 0.61629, "Y3": 0.5108, "X4": 0.1866, "Y4": 0.5098, "page": 0}, {"Word": "C garette Design: Reduced Cigarette Ignition Propensity", "Confidence": 0.82629, "X1": 0.18265, "Y1": 0.5462, "X2": 0.57162, "Y2": 0.546, "X3": 0.57162, "Y3": 0.5618, "X4": 0.18265, "Y4": 0.5618, "page": 0}, {"Word": "Sirce June 2004, New York State has required cigaralte manufacturers to sell or offer", "Confidence": 0.8705, "X1": 0.23259, "Y1": 0.5692, "X2": 0.81472, "Y2": 0.569, "X3": 0.81472, "Y3": 0.5838, "X4": 0.23259, "Y4": 0.5828, "page": 0}, {"Word": "for sale only cigarettes that meet a reduced cigarette ignition propensity (\"RCIP\") performance", "Confidence": 0.77969, "X1": 0.18397, "Y1": 0.5852, "X2": 0.81735, "Y2": 0.585, "X3": 0.81735, "Y3": 0.5998, "X4": 0.18397, "Y4": 0.5998, "page": 0}, {"Word": "standard.\" Massachusets end & number of other states have enacted sirniler laws with the", "Confidence": 0.74221, "X1": 0.18003, "Y1": 0.6032, "X2": 0.80026, "Y2": 0.603, "X3": 0.80026, "Y3": 0.6178, "X4": 0.18003, "Y4": 0.6168, "page": 0}, {"Word": "same performance standard. PM USA cigarettes intended to be sold or offered for sale in", "Confidence": 0.97647, "X1": 0.18003, "Y1": 0.6202, "X2": 0.79238, "Y2": 0.62, "X3": 0.79238, "Y3": 0.6348, "X4": 0.18003, "Y4": 0.6348, "page": 0}, {"Word": "states with RCIP Laws are manufactured with cigarette papers that have areas of lowered", "Confidence": 0.92743, "X1": 0.18003, "Y1": 0.6362, "X2": 0.78975, "Y2": 0.636, "X3": 0.78975, "Y3": 0.6508, "X4": 0.18003, "Y4": 0.6498, "page": 0}, {"Word": "permeability bands. RCIP cigarettes were tested and reported to the MDPH beginning with", "Confidence": 0.942, "X1": 0.18397, "Y1": 0.6512, "X2": 0.8042, "Y2": 0.651, "X3": 0.8042, "Y3": 0.6668, "X4": 0.18397, "Y4": 0.6668, "page": 0}, {"Word": "the 2008 Cigarette Report. MDPH nicotine yields reported this year for Marlboro brand styles", "Confidence": 0.97686, "X1": 0.18397, "Y1": 0.6672, "X2": 0.81472, "Y2": 0.667, "X3": 0.81472, "Y3": 0.6828, "X4": 0.18397, "Y4": 0.6818, "page": 0}, {"Word": "were not consistently greater or less than reported in 2007. Although more Basic brand style", "Confidence": 0.93293, "X1": 0.18134, "Y1": 0.6842, "X2": 0.81078, "Y2": 0.684, "X3": 0.81078, "Y3": 0.6978, "X4": 0.18134, "Y4": 0.6978, "page": 0}, {"Word": "measured MDPH nicotine yields were marginally greater in 2008 than in 2007, the 2008 yields", "Confidence": 0.86887, "X1": 0.18134, "Y1": 0.6992, "X2": 0.81866, "Y2": 0.699, "X3": 0.81866, "Y3": 0.7128, "X4": 0.18134, "Y4": 0.7138, "page": 0}, {"Word": "were within the range reported in prior years. These results are consistent with the findings of", "Confidence": 0.95531, "X1": 0.18134, "Y1": 0.7162, "X2": 0.81866, "Y2": 0.716, "X3": 0.81866, "Y3": 0.7298, "X4": 0.18134, "Y4": 0.7298, "page": 0}, {"Word": "Connolly et al ., 2005.\" Namely, the majority of smoke constituent yields, including nicotine,", "Confidence": 0.91529, "X1": 0.18134, "Y1": 0.7342, "X2": 0.80026, "Y2": 0.734, "X3": 0.80026, "Y3": 0.7488, "X4": 0.18134, "Y4": 0.7488, "page": 0}, {"Word": "will not be significantly different between cigarette brand styles sold in states with RCIP", "Confidence": 0.97221, "X1": 0.18397, "Y1": 0.7512, "X2": 0.77135, "Y2": 0.751, "X3": 0.77135, "Y3": 0.7648, "X4": 0.18397, "Y4": 0.7658, "page": 0}, {"Word": "standards and these sold cisewhere. Add tionally, smoke nicotine yields reflect normal", "Confidence": 0.82408, "X1": 0.1866, "Y1": 0.7672, "X2": 0.77398, "Y2": 0.767, "X3": 0.77398, "Y3": 0.7808, "X4": 0.1866, "Y4": 0.7818, "page": 0}, {"Word": "SNew York State line safety Standards for Lagarsnes, libe \" y NYU << Part 429.", "Confidence": 0.4666, "X1": 0.18265, "Y1": 0.7972, "X2": 0.63206, "Y2": 0.797, "X3": 0.63206, "Y3": 0.8118, "X4": 0.18265, "Y4": 0.8098, "page": 0}, {"Word": "Connolly, G.N ., Alpert, H.R ., Rees, V ., Carpenter C ., Wayne, G.r ., Vallone, D ., Kon, H (2005) Effect of the New", "Confidence": 0.87564, "X1": 0.18265, "Y1": 0.8122, "X2": 0.81603, "Y2": 0.812, "X3": 0.81603, "Y3": 0.8258, "X4": 0.18265, "Y4": 0.8248, "page": 0}, {"Word": "York Stato olgaromo fi'e cafoty standard on igr ition propensity, smoke por ettuc To, and ho sonoumor market. Tob.", "Confidence": 0.60953, "X1": 0.18528, "Y1": 0.8252, "X2": 0.81997, "Y2": 0.825, "X3": 0.81997, "Y3": 0.8378, "X4": 0.18528, "Y4": 0.8368, "page": 0}, {"Word": "Control. 14, 321-327.", "Confidence": 0.65433, "X1": 0.18397, "Y1": 0.8362, "X2": 0.30618, "Y2": 0.836, "X3": 0.30618, "Y3": 0.8478, "X4": 0.18397, "Y4": 0.8478, "page": 0}, {"Word": "page 9 of 12", "Confidence": 0.99025, "X1": 0.44152, "Y1": 0.8532, "X2": 0.52562, "Y2": 0.853, "X3": 0.52694, "Y3": 0.8658, "X4": 0.44152, "Y4": 0.8678, "page": 0}, {"Word": "3117138010", "Confidence": 0.993, "X1": 0.82917, "Y1": 0.9412, "X2": 0.95795, "Y2": 0.941, "X3": 0.95795, "Y3": 0.9588, "X4": 0.82917, "Y4": 0.9588, "page": 0}, {"Word": "3117138010", "Confidence": 0.904, "X1": 0.02628, "Y1": 0.9852, "X2": 0.12746, "Y2": 0.985, "X3": 0.12746, "Y3": 0.9978, "X4": 0.02628, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "Averaged\"", "Confidence": 0.778, "X1": 0.25887, "Y1": 0.1702, "X2": 0.318, "Y2": 0.17, "X3": 0.31669, "Y3": 0.1828, "X4": 0.25756, "Y4": 0.1828, "page": 0, "Index": 0}, {"Word": "Nicotine", "Confidence": 0.9, "X1": 0.32194, "Y1": 0.1702, "X2": 0.37188, "Y2": 0.17, "X3": 0.37188, "Y3": 0.1828, "X4": 0.32063, "Y4": 0.1828, "page": 0, "Index": 1}, {"Word": "Yield", "Confidence": 0.854, "X1": 0.37582, "Y1": 0.1702, "X2": 0.40473, "Y2": 0.17, "X3": 0.40342, "Y3": 0.1818, "X4": 0.37451, "Y4": 0.1828, "page": 0, "Index": 2}, {"Word": "of", "Confidence": 0.994, "X1": 0.40736, "Y1": 0.1702, "X2": 0.42181, "Y2": 0.17, "X3": 0.4205, "Y3": 0.1818, "X4": 0.40736, "Y4": 0.1818, "page": 0, "Index": 3}, {"Word": "15", "Confidence": 0.465, "X1": 0.42444, "Y1": 0.1702, "X2": 0.43758, "Y2": 0.17, "X3": 0.43627, "Y3": 0.1818, "X4": 0.42313, "Y4": 0.1818, "page": 0, "Index": 4}, {"Word": "Basic", "Confidence": 0.621, "X1": 0.44021, "Y1": 0.1702, "X2": 0.47438, "Y2": 0.17, "X3": 0.47306, "Y3": 0.1818, "X4": 0.4389, "Y4": 0.1818, "page": 0, "Index": 5}, {"Word": "Cigarette", "Confidence": 0.901, "X1": 0.477, "Y1": 0.1702, "X2": 0.53219, "Y2": 0.17, "X3": 0.53088, "Y3": 0.1818, "X4": 0.47569, "Y4": 0.1818, "page": 0, "Index": 6}, {"Word": "Brand", "Confidence": 0.616, "X1": 0.53482, "Y1": 0.1702, "X2": 0.57162, "Y2": 0.17, "X3": 0.5703, "Y3": 0.1818, "X4": 0.53482, "Y4": 0.1818, "page": 0, "Index": 7}, {"Word": "Styles", "Confidence": 0.995, "X1": 0.57556, "Y1": 0.1702, "X2": 0.61104, "Y2": 0.17, "X3": 0.60972, "Y3": 0.1818, "X4": 0.57424, "Y4": 0.1818, "page": 0, "Index": 8}, {"Word": "from", "Confidence": 0.97, "X1": 0.61367, "Y1": 0.1712, "X2": 0.64126, "Y2": 0.171, "X3": 0.63995, "Y3": 0.1818, "X4": 0.61235, "Y4": 0.1818, "page": 0, "Index": 9}, {"Word": "1998", "Confidence": 0.986, "X1": 0.64783, "Y1": 0.1712, "X2": 0.67411, "Y2": 0.171, "X3": 0.6728, "Y3": 0.1818, "X4": 0.64652, "Y4": 0.1818, "page": 0, "Index": 10}, {"Word": "-", "Confidence": 0.957, "X1": 0.67674, "Y1": 0.1712, "X2": 0.682, "Y2": 0.171, "X3": 0.68068, "Y3": 0.1818, "X4": 0.67543, "Y4": 0.1818, "page": 0, "Index": 11}, {"Word": "2008", "Confidence": 0.958, "X1": 0.68463, "Y1": 0.1712, "X2": 0.71485, "Y2": 0.171, "X3": 0.71353, "Y3": 0.1818, "X4": 0.68331, "Y4": 0.1818, "page": 0, "Index": 12}, {"Word": "20", "Confidence": 0.834, "X1": 0.24704, "Y1": 0.1922, "X2": 0.26281, "Y2": 0.192, "X3": 0.26281, "Y3": 0.2018, "X4": 0.24704, "Y4": 0.2018, "page": 0, "Index": 13}, {"Word": "wtle", "Confidence": 0.164, "X1": 0.22339, "Y1": 0.2382, "X2": 0.22339, "Y2": 0.238, "X3": 0.23653, "Y3": 0.2368, "X4": 0.23653, "Y4": 0.2528, "page": 0, "Index": 14}, {"Word": "+", "Confidence": 0.863, "X1": 0.71222, "Y1": 0.2312, "X2": 0.71748, "Y2": 0.231, "X3": 0.71748, "Y3": 0.2378, "X4": 0.71222, "Y4": 0.2378, "page": 0, "Index": 15}, {"Word": "10%", "Confidence": 0.958, "X1": 0.72142, "Y1": 0.2302, "X2": 0.74376, "Y2": 0.23, "X3": 0.74244, "Y3": 0.2378, "X4": 0.72142, "Y4": 0.2378, "page": 0, "Index": 16}, {"Word": "1.81", "Confidence": 0.379, "X1": 0.48095, "Y1": 0.2312, "X2": 0.49671, "Y2": 0.231, "X3": 0.49277, "Y3": 0.2408, "X4": 0.477, "Y4": 0.2418, "page": 0, "Index": 17}, {"Word": "\"", "Confidence": 0.489, "X1": 0.49934, "Y1": 0.2312, "X2": 0.5046, "Y2": 0.231, "X3": 0.50066, "Y3": 0.2408, "X4": 0.4954, "Y4": 0.2408, "page": 0, "Index": 18}, {"Word": "-1.04\"", "Confidence": 0.337, "X1": 0.50723, "Y1": 0.2332, "X2": 0.54665, "Y2": 0.233, "X3": 0.54271, "Y3": 0.2428, "X4": 0.50329, "Y4": 0.2408, "page": 0, "Index": 19}, {"Word": "Ingdiga", "Confidence": 0.497, "X1": 0.22339, "Y1": 0.2562, "X2": 0.22339, "Y2": 0.256, "X3": 0.23653, "Y3": 0.2548, "X4": 0.23653, "Y4": 0.2838, "page": 0, "Index": 20}, {"Word": "0", "Confidence": 0.604, "X1": 0.53482, "Y1": 0.2502, "X2": 0.54008, "Y2": 0.25, "X3": 0.52957, "Y3": 0.2558, "X4": 0.52431, "Y4": 0.2498, "page": 0, "Index": 21}, {"Word": "1.8", "Confidence": 0.676, "X1": 0.24704, "Y1": 0.2542, "X2": 0.26413, "Y2": 0.254, "X3": 0.26413, "Y3": 0.2658, "X4": 0.24573, "Y4": 0.2648, "page": 0, "Index": 22}, {"Word": "---", "Confidence": 0.731, "X1": 0.29041, "Y1": 0.2552, "X2": 0.31537, "Y2": 0.255, "X3": 0.31406, "Y3": 0.2648, "X4": 0.28909, "Y4": 0.2648, "page": 0, "Index": 23}, {"Word": "178", "Confidence": 0.605, "X1": 0.318, "Y1": 0.2542, "X2": 0.3364, "Y2": 0.254, "X3": 0.3364, "Y3": 0.2638, "X4": 0.31669, "Y4": 0.2648, "page": 0, "Index": 24}, {"Word": "--", "Confidence": 0.626, "X1": 0.33903, "Y1": 0.2542, "X2": 0.3548, "Y2": 0.254, "X3": 0.35348, "Y3": 0.2638, "X4": 0.33903, "Y4": 0.2638, "page": 0, "Index": 25}, {"Word": "1.76.", "Confidence": 0.455, "X1": 0.35742, "Y1": 0.2532, "X2": 0.38633, "Y2": 0.253, "X3": 0.38502, "Y3": 0.2628, "X4": 0.35611, "Y4": 0.2638, "page": 0, "Index": 26}, {"Word": "177", "Confidence": 0.929, "X1": 0.43758, "Y1": 0.2512, "X2": 0.45992, "Y2": 0.251, "X3": 0.45992, "Y3": 0.2608, "X4": 0.43758, "Y4": 0.2618, "page": 0, "Index": 27}, {"Word": "Nicotine,", "Confidence": 0.248, "X1": 0.22208, "Y1": 0.2862, "X2": 0.22339, "Y2": 0.286, "X3": 0.23653, "Y3": 0.2858, "X4": 0.23522, "Y4": 0.3178, "page": 0, "Index": 28}, {"Word": "1.71", "Confidence": 0.281, "X1": 0.55979, "Y1": 0.2712, "X2": 0.58081, "Y2": 0.271, "X3": 0.57819, "Y3": 0.2808, "X4": 0.55585, "Y4": 0.2778, "page": 0, "Index": 29}, {"Word": "1.7", "Confidence": 0.652, "X1": 0.24704, "Y1": 0.2852, "X2": 0.26413, "Y2": 0.285, "X3": 0.26281, "Y3": 0.2958, "X4": 0.24573, "Y4": 0.2948, "page": 0, "Index": 30}, {"Word": "1.677", "Confidence": 0.66, "X1": 0.27989, "Y1": 0.2802, "X2": 0.3088, "Y2": 0.28, "X3": 0.3088, "Y3": 0.2928, "X4": 0.27989, "Y4": 0.2928, "page": 0, "Index": 31}, {"Word": "Over-tine", "Confidence": 0.464, "X1": 0.71222, "Y1": 0.2812, "X2": 0.75558, "Y2": 0.281, "X3": 0.75427, "Y3": 0.2888, "X4": 0.71091, "Y4": 0.2888, "page": 0, "Index": 32}, {"Word": "Meas", "Confidence": 0.446, "X1": 0.7569, "Y1": 0.2822, "X2": 0.78318, "Y2": 0.282, "X3": 0.78318, "Y3": 0.2888, "X4": 0.7569, "Y4": 0.2888, "page": 0, "Index": 33}, {"Word": "cf", "Confidence": 0.603, "X1": 0.78581, "Y1": 0.2822, "X2": 0.79763, "Y2": 0.282, "X3": 0.79632, "Y3": 0.2888, "X4": 0.78449, "Y4": 0.2888, "page": 0, "Index": 34}, {"Word": "Avwayod", "Confidence": 0.228, "X1": 0.71616, "Y1": 0.2912, "X2": 0.75953, "Y2": 0.291, "X3": 0.75953, "Y3": 0.2988, "X4": 0.71485, "Y4": 0.2988, "page": 0, "Index": 35}, {"Word": "Yields", "Confidence": 0.821, "X1": 0.76216, "Y1": 0.2912, "X2": 0.79106, "Y2": 0.291, "X3": 0.79106, "Y3": 0.2998, "X4": 0.76216, "Y4": 0.2988, "page": 0, "Index": 36}, {"Word": "1.62", "Confidence": 0.449, "X1": 0.60053, "Y1": 0.3012, "X2": 0.61892, "Y2": 0.301, "X3": 0.61892, "Y3": 0.3098, "X4": 0.60053, "Y4": 0.3098, "page": 0, "Index": 37}, {"Word": "MDPH", "Confidence": 0.105, "X1": 0.22076, "Y1": 0.3202, "X2": 0.22208, "Y2": 0.32, "X3": 0.23522, "Y3": 0.3198, "X4": 0.23522, "Y4": 0.3448, "page": 0, "Index": 38}, {"Word": "1.8", "Confidence": 0.797, "X1": 0.24836, "Y1": 0.3172, "X2": 0.26281, "Y2": 0.317, "X3": 0.26281, "Y3": 0.3268, "X4": 0.24836, "Y4": 0.3268, "page": 0, "Index": 39}, {"Word": "1.5", "Confidence": 0.607, "X1": 0.24836, "Y1": 0.3492, "X2": 0.26281, "Y2": 0.349, "X3": 0.26281, "Y3": 0.3588, "X4": 0.24836, "Y4": 0.3578, "page": 0, "Index": 40}, {"Word": "1.4", "Confidence": 0.548, "X1": 0.24704, "Y1": 0.3802, "X2": 0.26281, "Y2": 0.38, "X3": 0.26281, "Y3": 0.3888, "X4": 0.24704, "Y4": 0.3888, "page": 0, "Index": 41}, {"Word": "1998", "Confidence": 0.626, "X1": 0.27989, "Y1": 0.3932, "X2": 0.29961, "Y2": 0.393, "X3": 0.29961, "Y3": 0.4008, "X4": 0.27989, "Y4": 0.3998, "page": 0, "Index": 42}, {"Word": "1999", "Confidence": 0.664, "X1": 0.318, "Y1": 0.3932, "X2": 0.33903, "Y2": 0.393, "X3": 0.33903, "Y3": 0.3998, "X4": 0.318, "Y4": 0.4008, "page": 0, "Index": 43}, {"Word": "2000", "Confidence": 0.955, "X1": 0.35742, "Y1": 0.3922, "X2": 0.37845, "Y2": 0.392, "X3": 0.37976, "Y3": 0.3998, "X4": 0.35742, "Y4": 0.3998, "page": 0, "Index": 44}, {"Word": "2001", "Confidence": 0.839, "X1": 0.39685, "Y1": 0.3922, "X2": 0.41919, "Y2": 0.392, "X3": 0.4205, "Y3": 0.3998, "X4": 0.39685, "Y4": 0.3998, "page": 0, "Index": 45}, {"Word": "2002", "Confidence": 0.991, "X1": 0.43627, "Y1": 0.3922, "X2": 0.45861, "Y2": 0.392, "X3": 0.45992, "Y3": 0.3998, "X4": 0.43758, "Y4": 0.3998, "page": 0, "Index": 46}, {"Word": "2003", "Confidence": 0.724, "X1": 0.477, "Y1": 0.3922, "X2": 0.49934, "Y2": 0.392, "X3": 0.49934, "Y3": 0.4008, "X4": 0.477, "Y4": 0.4008, "page": 0, "Index": 47}, {"Word": "2004", "Confidence": 0.614, "X1": 0.51643, "Y1": 0.3922, "X2": 0.53876, "Y2": 0.392, "X3": 0.53876, "Y3": 0.4008, "X4": 0.51643, "Y4": 0.4008, "page": 0, "Index": 48}, {"Word": "2005", "Confidence": 0.559, "X1": 0.55716, "Y1": 0.3922, "X2": 0.57819, "Y2": 0.392, "X3": 0.57819, "Y3": 0.3998, "X4": 0.55716, "Y4": 0.4008, "page": 0, "Index": 49}, {"Word": "2006", "Confidence": 0.881, "X1": 0.59658, "Y1": 0.3922, "X2": 0.62024, "Y2": 0.392, "X3": 0.62024, "Y3": 0.3998, "X4": 0.59658, "Y4": 0.3998, "page": 0, "Index": 50}, {"Word": "2007", "Confidence": 0.603, "X1": 0.63732, "Y1": 0.3922, "X2": 0.65966, "Y2": 0.392, "X3": 0.65966, "Y3": 0.3998, "X4": 0.63732, "Y4": 0.3998, "page": 0, "Index": 51}, {"Word": "2008", "Confidence": 0.602, "X1": 0.67806, "Y1": 0.3922, "X2": 0.69908, "Y2": 0.392, "X3": 0.69908, "Y3": 0.3988, "X4": 0.67806, "Y4": 0.3988, "page": 0, "Index": 52}, {"Word": "MRPII", "Confidence": 0.169, "X1": 0.43627, "Y1": 0.4082, "X2": 0.46781, "Y2": 0.408, "X3": 0.46649, "Y3": 0.4188, "X4": 0.43627, "Y4": 0.4178, "page": 0, "Index": 53}, {"Word": "Reporting", "Confidence": 0.744, "X1": 0.47043, "Y1": 0.4082, "X2": 0.51774, "Y2": 0.408, "X3": 0.51643, "Y3": 0.4188, "X4": 0.46912, "Y4": 0.4188, "page": 0, "Index": 54}, {"Word": "Year", "Confidence": 0.921, "X1": 0.52037, "Y1": 0.4082, "X2": 0.54534, "Y2": 0.408, "X3": 0.54402, "Y3": 0.4188, "X4": 0.51905, "Y4": 0.4188, "page": 0, "Index": 55}, {"Word": "Figure", "Confidence": 0.955, "X1": 0.18922, "Y1": 0.4332, "X2": 0.22602, "Y2": 0.433, "X3": 0.22602, "Y3": 0.4458, "X4": 0.18922, "Y4": 0.4468, "page": 0, "Index": 56}, {"Word": "5.", "Confidence": 0.665, "X1": 0.22865, "Y1": 0.4332, "X2": 0.24179, "Y2": 0.433, "X3": 0.24179, "Y3": 0.4458, "X4": 0.22865, "Y4": 0.4458, "page": 0, "Index": 57}, {"Word": "Averaged*", "Confidence": 0.79, "X1": 0.24573, "Y1": 0.4342, "X2": 0.30355, "Y2": 0.434, "X3": 0.30355, "Y3": 0.4458, "X4": 0.24573, "Y4": 0.4458, "page": 0, "Index": 58}, {"Word": "MDPH", "Confidence": 0.654, "X1": 0.30749, "Y1": 0.4342, "X2": 0.34297, "Y2": 0.434, "X3": 0.34297, "Y3": 0.4458, "X4": 0.30749, "Y4": 0.4458, "page": 0, "Index": 59}, {"Word": "nicot", "Confidence": 0.656, "X1": 0.34691, "Y1": 0.4342, "X2": 0.37319, "Y2": 0.434, "X3": 0.37319, "Y3": 0.4458, "X4": 0.34691, "Y4": 0.4458, "page": 0, "Index": 60}, {"Word": "ne", "Confidence": 0.955, "X1": 0.37582, "Y1": 0.4342, "X2": 0.39028, "Y2": 0.434, "X3": 0.39028, "Y3": 0.4458, "X4": 0.37582, "Y4": 0.4458, "page": 0, "Index": 61}, {"Word": "yield", "Confidence": 0.887, "X1": 0.3929, "Y1": 0.4342, "X2": 0.41919, "Y2": 0.434, "X3": 0.41787, "Y3": 0.4458, "X4": 0.3929, "Y4": 0.4458, "page": 0, "Index": 62}, {"Word": "for", "Confidence": 0.998, "X1": 0.42181, "Y1": 0.4342, "X2": 0.43758, "Y2": 0.434, "X3": 0.43758, "Y3": 0.4458, "X4": 0.42181, "Y4": 0.4458, "page": 0, "Index": 63}, {"Word": "13", "Confidence": 0.44, "X1": 0.44152, "Y1": 0.4342, "X2": 0.45466, "Y2": 0.434, "X3": 0.45466, "Y3": 0.4458, "X4": 0.44152, "Y4": 0.4458, "page": 0, "Index": 64}, {"Word": "Basic", "Confidence": 0.657, "X1": 0.45729, "Y1": 0.4332, "X2": 0.48883, "Y2": 0.433, "X3": 0.48883, "Y3": 0.4458, "X4": 0.45729, "Y4": 0.4458, "page": 0, "Index": 65}, {"Word": "brand", "Confidence": 0.995, "X1": 0.49146, "Y1": 0.4332, "X2": 0.52431, "Y2": 0.433, "X3": 0.52431, "Y3": 0.4458, "X4": 0.49146, "Y4": 0.4458, "page": 0, "Index": 66}, {"Word": "styles", "Confidence": 0.947, "X1": 0.52825, "Y1": 0.4332, "X2": 0.55979, "Y2": 0.433, "X3": 0.55979, "Y3": 0.4458, "X4": 0.52694, "Y4": 0.4458, "page": 0, "Index": 67}, {"Word": "nepo", "Confidence": 0.184, "X1": 0.56373, "Y1": 0.4332, "X2": 0.58739, "Y2": 0.433, "X3": 0.58739, "Y3": 0.4458, "X4": 0.56373, "Y4": 0.4458, "page": 0, "Index": 68}, {"Word": "ted", "Confidence": 0.551, "X1": 0.59133, "Y1": 0.4332, "X2": 0.60841, "Y2": 0.433, "X3": 0.60841, "Y3": 0.4458, "X4": 0.59001, "Y4": 0.4458, "page": 0, "Index": 69}, {"Word": "in", "Confidence": 0.996, "X1": 0.61235, "Y1": 0.4332, "X2": 0.62286, "Y2": 0.433, "X3": 0.62155, "Y3": 0.4458, "X4": 0.61104, "Y4": 0.4458, "page": 0, "Index": 70}, {"Word": "all", "Confidence": 0.795, "X1": 0.62549, "Y1": 0.4332, "X2": 0.63732, "Y2": 0.433, "X3": 0.63732, "Y3": 0.4458, "X4": 0.62549, "Y4": 0.4458, "page": 0, "Index": 71}, {"Word": "years", "Confidence": 0.659, "X1": 0.64126, "Y1": 0.4332, "X2": 0.67148, "Y2": 0.433, "X3": 0.67148, "Y3": 0.4458, "X4": 0.64126, "Y4": 0.4458, "page": 0, "Index": 72}, {"Word": "from", "Confidence": 0.233, "X1": 0.67543, "Y1": 0.4332, "X2": 0.70039, "Y2": 0.433, "X3": 0.69908, "Y3": 0.4458, "X4": 0.67411, "Y4": 0.4458, "page": 0, "Index": 73}, {"Word": "1998", "Confidence": 0.931, "X1": 0.70434, "Y1": 0.4332, "X2": 0.73193, "Y2": 0.433, "X3": 0.73062, "Y3": 0.4458, "X4": 0.70434, "Y4": 0.4458, "page": 0, "Index": 74}, {"Word": "-", "Confidence": 0.995, "X1": 0.73456, "Y1": 0.4332, "X2": 0.74113, "Y2": 0.433, "X3": 0.74113, "Y3": 0.4458, "X4": 0.73456, "Y4": 0.4458, "page": 0, "Index": 75}, {"Word": "2008.", "Confidence": 0.779, "X1": 0.74507, "Y1": 0.4332, "X2": 0.77792, "Y2": 0.433, "X3": 0.77661, "Y3": 0.4458, "X4": 0.74376, "Y4": 0.4458, "page": 0, "Index": 76}, {"Word": "The", "Confidence": 0.998, "X1": 0.78055, "Y1": 0.4332, "X2": 0.80552, "Y2": 0.433, "X3": 0.8042, "Y3": 0.4458, "X4": 0.78055, "Y4": 0.4458, "page": 0, "Index": 77}, {"Word": "cente\"", "Confidence": 0.656, "X1": 0.1866, "Y1": 0.4472, "X2": 0.22076, "Y2": 0.447, "X3": 0.22076, "Y3": 0.4588, "X4": 0.1866, "Y4": 0.4588, "page": 0, "Index": 78}, {"Word": "I", "Confidence": 0.774, "X1": 0.2247, "Y1": 0.4472, "X2": 0.22733, "Y2": 0.447, "X3": 0.22733, "Y3": 0.4588, "X4": 0.2247, "Y4": 0.4588, "page": 0, "Index": 79}, {"Word": "ne", "Confidence": 0.943, "X1": 0.22996, "Y1": 0.4472, "X2": 0.24442, "Y2": 0.447, "X3": 0.24442, "Y3": 0.4588, "X4": 0.22996, "Y4": 0.4588, "page": 0, "Index": 80}, {"Word": "is", "Confidence": 0.997, "X1": 0.24704, "Y1": 0.4472, "X2": 0.25624, "Y2": 0.447, "X3": 0.25624, "Y3": 0.4588, "X4": 0.24704, "Y4": 0.4588, "page": 0, "Index": 81}, {"Word": "tre", "Confidence": 0.814, "X1": 0.25887, "Y1": 0.4472, "X2": 0.27858, "Y2": 0.447, "X3": 0.27858, "Y3": 0.4588, "X4": 0.25887, "Y4": 0.4588, "page": 0, "Index": 82}, {"Word": "over-time", "Confidence": 0.604, "X1": 0.28121, "Y1": 0.4472, "X2": 0.33509, "Y2": 0.447, "X3": 0.33509, "Y3": 0.4588, "X4": 0.28121, "Y4": 0.4588, "page": 0, "Index": 83}, {"Word": "rean", "Confidence": 0.657, "X1": 0.33903, "Y1": 0.4472, "X2": 0.36794, "Y2": 0.447, "X3": 0.36662, "Y3": 0.4588, "X4": 0.33903, "Y4": 0.4588, "page": 0, "Index": 84}, {"Word": "of", "Confidence": 0.996, "X1": 0.37057, "Y1": 0.4472, "X2": 0.38108, "Y2": 0.447, "X3": 0.38108, "Y3": 0.4588, "X4": 0.37057, "Y4": 0.4588, "page": 0, "Index": 85}, {"Word": "the", "Confidence": 0.992, "X1": 0.38371, "Y1": 0.4472, "X2": 0.4021, "Y2": 0.447, "X3": 0.4021, "Y3": 0.4588, "X4": 0.38371, "Y4": 0.4588, "page": 0, "Index": 86}, {"Word": "year", "Confidence": 0.984, "X1": 0.40604, "Y1": 0.4472, "X2": 0.42838, "Y2": 0.447, "X3": 0.42838, "Y3": 0.4588, "X4": 0.40473, "Y4": 0.4588, "page": 0, "Index": 87}, {"Word": "y", "Confidence": 0.994, "X1": 0.43233, "Y1": 0.4472, "X2": 0.44021, "Y2": 0.447, "X3": 0.44021, "Y3": 0.4588, "X4": 0.43101, "Y4": 0.4588, "page": 0, "Index": 88}, {"Word": "16-branc", "Confidence": 0.944, "X1": 0.44415, "Y1": 0.4472, "X2": 0.49277, "Y2": 0.447, "X3": 0.49146, "Y3": 0.4588, "X4": 0.44284, "Y4": 0.4588, "page": 0, "Index": 89}, {"Word": "style", "Confidence": 0.896, "X1": 0.4954, "Y1": 0.4472, "X2": 0.52168, "Y2": 0.447, "X3": 0.52168, "Y3": 0.4588, "X4": 0.4954, "Y4": 0.4588, "page": 0, "Index": 90}, {"Word": "averaged", "Confidence": 0.627, "X1": 0.52562, "Y1": 0.4472, "X2": 0.57556, "Y2": 0.447, "X3": 0.57556, "Y3": 0.4588, "X4": 0.52431, "Y4": 0.4588, "page": 0, "Index": 91}, {"Word": "yields.", "Confidence": 0.666, "X1": 0.5795, "Y1": 0.4472, "X2": 0.61761, "Y2": 0.447, "X3": 0.61629, "Y3": 0.4588, "X4": 0.57819, "Y4": 0.4588, "page": 0, "Index": 92}, {"Word": "Cross-", "Confidence": 0.881, "X1": 0.62024, "Y1": 0.4472, "X2": 0.65834, "Y2": 0.447, "X3": 0.65703, "Y3": 0.4588, "X4": 0.62024, "Y4": 0.4588, "page": 0, "Index": 93}, {"Word": "ines", "Confidence": 0.982, "X1": 0.66097, "Y1": 0.4472, "X2": 0.68463, "Y2": 0.447, "X3": 0.68331, "Y3": 0.4588, "X4": 0.65966, "Y4": 0.4588, "page": 0, "Index": 94}, {"Word": "are", "Confidence": 0.938, "X1": 0.68725, "Y1": 0.4472, "X2": 0.70565, "Y2": 0.447, "X3": 0.70434, "Y3": 0.4588, "X4": 0.68725, "Y4": 0.4588, "page": 0, "Index": 95}, {"Word": "(+/-)", "Confidence": 0.279, "X1": 0.70828, "Y1": 0.4472, "X2": 0.73325, "Y2": 0.447, "X3": 0.73193, "Y3": 0.4588, "X4": 0.70828, "Y4": 0.4588, "page": 0, "Index": 96}, {"Word": "5%", "Confidence": 0.998, "X1": 0.73587, "Y1": 0.4462, "X2": 0.75427, "Y2": 0.446, "X3": 0.75296, "Y3": 0.4588, "X4": 0.73587, "Y4": 0.4588, "page": 0, "Index": 97}, {"Word": "and", "Confidence": 0.998, "X1": 0.7569, "Y1": 0.4462, "X2": 0.77924, "Y2": 0.446, "X3": 0.77792, "Y3": 0.4588, "X4": 0.7569, "Y4": 0.4588, "page": 0, "Index": 98}, {"Word": "(+/-)", "Confidence": 0.642, "X1": 0.78187, "Y1": 0.4462, "X2": 0.80683, "Y2": 0.446, "X3": 0.80683, "Y3": 0.4588, "X4": 0.78055, "Y4": 0.4588, "page": 0, "Index": 99}, {"Word": "10%", "Confidence": 0.998, "X1": 0.18791, "Y1": 0.4602, "X2": 0.21156, "Y2": 0.46, "X3": 0.21156, "Y3": 0.4718, "X4": 0.18791, "Y4": 0.4718, "page": 0, "Index": 100}, {"Word": "of", "Confidence": 0.998, "X1": 0.21551, "Y1": 0.4602, "X2": 0.22602, "Y2": 0.46, "X3": 0.22602, "Y3": 0.4718, "X4": 0.21551, "Y4": 0.4718, "page": 0, "Index": 101}, {"Word": "this", "Confidence": 0.912, "X1": 0.22865, "Y1": 0.4602, "X2": 0.24967, "Y2": 0.46, "X3": 0.24967, "Y3": 0.4718, "X4": 0.22865, "Y4": 0.4718, "page": 0, "Index": 102}, {"Word": "over-time", "Confidence": 0.956, "X1": 0.2523, "Y1": 0.4602, "X2": 0.30486, "Y2": 0.46, "X3": 0.30355, "Y3": 0.4718, "X4": 0.2523, "Y4": 0.4718, "page": 0, "Index": 103}, {"Word": "mean", "Confidence": 0.656, "X1": 0.30749, "Y1": 0.4602, "X2": 0.34034, "Y2": 0.46, "X3": 0.34034, "Y3": 0.4718, "X4": 0.30749, "Y4": 0.4718, "page": 0, "Index": 104}, {"Word": "Because", "Confidence": 0.448, "X1": 0.34954, "Y1": 0.4602, "X2": 0.39816, "Y2": 0.46, "X3": 0.39816, "Y3": 0.4718, "X4": 0.34823, "Y4": 0.4718, "page": 0, "Index": 105}, {"Word": "smokers", "Confidence": 0.626, "X1": 0.40079, "Y1": 0.4602, "X2": 0.44809, "Y2": 0.46, "X3": 0.44678, "Y3": 0.4708, "X4": 0.40079, "Y4": 0.4718, "page": 0, "Index": 106}, {"Word": "choose", "Confidence": 0.969, "X1": 0.45072, "Y1": 0.4602, "X2": 0.4954, "Y2": 0.46, "X3": 0.49409, "Y3": 0.4708, "X4": 0.45072, "Y4": 0.4708, "page": 0, "Index": 107}, {"Word": "adiv", "Confidence": 0.657, "X1": 0.49803, "Y1": 0.4602, "X2": 0.51905, "Y2": 0.46, "X3": 0.51905, "Y3": 0.4708, "X4": 0.49803, "Y4": 0.4708, "page": 0, "Index": 108}, {"Word": "dual", "Confidence": 0.614, "X1": 0.523, "Y1": 0.4602, "X2": 0.54665, "Y2": 0.46, "X3": 0.54665, "Y3": 0.4708, "X4": 0.523, "Y4": 0.4708, "page": 0, "Index": 109}, {"Word": "b'and", "Confidence": 0.607, "X1": 0.55059, "Y1": 0.4602, "X2": 0.58213, "Y2": 0.46, "X3": 0.58213, "Y3": 0.4708, "X4": 0.54928, "Y4": 0.4708, "page": 0, "Index": 110}, {"Word": "styles,", "Confidence": 0.849, "X1": 0.58607, "Y1": 0.4602, "X2": 0.62024, "Y2": 0.46, "X3": 0.62024, "Y3": 0.4708, "X4": 0.58476, "Y4": 0.4708, "page": 0, "Index": 111}, {"Word": "PM", "Confidence": 0.658, "X1": 0.62286, "Y1": 0.4602, "X2": 0.64126, "Y2": 0.46, "X3": 0.64126, "Y3": 0.4708, "X4": 0.62286, "Y4": 0.4708, "page": 0, "Index": 112}, {"Word": "USA", "Confidence": 0.8, "X1": 0.6452, "Y1": 0.4592, "X2": 0.67148, "Y2": 0.459, "X3": 0.67148, "Y3": 0.4708, "X4": 0.6452, "Y4": 0.4708, "page": 0, "Index": 113}, {"Word": "believes", "Confidence": 0.969, "X1": 0.67543, "Y1": 0.4592, "X2": 0.72011, "Y2": 0.459, "X3": 0.72011, "Y3": 0.4708, "X4": 0.67411, "Y4": 0.4708, "page": 0, "Index": 114}, {"Word": "that", "Confidence": 0.886, "X1": 0.72405, "Y1": 0.4592, "X2": 0.74507, "Y2": 0.459, "X3": 0.74507, "Y3": 0.4708, "X4": 0.72273, "Y4": 0.4708, "page": 0, "Index": 115}, {"Word": "the", "Confidence": 0.607, "X1": 0.7477, "Y1": 0.4592, "X2": 0.76478, "Y2": 0.459, "X3": 0.76478, "Y3": 0.4708, "X4": 0.7477, "Y4": 0.4708, "page": 0, "Index": 116}, {"Word": "focus", "Confidence": 0.963, "X1": 0.76873, "Y1": 0.4592, "X2": 0.79895, "Y2": 0.459, "X3": 0.79895, "Y3": 0.4708, "X4": 0.76741, "Y4": 0.4708, "page": 0, "Index": 117}, {"Word": "of", "Confidence": 0.997, "X1": 0.80158, "Y1": 0.4592, "X2": 0.81603, "Y2": 0.459, "X3": 0.81603, "Y3": 0.4708, "X4": 0.80158, "Y4": 0.4708, "page": 0, "Index": 118}, {"Word": "en", "Confidence": 0.885, "X1": 0.18791, "Y1": 0.4732, "X2": 0.20237, "Y2": 0.473, "X3": 0.20237, "Y3": 0.4848, "X4": 0.18791, "Y4": 0.4848, "page": 0, "Index": 119}, {"Word": "analysis", "Confidence": 0.907, "X1": 0.20499, "Y1": 0.4732, "X2": 0.24967, "Y2": 0.473, "X3": 0.24967, "Y3": 0.4848, "X4": 0.20499, "Y4": 0.4848, "page": 0, "Index": 120}, {"Word": "of", "Confidence": 0.998, "X1": 0.2523, "Y1": 0.4732, "X2": 0.26281, "Y2": 0.473, "X3": 0.26281, "Y3": 0.4848, "X4": 0.2523, "Y4": 0.4848, "page": 0, "Index": 121}, {"Word": "repored", "Confidence": 0.664, "X1": 0.26675, "Y1": 0.4732, "X2": 0.31275, "Y2": 0.473, "X3": 0.31275, "Y3": 0.4848, "X4": 0.26675, "Y4": 0.4848, "page": 0, "Index": 122}, {"Word": "r", "Confidence": 0.85, "X1": 0.31669, "Y1": 0.4732, "X2": 0.32326, "Y2": 0.473, "X3": 0.32194, "Y3": 0.4848, "X4": 0.31669, "Y4": 0.4848, "page": 0, "Index": 123}, {"Word": "cotine", "Confidence": 0.618, "X1": 0.32589, "Y1": 0.4732, "X2": 0.35874, "Y2": 0.473, "X3": 0.35874, "Y3": 0.4848, "X4": 0.32589, "Y4": 0.4848, "page": 0, "Index": 124}, {"Word": "yields", "Confidence": 0.868, "X1": 0.36268, "Y1": 0.4732, "X2": 0.39422, "Y2": 0.473, "X3": 0.3929, "Y3": 0.4848, "X4": 0.36268, "Y4": 0.4848, "page": 0, "Index": 125}, {"Word": "siou", "Confidence": 0.764, "X1": 0.39685, "Y1": 0.4732, "X2": 0.42444, "Y2": 0.473, "X3": 0.42444, "Y3": 0.4848, "X4": 0.39685, "Y4": 0.4848, "page": 0, "Index": 126}, {"Word": "d", "Confidence": 0.955, "X1": 0.42838, "Y1": 0.4732, "X2": 0.43495, "Y2": 0.473, "X3": 0.43364, "Y3": 0.4848, "X4": 0.42707, "Y4": 0.4848, "page": 0, "Index": 127}, {"Word": "be", "Confidence": 0.994, "X1": 0.43758, "Y1": 0.4732, "X2": 0.45204, "Y2": 0.473, "X3": 0.45204, "Y3": 0.4848, "X4": 0.43758, "Y4": 0.4848, "page": 0, "Index": 128}, {"Word": "at", "Confidence": 0.62, "X1": 0.45466, "Y1": 0.4732, "X2": 0.46518, "Y2": 0.473, "X3": 0.46518, "Y3": 0.4848, "X4": 0.45466, "Y4": 0.4848, "page": 0, "Index": 129}, {"Word": "the", "Confidence": 0.998, "X1": 0.46912, "Y1": 0.4732, "X2": 0.4862, "Y2": 0.473, "X3": 0.4862, "Y3": 0.4848, "X4": 0.46781, "Y4": 0.4848, "page": 0, "Index": 130}, {"Word": "bard", "Confidence": 0.805, "X1": 0.49014, "Y1": 0.4732, "X2": 0.52168, "Y2": 0.473, "X3": 0.52168, "Y3": 0.4848, "X4": 0.48883, "Y4": 0.4848, "page": 0, "Index": 131}, {"Word": "style", "Confidence": 0.865, "X1": 0.52562, "Y1": 0.4732, "X2": 0.55059, "Y2": 0.473, "X3": 0.54928, "Y3": 0.4848, "X4": 0.52431, "Y4": 0.4848, "page": 0, "Index": 132}, {"Word": "level.", "Confidence": 0.815, "X1": 0.55322, "Y1": 0.4732, "X2": 0.58739, "Y2": 0.473, "X3": 0.58739, "Y3": 0.4848, "X4": 0.55322, "Y4": 0.4848, "page": 0, "Index": 133}, {"Word": "The", "Confidence": 0.998, "X1": 0.59001, "Y1": 0.4732, "X2": 0.61235, "Y2": 0.473, "X3": 0.61235, "Y3": 0.4848, "X4": 0.59001, "Y4": 0.4848, "page": 0, "Index": 134}, {"Word": "averaged", "Confidence": 0.958, "X1": 0.61629, "Y1": 0.4732, "X2": 0.66623, "Y2": 0.473, "X3": 0.66623, "Y3": 0.4848, "X4": 0.61498, "Y4": 0.4848, "page": 0, "Index": 135}, {"Word": "yields", "Confidence": 0.955, "X1": 0.67017, "Y1": 0.4732, "X2": 0.70171, "Y2": 0.473, "X3": 0.70171, "Y3": 0.4848, "X4": 0.66886, "Y4": 0.4848, "page": 0, "Index": 136}, {"Word": "of", "Confidence": 0.997, "X1": 0.70565, "Y1": 0.4732, "X2": 0.71616, "Y2": 0.473, "X3": 0.71616, "Y3": 0.4848, "X4": 0.70434, "Y4": 0.4848, "page": 0, "Index": 137}, {"Word": "a", "Confidence": 0.955, "X1": 0.72011, "Y1": 0.4732, "X2": 0.72668, "Y2": 0.473, "X3": 0.72536, "Y3": 0.4848, "X4": 0.71879, "Y4": 0.4848, "page": 0, "Index": 138}, {"Word": "collector", "Confidence": 0.494, "X1": 0.7293, "Y1": 0.4732, "X2": 0.78187, "Y2": 0.473, "X3": 0.78055, "Y3": 0.4838, "X4": 0.72799, "Y4": 0.4848, "page": 0, "Index": 139}, {"Word": "of", "Confidence": 0.997, "X1": 0.78449, "Y1": 0.4732, "X2": 0.80158, "Y2": 0.473, "X3": 0.80026, "Y3": 0.4838, "X4": 0.78318, "Y4": 0.4838, "page": 0, "Index": 140}, {"Word": "brand", "Confidence": 0.196, "X1": 0.18791, "Y1": 0.4862, "X2": 0.21945, "Y2": 0.486, "X3": 0.21945, "Y3": 0.4978, "X4": 0.18791, "Y4": 0.4978, "page": 0, "Index": 141}, {"Word": "sly", "Confidence": 0.405, "X1": 0.22208, "Y1": 0.4862, "X2": 0.23784, "Y2": 0.486, "X3": 0.23784, "Y3": 0.4978, "X4": 0.22339, "Y4": 0.4978, "page": 0, "Index": 142}, {"Word": "us", "Confidence": 0.194, "X1": 0.24047, "Y1": 0.4862, "X2": 0.25361, "Y2": 0.486, "X3": 0.25493, "Y3": 0.4978, "X4": 0.24047, "Y4": 0.4978, "page": 0, "Index": 143}, {"Word": "are", "Confidence": 0.731, "X1": 0.25756, "Y1": 0.4862, "X2": 0.27595, "Y2": 0.486, "X3": 0.27595, "Y3": 0.4978, "X4": 0.25756, "Y4": 0.4978, "page": 0, "Index": 144}, {"Word": "compared", "Confidence": 0.222, "X1": 0.27858, "Y1": 0.4862, "X2": 0.33377, "Y2": 0.486, "X3": 0.33377, "Y3": 0.4978, "X4": 0.27858, "Y4": 0.4978, "page": 0, "Index": 145}, {"Word": "livre", "Confidence": 0.011, "X1": 0.3364, "Y1": 0.4862, "X2": 0.36268, "Y2": 0.486, "X3": 0.36399, "Y3": 0.4978, "X4": 0.3364, "Y4": 0.4978, "page": 0, "Index": 146}, {"Word": "only", "Confidence": 0.052, "X1": 0.36662, "Y1": 0.4862, "X2": 0.38765, "Y2": 0.486, "X3": 0.38765, "Y3": 0.4978, "X4": 0.36662, "Y4": 0.4978, "page": 0, "Index": 147}, {"Word": "tu", "Confidence": 0.059, "X1": 0.39028, "Y1": 0.4862, "X2": 0.4021, "Y2": 0.486, "X3": 0.4021, "Y3": 0.4978, "X4": 0.39028, "Y4": 0.4978, "page": 0, "Index": 148}, {"Word": "auknowhelye", "Confidence": 0.082, "X1": 0.40604, "Y1": 0.4862, "X2": 0.47832, "Y2": 0.486, "X3": 0.47832, "Y3": 0.4978, "X4": 0.40604, "Y4": 0.4978, "page": 0, "Index": 149}, {"Word": "that", "Confidence": 0.113, "X1": 0.48226, "Y1": 0.4862, "X2": 0.50329, "Y2": 0.486, "X3": 0.50329, "Y3": 0.4978, "X4": 0.48226, "Y4": 0.4978, "page": 0, "Index": 150}, {"Word": "a", "Confidence": 0.819, "X1": 0.50591, "Y1": 0.4862, "X2": 0.5138, "Y2": 0.486, "X3": 0.5138, "Y3": 0.4978, "X4": 0.50591, "Y4": 0.4978, "page": 0, "Index": 151}, {"Word": "o", "Confidence": 0.009, "X1": 0.51643, "Y1": 0.4862, "X2": 0.52562, "Y2": 0.486, "X3": 0.52562, "Y3": 0.4978, "X4": 0.51643, "Y4": 0.4978, "page": 0, "Index": 152}, {"Word": "leulive", "Confidence": 0.222, "X1": 0.53219, "Y1": 0.4862, "X2": 0.56767, "Y2": 0.486, "X3": 0.56767, "Y3": 0.4978, "X4": 0.53219, "Y4": 0.4978, "page": 0, "Index": 153}, {"Word": "approach", "Confidence": 0.075, "X1": 0.5703, "Y1": 0.4862, "X2": 0.62418, "Y2": 0.486, "X3": 0.62286, "Y3": 0.4978, "X4": 0.5703, "Y4": 0.4978, "page": 0, "Index": 154}, {"Word": "bu", "Confidence": 0.008, "X1": 0.62681, "Y1": 0.4862, "X2": 0.64652, "Y2": 0.486, "X3": 0.64652, "Y3": 0.4978, "X4": 0.62681, "Y4": 0.4978, "page": 0, "Index": 155}, {"Word": "boun", "Confidence": 0.335, "X1": 0.65046, "Y1": 0.4862, "X2": 0.67806, "Y2": 0.486, "X3": 0.67806, "Y3": 0.4978, "X4": 0.65046, "Y4": 0.4978, "page": 0, "Index": 156}, {"Word": "used", "Confidence": 0.101, "X1": 0.682, "Y1": 0.4862, "X2": 0.70828, "Y2": 0.486, "X3": 0.70828, "Y3": 0.4978, "X4": 0.682, "Y4": 0.4978, "page": 0, "Index": 157}, {"Word": "by", "Confidence": 0.842, "X1": 0.71091, "Y1": 0.4862, "X2": 0.72536, "Y2": 0.486, "X3": 0.72536, "Y3": 0.4978, "X4": 0.71091, "Y4": 0.4978, "page": 0, "Index": 158}, {"Word": "the", "Confidence": 0.298, "X1": 0.72799, "Y1": 0.4862, "X2": 0.74639, "Y2": 0.486, "X3": 0.74639, "Y3": 0.4978, "X4": 0.72799, "Y4": 0.4978, "page": 0, "Index": 159}, {"Word": "MOPH", "Confidence": 0.796, "X1": 0.74901, "Y1": 0.4862, "X2": 0.78581, "Y2": 0.486, "X3": 0.78581, "Y3": 0.4978, "X4": 0.74901, "Y4": 0.4978, "page": 0, "Index": 160}, {"Word": "ard", "Confidence": 0.002, "X1": 0.78975, "Y1": 0.4862, "X2": 0.81603, "Y2": 0.486, "X3": 0.81603, "Y3": 0.4978, "X4": 0.78975, "Y4": 0.4978, "page": 0, "Index": 161}, {"Word": "the", "Confidence": 0.991, "X1": 0.18791, "Y1": 0.4992, "X2": 0.20499, "Y2": 0.499, "X3": 0.20368, "Y3": 0.5108, "X4": 0.1866, "Y4": 0.5108, "page": 0, "Index": 162}, {"Word": "Ha", "Confidence": 0.997, "X1": 0.20762, "Y1": 0.4992, "X2": 0.2247, "Y2": 0.499, "X3": 0.22339, "Y3": 0.5108, "X4": 0.20762, "Y4": 0.5108, "page": 0, "Index": 163}, {"Word": "vard", "Confidence": 0.927, "X1": 0.22733, "Y1": 0.4992, "X2": 0.2523, "Y2": 0.499, "X3": 0.25099, "Y3": 0.5108, "X4": 0.22733, "Y4": 0.5108, "page": 0, "Index": 164}, {"Word": "School", "Confidence": 0.638, "X1": 0.25493, "Y1": 0.4992, "X2": 0.29435, "Y2": 0.499, "X3": 0.29304, "Y3": 0.5108, "X4": 0.25493, "Y4": 0.5108, "page": 0, "Index": 165}, {"Word": "of", "Confidence": 0.947, "X1": 0.29698, "Y1": 0.4992, "X2": 0.3088, "Y2": 0.499, "X3": 0.30749, "Y3": 0.5108, "X4": 0.29698, "Y4": 0.5108, "page": 0, "Index": 166}, {"Word": "Public", "Confidence": 0.805, "X1": 0.31143, "Y1": 0.4992, "X2": 0.34428, "Y2": 0.499, "X3": 0.34428, "Y3": 0.5108, "X4": 0.31143, "Y4": 0.5108, "page": 0, "Index": 167}, {"Word": "Health", "Confidence": 0.154, "X1": 0.34823, "Y1": 0.4992, "X2": 0.38371, "Y2": 0.499, "X3": 0.38239, "Y3": 0.5108, "X4": 0.34691, "Y4": 0.5108, "page": 0, "Index": 168}, {"Word": "in", "Confidence": 0.997, "X1": 0.38633, "Y1": 0.4992, "X2": 0.39685, "Y2": 0.499, "X3": 0.39685, "Y3": 0.5108, "X4": 0.38633, "Y4": 0.5108, "page": 0, "Index": 169}, {"Word": "their", "Confidence": 0.602, "X1": 0.39947, "Y1": 0.4992, "X2": 0.42444, "Y2": 0.499, "X3": 0.42444, "Y3": 0.5108, "X4": 0.39947, "Y4": 0.5108, "page": 0, "Index": 170}, {"Word": "respective", "Confidence": 0.624, "X1": 0.42838, "Y1": 0.4992, "X2": 0.48489, "Y2": 0.499, "X3": 0.48489, "Y3": 0.5108, "X4": 0.42707, "Y4": 0.5108, "page": 0, "Index": 171}, {"Word": "nicothe", "Confidence": 0.807, "X1": 0.48883, "Y1": 0.4992, "X2": 0.53219, "Y2": 0.499, "X3": 0.53088, "Y3": 0.5108, "X4": 0.48752, "Y4": 0.5108, "page": 0, "Index": 172}, {"Word": "yeld", "Confidence": 0.982, "X1": 0.53482, "Y1": 0.5002, "X2": 0.5611, "Y2": 0.5, "X3": 0.55979, "Y3": 0.5108, "X4": 0.53351, "Y4": 0.5108, "page": 0, "Index": 173}, {"Word": "analyses", "Confidence": 0.597, "X1": 0.56373, "Y1": 0.5002, "X2": 0.61629, "Y2": 0.5, "X3": 0.61498, "Y3": 0.5108, "X4": 0.56242, "Y4": 0.5108, "page": 0, "Index": 174}, {"Word": "C", "Confidence": 0.854, "X1": 0.18265, "Y1": 0.5472, "X2": 0.19317, "Y2": 0.547, "X3": 0.19448, "Y3": 0.5628, "X4": 0.18397, "Y4": 0.5628, "page": 0, "Index": 175}, {"Word": "garette", "Confidence": 0.643, "X1": 0.19711, "Y1": 0.5472, "X2": 0.24573, "Y2": 0.547, "X3": 0.24573, "Y3": 0.5618, "X4": 0.19842, "Y4": 0.5628, "page": 0, "Index": 176}, {"Word": "Design:", "Confidence": 0.968, "X1": 0.24967, "Y1": 0.5472, "X2": 0.30618, "Y2": 0.547, "X3": 0.30618, "Y3": 0.5618, "X4": 0.24967, "Y4": 0.5618, "page": 0, "Index": 177}, {"Word": "Reduced", "Confidence": 0.849, "X1": 0.31012, "Y1": 0.5472, "X2": 0.37188, "Y2": 0.547, "X3": 0.37188, "Y3": 0.5618, "X4": 0.31012, "Y4": 0.5618, "page": 0, "Index": 178}, {"Word": "Cigarette", "Confidence": 0.805, "X1": 0.37582, "Y1": 0.5472, "X2": 0.43758, "Y2": 0.547, "X3": 0.43627, "Y3": 0.5618, "X4": 0.37582, "Y4": 0.5618, "page": 0, "Index": 179}, {"Word": "Ignition", "Confidence": 0.674, "X1": 0.44152, "Y1": 0.5472, "X2": 0.49014, "Y2": 0.547, "X3": 0.49014, "Y3": 0.5618, "X4": 0.44021, "Y4": 0.5618, "page": 0, "Index": 180}, {"Word": "Propensity", "Confidence": 0.991, "X1": 0.49409, "Y1": 0.5472, "X2": 0.57162, "Y2": 0.547, "X3": 0.5703, "Y3": 0.5618, "X4": 0.49409, "Y4": 0.5618, "page": 0, "Index": 181}, {"Word": "Sirce", "Confidence": 0.994, "X1": 0.2339, "Y1": 0.5692, "X2": 0.27201, "Y2": 0.569, "X3": 0.27201, "Y3": 0.5828, "X4": 0.2339, "Y4": 0.5828, "page": 0, "Index": 182}, {"Word": "June", "Confidence": 0.991, "X1": 0.27595, "Y1": 0.5692, "X2": 0.31012, "Y2": 0.569, "X3": 0.3088, "Y3": 0.5828, "X4": 0.27595, "Y4": 0.5828, "page": 0, "Index": 183}, {"Word": "2004,", "Confidence": 0.962, "X1": 0.31406, "Y1": 0.5692, "X2": 0.35217, "Y2": 0.569, "X3": 0.35217, "Y3": 0.5838, "X4": 0.31275, "Y4": 0.5828, "page": 0, "Index": 184}, {"Word": "New", "Confidence": 0.991, "X1": 0.35611, "Y1": 0.5692, "X2": 0.38633, "Y2": 0.569, "X3": 0.38633, "Y3": 0.5838, "X4": 0.3548, "Y4": 0.5838, "page": 0, "Index": 185}, {"Word": "York", "Confidence": 0.985, "X1": 0.39159, "Y1": 0.5692, "X2": 0.42181, "Y2": 0.569, "X3": 0.42181, "Y3": 0.5838, "X4": 0.39028, "Y4": 0.5838, "page": 0, "Index": 186}, {"Word": "State", "Confidence": 0.278, "X1": 0.42576, "Y1": 0.5692, "X2": 0.46124, "Y2": 0.569, "X3": 0.45992, "Y3": 0.5838, "X4": 0.42444, "Y4": 0.5838, "page": 0, "Index": 187}, {"Word": "has", "Confidence": 0.994, "X1": 0.46386, "Y1": 0.5692, "X2": 0.49014, "Y2": 0.569, "X3": 0.49014, "Y3": 0.5838, "X4": 0.46386, "Y4": 0.5838, "page": 0, "Index": 188}, {"Word": "required", "Confidence": 0.988, "X1": 0.49409, "Y1": 0.5692, "X2": 0.54928, "Y2": 0.569, "X3": 0.54796, "Y3": 0.5838, "X4": 0.49409, "Y4": 0.5838, "page": 0, "Index": 189}, {"Word": "cigaralte", "Confidence": 0.804, "X1": 0.55322, "Y1": 0.5692, "X2": 0.61235, "Y2": 0.569, "X3": 0.61235, "Y3": 0.5838, "X4": 0.55191, "Y4": 0.5838, "page": 0, "Index": 190}, {"Word": "manufacturers", "Confidence": 0.259, "X1": 0.61629, "Y1": 0.5692, "X2": 0.71353, "Y2": 0.569, "X3": 0.71353, "Y3": 0.5828, "X4": 0.61629, "Y4": 0.5838, "page": 0, "Index": 191}, {"Word": "to", "Confidence": 0.997, "X1": 0.71748, "Y1": 0.5702, "X2": 0.73062, "Y2": 0.57, "X3": 0.73062, "Y3": 0.5828, "X4": 0.71748, "Y4": 0.5828, "page": 0, "Index": 192}, {"Word": "sell", "Confidence": 0.955, "X1": 0.73456, "Y1": 0.5702, "X2": 0.75821, "Y2": 0.57, "X3": 0.75821, "Y3": 0.5828, "X4": 0.73456, "Y4": 0.5828, "page": 0, "Index": 193}, {"Word": "or", "Confidence": 0.994, "X1": 0.76216, "Y1": 0.5702, "X2": 0.77661, "Y2": 0.57, "X3": 0.7753, "Y3": 0.5828, "X4": 0.76216, "Y4": 0.5828, "page": 0, "Index": 194}, {"Word": "offer", "Confidence": 0.995, "X1": 0.77924, "Y1": 0.5702, "X2": 0.81472, "Y2": 0.57, "X3": 0.81472, "Y3": 0.5828, "X4": 0.77924, "Y4": 0.5828, "page": 0, "Index": 195}, {"Word": "for", "Confidence": 0.998, "X1": 0.18397, "Y1": 0.5852, "X2": 0.20105, "Y2": 0.585, "X3": 0.20105, "Y3": 0.5998, "X4": 0.18397, "Y4": 0.5998, "page": 0, "Index": 196}, {"Word": "sale", "Confidence": 0.988, "X1": 0.20499, "Y1": 0.5852, "X2": 0.2339, "Y2": 0.585, "X3": 0.2339, "Y3": 0.5998, "X4": 0.20499, "Y4": 0.5998, "page": 0, "Index": 197}, {"Word": "only", "Confidence": 0.988, "X1": 0.23784, "Y1": 0.5852, "X2": 0.26544, "Y2": 0.585, "X3": 0.26544, "Y3": 0.5998, "X4": 0.23784, "Y4": 0.5998, "page": 0, "Index": 198}, {"Word": "cigarettes", "Confidence": 0.617, "X1": 0.26938, "Y1": 0.5852, "X2": 0.3364, "Y2": 0.585, "X3": 0.3364, "Y3": 0.5998, "X4": 0.26938, "Y4": 0.5998, "page": 0, "Index": 199}, {"Word": "that", "Confidence": 0.608, "X1": 0.34034, "Y1": 0.5852, "X2": 0.36531, "Y2": 0.585, "X3": 0.36531, "Y3": 0.5998, "X4": 0.34034, "Y4": 0.5998, "page": 0, "Index": 200}, {"Word": "meet", "Confidence": 0.932, "X1": 0.36925, "Y1": 0.5852, "X2": 0.40473, "Y2": 0.585, "X3": 0.40473, "Y3": 0.5998, "X4": 0.36925, "Y4": 0.5998, "page": 0, "Index": 201}, {"Word": "a", "Confidence": 0.991, "X1": 0.40867, "Y1": 0.5852, "X2": 0.41524, "Y2": 0.585, "X3": 0.41524, "Y3": 0.5998, "X4": 0.40867, "Y4": 0.5998, "page": 0, "Index": 202}, {"Word": "reduced", "Confidence": 0.797, "X1": 0.41919, "Y1": 0.5852, "X2": 0.47569, "Y2": 0.585, "X3": 0.47569, "Y3": 0.5998, "X4": 0.41919, "Y4": 0.5998, "page": 0, "Index": 203}, {"Word": "cigarette", "Confidence": 0.918, "X1": 0.47963, "Y1": 0.5852, "X2": 0.53876, "Y2": 0.585, "X3": 0.53876, "Y3": 0.6008, "X4": 0.47963, "Y4": 0.5998, "page": 0, "Index": 204}, {"Word": "ignition", "Confidence": 0.101, "X1": 0.54271, "Y1": 0.5852, "X2": 0.59133, "Y2": 0.585, "X3": 0.59001, "Y3": 0.6008, "X4": 0.54271, "Y4": 0.6008, "page": 0, "Index": 205}, {"Word": "propensity", "Confidence": 0.991, "X1": 0.59527, "Y1": 0.5852, "X2": 0.66491, "Y2": 0.585, "X3": 0.6636, "Y3": 0.6008, "X4": 0.59396, "Y4": 0.6008, "page": 0, "Index": 206}, {"Word": "(\"RCIP\")", "Confidence": 0.948, "X1": 0.66886, "Y1": 0.5852, "X2": 0.72536, "Y2": 0.585, "X3": 0.72405, "Y3": 0.6008, "X4": 0.66754, "Y4": 0.6008, "page": 0, "Index": 207}, {"Word": "performance", "Confidence": 0.259, "X1": 0.7293, "Y1": 0.5852, "X2": 0.81866, "Y2": 0.585, "X3": 0.81866, "Y3": 0.6008, "X4": 0.72799, "Y4": 0.6008, "page": 0, "Index": 208}, {"Word": "standard.\"", "Confidence": 0.534, "X1": 0.18397, "Y1": 0.6032, "X2": 0.25887, "Y2": 0.603, "X3": 0.25756, "Y3": 0.6178, "X4": 0.18265, "Y4": 0.6178, "page": 0, "Index": 209}, {"Word": "Massachusets", "Confidence": 0.513, "X1": 0.26281, "Y1": 0.6032, "X2": 0.36531, "Y2": 0.603, "X3": 0.36399, "Y3": 0.6178, "X4": 0.2615, "Y4": 0.6178, "page": 0, "Index": 210}, {"Word": "end", "Confidence": 0.932, "X1": 0.36794, "Y1": 0.6032, "X2": 0.39422, "Y2": 0.603, "X3": 0.3929, "Y3": 0.6178, "X4": 0.36662, "Y4": 0.6178, "page": 0, "Index": 211}, {"Word": "&", "Confidence": 0.028, "X1": 0.39816, "Y1": 0.6032, "X2": 0.40736, "Y2": 0.603, "X3": 0.40604, "Y3": 0.6178, "X4": 0.39685, "Y4": 0.6178, "page": 0, "Index": 212}, {"Word": "number", "Confidence": 0.9, "X1": 0.4113, "Y1": 0.6042, "X2": 0.46255, "Y2": 0.604, "X3": 0.46124, "Y3": 0.6178, "X4": 0.40999, "Y4": 0.6178, "page": 0, "Index": 213}, {"Word": "of", "Confidence": 0.998, "X1": 0.46649, "Y1": 0.6042, "X2": 0.47963, "Y2": 0.604, "X3": 0.47832, "Y3": 0.6178, "X4": 0.46518, "Y4": 0.6178, "page": 0, "Index": 214}, {"Word": "other", "Confidence": 0.611, "X1": 0.48357, "Y1": 0.6042, "X2": 0.51905, "Y2": 0.604, "X3": 0.51774, "Y3": 0.6178, "X4": 0.48226, "Y4": 0.6178, "page": 0, "Index": 215}, {"Word": "states", "Confidence": 0.655, "X1": 0.523, "Y1": 0.6042, "X2": 0.56373, "Y2": 0.604, "X3": 0.56242, "Y3": 0.6178, "X4": 0.52168, "Y4": 0.6178, "page": 0, "Index": 216}, {"Word": "have", "Confidence": 0.983, "X1": 0.56767, "Y1": 0.6042, "X2": 0.60053, "Y2": 0.604, "X3": 0.59921, "Y3": 0.6178, "X4": 0.56636, "Y4": 0.6178, "page": 0, "Index": 217}, {"Word": "enacted", "Confidence": 0.848, "X1": 0.60447, "Y1": 0.6042, "X2": 0.65834, "Y2": 0.604, "X3": 0.65703, "Y3": 0.6178, "X4": 0.60315, "Y4": 0.6178, "page": 0, "Index": 218}, {"Word": "sirniler", "Confidence": 0.742, "X1": 0.66229, "Y1": 0.6042, "X2": 0.70696, "Y2": 0.604, "X3": 0.70565, "Y3": 0.6178, "X4": 0.66097, "Y4": 0.6178, "page": 0, "Index": 219}, {"Word": "laws", "Confidence": 0.843, "X1": 0.70959, "Y1": 0.6042, "X2": 0.74113, "Y2": 0.604, "X3": 0.73982, "Y3": 0.6178, "X4": 0.70959, "Y4": 0.6178, "page": 0, "Index": 220}, {"Word": "with", "Confidence": 0.989, "X1": 0.74507, "Y1": 0.6052, "X2": 0.77267, "Y2": 0.605, "X3": 0.77267, "Y3": 0.6178, "X4": 0.74376, "Y4": 0.6178, "page": 0, "Index": 221}, {"Word": "the", "Confidence": 0.815, "X1": 0.77661, "Y1": 0.6052, "X2": 0.80026, "Y2": 0.605, "X3": 0.79895, "Y3": 0.6178, "X4": 0.7753, "Y4": 0.6178, "page": 0, "Index": 222}, {"Word": "same", "Confidence": 0.986, "X1": 0.18397, "Y1": 0.6212, "X2": 0.22208, "Y2": 0.621, "X3": 0.22208, "Y3": 0.6348, "X4": 0.18265, "Y4": 0.6348, "page": 0, "Index": 223}, {"Word": "performance", "Confidence": 0.991, "X1": 0.22602, "Y1": 0.6212, "X2": 0.31143, "Y2": 0.621, "X3": 0.31143, "Y3": 0.6348, "X4": 0.22602, "Y4": 0.6348, "page": 0, "Index": 224}, {"Word": "standard.", "Confidence": 0.946, "X1": 0.31537, "Y1": 0.6212, "X2": 0.38239, "Y2": 0.621, "X3": 0.38239, "Y3": 0.6348, "X4": 0.31406, "Y4": 0.6348, "page": 0, "Index": 225}, {"Word": "PM", "Confidence": 0.955, "X1": 0.38633, "Y1": 0.6212, "X2": 0.40736, "Y2": 0.621, "X3": 0.40736, "Y3": 0.6348, "X4": 0.38502, "Y4": 0.6348, "page": 0, "Index": 226}, {"Word": "USA", "Confidence": 0.998, "X1": 0.41393, "Y1": 0.6212, "X2": 0.44547, "Y2": 0.621, "X3": 0.44415, "Y3": 0.6348, "X4": 0.41261, "Y4": 0.6348, "page": 0, "Index": 227}, {"Word": "cigarettes", "Confidence": 0.892, "X1": 0.44809, "Y1": 0.6212, "X2": 0.51643, "Y2": 0.621, "X3": 0.51511, "Y3": 0.6348, "X4": 0.44809, "Y4": 0.6348, "page": 0, "Index": 228}, {"Word": "intended", "Confidence": 0.994, "X1": 0.51905, "Y1": 0.6212, "X2": 0.57819, "Y2": 0.621, "X3": 0.57819, "Y3": 0.6348, "X4": 0.51905, "Y4": 0.6348, "page": 0, "Index": 229}, {"Word": "to", "Confidence": 0.997, "X1": 0.58213, "Y1": 0.6212, "X2": 0.59527, "Y2": 0.621, "X3": 0.59527, "Y3": 0.6348, "X4": 0.58213, "Y4": 0.6348, "page": 0, "Index": 230}, {"Word": "be", "Confidence": 0.997, "X1": 0.59921, "Y1": 0.6212, "X2": 0.61629, "Y2": 0.621, "X3": 0.61498, "Y3": 0.6348, "X4": 0.59921, "Y4": 0.6348, "page": 0, "Index": 231}, {"Word": "sold", "Confidence": 0.986, "X1": 0.61892, "Y1": 0.6212, "X2": 0.64783, "Y2": 0.621, "X3": 0.64783, "Y3": 0.6348, "X4": 0.61892, "Y4": 0.6348, "page": 0, "Index": 232}, {"Word": "or", "Confidence": 0.929, "X1": 0.65177, "Y1": 0.6212, "X2": 0.66623, "Y2": 0.621, "X3": 0.66623, "Y3": 0.6348, "X4": 0.65177, "Y4": 0.6348, "page": 0, "Index": 233}, {"Word": "offered", "Confidence": 0.992, "X1": 0.67017, "Y1": 0.6222, "X2": 0.71748, "Y2": 0.622, "X3": 0.71616, "Y3": 0.6348, "X4": 0.67017, "Y4": 0.6348, "page": 0, "Index": 234}, {"Word": "for", "Confidence": 0.998, "X1": 0.72011, "Y1": 0.6222, "X2": 0.73982, "Y2": 0.622, "X3": 0.73982, "Y3": 0.6348, "X4": 0.72011, "Y4": 0.6348, "page": 0, "Index": 235}, {"Word": "sale", "Confidence": 0.988, "X1": 0.74376, "Y1": 0.6222, "X2": 0.77267, "Y2": 0.622, "X3": 0.77267, "Y3": 0.6348, "X4": 0.74376, "Y4": 0.6348, "page": 0, "Index": 236}, {"Word": "in", "Confidence": 0.998, "X1": 0.7753, "Y1": 0.6222, "X2": 0.79106, "Y2": 0.622, "X3": 0.79106, "Y3": 0.6348, "X4": 0.7753, "Y4": 0.6348, "page": 0, "Index": 237}, {"Word": "states", "Confidence": 0.952, "X1": 0.18397, "Y1": 0.6372, "X2": 0.22602, "Y2": 0.637, "X3": 0.2247, "Y3": 0.6508, "X4": 0.18265, "Y4": 0.6508, "page": 0, "Index": 238}, {"Word": "with", "Confidence": 0.556, "X1": 0.22996, "Y1": 0.6362, "X2": 0.25756, "Y2": 0.636, "X3": 0.25624, "Y3": 0.6508, "X4": 0.22865, "Y4": 0.6508, "page": 0, "Index": 239}, {"Word": "RCIP", "Confidence": 0.981, "X1": 0.26018, "Y1": 0.6362, "X2": 0.29698, "Y2": 0.636, "X3": 0.29566, "Y3": 0.6508, "X4": 0.26018, "Y4": 0.6508, "page": 0, "Index": 240}, {"Word": "Laws", "Confidence": 0.991, "X1": 0.30092, "Y1": 0.6362, "X2": 0.3364, "Y2": 0.636, "X3": 0.3364, "Y3": 0.6508, "X4": 0.29961, "Y4": 0.6508, "page": 0, "Index": 241}, {"Word": "are", "Confidence": 0.991, "X1": 0.34034, "Y1": 0.6362, "X2": 0.36399, "Y2": 0.636, "X3": 0.36268, "Y3": 0.6508, "X4": 0.33903, "Y4": 0.6508, "page": 0, "Index": 242}, {"Word": "manufactured", "Confidence": 0.667, "X1": 0.36794, "Y1": 0.6362, "X2": 0.45992, "Y2": 0.636, "X3": 0.45992, "Y3": 0.6508, "X4": 0.36662, "Y4": 0.6508, "page": 0, "Index": 243}, {"Word": "with", "Confidence": 0.987, "X1": 0.46386, "Y1": 0.6372, "X2": 0.49146, "Y2": 0.637, "X3": 0.49146, "Y3": 0.6508, "X4": 0.46255, "Y4": 0.6508, "page": 0, "Index": 244}, {"Word": "cigarette", "Confidence": 0.949, "X1": 0.4954, "Y1": 0.6372, "X2": 0.55453, "Y2": 0.637, "X3": 0.55453, "Y3": 0.6508, "X4": 0.49409, "Y4": 0.6508, "page": 0, "Index": 245}, {"Word": "papers", "Confidence": 0.995, "X1": 0.55848, "Y1": 0.6372, "X2": 0.60447, "Y2": 0.637, "X3": 0.60315, "Y3": 0.6508, "X4": 0.55716, "Y4": 0.6508, "page": 0, "Index": 246}, {"Word": "that", "Confidence": 0.982, "X1": 0.60841, "Y1": 0.6372, "X2": 0.63469, "Y2": 0.637, "X3": 0.63338, "Y3": 0.6508, "X4": 0.6071, "Y4": 0.6508, "page": 0, "Index": 247}, {"Word": "have", "Confidence": 0.991, "X1": 0.63863, "Y1": 0.6372, "X2": 0.67148, "Y2": 0.637, "X3": 0.67017, "Y3": 0.6508, "X4": 0.63732, "Y4": 0.6508, "page": 0, "Index": 248}, {"Word": "areas", "Confidence": 0.95, "X1": 0.67411, "Y1": 0.6372, "X2": 0.71353, "Y2": 0.637, "X3": 0.71222, "Y3": 0.6508, "X4": 0.67411, "Y4": 0.6508, "page": 0, "Index": 249}, {"Word": "of", "Confidence": 0.998, "X1": 0.71748, "Y1": 0.6372, "X2": 0.73062, "Y2": 0.637, "X3": 0.7293, "Y3": 0.6508, "X4": 0.71616, "Y4": 0.6508, "page": 0, "Index": 250}, {"Word": "lowered", "Confidence": 0.994, "X1": 0.73325, "Y1": 0.6382, "X2": 0.79106, "Y2": 0.638, "X3": 0.78975, "Y3": 0.6508, "X4": 0.73325, "Y4": 0.6508, "page": 0, "Index": 251}, {"Word": "permeability", "Confidence": 0.801, "X1": 0.18528, "Y1": 0.6522, "X2": 0.26675, "Y2": 0.652, "X3": 0.26544, "Y3": 0.6668, "X4": 0.18397, "Y4": 0.6668, "page": 0, "Index": 252}, {"Word": "bands.", "Confidence": 0.933, "X1": 0.2707, "Y1": 0.6522, "X2": 0.32457, "Y2": 0.652, "X3": 0.32457, "Y3": 0.6668, "X4": 0.26938, "Y4": 0.6668, "page": 0, "Index": 253}, {"Word": "RCIP", "Confidence": 0.969, "X1": 0.32852, "Y1": 0.6522, "X2": 0.36531, "Y2": 0.652, "X3": 0.36399, "Y3": 0.6668, "X4": 0.32852, "Y4": 0.6668, "page": 0, "Index": 254}, {"Word": "cigarettes", "Confidence": 0.799, "X1": 0.36794, "Y1": 0.6522, "X2": 0.43495, "Y2": 0.652, "X3": 0.43364, "Y3": 0.6668, "X4": 0.36794, "Y4": 0.6668, "page": 0, "Index": 255}, {"Word": "were", "Confidence": 0.987, "X1": 0.4389, "Y1": 0.6522, "X2": 0.47175, "Y2": 0.652, "X3": 0.47175, "Y3": 0.6658, "X4": 0.43758, "Y4": 0.6658, "page": 0, "Index": 256}, {"Word": "tested", "Confidence": 0.993, "X1": 0.47569, "Y1": 0.6512, "X2": 0.51905, "Y2": 0.651, "X3": 0.51774, "Y3": 0.6658, "X4": 0.47438, "Y4": 0.6658, "page": 0, "Index": 257}, {"Word": "and", "Confidence": 0.998, "X1": 0.523, "Y1": 0.6522, "X2": 0.54796, "Y2": 0.652, "X3": 0.54665, "Y3": 0.6668, "X4": 0.52168, "Y4": 0.6658, "page": 0, "Index": 258}, {"Word": "reported", "Confidence": 0.991, "X1": 0.55059, "Y1": 0.6522, "X2": 0.60841, "Y2": 0.652, "X3": 0.6071, "Y3": 0.6668, "X4": 0.55059, "Y4": 0.6668, "page": 0, "Index": 259}, {"Word": "to", "Confidence": 0.995, "X1": 0.61235, "Y1": 0.6522, "X2": 0.62549, "Y2": 0.652, "X3": 0.62418, "Y3": 0.6668, "X4": 0.61104, "Y4": 0.6668, "page": 0, "Index": 260}, {"Word": "the", "Confidence": 0.991, "X1": 0.62943, "Y1": 0.6522, "X2": 0.65046, "Y2": 0.652, "X3": 0.64915, "Y3": 0.6668, "X4": 0.62812, "Y4": 0.6668, "page": 0, "Index": 261}, {"Word": "MDPH", "Confidence": 0.837, "X1": 0.6544, "Y1": 0.6522, "X2": 0.69908, "Y2": 0.652, "X3": 0.69777, "Y3": 0.6668, "X4": 0.65309, "Y4": 0.6668, "page": 0, "Index": 262}, {"Word": "beginning", "Confidence": 0.965, "X1": 0.70302, "Y1": 0.6522, "X2": 0.77004, "Y2": 0.652, "X3": 0.76873, "Y3": 0.6668, "X4": 0.70171, "Y4": 0.6668, "page": 0, "Index": 263}, {"Word": "with", "Confidence": 0.987, "X1": 0.77398, "Y1": 0.6532, "X2": 0.8042, "Y2": 0.653, "X3": 0.80289, "Y3": 0.6678, "X4": 0.77267, "Y4": 0.6668, "page": 0, "Index": 264}, {"Word": "the", "Confidence": 0.998, "X1": 0.18397, "Y1": 0.6682, "X2": 0.20499, "Y2": 0.668, "X3": 0.20499, "Y3": 0.6828, "X4": 0.18397, "Y4": 0.6828, "page": 0, "Index": 265}, {"Word": "2008", "Confidence": 0.982, "X1": 0.20894, "Y1": 0.6682, "X2": 0.24179, "Y2": 0.668, "X3": 0.24179, "Y3": 0.6828, "X4": 0.20894, "Y4": 0.6828, "page": 0, "Index": 266}, {"Word": "Cigarette", "Confidence": 0.991, "X1": 0.24573, "Y1": 0.6682, "X2": 0.3088, "Y2": 0.668, "X3": 0.3088, "Y3": 0.6828, "X4": 0.24573, "Y4": 0.6828, "page": 0, "Index": 267}, {"Word": "Report.", "Confidence": 0.939, "X1": 0.31275, "Y1": 0.6682, "X2": 0.36662, "Y2": 0.668, "X3": 0.36662, "Y3": 0.6828, "X4": 0.31275, "Y4": 0.6828, "page": 0, "Index": 268}, {"Word": "MDPH", "Confidence": 0.942, "X1": 0.37057, "Y1": 0.6682, "X2": 0.41524, "Y2": 0.668, "X3": 0.41524, "Y3": 0.6828, "X4": 0.37057, "Y4": 0.6828, "page": 0, "Index": 269}, {"Word": "nicotine", "Confidence": 0.96, "X1": 0.41919, "Y1": 0.6682, "X2": 0.47306, "Y2": 0.668, "X3": 0.47306, "Y3": 0.6828, "X4": 0.41919, "Y4": 0.6828, "page": 0, "Index": 270}, {"Word": "yields", "Confidence": 0.971, "X1": 0.477, "Y1": 0.6682, "X2": 0.51643, "Y2": 0.668, "X3": 0.51643, "Y3": 0.6828, "X4": 0.477, "Y4": 0.6828, "page": 0, "Index": 271}, {"Word": "reported", "Confidence": 0.993, "X1": 0.51905, "Y1": 0.6682, "X2": 0.57687, "Y2": 0.668, "X3": 0.57687, "Y3": 0.6828, "X4": 0.51905, "Y4": 0.6828, "page": 0, "Index": 272}, {"Word": "this", "Confidence": 0.986, "X1": 0.58081, "Y1": 0.6682, "X2": 0.60447, "Y2": 0.668, "X3": 0.60447, "Y3": 0.6828, "X4": 0.58081, "Y4": 0.6828, "page": 0, "Index": 273}, {"Word": "year", "Confidence": 0.984, "X1": 0.60841, "Y1": 0.6682, "X2": 0.63732, "Y2": 0.668, "X3": 0.63732, "Y3": 0.6828, "X4": 0.60841, "Y4": 0.6828, "page": 0, "Index": 274}, {"Word": "for", "Confidence": 0.998, "X1": 0.64126, "Y1": 0.6682, "X2": 0.66097, "Y2": 0.668, "X3": 0.66097, "Y3": 0.6828, "X4": 0.64126, "Y4": 0.6828, "page": 0, "Index": 275}, {"Word": "Marlboro", "Confidence": 0.942, "X1": 0.66491, "Y1": 0.6682, "X2": 0.72405, "Y2": 0.668, "X3": 0.72405, "Y3": 0.6828, "X4": 0.66491, "Y4": 0.6828, "page": 0, "Index": 276}, {"Word": "brand", "Confidence": 0.995, "X1": 0.72799, "Y1": 0.6692, "X2": 0.76741, "Y2": 0.669, "X3": 0.76741, "Y3": 0.6828, "X4": 0.72799, "Y4": 0.6828, "page": 0, "Index": 277}, {"Word": "styles", "Confidence": 0.995, "X1": 0.77135, "Y1": 0.6692, "X2": 0.8134, "Y2": 0.669, "X3": 0.8134, "Y3": 0.6828, "X4": 0.77135, "Y4": 0.6828, "page": 0, "Index": 278}, {"Word": "less", "Confidence": 0.888, "X1": 0.39947, "Y1": 0.6842, "X2": 0.42707, "Y2": 0.684, "X3": 0.42707, "Y3": 0.6978, "X4": 0.39947, "Y4": 0.6988, "page": 0, "Index": 279}, {"Word": "than", "Confidence": 0.991, "X1": 0.43101, "Y1": 0.6842, "X2": 0.46124, "Y2": 0.684, "X3": 0.46124, "Y3": 0.6978, "X4": 0.43101, "Y4": 0.6978, "page": 0, "Index": 280}, {"Word": "reported", "Confidence": 0.994, "X1": 0.46518, "Y1": 0.6842, "X2": 0.52168, "Y2": 0.684, "X3": 0.52168, "Y3": 0.6978, "X4": 0.46386, "Y4": 0.6978, "page": 0, "Index": 281}, {"Word": "in", "Confidence": 0.876, "X1": 0.52562, "Y1": 0.6842, "X2": 0.53876, "Y2": 0.684, "X3": 0.53876, "Y3": 0.6978, "X4": 0.52431, "Y4": 0.6978, "page": 0, "Index": 282}, {"Word": "2007.", "Confidence": 0.991, "X1": 0.54271, "Y1": 0.6842, "X2": 0.58476, "Y2": 0.684, "X3": 0.58344, "Y3": 0.6978, "X4": 0.54139, "Y4": 0.6978, "page": 0, "Index": 283}, {"Word": "Although", "Confidence": 0.993, "X1": 0.5887, "Y1": 0.6842, "X2": 0.64915, "Y2": 0.684, "X3": 0.64783, "Y3": 0.6978, "X4": 0.58739, "Y4": 0.6978, "page": 0, "Index": 284}, {"Word": "more", "Confidence": 0.985, "X1": 0.65177, "Y1": 0.6842, "X2": 0.68725, "Y2": 0.684, "X3": 0.68725, "Y3": 0.6978, "X4": 0.65177, "Y4": 0.6978, "page": 0, "Index": 285}, {"Word": "Basic", "Confidence": 0.991, "X1": 0.6912, "Y1": 0.6852, "X2": 0.72799, "Y2": 0.685, "X3": 0.72799, "Y3": 0.6978, "X4": 0.68988, "Y4": 0.6978, "page": 0, "Index": 286}, {"Word": "brand", "Confidence": 0.997, "X1": 0.73193, "Y1": 0.6852, "X2": 0.77267, "Y2": 0.685, "X3": 0.77267, "Y3": 0.6978, "X4": 0.73193, "Y4": 0.6978, "page": 0, "Index": 287}, {"Word": "style", "Confidence": 0.992, "X1": 0.77661, "Y1": 0.6852, "X2": 0.80946, "Y2": 0.685, "X3": 0.80946, "Y3": 0.6978, "X4": 0.77661, "Y4": 0.6978, "page": 0, "Index": 288}, {"Word": "were", "Confidence": 0.65, "X1": 0.18397, "Y1": 0.6852, "X2": 0.21813, "Y2": 0.685, "X3": 0.21682, "Y3": 0.6988, "X4": 0.18265, "Y4": 0.6988, "page": 0, "Index": 289}, {"Word": "not", "Confidence": 0.995, "X1": 0.22076, "Y1": 0.6852, "X2": 0.2431, "Y2": 0.685, "X3": 0.24179, "Y3": 0.6988, "X4": 0.22076, "Y4": 0.6988, "page": 0, "Index": 290}, {"Word": "consistently", "Confidence": 0.669, "X1": 0.24704, "Y1": 0.6842, "X2": 0.32589, "Y2": 0.684, "X3": 0.32589, "Y3": 0.6988, "X4": 0.24573, "Y4": 0.6988, "page": 0, "Index": 291}, {"Word": "greater", "Confidence": 0.991, "X1": 0.32983, "Y1": 0.6842, "X2": 0.37976, "Y2": 0.684, "X3": 0.37845, "Y3": 0.6988, "X4": 0.32852, "Y4": 0.6988, "page": 0, "Index": 292}, {"Word": "or", "Confidence": 0.991, "X1": 0.38239, "Y1": 0.6842, "X2": 0.39685, "Y2": 0.684, "X3": 0.39553, "Y3": 0.6988, "X4": 0.38239, "Y4": 0.6988, "page": 0, "Index": 293}, {"Word": "measured", "Confidence": 0.609, "X1": 0.18397, "Y1": 0.7012, "X2": 0.2523, "Y2": 0.701, "X3": 0.25099, "Y3": 0.7138, "X4": 0.18265, "Y4": 0.7138, "page": 0, "Index": 294}, {"Word": "MDPH", "Confidence": 0.963, "X1": 0.25624, "Y1": 0.7002, "X2": 0.30092, "Y2": 0.7, "X3": 0.30092, "Y3": 0.7138, "X4": 0.25493, "Y4": 0.7138, "page": 0, "Index": 295}, {"Word": "nicotine", "Confidence": 0.521, "X1": 0.30486, "Y1": 0.7002, "X2": 0.35874, "Y2": 0.7, "X3": 0.35742, "Y3": 0.7138, "X4": 0.30486, "Y4": 0.7138, "page": 0, "Index": 296}, {"Word": "yields", "Confidence": 0.968, "X1": 0.36137, "Y1": 0.7002, "X2": 0.40079, "Y2": 0.7, "X3": 0.39947, "Y3": 0.7138, "X4": 0.36137, "Y4": 0.7138, "page": 0, "Index": 297}, {"Word": "were", "Confidence": 0.915, "X1": 0.40342, "Y1": 0.7002, "X2": 0.43758, "Y2": 0.7, "X3": 0.43627, "Y3": 0.7138, "X4": 0.40342, "Y4": 0.7138, "page": 0, "Index": 298}, {"Word": "marginally", "Confidence": 0.991, "X1": 0.44152, "Y1": 0.7002, "X2": 0.51248, "Y2": 0.7, "X3": 0.51117, "Y3": 0.7138, "X4": 0.44021, "Y4": 0.7138, "page": 0, "Index": 299}, {"Word": "greater", "Confidence": 0.632, "X1": 0.51511, "Y1": 0.7002, "X2": 0.56373, "Y2": 0.7, "X3": 0.56373, "Y3": 0.7138, "X4": 0.51511, "Y4": 0.7138, "page": 0, "Index": 300}, {"Word": "in", "Confidence": 0.998, "X1": 0.56767, "Y1": 0.7002, "X2": 0.58081, "Y2": 0.7, "X3": 0.5795, "Y3": 0.7138, "X4": 0.56636, "Y4": 0.7138, "page": 0, "Index": 301}, {"Word": "2008", "Confidence": 0.907, "X1": 0.58476, "Y1": 0.7002, "X2": 0.61761, "Y2": 0.7, "X3": 0.61761, "Y3": 0.7138, "X4": 0.58344, "Y4": 0.7138, "page": 0, "Index": 302}, {"Word": "than", "Confidence": 0.991, "X1": 0.62155, "Y1": 0.7002, "X2": 0.65177, "Y2": 0.7, "X3": 0.65046, "Y3": 0.7138, "X4": 0.62155, "Y4": 0.7138, "page": 0, "Index": 303}, {"Word": "in", "Confidence": 0.998, "X1": 0.65572, "Y1": 0.7002, "X2": 0.66886, "Y2": 0.7, "X3": 0.66754, "Y3": 0.7138, "X4": 0.6544, "Y4": 0.7138, "page": 0, "Index": 304}, {"Word": "2007,", "Confidence": 0.648, "X1": 0.67148, "Y1": 0.7002, "X2": 0.70959, "Y2": 0.7, "X3": 0.70828, "Y3": 0.7138, "X4": 0.67148, "Y4": 0.7138, "page": 0, "Index": 305}, {"Word": "the", "Confidence": 0.993, "X1": 0.71353, "Y1": 0.7002, "X2": 0.73587, "Y2": 0.7, "X3": 0.73587, "Y3": 0.7138, "X4": 0.71222, "Y4": 0.7138, "page": 0, "Index": 306}, {"Word": "2008", "Confidence": 0.981, "X1": 0.73982, "Y1": 0.7002, "X2": 0.77267, "Y2": 0.7, "X3": 0.77267, "Y3": 0.7138, "X4": 0.7385, "Y4": 0.7138, "page": 0, "Index": 307}, {"Word": "yields", "Confidence": 0.918, "X1": 0.77661, "Y1": 0.7002, "X2": 0.81866, "Y2": 0.7, "X3": 0.81866, "Y3": 0.7138, "X4": 0.77661, "Y4": 0.7138, "page": 0, "Index": 308}, {"Word": "were", "Confidence": 0.616, "X1": 0.18397, "Y1": 0.7172, "X2": 0.21813, "Y2": 0.717, "X3": 0.21682, "Y3": 0.7308, "X4": 0.18265, "Y4": 0.7308, "page": 0, "Index": 309}, {"Word": "within", "Confidence": 0.994, "X1": 0.22076, "Y1": 0.7172, "X2": 0.26018, "Y2": 0.717, "X3": 0.25887, "Y3": 0.7308, "X4": 0.22076, "Y4": 0.7308, "page": 0, "Index": 310}, {"Word": "the", "Confidence": 0.993, "X1": 0.26413, "Y1": 0.7172, "X2": 0.28647, "Y2": 0.717, "X3": 0.28515, "Y3": 0.7308, "X4": 0.26281, "Y4": 0.7308, "page": 0, "Index": 311}, {"Word": "range", "Confidence": 0.996, "X1": 0.28909, "Y1": 0.7162, "X2": 0.32852, "Y2": 0.716, "X3": 0.32852, "Y3": 0.7308, "X4": 0.28909, "Y4": 0.7308, "page": 0, "Index": 312}, {"Word": "reported", "Confidence": 0.994, "X1": 0.33246, "Y1": 0.7162, "X2": 0.39028, "Y2": 0.716, "X3": 0.38896, "Y3": 0.7308, "X4": 0.33114, "Y4": 0.7308, "page": 0, "Index": 313}, {"Word": "in", "Confidence": 0.998, "X1": 0.39422, "Y1": 0.7162, "X2": 0.40736, "Y2": 0.716, "X3": 0.40604, "Y3": 0.7308, "X4": 0.3929, "Y4": 0.7308, "page": 0, "Index": 314}, {"Word": "prior", "Confidence": 0.991, "X1": 0.4113, "Y1": 0.7162, "X2": 0.44152, "Y2": 0.716, "X3": 0.44021, "Y3": 0.7308, "X4": 0.40999, "Y4": 0.7308, "page": 0, "Index": 315}, {"Word": "years.", "Confidence": 0.983, "X1": 0.44547, "Y1": 0.7162, "X2": 0.49146, "Y2": 0.716, "X3": 0.49014, "Y3": 0.7298, "X4": 0.44415, "Y4": 0.7308, "page": 0, "Index": 316}, {"Word": "These", "Confidence": 0.804, "X1": 0.4954, "Y1": 0.7162, "X2": 0.53745, "Y2": 0.716, "X3": 0.53745, "Y3": 0.7298, "X4": 0.49409, "Y4": 0.7298, "page": 0, "Index": 317}, {"Word": "results", "Confidence": 0.95, "X1": 0.54139, "Y1": 0.7162, "X2": 0.58607, "Y2": 0.716, "X3": 0.58607, "Y3": 0.7298, "X4": 0.54008, "Y4": 0.7298, "page": 0, "Index": 318}, {"Word": "are", "Confidence": 0.998, "X1": 0.59001, "Y1": 0.7162, "X2": 0.61235, "Y2": 0.716, "X3": 0.61104, "Y3": 0.7298, "X4": 0.59001, "Y4": 0.7298, "page": 0, "Index": 319}, {"Word": "consistent", "Confidence": 0.991, "X1": 0.61629, "Y1": 0.7162, "X2": 0.68463, "Y2": 0.716, "X3": 0.68331, "Y3": 0.7298, "X4": 0.61498, "Y4": 0.7298, "page": 0, "Index": 320}, {"Word": "with", "Confidence": 0.988, "X1": 0.68857, "Y1": 0.7162, "X2": 0.71616, "Y2": 0.716, "X3": 0.71485, "Y3": 0.7298, "X4": 0.68725, "Y4": 0.7298, "page": 0, "Index": 321}, {"Word": "the", "Confidence": 0.998, "X1": 0.72011, "Y1": 0.7162, "X2": 0.74244, "Y2": 0.716, "X3": 0.74113, "Y3": 0.7298, "X4": 0.71879, "Y4": 0.7298, "page": 0, "Index": 322}, {"Word": "findings", "Confidence": 0.993, "X1": 0.74507, "Y1": 0.7172, "X2": 0.79763, "Y2": 0.717, "X3": 0.79763, "Y3": 0.7298, "X4": 0.74507, "Y4": 0.7298, "page": 0, "Index": 323}, {"Word": "of", "Confidence": 0.998, "X1": 0.80158, "Y1": 0.7172, "X2": 0.81866, "Y2": 0.717, "X3": 0.81866, "Y3": 0.7298, "X4": 0.80026, "Y4": 0.7298, "page": 0, "Index": 324}, {"Word": "Connolly", "Confidence": 0.883, "X1": 0.18397, "Y1": 0.7342, "X2": 0.24442, "Y2": 0.734, "X3": 0.24179, "Y3": 0.7488, "X4": 0.18265, "Y4": 0.7488, "page": 0, "Index": 325}, {"Word": "et", "Confidence": 0.929, "X1": 0.24704, "Y1": 0.7342, "X2": 0.2615, "Y2": 0.734, "X3": 0.26018, "Y3": 0.7488, "X4": 0.24573, "Y4": 0.7488, "page": 0, "Index": 326}, {"Word": "al", "Confidence": 0.996, "X1": 0.26544, "Y1": 0.7342, "X2": 0.27464, "Y2": 0.734, "X3": 0.27332, "Y3": 0.7488, "X4": 0.26281, "Y4": 0.7488, "page": 0, "Index": 327}, {"Word": ".,", "Confidence": 0.855, "X1": 0.27858, "Y1": 0.7342, "X2": 0.28647, "Y2": 0.734, "X3": 0.28384, "Y3": 0.7488, "X4": 0.27727, "Y4": 0.7488, "page": 0, "Index": 328}, {"Word": "2005.\"", "Confidence": 0.635, "X1": 0.29041, "Y1": 0.7342, "X2": 0.33903, "Y2": 0.734, "X3": 0.33771, "Y3": 0.7488, "X4": 0.28778, "Y4": 0.7488, "page": 0, "Index": 329}, {"Word": "Namely,", "Confidence": 0.87, "X1": 0.34297, "Y1": 0.7342, "X2": 0.39947, "Y2": 0.734, "X3": 0.39816, "Y3": 0.7488, "X4": 0.34166, "Y4": 0.7488, "page": 0, "Index": 330}, {"Word": "the", "Confidence": 0.998, "X1": 0.4021, "Y1": 0.7342, "X2": 0.42444, "Y2": 0.734, "X3": 0.42313, "Y3": 0.7488, "X4": 0.40079, "Y4": 0.7488, "page": 0, "Index": 331}, {"Word": "majority", "Confidence": 0.893, "X1": 0.42838, "Y1": 0.7342, "X2": 0.48226, "Y2": 0.734, "X3": 0.48095, "Y3": 0.7488, "X4": 0.42707, "Y4": 0.7488, "page": 0, "Index": 332}, {"Word": "of", "Confidence": 0.996, "X1": 0.4862, "Y1": 0.7342, "X2": 0.49934, "Y2": 0.734, "X3": 0.49803, "Y3": 0.7488, "X4": 0.48489, "Y4": 0.7488, "page": 0, "Index": 333}, {"Word": "smoke", "Confidence": 0.994, "X1": 0.50329, "Y1": 0.7342, "X2": 0.54796, "Y2": 0.734, "X3": 0.54665, "Y3": 0.7488, "X4": 0.50197, "Y4": 0.7488, "page": 0, "Index": 334}, {"Word": "constituent", "Confidence": 0.991, "X1": 0.55191, "Y1": 0.7352, "X2": 0.62549, "Y2": 0.735, "X3": 0.62418, "Y3": 0.7488, "X4": 0.55059, "Y4": 0.7488, "page": 0, "Index": 335}, {"Word": "yields,", "Confidence": 0.866, "X1": 0.62812, "Y1": 0.7352, "X2": 0.6728, "Y2": 0.735, "X3": 0.6728, "Y3": 0.7488, "X4": 0.62812, "Y4": 0.7488, "page": 0, "Index": 336}, {"Word": "including", "Confidence": 0.96, "X1": 0.67674, "Y1": 0.7352, "X2": 0.73719, "Y2": 0.735, "X3": 0.73587, "Y3": 0.7488, "X4": 0.67674, "Y4": 0.7488, "page": 0, "Index": 337}, {"Word": "nicotine,", "Confidence": 0.948, "X1": 0.73982, "Y1": 0.7362, "X2": 0.80158, "Y2": 0.736, "X3": 0.80158, "Y3": 0.7488, "X4": 0.73982, "Y4": 0.7488, "page": 0, "Index": 338}, {"Word": "will", "Confidence": 0.994, "X1": 0.18528, "Y1": 0.7512, "X2": 0.20499, "Y2": 0.751, "X3": 0.20499, "Y3": 0.7658, "X4": 0.18528, "Y4": 0.7658, "page": 0, "Index": 339}, {"Word": "not", "Confidence": 0.998, "X1": 0.20894, "Y1": 0.7512, "X2": 0.23127, "Y2": 0.751, "X3": 0.23127, "Y3": 0.7658, "X4": 0.20894, "Y4": 0.7658, "page": 0, "Index": 340}, {"Word": "be", "Confidence": 0.998, "X1": 0.23522, "Y1": 0.7512, "X2": 0.25099, "Y2": 0.751, "X3": 0.25099, "Y3": 0.7658, "X4": 0.23522, "Y4": 0.7658, "page": 0, "Index": 341}, {"Word": "significantly", "Confidence": 0.899, "X1": 0.25493, "Y1": 0.7512, "X2": 0.33509, "Y2": 0.751, "X3": 0.33509, "Y3": 0.7658, "X4": 0.25493, "Y4": 0.7658, "page": 0, "Index": 342}, {"Word": "different", "Confidence": 0.991, "X1": 0.33903, "Y1": 0.7512, "X2": 0.39422, "Y2": 0.751, "X3": 0.3929, "Y3": 0.7648, "X4": 0.33903, "Y4": 0.7658, "page": 0, "Index": 343}, {"Word": "between", "Confidence": 0.993, "X1": 0.39685, "Y1": 0.7512, "X2": 0.45598, "Y2": 0.751, "X3": 0.45598, "Y3": 0.7648, "X4": 0.39685, "Y4": 0.7648, "page": 0, "Index": 344}, {"Word": "cigarette", "Confidence": 0.808, "X1": 0.45861, "Y1": 0.7512, "X2": 0.51905, "Y2": 0.751, "X3": 0.51905, "Y3": 0.7648, "X4": 0.45861, "Y4": 0.7648, "page": 0, "Index": 345}, {"Word": "brand", "Confidence": 0.997, "X1": 0.52168, "Y1": 0.7512, "X2": 0.5611, "Y2": 0.751, "X3": 0.5611, "Y3": 0.7648, "X4": 0.52168, "Y4": 0.7648, "page": 0, "Index": 346}, {"Word": "styles", "Confidence": 0.996, "X1": 0.56505, "Y1": 0.7512, "X2": 0.60447, "Y2": 0.751, "X3": 0.60447, "Y3": 0.7648, "X4": 0.56505, "Y4": 0.7648, "page": 0, "Index": 347}, {"Word": "sold", "Confidence": 0.986, "X1": 0.60841, "Y1": 0.7512, "X2": 0.63601, "Y2": 0.751, "X3": 0.63601, "Y3": 0.7648, "X4": 0.60841, "Y4": 0.7648, "page": 0, "Index": 348}, {"Word": "in", "Confidence": 0.998, "X1": 0.63995, "Y1": 0.7512, "X2": 0.65177, "Y2": 0.751, "X3": 0.65177, "Y3": 0.7648, "X4": 0.63995, "Y4": 0.7648, "page": 0, "Index": 349}, {"Word": "states", "Confidence": 0.994, "X1": 0.65572, "Y1": 0.7522, "X2": 0.69645, "Y2": 0.752, "X3": 0.69645, "Y3": 0.7648, "X4": 0.65572, "Y4": 0.7648, "page": 0, "Index": 350}, {"Word": "with", "Confidence": 0.99, "X1": 0.70039, "Y1": 0.7522, "X2": 0.7293, "Y2": 0.752, "X3": 0.72799, "Y3": 0.7648, "X4": 0.70039, "Y4": 0.7648, "page": 0, "Index": 351}, {"Word": "RCIP", "Confidence": 0.969, "X1": 0.73193, "Y1": 0.7522, "X2": 0.77135, "Y2": 0.752, "X3": 0.77004, "Y3": 0.7648, "X4": 0.73193, "Y4": 0.7648, "page": 0, "Index": 352}, {"Word": "standards", "Confidence": 0.981, "X1": 0.18791, "Y1": 0.7682, "X2": 0.25099, "Y2": 0.768, "X3": 0.25099, "Y3": 0.7818, "X4": 0.18791, "Y4": 0.7818, "page": 0, "Index": 353}, {"Word": "and", "Confidence": 0.998, "X1": 0.25493, "Y1": 0.7682, "X2": 0.28121, "Y2": 0.768, "X3": 0.28121, "Y3": 0.7818, "X4": 0.25493, "Y4": 0.7818, "page": 0, "Index": 354}, {"Word": "these", "Confidence": 0.726, "X1": 0.28384, "Y1": 0.7682, "X2": 0.32194, "Y2": 0.768, "X3": 0.32194, "Y3": 0.7818, "X4": 0.28384, "Y4": 0.7818, "page": 0, "Index": 355}, {"Word": "sold", "Confidence": 0.956, "X1": 0.32589, "Y1": 0.7682, "X2": 0.35348, "Y2": 0.768, "X3": 0.35348, "Y3": 0.7818, "X4": 0.32589, "Y4": 0.7818, "page": 0, "Index": 356}, {"Word": "cisewhere.", "Confidence": 0.602, "X1": 0.35742, "Y1": 0.7672, "X2": 0.4389, "Y2": 0.767, "X3": 0.4389, "Y3": 0.7818, "X4": 0.35742, "Y4": 0.7818, "page": 0, "Index": 357}, {"Word": "Add", "Confidence": 0.998, "X1": 0.44415, "Y1": 0.7672, "X2": 0.47043, "Y2": 0.767, "X3": 0.47043, "Y3": 0.7818, "X4": 0.44284, "Y4": 0.7818, "page": 0, "Index": 358}, {"Word": "tionally,", "Confidence": 0.751, "X1": 0.47438, "Y1": 0.7672, "X2": 0.52694, "Y2": 0.767, "X3": 0.52562, "Y3": 0.7818, "X4": 0.47438, "Y4": 0.7818, "page": 0, "Index": 359}, {"Word": "smoke", "Confidence": 0.882, "X1": 0.53088, "Y1": 0.7672, "X2": 0.57556, "Y2": 0.767, "X3": 0.57424, "Y3": 0.7818, "X4": 0.52957, "Y4": 0.7818, "page": 0, "Index": 360}, {"Word": "nicotine", "Confidence": 0.906, "X1": 0.5795, "Y1": 0.7682, "X2": 0.63206, "Y2": 0.768, "X3": 0.63075, "Y3": 0.7818, "X4": 0.57819, "Y4": 0.7818, "page": 0, "Index": 361}, {"Word": "yields", "Confidence": 0.502, "X1": 0.63469, "Y1": 0.7682, "X2": 0.67543, "Y2": 0.768, "X3": 0.67411, "Y3": 0.7818, "X4": 0.63469, "Y4": 0.7818, "page": 0, "Index": 362}, {"Word": "reflect", "Confidence": 0.817, "X1": 0.67937, "Y1": 0.7682, "X2": 0.72011, "Y2": 0.768, "X3": 0.71879, "Y3": 0.7818, "X4": 0.67806, "Y4": 0.7818, "page": 0, "Index": 363}, {"Word": "normal", "Confidence": 0.77, "X1": 0.72405, "Y1": 0.7682, "X2": 0.77398, "Y2": 0.768, "X3": 0.77267, "Y3": 0.7818, "X4": 0.72273, "Y4": 0.7818, "page": 0, "Index": 364}, {"Word": "SNew", "Confidence": 0.433, "X1": 0.18397, "Y1": 0.7962, "X2": 0.21945, "Y2": 0.796, "X3": 0.21813, "Y3": 0.8098, "X4": 0.18397, "Y4": 0.8098, "page": 0, "Index": 365}, {"Word": "York", "Confidence": 0.649, "X1": 0.22208, "Y1": 0.7972, "X2": 0.24704, "Y2": 0.797, "X3": 0.24573, "Y3": 0.8108, "X4": 0.22208, "Y4": 0.8098, "page": 0, "Index": 366}, {"Word": "State", "Confidence": 0.767, "X1": 0.25099, "Y1": 0.7972, "X2": 0.27858, "Y2": 0.797, "X3": 0.27858, "Y3": 0.8108, "X4": 0.24967, "Y4": 0.8108, "page": 0, "Index": 367}, {"Word": "line", "Confidence": 0.45, "X1": 0.28252, "Y1": 0.7982, "X2": 0.30355, "Y2": 0.798, "X3": 0.30355, "Y3": 0.8108, "X4": 0.28252, "Y4": 0.8108, "page": 0, "Index": 368}, {"Word": "safety", "Confidence": 0.289, "X1": 0.30749, "Y1": 0.7982, "X2": 0.34297, "Y2": 0.798, "X3": 0.34166, "Y3": 0.8108, "X4": 0.30618, "Y4": 0.8108, "page": 0, "Index": 369}, {"Word": "Standards", "Confidence": 0.56, "X1": 0.3456, "Y1": 0.7982, "X2": 0.40342, "Y2": 0.798, "X3": 0.4021, "Y3": 0.8118, "X4": 0.3456, "Y4": 0.8108, "page": 0, "Index": 370}, {"Word": "for", "Confidence": 0.637, "X1": 0.40604, "Y1": 0.7992, "X2": 0.42181, "Y2": 0.799, "X3": 0.4205, "Y3": 0.8118, "X4": 0.40604, "Y4": 0.8118, "page": 0, "Index": 371}, {"Word": "Lagarsnes,", "Confidence": 0.336, "X1": 0.42444, "Y1": 0.7992, "X2": 0.4862, "Y2": 0.799, "X3": 0.48489, "Y3": 0.8118, "X4": 0.42444, "Y4": 0.8118, "page": 0, "Index": 372}, {"Word": "libe", "Confidence": 0.178, "X1": 0.48883, "Y1": 0.7992, "X2": 0.51117, "Y2": 0.799, "X3": 0.51117, "Y3": 0.8118, "X4": 0.48883, "Y4": 0.8118, "page": 0, "Index": 373}, {"Word": "\"", "Confidence": 0.121, "X1": 0.51511, "Y1": 0.7992, "X2": 0.51774, "Y2": 0.799, "X3": 0.51774, "Y3": 0.8118, "X4": 0.5138, "Y4": 0.8118, "page": 0, "Index": 374}, {"Word": "y", "Confidence": 0.704, "X1": 0.52168, "Y1": 0.7992, "X2": 0.52825, "Y2": 0.799, "X3": 0.52825, "Y3": 0.8118, "X4": 0.52168, "Y4": 0.8118, "page": 0, "Index": 375}, {"Word": "NYU", "Confidence": 0.783, "X1": 0.53219, "Y1": 0.7982, "X2": 0.55716, "Y2": 0.798, "X3": 0.55716, "Y3": 0.8118, "X4": 0.53088, "Y4": 0.8118, "page": 0, "Index": 376}, {"Word": "<<", "Confidence": 0.171, "X1": 0.5611, "Y1": 0.7982, "X2": 0.57556, "Y2": 0.798, "X3": 0.57556, "Y3": 0.8108, "X4": 0.55979, "Y4": 0.8118, "page": 0, "Index": 377}, {"Word": "Part", "Confidence": 0.628, "X1": 0.5795, "Y1": 0.7982, "X2": 0.60447, "Y2": 0.798, "X3": 0.60315, "Y3": 0.8108, "X4": 0.57819, "Y4": 0.8108, "page": 0, "Index": 378}, {"Word": "429.", "Confidence": 0.293, "X1": 0.6071, "Y1": 0.7982, "X2": 0.63338, "Y2": 0.798, "X3": 0.63206, "Y3": 0.8108, "X4": 0.60578, "Y4": 0.8108, "page": 0, "Index": 379}, {"Word": "Connolly,", "Confidence": 0.058, "X1": 0.19317, "Y1": 0.8122, "X2": 0.24442, "Y2": 0.812, "X3": 0.24442, "Y3": 0.8258, "X4": 0.19317, "Y4": 0.8258, "page": 0, "Index": 380}, {"Word": "G.N", "Confidence": 1, "X1": 0.24836, "Y1": 0.8122, "X2": 0.26675, "Y2": 0.812, "X3": 0.26675, "Y3": 0.8258, "X4": 0.24704, "Y4": 0.8258, "page": 0, "Index": 381}, {"Word": ".,", "Confidence": 0.999, "X1": 0.2707, "Y1": 0.8122, "X2": 0.27595, "Y2": 0.812, "X3": 0.27595, "Y3": 0.8258, "X4": 0.2707, "Y4": 0.8258, "page": 0, "Index": 382}, {"Word": "Alpert,", "Confidence": 0.483, "X1": 0.27989, "Y1": 0.8122, "X2": 0.31537, "Y2": 0.812, "X3": 0.31537, "Y3": 0.8258, "X4": 0.27989, "Y4": 0.8258, "page": 0, "Index": 383}, {"Word": "H.R", "Confidence": 1, "X1": 0.31932, "Y1": 0.8122, "X2": 0.33771, "Y2": 0.812, "X3": 0.33771, "Y3": 0.8258, "X4": 0.31932, "Y4": 0.8258, "page": 0, "Index": 384}, {"Word": ".,", "Confidence": 0.601, "X1": 0.34166, "Y1": 0.8122, "X2": 0.34823, "Y2": 0.812, "X3": 0.34823, "Y3": 0.8258, "X4": 0.34166, "Y4": 0.8258, "page": 0, "Index": 385}, {"Word": "Rees,", "Confidence": 0.842, "X1": 0.35085, "Y1": 0.8122, "X2": 0.38371, "Y2": 0.812, "X3": 0.38371, "Y3": 0.8258, "X4": 0.35085, "Y4": 0.8258, "page": 0, "Index": 386}, {"Word": "V", "Confidence": 1, "X1": 0.38765, "Y1": 0.8122, "X2": 0.3929, "Y2": 0.812, "X3": 0.3929, "Y3": 0.8258, "X4": 0.38765, "Y4": 0.8258, "page": 0, "Index": 387}, {"Word": ".,", "Confidence": 1, "X1": 0.39685, "Y1": 0.8122, "X2": 0.4021, "Y2": 0.812, "X3": 0.40079, "Y3": 0.8258, "X4": 0.39685, "Y4": 0.8258, "page": 0, "Index": 388}, {"Word": "Carpenter", "Confidence": 1, "X1": 0.40473, "Y1": 0.8122, "X2": 0.46386, "Y2": 0.812, "X3": 0.46386, "Y3": 0.8258, "X4": 0.40473, "Y4": 0.8258, "page": 0, "Index": 389}, {"Word": "C", "Confidence": 1, "X1": 0.46649, "Y1": 0.8122, "X2": 0.47438, "Y2": 0.812, "X3": 0.47438, "Y3": 0.8258, "X4": 0.46649, "Y4": 0.8258, "page": 0, "Index": 390}, {"Word": ".,", "Confidence": 1, "X1": 0.47832, "Y1": 0.8122, "X2": 0.48357, "Y2": 0.812, "X3": 0.48357, "Y3": 0.8258, "X4": 0.477, "Y4": 0.8258, "page": 0, "Index": 391}, {"Word": "Wayne,", "Confidence": 0.993, "X1": 0.48752, "Y1": 0.8122, "X2": 0.52957, "Y2": 0.812, "X3": 0.52825, "Y3": 0.8258, "X4": 0.48752, "Y4": 0.8258, "page": 0, "Index": 392}, {"Word": "G.r", "Confidence": 0.618, "X1": 0.53219, "Y1": 0.8122, "X2": 0.55059, "Y2": 0.812, "X3": 0.55059, "Y3": 0.8258, "X4": 0.53219, "Y4": 0.8258, "page": 0, "Index": 393}, {"Word": ".,", "Confidence": 1, "X1": 0.55453, "Y1": 0.8132, "X2": 0.5611, "Y2": 0.813, "X3": 0.5611, "Y3": 0.8258, "X4": 0.55322, "Y4": 0.8258, "page": 0, "Index": 394}, {"Word": "Vallone,", "Confidence": 0.635, "X1": 0.56505, "Y1": 0.8132, "X2": 0.60841, "Y2": 0.813, "X3": 0.60841, "Y3": 0.8258, "X4": 0.56505, "Y4": 0.8258, "page": 0, "Index": 395}, {"Word": "D", "Confidence": 1, "X1": 0.61235, "Y1": 0.8132, "X2": 0.61892, "Y2": 0.813, "X3": 0.61761, "Y3": 0.8258, "X4": 0.61235, "Y4": 0.8258, "page": 0, "Index": 396}, {"Word": ".,", "Confidence": 1, "X1": 0.62155, "Y1": 0.8132, "X2": 0.62812, "Y2": 0.813, "X3": 0.62812, "Y3": 0.8258, "X4": 0.62155, "Y4": 0.8258, "page": 0, "Index": 397}, {"Word": "Kon,", "Confidence": 0.691, "X1": 0.63206, "Y1": 0.8132, "X2": 0.65703, "Y2": 0.813, "X3": 0.65572, "Y3": 0.8258, "X4": 0.63075, "Y4": 0.8258, "page": 0, "Index": 398}, {"Word": "H", "Confidence": 0.998, "X1": 0.65966, "Y1": 0.8132, "X2": 0.67017, "Y2": 0.813, "X3": 0.67017, "Y3": 0.8258, "X4": 0.65966, "Y4": 0.8258, "page": 0, "Index": 399}, {"Word": "(2005)", "Confidence": 0.973, "X1": 0.67543, "Y1": 0.8132, "X2": 0.71222, "Y2": 0.813, "X3": 0.71222, "Y3": 0.8258, "X4": 0.67543, "Y4": 0.8258, "page": 0, "Index": 400}, {"Word": "Effect", "Confidence": 1, "X1": 0.71616, "Y1": 0.8132, "X2": 0.7477, "Y2": 0.813, "X3": 0.7477, "Y3": 0.8258, "X4": 0.71616, "Y4": 0.8258, "page": 0, "Index": 401}, {"Word": "of", "Confidence": 1, "X1": 0.75164, "Y1": 0.8132, "X2": 0.76084, "Y2": 0.813, "X3": 0.76084, "Y3": 0.8258, "X4": 0.75164, "Y4": 0.8258, "page": 0, "Index": 402}, {"Word": "the", "Confidence": 1, "X1": 0.76478, "Y1": 0.8132, "X2": 0.78318, "Y2": 0.813, "X3": 0.78187, "Y3": 0.8258, "X4": 0.76478, "Y4": 0.8258, "page": 0, "Index": 403}, {"Word": "New", "Confidence": 1, "X1": 0.78581, "Y1": 0.8132, "X2": 0.81209, "Y2": 0.813, "X3": 0.81209, "Y3": 0.8258, "X4": 0.78581, "Y4": 0.8258, "page": 0, "Index": 404}, {"Word": "York", "Confidence": 0.882, "X1": 0.1866, "Y1": 0.8252, "X2": 0.21156, "Y2": 0.825, "X3": 0.21025, "Y3": 0.8378, "X4": 0.1866, "Y4": 0.8378, "page": 0, "Index": 405}, {"Word": "Stato", "Confidence": 0.848, "X1": 0.21551, "Y1": 0.8252, "X2": 0.2431, "Y2": 0.825, "X3": 0.24179, "Y3": 0.8378, "X4": 0.21419, "Y4": 0.8378, "page": 0, "Index": 406}, {"Word": "olgaromo", "Confidence": 0.607, "X1": 0.24704, "Y1": 0.8252, "X2": 0.29304, "Y2": 0.825, "X3": 0.29172, "Y3": 0.8378, "X4": 0.24573, "Y4": 0.8378, "page": 0, "Index": 407}, {"Word": "fi'e", "Confidence": 0.681, "X1": 0.29698, "Y1": 0.8252, "X2": 0.31406, "Y2": 0.825, "X3": 0.31275, "Y3": 0.8378, "X4": 0.29566, "Y4": 0.8378, "page": 0, "Index": 408}, {"Word": "cafoty", "Confidence": 0.648, "X1": 0.31669, "Y1": 0.8252, "X2": 0.35085, "Y2": 0.825, "X3": 0.34954, "Y3": 0.8378, "X4": 0.31669, "Y4": 0.8378, "page": 0, "Index": 409}, {"Word": "standard", "Confidence": 0.967, "X1": 0.35348, "Y1": 0.8252, "X2": 0.4021, "Y2": 0.825, "X3": 0.4021, "Y3": 0.8378, "X4": 0.35348, "Y4": 0.8378, "page": 0, "Index": 410}, {"Word": "on", "Confidence": 0.971, "X1": 0.40604, "Y1": 0.8252, "X2": 0.4205, "Y2": 0.825, "X3": 0.41919, "Y3": 0.8378, "X4": 0.40473, "Y4": 0.8378, "page": 0, "Index": 411}, {"Word": "igr", "Confidence": 0.808, "X1": 0.42313, "Y1": 0.8252, "X2": 0.43758, "Y2": 0.825, "X3": 0.43627, "Y3": 0.8378, "X4": 0.42181, "Y4": 0.8378, "page": 0, "Index": 412}, {"Word": "ition", "Confidence": 0.899, "X1": 0.44021, "Y1": 0.8252, "X2": 0.46386, "Y2": 0.825, "X3": 0.46255, "Y3": 0.8378, "X4": 0.44021, "Y4": 0.8378, "page": 0, "Index": 413}, {"Word": "propensity,", "Confidence": 0.611, "X1": 0.46649, "Y1": 0.8252, "X2": 0.52694, "Y2": 0.825, "X3": 0.52694, "Y3": 0.8378, "X4": 0.46518, "Y4": 0.8378, "page": 0, "Index": 414}, {"Word": "smoke", "Confidence": 0.635, "X1": 0.53088, "Y1": 0.8252, "X2": 0.56767, "Y2": 0.825, "X3": 0.56636, "Y3": 0.8378, "X4": 0.52957, "Y4": 0.8378, "page": 0, "Index": 415}, {"Word": "por", "Confidence": 0.24, "X1": 0.5703, "Y1": 0.8252, "X2": 0.5887, "Y2": 0.825, "X3": 0.58739, "Y3": 0.8378, "X4": 0.5703, "Y4": 0.8378, "page": 0, "Index": 416}, {"Word": "ettuc", "Confidence": 0.318, "X1": 0.59133, "Y1": 0.8262, "X2": 0.61892, "Y2": 0.826, "X3": 0.61892, "Y3": 0.8378, "X4": 0.59001, "Y4": 0.8378, "page": 0, "Index": 417}, {"Word": "To,", "Confidence": 0.045, "X1": 0.62286, "Y1": 0.8262, "X2": 0.63995, "Y2": 0.826, "X3": 0.63863, "Y3": 0.8378, "X4": 0.62155, "Y4": 0.8378, "page": 0, "Index": 418}, {"Word": "and", "Confidence": 0.658, "X1": 0.64389, "Y1": 0.8262, "X2": 0.66754, "Y2": 0.826, "X3": 0.66623, "Y3": 0.8378, "X4": 0.64258, "Y4": 0.8378, "page": 0, "Index": 419}, {"Word": "ho", "Confidence": 0.236, "X1": 0.67017, "Y1": 0.8262, "X2": 0.68594, "Y2": 0.826, "X3": 0.68463, "Y3": 0.8378, "X4": 0.67017, "Y4": 0.8378, "page": 0, "Index": 420}, {"Word": "sonoumor", "Confidence": 0.135, "X1": 0.68857, "Y1": 0.8262, "X2": 0.74376, "Y2": 0.826, "X3": 0.74244, "Y3": 0.8378, "X4": 0.68857, "Y4": 0.8378, "page": 0, "Index": 421}, {"Word": "market.", "Confidence": 0.541, "X1": 0.74639, "Y1": 0.8262, "X2": 0.78844, "Y2": 0.826, "X3": 0.78844, "Y3": 0.8378, "X4": 0.74507, "Y4": 0.8378, "page": 0, "Index": 422}, {"Word": "Tob.", "Confidence": 0.851, "X1": 0.79238, "Y1": 0.8262, "X2": 0.81997, "Y2": 0.826, "X3": 0.81997, "Y3": 0.8378, "X4": 0.79106, "Y4": 0.8378, "page": 0, "Index": 423}, {"Word": "Control.", "Confidence": 0.068, "X1": 0.18528, "Y1": 0.8362, "X2": 0.22865, "Y2": 0.836, "X3": 0.22733, "Y3": 0.8488, "X4": 0.18528, "Y4": 0.8488, "page": 0, "Index": 424}, {"Word": "14,", "Confidence": 0.956, "X1": 0.23259, "Y1": 0.8362, "X2": 0.24967, "Y2": 0.836, "X3": 0.24836, "Y3": 0.8488, "X4": 0.23127, "Y4": 0.8488, "page": 0, "Index": 425}, {"Word": "321-327.", "Confidence": 0.939, "X1": 0.2523, "Y1": 0.8372, "X2": 0.30749, "Y2": 0.837, "X3": 0.30618, "Y3": 0.8488, "X4": 0.2523, "Y4": 0.8488, "page": 0, "Index": 426}, {"Word": "page", "Confidence": 0.968, "X1": 0.44284, "Y1": 0.8542, "X2": 0.47306, "Y2": 0.854, "X3": 0.47306, "Y3": 0.8678, "X4": 0.44415, "Y4": 0.8688, "page": 0, "Index": 427}, {"Word": "9", "Confidence": 0.997, "X1": 0.477, "Y1": 0.8542, "X2": 0.4862, "Y2": 0.854, "X3": 0.48489, "Y3": 0.8678, "X4": 0.477, "Y4": 0.8678, "page": 0, "Index": 428}, {"Word": "of", "Confidence": 0.998, "X1": 0.48883, "Y1": 0.8532, "X2": 0.50197, "Y2": 0.853, "X3": 0.50197, "Y3": 0.8668, "X4": 0.48883, "Y4": 0.8678, "page": 0, "Index": 429}, {"Word": "12", "Confidence": 0.998, "X1": 0.50591, "Y1": 0.8532, "X2": 0.52431, "Y2": 0.853, "X3": 0.523, "Y3": 0.8668, "X4": 0.50591, "Y4": 0.8668, "page": 0, "Index": 430}, {"Word": "3117138010", "Confidence": 0.993, "X1": 0.83049, "Y1": 0.9422, "X2": 0.95401, "Y2": 0.942, "X3": 0.95401, "Y3": 0.9588, "X4": 0.83049, "Y4": 0.9588, "page": 0, "Index": 431}, {"Word": "3117138010", "Confidence": 0.904, "X1": 0.0276, "Y1": 0.9862, "X2": 0.12221, "Y2": 0.986, "X3": 0.12221, "Y3": 0.9988, "X4": 0.0276, "Y4": 0.9978, "page": 0, "Index": 432}]}	"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"
ffbl0219	4	{"lines_data": [{"Word": "tenth mg. For this reason, a number of these minor year-so-year increases or cecreases, such", "Confidence": 0.88887, "X1": 0.18265, "Y1": 0.1392, "X2": 0.82129, "Y2": 0.139, "X3": 0.8226, "Y3": 0.1538, "X4": 0.18265, "Y4": 0.1538, "page": 0}, {"Word": "as seen in Figure 2, may nol be shaded (i.e ., not different) ir Table 1. For example, measured", "Confidence": 0.91079, "X1": 0.18265, "Y1": 0.1552, "X2": 0.8226, "Y2": 0.155, "X3": 0.8226, "Y3": 0.1678, "X4": 0.18265, "Y4": 0.1678, "page": 0}, {"Word": "MDPH nicstine yields 'or Marlboro Box in years 2000 and 2001 were 2.22 and 2.20 mg.", "Confidence": 0.91762, "X1": 0.18528, "Y1": 0.1702, "X2": 0.77267, "Y2": 0.17, "X3": 0.77267, "Y3": 0.1848, "X4": 0.18528, "Y4": 0.1848, "page": 0}, {"Word": "respectively. Because both yields were rounded lo 2.2 mg for reporting in each year, Table 1", "Confidence": 0.829, "X1": 0.18265, "Y1": 0.1862, "X2": 0.8134, "Y2": 0.186, "X3": 0.8134, "Y3": 0.2018, "X4": 0.18265, "Y4": 0.2018, "page": 0}, {"Word": "Indicates no change in yield.", "Confidence": 0.8816, "X1": 0.18134, "Y1": 0.2022, "X2": 0.37845, "Y2": 0.202, "X3": 0.37845, "Y3": 0.2178, "X4": 0.18134, "Y4": 0.2168, "page": 0}, {"Word": "Previous analyses of MDPH nicotine yielc data by both the MDPH and the Harvard", "Confidence": 0.9045, "X1": 0.23259, "Y1": 0.2262, "X2": 0.80289, "Y2": 0.226, "X3": 0.80289, "Y3": 0.2408, "X4": 0.23259, "Y4": 0.2418, "page": 0}, {"Word": "School of Public Health' focused on ricotine yields for groups of brand styles within a brand", "Confidence": 0.90019, "X1": 0.18397, "Y1": 0.2452, "X2": 0.80552, "Y2": 0.245, "X3": 0.80552, "Y3": 0.2608, "X4": 0.18397, "Y4": 0.2598, "page": 0}, {"Word": "family or across multiple brand families. In the MDPH's fact sheet related to its 2005 Report,", "Confidence": 0.8825, "X1": 0.18397, "Y1": 0.2632, "X2": 0.80815, "Y2": 0.263, "X3": 0.80815, "Y3": 0.2768, "X4": 0.18397, "Y4": 0.2778, "page": 0}, {"Word": "titled \"Change in Nicotine Yields 1998 -2004 Fact Sheet,\" the average of reported yields for", "Confidence": 0.90967, "X1": 0.18134, "Y1": 0.2792, "X2": 0.80683, "Y2": 0.279, "X3": 0.80683, "Y3": 0.2928, "X4": 0.18134, "Y4": 0.2928, "page": 0}, {"Word": "twenty-one (21) Marlboro brand styles was compared between 1998 and 2004. The Report of", "Confidence": 0.8955, "X1": 0.18397, "Y1": 0.2952, "X2": 0.81997, "Y2": 0.295, "X3": 0.81997, "Y3": 0.3088, "X4": 0.18397, "Y4": 0.3098, "page": 0}, {"Word": "the Harvard School of Public Health addressed cigarette MDPH nicotine yields, reported in", "Confidence": 0.90385, "X1": 0.18397, "Y1": 0.3112, "X2": 0.79632, "Y2": 0.311, "X3": 0.79632, "Y3": 0.3248, "X4": 0.18397, "Y4": 0.3248, "page": 0}, {"Word": "years 1997 through 2005. at the brand family level, the cigarette design level, and at the", "Confidence": 0.94381, "X1": 0.18528, "Y1": 0.3272, "X2": 0.77924, "Y2": 0.327, "X3": 0.77924, "Y3": 0.3408, "X4": 0.18528, "Y4": 0.3418, "page": 0}, {"Word": "manufacturer level but not at the brand style level. As noted before, PM USA believes that the", "Confidence": 0.92571, "X1": 0.18134, "Y1": 0.3422, "X2": 0.82129, "Y2": 0.342, "X3": 0.8226, "Y3": 0.3578, "X4": 0.18134, "Y4": 0.3578, "page": 0}, {"Word": "emphasis in analysas of cigarette smoke yields over time should be the ind vidual brand styles", "Confidence": 0.80325, "X1": 0.18397, "Y1": 0.3592, "X2": 0.82129, "Y2": 0.359, "X3": 0.82129, "Y3": 0.3728, "X4": 0.18397, "Y4": 0.3738, "page": 0}, {"Word": "because adult smokers choose individual brand styles. PM USA, however, includes here an", "Confidence": 0.95092, "X1": 0.18528, "Y1": 0.3742, "X2": 0.80946, "Y2": 0.374, "X3": 0.80946, "Y3": 0.3888, "X4": 0.18528, "Y4": 0.3888, "page": 0}, {"Word": "over-time comparison of averaged MDPH nicotine yields for a group of brand styles within the", "Confidence": 0.93687, "X1": 0.18528, "Y1": 0.3912, "X2": 0.81735, "Y2": 0.391, "X3": 0.81735, "Y3": 0.4048, "X4": 0.18528, "Y4": 0.4048, "page": 0}, {"Word": "Marlboro brand family only in recognition fat a similar approach had been used by the MDHP", "Confidence": 0.89806, "X1": 0.18134, "Y1": 0.4062, "X2": 0.81866, "Y2": 0.406, "X3": 0.81866, "Y3": 0.4198, "X4": 0.18134, "Y4": 0.4198, "page": 0}, {"Word": "and the Harvard School of Public Health and to demonstrate that there is not a consistent", "Confidence": 0.90481, "X1": 0.18003, "Y1": 0.4232, "X2": 0.78712, "Y2": 0.423, "X3": 0.78712, "Y3": 0.4368, "X4": 0.18003, "Y4": 0.4358, "page": 0}, {"Word": "trend, either up or down, when that approach is used for these brand styles over the time", "Confidence": 0.92129, "X1": 0.18134, "Y1": 0.4392, "X2": 0.78318, "Y2": 0.439, "X3": 0.78318, "Y3": 0.4528, "X4": 0.18134, "Y4": 0.4528, "page": 0}, {"Word": "period tha: these data were reported to the MDPH.", "Confidence": 0.96256, "X1": 0.18397, "Y1": 0.4552, "X2": 0.53088, "Y2": 0.455, "X3": 0.53088, "Y3": 0.4678, "X4": 0.18397, "Y4": 0.4688, "page": 0}, {"Word": "Between 1997 and 2008, eighteen (18) Marlboro brand styles were consistently", "Confidence": 0.86291, "X1": 0.23127, "Y1": 0.4762, "X2": 0.77267, "Y2": 0.476, "X3": 0.77267, "Y3": 0.4908, "X4": 0.23127, "Y4": 0.4908, "page": 0}, {"Word": "reported each year. The by-year averaged MDP-I nicotine yield reported for these 18", "Confidence": 0.88238, "X1": 0.18397, "Y1": 0.4932, "X2": 0.76347, "Y2": 0.493, "X3": 0.76347, "Y3": 0.5058, "X4": 0.18397, "Y4": 0.5068, "page": 0}, {"Word": "Marlboro brand styles (\"group-average\") is seen in Figure 3. The center line in Figure 3 is the", "Confidence": 0.92059, "X1": 0.18134, "Y1": 0.5082, "X2": 0.81603, "Y2": 0.508, "X3": 0.81603, "Y3": 0.5228, "X4": 0.18134, "Y4": 0.5228, "page": 0}, {"Word": "over-time mean of the 18 Marlboro brand style year y group-average yields. Cross-lines a 'e", "Confidence": 0.84947, "X1": 0.18397, "Y1": 0.5262, "X2": 0.8042, "Y2": 0.526, "X3": 0.8042, "Y3": 0.5388, "X4": 0.18397, "Y4": 0.5388, "page": 0}, {"Word": "(1/-) 5% and ( 11-) 10% of this over-time mean of the group-average yields, where each year's", "Confidence": 0.88759, "X1": 0.18397, "Y1": 0.5412, "X2": 0.8134, "Y2": 0.541, "X3": 0.8134, "Y3": 0.5548, "X4": 0.18397, "Y4": 0.5538, "page": 0}, {"Word": "group- average yield is typically within (+/-) 5% of the over-time mean. PM USA believes that", "Confidence": 0.9315, "X1": 0.18528, "Y1": 0.5562, "X2": 0.81735, "Y2": 0.556, "X3": 0.81735, "Y3": 0.5698, "X4": 0.18528, "Y4": 0.5718, "page": 0}, {"Word": "these over-time variations occur because tobacco is a natural agronomic product subject to", "Confidence": 0.748, "X1": 0.18397, "Y1": 0.5732, "X2": 0.80026, "Y2": 0.573, "X3": 0.80026, "Y3": 0.5858, "X4": 0.18397, "Y4": 0.5868, "page": 0}, {"Word": "variable weather conditions during annual growing seasons. \" Additional contributors to smoke", "Confidence": 0.84242, "X1": 0.18134, "Y1": 0.5902, "X2": 0.82392, "Y2": 0.59, "X3": 0.82392, "Y3": 0.6048, "X4": 0.18134, "Y4": 0.6058, "page": 0}, {"Word": "yield variation, and therefore MDPH nicotine yield variation, nclude normal variation in", "Confidence": 0.92683, "X1": 0.18397, "Y1": 0.6072, "X2": 0.76741, "Y2": 0.607, "X3": 0.76741, "Y3": 0.6218, "X4": 0.18397, "Y4": 0.6228, "page": 0}, {"Word": "manufacturing processes, cigarette components, and laboratory testing and analysis.", "Confidence": 0.80211, "X1": 0.18397, "Y1": 0.6232, "X2": 0.75821, "Y2": 0.623, "X3": 0.75821, "Y3": 0.6398, "X4": 0.18397, "Y4": 0.6408, "page": 0}, {"Word": "Analytical variation is discussed further in a subsequent section of this supplerrent.", "Confidence": 0.76692, "X1": 0.1866, "Y1": 0.6402, "X2": 0.74376, "Y2": 0.64, "X3": 0.74507, "Y3": 0.6548, "X4": 0.1866, "Y4": 0.6548, "page": 0}, {"Word": "Massachusetts Deparment of Pubic Heath, \"Changes in Nicetre Yields 1998 - 2004' ard \"Change in Nicoine", "Confidence": 0.84281, "X1": 0.18397, "Y1": 0.7612, "X2": 0.81209, "Y2": 0.761, "X3": 0.81209, "Y3": 0.7738, "X4": 0.18397, "Y4": 0.7728, "page": 0}, {"Word": "Yields .998 - 2004 Fact Sheet,\" availab a at the Massachusetts \"chacon Control Progres Inter at she", "Confidence": 0.51529, "X1": 0.18397, "Y1": 0.7742, "X2": 0.75558, "Y2": 0.774, "X3": 0.75558, "Y3": 0.7858, "X4": 0.18397, "Y4": 0.7838, "page": 0}, {"Word": "Harvard School of Public -Health, \"Trends in Sma<e Nicotine Y ald and Relationship to Design Characteristics", "Confidence": 0.708, "X1": 0.18397, "Y1": 0.7862, "X2": 0.79632, "Y2": 0.786, "X3": 0.79632, "Y3": 0.7998, "X4": 0.18397, "Y4": 0.7978, "page": 0}, {"Word": "Among Popular J.s. Cigarette Brands 199/-2JUS. \" January 2UJF.", "Confidence": 0.43656, "X1": 0.18528, "Y1": 0.7982, "X2": 0.55191, "Y2": 0.798, "X3": 0.55191, "Y3": 0.8118, "X4": 0.18528, "Y4": 0.8118, "page": 0}, {"Word": "\"Bush, L.P. 1999. Alka ond skosynthes s. In: Uavis, UL. and Nielsen, M. I. (ecs.) / 30acco\" Producten, Chemsby", "Confidence": 0.53974, "X1": 0.18528, "Y1": 0.8122, "X2": 0.81472, "Y2": 0.812, "X3": 0.81472, "Y3": 0.8248, "X4": 0.18528, "Y4": 0.8228, "page": 0}, {"Word": "and Technology Blackwel Science, Malden, MA. Ch. 86.", "Confidence": 0.76413, "X1": 0.18265, "Y1": 0.8232, "X2": 0.5046, "Y2": 0.823, "X3": 0.5046, "Y3": 0.8358, "X4": 0.18265, "Y4": 0.8368, "page": 0}, {"Word": "page 5 of 12", "Confidence": 0.9135, "X1": 0.44284, "Y1": 0.8522, "X2": 0.52562, "Y2": 0.852, "X3": 0.52694, "Y3": 0.8658, "X4": 0.44284, "Y4": 0.8688, "page": 0}, {"Word": "3117138006", "Confidence": 0.993, "X1": 0.82917, "Y1": 0.9412, "X2": 0.95664, "Y2": 0.941, "X3": 0.95795, "Y3": 0.9588, "X4": 0.82917, "Y4": 0.9588, "page": 0}, {"Word": "3117138000", "Confidence": 0.861, "X1": 0.02628, "Y1": 0.9852, "X2": 0.12615, "Y2": 0.985, "X3": 0.12615, "Y3": 0.9978, "X4": 0.02628, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "tenth", "Confidence": 0.98, "X1": 0.18397, "Y1": 0.1392, "X2": 0.21813, "Y2": 0.139, "X3": 0.21813, "Y3": 0.1538, "X4": 0.18397, "Y4": 0.1538, "page": 0, "Index": 0}, {"Word": "mg.", "Confidence": 0.958, "X1": 0.22208, "Y1": 0.1392, "X2": 0.2523, "Y2": 0.139, "X3": 0.2523, "Y3": 0.1538, "X4": 0.22208, "Y4": 0.1538, "page": 0, "Index": 1}, {"Word": "For", "Confidence": 0.998, "X1": 0.25624, "Y1": 0.1392, "X2": 0.27858, "Y2": 0.139, "X3": 0.27858, "Y3": 0.1538, "X4": 0.25493, "Y4": 0.1538, "page": 0, "Index": 2}, {"Word": "this", "Confidence": 0.994, "X1": 0.28252, "Y1": 0.1392, "X2": 0.30749, "Y2": 0.139, "X3": 0.30618, "Y3": 0.1538, "X4": 0.28121, "Y4": 0.1538, "page": 0, "Index": 3}, {"Word": "reason,", "Confidence": 0.928, "X1": 0.31012, "Y1": 0.1392, "X2": 0.36268, "Y2": 0.139, "X3": 0.36268, "Y3": 0.1538, "X4": 0.31012, "Y4": 0.1538, "page": 0, "Index": 4}, {"Word": "a", "Confidence": 0.822, "X1": 0.36662, "Y1": 0.1392, "X2": 0.37714, "Y2": 0.139, "X3": 0.37582, "Y3": 0.1538, "X4": 0.36662, "Y4": 0.1538, "page": 0, "Index": 5}, {"Word": "number", "Confidence": 0.652, "X1": 0.37976, "Y1": 0.1392, "X2": 0.4297, "Y2": 0.139, "X3": 0.4297, "Y3": 0.1538, "X4": 0.37976, "Y4": 0.1538, "page": 0, "Index": 6}, {"Word": "of", "Confidence": 0.998, "X1": 0.43364, "Y1": 0.1392, "X2": 0.44678, "Y2": 0.139, "X3": 0.44678, "Y3": 0.1538, "X4": 0.43364, "Y4": 0.1538, "page": 0, "Index": 7}, {"Word": "these", "Confidence": 0.981, "X1": 0.45072, "Y1": 0.1392, "X2": 0.48883, "Y2": 0.139, "X3": 0.48752, "Y3": 0.1538, "X4": 0.45072, "Y4": 0.1538, "page": 0, "Index": 8}, {"Word": "minor", "Confidence": 0.958, "X1": 0.49146, "Y1": 0.1392, "X2": 0.53088, "Y2": 0.139, "X3": 0.52957, "Y3": 0.1538, "X4": 0.49146, "Y4": 0.1538, "page": 0, "Index": 9}, {"Word": "year-so-year", "Confidence": 0.527, "X1": 0.53482, "Y1": 0.1392, "X2": 0.61761, "Y2": 0.139, "X3": 0.61761, "Y3": 0.1538, "X4": 0.53351, "Y4": 0.1538, "page": 0, "Index": 10}, {"Word": "increases", "Confidence": 0.93, "X1": 0.62155, "Y1": 0.1402, "X2": 0.68594, "Y2": 0.14, "X3": 0.68594, "Y3": 0.1538, "X4": 0.62024, "Y4": 0.1538, "page": 0, "Index": 11}, {"Word": "or", "Confidence": 0.956, "X1": 0.68988, "Y1": 0.1402, "X2": 0.70434, "Y2": 0.14, "X3": 0.70434, "Y3": 0.1538, "X4": 0.68857, "Y4": 0.1538, "page": 0, "Index": 12}, {"Word": "cecreases,", "Confidence": 0.661, "X1": 0.70828, "Y1": 0.1402, "X2": 0.78449, "Y2": 0.14, "X3": 0.78318, "Y3": 0.1528, "X4": 0.70828, "Y4": 0.1538, "page": 0, "Index": 13}, {"Word": "such", "Confidence": 0.99, "X1": 0.78712, "Y1": 0.1402, "X2": 0.82129, "Y2": 0.14, "X3": 0.81997, "Y3": 0.1528, "X4": 0.78712, "Y4": 0.1528, "page": 0, "Index": 14}, {"Word": "as", "Confidence": 0.636, "X1": 0.18397, "Y1": 0.1562, "X2": 0.20105, "Y2": 0.156, "X3": 0.20105, "Y3": 0.1688, "X4": 0.18397, "Y4": 0.1688, "page": 0, "Index": 15}, {"Word": "seen", "Confidence": 0.621, "X1": 0.20499, "Y1": 0.1562, "X2": 0.23653, "Y2": 0.156, "X3": 0.23653, "Y3": 0.1688, "X4": 0.20499, "Y4": 0.1688, "page": 0, "Index": 16}, {"Word": "in", "Confidence": 0.997, "X1": 0.24047, "Y1": 0.1562, "X2": 0.25493, "Y2": 0.156, "X3": 0.25493, "Y3": 0.1688, "X4": 0.24047, "Y4": 0.1688, "page": 0, "Index": 17}, {"Word": "Figure", "Confidence": 0.995, "X1": 0.25756, "Y1": 0.1552, "X2": 0.30092, "Y2": 0.155, "X3": 0.30092, "Y3": 0.1688, "X4": 0.25756, "Y4": 0.1688, "page": 0, "Index": 18}, {"Word": "2,", "Confidence": 0.788, "X1": 0.30486, "Y1": 0.1552, "X2": 0.31669, "Y2": 0.155, "X3": 0.31669, "Y3": 0.1688, "X4": 0.30355, "Y4": 0.1688, "page": 0, "Index": 19}, {"Word": "may", "Confidence": 0.998, "X1": 0.32063, "Y1": 0.1552, "X2": 0.35085, "Y2": 0.155, "X3": 0.35085, "Y3": 0.1688, "X4": 0.32063, "Y4": 0.1688, "page": 0, "Index": 20}, {"Word": "nol", "Confidence": 0.97, "X1": 0.35348, "Y1": 0.1552, "X2": 0.37582, "Y2": 0.155, "X3": 0.37582, "Y3": 0.1688, "X4": 0.35348, "Y4": 0.1688, "page": 0, "Index": 21}, {"Word": "be", "Confidence": 0.996, "X1": 0.37976, "Y1": 0.1552, "X2": 0.39816, "Y2": 0.155, "X3": 0.39816, "Y3": 0.1688, "X4": 0.37976, "Y4": 0.1688, "page": 0, "Index": 22}, {"Word": "shaded", "Confidence": 0.952, "X1": 0.4021, "Y1": 0.1552, "X2": 0.45072, "Y2": 0.155, "X3": 0.45072, "Y3": 0.1688, "X4": 0.40079, "Y4": 0.1688, "page": 0, "Index": 23}, {"Word": "(i.e", "Confidence": 0.721, "X1": 0.45466, "Y1": 0.1552, "X2": 0.47438, "Y2": 0.155, "X3": 0.47438, "Y3": 0.1688, "X4": 0.45466, "Y4": 0.1688, "page": 0, "Index": 24}, {"Word": ".,", "Confidence": 0.971, "X1": 0.47832, "Y1": 0.1552, "X2": 0.4862, "Y2": 0.155, "X3": 0.4862, "Y3": 0.1688, "X4": 0.47832, "Y4": 0.1688, "page": 0, "Index": 25}, {"Word": "not", "Confidence": 0.998, "X1": 0.49014, "Y1": 0.1552, "X2": 0.51117, "Y2": 0.155, "X3": 0.51117, "Y3": 0.1688, "X4": 0.48883, "Y4": 0.1688, "page": 0, "Index": 26}, {"Word": "different)", "Confidence": 0.955, "X1": 0.51511, "Y1": 0.1552, "X2": 0.57556, "Y2": 0.155, "X3": 0.57556, "Y3": 0.1688, "X4": 0.51511, "Y4": 0.1688, "page": 0, "Index": 27}, {"Word": "ir", "Confidence": 0.967, "X1": 0.57819, "Y1": 0.1552, "X2": 0.59133, "Y2": 0.155, "X3": 0.59133, "Y3": 0.1688, "X4": 0.57819, "Y4": 0.1688, "page": 0, "Index": 28}, {"Word": "Table", "Confidence": 0.995, "X1": 0.59527, "Y1": 0.1552, "X2": 0.63601, "Y2": 0.155, "X3": 0.63469, "Y3": 0.1688, "X4": 0.59527, "Y4": 0.1688, "page": 0, "Index": 29}, {"Word": "1.", "Confidence": 0.969, "X1": 0.63863, "Y1": 0.1552, "X2": 0.6544, "Y2": 0.155, "X3": 0.65309, "Y3": 0.1688, "X4": 0.63863, "Y4": 0.1688, "page": 0, "Index": 30}, {"Word": "For", "Confidence": 0.998, "X1": 0.65703, "Y1": 0.1552, "X2": 0.682, "Y2": 0.155, "X3": 0.682, "Y3": 0.1688, "X4": 0.65703, "Y4": 0.1688, "page": 0, "Index": 31}, {"Word": "example,", "Confidence": 0.948, "X1": 0.68463, "Y1": 0.1552, "X2": 0.7477, "Y2": 0.155, "X3": 0.7477, "Y3": 0.1688, "X4": 0.68463, "Y4": 0.1688, "page": 0, "Index": 32}, {"Word": "measured", "Confidence": 0.83, "X1": 0.75164, "Y1": 0.1562, "X2": 0.81997, "Y2": 0.156, "X3": 0.81997, "Y3": 0.1688, "X4": 0.75033, "Y4": 0.1688, "page": 0, "Index": 33}, {"Word": "MDPH", "Confidence": 0.991, "X1": 0.18528, "Y1": 0.1702, "X2": 0.22865, "Y2": 0.17, "X3": 0.22865, "Y3": 0.1848, "X4": 0.18528, "Y4": 0.1838, "page": 0, "Index": 34}, {"Word": "nicstine", "Confidence": 0.654, "X1": 0.23259, "Y1": 0.1702, "X2": 0.28515, "Y2": 0.17, "X3": 0.28515, "Y3": 0.1848, "X4": 0.23259, "Y4": 0.1848, "page": 0, "Index": 35}, {"Word": "yields", "Confidence": 0.772, "X1": 0.28909, "Y1": 0.1702, "X2": 0.32852, "Y2": 0.17, "X3": 0.32852, "Y3": 0.1848, "X4": 0.28909, "Y4": 0.1848, "page": 0, "Index": 36}, {"Word": "'or", "Confidence": 0.808, "X1": 0.33246, "Y1": 0.1702, "X2": 0.35085, "Y2": 0.17, "X3": 0.34954, "Y3": 0.1848, "X4": 0.33246, "Y4": 0.1848, "page": 0, "Index": 37}, {"Word": "Marlboro", "Confidence": 0.738, "X1": 0.35348, "Y1": 0.1702, "X2": 0.41524, "Y2": 0.17, "X3": 0.41524, "Y3": 0.1848, "X4": 0.35348, "Y4": 0.1848, "page": 0, "Index": 38}, {"Word": "Box", "Confidence": 0.958, "X1": 0.41919, "Y1": 0.1702, "X2": 0.44547, "Y2": 0.17, "X3": 0.44547, "Y3": 0.1848, "X4": 0.41919, "Y4": 0.1848, "page": 0, "Index": 39}, {"Word": "in", "Confidence": 0.998, "X1": 0.44941, "Y1": 0.1702, "X2": 0.46124, "Y2": 0.17, "X3": 0.46124, "Y3": 0.1848, "X4": 0.44941, "Y4": 0.1848, "page": 0, "Index": 40}, {"Word": "years", "Confidence": 0.959, "X1": 0.46518, "Y1": 0.1702, "X2": 0.50197, "Y2": 0.17, "X3": 0.50197, "Y3": 0.1848, "X4": 0.46518, "Y4": 0.1848, "page": 0, "Index": 41}, {"Word": "2000", "Confidence": 0.988, "X1": 0.50591, "Y1": 0.1702, "X2": 0.54008, "Y2": 0.17, "X3": 0.54008, "Y3": 0.1848, "X4": 0.50591, "Y4": 0.1848, "page": 0, "Index": 42}, {"Word": "and", "Confidence": 0.998, "X1": 0.54402, "Y1": 0.1702, "X2": 0.5703, "Y2": 0.17, "X3": 0.56899, "Y3": 0.1848, "X4": 0.54402, "Y4": 0.1848, "page": 0, "Index": 43}, {"Word": "2001", "Confidence": 0.982, "X1": 0.57293, "Y1": 0.1702, "X2": 0.6071, "Y2": 0.17, "X3": 0.6071, "Y3": 0.1848, "X4": 0.57293, "Y4": 0.1848, "page": 0, "Index": 44}, {"Word": "were", "Confidence": 0.991, "X1": 0.61104, "Y1": 0.1702, "X2": 0.6452, "Y2": 0.17, "X3": 0.6452, "Y3": 0.1848, "X4": 0.61104, "Y4": 0.1848, "page": 0, "Index": 45}, {"Word": "2.22", "Confidence": 0.982, "X1": 0.64915, "Y1": 0.1702, "X2": 0.67937, "Y2": 0.17, "X3": 0.67806, "Y3": 0.1848, "X4": 0.64915, "Y4": 0.1848, "page": 0, "Index": 46}, {"Word": "and", "Confidence": 0.998, "X1": 0.682, "Y1": 0.1702, "X2": 0.70959, "Y2": 0.17, "X3": 0.70828, "Y3": 0.1848, "X4": 0.682, "Y4": 0.1848, "page": 0, "Index": 47}, {"Word": "2.20", "Confidence": 0.981, "X1": 0.71353, "Y1": 0.1702, "X2": 0.74244, "Y2": 0.17, "X3": 0.74113, "Y3": 0.1848, "X4": 0.71222, "Y4": 0.1848, "page": 0, "Index": 48}, {"Word": "mg.", "Confidence": 0.884, "X1": 0.74639, "Y1": 0.1702, "X2": 0.77267, "Y2": 0.17, "X3": 0.77267, "Y3": 0.1848, "X4": 0.74507, "Y4": 0.1848, "page": 0, "Index": 49}, {"Word": "respectively.", "Confidence": 0.154, "X1": 0.18528, "Y1": 0.1872, "X2": 0.27201, "Y2": 0.187, "X3": 0.2707, "Y3": 0.2018, "X4": 0.18397, "Y4": 0.2018, "page": 0, "Index": 50}, {"Word": "Because", "Confidence": 0.993, "X1": 0.27595, "Y1": 0.1872, "X2": 0.33509, "Y2": 0.187, "X3": 0.33377, "Y3": 0.2018, "X4": 0.27464, "Y4": 0.2018, "page": 0, "Index": 51}, {"Word": "both", "Confidence": 0.591, "X1": 0.33903, "Y1": 0.1872, "X2": 0.36925, "Y2": 0.187, "X3": 0.36925, "Y3": 0.2018, "X4": 0.33771, "Y4": 0.2018, "page": 0, "Index": 52}, {"Word": "yields", "Confidence": 0.967, "X1": 0.37319, "Y1": 0.1872, "X2": 0.41261, "Y2": 0.187, "X3": 0.4113, "Y3": 0.2018, "X4": 0.37319, "Y4": 0.2018, "page": 0, "Index": 53}, {"Word": "were", "Confidence": 0.982, "X1": 0.41656, "Y1": 0.1872, "X2": 0.44941, "Y2": 0.187, "X3": 0.44941, "Y3": 0.2018, "X4": 0.41524, "Y4": 0.2018, "page": 0, "Index": 54}, {"Word": "rounded", "Confidence": 0.645, "X1": 0.45335, "Y1": 0.1872, "X2": 0.50986, "Y2": 0.187, "X3": 0.50854, "Y3": 0.2018, "X4": 0.45335, "Y4": 0.2018, "page": 0, "Index": 55}, {"Word": "lo", "Confidence": 0.867, "X1": 0.5138, "Y1": 0.1872, "X2": 0.52694, "Y2": 0.187, "X3": 0.52694, "Y3": 0.2018, "X4": 0.51248, "Y4": 0.2018, "page": 0, "Index": 56}, {"Word": "2.2", "Confidence": 0.992, "X1": 0.53088, "Y1": 0.1872, "X2": 0.55191, "Y2": 0.187, "X3": 0.55191, "Y3": 0.2018, "X4": 0.53088, "Y4": 0.2018, "page": 0, "Index": 57}, {"Word": "mg", "Confidence": 0.991, "X1": 0.55585, "Y1": 0.1872, "X2": 0.57819, "Y2": 0.187, "X3": 0.57687, "Y3": 0.2018, "X4": 0.55585, "Y4": 0.2018, "page": 0, "Index": 58}, {"Word": "for", "Confidence": 0.63, "X1": 0.58213, "Y1": 0.1872, "X2": 0.59921, "Y2": 0.187, "X3": 0.59921, "Y3": 0.2018, "X4": 0.58081, "Y4": 0.2018, "page": 0, "Index": 59}, {"Word": "reporting", "Confidence": 0.573, "X1": 0.60315, "Y1": 0.1872, "X2": 0.6636, "Y2": 0.187, "X3": 0.66229, "Y3": 0.2018, "X4": 0.60315, "Y4": 0.2018, "page": 0, "Index": 60}, {"Word": "in", "Confidence": 0.996, "X1": 0.66754, "Y1": 0.1872, "X2": 0.68068, "Y2": 0.187, "X3": 0.68068, "Y3": 0.2018, "X4": 0.66623, "Y4": 0.2018, "page": 0, "Index": 61}, {"Word": "each", "Confidence": 0.958, "X1": 0.68463, "Y1": 0.1872, "X2": 0.71616, "Y2": 0.187, "X3": 0.71616, "Y3": 0.2018, "X4": 0.68463, "Y4": 0.2018, "page": 0, "Index": 62}, {"Word": "year,", "Confidence": 0.966, "X1": 0.72011, "Y1": 0.1872, "X2": 0.75558, "Y2": 0.187, "X3": 0.75558, "Y3": 0.2018, "X4": 0.72011, "Y4": 0.2018, "page": 0, "Index": 63}, {"Word": "Table", "Confidence": 0.991, "X1": 0.75953, "Y1": 0.1872, "X2": 0.79763, "Y2": 0.187, "X3": 0.79763, "Y3": 0.2018, "X4": 0.75953, "Y4": 0.2018, "page": 0, "Index": 64}, {"Word": "1", "Confidence": 0.968, "X1": 0.80158, "Y1": 0.1872, "X2": 0.81209, "Y2": 0.187, "X3": 0.81209, "Y3": 0.2018, "X4": 0.80158, "Y4": 0.2018, "page": 0, "Index": 65}, {"Word": "Indicates", "Confidence": 0.801, "X1": 0.18397, "Y1": 0.2032, "X2": 0.24442, "Y2": 0.203, "X3": 0.24442, "Y3": 0.2168, "X4": 0.18397, "Y4": 0.2168, "page": 0, "Index": 66}, {"Word": "no", "Confidence": 0.991, "X1": 0.24836, "Y1": 0.2032, "X2": 0.26544, "Y2": 0.203, "X3": 0.26544, "Y3": 0.2168, "X4": 0.24836, "Y4": 0.2168, "page": 0, "Index": 67}, {"Word": "change", "Confidence": 0.991, "X1": 0.26938, "Y1": 0.2032, "X2": 0.31932, "Y2": 0.203, "X3": 0.31932, "Y3": 0.2178, "X4": 0.26938, "Y4": 0.2168, "page": 0, "Index": 68}, {"Word": "in", "Confidence": 0.997, "X1": 0.32326, "Y1": 0.2032, "X2": 0.3364, "Y2": 0.203, "X3": 0.3364, "Y3": 0.2178, "X4": 0.32326, "Y4": 0.2178, "page": 0, "Index": 69}, {"Word": "yield.", "Confidence": 0.628, "X1": 0.33903, "Y1": 0.2032, "X2": 0.37845, "Y2": 0.203, "X3": 0.37845, "Y3": 0.2188, "X4": 0.33903, "Y4": 0.2178, "page": 0, "Index": 70}, {"Word": "Previous", "Confidence": 0.966, "X1": 0.2339, "Y1": 0.2282, "X2": 0.29304, "Y2": 0.228, "X3": 0.29172, "Y3": 0.2418, "X4": 0.2339, "Y4": 0.2418, "page": 0, "Index": 71}, {"Word": "analyses", "Confidence": 0.958, "X1": 0.29698, "Y1": 0.2272, "X2": 0.35742, "Y2": 0.227, "X3": 0.35611, "Y3": 0.2418, "X4": 0.29566, "Y4": 0.2418, "page": 0, "Index": 72}, {"Word": "of", "Confidence": 0.998, "X1": 0.36137, "Y1": 0.2272, "X2": 0.37451, "Y2": 0.227, "X3": 0.37451, "Y3": 0.2418, "X4": 0.36005, "Y4": 0.2418, "page": 0, "Index": 73}, {"Word": "MDPH", "Confidence": 0.967, "X1": 0.37845, "Y1": 0.2272, "X2": 0.42313, "Y2": 0.227, "X3": 0.42181, "Y3": 0.2418, "X4": 0.37845, "Y4": 0.2418, "page": 0, "Index": 74}, {"Word": "nicotine", "Confidence": 0.991, "X1": 0.42707, "Y1": 0.2262, "X2": 0.47963, "Y2": 0.226, "X3": 0.47832, "Y3": 0.2418, "X4": 0.42576, "Y4": 0.2418, "page": 0, "Index": 75}, {"Word": "yielc", "Confidence": 0.919, "X1": 0.48357, "Y1": 0.2262, "X2": 0.5138, "Y2": 0.226, "X3": 0.5138, "Y3": 0.2418, "X4": 0.48226, "Y4": 0.2418, "page": 0, "Index": 76}, {"Word": "data", "Confidence": 0.526, "X1": 0.51774, "Y1": 0.2262, "X2": 0.54928, "Y2": 0.226, "X3": 0.54796, "Y3": 0.2418, "X4": 0.51774, "Y4": 0.2418, "page": 0, "Index": 77}, {"Word": "by", "Confidence": 0.998, "X1": 0.55322, "Y1": 0.2262, "X2": 0.56899, "Y2": 0.226, "X3": 0.56899, "Y3": 0.2418, "X4": 0.55191, "Y4": 0.2418, "page": 0, "Index": 78}, {"Word": "both", "Confidence": 0.535, "X1": 0.57293, "Y1": 0.2262, "X2": 0.60315, "Y2": 0.226, "X3": 0.60184, "Y3": 0.2418, "X4": 0.57293, "Y4": 0.2418, "page": 0, "Index": 79}, {"Word": "the", "Confidence": 0.998, "X1": 0.6071, "Y1": 0.2262, "X2": 0.62812, "Y2": 0.226, "X3": 0.62812, "Y3": 0.2418, "X4": 0.60578, "Y4": 0.2418, "page": 0, "Index": 80}, {"Word": "MDPH", "Confidence": 0.926, "X1": 0.63206, "Y1": 0.2262, "X2": 0.67674, "Y2": 0.226, "X3": 0.67674, "Y3": 0.2418, "X4": 0.63206, "Y4": 0.2418, "page": 0, "Index": 81}, {"Word": "and", "Confidence": 0.934, "X1": 0.68857, "Y1": 0.2262, "X2": 0.71353, "Y2": 0.226, "X3": 0.71222, "Y3": 0.2418, "X4": 0.68725, "Y4": 0.2418, "page": 0, "Index": 82}, {"Word": "the", "Confidence": 0.994, "X1": 0.71748, "Y1": 0.2262, "X2": 0.73982, "Y2": 0.226, "X3": 0.7385, "Y3": 0.2418, "X4": 0.71616, "Y4": 0.2418, "page": 0, "Index": 83}, {"Word": "Harvard", "Confidence": 0.953, "X1": 0.74376, "Y1": 0.2272, "X2": 0.80289, "Y2": 0.227, "X3": 0.80158, "Y3": 0.2408, "X4": 0.74244, "Y4": 0.2418, "page": 0, "Index": 84}, {"Word": "School", "Confidence": 0.965, "X1": 0.18528, "Y1": 0.2452, "X2": 0.22996, "Y2": 0.245, "X3": 0.23127, "Y3": 0.2608, "X4": 0.18528, "Y4": 0.2608, "page": 0, "Index": 85}, {"Word": "of", "Confidence": 0.997, "X1": 0.2339, "Y1": 0.2452, "X2": 0.24704, "Y2": 0.245, "X3": 0.24704, "Y3": 0.2608, "X4": 0.23522, "Y4": 0.2608, "page": 0, "Index": 86}, {"Word": "Public", "Confidence": 0.994, "X1": 0.25099, "Y1": 0.2452, "X2": 0.29172, "Y2": 0.245, "X3": 0.29304, "Y3": 0.2608, "X4": 0.25099, "Y4": 0.2608, "page": 0, "Index": 87}, {"Word": "Health'", "Confidence": 0.613, "X1": 0.29566, "Y1": 0.2452, "X2": 0.34954, "Y2": 0.245, "X3": 0.34954, "Y3": 0.2608, "X4": 0.29698, "Y4": 0.2608, "page": 0, "Index": 88}, {"Word": "focused", "Confidence": 0.47, "X1": 0.35348, "Y1": 0.2452, "X2": 0.40473, "Y2": 0.245, "X3": 0.40604, "Y3": 0.2608, "X4": 0.35348, "Y4": 0.2608, "page": 0, "Index": 89}, {"Word": "on", "Confidence": 0.995, "X1": 0.40867, "Y1": 0.2452, "X2": 0.42707, "Y2": 0.245, "X3": 0.42707, "Y3": 0.2608, "X4": 0.40867, "Y4": 0.2608, "page": 0, "Index": 90}, {"Word": "ricotine", "Confidence": 0.955, "X1": 0.43101, "Y1": 0.2462, "X2": 0.48226, "Y2": 0.246, "X3": 0.48357, "Y3": 0.2608, "X4": 0.43101, "Y4": 0.2608, "page": 0, "Index": 91}, {"Word": "yields", "Confidence": 0.926, "X1": 0.4862, "Y1": 0.2462, "X2": 0.52694, "Y2": 0.246, "X3": 0.52694, "Y3": 0.2608, "X4": 0.48752, "Y4": 0.2608, "page": 0, "Index": 92}, {"Word": "for", "Confidence": 0.998, "X1": 0.53088, "Y1": 0.2462, "X2": 0.54928, "Y2": 0.246, "X3": 0.54928, "Y3": 0.2608, "X4": 0.53088, "Y4": 0.2608, "page": 0, "Index": 93}, {"Word": "groups", "Confidence": 0.957, "X1": 0.55322, "Y1": 0.2462, "X2": 0.59921, "Y2": 0.246, "X3": 0.59921, "Y3": 0.2608, "X4": 0.55322, "Y4": 0.2608, "page": 0, "Index": 94}, {"Word": "of", "Confidence": 0.995, "X1": 0.60315, "Y1": 0.2462, "X2": 0.61629, "Y2": 0.246, "X3": 0.61629, "Y3": 0.2608, "X4": 0.60315, "Y4": 0.2608, "page": 0, "Index": 95}, {"Word": "brand", "Confidence": 0.995, "X1": 0.62024, "Y1": 0.2462, "X2": 0.65966, "Y2": 0.246, "X3": 0.65966, "Y3": 0.2608, "X4": 0.62024, "Y4": 0.2608, "page": 0, "Index": 96}, {"Word": "styles", "Confidence": 0.996, "X1": 0.6636, "Y1": 0.2472, "X2": 0.70171, "Y2": 0.247, "X3": 0.70171, "Y3": 0.2608, "X4": 0.6636, "Y4": 0.2608, "page": 0, "Index": 97}, {"Word": "within", "Confidence": 0.995, "X1": 0.70565, "Y1": 0.2472, "X2": 0.74639, "Y2": 0.247, "X3": 0.74507, "Y3": 0.2608, "X4": 0.70565, "Y4": 0.2608, "page": 0, "Index": 98}, {"Word": "a", "Confidence": 0.939, "X1": 0.75033, "Y1": 0.2472, "X2": 0.7569, "Y2": 0.247, "X3": 0.7569, "Y3": 0.2608, "X4": 0.74901, "Y4": 0.2608, "page": 0, "Index": 99}, {"Word": "brand", "Confidence": 0.613, "X1": 0.76084, "Y1": 0.2472, "X2": 0.80552, "Y2": 0.247, "X3": 0.8042, "Y3": 0.2608, "X4": 0.76084, "Y4": 0.2608, "page": 0, "Index": 100}, {"Word": "across", "Confidence": 0.967, "X1": 0.24573, "Y1": 0.2642, "X2": 0.29041, "Y2": 0.264, "X3": 0.28909, "Y3": 0.2778, "X4": 0.24573, "Y4": 0.2788, "page": 0, "Index": 101}, {"Word": "multiple", "Confidence": 0.85, "X1": 0.29435, "Y1": 0.2642, "X2": 0.34823, "Y2": 0.264, "X3": 0.34691, "Y3": 0.2778, "X4": 0.29304, "Y4": 0.2778, "page": 0, "Index": 102}, {"Word": "brand", "Confidence": 0.376, "X1": 0.35085, "Y1": 0.2642, "X2": 0.38896, "Y2": 0.264, "X3": 0.38896, "Y3": 0.2778, "X4": 0.35085, "Y4": 0.2778, "page": 0, "Index": 103}, {"Word": "families.", "Confidence": 0.603, "X1": 0.3929, "Y1": 0.2642, "X2": 0.45466, "Y2": 0.264, "X3": 0.45335, "Y3": 0.2778, "X4": 0.3929, "Y4": 0.2778, "page": 0, "Index": 104}, {"Word": "In", "Confidence": 0.943, "X1": 0.45729, "Y1": 0.2642, "X2": 0.47043, "Y2": 0.264, "X3": 0.47043, "Y3": 0.2778, "X4": 0.45729, "Y4": 0.2778, "page": 0, "Index": 105}, {"Word": "the", "Confidence": 0.995, "X1": 0.47438, "Y1": 0.2642, "X2": 0.49671, "Y2": 0.264, "X3": 0.4954, "Y3": 0.2778, "X4": 0.47438, "Y4": 0.2778, "page": 0, "Index": 106}, {"Word": "MDPH's", "Confidence": 0.991, "X1": 0.49934, "Y1": 0.2642, "X2": 0.55716, "Y2": 0.264, "X3": 0.55585, "Y3": 0.2778, "X4": 0.49934, "Y4": 0.2778, "page": 0, "Index": 107}, {"Word": "fact", "Confidence": 0.955, "X1": 0.5611, "Y1": 0.2642, "X2": 0.58476, "Y2": 0.264, "X3": 0.58344, "Y3": 0.2778, "X4": 0.55979, "Y4": 0.2778, "page": 0, "Index": 108}, {"Word": "sheet", "Confidence": 0.965, "X1": 0.5887, "Y1": 0.2642, "X2": 0.62681, "Y2": 0.264, "X3": 0.62549, "Y3": 0.2778, "X4": 0.58739, "Y4": 0.2778, "page": 0, "Index": 109}, {"Word": "related", "Confidence": 0.66, "X1": 0.63075, "Y1": 0.2642, "X2": 0.67806, "Y2": 0.264, "X3": 0.67674, "Y3": 0.2778, "X4": 0.62943, "Y4": 0.2778, "page": 0, "Index": 110}, {"Word": "to", "Confidence": 0.996, "X1": 0.682, "Y1": 0.2642, "X2": 0.69382, "Y2": 0.264, "X3": 0.69251, "Y3": 0.2778, "X4": 0.68068, "Y4": 0.2778, "page": 0, "Index": 111}, {"Word": "its", "Confidence": 0.998, "X1": 0.69777, "Y1": 0.2642, "X2": 0.71485, "Y2": 0.264, "X3": 0.71353, "Y3": 0.2778, "X4": 0.69645, "Y4": 0.2778, "page": 0, "Index": 112}, {"Word": "2005", "Confidence": 0.981, "X1": 0.71748, "Y1": 0.2642, "X2": 0.75296, "Y2": 0.264, "X3": 0.75164, "Y3": 0.2778, "X4": 0.71616, "Y4": 0.2778, "page": 0, "Index": 113}, {"Word": "Report,", "Confidence": 0.849, "X1": 0.75558, "Y1": 0.2642, "X2": 0.80815, "Y2": 0.264, "X3": 0.80683, "Y3": 0.2778, "X4": 0.75427, "Y4": 0.2778, "page": 0, "Index": 114}, {"Word": "family", "Confidence": 0.995, "X1": 0.18528, "Y1": 0.2652, "X2": 0.2247, "Y2": 0.265, "X3": 0.22339, "Y3": 0.2788, "X4": 0.18397, "Y4": 0.2788, "page": 0, "Index": 115}, {"Word": "or", "Confidence": 0.996, "X1": 0.22733, "Y1": 0.2652, "X2": 0.24179, "Y2": 0.265, "X3": 0.24179, "Y3": 0.2788, "X4": 0.22733, "Y4": 0.2788, "page": 0, "Index": 116}, {"Word": "titled", "Confidence": 0.886, "X1": 0.18397, "Y1": 0.2802, "X2": 0.21682, "Y2": 0.28, "X3": 0.21551, "Y3": 0.2938, "X4": 0.18265, "Y4": 0.2938, "page": 0, "Index": 117}, {"Word": "\"Change", "Confidence": 0.962, "X1": 0.22076, "Y1": 0.2802, "X2": 0.27858, "Y2": 0.28, "X3": 0.27858, "Y3": 0.2928, "X4": 0.21945, "Y4": 0.2938, "page": 0, "Index": 118}, {"Word": "in", "Confidence": 0.998, "X1": 0.28252, "Y1": 0.2802, "X2": 0.29566, "Y2": 0.28, "X3": 0.29435, "Y3": 0.2928, "X4": 0.28121, "Y4": 0.2928, "page": 0, "Index": 119}, {"Word": "Nicotine", "Confidence": 0.955, "X1": 0.29961, "Y1": 0.2792, "X2": 0.3548, "Y2": 0.279, "X3": 0.3548, "Y3": 0.2928, "X4": 0.29829, "Y4": 0.2928, "page": 0, "Index": 120}, {"Word": "Yields", "Confidence": 0.952, "X1": 0.35874, "Y1": 0.2792, "X2": 0.4021, "Y2": 0.279, "X3": 0.40079, "Y3": 0.2928, "X4": 0.35874, "Y4": 0.2928, "page": 0, "Index": 121}, {"Word": "1998", "Confidence": 0.942, "X1": 0.40604, "Y1": 0.2792, "X2": 0.43758, "Y2": 0.279, "X3": 0.43758, "Y3": 0.2928, "X4": 0.40473, "Y4": 0.2928, "page": 0, "Index": 122}, {"Word": "-2004", "Confidence": 0.881, "X1": 0.44152, "Y1": 0.2792, "X2": 0.48883, "Y2": 0.279, "X3": 0.48883, "Y3": 0.2928, "X4": 0.44021, "Y4": 0.2928, "page": 0, "Index": 123}, {"Word": "Fact", "Confidence": 0.569, "X1": 0.49277, "Y1": 0.2802, "X2": 0.523, "Y2": 0.28, "X3": 0.52168, "Y3": 0.2928, "X4": 0.49146, "Y4": 0.2928, "page": 0, "Index": 124}, {"Word": "Sheet,\"", "Confidence": 0.902, "X1": 0.52562, "Y1": 0.2802, "X2": 0.57687, "Y2": 0.28, "X3": 0.57556, "Y3": 0.2938, "X4": 0.52562, "Y4": 0.2928, "page": 0, "Index": 125}, {"Word": "the", "Confidence": 0.998, "X1": 0.5795, "Y1": 0.2802, "X2": 0.60184, "Y2": 0.28, "X3": 0.60053, "Y3": 0.2938, "X4": 0.5795, "Y4": 0.2938, "page": 0, "Index": 126}, {"Word": "average", "Confidence": 0.994, "X1": 0.60447, "Y1": 0.2802, "X2": 0.65966, "Y2": 0.28, "X3": 0.65966, "Y3": 0.2938, "X4": 0.60447, "Y4": 0.2938, "page": 0, "Index": 127}, {"Word": "of", "Confidence": 0.996, "X1": 0.6636, "Y1": 0.2802, "X2": 0.67674, "Y2": 0.28, "X3": 0.67543, "Y3": 0.2938, "X4": 0.66229, "Y4": 0.2938, "page": 0, "Index": 128}, {"Word": "reported", "Confidence": 0.669, "X1": 0.68068, "Y1": 0.2802, "X2": 0.73719, "Y2": 0.28, "X3": 0.73719, "Y3": 0.2938, "X4": 0.67937, "Y4": 0.2938, "page": 0, "Index": 129}, {"Word": "yields", "Confidence": 0.943, "X1": 0.74113, "Y1": 0.2802, "X2": 0.78055, "Y2": 0.28, "X3": 0.78055, "Y3": 0.2938, "X4": 0.74113, "Y4": 0.2938, "page": 0, "Index": 130}, {"Word": "for", "Confidence": 0.998, "X1": 0.78449, "Y1": 0.2802, "X2": 0.80683, "Y2": 0.28, "X3": 0.80683, "Y3": 0.2938, "X4": 0.78318, "Y4": 0.2938, "page": 0, "Index": 131}, {"Word": "twenty-one", "Confidence": 0.883, "X1": 0.18528, "Y1": 0.2962, "X2": 0.25887, "Y2": 0.296, "X3": 0.25887, "Y3": 0.3108, "X4": 0.18528, "Y4": 0.3108, "page": 0, "Index": 132}, {"Word": "(21)", "Confidence": 0.655, "X1": 0.26281, "Y1": 0.2962, "X2": 0.28909, "Y2": 0.296, "X3": 0.28909, "Y3": 0.3108, "X4": 0.26281, "Y4": 0.3108, "page": 0, "Index": 133}, {"Word": "Marlboro", "Confidence": 0.953, "X1": 0.29304, "Y1": 0.2962, "X2": 0.35348, "Y2": 0.296, "X3": 0.35348, "Y3": 0.3098, "X4": 0.29304, "Y4": 0.3108, "page": 0, "Index": 134}, {"Word": "brand", "Confidence": 0.997, "X1": 0.35742, "Y1": 0.2962, "X2": 0.39816, "Y2": 0.296, "X3": 0.39685, "Y3": 0.3098, "X4": 0.35611, "Y4": 0.3098, "page": 0, "Index": 135}, {"Word": "styles", "Confidence": 0.996, "X1": 0.40079, "Y1": 0.2952, "X2": 0.44021, "Y2": 0.295, "X3": 0.4389, "Y3": 0.3098, "X4": 0.40079, "Y4": 0.3098, "page": 0, "Index": 136}, {"Word": "was", "Confidence": 0.997, "X1": 0.44415, "Y1": 0.2952, "X2": 0.47175, "Y2": 0.295, "X3": 0.47175, "Y3": 0.3098, "X4": 0.44284, "Y4": 0.3098, "page": 0, "Index": 137}, {"Word": "compared", "Confidence": 0.994, "X1": 0.47569, "Y1": 0.2952, "X2": 0.54271, "Y2": 0.295, "X3": 0.54271, "Y3": 0.3098, "X4": 0.47569, "Y4": 0.3098, "page": 0, "Index": 138}, {"Word": "between", "Confidence": 0.222, "X1": 0.54665, "Y1": 0.2952, "X2": 0.60578, "Y2": 0.295, "X3": 0.60578, "Y3": 0.3098, "X4": 0.54665, "Y4": 0.3098, "page": 0, "Index": 139}, {"Word": "1998", "Confidence": 0.882, "X1": 0.60972, "Y1": 0.2952, "X2": 0.64258, "Y2": 0.295, "X3": 0.64258, "Y3": 0.3098, "X4": 0.60841, "Y4": 0.3098, "page": 0, "Index": 140}, {"Word": "and", "Confidence": 0.998, "X1": 0.64652, "Y1": 0.2952, "X2": 0.67148, "Y2": 0.295, "X3": 0.67148, "Y3": 0.3098, "X4": 0.64652, "Y4": 0.3098, "page": 0, "Index": 141}, {"Word": "2004.", "Confidence": 0.971, "X1": 0.67543, "Y1": 0.2952, "X2": 0.72011, "Y2": 0.295, "X3": 0.72011, "Y3": 0.3098, "X4": 0.67543, "Y4": 0.3098, "page": 0, "Index": 142}, {"Word": "The", "Confidence": 0.998, "X1": 0.72405, "Y1": 0.2952, "X2": 0.74901, "Y2": 0.295, "X3": 0.74901, "Y3": 0.3098, "X4": 0.72405, "Y4": 0.3098, "page": 0, "Index": 143}, {"Word": "Report", "Confidence": 0.993, "X1": 0.75296, "Y1": 0.2952, "X2": 0.79763, "Y2": 0.295, "X3": 0.79763, "Y3": 0.3098, "X4": 0.75296, "Y4": 0.3098, "page": 0, "Index": 144}, {"Word": "of", "Confidence": 0.998, "X1": 0.80158, "Y1": 0.2952, "X2": 0.81997, "Y2": 0.295, "X3": 0.81997, "Y3": 0.3098, "X4": 0.80158, "Y4": 0.3098, "page": 0, "Index": 145}, {"Word": "the", "Confidence": 0.996, "X1": 0.18528, "Y1": 0.3122, "X2": 0.20631, "Y2": 0.312, "X3": 0.20499, "Y3": 0.3258, "X4": 0.18528, "Y4": 0.3258, "page": 0, "Index": 146}, {"Word": "Harvard", "Confidence": 0.992, "X1": 0.20894, "Y1": 0.3122, "X2": 0.26413, "Y2": 0.312, "X3": 0.26413, "Y3": 0.3258, "X4": 0.20894, "Y4": 0.3258, "page": 0, "Index": 147}, {"Word": "School", "Confidence": 0.996, "X1": 0.26807, "Y1": 0.3122, "X2": 0.31406, "Y2": 0.312, "X3": 0.31406, "Y3": 0.3258, "X4": 0.26807, "Y4": 0.3258, "page": 0, "Index": 148}, {"Word": "of", "Confidence": 0.995, "X1": 0.318, "Y1": 0.3122, "X2": 0.33246, "Y2": 0.312, "X3": 0.33246, "Y3": 0.3258, "X4": 0.318, "Y4": 0.3258, "page": 0, "Index": 149}, {"Word": "Public", "Confidence": 0.996, "X1": 0.3364, "Y1": 0.3122, "X2": 0.37845, "Y2": 0.312, "X3": 0.37714, "Y3": 0.3258, "X4": 0.33509, "Y4": 0.3258, "page": 0, "Index": 150}, {"Word": "Health", "Confidence": 0.806, "X1": 0.38108, "Y1": 0.3122, "X2": 0.42576, "Y2": 0.312, "X3": 0.42576, "Y3": 0.3258, "X4": 0.38108, "Y4": 0.3258, "page": 0, "Index": 151}, {"Word": "addressed", "Confidence": 0.868, "X1": 0.4297, "Y1": 0.3122, "X2": 0.49934, "Y2": 0.312, "X3": 0.49934, "Y3": 0.3258, "X4": 0.42838, "Y4": 0.3258, "page": 0, "Index": 152}, {"Word": "cigarette", "Confidence": 0.887, "X1": 0.50329, "Y1": 0.3122, "X2": 0.56373, "Y2": 0.312, "X3": 0.56242, "Y3": 0.3258, "X4": 0.50329, "Y4": 0.3258, "page": 0, "Index": 153}, {"Word": "MDPH", "Confidence": 0.968, "X1": 0.56636, "Y1": 0.3122, "X2": 0.61235, "Y2": 0.312, "X3": 0.61104, "Y3": 0.3258, "X4": 0.56636, "Y4": 0.3258, "page": 0, "Index": 154}, {"Word": "nicotine", "Confidence": 0.663, "X1": 0.61629, "Y1": 0.3122, "X2": 0.66886, "Y2": 0.312, "X3": 0.66754, "Y3": 0.3258, "X4": 0.61498, "Y4": 0.3258, "page": 0, "Index": 155}, {"Word": "yields,", "Confidence": 0.798, "X1": 0.6728, "Y1": 0.3122, "X2": 0.71616, "Y2": 0.312, "X3": 0.71616, "Y3": 0.3258, "X4": 0.67148, "Y4": 0.3258, "page": 0, "Index": 156}, {"Word": "reported", "Confidence": 0.788, "X1": 0.72011, "Y1": 0.3122, "X2": 0.77792, "Y2": 0.312, "X3": 0.77661, "Y3": 0.3258, "X4": 0.72011, "Y4": 0.3258, "page": 0, "Index": 157}, {"Word": "in", "Confidence": 0.997, "X1": 0.78055, "Y1": 0.3122, "X2": 0.79632, "Y2": 0.312, "X3": 0.79632, "Y3": 0.3258, "X4": 0.78055, "Y4": 0.3258, "page": 0, "Index": 158}, {"Word": "years", "Confidence": 0.993, "X1": 0.1866, "Y1": 0.3282, "X2": 0.22339, "Y2": 0.328, "X3": 0.22208, "Y3": 0.3428, "X4": 0.1866, "Y4": 0.3428, "page": 0, "Index": 159}, {"Word": "1997", "Confidence": 0.983, "X1": 0.22602, "Y1": 0.3282, "X2": 0.25887, "Y2": 0.328, "X3": 0.25887, "Y3": 0.3428, "X4": 0.22602, "Y4": 0.3428, "page": 0, "Index": 160}, {"Word": "through", "Confidence": 0.994, "X1": 0.26281, "Y1": 0.3282, "X2": 0.31537, "Y2": 0.328, "X3": 0.31406, "Y3": 0.3428, "X4": 0.26281, "Y4": 0.3428, "page": 0, "Index": 161}, {"Word": "2005.", "Confidence": 0.784, "X1": 0.31932, "Y1": 0.3282, "X2": 0.35742, "Y2": 0.328, "X3": 0.35742, "Y3": 0.3418, "X4": 0.318, "Y4": 0.3428, "page": 0, "Index": 162}, {"Word": "at", "Confidence": 0.998, "X1": 0.36137, "Y1": 0.3282, "X2": 0.37451, "Y2": 0.328, "X3": 0.37451, "Y3": 0.3418, "X4": 0.36137, "Y4": 0.3418, "page": 0, "Index": 163}, {"Word": "the", "Confidence": 0.998, "X1": 0.37845, "Y1": 0.3282, "X2": 0.39947, "Y2": 0.328, "X3": 0.39947, "Y3": 0.3418, "X4": 0.37714, "Y4": 0.3418, "page": 0, "Index": 164}, {"Word": "brand", "Confidence": 0.995, "X1": 0.40342, "Y1": 0.3272, "X2": 0.44284, "Y2": 0.327, "X3": 0.44152, "Y3": 0.3418, "X4": 0.40342, "Y4": 0.3418, "page": 0, "Index": 165}, {"Word": "family", "Confidence": 0.92, "X1": 0.44547, "Y1": 0.3272, "X2": 0.4862, "Y2": 0.327, "X3": 0.4862, "Y3": 0.3418, "X4": 0.44547, "Y4": 0.3418, "page": 0, "Index": 166}, {"Word": "level,", "Confidence": 0.858, "X1": 0.49014, "Y1": 0.3272, "X2": 0.52694, "Y2": 0.327, "X3": 0.52694, "Y3": 0.3418, "X4": 0.49014, "Y4": 0.3418, "page": 0, "Index": 167}, {"Word": "the", "Confidence": 0.998, "X1": 0.53088, "Y1": 0.3272, "X2": 0.55191, "Y2": 0.327, "X3": 0.55191, "Y3": 0.3418, "X4": 0.53088, "Y4": 0.3418, "page": 0, "Index": 168}, {"Word": "cigarette", "Confidence": 0.961, "X1": 0.55585, "Y1": 0.3272, "X2": 0.61367, "Y2": 0.327, "X3": 0.61367, "Y3": 0.3418, "X4": 0.55585, "Y4": 0.3418, "page": 0, "Index": 169}, {"Word": "design", "Confidence": 0.991, "X1": 0.61761, "Y1": 0.3282, "X2": 0.66229, "Y2": 0.328, "X3": 0.6636, "Y3": 0.3418, "X4": 0.61761, "Y4": 0.3418, "page": 0, "Index": 170}, {"Word": "level,", "Confidence": 0.634, "X1": 0.66623, "Y1": 0.3282, "X2": 0.70302, "Y2": 0.328, "X3": 0.70302, "Y3": 0.3418, "X4": 0.66623, "Y4": 0.3418, "page": 0, "Index": 171}, {"Word": "and", "Confidence": 0.998, "X1": 0.70696, "Y1": 0.3282, "X2": 0.73325, "Y2": 0.328, "X3": 0.73325, "Y3": 0.3418, "X4": 0.70696, "Y4": 0.3418, "page": 0, "Index": 172}, {"Word": "at", "Confidence": 0.998, "X1": 0.73719, "Y1": 0.3282, "X2": 0.75033, "Y2": 0.328, "X3": 0.75033, "Y3": 0.3418, "X4": 0.73719, "Y4": 0.3418, "page": 0, "Index": 173}, {"Word": "the", "Confidence": 0.998, "X1": 0.75296, "Y1": 0.3282, "X2": 0.77792, "Y2": 0.328, "X3": 0.77924, "Y3": 0.3418, "X4": 0.75427, "Y4": 0.3418, "page": 0, "Index": 174}, {"Word": "manufacturer", "Confidence": 0.901, "X1": 0.18397, "Y1": 0.3442, "X2": 0.27464, "Y2": 0.344, "X3": 0.27332, "Y3": 0.3578, "X4": 0.18265, "Y4": 0.3578, "page": 0, "Index": 175}, {"Word": "level", "Confidence": 0.991, "X1": 0.27858, "Y1": 0.3442, "X2": 0.3088, "Y2": 0.344, "X3": 0.3088, "Y3": 0.3578, "X4": 0.27727, "Y4": 0.3578, "page": 0, "Index": 176}, {"Word": "but", "Confidence": 0.993, "X1": 0.31275, "Y1": 0.3432, "X2": 0.33509, "Y2": 0.343, "X3": 0.33509, "Y3": 0.3578, "X4": 0.31275, "Y4": 0.3578, "page": 0, "Index": 177}, {"Word": "not", "Confidence": 0.993, "X1": 0.33903, "Y1": 0.3432, "X2": 0.36005, "Y2": 0.343, "X3": 0.36005, "Y3": 0.3578, "X4": 0.33903, "Y4": 0.3578, "page": 0, "Index": 178}, {"Word": "at", "Confidence": 0.993, "X1": 0.36399, "Y1": 0.3432, "X2": 0.37714, "Y2": 0.343, "X3": 0.37582, "Y3": 0.3578, "X4": 0.36399, "Y4": 0.3578, "page": 0, "Index": 179}, {"Word": "the", "Confidence": 0.994, "X1": 0.38108, "Y1": 0.3432, "X2": 0.4021, "Y2": 0.343, "X3": 0.40079, "Y3": 0.3578, "X4": 0.37976, "Y4": 0.3578, "page": 0, "Index": 180}, {"Word": "brand", "Confidence": 0.798, "X1": 0.40604, "Y1": 0.3432, "X2": 0.44547, "Y2": 0.343, "X3": 0.44547, "Y3": 0.3578, "X4": 0.40473, "Y4": 0.3578, "page": 0, "Index": 181}, {"Word": "style", "Confidence": 0.994, "X1": 0.44941, "Y1": 0.3432, "X2": 0.48095, "Y2": 0.343, "X3": 0.47963, "Y3": 0.3578, "X4": 0.44809, "Y4": 0.3578, "page": 0, "Index": 182}, {"Word": "level.", "Confidence": 0.955, "X1": 0.48357, "Y1": 0.3432, "X2": 0.52562, "Y2": 0.343, "X3": 0.52431, "Y3": 0.3578, "X4": 0.48357, "Y4": 0.3578, "page": 0, "Index": 183}, {"Word": "As", "Confidence": 0.994, "X1": 0.52957, "Y1": 0.3432, "X2": 0.54665, "Y2": 0.343, "X3": 0.54665, "Y3": 0.3578, "X4": 0.52825, "Y4": 0.3578, "page": 0, "Index": 184}, {"Word": "noted", "Confidence": 0.994, "X1": 0.55059, "Y1": 0.3432, "X2": 0.5887, "Y2": 0.343, "X3": 0.5887, "Y3": 0.3578, "X4": 0.54928, "Y4": 0.3578, "page": 0, "Index": 185}, {"Word": "before,", "Confidence": 0.92, "X1": 0.59264, "Y1": 0.3432, "X2": 0.64258, "Y2": 0.343, "X3": 0.64258, "Y3": 0.3578, "X4": 0.59264, "Y4": 0.3578, "page": 0, "Index": 186}, {"Word": "PM", "Confidence": 0.591, "X1": 0.64652, "Y1": 0.3432, "X2": 0.66623, "Y2": 0.343, "X3": 0.66623, "Y3": 0.3578, "X4": 0.64652, "Y4": 0.3578, "page": 0, "Index": 187}, {"Word": "USA", "Confidence": 0.966, "X1": 0.67148, "Y1": 0.3432, "X2": 0.70302, "Y2": 0.343, "X3": 0.70302, "Y3": 0.3578, "X4": 0.67148, "Y4": 0.3578, "page": 0, "Index": 188}, {"Word": "believes", "Confidence": 0.715, "X1": 0.70565, "Y1": 0.3432, "X2": 0.76216, "Y2": 0.343, "X3": 0.76216, "Y3": 0.3578, "X4": 0.70565, "Y4": 0.3578, "page": 0, "Index": 189}, {"Word": "that", "Confidence": 0.989, "X1": 0.7661, "Y1": 0.3442, "X2": 0.79238, "Y2": 0.344, "X3": 0.79238, "Y3": 0.3578, "X4": 0.7661, "Y4": 0.3578, "page": 0, "Index": 190}, {"Word": "the", "Confidence": 0.956, "X1": 0.79632, "Y1": 0.3442, "X2": 0.82129, "Y2": 0.344, "X3": 0.82129, "Y3": 0.3578, "X4": 0.79632, "Y4": 0.3578, "page": 0, "Index": 191}, {"Word": "emphasis", "Confidence": 0.608, "X1": 0.18397, "Y1": 0.3602, "X2": 0.24967, "Y2": 0.36, "X3": 0.24967, "Y3": 0.3738, "X4": 0.18397, "Y4": 0.3738, "page": 0, "Index": 192}, {"Word": "in", "Confidence": 0.998, "X1": 0.25361, "Y1": 0.3602, "X2": 0.26675, "Y2": 0.36, "X3": 0.26675, "Y3": 0.3738, "X4": 0.25361, "Y4": 0.3738, "page": 0, "Index": 193}, {"Word": "analysas", "Confidence": 0.848, "X1": 0.26938, "Y1": 0.3602, "X2": 0.32983, "Y2": 0.36, "X3": 0.32983, "Y3": 0.3738, "X4": 0.26938, "Y4": 0.3738, "page": 0, "Index": 194}, {"Word": "of", "Confidence": 0.93, "X1": 0.33246, "Y1": 0.3602, "X2": 0.3456, "Y2": 0.36, "X3": 0.3456, "Y3": 0.3738, "X4": 0.33246, "Y4": 0.3738, "page": 0, "Index": 195}, {"Word": "cigarette", "Confidence": 0.55, "X1": 0.34954, "Y1": 0.3602, "X2": 0.40867, "Y2": 0.36, "X3": 0.40867, "Y3": 0.3728, "X4": 0.34954, "Y4": 0.3738, "page": 0, "Index": 196}, {"Word": "smoke", "Confidence": 0.955, "X1": 0.41261, "Y1": 0.3602, "X2": 0.45861, "Y2": 0.36, "X3": 0.45861, "Y3": 0.3728, "X4": 0.41261, "Y4": 0.3728, "page": 0, "Index": 197}, {"Word": "yields", "Confidence": 0.66, "X1": 0.46255, "Y1": 0.3602, "X2": 0.50066, "Y2": 0.36, "X3": 0.50066, "Y3": 0.3728, "X4": 0.46255, "Y4": 0.3728, "page": 0, "Index": 198}, {"Word": "over", "Confidence": 0.513, "X1": 0.5046, "Y1": 0.3602, "X2": 0.53351, "Y2": 0.36, "X3": 0.53351, "Y3": 0.3728, "X4": 0.5046, "Y4": 0.3728, "page": 0, "Index": 199}, {"Word": "time", "Confidence": 0.617, "X1": 0.53745, "Y1": 0.3602, "X2": 0.56767, "Y2": 0.36, "X3": 0.56767, "Y3": 0.3728, "X4": 0.53745, "Y4": 0.3728, "page": 0, "Index": 200}, {"Word": "should", "Confidence": 0.994, "X1": 0.5703, "Y1": 0.3602, "X2": 0.61629, "Y2": 0.36, "X3": 0.61629, "Y3": 0.3738, "X4": 0.5703, "Y4": 0.3728, "page": 0, "Index": 201}, {"Word": "be", "Confidence": 0.887, "X1": 0.61892, "Y1": 0.3592, "X2": 0.63732, "Y2": 0.359, "X3": 0.63732, "Y3": 0.3738, "X4": 0.62024, "Y4": 0.3738, "page": 0, "Index": 202}, {"Word": "the", "Confidence": 0.854, "X1": 0.64126, "Y1": 0.3592, "X2": 0.6636, "Y2": 0.359, "X3": 0.6636, "Y3": 0.3738, "X4": 0.64126, "Y4": 0.3738, "page": 0, "Index": 203}, {"Word": "ind", "Confidence": 0.998, "X1": 0.66754, "Y1": 0.3592, "X2": 0.68725, "Y2": 0.359, "X3": 0.68725, "Y3": 0.3738, "X4": 0.66754, "Y4": 0.3738, "page": 0, "Index": 204}, {"Word": "vidual", "Confidence": 0.991, "X1": 0.6912, "Y1": 0.3592, "X2": 0.7293, "Y2": 0.359, "X3": 0.73062, "Y3": 0.3738, "X4": 0.6912, "Y4": 0.3738, "page": 0, "Index": 205}, {"Word": "brand", "Confidence": 0.62, "X1": 0.73325, "Y1": 0.3602, "X2": 0.77267, "Y2": 0.36, "X3": 0.77267, "Y3": 0.3738, "X4": 0.73325, "Y4": 0.3738, "page": 0, "Index": 206}, {"Word": "styles", "Confidence": 0.829, "X1": 0.77661, "Y1": 0.3602, "X2": 0.81997, "Y2": 0.36, "X3": 0.81997, "Y3": 0.3738, "X4": 0.77661, "Y4": 0.3738, "page": 0, "Index": 207}, {"Word": "because", "Confidence": 0.994, "X1": 0.18528, "Y1": 0.3762, "X2": 0.24179, "Y2": 0.376, "X3": 0.24179, "Y3": 0.3888, "X4": 0.18528, "Y4": 0.3888, "page": 0, "Index": 208}, {"Word": "adult", "Confidence": 0.706, "X1": 0.24573, "Y1": 0.3762, "X2": 0.27989, "Y2": 0.376, "X3": 0.27989, "Y3": 0.3888, "X4": 0.24573, "Y4": 0.3888, "page": 0, "Index": 209}, {"Word": "smokers", "Confidence": 0.995, "X1": 0.28252, "Y1": 0.3752, "X2": 0.34034, "Y2": 0.375, "X3": 0.34034, "Y3": 0.3888, "X4": 0.28384, "Y4": 0.3888, "page": 0, "Index": 210}, {"Word": "choose", "Confidence": 0.996, "X1": 0.34297, "Y1": 0.3752, "X2": 0.3929, "Y2": 0.375, "X3": 0.3929, "Y3": 0.3888, "X4": 0.34297, "Y4": 0.3888, "page": 0, "Index": 211}, {"Word": "individual", "Confidence": 0.991, "X1": 0.39685, "Y1": 0.3752, "X2": 0.46124, "Y2": 0.375, "X3": 0.46124, "Y3": 0.3888, "X4": 0.39685, "Y4": 0.3888, "page": 0, "Index": 212}, {"Word": "brand", "Confidence": 0.996, "X1": 0.46518, "Y1": 0.3752, "X2": 0.5046, "Y2": 0.375, "X3": 0.5046, "Y3": 0.3888, "X4": 0.46518, "Y4": 0.3888, "page": 0, "Index": 213}, {"Word": "styles.", "Confidence": 0.934, "X1": 0.50854, "Y1": 0.3752, "X2": 0.55585, "Y2": 0.375, "X3": 0.55585, "Y3": 0.3888, "X4": 0.50854, "Y4": 0.3888, "page": 0, "Index": 214}, {"Word": "PM", "Confidence": 0.994, "X1": 0.55979, "Y1": 0.3752, "X2": 0.58081, "Y2": 0.375, "X3": 0.5795, "Y3": 0.3888, "X4": 0.55979, "Y4": 0.3888, "page": 0, "Index": 215}, {"Word": "USA,", "Confidence": 0.866, "X1": 0.58739, "Y1": 0.3752, "X2": 0.62286, "Y2": 0.375, "X3": 0.62286, "Y3": 0.3888, "X4": 0.58739, "Y4": 0.3888, "page": 0, "Index": 216}, {"Word": "however,", "Confidence": 0.92, "X1": 0.62681, "Y1": 0.3752, "X2": 0.68857, "Y2": 0.375, "X3": 0.68857, "Y3": 0.3898, "X4": 0.62681, "Y4": 0.3888, "page": 0, "Index": 217}, {"Word": "includes", "Confidence": 0.991, "X1": 0.69251, "Y1": 0.3762, "X2": 0.7477, "Y2": 0.376, "X3": 0.7477, "Y3": 0.3898, "X4": 0.69251, "Y4": 0.3898, "page": 0, "Index": 218}, {"Word": "here", "Confidence": 0.982, "X1": 0.75164, "Y1": 0.3762, "X2": 0.78318, "Y2": 0.376, "X3": 0.78318, "Y3": 0.3898, "X4": 0.75164, "Y4": 0.3898, "page": 0, "Index": 219}, {"Word": "an", "Confidence": 0.997, "X1": 0.78712, "Y1": 0.3762, "X2": 0.80683, "Y2": 0.376, "X3": 0.80683, "Y3": 0.3898, "X4": 0.78712, "Y4": 0.3898, "page": 0, "Index": 220}, {"Word": "over-time", "Confidence": 0.991, "X1": 0.1866, "Y1": 0.3922, "X2": 0.24836, "Y2": 0.392, "X3": 0.24836, "Y3": 0.4048, "X4": 0.1866, "Y4": 0.4048, "page": 0, "Index": 221}, {"Word": "comparison", "Confidence": 0.964, "X1": 0.2523, "Y1": 0.3922, "X2": 0.32983, "Y2": 0.392, "X3": 0.32983, "Y3": 0.4048, "X4": 0.25099, "Y4": 0.4048, "page": 0, "Index": 222}, {"Word": "of", "Confidence": 0.993, "X1": 0.33377, "Y1": 0.3922, "X2": 0.34823, "Y2": 0.392, "X3": 0.34691, "Y3": 0.4048, "X4": 0.33377, "Y4": 0.4048, "page": 0, "Index": 223}, {"Word": "averaged", "Confidence": 0.941, "X1": 0.35085, "Y1": 0.3922, "X2": 0.41524, "Y2": 0.392, "X3": 0.41524, "Y3": 0.4048, "X4": 0.35085, "Y4": 0.4048, "page": 0, "Index": 224}, {"Word": "MDPH", "Confidence": 0.793, "X1": 0.41919, "Y1": 0.3922, "X2": 0.46386, "Y2": 0.392, "X3": 0.46386, "Y3": 0.4048, "X4": 0.41919, "Y4": 0.4048, "page": 0, "Index": 225}, {"Word": "nicotine", "Confidence": 0.815, "X1": 0.46781, "Y1": 0.3922, "X2": 0.52037, "Y2": 0.392, "X3": 0.52037, "Y3": 0.4048, "X4": 0.46781, "Y4": 0.4048, "page": 0, "Index": 226}, {"Word": "yields", "Confidence": 0.963, "X1": 0.52431, "Y1": 0.3922, "X2": 0.56373, "Y2": 0.392, "X3": 0.56242, "Y3": 0.4048, "X4": 0.52431, "Y4": 0.4048, "page": 0, "Index": 227}, {"Word": "for", "Confidence": 0.998, "X1": 0.56767, "Y1": 0.3922, "X2": 0.58607, "Y2": 0.392, "X3": 0.58476, "Y3": 0.4048, "X4": 0.56636, "Y4": 0.4048, "page": 0, "Index": 228}, {"Word": "a", "Confidence": 0.95, "X1": 0.5887, "Y1": 0.3922, "X2": 0.59921, "Y2": 0.392, "X3": 0.5979, "Y3": 0.4048, "X4": 0.5887, "Y4": 0.4048, "page": 0, "Index": 229}, {"Word": "group", "Confidence": 0.921, "X1": 0.60315, "Y1": 0.3922, "X2": 0.64258, "Y2": 0.392, "X3": 0.64126, "Y3": 0.4048, "X4": 0.60184, "Y4": 0.4048, "page": 0, "Index": 230}, {"Word": "of", "Confidence": 0.785, "X1": 0.6452, "Y1": 0.3922, "X2": 0.65834, "Y2": 0.392, "X3": 0.65703, "Y3": 0.4048, "X4": 0.6452, "Y4": 0.4048, "page": 0, "Index": 231}, {"Word": "brand", "Confidence": 0.955, "X1": 0.66229, "Y1": 0.3922, "X2": 0.70302, "Y2": 0.392, "X3": 0.70171, "Y3": 0.4048, "X4": 0.66097, "Y4": 0.4048, "page": 0, "Index": 232}, {"Word": "styles", "Confidence": 0.994, "X1": 0.70565, "Y1": 0.3922, "X2": 0.74507, "Y2": 0.392, "X3": 0.74376, "Y3": 0.4058, "X4": 0.70434, "Y4": 0.4048, "page": 0, "Index": 233}, {"Word": "within", "Confidence": 0.992, "X1": 0.74901, "Y1": 0.3922, "X2": 0.78844, "Y2": 0.392, "X3": 0.78712, "Y3": 0.4058, "X4": 0.7477, "Y4": 0.4058, "page": 0, "Index": 234}, {"Word": "the", "Confidence": 0.998, "X1": 0.79106, "Y1": 0.3922, "X2": 0.81472, "Y2": 0.392, "X3": 0.8134, "Y3": 0.4058, "X4": 0.78975, "Y4": 0.4058, "page": 0, "Index": 235}, {"Word": "Marlboro", "Confidence": 0.646, "X1": 0.18397, "Y1": 0.4072, "X2": 0.24442, "Y2": 0.407, "X3": 0.24442, "Y3": 0.4208, "X4": 0.18265, "Y4": 0.4208, "page": 0, "Index": 236}, {"Word": "brand", "Confidence": 0.997, "X1": 0.24836, "Y1": 0.4072, "X2": 0.28909, "Y2": 0.407, "X3": 0.28778, "Y3": 0.4208, "X4": 0.24704, "Y4": 0.4208, "page": 0, "Index": 237}, {"Word": "family", "Confidence": 0.977, "X1": 0.29172, "Y1": 0.4072, "X2": 0.33246, "Y2": 0.407, "X3": 0.33114, "Y3": 0.4208, "X4": 0.29172, "Y4": 0.4208, "page": 0, "Index": 238}, {"Word": "only", "Confidence": 0.94, "X1": 0.33509, "Y1": 0.4082, "X2": 0.36399, "Y2": 0.408, "X3": 0.36268, "Y3": 0.4208, "X4": 0.33509, "Y4": 0.4208, "page": 0, "Index": 239}, {"Word": "in", "Confidence": 0.998, "X1": 0.36794, "Y1": 0.4082, "X2": 0.37976, "Y2": 0.408, "X3": 0.37976, "Y3": 0.4208, "X4": 0.36662, "Y4": 0.4208, "page": 0, "Index": 240}, {"Word": "recognition", "Confidence": 0.965, "X1": 0.38371, "Y1": 0.4082, "X2": 0.45992, "Y2": 0.408, "X3": 0.45861, "Y3": 0.4208, "X4": 0.38239, "Y4": 0.4208, "page": 0, "Index": 241}, {"Word": "fat", "Confidence": 0.393, "X1": 0.46255, "Y1": 0.4082, "X2": 0.48883, "Y2": 0.408, "X3": 0.48752, "Y3": 0.4208, "X4": 0.46124, "Y4": 0.4208, "page": 0, "Index": 242}, {"Word": "a", "Confidence": 0.994, "X1": 0.49277, "Y1": 0.4082, "X2": 0.50066, "Y2": 0.408, "X3": 0.49934, "Y3": 0.4208, "X4": 0.49146, "Y4": 0.4208, "page": 0, "Index": 243}, {"Word": "similar", "Confidence": 0.963, "X1": 0.5046, "Y1": 0.4082, "X2": 0.54928, "Y2": 0.408, "X3": 0.54928, "Y3": 0.4208, "X4": 0.50329, "Y4": 0.4208, "page": 0, "Index": 244}, {"Word": "approach", "Confidence": 0.632, "X1": 0.55322, "Y1": 0.4072, "X2": 0.61629, "Y2": 0.407, "X3": 0.61498, "Y3": 0.4208, "X4": 0.55191, "Y4": 0.4208, "page": 0, "Index": 245}, {"Word": "had", "Confidence": 0.988, "X1": 0.61892, "Y1": 0.4072, "X2": 0.6452, "Y2": 0.407, "X3": 0.64389, "Y3": 0.4208, "X4": 0.61892, "Y4": 0.4208, "page": 0, "Index": 246}, {"Word": "been", "Confidence": 0.981, "X1": 0.64915, "Y1": 0.4072, "X2": 0.68463, "Y2": 0.407, "X3": 0.68331, "Y3": 0.4208, "X4": 0.64783, "Y4": 0.4208, "page": 0, "Index": 247}, {"Word": "used", "Confidence": 0.99, "X1": 0.68725, "Y1": 0.4072, "X2": 0.72011, "Y2": 0.407, "X3": 0.72011, "Y3": 0.4208, "X4": 0.68725, "Y4": 0.4208, "page": 0, "Index": 248}, {"Word": "by", "Confidence": 0.997, "X1": 0.72405, "Y1": 0.4072, "X2": 0.74113, "Y2": 0.407, "X3": 0.73982, "Y3": 0.4208, "X4": 0.72273, "Y4": 0.4208, "page": 0, "Index": 249}, {"Word": "the", "Confidence": 0.998, "X1": 0.74376, "Y1": 0.4072, "X2": 0.7661, "Y2": 0.407, "X3": 0.7661, "Y3": 0.4208, "X4": 0.74376, "Y4": 0.4208, "page": 0, "Index": 250}, {"Word": "MDHP", "Confidence": 0.91, "X1": 0.77004, "Y1": 0.4062, "X2": 0.81603, "Y2": 0.406, "X3": 0.81472, "Y3": 0.4208, "X4": 0.76873, "Y4": 0.4208, "page": 0, "Index": 251}, {"Word": "and", "Confidence": 0.998, "X1": 0.18528, "Y1": 0.4232, "X2": 0.21025, "Y2": 0.423, "X3": 0.20894, "Y3": 0.4368, "X4": 0.18265, "Y4": 0.4368, "page": 0, "Index": 252}, {"Word": "the", "Confidence": 0.998, "X1": 0.21419, "Y1": 0.4232, "X2": 0.23653, "Y2": 0.423, "X3": 0.2339, "Y3": 0.4368, "X4": 0.21288, "Y4": 0.4368, "page": 0, "Index": 253}, {"Word": "Harvard", "Confidence": 0.993, "X1": 0.23916, "Y1": 0.4232, "X2": 0.29435, "Y2": 0.423, "X3": 0.29304, "Y3": 0.4368, "X4": 0.23784, "Y4": 0.4368, "page": 0, "Index": 254}, {"Word": "School", "Confidence": 0.995, "X1": 0.29829, "Y1": 0.4232, "X2": 0.3456, "Y2": 0.423, "X3": 0.34428, "Y3": 0.4358, "X4": 0.29566, "Y4": 0.4368, "page": 0, "Index": 255}, {"Word": "of", "Confidence": 0.363, "X1": 0.34954, "Y1": 0.4232, "X2": 0.36137, "Y2": 0.423, "X3": 0.36005, "Y3": 0.4358, "X4": 0.34691, "Y4": 0.4358, "page": 0, "Index": 256}, {"Word": "Public", "Confidence": 0.995, "X1": 0.36531, "Y1": 0.4232, "X2": 0.40867, "Y2": 0.423, "X3": 0.40736, "Y3": 0.4358, "X4": 0.36399, "Y4": 0.4358, "page": 0, "Index": 257}, {"Word": "Health", "Confidence": 0.994, "X1": 0.4113, "Y1": 0.4232, "X2": 0.45598, "Y2": 0.423, "X3": 0.45466, "Y3": 0.4358, "X4": 0.40999, "Y4": 0.4358, "page": 0, "Index": 258}, {"Word": "and", "Confidence": 0.998, "X1": 0.45992, "Y1": 0.4232, "X2": 0.48489, "Y2": 0.423, "X3": 0.48357, "Y3": 0.4358, "X4": 0.45861, "Y4": 0.4358, "page": 0, "Index": 259}, {"Word": "to", "Confidence": 0.997, "X1": 0.48883, "Y1": 0.4232, "X2": 0.50066, "Y2": 0.423, "X3": 0.49934, "Y3": 0.4358, "X4": 0.48752, "Y4": 0.4358, "page": 0, "Index": 260}, {"Word": "demonstrate", "Confidence": 0.955, "X1": 0.5046, "Y1": 0.4232, "X2": 0.59001, "Y2": 0.423, "X3": 0.5887, "Y3": 0.4358, "X4": 0.50329, "Y4": 0.4358, "page": 0, "Index": 261}, {"Word": "that", "Confidence": 0.991, "X1": 0.59264, "Y1": 0.4232, "X2": 0.62024, "Y2": 0.423, "X3": 0.61892, "Y3": 0.4368, "X4": 0.59133, "Y4": 0.4358, "page": 0, "Index": 262}, {"Word": "there", "Confidence": 0.993, "X1": 0.62286, "Y1": 0.4232, "X2": 0.65834, "Y2": 0.423, "X3": 0.65703, "Y3": 0.4368, "X4": 0.62155, "Y4": 0.4368, "page": 0, "Index": 263}, {"Word": "is", "Confidence": 0.991, "X1": 0.66229, "Y1": 0.4232, "X2": 0.67543, "Y2": 0.423, "X3": 0.67411, "Y3": 0.4368, "X4": 0.66097, "Y4": 0.4368, "page": 0, "Index": 264}, {"Word": "not", "Confidence": 0.234, "X1": 0.67937, "Y1": 0.4242, "X2": 0.70039, "Y2": 0.424, "X3": 0.69908, "Y3": 0.4368, "X4": 0.67806, "Y4": 0.4368, "page": 0, "Index": 265}, {"Word": "a", "Confidence": 0.993, "X1": 0.70302, "Y1": 0.4242, "X2": 0.71091, "Y2": 0.424, "X3": 0.70959, "Y3": 0.4368, "X4": 0.70302, "Y4": 0.4368, "page": 0, "Index": 266}, {"Word": "consistent", "Confidence": 0.989, "X1": 0.71353, "Y1": 0.4242, "X2": 0.78712, "Y2": 0.424, "X3": 0.78712, "Y3": 0.4368, "X4": 0.71353, "Y4": 0.4368, "page": 0, "Index": 267}, {"Word": "trend,", "Confidence": 0.935, "X1": 0.18397, "Y1": 0.4402, "X2": 0.2247, "Y2": 0.44, "X3": 0.22339, "Y3": 0.4528, "X4": 0.18265, "Y4": 0.4528, "page": 0, "Index": 268}, {"Word": "either", "Confidence": 0.995, "X1": 0.22865, "Y1": 0.4402, "X2": 0.26675, "Y2": 0.44, "X3": 0.26544, "Y3": 0.4528, "X4": 0.22733, "Y4": 0.4528, "page": 0, "Index": 269}, {"Word": "up", "Confidence": 0.994, "X1": 0.26938, "Y1": 0.4402, "X2": 0.28647, "Y2": 0.44, "X3": 0.28515, "Y3": 0.4528, "X4": 0.26807, "Y4": 0.4528, "page": 0, "Index": 270}, {"Word": "or", "Confidence": 0.991, "X1": 0.29041, "Y1": 0.4402, "X2": 0.30486, "Y2": 0.44, "X3": 0.30355, "Y3": 0.4528, "X4": 0.28909, "Y4": 0.4528, "page": 0, "Index": 271}, {"Word": "down,", "Confidence": 0.991, "X1": 0.3088, "Y1": 0.4402, "X2": 0.34954, "Y2": 0.44, "X3": 0.34823, "Y3": 0.4528, "X4": 0.30749, "Y4": 0.4528, "page": 0, "Index": 272}, {"Word": "when", "Confidence": 0.991, "X1": 0.35217, "Y1": 0.4402, "X2": 0.39028, "Y2": 0.44, "X3": 0.38765, "Y3": 0.4528, "X4": 0.35085, "Y4": 0.4528, "page": 0, "Index": 273}, {"Word": "that", "Confidence": 0.651, "X1": 0.3929, "Y1": 0.4402, "X2": 0.41919, "Y2": 0.44, "X3": 0.41787, "Y3": 0.4528, "X4": 0.39159, "Y4": 0.4528, "page": 0, "Index": 274}, {"Word": "approach", "Confidence": 0.849, "X1": 0.42313, "Y1": 0.4402, "X2": 0.48752, "Y2": 0.44, "X3": 0.4862, "Y3": 0.4528, "X4": 0.42181, "Y4": 0.4528, "page": 0, "Index": 275}, {"Word": "is", "Confidence": 0.941, "X1": 0.49146, "Y1": 0.4402, "X2": 0.50329, "Y2": 0.44, "X3": 0.50197, "Y3": 0.4528, "X4": 0.49014, "Y4": 0.4528, "page": 0, "Index": 276}, {"Word": "used", "Confidence": 0.901, "X1": 0.50591, "Y1": 0.4402, "X2": 0.54008, "Y2": 0.44, "X3": 0.53876, "Y3": 0.4528, "X4": 0.5046, "Y4": 0.4528, "page": 0, "Index": 277}, {"Word": "for", "Confidence": 0.996, "X1": 0.54271, "Y1": 0.4402, "X2": 0.56242, "Y2": 0.44, "X3": 0.5611, "Y3": 0.4528, "X4": 0.54139, "Y4": 0.4528, "page": 0, "Index": 278}, {"Word": "these", "Confidence": 0.955, "X1": 0.56636, "Y1": 0.4402, "X2": 0.60315, "Y2": 0.44, "X3": 0.60184, "Y3": 0.4528, "X4": 0.56505, "Y4": 0.4528, "page": 0, "Index": 279}, {"Word": "brand", "Confidence": 0.993, "X1": 0.6071, "Y1": 0.4402, "X2": 0.64652, "Y2": 0.44, "X3": 0.64389, "Y3": 0.4528, "X4": 0.60578, "Y4": 0.4528, "page": 0, "Index": 280}, {"Word": "styles", "Confidence": 0.965, "X1": 0.64915, "Y1": 0.4402, "X2": 0.68857, "Y2": 0.44, "X3": 0.68725, "Y3": 0.4528, "X4": 0.64783, "Y4": 0.4528, "page": 0, "Index": 281}, {"Word": "over", "Confidence": 0.983, "X1": 0.69251, "Y1": 0.4402, "X2": 0.72273, "Y2": 0.44, "X3": 0.72142, "Y3": 0.4528, "X4": 0.6912, "Y4": 0.4528, "page": 0, "Index": 282}, {"Word": "the", "Confidence": 0.545, "X1": 0.72668, "Y1": 0.4402, "X2": 0.74901, "Y2": 0.44, "X3": 0.7477, "Y3": 0.4528, "X4": 0.72536, "Y4": 0.4528, "page": 0, "Index": 283}, {"Word": "time", "Confidence": 0.986, "X1": 0.75164, "Y1": 0.4402, "X2": 0.78318, "Y2": 0.44, "X3": 0.78187, "Y3": 0.4528, "X4": 0.75033, "Y4": 0.4528, "page": 0, "Index": 284}, {"Word": "were", "Confidence": 0.979, "X1": 0.33509, "Y1": 0.4552, "X2": 0.36925, "Y2": 0.455, "X3": 0.36794, "Y3": 0.4678, "X4": 0.33509, "Y4": 0.4688, "page": 0, "Index": 285}, {"Word": "reported", "Confidence": 0.994, "X1": 0.37188, "Y1": 0.4552, "X2": 0.4297, "Y2": 0.455, "X3": 0.4297, "Y3": 0.4678, "X4": 0.37188, "Y4": 0.4678, "page": 0, "Index": 286}, {"Word": "to", "Confidence": 0.998, "X1": 0.43364, "Y1": 0.4552, "X2": 0.44678, "Y2": 0.455, "X3": 0.44678, "Y3": 0.4678, "X4": 0.43233, "Y4": 0.4678, "page": 0, "Index": 287}, {"Word": "the", "Confidence": 0.998, "X1": 0.45072, "Y1": 0.4552, "X2": 0.47175, "Y2": 0.455, "X3": 0.47175, "Y3": 0.4678, "X4": 0.44941, "Y4": 0.4678, "page": 0, "Index": 288}, {"Word": "MDPH.", "Confidence": 0.878, "X1": 0.47569, "Y1": 0.4552, "X2": 0.53088, "Y2": 0.455, "X3": 0.52957, "Y3": 0.4678, "X4": 0.47438, "Y4": 0.4678, "page": 0, "Index": 289}, {"Word": "period", "Confidence": 0.885, "X1": 0.18528, "Y1": 0.4562, "X2": 0.22602, "Y2": 0.456, "X3": 0.22602, "Y3": 0.4688, "X4": 0.18528, "Y4": 0.4698, "page": 0, "Index": 290}, {"Word": "tha:", "Confidence": 0.955, "X1": 0.22996, "Y1": 0.4562, "X2": 0.25756, "Y2": 0.456, "X3": 0.25624, "Y3": 0.4688, "X4": 0.22996, "Y4": 0.4688, "page": 0, "Index": 291}, {"Word": "these", "Confidence": 0.997, "X1": 0.26018, "Y1": 0.4552, "X2": 0.29829, "Y2": 0.455, "X3": 0.29829, "Y3": 0.4688, "X4": 0.26018, "Y4": 0.4688, "page": 0, "Index": 292}, {"Word": "data", "Confidence": 0.979, "X1": 0.30223, "Y1": 0.4552, "X2": 0.33114, "Y2": 0.455, "X3": 0.33114, "Y3": 0.4688, "X4": 0.30223, "Y4": 0.4688, "page": 0, "Index": 293}, {"Word": "Between", "Confidence": 0.995, "X1": 0.2339, "Y1": 0.4762, "X2": 0.29566, "Y2": 0.476, "X3": 0.29435, "Y3": 0.4908, "X4": 0.23259, "Y4": 0.4918, "page": 0, "Index": 294}, {"Word": "1997", "Confidence": 0.99, "X1": 0.29961, "Y1": 0.4762, "X2": 0.33114, "Y2": 0.476, "X3": 0.33114, "Y3": 0.4908, "X4": 0.29829, "Y4": 0.4908, "page": 0, "Index": 295}, {"Word": "and", "Confidence": 0.998, "X1": 0.33509, "Y1": 0.4772, "X2": 0.36137, "Y2": 0.477, "X3": 0.36137, "Y3": 0.4908, "X4": 0.33509, "Y4": 0.4908, "page": 0, "Index": 296}, {"Word": "2008,", "Confidence": 0.901, "X1": 0.36531, "Y1": 0.4772, "X2": 0.40342, "Y2": 0.477, "X3": 0.4021, "Y3": 0.4908, "X4": 0.36399, "Y4": 0.4908, "page": 0, "Index": 297}, {"Word": "eighteen", "Confidence": 0.141, "X1": 0.40736, "Y1": 0.4772, "X2": 0.46518, "Y2": 0.477, "X3": 0.46518, "Y3": 0.4908, "X4": 0.40604, "Y4": 0.4908, "page": 0, "Index": 298}, {"Word": "(18)", "Confidence": 0.97, "X1": 0.46912, "Y1": 0.4772, "X2": 0.49671, "Y2": 0.477, "X3": 0.4954, "Y3": 0.4908, "X4": 0.46781, "Y4": 0.4908, "page": 0, "Index": 299}, {"Word": "Marlboro", "Confidence": 0.668, "X1": 0.50066, "Y1": 0.4772, "X2": 0.5611, "Y2": 0.477, "X3": 0.55979, "Y3": 0.4908, "X4": 0.49934, "Y4": 0.4908, "page": 0, "Index": 300}, {"Word": "brand", "Confidence": 0.955, "X1": 0.56505, "Y1": 0.4772, "X2": 0.60447, "Y2": 0.477, "X3": 0.60315, "Y3": 0.4908, "X4": 0.56373, "Y4": 0.4908, "page": 0, "Index": 301}, {"Word": "styles", "Confidence": 0.992, "X1": 0.60841, "Y1": 0.4772, "X2": 0.64783, "Y2": 0.477, "X3": 0.64652, "Y3": 0.4908, "X4": 0.6071, "Y4": 0.4908, "page": 0, "Index": 302}, {"Word": "were", "Confidence": 0.988, "X1": 0.65046, "Y1": 0.4772, "X2": 0.68463, "Y2": 0.477, "X3": 0.68331, "Y3": 0.4908, "X4": 0.65046, "Y4": 0.4908, "page": 0, "Index": 303}, {"Word": "consistently", "Confidence": 0.894, "X1": 0.68857, "Y1": 0.4782, "X2": 0.77267, "Y2": 0.478, "X3": 0.77135, "Y3": 0.4918, "X4": 0.68725, "Y4": 0.4908, "page": 0, "Index": 304}, {"Word": "reported", "Confidence": 0.762, "X1": 0.18397, "Y1": 0.4942, "X2": 0.24047, "Y2": 0.494, "X3": 0.24179, "Y3": 0.5068, "X4": 0.18528, "Y4": 0.5068, "page": 0, "Index": 305}, {"Word": "each", "Confidence": 0.983, "X1": 0.24442, "Y1": 0.4942, "X2": 0.27727, "Y2": 0.494, "X3": 0.27858, "Y3": 0.5068, "X4": 0.24442, "Y4": 0.5068, "page": 0, "Index": 306}, {"Word": "year.", "Confidence": 0.968, "X1": 0.28121, "Y1": 0.4942, "X2": 0.32194, "Y2": 0.494, "X3": 0.32194, "Y3": 0.5068, "X4": 0.28121, "Y4": 0.5068, "page": 0, "Index": 307}, {"Word": "The", "Confidence": 0.998, "X1": 0.32589, "Y1": 0.4942, "X2": 0.35085, "Y2": 0.494, "X3": 0.35085, "Y3": 0.5068, "X4": 0.32589, "Y4": 0.5068, "page": 0, "Index": 308}, {"Word": "by-year", "Confidence": 0.943, "X1": 0.3548, "Y1": 0.4932, "X2": 0.40604, "Y2": 0.493, "X3": 0.40604, "Y3": 0.5068, "X4": 0.35348, "Y4": 0.5068, "page": 0, "Index": 309}, {"Word": "averaged", "Confidence": 0.628, "X1": 0.40999, "Y1": 0.4932, "X2": 0.47306, "Y2": 0.493, "X3": 0.47306, "Y3": 0.5068, "X4": 0.40999, "Y4": 0.5068, "page": 0, "Index": 310}, {"Word": "MDP-I", "Confidence": 0.641, "X1": 0.477, "Y1": 0.4932, "X2": 0.523, "Y2": 0.493, "X3": 0.523, "Y3": 0.5068, "X4": 0.47569, "Y4": 0.5068, "page": 0, "Index": 311}, {"Word": "nicotine", "Confidence": 0.941, "X1": 0.52694, "Y1": 0.4932, "X2": 0.57819, "Y2": 0.493, "X3": 0.57819, "Y3": 0.5068, "X4": 0.52562, "Y4": 0.5068, "page": 0, "Index": 312}, {"Word": "yield", "Confidence": 0.995, "X1": 0.58213, "Y1": 0.4932, "X2": 0.61367, "Y2": 0.493, "X3": 0.61367, "Y3": 0.5068, "X4": 0.58081, "Y4": 0.5068, "page": 0, "Index": 313}, {"Word": "reported", "Confidence": 0.941, "X1": 0.61761, "Y1": 0.4942, "X2": 0.67543, "Y2": 0.494, "X3": 0.67411, "Y3": 0.5068, "X4": 0.61629, "Y4": 0.5068, "page": 0, "Index": 314}, {"Word": "for", "Confidence": 0.998, "X1": 0.67937, "Y1": 0.4942, "X2": 0.69777, "Y2": 0.494, "X3": 0.69645, "Y3": 0.5068, "X4": 0.67806, "Y4": 0.5068, "page": 0, "Index": 315}, {"Word": "these", "Confidence": 0.676, "X1": 0.70039, "Y1": 0.4942, "X2": 0.73982, "Y2": 0.494, "X3": 0.7385, "Y3": 0.5068, "X4": 0.70039, "Y4": 0.5068, "page": 0, "Index": 316}, {"Word": "18", "Confidence": 0.997, "X1": 0.74376, "Y1": 0.4942, "X2": 0.76084, "Y2": 0.494, "X3": 0.75953, "Y3": 0.5058, "X4": 0.74244, "Y4": 0.5058, "page": 0, "Index": 317}, {"Word": "Marlboro", "Confidence": 0.615, "X1": 0.18397, "Y1": 0.5102, "X2": 0.24573, "Y2": 0.51, "X3": 0.24442, "Y3": 0.5238, "X4": 0.18265, "Y4": 0.5238, "page": 0, "Index": 318}, {"Word": "brand", "Confidence": 0.997, "X1": 0.24836, "Y1": 0.5102, "X2": 0.28778, "Y2": 0.51, "X3": 0.28778, "Y3": 0.5238, "X4": 0.24836, "Y4": 0.5238, "page": 0, "Index": 319}, {"Word": "styles", "Confidence": 0.991, "X1": 0.29172, "Y1": 0.5102, "X2": 0.33114, "Y2": 0.51, "X3": 0.32983, "Y3": 0.5238, "X4": 0.29172, "Y4": 0.5238, "page": 0, "Index": 320}, {"Word": "(\"group-average\")", "Confidence": 0.233, "X1": 0.33509, "Y1": 0.5102, "X2": 0.45466, "Y2": 0.51, "X3": 0.45335, "Y3": 0.5238, "X4": 0.33377, "Y4": 0.5238, "page": 0, "Index": 321}, {"Word": "is", "Confidence": 0.998, "X1": 0.45729, "Y1": 0.5102, "X2": 0.46912, "Y2": 0.51, "X3": 0.46781, "Y3": 0.5238, "X4": 0.45729, "Y4": 0.5238, "page": 0, "Index": 322}, {"Word": "seen", "Confidence": 0.982, "X1": 0.47306, "Y1": 0.5102, "X2": 0.50723, "Y2": 0.51, "X3": 0.50591, "Y3": 0.5238, "X4": 0.47175, "Y4": 0.5238, "page": 0, "Index": 323}, {"Word": "in", "Confidence": 0.998, "X1": 0.51117, "Y1": 0.5102, "X2": 0.523, "Y2": 0.51, "X3": 0.52168, "Y3": 0.5238, "X4": 0.50986, "Y4": 0.5238, "page": 0, "Index": 324}, {"Word": "Figure", "Confidence": 0.995, "X1": 0.52694, "Y1": 0.5102, "X2": 0.5703, "Y2": 0.51, "X3": 0.5703, "Y3": 0.5238, "X4": 0.52562, "Y4": 0.5238, "page": 0, "Index": 325}, {"Word": "3.", "Confidence": 0.886, "X1": 0.57424, "Y1": 0.5102, "X2": 0.59133, "Y2": 0.51, "X3": 0.59133, "Y3": 0.5238, "X4": 0.57424, "Y4": 0.5238, "page": 0, "Index": 326}, {"Word": "The", "Confidence": 0.998, "X1": 0.59527, "Y1": 0.5102, "X2": 0.62155, "Y2": 0.51, "X3": 0.62024, "Y3": 0.5238, "X4": 0.59527, "Y4": 0.5238, "page": 0, "Index": 327}, {"Word": "center", "Confidence": 0.991, "X1": 0.62418, "Y1": 0.5092, "X2": 0.66754, "Y2": 0.509, "X3": 0.66754, "Y3": 0.5238, "X4": 0.62418, "Y4": 0.5238, "page": 0, "Index": 328}, {"Word": "line", "Confidence": 0.988, "X1": 0.67148, "Y1": 0.5092, "X2": 0.69514, "Y2": 0.509, "X3": 0.69382, "Y3": 0.5238, "X4": 0.67148, "Y4": 0.5238, "page": 0, "Index": 329}, {"Word": "in", "Confidence": 0.998, "X1": 0.69908, "Y1": 0.5092, "X2": 0.71222, "Y2": 0.509, "X3": 0.71091, "Y3": 0.5238, "X4": 0.69777, "Y4": 0.5238, "page": 0, "Index": 330}, {"Word": "Figure", "Confidence": 0.995, "X1": 0.71616, "Y1": 0.5092, "X2": 0.75821, "Y2": 0.509, "X3": 0.75821, "Y3": 0.5238, "X4": 0.71485, "Y4": 0.5238, "page": 0, "Index": 331}, {"Word": "3", "Confidence": 0.994, "X1": 0.76216, "Y1": 0.5092, "X2": 0.77267, "Y2": 0.509, "X3": 0.77135, "Y3": 0.5238, "X4": 0.76216, "Y4": 0.5238, "page": 0, "Index": 332}, {"Word": "is", "Confidence": 0.998, "X1": 0.7753, "Y1": 0.5092, "X2": 0.78712, "Y2": 0.509, "X3": 0.78581, "Y3": 0.5228, "X4": 0.7753, "Y4": 0.5238, "page": 0, "Index": 333}, {"Word": "the", "Confidence": 0.993, "X1": 0.79106, "Y1": 0.5092, "X2": 0.81472, "Y2": 0.509, "X3": 0.81472, "Y3": 0.5228, "X4": 0.78975, "Y4": 0.5228, "page": 0, "Index": 334}, {"Word": "over-time", "Confidence": 0.941, "X1": 0.18397, "Y1": 0.5272, "X2": 0.24836, "Y2": 0.527, "X3": 0.24836, "Y3": 0.5388, "X4": 0.18397, "Y4": 0.5388, "page": 0, "Index": 335}, {"Word": "mean", "Confidence": 0.958, "X1": 0.25099, "Y1": 0.5262, "X2": 0.28909, "Y2": 0.526, "X3": 0.28909, "Y3": 0.5388, "X4": 0.25099, "Y4": 0.5388, "page": 0, "Index": 336}, {"Word": "of", "Confidence": 0.096, "X1": 0.29304, "Y1": 0.5262, "X2": 0.30749, "Y2": 0.526, "X3": 0.30749, "Y3": 0.5388, "X4": 0.29304, "Y4": 0.5388, "page": 0, "Index": 337}, {"Word": "the", "Confidence": 0.991, "X1": 0.31143, "Y1": 0.5262, "X2": 0.33377, "Y2": 0.526, "X3": 0.33377, "Y3": 0.5398, "X4": 0.31143, "Y4": 0.5388, "page": 0, "Index": 338}, {"Word": "18", "Confidence": 0.968, "X1": 0.33771, "Y1": 0.5262, "X2": 0.35348, "Y2": 0.526, "X3": 0.35348, "Y3": 0.5398, "X4": 0.33771, "Y4": 0.5398, "page": 0, "Index": 339}, {"Word": "Marlboro", "Confidence": 0.851, "X1": 0.35742, "Y1": 0.5262, "X2": 0.41787, "Y2": 0.526, "X3": 0.41787, "Y3": 0.5398, "X4": 0.35742, "Y4": 0.5398, "page": 0, "Index": 340}, {"Word": "brand", "Confidence": 0.997, "X1": 0.42181, "Y1": 0.5262, "X2": 0.46255, "Y2": 0.526, "X3": 0.46124, "Y3": 0.5398, "X4": 0.42181, "Y4": 0.5398, "page": 0, "Index": 341}, {"Word": "style", "Confidence": 0.955, "X1": 0.46518, "Y1": 0.5262, "X2": 0.49671, "Y2": 0.526, "X3": 0.49671, "Y3": 0.5398, "X4": 0.46518, "Y4": 0.5398, "page": 0, "Index": 342}, {"Word": "year", "Confidence": 0.988, "X1": 0.49934, "Y1": 0.5262, "X2": 0.52957, "Y2": 0.526, "X3": 0.52957, "Y3": 0.5398, "X4": 0.49934, "Y4": 0.5398, "page": 0, "Index": 343}, {"Word": "y", "Confidence": 0.994, "X1": 0.53351, "Y1": 0.5262, "X2": 0.54139, "Y2": 0.526, "X3": 0.54139, "Y3": 0.5398, "X4": 0.53351, "Y4": 0.5398, "page": 0, "Index": 344}, {"Word": "group-average", "Confidence": 0.981, "X1": 0.54402, "Y1": 0.5262, "X2": 0.6452, "Y2": 0.526, "X3": 0.64389, "Y3": 0.5398, "X4": 0.54402, "Y4": 0.5398, "page": 0, "Index": 345}, {"Word": "yields.", "Confidence": 0.951, "X1": 0.64783, "Y1": 0.5262, "X2": 0.69645, "Y2": 0.526, "X3": 0.69645, "Y3": 0.5398, "X4": 0.64783, "Y4": 0.5398, "page": 0, "Index": 346}, {"Word": "Cross-lines", "Confidence": 0.971, "X1": 0.70039, "Y1": 0.5262, "X2": 0.77661, "Y2": 0.526, "X3": 0.77661, "Y3": 0.5398, "X4": 0.69908, "Y4": 0.5398, "page": 0, "Index": 347}, {"Word": "a", "Confidence": 0.928, "X1": 0.78055, "Y1": 0.5262, "X2": 0.78712, "Y2": 0.526, "X3": 0.78712, "Y3": 0.5388, "X4": 0.77924, "Y4": 0.5398, "page": 0, "Index": 348}, {"Word": "'e", "Confidence": 0.172, "X1": 0.79106, "Y1": 0.5262, "X2": 0.80289, "Y2": 0.526, "X3": 0.80289, "Y3": 0.5388, "X4": 0.78975, "Y4": 0.5388, "page": 0, "Index": 349}, {"Word": "(1/-)", "Confidence": 0.852, "X1": 0.18528, "Y1": 0.5412, "X2": 0.21288, "Y2": 0.541, "X3": 0.21288, "Y3": 0.5548, "X4": 0.18397, "Y4": 0.5548, "page": 0, "Index": 350}, {"Word": "5%", "Confidence": 0.996, "X1": 0.21682, "Y1": 0.5412, "X2": 0.23784, "Y2": 0.541, "X3": 0.23784, "Y3": 0.5548, "X4": 0.21551, "Y4": 0.5548, "page": 0, "Index": 351}, {"Word": "and", "Confidence": 0.998, "X1": 0.2431, "Y1": 0.5412, "X2": 0.26938, "Y2": 0.541, "X3": 0.26807, "Y3": 0.5548, "X4": 0.2431, "Y4": 0.5548, "page": 0, "Index": 352}, {"Word": "(", "Confidence": 0.403, "X1": 0.27201, "Y1": 0.5412, "X2": 0.27727, "Y2": 0.541, "X3": 0.27595, "Y3": 0.5548, "X4": 0.27201, "Y4": 0.5548, "page": 0, "Index": 353}, {"Word": "11-)", "Confidence": 0.615, "X1": 0.28121, "Y1": 0.5412, "X2": 0.30223, "Y2": 0.541, "X3": 0.30223, "Y3": 0.5548, "X4": 0.27989, "Y4": 0.5548, "page": 0, "Index": 354}, {"Word": "10%", "Confidence": 0.435, "X1": 0.30618, "Y1": 0.5412, "X2": 0.33509, "Y2": 0.541, "X3": 0.33509, "Y3": 0.5548, "X4": 0.30618, "Y4": 0.5548, "page": 0, "Index": 355}, {"Word": "of", "Confidence": 0.997, "X1": 0.33903, "Y1": 0.5422, "X2": 0.35217, "Y2": 0.542, "X3": 0.35085, "Y3": 0.5548, "X4": 0.33903, "Y4": 0.5548, "page": 0, "Index": 356}, {"Word": "this", "Confidence": 0.988, "X1": 0.35611, "Y1": 0.5422, "X2": 0.37976, "Y2": 0.542, "X3": 0.37976, "Y3": 0.5548, "X4": 0.3548, "Y4": 0.5548, "page": 0, "Index": 357}, {"Word": "over-time", "Confidence": 0.972, "X1": 0.38371, "Y1": 0.5422, "X2": 0.44941, "Y2": 0.542, "X3": 0.44809, "Y3": 0.5548, "X4": 0.38239, "Y4": 0.5548, "page": 0, "Index": 358}, {"Word": "mean", "Confidence": 0.985, "X1": 0.45204, "Y1": 0.5422, "X2": 0.49014, "Y2": 0.542, "X3": 0.48883, "Y3": 0.5548, "X4": 0.45204, "Y4": 0.5548, "page": 0, "Index": 359}, {"Word": "of", "Confidence": 0.992, "X1": 0.49409, "Y1": 0.5422, "X2": 0.50723, "Y2": 0.542, "X3": 0.50723, "Y3": 0.5548, "X4": 0.49277, "Y4": 0.5548, "page": 0, "Index": 360}, {"Word": "the", "Confidence": 0.998, "X1": 0.51117, "Y1": 0.5422, "X2": 0.53351, "Y2": 0.542, "X3": 0.53219, "Y3": 0.5548, "X4": 0.50986, "Y4": 0.5548, "page": 0, "Index": 361}, {"Word": "group-average", "Confidence": 0.991, "X1": 0.53614, "Y1": 0.5422, "X2": 0.63469, "Y2": 0.542, "X3": 0.63469, "Y3": 0.5548, "X4": 0.53614, "Y4": 0.5548, "page": 0, "Index": 362}, {"Word": "yields,", "Confidence": 0.955, "X1": 0.63863, "Y1": 0.5422, "X2": 0.68331, "Y2": 0.542, "X3": 0.682, "Y3": 0.5548, "X4": 0.63732, "Y4": 0.5548, "page": 0, "Index": 363}, {"Word": "where", "Confidence": 0.996, "X1": 0.68594, "Y1": 0.5422, "X2": 0.72799, "Y2": 0.542, "X3": 0.72799, "Y3": 0.5548, "X4": 0.68594, "Y4": 0.5548, "page": 0, "Index": 364}, {"Word": "each", "Confidence": 0.961, "X1": 0.73193, "Y1": 0.5422, "X2": 0.7661, "Y2": 0.542, "X3": 0.76478, "Y3": 0.5548, "X4": 0.73062, "Y4": 0.5548, "page": 0, "Index": 365}, {"Word": "year's", "Confidence": 0.955, "X1": 0.77004, "Y1": 0.5422, "X2": 0.81209, "Y2": 0.542, "X3": 0.81209, "Y3": 0.5548, "X4": 0.76873, "Y4": 0.5548, "page": 0, "Index": 366}, {"Word": "group-", "Confidence": 0.995, "X1": 0.18528, "Y1": 0.5582, "X2": 0.22865, "Y2": 0.558, "X3": 0.22865, "Y3": 0.5728, "X4": 0.18528, "Y4": 0.5728, "page": 0, "Index": 367}, {"Word": "average", "Confidence": 0.994, "X1": 0.23259, "Y1": 0.5582, "X2": 0.28778, "Y2": 0.558, "X3": 0.28778, "Y3": 0.5728, "X4": 0.23259, "Y4": 0.5728, "page": 0, "Index": 368}, {"Word": "yield", "Confidence": 0.955, "X1": 0.29172, "Y1": 0.5582, "X2": 0.32326, "Y2": 0.558, "X3": 0.32326, "Y3": 0.5718, "X4": 0.29041, "Y4": 0.5728, "page": 0, "Index": 369}, {"Word": "is", "Confidence": 0.997, "X1": 0.3272, "Y1": 0.5582, "X2": 0.33771, "Y2": 0.558, "X3": 0.33771, "Y3": 0.5718, "X4": 0.32589, "Y4": 0.5718, "page": 0, "Index": 370}, {"Word": "typically", "Confidence": 0.795, "X1": 0.34166, "Y1": 0.5572, "X2": 0.39553, "Y2": 0.557, "X3": 0.39553, "Y3": 0.5718, "X4": 0.34034, "Y4": 0.5718, "page": 0, "Index": 371}, {"Word": "within", "Confidence": 0.997, "X1": 0.39947, "Y1": 0.5572, "X2": 0.44021, "Y2": 0.557, "X3": 0.44021, "Y3": 0.5718, "X4": 0.39947, "Y4": 0.5718, "page": 0, "Index": 372}, {"Word": "(+/-)", "Confidence": 0.603, "X1": 0.44415, "Y1": 0.5572, "X2": 0.47175, "Y2": 0.557, "X3": 0.47175, "Y3": 0.5718, "X4": 0.44284, "Y4": 0.5718, "page": 0, "Index": 373}, {"Word": "5%", "Confidence": 0.97, "X1": 0.47569, "Y1": 0.5572, "X2": 0.49803, "Y2": 0.557, "X3": 0.49803, "Y3": 0.5708, "X4": 0.47438, "Y4": 0.5718, "page": 0, "Index": 374}, {"Word": "of", "Confidence": 0.998, "X1": 0.50197, "Y1": 0.5572, "X2": 0.51511, "Y2": 0.557, "X3": 0.51511, "Y3": 0.5708, "X4": 0.50197, "Y4": 0.5708, "page": 0, "Index": 375}, {"Word": "the", "Confidence": 0.998, "X1": 0.51905, "Y1": 0.5572, "X2": 0.54139, "Y2": 0.557, "X3": 0.54008, "Y3": 0.5708, "X4": 0.51905, "Y4": 0.5708, "page": 0, "Index": 376}, {"Word": "over-time", "Confidence": 0.991, "X1": 0.54534, "Y1": 0.5572, "X2": 0.60841, "Y2": 0.557, "X3": 0.6071, "Y3": 0.5708, "X4": 0.54402, "Y4": 0.5708, "page": 0, "Index": 377}, {"Word": "mean.", "Confidence": 0.936, "X1": 0.61235, "Y1": 0.5572, "X2": 0.65834, "Y2": 0.557, "X3": 0.65703, "Y3": 0.5708, "X4": 0.61104, "Y4": 0.5708, "page": 0, "Index": 378}, {"Word": "PM", "Confidence": 0.998, "X1": 0.66229, "Y1": 0.5572, "X2": 0.68331, "Y2": 0.557, "X3": 0.68331, "Y3": 0.5708, "X4": 0.66097, "Y4": 0.5708, "page": 0, "Index": 379}, {"Word": "USA", "Confidence": 0.998, "X1": 0.68988, "Y1": 0.5572, "X2": 0.72011, "Y2": 0.557, "X3": 0.72011, "Y3": 0.5708, "X4": 0.68857, "Y4": 0.5708, "page": 0, "Index": 380}, {"Word": "believes", "Confidence": 0.681, "X1": 0.72405, "Y1": 0.5572, "X2": 0.78187, "Y2": 0.557, "X3": 0.78055, "Y3": 0.5698, "X4": 0.72273, "Y4": 0.5708, "page": 0, "Index": 381}, {"Word": "that", "Confidence": 0.998, "X1": 0.78449, "Y1": 0.5572, "X2": 0.81735, "Y2": 0.557, "X3": 0.81603, "Y3": 0.5698, "X4": 0.78449, "Y4": 0.5698, "page": 0, "Index": 382}, {"Word": "these", "Confidence": 0.994, "X1": 0.18397, "Y1": 0.5742, "X2": 0.22076, "Y2": 0.574, "X3": 0.22076, "Y3": 0.5878, "X4": 0.18397, "Y4": 0.5878, "page": 0, "Index": 383}, {"Word": "over-time", "Confidence": 0.886, "X1": 0.2247, "Y1": 0.5742, "X2": 0.28909, "Y2": 0.574, "X3": 0.28909, "Y3": 0.5878, "X4": 0.2247, "Y4": 0.5878, "page": 0, "Index": 384}, {"Word": "variations", "Confidence": 0.817, "X1": 0.29304, "Y1": 0.5732, "X2": 0.35742, "Y2": 0.573, "X3": 0.35742, "Y3": 0.5878, "X4": 0.29304, "Y4": 0.5878, "page": 0, "Index": 385}, {"Word": "occur", "Confidence": 0.593, "X1": 0.36137, "Y1": 0.5732, "X2": 0.39947, "Y2": 0.573, "X3": 0.39947, "Y3": 0.5878, "X4": 0.36137, "Y4": 0.5878, "page": 0, "Index": 386}, {"Word": "because", "Confidence": 0.868, "X1": 0.40342, "Y1": 0.5732, "X2": 0.46124, "Y2": 0.573, "X3": 0.46124, "Y3": 0.5878, "X4": 0.40342, "Y4": 0.5878, "page": 0, "Index": 387}, {"Word": "tobacco", "Confidence": 0.614, "X1": 0.46518, "Y1": 0.5732, "X2": 0.51774, "Y2": 0.573, "X3": 0.51774, "Y3": 0.5868, "X4": 0.46386, "Y4": 0.5878, "page": 0, "Index": 388}, {"Word": "is", "Confidence": 0.993, "X1": 0.52168, "Y1": 0.5732, "X2": 0.53351, "Y2": 0.573, "X3": 0.53219, "Y3": 0.5868, "X4": 0.52037, "Y4": 0.5868, "page": 0, "Index": 389}, {"Word": "a", "Confidence": 0.654, "X1": 0.53745, "Y1": 0.5732, "X2": 0.54665, "Y2": 0.573, "X3": 0.54665, "Y3": 0.5868, "X4": 0.53614, "Y4": 0.5868, "page": 0, "Index": 390}, {"Word": "natural", "Confidence": 0.525, "X1": 0.55059, "Y1": 0.5732, "X2": 0.59658, "Y2": 0.573, "X3": 0.59658, "Y3": 0.5868, "X4": 0.54928, "Y4": 0.5868, "page": 0, "Index": 391}, {"Word": "agronomic", "Confidence": 0.64, "X1": 0.60053, "Y1": 0.5732, "X2": 0.6728, "Y2": 0.573, "X3": 0.67148, "Y3": 0.5868, "X4": 0.60053, "Y4": 0.5868, "page": 0, "Index": 392}, {"Word": "product", "Confidence": 0.683, "X1": 0.67674, "Y1": 0.5732, "X2": 0.72799, "Y2": 0.573, "X3": 0.72668, "Y3": 0.5868, "X4": 0.67543, "Y4": 0.5868, "page": 0, "Index": 393}, {"Word": "subject", "Confidence": 0.782, "X1": 0.73193, "Y1": 0.5732, "X2": 0.77924, "Y2": 0.573, "X3": 0.77924, "Y3": 0.5868, "X4": 0.73062, "Y4": 0.5868, "page": 0, "Index": 394}, {"Word": "to", "Confidence": 0.675, "X1": 0.78318, "Y1": 0.5732, "X2": 0.80026, "Y2": 0.573, "X3": 0.79895, "Y3": 0.5868, "X4": 0.78187, "Y4": 0.5868, "page": 0, "Index": 395}, {"Word": "variable", "Confidence": 0.797, "X1": 0.18397, "Y1": 0.5922, "X2": 0.23653, "Y2": 0.592, "X3": 0.23653, "Y3": 0.6058, "X4": 0.18265, "Y4": 0.6048, "page": 0, "Index": 396}, {"Word": "weather", "Confidence": 0.847, "X1": 0.24047, "Y1": 0.5922, "X2": 0.29566, "Y2": 0.592, "X3": 0.29566, "Y3": 0.6058, "X4": 0.24047, "Y4": 0.6058, "page": 0, "Index": 397}, {"Word": "conditions", "Confidence": 0.932, "X1": 0.29961, "Y1": 0.5912, "X2": 0.36794, "Y2": 0.591, "X3": 0.36794, "Y3": 0.6058, "X4": 0.29961, "Y4": 0.6058, "page": 0, "Index": 398}, {"Word": "during", "Confidence": 0.968, "X1": 0.37188, "Y1": 0.5912, "X2": 0.41524, "Y2": 0.591, "X3": 0.41524, "Y3": 0.6058, "X4": 0.37188, "Y4": 0.6058, "page": 0, "Index": 399}, {"Word": "annual", "Confidence": 0.993, "X1": 0.41919, "Y1": 0.5912, "X2": 0.46518, "Y2": 0.591, "X3": 0.46386, "Y3": 0.6058, "X4": 0.41919, "Y4": 0.6058, "page": 0, "Index": 400}, {"Word": "growing", "Confidence": 0.995, "X1": 0.46781, "Y1": 0.5912, "X2": 0.523, "Y2": 0.591, "X3": 0.523, "Y3": 0.6058, "X4": 0.46781, "Y4": 0.6058, "page": 0, "Index": 401}, {"Word": "seasons.", "Confidence": 0.992, "X1": 0.52694, "Y1": 0.5912, "X2": 0.58476, "Y2": 0.591, "X3": 0.58344, "Y3": 0.6058, "X4": 0.52694, "Y4": 0.6058, "page": 0, "Index": 402}, {"Word": "\"", "Confidence": 0.014, "X1": 0.5887, "Y1": 0.5912, "X2": 0.59921, "Y2": 0.591, "X3": 0.59921, "Y3": 0.6058, "X4": 0.58739, "Y4": 0.6058, "page": 0, "Index": 403}, {"Word": "Additional", "Confidence": 0.955, "X1": 0.60315, "Y1": 0.5912, "X2": 0.67017, "Y2": 0.591, "X3": 0.67017, "Y3": 0.6058, "X4": 0.60315, "Y4": 0.6058, "page": 0, "Index": 404}, {"Word": "contributors", "Confidence": 0.991, "X1": 0.67411, "Y1": 0.5912, "X2": 0.75296, "Y2": 0.591, "X3": 0.75296, "Y3": 0.6058, "X4": 0.67411, "Y4": 0.6058, "page": 0, "Index": 405}, {"Word": "to", "Confidence": 0.995, "X1": 0.7569, "Y1": 0.5912, "X2": 0.77004, "Y2": 0.591, "X3": 0.77004, "Y3": 0.6048, "X4": 0.7569, "Y4": 0.6058, "page": 0, "Index": 406}, {"Word": "smoke", "Confidence": 0.63, "X1": 0.77398, "Y1": 0.5922, "X2": 0.8226, "Y2": 0.592, "X3": 0.8226, "Y3": 0.6048, "X4": 0.77398, "Y4": 0.6048, "page": 0, "Index": 407}, {"Word": "yield", "Confidence": 0.925, "X1": 0.18528, "Y1": 0.6092, "X2": 0.21419, "Y2": 0.609, "X3": 0.21419, "Y3": 0.6228, "X4": 0.18528, "Y4": 0.6228, "page": 0, "Index": 408}, {"Word": "variation,", "Confidence": 0.991, "X1": 0.21813, "Y1": 0.6082, "X2": 0.28121, "Y2": 0.608, "X3": 0.28121, "Y3": 0.6228, "X4": 0.21813, "Y4": 0.6228, "page": 0, "Index": 409}, {"Word": "and", "Confidence": 0.998, "X1": 0.28515, "Y1": 0.6082, "X2": 0.31143, "Y2": 0.608, "X3": 0.31012, "Y3": 0.6228, "X4": 0.28515, "Y4": 0.6228, "page": 0, "Index": 410}, {"Word": "therefore", "Confidence": 0.992, "X1": 0.31406, "Y1": 0.6082, "X2": 0.37582, "Y2": 0.608, "X3": 0.37451, "Y3": 0.6228, "X4": 0.31406, "Y4": 0.6228, "page": 0, "Index": 411}, {"Word": "MDPH", "Confidence": 0.981, "X1": 0.37845, "Y1": 0.6082, "X2": 0.42444, "Y2": 0.608, "X3": 0.42444, "Y3": 0.6228, "X4": 0.37845, "Y4": 0.6228, "page": 0, "Index": 412}, {"Word": "nicotine", "Confidence": 0.949, "X1": 0.42838, "Y1": 0.6082, "X2": 0.48095, "Y2": 0.608, "X3": 0.48095, "Y3": 0.6228, "X4": 0.42838, "Y4": 0.6228, "page": 0, "Index": 413}, {"Word": "yield", "Confidence": 0.953, "X1": 0.48489, "Y1": 0.6082, "X2": 0.51643, "Y2": 0.608, "X3": 0.51643, "Y3": 0.6228, "X4": 0.48489, "Y4": 0.6228, "page": 0, "Index": 414}, {"Word": "variation,", "Confidence": 0.97, "X1": 0.52037, "Y1": 0.6082, "X2": 0.58607, "Y2": 0.608, "X3": 0.58607, "Y3": 0.6228, "X4": 0.52037, "Y4": 0.6228, "page": 0, "Index": 415}, {"Word": "nclude", "Confidence": 0.634, "X1": 0.59001, "Y1": 0.6082, "X2": 0.63469, "Y2": 0.608, "X3": 0.63338, "Y3": 0.6228, "X4": 0.59001, "Y4": 0.6228, "page": 0, "Index": 416}, {"Word": "normal", "Confidence": 0.773, "X1": 0.63863, "Y1": 0.6082, "X2": 0.68594, "Y2": 0.608, "X3": 0.68594, "Y3": 0.6228, "X4": 0.63732, "Y4": 0.6228, "page": 0, "Index": 417}, {"Word": "variation", "Confidence": 0.958, "X1": 0.68988, "Y1": 0.6082, "X2": 0.74639, "Y2": 0.608, "X3": 0.74639, "Y3": 0.6228, "X4": 0.68988, "Y4": 0.6228, "page": 0, "Index": 418}, {"Word": "in", "Confidence": 0.998, "X1": 0.75033, "Y1": 0.6092, "X2": 0.7661, "Y2": 0.609, "X3": 0.7661, "Y3": 0.6228, "X4": 0.75033, "Y4": 0.6228, "page": 0, "Index": 419}, {"Word": "manufacturing", "Confidence": 0.971, "X1": 0.18528, "Y1": 0.6252, "X2": 0.28121, "Y2": 0.625, "X3": 0.27989, "Y3": 0.6398, "X4": 0.18528, "Y4": 0.6398, "page": 0, "Index": 420}, {"Word": "processes,", "Confidence": 0.991, "X1": 0.28515, "Y1": 0.6252, "X2": 0.35874, "Y2": 0.625, "X3": 0.35742, "Y3": 0.6398, "X4": 0.28384, "Y4": 0.6398, "page": 0, "Index": 421}, {"Word": "cigarette", "Confidence": 0.796, "X1": 0.36268, "Y1": 0.6252, "X2": 0.4205, "Y2": 0.625, "X3": 0.41919, "Y3": 0.6398, "X4": 0.36137, "Y4": 0.6398, "page": 0, "Index": 422}, {"Word": "components,", "Confidence": 0.204, "X1": 0.42444, "Y1": 0.6252, "X2": 0.51248, "Y2": 0.625, "X3": 0.51117, "Y3": 0.6398, "X4": 0.42313, "Y4": 0.6398, "page": 0, "Index": 423}, {"Word": "and", "Confidence": 0.998, "X1": 0.51643, "Y1": 0.6252, "X2": 0.54271, "Y2": 0.625, "X3": 0.54139, "Y3": 0.6398, "X4": 0.51511, "Y4": 0.6398, "page": 0, "Index": 424}, {"Word": "laboratory", "Confidence": 0.283, "X1": 0.54665, "Y1": 0.6242, "X2": 0.61367, "Y2": 0.624, "X3": 0.61235, "Y3": 0.6398, "X4": 0.54534, "Y4": 0.6398, "page": 0, "Index": 425}, {"Word": "testing", "Confidence": 0.993, "X1": 0.61761, "Y1": 0.6242, "X2": 0.6636, "Y2": 0.624, "X3": 0.66229, "Y3": 0.6398, "X4": 0.61629, "Y4": 0.6398, "page": 0, "Index": 426}, {"Word": "and", "Confidence": 0.998, "X1": 0.66754, "Y1": 0.6242, "X2": 0.69251, "Y2": 0.624, "X3": 0.6912, "Y3": 0.6398, "X4": 0.66623, "Y4": 0.6398, "page": 0, "Index": 427}, {"Word": "analysis.", "Confidence": 0.985, "X1": 0.69645, "Y1": 0.6232, "X2": 0.75953, "Y2": 0.623, "X3": 0.75821, "Y3": 0.6398, "X4": 0.69514, "Y4": 0.6398, "page": 0, "Index": 428}, {"Word": "Analytical", "Confidence": 0.28, "X1": 0.18791, "Y1": 0.6412, "X2": 0.25099, "Y2": 0.641, "X3": 0.24967, "Y3": 0.6558, "X4": 0.1866, "Y4": 0.6558, "page": 0, "Index": 429}, {"Word": "variation", "Confidence": 0.856, "X1": 0.25493, "Y1": 0.6402, "X2": 0.31143, "Y2": 0.64, "X3": 0.31012, "Y3": 0.6548, "X4": 0.25361, "Y4": 0.6558, "page": 0, "Index": 430}, {"Word": "is", "Confidence": 0.994, "X1": 0.31537, "Y1": 0.6402, "X2": 0.32589, "Y2": 0.64, "X3": 0.32457, "Y3": 0.6548, "X4": 0.31406, "Y4": 0.6548, "page": 0, "Index": 431}, {"Word": "discussed", "Confidence": 0.958, "X1": 0.32983, "Y1": 0.6402, "X2": 0.39816, "Y2": 0.64, "X3": 0.39685, "Y3": 0.6548, "X4": 0.32852, "Y4": 0.6548, "page": 0, "Index": 432}, {"Word": "further", "Confidence": 0.857, "X1": 0.4021, "Y1": 0.6402, "X2": 0.44678, "Y2": 0.64, "X3": 0.44547, "Y3": 0.6548, "X4": 0.40079, "Y4": 0.6548, "page": 0, "Index": 433}, {"Word": "in", "Confidence": 0.941, "X1": 0.45072, "Y1": 0.6402, "X2": 0.46255, "Y2": 0.64, "X3": 0.46124, "Y3": 0.6548, "X4": 0.44941, "Y4": 0.6548, "page": 0, "Index": 434}, {"Word": "a", "Confidence": 0.985, "X1": 0.46649, "Y1": 0.6402, "X2": 0.47569, "Y2": 0.64, "X3": 0.47438, "Y3": 0.6548, "X4": 0.46518, "Y4": 0.6548, "page": 0, "Index": 435}, {"Word": "subsequent", "Confidence": 0.991, "X1": 0.47963, "Y1": 0.6402, "X2": 0.55716, "Y2": 0.64, "X3": 0.55716, "Y3": 0.6548, "X4": 0.47832, "Y4": 0.6548, "page": 0, "Index": 436}, {"Word": "section", "Confidence": 0.618, "X1": 0.5611, "Y1": 0.6402, "X2": 0.61104, "Y2": 0.64, "X3": 0.60972, "Y3": 0.6548, "X4": 0.5611, "Y4": 0.6548, "page": 0, "Index": 437}, {"Word": "of", "Confidence": 0.996, "X1": 0.61498, "Y1": 0.6402, "X2": 0.62681, "Y2": 0.64, "X3": 0.62549, "Y3": 0.6548, "X4": 0.61367, "Y4": 0.6548, "page": 0, "Index": 438}, {"Word": "this", "Confidence": 0.482, "X1": 0.63075, "Y1": 0.6402, "X2": 0.6544, "Y2": 0.64, "X3": 0.65309, "Y3": 0.6548, "X4": 0.62943, "Y4": 0.6548, "page": 0, "Index": 439}, {"Word": "supplerrent.", "Confidence": 0.245, "X1": 0.65834, "Y1": 0.6402, "X2": 0.74507, "Y2": 0.64, "X3": 0.74376, "Y3": 0.6558, "X4": 0.65703, "Y4": 0.6548, "page": 0, "Index": 440}, {"Word": "Massachusetts", "Confidence": 0.999, "X1": 0.19317, "Y1": 0.7602, "X2": 0.27464, "Y2": 0.76, "X3": 0.27464, "Y3": 0.7728, "X4": 0.19185, "Y4": 0.7728, "page": 0, "Index": 441}, {"Word": "Deparment", "Confidence": 0.792, "X1": 0.27858, "Y1": 0.7612, "X2": 0.34428, "Y2": 0.761, "X3": 0.34297, "Y3": 0.7738, "X4": 0.27727, "Y4": 0.7728, "page": 0, "Index": 442}, {"Word": "of", "Confidence": 0.994, "X1": 0.34691, "Y1": 0.7612, "X2": 0.35742, "Y2": 0.761, "X3": 0.35742, "Y3": 0.7738, "X4": 0.34691, "Y4": 0.7738, "page": 0, "Index": 443}, {"Word": "Pubic", "Confidence": 0.826, "X1": 0.36137, "Y1": 0.7612, "X2": 0.39553, "Y2": 0.761, "X3": 0.39422, "Y3": 0.7738, "X4": 0.36137, "Y4": 0.7738, "page": 0, "Index": 444}, {"Word": "Heath,", "Confidence": 0.694, "X1": 0.39816, "Y1": 0.7612, "X2": 0.43627, "Y2": 0.761, "X3": 0.43627, "Y3": 0.7738, "X4": 0.39816, "Y4": 0.7738, "page": 0, "Index": 445}, {"Word": "\"Changes", "Confidence": 0.985, "X1": 0.44021, "Y1": 0.7612, "X2": 0.49409, "Y2": 0.761, "X3": 0.49409, "Y3": 0.7738, "X4": 0.4389, "Y4": 0.7738, "page": 0, "Index": 446}, {"Word": "in", "Confidence": 0.989, "X1": 0.49803, "Y1": 0.7612, "X2": 0.50986, "Y2": 0.761, "X3": 0.50854, "Y3": 0.7738, "X4": 0.49671, "Y4": 0.7738, "page": 0, "Index": 447}, {"Word": "Nicetre", "Confidence": 0.972, "X1": 0.51248, "Y1": 0.7612, "X2": 0.55716, "Y2": 0.761, "X3": 0.55716, "Y3": 0.7738, "X4": 0.51248, "Y4": 0.7738, "page": 0, "Index": 448}, {"Word": "Yields", "Confidence": 0.999, "X1": 0.5611, "Y1": 0.7612, "X2": 0.59527, "Y2": 0.761, "X3": 0.59396, "Y3": 0.7738, "X4": 0.5611, "Y4": 0.7738, "page": 0, "Index": 449}, {"Word": "1998", "Confidence": 0.308, "X1": 0.5979, "Y1": 0.7612, "X2": 0.62549, "Y2": 0.761, "X3": 0.62549, "Y3": 0.7748, "X4": 0.5979, "Y4": 0.7738, "page": 0, "Index": 450}, {"Word": "-", "Confidence": 1, "X1": 0.62943, "Y1": 0.7612, "X2": 0.63469, "Y2": 0.761, "X3": 0.63469, "Y3": 0.7748, "X4": 0.62943, "Y4": 0.7748, "page": 0, "Index": 451}, {"Word": "2004'", "Confidence": 0.084, "X1": 0.63863, "Y1": 0.7612, "X2": 0.67148, "Y2": 0.761, "X3": 0.67017, "Y3": 0.7748, "X4": 0.63863, "Y4": 0.7748, "page": 0, "Index": 452}, {"Word": "ard", "Confidence": 0.918, "X1": 0.67411, "Y1": 0.7612, "X2": 0.69514, "Y2": 0.761, "X3": 0.69514, "Y3": 0.7748, "X4": 0.67411, "Y4": 0.7748, "page": 0, "Index": 453}, {"Word": "\"Change", "Confidence": 0.993, "X1": 0.69908, "Y1": 0.7612, "X2": 0.74639, "Y2": 0.761, "X3": 0.74507, "Y3": 0.7748, "X4": 0.69777, "Y4": 0.7748, "page": 0, "Index": 454}, {"Word": "in", "Confidence": 0.999, "X1": 0.74901, "Y1": 0.7612, "X2": 0.75821, "Y2": 0.761, "X3": 0.75821, "Y3": 0.7748, "X4": 0.74901, "Y4": 0.7748, "page": 0, "Index": 455}, {"Word": "Nicoine", "Confidence": 0.933, "X1": 0.76216, "Y1": 0.7612, "X2": 0.81209, "Y2": 0.761, "X3": 0.81078, "Y3": 0.7748, "X4": 0.76216, "Y4": 0.7748, "page": 0, "Index": 456}, {"Word": "Yields", "Confidence": 0.526, "X1": 0.18397, "Y1": 0.7732, "X2": 0.21682, "Y2": 0.773, "X3": 0.21682, "Y3": 0.7848, "X4": 0.18528, "Y4": 0.7848, "page": 0, "Index": 457}, {"Word": ".998", "Confidence": 0.155, "X1": 0.21945, "Y1": 0.7732, "X2": 0.24836, "Y2": 0.773, "X3": 0.24836, "Y3": 0.7848, "X4": 0.21945, "Y4": 0.7848, "page": 0, "Index": 458}, {"Word": "-", "Confidence": 0.979, "X1": 0.25099, "Y1": 0.7732, "X2": 0.26018, "Y2": 0.773, "X3": 0.26018, "Y3": 0.7848, "X4": 0.25099, "Y4": 0.7848, "page": 0, "Index": 459}, {"Word": "2004", "Confidence": 0.904, "X1": 0.26281, "Y1": 0.7732, "X2": 0.29172, "Y2": 0.773, "X3": 0.29172, "Y3": 0.7848, "X4": 0.26413, "Y4": 0.7848, "page": 0, "Index": 460}, {"Word": "Fact", "Confidence": 0.677, "X1": 0.29435, "Y1": 0.7732, "X2": 0.318, "Y2": 0.773, "X3": 0.318, "Y3": 0.7848, "X4": 0.29435, "Y4": 0.7848, "page": 0, "Index": 461}, {"Word": "Sheet,\"", "Confidence": 0.488, "X1": 0.32194, "Y1": 0.7732, "X2": 0.36005, "Y2": 0.773, "X3": 0.36005, "Y3": 0.7848, "X4": 0.32194, "Y4": 0.7848, "page": 0, "Index": 462}, {"Word": "availab", "Confidence": 0.507, "X1": 0.36268, "Y1": 0.7732, "X2": 0.40342, "Y2": 0.773, "X3": 0.40342, "Y3": 0.7858, "X4": 0.36268, "Y4": 0.7848, "page": 0, "Index": 463}, {"Word": "a", "Confidence": 0.231, "X1": 0.40604, "Y1": 0.7732, "X2": 0.41393, "Y2": 0.773, "X3": 0.41393, "Y3": 0.7858, "X4": 0.40604, "Y4": 0.7858, "page": 0, "Index": 464}, {"Word": "at", "Confidence": 0.303, "X1": 0.41656, "Y1": 0.7732, "X2": 0.42444, "Y2": 0.773, "X3": 0.42444, "Y3": 0.7858, "X4": 0.41656, "Y4": 0.7858, "page": 0, "Index": 465}, {"Word": "the", "Confidence": 0.743, "X1": 0.42707, "Y1": 0.7732, "X2": 0.44941, "Y2": 0.773, "X3": 0.44809, "Y3": 0.7858, "X4": 0.42707, "Y4": 0.7858, "page": 0, "Index": 466}, {"Word": "Massachusetts", "Confidence": 0.381, "X1": 0.45204, "Y1": 0.7742, "X2": 0.53219, "Y2": 0.774, "X3": 0.53088, "Y3": 0.7858, "X4": 0.45204, "Y4": 0.7858, "page": 0, "Index": 467}, {"Word": "\"chacon", "Confidence": 0.1, "X1": 0.53482, "Y1": 0.7742, "X2": 0.5887, "Y2": 0.774, "X3": 0.58739, "Y3": 0.7858, "X4": 0.53482, "Y4": 0.7858, "page": 0, "Index": 468}, {"Word": "Control", "Confidence": 0.793, "X1": 0.59133, "Y1": 0.7742, "X2": 0.63206, "Y2": 0.774, "X3": 0.63075, "Y3": 0.7858, "X4": 0.59001, "Y4": 0.7858, "page": 0, "Index": 469}, {"Word": "Progres", "Confidence": 0.367, "X1": 0.63469, "Y1": 0.7742, "X2": 0.67937, "Y2": 0.774, "X3": 0.67806, "Y3": 0.7858, "X4": 0.63338, "Y4": 0.7858, "page": 0, "Index": 470}, {"Word": "Inter", "Confidence": 0.646, "X1": 0.68331, "Y1": 0.7742, "X2": 0.71222, "Y2": 0.774, "X3": 0.71222, "Y3": 0.7858, "X4": 0.682, "Y4": 0.7858, "page": 0, "Index": 471}, {"Word": "at", "Confidence": 0.614, "X1": 0.71616, "Y1": 0.7742, "X2": 0.72536, "Y2": 0.774, "X3": 0.72405, "Y3": 0.7858, "X4": 0.71485, "Y4": 0.7858, "page": 0, "Index": 472}, {"Word": "she", "Confidence": 0.346, "X1": 0.72799, "Y1": 0.7742, "X2": 0.75164, "Y2": 0.774, "X3": 0.74901, "Y3": 0.7858, "X4": 0.72668, "Y4": 0.7858, "page": 0, "Index": 473}, {"Word": "Harvard", "Confidence": 0.76, "X1": 0.19317, "Y1": 0.7852, "X2": 0.23784, "Y2": 0.785, "X3": 0.23784, "Y3": 0.7978, "X4": 0.19185, "Y4": 0.7968, "page": 0, "Index": 474}, {"Word": "School", "Confidence": 0.958, "X1": 0.24179, "Y1": 0.7852, "X2": 0.27989, "Y2": 0.785, "X3": 0.27858, "Y3": 0.7978, "X4": 0.24179, "Y4": 0.7978, "page": 0, "Index": 475}, {"Word": "of", "Confidence": 0.898, "X1": 0.28252, "Y1": 0.7852, "X2": 0.29304, "Y2": 0.785, "X3": 0.29304, "Y3": 0.7978, "X4": 0.28252, "Y4": 0.7978, "page": 0, "Index": 476}, {"Word": "Public", "Confidence": 0.634, "X1": 0.29698, "Y1": 0.7852, "X2": 0.33114, "Y2": 0.785, "X3": 0.33114, "Y3": 0.7988, "X4": 0.29698, "Y4": 0.7978, "page": 0, "Index": 477}, {"Word": "-Health,", "Confidence": 0.511, "X1": 0.33509, "Y1": 0.7852, "X2": 0.37188, "Y2": 0.785, "X3": 0.37188, "Y3": 0.7988, "X4": 0.33377, "Y4": 0.7988, "page": 0, "Index": 478}, {"Word": "\"Trends", "Confidence": 0.776, "X1": 0.37582, "Y1": 0.7862, "X2": 0.41919, "Y2": 0.786, "X3": 0.41919, "Y3": 0.7988, "X4": 0.37582, "Y4": 0.7988, "page": 0, "Index": 479}, {"Word": "in", "Confidence": 0.994, "X1": 0.42313, "Y1": 0.7862, "X2": 0.43233, "Y2": 0.786, "X3": 0.43233, "Y3": 0.7988, "X4": 0.42181, "Y4": 0.7988, "page": 0, "Index": 480}, {"Word": "Sma<e", "Confidence": 0.655, "X1": 0.43627, "Y1": 0.7862, "X2": 0.47438, "Y2": 0.786, "X3": 0.47306, "Y3": 0.7988, "X4": 0.43627, "Y4": 0.7988, "page": 0, "Index": 481}, {"Word": "Nicotine", "Confidence": 0.671, "X1": 0.477, "Y1": 0.7862, "X2": 0.523, "Y2": 0.786, "X3": 0.523, "Y3": 0.7988, "X4": 0.477, "Y4": 0.7988, "page": 0, "Index": 482}, {"Word": "Y", "Confidence": 0.991, "X1": 0.52694, "Y1": 0.7862, "X2": 0.53351, "Y2": 0.786, "X3": 0.53351, "Y3": 0.7988, "X4": 0.52562, "Y4": 0.7988, "page": 0, "Index": 483}, {"Word": "ald", "Confidence": 0.636, "X1": 0.53745, "Y1": 0.7862, "X2": 0.55453, "Y2": 0.786, "X3": 0.55322, "Y3": 0.7988, "X4": 0.53614, "Y4": 0.7988, "page": 0, "Index": 484}, {"Word": "and", "Confidence": 0.991, "X1": 0.55716, "Y1": 0.7862, "X2": 0.57819, "Y2": 0.786, "X3": 0.57819, "Y3": 0.7988, "X4": 0.55716, "Y4": 0.7988, "page": 0, "Index": 485}, {"Word": "Relationship", "Confidence": 0.092, "X1": 0.58213, "Y1": 0.7862, "X2": 0.64915, "Y2": 0.786, "X3": 0.64915, "Y3": 0.7998, "X4": 0.58081, "Y4": 0.7988, "page": 0, "Index": 486}, {"Word": "to", "Confidence": 0.956, "X1": 0.65309, "Y1": 0.7862, "X2": 0.6636, "Y2": 0.786, "X3": 0.6636, "Y3": 0.7998, "X4": 0.65177, "Y4": 0.7998, "page": 0, "Index": 487}, {"Word": "Design", "Confidence": 0.378, "X1": 0.66754, "Y1": 0.7862, "X2": 0.70565, "Y2": 0.786, "X3": 0.70565, "Y3": 0.7998, "X4": 0.66754, "Y4": 0.7998, "page": 0, "Index": 488}, {"Word": "Characteristics", "Confidence": 0.427, "X1": 0.70959, "Y1": 0.7862, "X2": 0.79501, "Y2": 0.786, "X3": 0.79501, "Y3": 0.7988, "X4": 0.70959, "Y4": 0.7998, "page": 0, "Index": 489}, {"Word": "Among", "Confidence": 0.605, "X1": 0.18528, "Y1": 0.7992, "X2": 0.22339, "Y2": 0.799, "X3": 0.22339, "Y3": 0.8118, "X4": 0.18528, "Y4": 0.8128, "page": 0, "Index": 490}, {"Word": "Popular", "Confidence": 0.591, "X1": 0.22733, "Y1": 0.7992, "X2": 0.27201, "Y2": 0.799, "X3": 0.27201, "Y3": 0.8108, "X4": 0.22733, "Y4": 0.8118, "page": 0, "Index": 491}, {"Word": "J.s.", "Confidence": 0.642, "X1": 0.27464, "Y1": 0.7992, "X2": 0.29829, "Y2": 0.799, "X3": 0.29698, "Y3": 0.8108, "X4": 0.27464, "Y4": 0.8108, "page": 0, "Index": 492}, {"Word": "Cigarette", "Confidence": 0.135, "X1": 0.30092, "Y1": 0.7992, "X2": 0.35085, "Y2": 0.799, "X3": 0.35085, "Y3": 0.8108, "X4": 0.30092, "Y4": 0.8108, "page": 0, "Index": 493}, {"Word": "Brands", "Confidence": 0.663, "X1": 0.3548, "Y1": 0.7992, "X2": 0.39553, "Y2": 0.799, "X3": 0.39553, "Y3": 0.8108, "X4": 0.35348, "Y4": 0.8108, "page": 0, "Index": 494}, {"Word": "199/-2JUS.", "Confidence": 0.215, "X1": 0.39947, "Y1": 0.7992, "X2": 0.45992, "Y2": 0.799, "X3": 0.45861, "Y3": 0.8108, "X4": 0.39816, "Y4": 0.8108, "page": 0, "Index": 495}, {"Word": "\"", "Confidence": 0.011, "X1": 0.46255, "Y1": 0.7992, "X2": 0.46649, "Y2": 0.799, "X3": 0.46518, "Y3": 0.8108, "X4": 0.46124, "Y4": 0.8108, "page": 0, "Index": 496}, {"Word": "January", "Confidence": 0.712, "X1": 0.46912, "Y1": 0.7992, "X2": 0.5138, "Y2": 0.799, "X3": 0.51248, "Y3": 0.8118, "X4": 0.46781, "Y4": 0.8108, "page": 0, "Index": 497}, {"Word": "2UJF.", "Confidence": 0.355, "X1": 0.51774, "Y1": 0.7992, "X2": 0.55191, "Y2": 0.799, "X3": 0.55059, "Y3": 0.8128, "X4": 0.51643, "Y4": 0.8118, "page": 0, "Index": 498}, {"Word": "\"Bush,", "Confidence": 0.421, "X1": 0.1866, "Y1": 0.8112, "X2": 0.22602, "Y2": 0.811, "X3": 0.22602, "Y3": 0.8238, "X4": 0.18528, "Y4": 0.8238, "page": 0, "Index": 499}, {"Word": "L.P.", "Confidence": 0.619, "X1": 0.22996, "Y1": 0.8112, "X2": 0.2523, "Y2": 0.811, "X3": 0.2523, "Y3": 0.8238, "X4": 0.22865, "Y4": 0.8238, "page": 0, "Index": 500}, {"Word": "1999.", "Confidence": 0.774, "X1": 0.25493, "Y1": 0.8122, "X2": 0.28647, "Y2": 0.812, "X3": 0.28515, "Y3": 0.8238, "X4": 0.25493, "Y4": 0.8238, "page": 0, "Index": 501}, {"Word": "Alka", "Confidence": 0.194, "X1": 0.28909, "Y1": 0.8122, "X2": 0.31275, "Y2": 0.812, "X3": 0.31275, "Y3": 0.8238, "X4": 0.28909, "Y4": 0.8238, "page": 0, "Index": 502}, {"Word": "ond", "Confidence": 0.075, "X1": 0.31669, "Y1": 0.8122, "X2": 0.33377, "Y2": 0.812, "X3": 0.33377, "Y3": 0.8238, "X4": 0.31537, "Y4": 0.8238, "page": 0, "Index": 503}, {"Word": "skosynthes", "Confidence": 0.161, "X1": 0.3364, "Y1": 0.8122, "X2": 0.39553, "Y2": 0.812, "X3": 0.39553, "Y3": 0.8248, "X4": 0.3364, "Y4": 0.8238, "page": 0, "Index": 504}, {"Word": "s.", "Confidence": 0.774, "X1": 0.39816, "Y1": 0.8122, "X2": 0.40999, "Y2": 0.812, "X3": 0.40867, "Y3": 0.8248, "X4": 0.39816, "Y4": 0.8248, "page": 0, "Index": 505}, {"Word": "In:", "Confidence": 0.941, "X1": 0.41261, "Y1": 0.8122, "X2": 0.42576, "Y2": 0.812, "X3": 0.42576, "Y3": 0.8248, "X4": 0.41261, "Y4": 0.8248, "page": 0, "Index": 506}, {"Word": "Uavis,", "Confidence": 0.704, "X1": 0.42838, "Y1": 0.8122, "X2": 0.46386, "Y2": 0.812, "X3": 0.46386, "Y3": 0.8248, "X4": 0.42838, "Y4": 0.8248, "page": 0, "Index": 507}, {"Word": "UL.", "Confidence": 0.648, "X1": 0.46649, "Y1": 0.8122, "X2": 0.49146, "Y2": 0.812, "X3": 0.49014, "Y3": 0.8248, "X4": 0.46649, "Y4": 0.8248, "page": 0, "Index": 508}, {"Word": "and", "Confidence": 0.998, "X1": 0.49409, "Y1": 0.8122, "X2": 0.5138, "Y2": 0.812, "X3": 0.5138, "Y3": 0.8248, "X4": 0.49409, "Y4": 0.8248, "page": 0, "Index": 509}, {"Word": "Nielsen,", "Confidence": 0.482, "X1": 0.51643, "Y1": 0.8122, "X2": 0.56242, "Y2": 0.812, "X3": 0.56242, "Y3": 0.8248, "X4": 0.51643, "Y4": 0.8248, "page": 0, "Index": 510}, {"Word": "M.", "Confidence": 0.995, "X1": 0.56505, "Y1": 0.8122, "X2": 0.57819, "Y2": 0.812, "X3": 0.57819, "Y3": 0.8248, "X4": 0.56505, "Y4": 0.8248, "page": 0, "Index": 511}, {"Word": "I.", "Confidence": 0.663, "X1": 0.58213, "Y1": 0.8122, "X2": 0.59001, "Y2": 0.812, "X3": 0.59001, "Y3": 0.8248, "X4": 0.58213, "Y4": 0.8248, "page": 0, "Index": 512}, {"Word": "(ecs.)", "Confidence": 0.506, "X1": 0.59396, "Y1": 0.8122, "X2": 0.62681, "Y2": 0.812, "X3": 0.62681, "Y3": 0.8248, "X4": 0.59396, "Y4": 0.8248, "page": 0, "Index": 513}, {"Word": "/", "Confidence": 0.093, "X1": 0.63075, "Y1": 0.8122, "X2": 0.63469, "Y2": 0.812, "X3": 0.63469, "Y3": 0.8248, "X4": 0.63075, "Y4": 0.8248, "page": 0, "Index": 514}, {"Word": "30acco\"", "Confidence": 0.112, "X1": 0.63863, "Y1": 0.8122, "X2": 0.68463, "Y2": 0.812, "X3": 0.68463, "Y3": 0.8248, "X4": 0.63863, "Y4": 0.8248, "page": 0, "Index": 515}, {"Word": "Producten,", "Confidence": 0.471, "X1": 0.68857, "Y1": 0.8122, "X2": 0.75164, "Y2": 0.812, "X3": 0.75164, "Y3": 0.8248, "X4": 0.68857, "Y4": 0.8248, "page": 0, "Index": 516}, {"Word": "Chemsby", "Confidence": 0.624, "X1": 0.75427, "Y1": 0.8122, "X2": 0.8134, "Y2": 0.812, "X3": 0.8134, "Y3": 0.8248, "X4": 0.75427, "Y4": 0.8248, "page": 0, "Index": 517}, {"Word": "and", "Confidence": 0.669, "X1": 0.18528, "Y1": 0.8252, "X2": 0.20762, "Y2": 0.825, "X3": 0.20631, "Y3": 0.8368, "X4": 0.18397, "Y4": 0.8378, "page": 0, "Index": 518}, {"Word": "Technology", "Confidence": 0.631, "X1": 0.21025, "Y1": 0.8242, "X2": 0.27595, "Y2": 0.824, "X3": 0.27464, "Y3": 0.8358, "X4": 0.20894, "Y4": 0.8368, "page": 0, "Index": 519}, {"Word": "Blackwel", "Confidence": 0.634, "X1": 0.27858, "Y1": 0.8242, "X2": 0.33114, "Y2": 0.824, "X3": 0.32983, "Y3": 0.8358, "X4": 0.27858, "Y4": 0.8358, "page": 0, "Index": 520}, {"Word": "Science,", "Confidence": 0.942, "X1": 0.33509, "Y1": 0.8232, "X2": 0.38371, "Y2": 0.823, "X3": 0.38239, "Y3": 0.8358, "X4": 0.33377, "Y4": 0.8358, "page": 0, "Index": 521}, {"Word": "Malden,", "Confidence": 0.806, "X1": 0.38633, "Y1": 0.8242, "X2": 0.4297, "Y2": 0.824, "X3": 0.4297, "Y3": 0.8358, "X4": 0.38633, "Y4": 0.8358, "page": 0, "Index": 522}, {"Word": "MA.", "Confidence": 0.793, "X1": 0.43364, "Y1": 0.8242, "X2": 0.45598, "Y2": 0.824, "X3": 0.45598, "Y3": 0.8358, "X4": 0.43233, "Y4": 0.8358, "page": 0, "Index": 523}, {"Word": "Ch.", "Confidence": 0.856, "X1": 0.45861, "Y1": 0.8242, "X2": 0.47832, "Y2": 0.824, "X3": 0.47832, "Y3": 0.8358, "X4": 0.45861, "Y4": 0.8358, "page": 0, "Index": 524}, {"Word": "86.", "Confidence": 0.782, "X1": 0.48226, "Y1": 0.8242, "X2": 0.5046, "Y2": 0.824, "X3": 0.5046, "Y3": 0.8358, "X4": 0.48226, "Y4": 0.8358, "page": 0, "Index": 525}, {"Word": "5", "Confidence": 0.688, "X1": 0.477, "Y1": 0.8542, "X2": 0.48489, "Y2": 0.854, "X3": 0.48489, "Y3": 0.8678, "X4": 0.477, "Y4": 0.8678, "page": 0, "Index": 526}, {"Word": "of", "Confidence": 0.998, "X1": 0.48883, "Y1": 0.8532, "X2": 0.50066, "Y2": 0.853, "X3": 0.50066, "Y3": 0.8678, "X4": 0.48883, "Y4": 0.8678, "page": 0, "Index": 527}, {"Word": "12", "Confidence": 0.998, "X1": 0.5046, "Y1": 0.8532, "X2": 0.52431, "Y2": 0.853, "X3": 0.52431, "Y3": 0.8668, "X4": 0.5046, "Y4": 0.8668, "page": 0, "Index": 528}, {"Word": "page", "Confidence": 0.97, "X1": 0.44284, "Y1": 0.8542, "X2": 0.47438, "Y2": 0.854, "X3": 0.47438, "Y3": 0.8688, "X4": 0.44284, "Y4": 0.8698, "page": 0, "Index": 529}, {"Word": "3117138006", "Confidence": 0.993, "X1": 0.83049, "Y1": 0.9422, "X2": 0.95269, "Y2": 0.942, "X3": 0.95269, "Y3": 0.9588, "X4": 0.8318, "Y4": 0.9588, "page": 0, "Index": 530}, {"Word": "3117138000", "Confidence": 0.861, "X1": 0.0276, "Y1": 0.9862, "X2": 0.12352, "Y2": 0.986, "X3": 0.12352, "Y3": 0.9978, "X4": 0.0276, "Y4": 0.9978, "page": 0, "Index": 531}]}	"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"
ffmh0100	5	{"lines_data": [{"Word": "OVERREAD FACTOR", "Confidence": 0.9955, "X1": 0.3456, "Y1": 0.0692, "X2": 0.51117, "Y2": 0.069, "X3": 0.50986, "Y3": 0.0858, "X4": 0.3456, "Y4": 0.0838, "page": 0}, {"Word": "OBS. O.R. VALUE", "Confidence": 0.96667, "X1": 0.34428, "Y1": 0.0922, "X2": 0.50723, "Y2": 0.092, "X3": 0.50723, "Y3": 0.1078, "X4": 0.34428, "Y4": 0.1078, "page": 0}, {"Word": "MEQ. ACIDS/ML", "Confidence": 0.987, "X1": 0.56636, "Y1": 0.0922, "X2": 0.70828, "Y2": 0.092, "X3": 0.70828, "Y3": 0.1088, "X4": 0.56636, "Y4": 0.1088, "page": 0}, {"Word": "MEQ. ACIDS & LACTONES", "Confidence": 0.992, "X1": 0.75821, "Y1": 0.0932, "X2": 0.98423, "Y2": 0.093, "X3": 0.98423, "Y3": 0.1098, "X4": 0.75821, "Y4": 0.1088, "page": 0}, {"Word": "SAMPLE", "Confidence": 0.995, "X1": 0.05913, "Y1": 0.1072, "X2": 0.12878, "Y2": 0.107, "X3": 0.13009, "Y3": 0.1238, "X4": 0.05913, "Y4": 0.1248, "page": 0}, {"Word": "D.E.", "Confidence": 0.958, "X1": 0.23916, "Y1": 0.1082, "X2": 0.28252, "Y2": 0.108, "X3": 0.28252, "Y3": 0.1248, "X4": 0.23916, "Y4": 0.1248, "page": 0}, {"Word": "THEO. O.R. DEXTROSE", "Confidence": 0.93233, "X1": 0.32194, "Y1": 0.1082, "X2": 0.52957, "Y2": 0.108, "X3": 0.52957, "Y3": 0.1248, "X4": 0.32194, "Y4": 0.1238, "page": 0}, {"Word": "@ 30% SOLIDS", "Confidence": 0.98867, "X1": 0.56767, "Y1": 0.1092, "X2": 0.69908, "Y2": 0.109, "X3": 0.69908, "Y3": 0.1248, "X4": 0.56767, "Y4": 0.1248, "page": 0}, {"Word": "PER ML @ 30% SOLIDS", "Confidence": 0.9912, "X1": 0.76478, "Y1": 0.1112, "X2": 0.97503, "Y2": 0.111, "X3": 0.97503, "Y3": 0.1278, "X4": 0.76478, "Y4": 0.1258, "page": 0}, {"Word": "Batch 147, Line", "Confidence": 0.99067, "X1": 0.00657, "Y1": 0.1402, "X2": 0.1682, "Y2": 0.14, "X3": 0.1682, "Y3": 0.1578, "X4": 0.00657, "Y4": 0.1558, "page": 0}, {"Word": ".023", "Confidence": 0.997, "X1": 0.61367, "Y1": 0.1412, "X2": 0.66491, "Y2": 0.141, "X3": 0.6636, "Y3": 0.1568, "X4": 0.61235, "Y4": 0.1578, "page": 0}, {"Word": ".028", "Confidence": 0.994, "X1": 0.83837, "Y1": 0.1432, "X2": 0.88699, "Y2": 0.143, "X3": 0.88699, "Y3": 0.1578, "X4": 0.83706, "Y4": 0.1578, "page": 0}, {"Word": "Starch", "Confidence": 0.994, "X1": 0.02628, "Y1": 0.1582, "X2": 0.09461, "Y2": 0.158, "X3": 0.09461, "Y3": 0.1718, "X4": 0.02628, "Y4": 0.1728, "page": 0}, {"Word": "Batch 147, After", "Confidence": 0.99433, "X1": 0.00526, "Y1": 0.1882, "X2": 0.17871, "Y2": 0.188, "X3": 0.17871, "Y3": 0.2038, "X4": 0.00526, "Y4": 0.2048, "page": 0}, {"Word": "12.74", "Confidence": 0.97, "X1": 0.22996, "Y1": 0.1882, "X2": 0.28515, "Y2": 0.188, "X3": 0.28384, "Y3": 0.2038, "X4": 0.22865, "Y4": 0.2038, "page": 0}, {"Word": ">2.67", "Confidence": 0.965, "X1": 0.38765, "Y1": 0.1902, "X2": 0.44284, "Y2": 0.19, "X3": 0.44152, "Y3": 0.2048, "X4": 0.38633, "Y4": 0.2048, "page": 0}, {"Word": ".015", "Confidence": 0.987, "X1": 0.61235, "Y1": 0.1902, "X2": 0.65177, "Y2": 0.19, "X3": 0.65177, "Y3": 0.2058, "X4": 0.61235, "Y4": 0.2058, "page": 0}, {"Word": ".012", "Confidence": 0.981, "X1": 0.83574, "Y1": 0.1922, "X2": 0.87911, "Y2": 0.192, "X3": 0.87911, "Y3": 0.2058, "X4": 0.83574, "Y4": 0.2058, "page": 0}, {"Word": "Liquifaction", "Confidence": 0.992, "X1": 0.03022, "Y1": 0.2052, "X2": 0.159, "Y2": 0.205, "X3": 0.159, "Y3": 0.2218, "X4": 0.03022, "Y4": 0.2208, "page": 0}, {"Word": "Batch 147, 2 hr", "Confidence": 0.99175, "X1": 0.00394, "Y1": 0.2382, "X2": 0.1682, "Y2": 0.238, "X3": 0.1682, "Y3": 0.2538, "X4": 0.00394, "Y4": 0.2528, "page": 0}, {"Word": "53.67", "Confidence": 0.994, "X1": 0.22733, "Y1": 0.2382, "X2": 0.28384, "Y2": 0.238, "X3": 0.28252, "Y3": 0.2538, "X4": 0.22602, "Y4": 0.2528, "page": 0}, {"Word": "2.47", "Confidence": 0.991, "X1": 0.39553, "Y1": 0.2382, "X2": 0.44415, "Y2": 0.238, "X3": 0.44284, "Y3": 0.2548, "X4": 0.39553, "Y4": 0.2538, "page": 0}, {"Word": ".023", "Confidence": 0.988, "X1": 0.61367, "Y1": 0.2392, "X2": 0.65572, "Y2": 0.239, "X3": 0.6544, "Y3": 0.2548, "X4": 0.61235, "Y4": 0.2548, "page": 0}, {"Word": ".026", "Confidence": 0.988, "X1": 0.83574, "Y1": 0.2412, "X2": 0.87779, "Y2": 0.241, "X3": 0.87779, "Y3": 0.2558, "X4": 0.83443, "Y4": 0.2558, "page": 0}, {"Word": "Batch 147, 4 hr", "Confidence": 0.995, "X1": 0.00657, "Y1": 0.2702, "X2": 0.1682, "Y2": 0.27, "X3": 0.1682, "Y3": 0.2858, "X4": 0.00657, "Y4": 0.2848, "page": 0}, {"Word": "68.01", "Confidence": 0.994, "X1": 0.22733, "Y1": 0.2712, "X2": 0.28252, "Y2": 0.271, "X3": 0.28121, "Y3": 0.2848, "X4": 0.22733, "Y4": 0.2848, "page": 0}, {"Word": "1.76", "Confidence": 0.988, "X1": 0.39947, "Y1": 0.2702, "X2": 0.44415, "Y2": 0.27, "X3": 0.44284, "Y3": 0.2848, "X4": 0.39816, "Y4": 0.2848, "page": 0}, {"Word": ".021", "Confidence": 0.959, "X1": 0.61104, "Y1": 0.2712, "X2": 0.65309, "Y2": 0.271, "X3": 0.65309, "Y3": 0.2878, "X4": 0.60972, "Y4": 0.2878, "page": 0}, {"Word": ".025", "Confidence": 0.988, "X1": 0.83574, "Y1": 0.2732, "X2": 0.87779, "Y2": 0.273, "X3": 0.87779, "Y3": 0.2878, "X4": 0.83574, "Y4": 0.2878, "page": 0}, {"Word": "78.9", "Confidence": 0.991, "X1": 0.22865, "Y1": 0.3022, "X2": 0.27464, "Y2": 0.302, "X3": 0.27332, "Y3": 0.3178, "X4": 0.22733, "Y4": 0.3168, "page": 0}, {"Word": "Batch 147, 6 hr", "Confidence": 0.9935, "X1": 0.00526, "Y1": 0.3022, "X2": 0.1682, "Y2": 0.302, "X3": 0.16689, "Y3": 0.3188, "X4": 0.00526, "Y4": 0.3178, "page": 0}, {"Word": "1.54", "Confidence": 0.99, "X1": 0.39947, "Y1": 0.3032, "X2": 0.44284, "Y2": 0.303, "X3": 0.44284, "Y3": 0.3188, "X4": 0.39816, "Y4": 0.3178, "page": 0}, {"Word": ".021", "Confidence": 0.944, "X1": 0.61104, "Y1": 0.3042, "X2": 0.65177, "Y2": 0.304, "X3": 0.65046, "Y3": 0.3198, "X4": 0.61104, "Y4": 0.3208, "page": 0}, {"Word": ".026", "Confidence": 0.988, "X1": 0.83574, "Y1": 0.3052, "X2": 0.87779, "Y2": 0.305, "X3": 0.87779, "Y3": 0.3198, "X4": 0.83574, "Y4": 0.3208, "page": 0}, {"Word": "Batch 147, 8 hr", "Confidence": 0.99375, "X1": 0.00394, "Y1": 0.3342, "X2": 0.1682, "Y2": 0.334, "X3": 0.16689, "Y3": 0.3508, "X4": 0.00394, "Y4": 0.3498, "page": 0}, {"Word": "83.5", "Confidence": 0.988, "X1": 0.22865, "Y1": 0.3352, "X2": 0.27595, "Y2": 0.335, "X3": 0.27595, "Y3": 0.3498, "X4": 0.22733, "Y4": 0.3488, "page": 0}, {"Word": "1.37", "Confidence": 0.979, "X1": 0.39947, "Y1": 0.3352, "X2": 0.44284, "Y2": 0.335, "X3": 0.44284, "Y3": 0.3508, "X4": 0.39816, "Y4": 0.3508, "page": 0}, {"Word": ".023", "Confidence": 0.981, "X1": 0.61235, "Y1": 0.3352, "X2": 0.6544, "Y2": 0.335, "X3": 0.6544, "Y3": 0.3518, "X4": 0.61235, "Y4": 0.3518, "page": 0}, {"Word": ".028", "Confidence": 0.988, "X1": 0.83443, "Y1": 0.3362, "X2": 0.87911, "Y2": 0.336, "X3": 0.87779, "Y3": 0.3508, "X4": 0.83443, "Y4": 0.3518, "page": 0}, {"Word": "Batch 147, 10 hr", "Confidence": 0.99225, "X1": 0.00657, "Y1": 0.3662, "X2": 0.1774, "Y2": 0.366, "X3": 0.1774, "Y3": 0.3828, "X4": 0.00526, "Y4": 0.3818, "page": 0}, {"Word": "85.9", "Confidence": 0.991, "X1": 0.22865, "Y1": 0.3672, "X2": 0.27464, "Y2": 0.367, "X3": 0.27464, "Y3": 0.3818, "X4": 0.22733, "Y4": 0.3808, "page": 0}, {"Word": "1.33", "Confidence": 0.986, "X1": 0.39816, "Y1": 0.3662, "X2": 0.44152, "Y2": 0.366, "X3": 0.44152, "Y3": 0.3818, "X4": 0.39816, "Y4": 0.3828, "page": 0}, {"Word": ".023", "Confidence": 0.988, "X1": 0.61235, "Y1": 0.3672, "X2": 0.65309, "Y2": 0.367, "X3": 0.65309, "Y3": 0.3838, "X4": 0.61104, "Y4": 0.3838, "page": 0}, {"Word": ".026", "Confidence": 0.988, "X1": 0.83311, "Y1": 0.3682, "X2": 0.87779, "Y2": 0.368, "X3": 0.87779, "Y3": 0.3838, "X4": 0.83311, "Y4": 0.3848, "page": 0}, {"Word": "Batch 147, 12 hr", "Confidence": 0.992, "X1": 0.00394, "Y1": 0.3982, "X2": 0.17871, "Y2": 0.398, "X3": 0.17871, "Y3": 0.4148, "X4": 0.00394, "Y4": 0.4138, "page": 0}, {"Word": "88.3", "Confidence": 0.988, "X1": 0.22733, "Y1": 0.3982, "X2": 0.27464, "Y2": 0.398, "X3": 0.27464, "Y3": 0.4138, "X4": 0.22733, "Y4": 0.4138, "page": 0}, {"Word": "1.325", "Confidence": 0.867, "X1": 0.39816, "Y1": 0.3982, "X2": 0.45072, "Y2": 0.398, "X3": 0.45072, "Y3": 0.4148, "X4": 0.39816, "Y4": 0.4148, "page": 0}, {"Word": ".023", "Confidence": 0.987, "X1": 0.61104, "Y1": 0.3992, "X2": 0.65309, "Y2": 0.399, "X3": 0.65309, "Y3": 0.4168, "X4": 0.61235, "Y4": 0.4168, "page": 0}, {"Word": ".026", "Confidence": 0.988, "X1": 0.83443, "Y1": 0.4002, "X2": 0.87779, "Y2": 0.4, "X3": 0.87779, "Y3": 0.4158, "X4": 0.83443, "Y4": 0.4158, "page": 0}, {"Word": "Batch 147, 15 hr", "Confidence": 0.99625, "X1": 0.00526, "Y1": 0.4292, "X2": 0.17871, "Y2": 0.429, "X3": 0.17871, "Y3": 0.4468, "X4": 0.00394, "Y4": 0.4448, "page": 0}, {"Word": "90.37", "Confidence": 0.996, "X1": 0.22733, "Y1": 0.4312, "X2": 0.28252, "Y2": 0.431, "X3": 0.28121, "Y3": 0.4458, "X4": 0.22733, "Y4": 0.4448, "page": 0}, {"Word": "1.22", "Confidence": 0.982, "X1": 0.39816, "Y1": 0.4302, "X2": 0.44021, "Y2": 0.43, "X3": 0.44021, "Y3": 0.4468, "X4": 0.39816, "Y4": 0.4468, "page": 0}, {"Word": ".021", "Confidence": 0.97, "X1": 0.60972, "Y1": 0.4312, "X2": 0.65177, "Y2": 0.431, "X3": 0.65046, "Y3": 0.4478, "X4": 0.60972, "Y4": 0.4488, "page": 0}, {"Word": ".025", "Confidence": 0.987, "X1": 0.83311, "Y1": 0.4322, "X2": 0.87648, "Y2": 0.432, "X3": 0.87648, "Y3": 0.4478, "X4": 0.83311, "Y4": 0.4478, "page": 0}, {"Word": "Batch 147, 24 hr", "Confidence": 0.99625, "X1": 0.00394, "Y1": 0.4622, "X2": 0.1774, "Y2": 0.462, "X3": 0.1774, "Y3": 0.4778, "X4": 0.00263, "Y4": 0.4768, "page": 0}, {"Word": "92.33", "Confidence": 0.995, "X1": 0.22733, "Y1": 0.4622, "X2": 0.28252, "Y2": 0.462, "X3": 0.28121, "Y3": 0.4778, "X4": 0.22865, "Y4": 0.4768, "page": 0}, {"Word": "1.13", "Confidence": 0.994, "X1": 0.39816, "Y1": 0.4622, "X2": 0.44284, "Y2": 0.462, "X3": 0.44284, "Y3": 0.4788, "X4": 0.39816, "Y4": 0.4778, "page": 0}, {"Word": ".022", "Confidence": 0.987, "X1": 0.60972, "Y1": 0.4632, "X2": 0.65177, "Y2": 0.463, "X3": 0.65177, "Y3": 0.4798, "X4": 0.60972, "Y4": 0.4798, "page": 0}, {"Word": ".025", "Confidence": 0.932, "X1": 0.8318, "Y1": 0.4652, "X2": 0.87648, "Y2": 0.465, "X3": 0.87648, "Y3": 0.4798, "X4": 0.83311, "Y4": 0.4788, "page": 0}, {"Word": "Batch 147, 32 hr", "Confidence": 0.9925, "X1": 0.00394, "Y1": 0.4942, "X2": 0.1774, "Y2": 0.494, "X3": 0.1774, "Y3": 0.5098, "X4": 0.00394, "Y4": 0.5088, "page": 0}, {"Word": "93.04", "Confidence": 0.994, "X1": 0.22733, "Y1": 0.4942, "X2": 0.28121, "Y2": 0.494, "X3": 0.27989, "Y3": 0.5098, "X4": 0.22602, "Y4": 0.5088, "page": 0}, {"Word": "1.11", "Confidence": 0.959, "X1": 0.39685, "Y1": 0.4952, "X2": 0.44021, "Y2": 0.495, "X3": 0.44021, "Y3": 0.5108, "X4": 0.39685, "Y4": 0.5098, "page": 0}, {"Word": ".021", "Confidence": 0.972, "X1": 0.60972, "Y1": 0.4952, "X2": 0.65046, "Y2": 0.495, "X3": 0.64915, "Y3": 0.5118, "X4": 0.60972, "Y4": 0.5118, "page": 0}, {"Word": ".023", "Confidence": 0.988, "X1": 0.82917, "Y1": 0.4962, "X2": 0.87779, "Y2": 0.496, "X3": 0.87516, "Y3": 0.5108, "X4": 0.83049, "Y4": 0.5118, "page": 0}, {"Word": "Batch 147, 40 hr", "Confidence": 0.99625, "X1": 0.00263, "Y1": 0.5272, "X2": 0.17608, "Y2": 0.527, "X3": 0.17608, "Y3": 0.5428, "X4": 0.00263, "Y4": 0.5408, "page": 0}, {"Word": "93.37", "Confidence": 0.996, "X1": 0.22733, "Y1": 0.5272, "X2": 0.28121, "Y2": 0.527, "X3": 0.28121, "Y3": 0.5438, "X4": 0.22865, "Y4": 0.5418, "page": 0}, {"Word": "1.09", "Confidence": 0.987, "X1": 0.39816, "Y1": 0.5262, "X2": 0.44152, "Y2": 0.526, "X3": 0.44284, "Y3": 0.5418, "X4": 0.39816, "Y4": 0.5408, "page": 0}, {"Word": ".023", "Confidence": 0.987, "X1": 0.60972, "Y1": 0.5272, "X2": 0.65177, "Y2": 0.527, "X3": 0.65177, "Y3": 0.5428, "X4": 0.60841, "Y4": 0.5438, "page": 0}, {"Word": ".026", "Confidence": 0.987, "X1": 0.83574, "Y1": 0.5292, "X2": 0.87648, "Y2": 0.529, "X3": 0.87648, "Y3": 0.5428, "X4": 0.83443, "Y4": 0.5428, "page": 0}, {"Word": "Batch 147, 48 hr", "Confidence": 0.994, "X1": 0.00263, "Y1": 0.5582, "X2": 0.17608, "Y2": 0.558, "X3": 0.17608, "Y3": 0.5738, "X4": 0.00263, "Y4": 0.5728, "page": 0}, {"Word": "93.93", "Confidence": 0.994, "X1": 0.22602, "Y1": 0.5592, "X2": 0.28252, "Y2": 0.559, "X3": 0.28121, "Y3": 0.5738, "X4": 0.22602, "Y4": 0.5728, "page": 0}, {"Word": "1.085", "Confidence": 0.996, "X1": 0.39685, "Y1": 0.5582, "X2": 0.45335, "Y2": 0.558, "X3": 0.45335, "Y3": 0.5738, "X4": 0.39685, "Y4": 0.5728, "page": 0}, {"Word": ".021", "Confidence": 0.991, "X1": 0.61104, "Y1": 0.5602, "X2": 0.64915, "Y2": 0.56, "X3": 0.64915, "Y3": 0.5748, "X4": 0.60972, "Y4": 0.5758, "page": 0}, {"Word": ".023", "Confidence": 0.987, "X1": 0.8318, "Y1": 0.5612, "X2": 0.87648, "Y2": 0.561, "X3": 0.87516, "Y3": 0.5758, "X4": 0.8318, "Y4": 0.5758, "page": 0}, {"Word": "Batch 147, 54 hr", "Confidence": 0.99475, "X1": 0.00394, "Y1": 0.5902, "X2": 0.1774, "Y2": 0.59, "X3": 0.1774, "Y3": 0.6058, "X4": 0.00394, "Y4": 0.6038, "page": 0}, {"Word": "93.7", "Confidence": 0.979, "X1": 0.22602, "Y1": 0.5912, "X2": 0.27201, "Y2": 0.591, "X3": 0.2707, "Y3": 0.6048, "X4": 0.22602, "Y4": 0.6048, "page": 0}, {"Word": "1.08", "Confidence": 0.988, "X1": 0.39685, "Y1": 0.5902, "X2": 0.44152, "Y2": 0.59, "X3": 0.44021, "Y3": 0.6058, "X4": 0.39553, "Y4": 0.6058, "page": 0}, {"Word": ".024", "Confidence": 0.986, "X1": 0.60972, "Y1": 0.5902, "X2": 0.65046, "Y2": 0.59, "X3": 0.64915, "Y3": 0.6058, "X4": 0.60972, "Y4": 0.6068, "page": 0}, {"Word": ".027", "Confidence": 0.991, "X1": 0.83311, "Y1": 0.5932, "X2": 0.87122, "Y2": 0.593, "X3": 0.86991, "Y3": 0.6078, "X4": 0.83311, "Y4": 0.6078, "page": 0}, {"Word": "Batch 147, 60 hr", "Confidence": 0.99425, "X1": 0.00394, "Y1": 0.6222, "X2": 0.17608, "Y2": 0.622, "X3": 0.17608, "Y3": 0.6378, "X4": 0.00394, "Y4": 0.6378, "page": 0}, {"Word": "93.86", "Confidence": 0.992, "X1": 0.22602, "Y1": 0.6232, "X2": 0.27989, "Y2": 0.623, "X3": 0.28121, "Y3": 0.6378, "X4": 0.22602, "Y4": 0.6368, "page": 0}, {"Word": "1.04", "Confidence": 0.97, "X1": 0.39685, "Y1": 0.6232, "X2": 0.44284, "Y2": 0.623, "X3": 0.44284, "Y3": 0.6388, "X4": 0.39685, "Y4": 0.6378, "page": 0}, {"Word": ".022", "Confidence": 0.991, "X1": 0.60972, "Y1": 0.6252, "X2": 0.65309, "Y2": 0.625, "X3": 0.65177, "Y3": 0.6398, "X4": 0.60972, "Y4": 0.6398, "page": 0}, {"Word": ".026", "Confidence": 0.988, "X1": 0.83311, "Y1": 0.6252, "X2": 0.87516, "Y2": 0.625, "X3": 0.87385, "Y3": 0.6398, "X4": 0.83311, "Y4": 0.6398, "page": 0}, {"Word": "Batch 147, Final", "Confidence": 0.99333, "X1": 0.00394, "Y1": 0.6542, "X2": 0.17477, "Y2": 0.654, "X3": 0.17477, "Y3": 0.6698, "X4": 0.00394, "Y4": 0.6698, "page": 0}, {"Word": "94.94", "Confidence": 0.994, "X1": 0.22602, "Y1": 0.6552, "X2": 0.28121, "Y2": 0.655, "X3": 0.28121, "Y3": 0.6708, "X4": 0.22602, "Y4": 0.6688, "page": 0}, {"Word": "1.04", "Confidence": 0.986, "X1": 0.39685, "Y1": 0.6542, "X2": 0.44021, "Y2": 0.654, "X3": 0.44021, "Y3": 0.6708, "X4": 0.39685, "Y4": 0.6708, "page": 0}, {"Word": ".026", "Confidence": 0.991, "X1": 0.61104, "Y1": 0.6562, "X2": 0.65046, "Y2": 0.656, "X3": 0.65046, "Y3": 0.6708, "X4": 0.60972, "Y4": 0.6708, "page": 0}, {"Word": ".030", "Confidence": 0.991, "X1": 0.83443, "Y1": 0.6572, "X2": 0.87648, "Y2": 0.657, "X3": 0.87516, "Y3": 0.6708, "X4": 0.83574, "Y4": 0.6718, "page": 0}, {"Word": "Filtered", "Confidence": 0.991, "X1": 0.0276, "Y1": 0.6712, "X2": 0.11301, "Y2": 0.671, "X3": 0.11301, "Y3": 0.6848, "X4": 0.0276, "Y4": 0.6848, "page": 0}, {"Word": "Run 147, Lab", "Confidence": 0.993, "X1": 0.00131, "Y1": 0.7022, "X2": 0.13403, "Y2": 0.702, "X3": 0.13403, "Y3": 0.7178, "X4": 0.00131, "Y4": 0.7178, "page": 0}, {"Word": "94.15", "Confidence": 0.991, "X1": 0.22602, "Y1": 0.7032, "X2": 0.28121, "Y2": 0.703, "X3": 0.28121, "Y3": 0.7178, "X4": 0.2247, "Y4": 0.7178, "page": 0}, {"Word": "1.04", "Confidence": 0.984, "X1": 0.39553, "Y1": 0.7042, "X2": 0.44152, "Y2": 0.704, "X3": 0.44152, "Y3": 0.7188, "X4": 0.39553, "Y4": 0.7188, "page": 0}, {"Word": ".026", "Confidence": 0.988, "X1": 0.60972, "Y1": 0.7032, "X2": 0.65309, "Y2": 0.703, "X3": 0.65309, "Y3": 0.7198, "X4": 0.60972, "Y4": 0.7198, "page": 0}, {"Word": ".032", "Confidence": 0.988, "X1": 0.8318, "Y1": 0.7042, "X2": 0.87648, "Y2": 0.704, "X3": 0.87648, "Y3": 0.7198, "X4": 0.83049, "Y4": 0.7198, "page": 0}, {"Word": "Treated,", "Confidence": 0.993, "X1": 0.0276, "Y1": 0.7192, "X2": 0.11301, "Y2": 0.719, "X3": 0.11301, "Y3": 0.7338, "X4": 0.0276, "Y4": 0.7338, "page": 0}, {"Word": "Sample A", "Confidence": 0.9795, "X1": 0.02497, "Y1": 0.7342, "X2": 0.11432, "Y2": 0.734, "X3": 0.11564, "Y3": 0.7508, "X4": 0.02497, "Y4": 0.7508, "page": 0}, {"Word": "Run 147, Lab", "Confidence": 0.989, "X1": 0.00263, "Y1": 0.7662, "X2": 0.13535, "Y2": 0.766, "X3": 0.13403, "Y3": 0.7828, "X4": 0.00263, "Y4": 0.7818, "page": 0}, {"Word": "95.01", "Confidence": 0.994, "X1": 0.22602, "Y1": 0.7662, "X2": 0.28121, "Y2": 0.766, "X3": 0.27989, "Y3": 0.7828, "X4": 0.2247, "Y4": 0.7818, "page": 0}, {"Word": "1.02", "Confidence": 0.982, "X1": 0.39422, "Y1": 0.7662, "X2": 0.44152, "Y2": 0.766, "X3": 0.44152, "Y3": 0.7828, "X4": 0.39422, "Y4": 0.7828, "page": 0}, {"Word": ".024", "Confidence": 0.987, "X1": 0.60841, "Y1": 0.7672, "X2": 0.65309, "Y2": 0.767, "X3": 0.65177, "Y3": 0.7848, "X4": 0.6071, "Y4": 0.7858, "page": 0}, {"Word": ".033", "Confidence": 0.988, "X1": 0.83311, "Y1": 0.7692, "X2": 0.87516, "Y2": 0.769, "X3": 0.87516, "Y3": 0.7848, "X4": 0.83311, "Y4": 0.7848, "page": 0}, {"Word": "Treated,", "Confidence": 0.993, "X1": 0.02497, "Y1": 0.7842, "X2": 0.11301, "Y2": 0.784, "X3": 0.11301, "Y3": 0.7998, "X4": 0.02497, "Y4": 0.7978, "page": 0}, {"Word": "Sample B", "Confidence": 0.9695, "X1": 0.02365, "Y1": 0.7982, "X2": 0.1117, "Y2": 0.798, "X3": 0.1117, "Y3": 0.8128, "X4": 0.02365, "Y4": 0.8138, "page": 0}, {"Word": "Run 147, Lab", "Confidence": 0.99267, "X1": 0.00263, "Y1": 0.8302, "X2": 0.13272, "Y2": 0.83, "X3": 0.13272, "Y3": 0.8468, "X4": 0.00263, "Y4": 0.8458, "page": 0}, {"Word": "94.72", "Confidence": 0.993, "X1": 0.2247, "Y1": 0.8312, "X2": 0.28252, "Y2": 0.831, "X3": 0.28252, "Y3": 0.8468, "X4": 0.22339, "Y4": 0.8458, "page": 0}, {"Word": "1.04", "Confidence": 0.982, "X1": 0.3929, "Y1": 0.8302, "X2": 0.44152, "Y2": 0.83, "X3": 0.44152, "Y3": 0.8468, "X4": 0.39159, "Y4": 0.8468, "page": 0}, {"Word": ".025", "Confidence": 0.988, "X1": 0.60841, "Y1": 0.8312, "X2": 0.65309, "Y2": 0.831, "X3": 0.65177, "Y3": 0.8478, "X4": 0.60841, "Y4": 0.8488, "page": 0}, {"Word": ".030", "Confidence": 0.991, "X1": 0.83443, "Y1": 0.8332, "X2": 0.87516, "Y2": 0.833, "X3": 0.87516, "Y3": 0.8468, "X4": 0.83311, "Y4": 0.8478, "page": 0}, {"Word": "Treated,", "Confidence": 0.993, "X1": 0.02497, "Y1": 0.8472, "X2": 0.11432, "Y2": 0.847, "X3": 0.11432, "Y3": 0.8628, "X4": 0.02497, "Y4": 0.8628, "page": 0}, {"Word": "Sample \u010c", "Confidence": 0.462, "X1": 0.02234, "Y1": 0.8612, "X2": 0.11301, "Y2": 0.861, "X3": 0.11301, "Y3": 0.8788, "X4": 0.02234, "Y4": 0.8788, "page": 0}, {"Word": "Run 147, Lab", "Confidence": 0.99533, "X1": 0.00263, "Y1": 0.8932, "X2": 0.13272, "Y2": 0.893, "X3": 0.13272, "Y3": 0.9098, "X4": 0.00131, "Y4": 0.9098, "page": 0}, {"Word": "94.94", "Confidence": 0.994, "X1": 0.22339, "Y1": 0.8952, "X2": 0.28121, "Y2": 0.895, "X3": 0.27989, "Y3": 0.9108, "X4": 0.22208, "Y4": 0.9098, "page": 0}, {"Word": "1.06", "Confidence": 0.982, "X1": 0.39422, "Y1": 0.8942, "X2": 0.44152, "Y2": 0.894, "X3": 0.44152, "Y3": 0.9098, "X4": 0.39422, "Y4": 0.9098, "page": 0}, {"Word": ".024", "Confidence": 0.988, "X1": 0.60841, "Y1": 0.8952, "X2": 0.65177, "Y2": 0.895, "X3": 0.65177, "Y3": 0.9108, "X4": 0.60841, "Y4": 0.9118, "page": 0}, {"Word": ".030", "Confidence": 0.987, "X1": 0.83311, "Y1": 0.8962, "X2": 0.87779, "Y2": 0.896, "X3": 0.87648, "Y3": 0.9118, "X4": 0.8318, "Y4": 0.9138, "page": 0}, {"Word": "Treated,", "Confidence": 0.993, "X1": 0.02497, "Y1": 0.9122, "X2": 0.11301, "Y2": 0.912, "X3": 0.1117, "Y3": 0.9268, "X4": 0.02365, "Y4": 0.9258, "page": 0}, {"Word": "Sample D", "Confidence": 0.994, "X1": 0.02497, "Y1": 0.9272, "X2": 0.1117, "Y2": 0.927, "X3": 0.1117, "Y3": 0.9428, "X4": 0.02497, "Y4": 0.9428, "page": 0}, {"Word": "50902 6597", "Confidence": 0.9925, "X1": 0.9724, "Y1": 0.9672, "X2": 0.9724, "Y2": 0.967, "X3": 0.95401, "Y3": 0.9668, "X4": 0.95269, "Y4": 0.8698, "page": 0}, {"Word": "Uncorrected for Solids Content", "Confidence": 0.996, "X1": 0.32983, "Y1": 0.9602, "X2": 0.66491, "Y2": 0.96, "X3": 0.66491, "Y3": 0.9768, "X4": 0.32983, "Y4": 0.9768, "page": 0}], "words_data": [{"Word": "OVERREAD", "Confidence": 0.994, "X1": 0.34691, "Y1": 0.0692, "X2": 0.43101, "Y2": 0.069, "X3": 0.43101, "Y3": 0.0848, "X4": 0.3456, "Y4": 0.0838, "page": 0, "Index": 0}, {"Word": "FACTOR", "Confidence": 0.997, "X1": 0.44021, "Y1": 0.0702, "X2": 0.50591, "Y2": 0.07, "X3": 0.50591, "Y3": 0.0858, "X4": 0.4389, "Y4": 0.0848, "page": 0, "Index": 1}, {"Word": "OBS.", "Confidence": 0.991, "X1": 0.3456, "Y1": 0.0932, "X2": 0.39028, "Y2": 0.093, "X3": 0.39028, "Y3": 0.1078, "X4": 0.3456, "Y4": 0.1068, "page": 0, "Index": 2}, {"Word": "VALUE", "Confidence": 0.997, "X1": 0.45072, "Y1": 0.0922, "X2": 0.5046, "Y2": 0.092, "X3": 0.50591, "Y3": 0.1078, "X4": 0.45072, "Y4": 0.1088, "page": 0, "Index": 3}, {"Word": "O.R.", "Confidence": 0.912, "X1": 0.39685, "Y1": 0.0932, "X2": 0.44284, "Y2": 0.093, "X3": 0.44284, "Y3": 0.1088, "X4": 0.39685, "Y4": 0.1078, "page": 0, "Index": 4}, {"Word": "MEQ.", "Confidence": 0.979, "X1": 0.56767, "Y1": 0.0932, "X2": 0.61235, "Y2": 0.093, "X3": 0.61235, "Y3": 0.1088, "X4": 0.56767, "Y4": 0.1078, "page": 0, "Index": 5}, {"Word": "ACIDS/ML", "Confidence": 0.995, "X1": 0.61892, "Y1": 0.0922, "X2": 0.70696, "Y2": 0.092, "X3": 0.70828, "Y3": 0.1088, "X4": 0.61892, "Y4": 0.1088, "page": 0, "Index": 6}, {"Word": "MEQ.", "Confidence": 0.988, "X1": 0.75821, "Y1": 0.0942, "X2": 0.8042, "Y2": 0.094, "X3": 0.80289, "Y3": 0.1098, "X4": 0.75821, "Y4": 0.1098, "page": 0, "Index": 7}, {"Word": "ACIDS", "Confidence": 0.994, "X1": 0.80946, "Y1": 0.0942, "X2": 0.86597, "Y2": 0.094, "X3": 0.86465, "Y3": 0.1098, "X4": 0.80946, "Y4": 0.1088, "page": 0, "Index": 8}, {"Word": "&", "Confidence": 0.991, "X1": 0.87516, "Y1": 0.0942, "X2": 0.8883, "Y2": 0.094, "X3": 0.88699, "Y3": 0.1098, "X4": 0.87385, "Y4": 0.1098, "page": 0, "Index": 9}, {"Word": "LACTONES", "Confidence": 0.995, "X1": 0.89488, "Y1": 0.0942, "X2": 0.98292, "Y2": 0.094, "X3": 0.98292, "Y3": 0.1098, "X4": 0.89488, "Y4": 0.1098, "page": 0, "Index": 10}, {"Word": "SAMPLE", "Confidence": 0.995, "X1": 0.06045, "Y1": 0.1082, "X2": 0.12484, "Y2": 0.108, "X3": 0.12484, "Y3": 0.1238, "X4": 0.06045, "Y4": 0.1248, "page": 0, "Index": 11}, {"Word": "D.E.", "Confidence": 0.958, "X1": 0.23916, "Y1": 0.1082, "X2": 0.28252, "Y2": 0.108, "X3": 0.28252, "Y3": 0.1248, "X4": 0.23916, "Y4": 0.1248, "page": 0, "Index": 12}, {"Word": "THEO.", "Confidence": 0.955, "X1": 0.32457, "Y1": 0.1092, "X2": 0.37845, "Y2": 0.109, "X3": 0.37976, "Y3": 0.1248, "X4": 0.32457, "Y4": 0.1248, "page": 0, "Index": 13}, {"Word": "O.R.", "Confidence": 0.847, "X1": 0.38502, "Y1": 0.1092, "X2": 0.43233, "Y2": 0.109, "X3": 0.43233, "Y3": 0.1248, "X4": 0.38502, "Y4": 0.1248, "page": 0, "Index": 14}, {"Word": "DEXTROSE", "Confidence": 0.995, "X1": 0.4389, "Y1": 0.1092, "X2": 0.52694, "Y2": 0.109, "X3": 0.52694, "Y3": 0.1248, "X4": 0.4389, "Y4": 0.1248, "page": 0, "Index": 15}, {"Word": "@", "Confidence": 0.983, "X1": 0.56767, "Y1": 0.1092, "X2": 0.58081, "Y2": 0.109, "X3": 0.58081, "Y3": 0.1258, "X4": 0.56767, "Y4": 0.1258, "page": 0, "Index": 16}, {"Word": "30%", "Confidence": 0.991, "X1": 0.5887, "Y1": 0.1092, "X2": 0.62286, "Y2": 0.109, "X3": 0.62286, "Y3": 0.1248, "X4": 0.5887, "Y4": 0.1258, "page": 0, "Index": 17}, {"Word": "SOLIDS", "Confidence": 0.992, "X1": 0.62943, "Y1": 0.1092, "X2": 0.69645, "Y2": 0.109, "X3": 0.69645, "Y3": 0.1258, "X4": 0.62943, "Y4": 0.1258, "page": 0, "Index": 18}, {"Word": "PER", "Confidence": 0.998, "X1": 0.7661, "Y1": 0.1102, "X2": 0.80289, "Y2": 0.11, "X3": 0.80158, "Y3": 0.1268, "X4": 0.7661, "Y4": 0.1258, "page": 0, "Index": 19}, {"Word": "ML", "Confidence": 0.998, "X1": 0.80946, "Y1": 0.1102, "X2": 0.83574, "Y2": 0.11, "X3": 0.83574, "Y3": 0.1268, "X4": 0.80946, "Y4": 0.1268, "page": 0, "Index": 20}, {"Word": "@", "Confidence": 0.995, "X1": 0.84363, "Y1": 0.1102, "X2": 0.85545, "Y2": 0.11, "X3": 0.85545, "Y3": 0.1268, "X4": 0.84363, "Y4": 0.1268, "page": 0, "Index": 21}, {"Word": "30%", "Confidence": 0.97, "X1": 0.86465, "Y1": 0.1112, "X2": 0.90013, "Y2": 0.111, "X3": 0.89882, "Y3": 0.1278, "X4": 0.86465, "Y4": 0.1268, "page": 0, "Index": 22}, {"Word": "SOLIDS", "Confidence": 0.995, "X1": 0.90539, "Y1": 0.1122, "X2": 0.97372, "Y2": 0.112, "X3": 0.97372, "Y3": 0.1288, "X4": 0.90539, "Y4": 0.1278, "page": 0, "Index": 23}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00788, "Y1": 0.1402, "X2": 0.06176, "Y2": 0.14, "X3": 0.06045, "Y3": 0.1568, "X4": 0.00657, "Y4": 0.1568, "page": 0, "Index": 24}, {"Word": "147,", "Confidence": 0.989, "X1": 0.06965, "Y1": 0.1412, "X2": 0.11695, "Y2": 0.141, "X3": 0.11564, "Y3": 0.1578, "X4": 0.06833, "Y4": 0.1568, "page": 0, "Index": 25}, {"Word": "Line", "Confidence": 0.989, "X1": 0.12221, "Y1": 0.1412, "X2": 0.16689, "Y2": 0.141, "X3": 0.16689, "Y3": 0.1578, "X4": 0.12089, "Y4": 0.1578, "page": 0, "Index": 26}, {"Word": ".023", "Confidence": 0.997, "X1": 0.61235, "Y1": 0.1412, "X2": 0.6636, "Y2": 0.141, "X3": 0.6636, "Y3": 0.1568, "X4": 0.61235, "Y4": 0.1578, "page": 0, "Index": 27}, {"Word": ".028", "Confidence": 0.994, "X1": 0.83706, "Y1": 0.1432, "X2": 0.88699, "Y2": 0.143, "X3": 0.88699, "Y3": 0.1568, "X4": 0.83706, "Y4": 0.1578, "page": 0, "Index": 28}, {"Word": "Starch", "Confidence": 0.994, "X1": 0.0276, "Y1": 0.1592, "X2": 0.09198, "Y2": 0.159, "X3": 0.09198, "Y3": 0.1718, "X4": 0.0276, "Y4": 0.1728, "page": 0, "Index": 29}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00788, "Y1": 0.1892, "X2": 0.06045, "Y2": 0.189, "X3": 0.05913, "Y3": 0.2048, "X4": 0.00657, "Y4": 0.2048, "page": 0, "Index": 30}, {"Word": "147,", "Confidence": 0.991, "X1": 0.07096, "Y1": 0.1892, "X2": 0.11695, "Y2": 0.189, "X3": 0.11564, "Y3": 0.2048, "X4": 0.06965, "Y4": 0.2048, "page": 0, "Index": 31}, {"Word": "After", "Confidence": 0.998, "X1": 0.12221, "Y1": 0.1892, "X2": 0.1774, "Y2": 0.189, "X3": 0.1774, "Y3": 0.2048, "X4": 0.12089, "Y4": 0.2048, "page": 0, "Index": 32}, {"Word": "12.74", "Confidence": 0.97, "X1": 0.22996, "Y1": 0.1882, "X2": 0.28384, "Y2": 0.188, "X3": 0.28384, "Y3": 0.2038, "X4": 0.22996, "Y4": 0.2038, "page": 0, "Index": 33}, {"Word": ">2.67", "Confidence": 0.965, "X1": 0.38633, "Y1": 0.1892, "X2": 0.44284, "Y2": 0.189, "X3": 0.44152, "Y3": 0.2048, "X4": 0.38633, "Y4": 0.2038, "page": 0, "Index": 34}, {"Word": ".015", "Confidence": 0.987, "X1": 0.61235, "Y1": 0.1902, "X2": 0.65177, "Y2": 0.19, "X3": 0.65177, "Y3": 0.2058, "X4": 0.61235, "Y4": 0.2058, "page": 0, "Index": 35}, {"Word": ".012", "Confidence": 0.981, "X1": 0.83574, "Y1": 0.1922, "X2": 0.87516, "Y2": 0.192, "X3": 0.87516, "Y3": 0.2058, "X4": 0.83574, "Y4": 0.2058, "page": 0, "Index": 36}, {"Word": "Liquifaction", "Confidence": 0.992, "X1": 0.03154, "Y1": 0.2062, "X2": 0.15637, "Y2": 0.206, "X3": 0.15769, "Y3": 0.2218, "X4": 0.03022, "Y4": 0.2218, "page": 0, "Index": 37}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00526, "Y1": 0.2382, "X2": 0.06045, "Y2": 0.238, "X3": 0.05913, "Y3": 0.2538, "X4": 0.00394, "Y4": 0.2528, "page": 0, "Index": 38}, {"Word": "147,", "Confidence": 0.98, "X1": 0.07096, "Y1": 0.2392, "X2": 0.11432, "Y2": 0.239, "X3": 0.11432, "Y3": 0.2538, "X4": 0.06965, "Y4": 0.2538, "page": 0, "Index": 39}, {"Word": "2", "Confidence": 0.991, "X1": 0.12221, "Y1": 0.2392, "X2": 0.13535, "Y2": 0.239, "X3": 0.13403, "Y3": 0.2538, "X4": 0.12089, "Y4": 0.2538, "page": 0, "Index": 40}, {"Word": "hr", "Confidence": 0.998, "X1": 0.14192, "Y1": 0.2382, "X2": 0.16689, "Y2": 0.238, "X3": 0.16689, "Y3": 0.2538, "X4": 0.14192, "Y4": 0.2538, "page": 0, "Index": 41}, {"Word": "53.67", "Confidence": 0.994, "X1": 0.22733, "Y1": 0.2382, "X2": 0.28384, "Y2": 0.238, "X3": 0.28384, "Y3": 0.2538, "X4": 0.22733, "Y4": 0.2528, "page": 0, "Index": 42}, {"Word": "2.47", "Confidence": 0.991, "X1": 0.39685, "Y1": 0.2382, "X2": 0.44284, "Y2": 0.238, "X3": 0.44152, "Y3": 0.2548, "X4": 0.39685, "Y4": 0.2538, "page": 0, "Index": 43}, {"Word": ".023", "Confidence": 0.988, "X1": 0.61235, "Y1": 0.2392, "X2": 0.65309, "Y2": 0.239, "X3": 0.65309, "Y3": 0.2548, "X4": 0.61235, "Y4": 0.2548, "page": 0, "Index": 44}, {"Word": ".026", "Confidence": 0.988, "X1": 0.83443, "Y1": 0.2412, "X2": 0.87516, "Y2": 0.241, "X3": 0.87516, "Y3": 0.2558, "X4": 0.83443, "Y4": 0.2558, "page": 0, "Index": 45}, {"Word": "Batch", "Confidence": 0.995, "X1": 0.00788, "Y1": 0.2702, "X2": 0.06045, "Y2": 0.27, "X3": 0.06045, "Y3": 0.2858, "X4": 0.00657, "Y4": 0.2848, "page": 0, "Index": 46}, {"Word": "147,", "Confidence": 0.991, "X1": 0.06965, "Y1": 0.2702, "X2": 0.11432, "Y2": 0.27, "X3": 0.11432, "Y3": 0.2868, "X4": 0.06833, "Y4": 0.2858, "page": 0, "Index": 47}, {"Word": "4", "Confidence": 0.996, "X1": 0.12221, "Y1": 0.2702, "X2": 0.13403, "Y2": 0.27, "X3": 0.13272, "Y3": 0.2868, "X4": 0.12089, "Y4": 0.2868, "page": 0, "Index": 48}, {"Word": "hr", "Confidence": 0.998, "X1": 0.14192, "Y1": 0.2712, "X2": 0.16689, "Y2": 0.271, "X3": 0.16689, "Y3": 0.2858, "X4": 0.1406, "Y4": 0.2868, "page": 0, "Index": 49}, {"Word": "68.01", "Confidence": 0.994, "X1": 0.22733, "Y1": 0.2702, "X2": 0.28252, "Y2": 0.27, "X3": 0.28252, "Y3": 0.2848, "X4": 0.22733, "Y4": 0.2838, "page": 0, "Index": 50}, {"Word": "1.76", "Confidence": 0.988, "X1": 0.39947, "Y1": 0.2702, "X2": 0.44152, "Y2": 0.27, "X3": 0.44152, "Y3": 0.2848, "X4": 0.39947, "Y4": 0.2848, "page": 0, "Index": 51}, {"Word": ".021", "Confidence": 0.959, "X1": 0.60972, "Y1": 0.2712, "X2": 0.65309, "Y2": 0.271, "X3": 0.65309, "Y3": 0.2878, "X4": 0.60972, "Y4": 0.2878, "page": 0, "Index": 52}, {"Word": ".025", "Confidence": 0.988, "X1": 0.83574, "Y1": 0.2732, "X2": 0.87516, "Y2": 0.273, "X3": 0.87516, "Y3": 0.2878, "X4": 0.83574, "Y4": 0.2878, "page": 0, "Index": 53}, {"Word": "78.9", "Confidence": 0.991, "X1": 0.22865, "Y1": 0.3022, "X2": 0.27332, "Y2": 0.302, "X3": 0.27201, "Y3": 0.3178, "X4": 0.22865, "Y4": 0.3168, "page": 0, "Index": 54}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00657, "Y1": 0.3022, "X2": 0.06045, "Y2": 0.302, "X3": 0.06045, "Y3": 0.3188, "X4": 0.00526, "Y4": 0.3178, "page": 0, "Index": 55}, {"Word": "147,", "Confidence": 0.987, "X1": 0.06965, "Y1": 0.3032, "X2": 0.11564, "Y2": 0.303, "X3": 0.11432, "Y3": 0.3188, "X4": 0.06833, "Y4": 0.3188, "page": 0, "Index": 56}, {"Word": "6", "Confidence": 0.995, "X1": 0.12089, "Y1": 0.3032, "X2": 0.13403, "Y2": 0.303, "X3": 0.13272, "Y3": 0.3188, "X4": 0.12089, "Y4": 0.3188, "page": 0, "Index": 57}, {"Word": "hr", "Confidence": 0.998, "X1": 0.1406, "Y1": 0.3032, "X2": 0.16689, "Y2": 0.303, "X3": 0.16689, "Y3": 0.3188, "X4": 0.1406, "Y4": 0.3188, "page": 0, "Index": 58}, {"Word": "1.54", "Confidence": 0.99, "X1": 0.39816, "Y1": 0.3032, "X2": 0.44152, "Y2": 0.303, "X3": 0.44021, "Y3": 0.3188, "X4": 0.39816, "Y4": 0.3178, "page": 0, "Index": 59}, {"Word": ".021", "Confidence": 0.944, "X1": 0.61104, "Y1": 0.3042, "X2": 0.65046, "Y2": 0.304, "X3": 0.65177, "Y3": 0.3198, "X4": 0.61104, "Y4": 0.3208, "page": 0, "Index": 60}, {"Word": ".026", "Confidence": 0.988, "X1": 0.83574, "Y1": 0.3052, "X2": 0.87516, "Y2": 0.305, "X3": 0.87516, "Y3": 0.3198, "X4": 0.83574, "Y4": 0.3208, "page": 0, "Index": 61}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00526, "Y1": 0.3342, "X2": 0.06045, "Y2": 0.334, "X3": 0.06045, "Y3": 0.3508, "X4": 0.00526, "Y4": 0.3498, "page": 0, "Index": 62}, {"Word": "147,", "Confidence": 0.981, "X1": 0.06965, "Y1": 0.3352, "X2": 0.11432, "Y2": 0.335, "X3": 0.11432, "Y3": 0.3508, "X4": 0.06833, "Y4": 0.3508, "page": 0, "Index": 63}, {"Word": "8", "Confidence": 0.998, "X1": 0.12089, "Y1": 0.3352, "X2": 0.13272, "Y2": 0.335, "X3": 0.13141, "Y3": 0.3508, "X4": 0.11958, "Y4": 0.3508, "page": 0, "Index": 64}, {"Word": "hr", "Confidence": 0.998, "X1": 0.14192, "Y1": 0.3352, "X2": 0.16557, "Y2": 0.335, "X3": 0.16557, "Y3": 0.3508, "X4": 0.1406, "Y4": 0.3508, "page": 0, "Index": 65}, {"Word": "83.5", "Confidence": 0.988, "X1": 0.22865, "Y1": 0.3352, "X2": 0.2707, "Y2": 0.335, "X3": 0.2707, "Y3": 0.3498, "X4": 0.22733, "Y4": 0.3488, "page": 0, "Index": 66}, {"Word": "1.37", "Confidence": 0.979, "X1": 0.39816, "Y1": 0.3352, "X2": 0.44152, "Y2": 0.335, "X3": 0.44152, "Y3": 0.3508, "X4": 0.39816, "Y4": 0.3508, "page": 0, "Index": 67}, {"Word": ".023", "Confidence": 0.981, "X1": 0.61235, "Y1": 0.3352, "X2": 0.65309, "Y2": 0.335, "X3": 0.6544, "Y3": 0.3508, "X4": 0.61235, "Y4": 0.3518, "page": 0, "Index": 68}, {"Word": ".028", "Confidence": 0.988, "X1": 0.83443, "Y1": 0.3362, "X2": 0.87516, "Y2": 0.336, "X3": 0.87516, "Y3": 0.3508, "X4": 0.83443, "Y4": 0.3518, "page": 0, "Index": 69}, {"Word": "Batch", "Confidence": 0.995, "X1": 0.00657, "Y1": 0.3672, "X2": 0.05913, "Y2": 0.367, "X3": 0.05913, "Y3": 0.3818, "X4": 0.00657, "Y4": 0.3818, "page": 0, "Index": 70}, {"Word": "147,", "Confidence": 0.979, "X1": 0.06965, "Y1": 0.3672, "X2": 0.11432, "Y2": 0.367, "X3": 0.11432, "Y3": 0.3828, "X4": 0.06833, "Y4": 0.3818, "page": 0, "Index": 71}, {"Word": "10", "Confidence": 0.998, "X1": 0.12221, "Y1": 0.3672, "X2": 0.14455, "Y2": 0.367, "X3": 0.14323, "Y3": 0.3828, "X4": 0.12221, "Y4": 0.3828, "page": 0, "Index": 72}, {"Word": "hr", "Confidence": 0.997, "X1": 0.15112, "Y1": 0.3662, "X2": 0.1774, "Y2": 0.366, "X3": 0.1774, "Y3": 0.3838, "X4": 0.15112, "Y4": 0.3828, "page": 0, "Index": 73}, {"Word": "85.9", "Confidence": 0.991, "X1": 0.22865, "Y1": 0.3672, "X2": 0.27201, "Y2": 0.367, "X3": 0.27201, "Y3": 0.3818, "X4": 0.22733, "Y4": 0.3808, "page": 0, "Index": 74}, {"Word": "1.33", "Confidence": 0.986, "X1": 0.39816, "Y1": 0.3662, "X2": 0.4389, "Y2": 0.366, "X3": 0.44021, "Y3": 0.3818, "X4": 0.39816, "Y4": 0.3828, "page": 0, "Index": 75}, {"Word": ".023", "Confidence": 0.988, "X1": 0.61104, "Y1": 0.3672, "X2": 0.65177, "Y2": 0.367, "X3": 0.65309, "Y3": 0.3828, "X4": 0.61104, "Y4": 0.3838, "page": 0, "Index": 76}, {"Word": ".026", "Confidence": 0.988, "X1": 0.83311, "Y1": 0.3682, "X2": 0.87516, "Y2": 0.368, "X3": 0.87516, "Y3": 0.3838, "X4": 0.83311, "Y4": 0.3848, "page": 0, "Index": 77}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00526, "Y1": 0.3982, "X2": 0.05913, "Y2": 0.398, "X3": 0.05782, "Y3": 0.4138, "X4": 0.00526, "Y4": 0.4128, "page": 0, "Index": 78}, {"Word": "147,", "Confidence": 0.978, "X1": 0.06965, "Y1": 0.3982, "X2": 0.11564, "Y2": 0.398, "X3": 0.11432, "Y3": 0.4148, "X4": 0.06833, "Y4": 0.4138, "page": 0, "Index": 79}, {"Word": "12", "Confidence": 0.998, "X1": 0.12352, "Y1": 0.3982, "X2": 0.14455, "Y2": 0.398, "X3": 0.14323, "Y3": 0.4148, "X4": 0.12089, "Y4": 0.4148, "page": 0, "Index": 80}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15243, "Y1": 0.3982, "X2": 0.1774, "Y2": 0.398, "X3": 0.17477, "Y3": 0.4158, "X4": 0.15112, "Y4": 0.4148, "page": 0, "Index": 81}, {"Word": "88.3", "Confidence": 0.988, "X1": 0.22733, "Y1": 0.3982, "X2": 0.27201, "Y2": 0.398, "X3": 0.27201, "Y3": 0.4138, "X4": 0.22733, "Y4": 0.4138, "page": 0, "Index": 82}, {"Word": "1.325", "Confidence": 0.867, "X1": 0.39816, "Y1": 0.3982, "X2": 0.44941, "Y2": 0.398, "X3": 0.45072, "Y3": 0.4138, "X4": 0.39816, "Y4": 0.4148, "page": 0, "Index": 83}, {"Word": ".023", "Confidence": 0.987, "X1": 0.61104, "Y1": 0.3992, "X2": 0.65177, "Y2": 0.399, "X3": 0.65177, "Y3": 0.4168, "X4": 0.61104, "Y4": 0.4168, "page": 0, "Index": 84}, {"Word": ".026", "Confidence": 0.988, "X1": 0.83443, "Y1": 0.4002, "X2": 0.87516, "Y2": 0.4, "X3": 0.87516, "Y3": 0.4158, "X4": 0.83443, "Y4": 0.4158, "page": 0, "Index": 85}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00657, "Y1": 0.4302, "X2": 0.05913, "Y2": 0.43, "X3": 0.05782, "Y3": 0.4458, "X4": 0.00526, "Y4": 0.4448, "page": 0, "Index": 86}, {"Word": "147,", "Confidence": 0.991, "X1": 0.06965, "Y1": 0.4302, "X2": 0.11432, "Y2": 0.43, "X3": 0.11432, "Y3": 0.4468, "X4": 0.06833, "Y4": 0.4458, "page": 0, "Index": 87}, {"Word": "15", "Confidence": 0.998, "X1": 0.12221, "Y1": 0.4302, "X2": 0.14455, "Y2": 0.43, "X3": 0.14323, "Y3": 0.4468, "X4": 0.12089, "Y4": 0.4468, "page": 0, "Index": 88}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15243, "Y1": 0.4302, "X2": 0.1774, "Y2": 0.43, "X3": 0.17608, "Y3": 0.4478, "X4": 0.15112, "Y4": 0.4468, "page": 0, "Index": 89}, {"Word": "90.37", "Confidence": 0.996, "X1": 0.22733, "Y1": 0.4312, "X2": 0.28252, "Y2": 0.431, "X3": 0.28252, "Y3": 0.4458, "X4": 0.22733, "Y4": 0.4448, "page": 0, "Index": 90}, {"Word": "1.22", "Confidence": 0.982, "X1": 0.39816, "Y1": 0.4302, "X2": 0.44021, "Y2": 0.43, "X3": 0.44021, "Y3": 0.4468, "X4": 0.39816, "Y4": 0.4468, "page": 0, "Index": 91}, {"Word": ".021", "Confidence": 0.97, "X1": 0.60972, "Y1": 0.4312, "X2": 0.65046, "Y2": 0.431, "X3": 0.65177, "Y3": 0.4478, "X4": 0.60972, "Y4": 0.4488, "page": 0, "Index": 92}, {"Word": ".025", "Confidence": 0.987, "X1": 0.83311, "Y1": 0.4322, "X2": 0.87516, "Y2": 0.432, "X3": 0.87516, "Y3": 0.4478, "X4": 0.83311, "Y4": 0.4478, "page": 0, "Index": 93}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00394, "Y1": 0.4622, "X2": 0.05913, "Y2": 0.462, "X3": 0.05913, "Y3": 0.4778, "X4": 0.00394, "Y4": 0.4768, "page": 0, "Index": 94}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15243, "Y1": 0.4622, "X2": 0.1774, "Y2": 0.462, "X3": 0.17608, "Y3": 0.4778, "X4": 0.15112, "Y4": 0.4788, "page": 0, "Index": 95}, {"Word": "92.33", "Confidence": 0.995, "X1": 0.22733, "Y1": 0.4622, "X2": 0.28252, "Y2": 0.462, "X3": 0.28121, "Y3": 0.4778, "X4": 0.22733, "Y4": 0.4768, "page": 0, "Index": 96}, {"Word": "147,", "Confidence": 0.991, "X1": 0.06965, "Y1": 0.4622, "X2": 0.11432, "Y2": 0.462, "X3": 0.11301, "Y3": 0.4788, "X4": 0.06965, "Y4": 0.4778, "page": 0, "Index": 97}, {"Word": "24", "Confidence": 0.998, "X1": 0.12089, "Y1": 0.4622, "X2": 0.14455, "Y2": 0.462, "X3": 0.14323, "Y3": 0.4788, "X4": 0.12089, "Y4": 0.4788, "page": 0, "Index": 98}, {"Word": "1.13", "Confidence": 0.994, "X1": 0.39816, "Y1": 0.4622, "X2": 0.44152, "Y2": 0.462, "X3": 0.44152, "Y3": 0.4788, "X4": 0.39816, "Y4": 0.4788, "page": 0, "Index": 99}, {"Word": ".022", "Confidence": 0.987, "X1": 0.60972, "Y1": 0.4632, "X2": 0.65046, "Y2": 0.463, "X3": 0.65177, "Y3": 0.4788, "X4": 0.60972, "Y4": 0.4798, "page": 0, "Index": 100}, {"Word": ".025", "Confidence": 0.932, "X1": 0.83311, "Y1": 0.4652, "X2": 0.87516, "Y2": 0.465, "X3": 0.87516, "Y3": 0.4798, "X4": 0.83311, "Y4": 0.4788, "page": 0, "Index": 101}, {"Word": "Batch", "Confidence": 0.995, "X1": 0.00526, "Y1": 0.4942, "X2": 0.05913, "Y2": 0.494, "X3": 0.05782, "Y3": 0.5098, "X4": 0.00394, "Y4": 0.5088, "page": 0, "Index": 102}, {"Word": "147,", "Confidence": 0.979, "X1": 0.06833, "Y1": 0.4942, "X2": 0.11432, "Y2": 0.494, "X3": 0.11301, "Y3": 0.5108, "X4": 0.06833, "Y4": 0.5098, "page": 0, "Index": 103}, {"Word": "32", "Confidence": 0.998, "X1": 0.12089, "Y1": 0.4942, "X2": 0.14323, "Y2": 0.494, "X3": 0.14323, "Y3": 0.5108, "X4": 0.12089, "Y4": 0.5108, "page": 0, "Index": 104}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15112, "Y1": 0.4952, "X2": 0.17608, "Y2": 0.495, "X3": 0.17477, "Y3": 0.5108, "X4": 0.1498, "Y4": 0.5108, "page": 0, "Index": 105}, {"Word": "93.04", "Confidence": 0.994, "X1": 0.22602, "Y1": 0.4942, "X2": 0.28121, "Y2": 0.494, "X3": 0.27989, "Y3": 0.5098, "X4": 0.22602, "Y4": 0.5088, "page": 0, "Index": 106}, {"Word": "1.11", "Confidence": 0.959, "X1": 0.39685, "Y1": 0.4952, "X2": 0.4389, "Y2": 0.495, "X3": 0.43758, "Y3": 0.5108, "X4": 0.39685, "Y4": 0.5098, "page": 0, "Index": 107}, {"Word": ".021", "Confidence": 0.972, "X1": 0.60972, "Y1": 0.4952, "X2": 0.65046, "Y2": 0.495, "X3": 0.65046, "Y3": 0.5118, "X4": 0.60972, "Y4": 0.5118, "page": 0, "Index": 108}, {"Word": ".023", "Confidence": 0.988, "X1": 0.8318, "Y1": 0.4962, "X2": 0.87516, "Y2": 0.496, "X3": 0.87648, "Y3": 0.5108, "X4": 0.8318, "Y4": 0.5118, "page": 0, "Index": 109}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00394, "Y1": 0.5262, "X2": 0.05782, "Y2": 0.526, "X3": 0.05782, "Y3": 0.5418, "X4": 0.00394, "Y4": 0.5418, "page": 0, "Index": 110}, {"Word": "147,", "Confidence": 0.991, "X1": 0.06833, "Y1": 0.5272, "X2": 0.11301, "Y2": 0.527, "X3": 0.11301, "Y3": 0.5428, "X4": 0.06702, "Y4": 0.5428, "page": 0, "Index": 111}, {"Word": "40", "Confidence": 0.998, "X1": 0.12089, "Y1": 0.5272, "X2": 0.14192, "Y2": 0.527, "X3": 0.14192, "Y3": 0.5428, "X4": 0.11958, "Y4": 0.5428, "page": 0, "Index": 112}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15112, "Y1": 0.5272, "X2": 0.17608, "Y2": 0.527, "X3": 0.17477, "Y3": 0.5428, "X4": 0.1498, "Y4": 0.5428, "page": 0, "Index": 113}, {"Word": "93.37", "Confidence": 0.996, "X1": 0.22733, "Y1": 0.5272, "X2": 0.28121, "Y2": 0.527, "X3": 0.27989, "Y3": 0.5438, "X4": 0.22733, "Y4": 0.5418, "page": 0, "Index": 114}, {"Word": "1.09", "Confidence": 0.987, "X1": 0.39816, "Y1": 0.5262, "X2": 0.4389, "Y2": 0.526, "X3": 0.4389, "Y3": 0.5418, "X4": 0.39816, "Y4": 0.5418, "page": 0, "Index": 115}, {"Word": ".023", "Confidence": 0.987, "X1": 0.60841, "Y1": 0.5272, "X2": 0.64915, "Y2": 0.527, "X3": 0.65046, "Y3": 0.5428, "X4": 0.60841, "Y4": 0.5438, "page": 0, "Index": 116}, {"Word": ".026", "Confidence": 0.987, "X1": 0.83443, "Y1": 0.5282, "X2": 0.87385, "Y2": 0.528, "X3": 0.87385, "Y3": 0.5428, "X4": 0.83443, "Y4": 0.5418, "page": 0, "Index": 117}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00394, "Y1": 0.5582, "X2": 0.05782, "Y2": 0.558, "X3": 0.05782, "Y3": 0.5738, "X4": 0.00394, "Y4": 0.5728, "page": 0, "Index": 118}, {"Word": "147,", "Confidence": 0.982, "X1": 0.06833, "Y1": 0.5592, "X2": 0.11301, "Y2": 0.559, "X3": 0.11301, "Y3": 0.5738, "X4": 0.06833, "Y4": 0.5738, "page": 0, "Index": 119}, {"Word": "48", "Confidence": 0.998, "X1": 0.12089, "Y1": 0.5592, "X2": 0.14323, "Y2": 0.559, "X3": 0.14192, "Y3": 0.5738, "X4": 0.11958, "Y4": 0.5738, "page": 0, "Index": 120}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15112, "Y1": 0.5592, "X2": 0.17477, "Y2": 0.559, "X3": 0.17346, "Y3": 0.5748, "X4": 0.1498, "Y4": 0.5748, "page": 0, "Index": 121}, {"Word": "93.93", "Confidence": 0.994, "X1": 0.22602, "Y1": 0.5592, "X2": 0.28121, "Y2": 0.559, "X3": 0.28121, "Y3": 0.5738, "X4": 0.22602, "Y4": 0.5728, "page": 0, "Index": 122}, {"Word": "1.085", "Confidence": 0.996, "X1": 0.39685, "Y1": 0.5582, "X2": 0.45072, "Y2": 0.558, "X3": 0.45072, "Y3": 0.5738, "X4": 0.39685, "Y4": 0.5728, "page": 0, "Index": 123}, {"Word": ".021", "Confidence": 0.991, "X1": 0.60972, "Y1": 0.5602, "X2": 0.64783, "Y2": 0.56, "X3": 0.64915, "Y3": 0.5748, "X4": 0.60972, "Y4": 0.5758, "page": 0, "Index": 124}, {"Word": ".023", "Confidence": 0.987, "X1": 0.83311, "Y1": 0.5612, "X2": 0.87516, "Y2": 0.561, "X3": 0.87516, "Y3": 0.5758, "X4": 0.83311, "Y4": 0.5758, "page": 0, "Index": 125}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00526, "Y1": 0.5902, "X2": 0.05782, "Y2": 0.59, "X3": 0.0565, "Y3": 0.6048, "X4": 0.00526, "Y4": 0.6038, "page": 0, "Index": 126}, {"Word": "147,", "Confidence": 0.991, "X1": 0.06702, "Y1": 0.5902, "X2": 0.1117, "Y2": 0.59, "X3": 0.1117, "Y3": 0.6058, "X4": 0.06702, "Y4": 0.6048, "page": 0, "Index": 127}, {"Word": "54", "Confidence": 0.992, "X1": 0.11958, "Y1": 0.5902, "X2": 0.14455, "Y2": 0.59, "X3": 0.14323, "Y3": 0.6058, "X4": 0.11827, "Y4": 0.6058, "page": 0, "Index": 128}, {"Word": "hr", "Confidence": 0.998, "X1": 0.1498, "Y1": 0.5912, "X2": 0.17477, "Y2": 0.591, "X3": 0.17346, "Y3": 0.6068, "X4": 0.14849, "Y4": 0.6058, "page": 0, "Index": 129}, {"Word": "93.7", "Confidence": 0.979, "X1": 0.22602, "Y1": 0.5902, "X2": 0.2707, "Y2": 0.59, "X3": 0.2707, "Y3": 0.6048, "X4": 0.22602, "Y4": 0.6038, "page": 0, "Index": 130}, {"Word": "1.08", "Confidence": 0.988, "X1": 0.39685, "Y1": 0.5902, "X2": 0.4389, "Y2": 0.59, "X3": 0.4389, "Y3": 0.6058, "X4": 0.39685, "Y4": 0.6058, "page": 0, "Index": 131}, {"Word": ".024", "Confidence": 0.986, "X1": 0.60972, "Y1": 0.5902, "X2": 0.64915, "Y2": 0.59, "X3": 0.65046, "Y3": 0.6048, "X4": 0.60972, "Y4": 0.6068, "page": 0, "Index": 132}, {"Word": ".027", "Confidence": 0.991, "X1": 0.83311, "Y1": 0.5932, "X2": 0.87122, "Y2": 0.593, "X3": 0.87122, "Y3": 0.6068, "X4": 0.83311, "Y4": 0.6078, "page": 0, "Index": 133}, {"Word": "hr", "Confidence": 0.998, "X1": 0.1498, "Y1": 0.6222, "X2": 0.17477, "Y2": 0.622, "X3": 0.17477, "Y3": 0.6378, "X4": 0.14849, "Y4": 0.6388, "page": 0, "Index": 134}, {"Word": "93.86", "Confidence": 0.992, "X1": 0.22602, "Y1": 0.6232, "X2": 0.27989, "Y2": 0.623, "X3": 0.27989, "Y3": 0.6378, "X4": 0.22602, "Y4": 0.6368, "page": 0, "Index": 135}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00526, "Y1": 0.6222, "X2": 0.05782, "Y2": 0.622, "X3": 0.0565, "Y3": 0.6388, "X4": 0.00394, "Y4": 0.6378, "page": 0, "Index": 136}, {"Word": "147,", "Confidence": 0.989, "X1": 0.06833, "Y1": 0.6222, "X2": 0.11301, "Y2": 0.622, "X3": 0.11301, "Y3": 0.6388, "X4": 0.06702, "Y4": 0.6388, "page": 0, "Index": 137}, {"Word": "60", "Confidence": 0.996, "X1": 0.11827, "Y1": 0.6222, "X2": 0.14323, "Y2": 0.622, "X3": 0.14323, "Y3": 0.6388, "X4": 0.11695, "Y4": 0.6388, "page": 0, "Index": 138}, {"Word": "1.04", "Confidence": 0.97, "X1": 0.39685, "Y1": 0.6232, "X2": 0.44021, "Y2": 0.623, "X3": 0.4389, "Y3": 0.6388, "X4": 0.39685, "Y4": 0.6378, "page": 0, "Index": 139}, {"Word": ".022", "Confidence": 0.991, "X1": 0.60972, "Y1": 0.6252, "X2": 0.65177, "Y2": 0.625, "X3": 0.65177, "Y3": 0.6398, "X4": 0.60972, "Y4": 0.6398, "page": 0, "Index": 140}, {"Word": ".026", "Confidence": 0.988, "X1": 0.83311, "Y1": 0.6252, "X2": 0.87385, "Y2": 0.625, "X3": 0.87385, "Y3": 0.6398, "X4": 0.83311, "Y4": 0.6398, "page": 0, "Index": 141}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00657, "Y1": 0.6542, "X2": 0.05782, "Y2": 0.654, "X3": 0.05782, "Y3": 0.6708, "X4": 0.00526, "Y4": 0.6698, "page": 0, "Index": 142}, {"Word": "147,", "Confidence": 0.991, "X1": 0.06702, "Y1": 0.6542, "X2": 0.11301, "Y2": 0.654, "X3": 0.1117, "Y3": 0.6708, "X4": 0.06702, "Y4": 0.6708, "page": 0, "Index": 143}, {"Word": "Final", "Confidence": 0.991, "X1": 0.11827, "Y1": 0.6552, "X2": 0.17477, "Y2": 0.655, "X3": 0.17477, "Y3": 0.6698, "X4": 0.11827, "Y4": 0.6708, "page": 0, "Index": 144}, {"Word": "94.94", "Confidence": 0.994, "X1": 0.22602, "Y1": 0.6552, "X2": 0.28121, "Y2": 0.655, "X3": 0.27989, "Y3": 0.6708, "X4": 0.22602, "Y4": 0.6698, "page": 0, "Index": 145}, {"Word": "1.04", "Confidence": 0.986, "X1": 0.39685, "Y1": 0.6542, "X2": 0.44021, "Y2": 0.654, "X3": 0.44021, "Y3": 0.6698, "X4": 0.39685, "Y4": 0.6708, "page": 0, "Index": 146}, {"Word": ".026", "Confidence": 0.991, "X1": 0.60972, "Y1": 0.6562, "X2": 0.65046, "Y2": 0.656, "X3": 0.65046, "Y3": 0.6708, "X4": 0.60972, "Y4": 0.6708, "page": 0, "Index": 147}, {"Word": ".030", "Confidence": 0.991, "X1": 0.83443, "Y1": 0.6572, "X2": 0.87385, "Y2": 0.657, "X3": 0.87385, "Y3": 0.6708, "X4": 0.83443, "Y4": 0.6718, "page": 0, "Index": 148}, {"Word": "Filtered", "Confidence": 0.991, "X1": 0.02891, "Y1": 0.6722, "X2": 0.11038, "Y2": 0.672, "X3": 0.11038, "Y3": 0.6858, "X4": 0.0276, "Y4": 0.6848, "page": 0, "Index": 149}, {"Word": "94.15", "Confidence": 0.991, "X1": 0.22602, "Y1": 0.7032, "X2": 0.27858, "Y2": 0.703, "X3": 0.27858, "Y3": 0.7178, "X4": 0.22602, "Y4": 0.7178, "page": 0, "Index": 150}, {"Word": "Run", "Confidence": 0.993, "X1": 0.00394, "Y1": 0.7032, "X2": 0.03679, "Y2": 0.703, "X3": 0.03679, "Y3": 0.7188, "X4": 0.00263, "Y4": 0.7178, "page": 0, "Index": 151}, {"Word": "147,", "Confidence": 0.988, "X1": 0.04599, "Y1": 0.7032, "X2": 0.09067, "Y2": 0.703, "X3": 0.09067, "Y3": 0.7188, "X4": 0.04468, "Y4": 0.7188, "page": 0, "Index": 152}, {"Word": "Lab", "Confidence": 0.998, "X1": 0.09724, "Y1": 0.7032, "X2": 0.13141, "Y2": 0.703, "X3": 0.13141, "Y3": 0.7188, "X4": 0.09724, "Y4": 0.7188, "page": 0, "Index": 153}, {"Word": "1.04", "Confidence": 0.984, "X1": 0.39685, "Y1": 0.7042, "X2": 0.4389, "Y2": 0.704, "X3": 0.4389, "Y3": 0.7188, "X4": 0.39685, "Y4": 0.7188, "page": 0, "Index": 154}, {"Word": ".026", "Confidence": 0.988, "X1": 0.60972, "Y1": 0.7032, "X2": 0.65177, "Y2": 0.703, "X3": 0.65177, "Y3": 0.7198, "X4": 0.60972, "Y4": 0.7198, "page": 0, "Index": 155}, {"Word": ".032", "Confidence": 0.988, "X1": 0.83049, "Y1": 0.7042, "X2": 0.87385, "Y2": 0.704, "X3": 0.87516, "Y3": 0.7198, "X4": 0.83049, "Y4": 0.7198, "page": 0, "Index": 156}, {"Word": "Treated,", "Confidence": 0.993, "X1": 0.0276, "Y1": 0.7202, "X2": 0.11301, "Y2": 0.72, "X3": 0.11301, "Y3": 0.7348, "X4": 0.0276, "Y4": 0.7338, "page": 0, "Index": 157}, {"Word": "Sample", "Confidence": 0.962, "X1": 0.02628, "Y1": 0.7352, "X2": 0.08936, "Y2": 0.735, "X3": 0.08936, "Y3": 0.7508, "X4": 0.02497, "Y4": 0.7508, "page": 0, "Index": 158}, {"Word": "A", "Confidence": 0.997, "X1": 0.09855, "Y1": 0.7352, "X2": 0.11038, "Y2": 0.735, "X3": 0.11038, "Y3": 0.7508, "X4": 0.09855, "Y4": 0.7508, "page": 0, "Index": 159}, {"Word": "Run", "Confidence": 0.994, "X1": 0.00394, "Y1": 0.7652, "X2": 0.03679, "Y2": 0.765, "X3": 0.03548, "Y3": 0.7828, "X4": 0.00263, "Y4": 0.7818, "page": 0, "Index": 160}, {"Word": "147,", "Confidence": 0.991, "X1": 0.04599, "Y1": 0.7662, "X2": 0.09198, "Y2": 0.766, "X3": 0.09067, "Y3": 0.7828, "X4": 0.04468, "Y4": 0.7828, "page": 0, "Index": 161}, {"Word": "Lab", "Confidence": 0.982, "X1": 0.09724, "Y1": 0.7672, "X2": 0.13272, "Y2": 0.767, "X3": 0.13272, "Y3": 0.7828, "X4": 0.09593, "Y4": 0.7828, "page": 0, "Index": 162}, {"Word": "95.01", "Confidence": 0.994, "X1": 0.2247, "Y1": 0.7662, "X2": 0.27989, "Y2": 0.766, "X3": 0.27989, "Y3": 0.7828, "X4": 0.2247, "Y4": 0.7818, "page": 0, "Index": 163}, {"Word": "1.02", "Confidence": 0.982, "X1": 0.39553, "Y1": 0.7662, "X2": 0.44021, "Y2": 0.766, "X3": 0.44021, "Y3": 0.7828, "X4": 0.39553, "Y4": 0.7828, "page": 0, "Index": 164}, {"Word": ".024", "Confidence": 0.987, "X1": 0.6071, "Y1": 0.7672, "X2": 0.65177, "Y2": 0.767, "X3": 0.65177, "Y3": 0.7848, "X4": 0.6071, "Y4": 0.7858, "page": 0, "Index": 165}, {"Word": ".033", "Confidence": 0.988, "X1": 0.83311, "Y1": 0.7682, "X2": 0.87516, "Y2": 0.768, "X3": 0.87385, "Y3": 0.7848, "X4": 0.83311, "Y4": 0.7838, "page": 0, "Index": 166}, {"Word": "Treated,", "Confidence": 0.993, "X1": 0.02628, "Y1": 0.7852, "X2": 0.11301, "Y2": 0.785, "X3": 0.11301, "Y3": 0.7988, "X4": 0.02628, "Y4": 0.7988, "page": 0, "Index": 167}, {"Word": "Sample", "Confidence": 0.941, "X1": 0.02497, "Y1": 0.7992, "X2": 0.08936, "Y2": 0.799, "X3": 0.08804, "Y3": 0.8138, "X4": 0.02365, "Y4": 0.8148, "page": 0, "Index": 168}, {"Word": "B", "Confidence": 0.998, "X1": 0.09724, "Y1": 0.7992, "X2": 0.10907, "Y2": 0.799, "X3": 0.10775, "Y3": 0.8138, "X4": 0.09724, "Y4": 0.8138, "page": 0, "Index": 169}, {"Word": "Run", "Confidence": 0.998, "X1": 0.00526, "Y1": 0.8302, "X2": 0.03679, "Y2": 0.83, "X3": 0.03548, "Y3": 0.8458, "X4": 0.00263, "Y4": 0.8458, "page": 0, "Index": 170}, {"Word": "147,", "Confidence": 0.982, "X1": 0.04731, "Y1": 0.8302, "X2": 0.09198, "Y2": 0.83, "X3": 0.09198, "Y3": 0.8468, "X4": 0.04599, "Y4": 0.8468, "page": 0, "Index": 171}, {"Word": "Lab", "Confidence": 0.998, "X1": 0.09593, "Y1": 0.8312, "X2": 0.13141, "Y2": 0.831, "X3": 0.13141, "Y3": 0.8468, "X4": 0.09593, "Y4": 0.8468, "page": 0, "Index": 172}, {"Word": "94.72", "Confidence": 0.993, "X1": 0.2247, "Y1": 0.8312, "X2": 0.28121, "Y2": 0.831, "X3": 0.28121, "Y3": 0.8468, "X4": 0.22339, "Y4": 0.8458, "page": 0, "Index": 173}, {"Word": "1.04", "Confidence": 0.982, "X1": 0.39422, "Y1": 0.8302, "X2": 0.44021, "Y2": 0.83, "X3": 0.44021, "Y3": 0.8458, "X4": 0.39422, "Y4": 0.8468, "page": 0, "Index": 174}, {"Word": ".025", "Confidence": 0.988, "X1": 0.60841, "Y1": 0.8312, "X2": 0.65177, "Y2": 0.831, "X3": 0.65177, "Y3": 0.8478, "X4": 0.60841, "Y4": 0.8488, "page": 0, "Index": 175}, {"Word": ".030", "Confidence": 0.991, "X1": 0.83311, "Y1": 0.8332, "X2": 0.87385, "Y2": 0.833, "X3": 0.87385, "Y3": 0.8468, "X4": 0.83311, "Y4": 0.8478, "page": 0, "Index": 176}, {"Word": "Treated,", "Confidence": 0.993, "X1": 0.02628, "Y1": 0.8472, "X2": 0.11301, "Y2": 0.847, "X3": 0.11432, "Y3": 0.8638, "X4": 0.02628, "Y4": 0.8628, "page": 0, "Index": 177}, {"Word": "Sample", "Confidence": 0.9, "X1": 0.02365, "Y1": 0.8622, "X2": 0.08936, "Y2": 0.862, "X3": 0.08936, "Y3": 0.8788, "X4": 0.02234, "Y4": 0.8788, "page": 0, "Index": 178}, {"Word": "\u010c", "Confidence": 0.024, "X1": 0.09593, "Y1": 0.8622, "X2": 0.10907, "Y2": 0.862, "X3": 0.10907, "Y3": 0.8788, "X4": 0.09593, "Y4": 0.8788, "page": 0, "Index": 179}, {"Word": "Run", "Confidence": 0.998, "X1": 0.00394, "Y1": 0.8942, "X2": 0.03548, "Y2": 0.894, "X3": 0.03548, "Y3": 0.9108, "X4": 0.00263, "Y4": 0.9108, "page": 0, "Index": 180}, {"Word": "147,", "Confidence": 0.99, "X1": 0.04468, "Y1": 0.8942, "X2": 0.09067, "Y2": 0.894, "X3": 0.09067, "Y3": 0.9108, "X4": 0.04468, "Y4": 0.9108, "page": 0, "Index": 181}, {"Word": "Lab", "Confidence": 0.998, "X1": 0.09724, "Y1": 0.8942, "X2": 0.13141, "Y2": 0.894, "X3": 0.13141, "Y3": 0.9108, "X4": 0.09724, "Y4": 0.9108, "page": 0, "Index": 182}, {"Word": "94.94", "Confidence": 0.994, "X1": 0.22339, "Y1": 0.8952, "X2": 0.27989, "Y2": 0.895, "X3": 0.27989, "Y3": 0.9108, "X4": 0.22339, "Y4": 0.9098, "page": 0, "Index": 183}, {"Word": "1.06", "Confidence": 0.982, "X1": 0.39553, "Y1": 0.8942, "X2": 0.43758, "Y2": 0.894, "X3": 0.4389, "Y3": 0.9098, "X4": 0.39553, "Y4": 0.9098, "page": 0, "Index": 184}, {"Word": ".024", "Confidence": 0.988, "X1": 0.60841, "Y1": 0.8952, "X2": 0.64915, "Y2": 0.895, "X3": 0.64915, "Y3": 0.9108, "X4": 0.60841, "Y4": 0.9118, "page": 0, "Index": 185}, {"Word": ".030", "Confidence": 0.987, "X1": 0.8318, "Y1": 0.8962, "X2": 0.87516, "Y2": 0.896, "X3": 0.87516, "Y3": 0.9128, "X4": 0.8318, "Y4": 0.9138, "page": 0, "Index": 186}, {"Word": "50902", "Confidence": 0.994, "X1": 0.9724, "Y1": 0.9162, "X2": 0.9724, "Y2": 0.916, "X3": 0.95401, "Y3": 0.9158, "X4": 0.95401, "Y4": 0.8708, "page": 0, "Index": 187}, {"Word": "Treated,", "Confidence": 0.993, "X1": 0.02497, "Y1": 0.9122, "X2": 0.1117, "Y2": 0.912, "X3": 0.1117, "Y3": 0.9278, "X4": 0.02497, "Y4": 0.9268, "page": 0, "Index": 188}, {"Word": "Sample", "Confidence": 0.991, "X1": 0.02628, "Y1": 0.9272, "X2": 0.08804, "Y2": 0.927, "X3": 0.08804, "Y3": 0.9438, "X4": 0.02497, "Y4": 0.9428, "page": 0, "Index": 189}, {"Word": "D", "Confidence": 0.997, "X1": 0.09724, "Y1": 0.9272, "X2": 0.10907, "Y2": 0.927, "X3": 0.10775, "Y3": 0.9428, "X4": 0.09593, "Y4": 0.9438, "page": 0, "Index": 190}, {"Word": "6597", "Confidence": 0.991, "X1": 0.97372, "Y1": 0.9642, "X2": 0.97372, "Y2": 0.964, "X3": 0.95401, "Y3": 0.9638, "X4": 0.95401, "Y4": 0.9258, "page": 0, "Index": 191}, {"Word": "Uncorrected", "Confidence": 0.992, "X1": 0.32983, "Y1": 0.9602, "X2": 0.45992, "Y2": 0.96, "X3": 0.45992, "Y3": 0.9778, "X4": 0.32983, "Y4": 0.9768, "page": 0, "Index": 192}, {"Word": "for", "Confidence": 0.998, "X1": 0.46781, "Y1": 0.9602, "X2": 0.50197, "Y2": 0.96, "X3": 0.50197, "Y3": 0.9778, "X4": 0.46781, "Y4": 0.9778, "page": 0, "Index": 193}, {"Word": "Solids", "Confidence": 0.997, "X1": 0.50854, "Y1": 0.9602, "X2": 0.57819, "Y2": 0.96, "X3": 0.57819, "Y3": 0.9778, "X4": 0.50854, "Y4": 0.9778, "page": 0, "Index": 194}, {"Word": "Content", "Confidence": 0.997, "X1": 0.58476, "Y1": 0.9602, "X2": 0.6636, "Y2": 0.96, "X3": 0.66229, "Y3": 0.9778, "X4": 0.58476, "Y4": 0.9778, "page": 0, "Index": 195}]}	"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"
ffmh0100	10	{"lines_data": [{"Word": "MEQ. ACIDS/ML", "Confidence": 0.988, "X1": 0.55526, "Y1": 0.0892, "X2": 0.69737, "Y2": 0.089, "X3": 0.69737, "Y3": 0.1058, "X4": 0.55526, "Y4": 0.1058, "page": 0}, {"Word": "MEQ. ACIDS & LACTONES", "Confidence": 0.9905, "X1": 0.75395, "Y1": 0.0902, "X2": 0.98684, "Y2": 0.09, "X3": 0.98684, "Y3": 0.1058, "X4": 0.75395, "Y4": 0.1058, "page": 0}, {"Word": "SAMPLE", "Confidence": 0.994, "X1": 0.05789, "Y1": 0.1062, "X2": 0.12763, "Y2": 0.106, "X3": 0.12763, "Y3": 0.1218, "X4": 0.05921, "Y4": 0.1238, "page": 0}, {"Word": "@ 30% SOLIDS", "Confidence": 0.987, "X1": 0.55789, "Y1": 0.1052, "X2": 0.68947, "Y2": 0.105, "X3": 0.68947, "Y3": 0.1208, "X4": 0.55789, "Y4": 0.1218, "page": 0}, {"Word": "PER ML @ 30% SOLIDS", "Confidence": 0.9956, "X1": 0.76447, "Y1": 0.1072, "X2": 0.975, "Y2": 0.107, "X3": 0.975, "Y3": 0.1228, "X4": 0.76447, "Y4": 0.1218, "page": 0}, {"Word": "CC-33", "Confidence": 0.994, "X1": 0.01579, "Y1": 0.1382, "X2": 0.07105, "Y2": 0.138, "X3": 0.07105, "Y3": 0.1548, "X4": 0.01579, "Y4": 0.1548, "page": 0}, {"Word": "0.058", "Confidence": 0.993, "X1": 0.6, "Y1": 0.1382, "X2": 0.65526, "Y2": 0.138, "X3": 0.65526, "Y3": 0.1538, "X4": 0.6, "Y4": 0.1538, "page": 0}, {"Word": "0.068", "Confidence": 0.997, "X1": 0.82368, "Y1": 0.1382, "X2": 0.88026, "Y2": 0.138, "X3": 0.87895, "Y3": 0.1538, "X4": 0.82368, "Y4": 0.1528, "page": 0}, {"Word": "-36", "Confidence": 0.998, "X1": 0.03947, "Y1": 0.1712, "X2": 0.07237, "Y2": 0.171, "X3": 0.07237, "Y3": 0.1868, "X4": 0.03947, "Y4": 0.1878, "page": 0}, {"Word": "0.062", "Confidence": 0.996, "X1": 0.6, "Y1": 0.1702, "X2": 0.65658, "Y2": 0.17, "X3": 0.65658, "Y3": 0.1858, "X4": 0.6, "Y4": 0.1858, "page": 0}, {"Word": "0.071", "Confidence": 0.991, "X1": 0.82237, "Y1": 0.1702, "X2": 0.87763, "Y2": 0.17, "X3": 0.87763, "Y3": 0.1858, "X4": 0.82237, "Y4": 0.1858, "page": 0}, {"Word": "0.063", "Confidence": 0.994, "X1": 0.6, "Y1": 0.2032, "X2": 0.65526, "Y2": 0.203, "X3": 0.65526, "Y3": 0.2178, "X4": 0.6, "Y4": 0.2178, "page": 0}, {"Word": "-38", "Confidence": 0.998, "X1": 0.03947, "Y1": 0.2032, "X2": 0.07237, "Y2": 0.203, "X3": 0.07237, "Y3": 0.2188, "X4": 0.03947, "Y4": 0.2198, "page": 0}, {"Word": "0.072", "Confidence": 0.994, "X1": 0.82368, "Y1": 0.2032, "X2": 0.87895, "Y2": 0.203, "X3": 0.87895, "Y3": 0.2188, "X4": 0.82368, "Y4": 0.2188, "page": 0}, {"Word": "-40", "Confidence": 0.998, "X1": 0.03947, "Y1": 0.2332, "X2": 0.07105, "Y2": 0.233, "X3": 0.07105, "Y3": 0.2518, "X4": 0.03947, "Y4": 0.2518, "page": 0}, {"Word": "0.059", "Confidence": 0.993, "X1": 0.6, "Y1": 0.2342, "X2": 0.65658, "Y2": 0.234, "X3": 0.65526, "Y3": 0.2498, "X4": 0.6, "Y4": 0.2508, "page": 0}, {"Word": "0.070", "Confidence": 0.993, "X1": 0.82368, "Y1": 0.2352, "X2": 0.87895, "Y2": 0.235, "X3": 0.87763, "Y3": 0.2498, "X4": 0.82237, "Y4": 0.2498, "page": 0}, {"Word": "-42", "Confidence": 0.999, "X1": 0.03816, "Y1": 0.2652, "X2": 0.07105, "Y2": 0.265, "X3": 0.06974, "Y3": 0.2848, "X4": 0.03816, "Y4": 0.2858, "page": 0}, {"Word": "0.059", "Confidence": 0.993, "X1": 0.59868, "Y1": 0.2662, "X2": 0.65526, "Y2": 0.266, "X3": 0.65658, "Y3": 0.2828, "X4": 0.59868, "Y4": 0.2828, "page": 0}, {"Word": "0.066", "Confidence": 0.994, "X1": 0.82368, "Y1": 0.2672, "X2": 0.87895, "Y2": 0.267, "X3": 0.87763, "Y3": 0.2828, "X4": 0.82237, "Y4": 0.2828, "page": 0}, {"Word": "-44", "Confidence": 0.995, "X1": 0.03947, "Y1": 0.2972, "X2": 0.07237, "Y2": 0.297, "X3": 0.07237, "Y3": 0.3178, "X4": 0.04079, "Y4": 0.3178, "page": 0}, {"Word": "0.060", "Confidence": 0.997, "X1": 0.59605, "Y1": 0.2992, "X2": 0.65658, "Y2": 0.299, "X3": 0.65658, "Y3": 0.3158, "X4": 0.59605, "Y4": 0.3148, "page": 0}, {"Word": "0.068", "Confidence": 0.994, "X1": 0.82237, "Y1": 0.3002, "X2": 0.88026, "Y2": 0.3, "X3": 0.88026, "Y3": 0.3158, "X4": 0.82237, "Y4": 0.3148, "page": 0}, {"Word": "0.088", "Confidence": 0.996, "X1": 0.59868, "Y1": 0.3322, "X2": 0.65658, "Y2": 0.332, "X3": 0.65658, "Y3": 0.3468, "X4": 0.59737, "Y4": 0.3468, "page": 0}, {"Word": "0.096", "Confidence": 0.997, "X1": 0.82105, "Y1": 0.3322, "X2": 0.87895, "Y2": 0.332, "X3": 0.87895, "Y3": 0.3478, "X4": 0.82237, "Y4": 0.3468, "page": 0}, {"Word": "-46", "Confidence": 0.994, "X1": 0.04079, "Y1": 0.3302, "X2": 0.07237, "Y2": 0.33, "X3": 0.07237, "Y3": 0.3498, "X4": 0.04211, "Y4": 0.3498, "page": 0}, {"Word": "-48", "Confidence": 0.991, "X1": 0.04211, "Y1": 0.3632, "X2": 0.07368, "Y2": 0.363, "X3": 0.07368, "Y3": 0.3808, "X4": 0.04211, "Y4": 0.3818, "page": 0}, {"Word": "0.093", "Confidence": 0.993, "X1": 0.6, "Y1": 0.3632, "X2": 0.65526, "Y2": 0.363, "X3": 0.65526, "Y3": 0.3798, "X4": 0.59868, "Y4": 0.3798, "page": 0}, {"Word": "0.110", "Confidence": 0.994, "X1": 0.82237, "Y1": 0.3642, "X2": 0.88026, "Y2": 0.364, "X3": 0.88026, "Y3": 0.3798, "X4": 0.82237, "Y4": 0.3788, "page": 0}, {"Word": "-50", "Confidence": 0.998, "X1": 0.04079, "Y1": 0.3952, "X2": 0.07368, "Y2": 0.395, "X3": 0.07237, "Y3": 0.4138, "X4": 0.04079, "Y4": 0.4138, "page": 0}, {"Word": "0.096", "Confidence": 0.996, "X1": 0.59868, "Y1": 0.3942, "X2": 0.65526, "Y2": 0.394, "X3": 0.65526, "Y3": 0.4118, "X4": 0.59737, "Y4": 0.4118, "page": 0}, {"Word": "0.108", "Confidence": 0.996, "X1": 0.82237, "Y1": 0.3962, "X2": 0.87763, "Y2": 0.396, "X3": 0.87763, "Y3": 0.4118, "X4": 0.82105, "Y4": 0.4108, "page": 0}, {"Word": "-52", "Confidence": 0.998, "X1": 0.04079, "Y1": 0.4272, "X2": 0.07368, "Y2": 0.427, "X3": 0.07237, "Y3": 0.4458, "X4": 0.03947, "Y4": 0.4458, "page": 0}, {"Word": "0.095", "Confidence": 0.996, "X1": 0.6, "Y1": 0.4282, "X2": 0.65526, "Y2": 0.428, "X3": 0.65526, "Y3": 0.4438, "X4": 0.59868, "Y4": 0.4448, "page": 0}, {"Word": "0.108", "Confidence": 0.993, "X1": 0.82237, "Y1": 0.4282, "X2": 0.87763, "Y2": 0.428, "X3": 0.87895, "Y3": 0.4448, "X4": 0.82237, "Y4": 0.4438, "page": 0}, {"Word": "-54", "Confidence": 0.998, "X1": 0.03553, "Y1": 0.4602, "X2": 0.07237, "Y2": 0.46, "X3": 0.07105, "Y3": 0.4758, "X4": 0.03553, "Y4": 0.4768, "page": 0}, {"Word": "0.096", "Confidence": 0.994, "X1": 0.6, "Y1": 0.4592, "X2": 0.65526, "Y2": 0.459, "X3": 0.65526, "Y3": 0.4758, "X4": 0.59868, "Y4": 0.4768, "page": 0}, {"Word": "0.108", "Confidence": 0.994, "X1": 0.82105, "Y1": 0.4602, "X2": 0.87895, "Y2": 0.46, "X3": 0.87895, "Y3": 0.4758, "X4": 0.82237, "Y4": 0.4758, "page": 0}, {"Word": "0.093", "Confidence": 0.993, "X1": 0.59868, "Y1": 0.4912, "X2": 0.65526, "Y2": 0.491, "X3": 0.65658, "Y3": 0.5078, "X4": 0.59868, "Y4": 0.5078, "page": 0}, {"Word": "0.106", "Confidence": 0.992, "X1": 0.82105, "Y1": 0.4922, "X2": 0.87895, "Y2": 0.492, "X3": 0.87763, "Y3": 0.5068, "X4": 0.82237, "Y4": 0.5078, "page": 0}, {"Word": "-56", "Confidence": 0.994, "X1": 0.03947, "Y1": 0.4912, "X2": 0.07237, "Y2": 0.491, "X3": 0.07105, "Y3": 0.5088, "X4": 0.03947, "Y4": 0.5088, "page": 0}, {"Word": "-58", "Confidence": 0.994, "X1": 0.03684, "Y1": 0.5242, "X2": 0.07368, "Y2": 0.524, "X3": 0.07105, "Y3": 0.5408, "X4": 0.03553, "Y4": 0.5408, "page": 0}, {"Word": "0.072", "Confidence": 0.997, "X1": 0.59737, "Y1": 0.5242, "X2": 0.65526, "Y2": 0.524, "X3": 0.65395, "Y3": 0.5408, "X4": 0.59737, "Y4": 0.5408, "page": 0}, {"Word": "0.085", "Confidence": 0.997, "X1": 0.82105, "Y1": 0.5242, "X2": 0.87895, "Y2": 0.524, "X3": 0.87895, "Y3": 0.5398, "X4": 0.82237, "Y4": 0.5408, "page": 0}, {"Word": "8-C2", "Confidence": 0.983, "X1": 0.02632, "Y1": 0.5572, "X2": 0.07368, "Y2": 0.557, "X3": 0.07237, "Y3": 0.5738, "X4": 0.02632, "Y4": 0.5728, "page": 0}, {"Word": "0.053", "Confidence": 0.994, "X1": 0.59868, "Y1": 0.5552, "X2": 0.65526, "Y2": 0.555, "X3": 0.65526, "Y3": 0.5728, "X4": 0.59868, "Y4": 0.5728, "page": 0}, {"Word": "0.068", "Confidence": 0.993, "X1": 0.82237, "Y1": 0.5562, "X2": 0.87895, "Y2": 0.556, "X3": 0.87895, "Y3": 0.5718, "X4": 0.82237, "Y4": 0.5718, "page": 0}, {"Word": "8-AC", "Confidence": 0.992, "X1": 0.02763, "Y1": 0.5892, "X2": 0.07368, "Y2": 0.589, "X3": 0.07105, "Y3": 0.6058, "X4": 0.02632, "Y4": 0.6048, "page": 0}, {"Word": "0.026", "Confidence": 0.997, "X1": 0.59868, "Y1": 0.5872, "X2": 0.65526, "Y2": 0.587, "X3": 0.65526, "Y3": 0.6048, "X4": 0.59737, "Y4": 0.6038, "page": 0}, {"Word": "0.040", "Confidence": 0.994, "X1": 0.82237, "Y1": 0.5882, "X2": 0.87895, "Y2": 0.588, "X3": 0.87763, "Y3": 0.6028, "X4": 0.82237, "Y4": 0.6038, "page": 0}, {"Word": "8-C3", "Confidence": 0.992, "X1": 0.02763, "Y1": 0.6212, "X2": 0.07237, "Y2": 0.621, "X3": 0.07237, "Y3": 0.6368, "X4": 0.02763, "Y4": 0.6358, "page": 0}, {"Word": "0.021", "Confidence": 0.991, "X1": 0.59868, "Y1": 0.6202, "X2": 0.65395, "Y2": 0.62, "X3": 0.65395, "Y3": 0.6368, "X4": 0.59868, "Y4": 0.6348, "page": 0}, {"Word": "0.035", "Confidence": 0.994, "X1": 0.82237, "Y1": 0.6192, "X2": 0.87763, "Y2": 0.619, "X3": 0.87763, "Y3": 0.6358, "X4": 0.82237, "Y4": 0.6358, "page": 0}, {"Word": "0.003", "Confidence": 0.991, "X1": 0.59868, "Y1": 0.6512, "X2": 0.65526, "Y2": 0.651, "X3": 0.65526, "Y3": 0.6668, "X4": 0.59868, "Y4": 0.6668, "page": 0}, {"Word": "0.015", "Confidence": 0.997, "X1": 0.82237, "Y1": 0.6522, "X2": 0.87895, "Y2": 0.652, "X3": 0.87763, "Y3": 0.6668, "X4": 0.82105, "Y4": 0.6668, "page": 0}, {"Word": "8-A3", "Confidence": 0.988, "X1": 0.025, "Y1": 0.6532, "X2": 0.07237, "Y2": 0.653, "X3": 0.07237, "Y3": 0.6688, "X4": 0.02368, "Y4": 0.6678, "page": 0}, {"Word": "PC-1", "Confidence": 0.987, "X1": 0.01579, "Y1": 0.6852, "X2": 0.06184, "Y2": 0.685, "X3": 0.06053, "Y3": 0.6998, "X4": 0.01447, "Y4": 0.6998, "page": 0}, {"Word": "0.059", "Confidence": 0.955, "X1": 0.59737, "Y1": 0.6832, "X2": 0.65526, "Y2": 0.683, "X3": 0.65526, "Y3": 0.6988, "X4": 0.59737, "Y4": 0.6988, "page": 0}, {"Word": "0.068", "Confidence": 0.996, "X1": 0.82237, "Y1": 0.6842, "X2": 0.87895, "Y2": 0.684, "X3": 0.87763, "Y3": 0.6988, "X4": 0.82237, "Y4": 0.6978, "page": 0}, {"Word": "PA-1", "Confidence": 0.985, "X1": 0.01711, "Y1": 0.7172, "X2": 0.05921, "Y2": 0.717, "X3": 0.05921, "Y3": 0.7318, "X4": 0.01579, "Y4": 0.7318, "page": 0}, {"Word": "0.032", "Confidence": 0.997, "X1": 0.6, "Y1": 0.7152, "X2": 0.65658, "Y2": 0.715, "X3": 0.65658, "Y3": 0.7308, "X4": 0.6, "Y4": 0.7308, "page": 0}, {"Word": "0.044", "Confidence": 0.993, "X1": 0.82237, "Y1": 0.7162, "X2": 0.88158, "Y2": 0.716, "X3": 0.88026, "Y3": 0.7308, "X4": 0.82237, "Y4": 0.7308, "page": 0}, {"Word": "SC-2", "Confidence": 0.986, "X1": 0.01842, "Y1": 0.7492, "X2": 0.06447, "Y2": 0.749, "X3": 0.06447, "Y3": 0.7648, "X4": 0.01711, "Y4": 0.7638, "page": 0}, {"Word": "0.015", "Confidence": 0.993, "X1": 0.59868, "Y1": 0.7472, "X2": 0.65526, "Y2": 0.747, "X3": 0.65526, "Y3": 0.7638, "X4": 0.59868, "Y4": 0.7638, "page": 0}, {"Word": "0.028", "Confidence": 0.997, "X1": 0.82368, "Y1": 0.7482, "X2": 0.87895, "Y2": 0.748, "X3": 0.87895, "Y3": 0.7628, "X4": 0.82368, "Y4": 0.7628, "page": 0}, {"Word": "SA-2", "Confidence": 0.987, "X1": 0.01711, "Y1": 0.7812, "X2": 0.06316, "Y2": 0.781, "X3": 0.06184, "Y3": 0.7968, "X4": 0.01711, "Y4": 0.7968, "page": 0}, {"Word": "0.003", "Confidence": 0.997, "X1": 0.6, "Y1": 0.7802, "X2": 0.65658, "Y2": 0.78, "X3": 0.65658, "Y3": 0.7958, "X4": 0.6, "Y4": 0.7958, "page": 0}, {"Word": "0.017", "Confidence": 0.991, "X1": 0.82368, "Y1": 0.7802, "X2": 0.87895, "Y2": 0.78, "X3": 0.87895, "Y3": 0.7968, "X4": 0.82237, "Y4": 0.7958, "page": 0}, {"Word": "CB-1", "Confidence": 0.993, "X1": 0.01711, "Y1": 0.8112, "X2": 0.06447, "Y2": 0.811, "X3": 0.06447, "Y3": 0.8278, "X4": 0.01711, "Y4": 0.8288, "page": 0}, {"Word": "0.002", "Confidence": 0.994, "X1": 0.59868, "Y1": 0.8112, "X2": 0.65658, "Y2": 0.811, "X3": 0.65658, "Y3": 0.8278, "X4": 0.59868, "Y4": 0.8278, "page": 0}, {"Word": "0.012", "Confidence": 0.997, "X1": 0.82237, "Y1": 0.8122, "X2": 0.87895, "Y2": 0.812, "X3": 0.87895, "Y3": 0.8288, "X4": 0.82105, "Y4": 0.8278, "page": 0}, {"Word": "CB-2", "Confidence": 0.99, "X1": 0.01842, "Y1": 0.8432, "X2": 0.06316, "Y2": 0.843, "X3": 0.06316, "Y3": 0.8588, "X4": 0.01842, "Y4": 0.8588, "page": 0}, {"Word": "0.003", "Confidence": 0.993, "X1": 0.59868, "Y1": 0.8432, "X2": 0.65658, "Y2": 0.843, "X3": 0.65658, "Y3": 0.8598, "X4": 0.59868, "Y4": 0.8598, "page": 0}, {"Word": "0.016", "Confidence": 0.993, "X1": 0.82237, "Y1": 0.8442, "X2": 0.87895, "Y2": 0.844, "X3": 0.87763, "Y3": 0.8598, "X4": 0.82105, "Y4": 0.8598, "page": 0}, {"Word": "CB-10", "Confidence": 0.994, "X1": 0.01711, "Y1": 0.8762, "X2": 0.07237, "Y2": 0.876, "X3": 0.07237, "Y3": 0.8918, "X4": 0.01711, "Y4": 0.8918, "page": 0}, {"Word": "0.004", "Confidence": 0.997, "X1": 0.6, "Y1": 0.8752, "X2": 0.65526, "Y2": 0.875, "X3": 0.65526, "Y3": 0.8918, "X4": 0.59868, "Y4": 0.8928, "page": 0}, {"Word": "0.017", "Confidence": 0.994, "X1": 0.82237, "Y1": 0.8762, "X2": 0.87895, "Y2": 0.876, "X3": 0.87895, "Y3": 0.8928, "X4": 0.82237, "Y4": 0.8928, "page": 0}, {"Word": "CB-20", "Confidence": 0.997, "X1": 0.01711, "Y1": 0.9082, "X2": 0.07237, "Y2": 0.908, "X3": 0.07237, "Y3": 0.9238, "X4": 0.01579, "Y4": 0.9238, "page": 0}, {"Word": "0.004", "Confidence": 0.997, "X1": 0.59868, "Y1": 0.9072, "X2": 0.65526, "Y2": 0.907, "X3": 0.65526, "Y3": 0.9248, "X4": 0.59868, "Y4": 0.9248, "page": 0}, {"Word": "0.017", "Confidence": 0.997, "X1": 0.82237, "Y1": 0.9082, "X2": 0.88026, "Y2": 0.908, "X3": 0.87895, "Y3": 0.9238, "X4": 0.82105, "Y4": 0.9238, "page": 0}, {"Word": "50902 6602", "Confidence": 0.9925, "X1": 0.95921, "Y1": 0.9482, "X2": 0.96711, "Y2": 0.948, "X3": 0.94605, "Y3": 0.9488, "X4": 0.93816, "Y4": 0.8518, "page": 0}], "words_data": [{"Word": "MEQ.", "Confidence": 0.981, "X1": 0.55658, "Y1": 0.0902, "X2": 0.60263, "Y2": 0.09, "X3": 0.60263, "Y3": 0.1068, "X4": 0.55658, "Y4": 0.1068, "page": 0, "Index": 0}, {"Word": "ACIDS/ML", "Confidence": 0.995, "X1": 0.60789, "Y1": 0.0902, "X2": 0.69737, "Y2": 0.09, "X3": 0.69868, "Y3": 0.1068, "X4": 0.60789, "Y4": 0.1068, "page": 0, "Index": 1}, {"Word": "MEQ.", "Confidence": 0.985, "X1": 0.75789, "Y1": 0.0902, "X2": 0.80526, "Y2": 0.09, "X3": 0.80395, "Y3": 0.1068, "X4": 0.75526, "Y4": 0.1068, "page": 0, "Index": 2}, {"Word": "ACIDS", "Confidence": 0.997, "X1": 0.81053, "Y1": 0.0912, "X2": 0.86842, "Y2": 0.091, "X3": 0.86711, "Y3": 0.1068, "X4": 0.80921, "Y4": 0.1068, "page": 0, "Index": 3}, {"Word": "&", "Confidence": 0.985, "X1": 0.87632, "Y1": 0.0912, "X2": 0.88947, "Y2": 0.091, "X3": 0.88816, "Y3": 0.1068, "X4": 0.875, "Y4": 0.1068, "page": 0, "Index": 4}, {"Word": "LACTONES", "Confidence": 0.995, "X1": 0.89605, "Y1": 0.0912, "X2": 0.98421, "Y2": 0.091, "X3": 0.98421, "Y3": 0.1068, "X4": 0.89474, "Y4": 0.1068, "page": 0, "Index": 5}, {"Word": "SAMPLE", "Confidence": 0.994, "X1": 0.05921, "Y1": 0.1062, "X2": 0.12237, "Y2": 0.106, "X3": 0.12237, "Y3": 0.1228, "X4": 0.05921, "Y4": 0.1238, "page": 0, "Index": 6}, {"Word": "@", "Confidence": 0.968, "X1": 0.55921, "Y1": 0.1072, "X2": 0.57105, "Y2": 0.107, "X3": 0.56974, "Y3": 0.1218, "X4": 0.55789, "Y4": 0.1218, "page": 0, "Index": 7}, {"Word": "30%", "Confidence": 0.998, "X1": 0.57895, "Y1": 0.1072, "X2": 0.61053, "Y2": 0.107, "X3": 0.61053, "Y3": 0.1218, "X4": 0.57763, "Y4": 0.1218, "page": 0, "Index": 8}, {"Word": "SOLIDS", "Confidence": 0.995, "X1": 0.61974, "Y1": 0.1062, "X2": 0.68421, "Y2": 0.106, "X3": 0.68553, "Y3": 0.1218, "X4": 0.61974, "Y4": 0.1218, "page": 0, "Index": 9}, {"Word": "PER", "Confidence": 0.998, "X1": 0.76842, "Y1": 0.1072, "X2": 0.80263, "Y2": 0.107, "X3": 0.80132, "Y3": 0.1228, "X4": 0.76711, "Y4": 0.1228, "page": 0, "Index": 10}, {"Word": "ML", "Confidence": 0.997, "X1": 0.81053, "Y1": 0.1072, "X2": 0.83553, "Y2": 0.107, "X3": 0.83553, "Y3": 0.1228, "X4": 0.81053, "Y4": 0.1228, "page": 0, "Index": 11}, {"Word": "@", "Confidence": 0.996, "X1": 0.84342, "Y1": 0.1072, "X2": 0.85526, "Y2": 0.107, "X3": 0.85526, "Y3": 0.1228, "X4": 0.84342, "Y4": 0.1228, "page": 0, "Index": 12}, {"Word": "30%", "Confidence": 0.991, "X1": 0.86447, "Y1": 0.1082, "X2": 0.89868, "Y2": 0.108, "X3": 0.89868, "Y3": 0.1228, "X4": 0.86447, "Y4": 0.1228, "page": 0, "Index": 13}, {"Word": "SOLIDS", "Confidence": 0.996, "X1": 0.90789, "Y1": 0.1082, "X2": 0.97368, "Y2": 0.108, "X3": 0.97368, "Y3": 0.1228, "X4": 0.90658, "Y4": 0.1228, "page": 0, "Index": 14}, {"Word": "CC-33", "Confidence": 0.994, "X1": 0.01579, "Y1": 0.1382, "X2": 0.07105, "Y2": 0.138, "X3": 0.07105, "Y3": 0.1538, "X4": 0.01579, "Y4": 0.1548, "page": 0, "Index": 15}, {"Word": "0.058", "Confidence": 0.993, "X1": 0.6, "Y1": 0.1382, "X2": 0.65395, "Y2": 0.138, "X3": 0.65395, "Y3": 0.1538, "X4": 0.6, "Y4": 0.1538, "page": 0, "Index": 16}, {"Word": "0.068", "Confidence": 0.997, "X1": 0.82368, "Y1": 0.1382, "X2": 0.87763, "Y2": 0.138, "X3": 0.87763, "Y3": 0.1538, "X4": 0.82368, "Y4": 0.1528, "page": 0, "Index": 17}, {"Word": "-36", "Confidence": 0.998, "X1": 0.03947, "Y1": 0.1712, "X2": 0.07105, "Y2": 0.171, "X3": 0.07105, "Y3": 0.1868, "X4": 0.03947, "Y4": 0.1878, "page": 0, "Index": 18}, {"Word": "0.062", "Confidence": 0.996, "X1": 0.6, "Y1": 0.1702, "X2": 0.65526, "Y2": 0.17, "X3": 0.65526, "Y3": 0.1858, "X4": 0.6, "Y4": 0.1858, "page": 0, "Index": 19}, {"Word": "0.071", "Confidence": 0.991, "X1": 0.82237, "Y1": 0.1702, "X2": 0.87763, "Y2": 0.17, "X3": 0.87763, "Y3": 0.1858, "X4": 0.82237, "Y4": 0.1858, "page": 0, "Index": 20}, {"Word": "0.063", "Confidence": 0.994, "X1": 0.6, "Y1": 0.2032, "X2": 0.65526, "Y2": 0.203, "X3": 0.65526, "Y3": 0.2178, "X4": 0.6, "Y4": 0.2178, "page": 0, "Index": 21}, {"Word": "-38", "Confidence": 0.998, "X1": 0.03947, "Y1": 0.2032, "X2": 0.07105, "Y2": 0.203, "X3": 0.07105, "Y3": 0.2188, "X4": 0.03947, "Y4": 0.2198, "page": 0, "Index": 22}, {"Word": "0.072", "Confidence": 0.994, "X1": 0.82368, "Y1": 0.2032, "X2": 0.87895, "Y2": 0.203, "X3": 0.87895, "Y3": 0.2188, "X4": 0.82368, "Y4": 0.2188, "page": 0, "Index": 23}, {"Word": "-40", "Confidence": 0.998, "X1": 0.03947, "Y1": 0.2332, "X2": 0.06842, "Y2": 0.233, "X3": 0.06974, "Y3": 0.2518, "X4": 0.03947, "Y4": 0.2518, "page": 0, "Index": 24}, {"Word": "0.059", "Confidence": 0.993, "X1": 0.6, "Y1": 0.2342, "X2": 0.65395, "Y2": 0.234, "X3": 0.65395, "Y3": 0.2498, "X4": 0.6, "Y4": 0.2508, "page": 0, "Index": 25}, {"Word": "0.070", "Confidence": 0.993, "X1": 0.82237, "Y1": 0.2352, "X2": 0.87895, "Y2": 0.235, "X3": 0.87895, "Y3": 0.2498, "X4": 0.82237, "Y4": 0.2498, "page": 0, "Index": 26}, {"Word": "-42", "Confidence": 0.999, "X1": 0.03816, "Y1": 0.2652, "X2": 0.06842, "Y2": 0.265, "X3": 0.06974, "Y3": 0.2848, "X4": 0.03816, "Y4": 0.2858, "page": 0, "Index": 27}, {"Word": "0.059", "Confidence": 0.993, "X1": 0.59868, "Y1": 0.2662, "X2": 0.65395, "Y2": 0.266, "X3": 0.65395, "Y3": 0.2828, "X4": 0.59868, "Y4": 0.2828, "page": 0, "Index": 28}, {"Word": "0.066", "Confidence": 0.994, "X1": 0.82237, "Y1": 0.2672, "X2": 0.87763, "Y2": 0.267, "X3": 0.87763, "Y3": 0.2828, "X4": 0.82237, "Y4": 0.2828, "page": 0, "Index": 29}, {"Word": "-44", "Confidence": 0.995, "X1": 0.03947, "Y1": 0.2972, "X2": 0.06974, "Y2": 0.297, "X3": 0.07105, "Y3": 0.3178, "X4": 0.03947, "Y4": 0.3178, "page": 0, "Index": 30}, {"Word": "0.060", "Confidence": 0.997, "X1": 0.59737, "Y1": 0.2992, "X2": 0.65526, "Y2": 0.299, "X3": 0.65526, "Y3": 0.3158, "X4": 0.59737, "Y4": 0.3158, "page": 0, "Index": 31}, {"Word": "0.068", "Confidence": 0.994, "X1": 0.82237, "Y1": 0.3002, "X2": 0.87763, "Y2": 0.3, "X3": 0.87763, "Y3": 0.3158, "X4": 0.82237, "Y4": 0.3148, "page": 0, "Index": 32}, {"Word": "0.088", "Confidence": 0.996, "X1": 0.59868, "Y1": 0.3322, "X2": 0.65526, "Y2": 0.332, "X3": 0.65526, "Y3": 0.3468, "X4": 0.59868, "Y4": 0.3468, "page": 0, "Index": 33}, {"Word": "0.096", "Confidence": 0.997, "X1": 0.82237, "Y1": 0.3322, "X2": 0.87763, "Y2": 0.332, "X3": 0.87763, "Y3": 0.3478, "X4": 0.82237, "Y4": 0.3468, "page": 0, "Index": 34}, {"Word": "-46", "Confidence": 0.994, "X1": 0.04079, "Y1": 0.3302, "X2": 0.07237, "Y2": 0.33, "X3": 0.07237, "Y3": 0.3488, "X4": 0.04079, "Y4": 0.3498, "page": 0, "Index": 35}, {"Word": "-48", "Confidence": 0.991, "X1": 0.04211, "Y1": 0.3632, "X2": 0.07237, "Y2": 0.363, "X3": 0.07368, "Y3": 0.3808, "X4": 0.04211, "Y4": 0.3818, "page": 0, "Index": 36}, {"Word": "0.093", "Confidence": 0.993, "X1": 0.59868, "Y1": 0.3632, "X2": 0.65395, "Y2": 0.363, "X3": 0.65395, "Y3": 0.3788, "X4": 0.59868, "Y4": 0.3798, "page": 0, "Index": 37}, {"Word": "0.110", "Confidence": 0.994, "X1": 0.82237, "Y1": 0.3642, "X2": 0.87763, "Y2": 0.364, "X3": 0.87763, "Y3": 0.3798, "X4": 0.82237, "Y4": 0.3788, "page": 0, "Index": 38}, {"Word": "-50", "Confidence": 0.998, "X1": 0.04079, "Y1": 0.3952, "X2": 0.07105, "Y2": 0.395, "X3": 0.07105, "Y3": 0.4138, "X4": 0.04079, "Y4": 0.4138, "page": 0, "Index": 39}, {"Word": "0.096", "Confidence": 0.996, "X1": 0.59737, "Y1": 0.3942, "X2": 0.65395, "Y2": 0.394, "X3": 0.65395, "Y3": 0.4118, "X4": 0.59868, "Y4": 0.4128, "page": 0, "Index": 40}, {"Word": "0.108", "Confidence": 0.996, "X1": 0.82237, "Y1": 0.3962, "X2": 0.87763, "Y2": 0.396, "X3": 0.87632, "Y3": 0.4118, "X4": 0.82105, "Y4": 0.4108, "page": 0, "Index": 41}, {"Word": "-52", "Confidence": 0.998, "X1": 0.03947, "Y1": 0.4272, "X2": 0.07237, "Y2": 0.427, "X3": 0.07237, "Y3": 0.4448, "X4": 0.03947, "Y4": 0.4458, "page": 0, "Index": 42}, {"Word": "0.095", "Confidence": 0.996, "X1": 0.59868, "Y1": 0.4282, "X2": 0.65395, "Y2": 0.428, "X3": 0.65395, "Y3": 0.4438, "X4": 0.6, "Y4": 0.4448, "page": 0, "Index": 43}, {"Word": "0.108", "Confidence": 0.993, "X1": 0.82237, "Y1": 0.4282, "X2": 0.87763, "Y2": 0.428, "X3": 0.87763, "Y3": 0.4448, "X4": 0.82237, "Y4": 0.4448, "page": 0, "Index": 44}, {"Word": "-54", "Confidence": 0.998, "X1": 0.03684, "Y1": 0.4602, "X2": 0.07105, "Y2": 0.46, "X3": 0.07105, "Y3": 0.4758, "X4": 0.03684, "Y4": 0.4768, "page": 0, "Index": 45}, {"Word": "0.096", "Confidence": 0.994, "X1": 0.59868, "Y1": 0.4592, "X2": 0.65263, "Y2": 0.459, "X3": 0.65395, "Y3": 0.4758, "X4": 0.59868, "Y4": 0.4768, "page": 0, "Index": 46}, {"Word": "0.108", "Confidence": 0.994, "X1": 0.82237, "Y1": 0.4602, "X2": 0.87763, "Y2": 0.46, "X3": 0.87763, "Y3": 0.4758, "X4": 0.82237, "Y4": 0.4758, "page": 0, "Index": 47}, {"Word": "0.093", "Confidence": 0.993, "X1": 0.59868, "Y1": 0.4912, "X2": 0.65395, "Y2": 0.491, "X3": 0.65395, "Y3": 0.5078, "X4": 0.59868, "Y4": 0.5088, "page": 0, "Index": 48}, {"Word": "0.106", "Confidence": 0.992, "X1": 0.82237, "Y1": 0.4922, "X2": 0.87895, "Y2": 0.492, "X3": 0.87895, "Y3": 0.5068, "X4": 0.82237, "Y4": 0.5078, "page": 0, "Index": 49}, {"Word": "-56", "Confidence": 0.994, "X1": 0.03947, "Y1": 0.4912, "X2": 0.07105, "Y2": 0.491, "X3": 0.07105, "Y3": 0.5088, "X4": 0.03947, "Y4": 0.5088, "page": 0, "Index": 50}, {"Word": "-58", "Confidence": 0.994, "X1": 0.03684, "Y1": 0.5242, "X2": 0.07237, "Y2": 0.524, "X3": 0.07237, "Y3": 0.5408, "X4": 0.03684, "Y4": 0.5408, "page": 0, "Index": 51}, {"Word": "0.072", "Confidence": 0.997, "X1": 0.59868, "Y1": 0.5242, "X2": 0.65395, "Y2": 0.524, "X3": 0.65395, "Y3": 0.5408, "X4": 0.59868, "Y4": 0.5408, "page": 0, "Index": 52}, {"Word": "0.085", "Confidence": 0.997, "X1": 0.82237, "Y1": 0.5242, "X2": 0.87763, "Y2": 0.524, "X3": 0.87763, "Y3": 0.5398, "X4": 0.82237, "Y4": 0.5408, "page": 0, "Index": 53}, {"Word": "8-C2", "Confidence": 0.983, "X1": 0.02632, "Y1": 0.5572, "X2": 0.07237, "Y2": 0.557, "X3": 0.07105, "Y3": 0.5738, "X4": 0.02632, "Y4": 0.5728, "page": 0, "Index": 54}, {"Word": "0.053", "Confidence": 0.994, "X1": 0.59868, "Y1": 0.5552, "X2": 0.65395, "Y2": 0.555, "X3": 0.65395, "Y3": 0.5728, "X4": 0.59868, "Y4": 0.5738, "page": 0, "Index": 55}, {"Word": "0.068", "Confidence": 0.993, "X1": 0.82237, "Y1": 0.5562, "X2": 0.87763, "Y2": 0.556, "X3": 0.87763, "Y3": 0.5718, "X4": 0.82237, "Y4": 0.5718, "page": 0, "Index": 56}, {"Word": "8-AC", "Confidence": 0.992, "X1": 0.02632, "Y1": 0.5892, "X2": 0.07237, "Y2": 0.589, "X3": 0.07105, "Y3": 0.6058, "X4": 0.02632, "Y4": 0.6048, "page": 0, "Index": 57}, {"Word": "0.026", "Confidence": 0.997, "X1": 0.59868, "Y1": 0.5872, "X2": 0.65395, "Y2": 0.587, "X3": 0.65395, "Y3": 0.6048, "X4": 0.59868, "Y4": 0.6048, "page": 0, "Index": 58}, {"Word": "0.040", "Confidence": 0.994, "X1": 0.82237, "Y1": 0.5882, "X2": 0.87763, "Y2": 0.588, "X3": 0.87763, "Y3": 0.6028, "X4": 0.82237, "Y4": 0.6038, "page": 0, "Index": 59}, {"Word": "8-C3", "Confidence": 0.992, "X1": 0.02763, "Y1": 0.6212, "X2": 0.07105, "Y2": 0.621, "X3": 0.06974, "Y3": 0.6368, "X4": 0.02763, "Y4": 0.6358, "page": 0, "Index": 60}, {"Word": "0.021", "Confidence": 0.991, "X1": 0.59868, "Y1": 0.6202, "X2": 0.65395, "Y2": 0.62, "X3": 0.65395, "Y3": 0.6368, "X4": 0.59868, "Y4": 0.6358, "page": 0, "Index": 61}, {"Word": "0.035", "Confidence": 0.994, "X1": 0.82237, "Y1": 0.6192, "X2": 0.87763, "Y2": 0.619, "X3": 0.87763, "Y3": 0.6358, "X4": 0.82237, "Y4": 0.6358, "page": 0, "Index": 62}, {"Word": "0.003", "Confidence": 0.991, "X1": 0.59868, "Y1": 0.6512, "X2": 0.65395, "Y2": 0.651, "X3": 0.65395, "Y3": 0.6668, "X4": 0.59868, "Y4": 0.6668, "page": 0, "Index": 63}, {"Word": "0.015", "Confidence": 0.997, "X1": 0.82237, "Y1": 0.6522, "X2": 0.87632, "Y2": 0.652, "X3": 0.87632, "Y3": 0.6668, "X4": 0.82237, "Y4": 0.6668, "page": 0, "Index": 64}, {"Word": "8-A3", "Confidence": 0.988, "X1": 0.02632, "Y1": 0.6532, "X2": 0.07105, "Y2": 0.653, "X3": 0.07105, "Y3": 0.6688, "X4": 0.02632, "Y4": 0.6688, "page": 0, "Index": 65}, {"Word": "PC-1", "Confidence": 0.987, "X1": 0.01579, "Y1": 0.6852, "X2": 0.06053, "Y2": 0.685, "X3": 0.06053, "Y3": 0.6998, "X4": 0.01579, "Y4": 0.6998, "page": 0, "Index": 66}, {"Word": "0.059", "Confidence": 0.955, "X1": 0.59868, "Y1": 0.6832, "X2": 0.65395, "Y2": 0.683, "X3": 0.65395, "Y3": 0.6988, "X4": 0.59868, "Y4": 0.6988, "page": 0, "Index": 67}, {"Word": "0.068", "Confidence": 0.996, "X1": 0.82237, "Y1": 0.6842, "X2": 0.87632, "Y2": 0.684, "X3": 0.87632, "Y3": 0.6988, "X4": 0.82237, "Y4": 0.6978, "page": 0, "Index": 68}, {"Word": "PA-1", "Confidence": 0.985, "X1": 0.01711, "Y1": 0.7172, "X2": 0.05921, "Y2": 0.717, "X3": 0.05921, "Y3": 0.7318, "X4": 0.01711, "Y4": 0.7318, "page": 0, "Index": 69}, {"Word": "0.032", "Confidence": 0.997, "X1": 0.6, "Y1": 0.7152, "X2": 0.65395, "Y2": 0.715, "X3": 0.65395, "Y3": 0.7308, "X4": 0.6, "Y4": 0.7308, "page": 0, "Index": 70}, {"Word": "0.044", "Confidence": 0.993, "X1": 0.82237, "Y1": 0.7152, "X2": 0.87895, "Y2": 0.715, "X3": 0.87895, "Y3": 0.7308, "X4": 0.82237, "Y4": 0.7298, "page": 0, "Index": 71}, {"Word": "SC-2", "Confidence": 0.986, "X1": 0.01711, "Y1": 0.7492, "X2": 0.06184, "Y2": 0.749, "X3": 0.06053, "Y3": 0.7648, "X4": 0.01711, "Y4": 0.7638, "page": 0, "Index": 72}, {"Word": "0.015", "Confidence": 0.993, "X1": 0.59868, "Y1": 0.7472, "X2": 0.65263, "Y2": 0.747, "X3": 0.65263, "Y3": 0.7638, "X4": 0.59868, "Y4": 0.7638, "page": 0, "Index": 73}, {"Word": "0.028", "Confidence": 0.997, "X1": 0.82368, "Y1": 0.7472, "X2": 0.87763, "Y2": 0.747, "X3": 0.87763, "Y3": 0.7628, "X4": 0.82368, "Y4": 0.7618, "page": 0, "Index": 74}, {"Word": "SA-2", "Confidence": 0.987, "X1": 0.01711, "Y1": 0.7812, "X2": 0.06053, "Y2": 0.781, "X3": 0.06053, "Y3": 0.7968, "X4": 0.01711, "Y4": 0.7968, "page": 0, "Index": 75}, {"Word": "0.003", "Confidence": 0.997, "X1": 0.6, "Y1": 0.7802, "X2": 0.65395, "Y2": 0.78, "X3": 0.65395, "Y3": 0.7958, "X4": 0.6, "Y4": 0.7958, "page": 0, "Index": 76}, {"Word": "0.017", "Confidence": 0.991, "X1": 0.82237, "Y1": 0.7802, "X2": 0.87763, "Y2": 0.78, "X3": 0.87763, "Y3": 0.7968, "X4": 0.82237, "Y4": 0.7958, "page": 0, "Index": 77}, {"Word": "CB-1", "Confidence": 0.993, "X1": 0.01711, "Y1": 0.8112, "X2": 0.06184, "Y2": 0.811, "X3": 0.06316, "Y3": 0.8278, "X4": 0.01711, "Y4": 0.8288, "page": 0, "Index": 78}, {"Word": "0.002", "Confidence": 0.994, "X1": 0.59868, "Y1": 0.8112, "X2": 0.65395, "Y2": 0.811, "X3": 0.65395, "Y3": 0.8278, "X4": 0.59868, "Y4": 0.8278, "page": 0, "Index": 79}, {"Word": "0.012", "Confidence": 0.997, "X1": 0.82237, "Y1": 0.8122, "X2": 0.87763, "Y2": 0.812, "X3": 0.87763, "Y3": 0.8288, "X4": 0.82237, "Y4": 0.8288, "page": 0, "Index": 80}, {"Word": "CB-2", "Confidence": 0.99, "X1": 0.01842, "Y1": 0.8432, "X2": 0.06053, "Y2": 0.843, "X3": 0.06184, "Y3": 0.8588, "X4": 0.01842, "Y4": 0.8598, "page": 0, "Index": 81}, {"Word": "0.003", "Confidence": 0.993, "X1": 0.59868, "Y1": 0.8432, "X2": 0.65395, "Y2": 0.843, "X3": 0.65395, "Y3": 0.8598, "X4": 0.59868, "Y4": 0.8598, "page": 0, "Index": 82}, {"Word": "0.016", "Confidence": 0.993, "X1": 0.82237, "Y1": 0.8442, "X2": 0.87763, "Y2": 0.844, "X3": 0.87763, "Y3": 0.8588, "X4": 0.82237, "Y4": 0.8598, "page": 0, "Index": 83}, {"Word": "CB-10", "Confidence": 0.994, "X1": 0.01711, "Y1": 0.8762, "X2": 0.07105, "Y2": 0.876, "X3": 0.07105, "Y3": 0.8918, "X4": 0.01711, "Y4": 0.8918, "page": 0, "Index": 84}, {"Word": "0.004", "Confidence": 0.997, "X1": 0.59868, "Y1": 0.8752, "X2": 0.65263, "Y2": 0.875, "X3": 0.65395, "Y3": 0.8918, "X4": 0.59868, "Y4": 0.8928, "page": 0, "Index": 85}, {"Word": "0.017", "Confidence": 0.994, "X1": 0.82237, "Y1": 0.8762, "X2": 0.87763, "Y2": 0.876, "X3": 0.87763, "Y3": 0.8928, "X4": 0.82237, "Y4": 0.8928, "page": 0, "Index": 86}, {"Word": "50902", "Confidence": 0.995, "X1": 0.96053, "Y1": 0.8992, "X2": 0.96447, "Y2": 0.899, "X3": 0.94342, "Y3": 0.8998, "X4": 0.93816, "Y4": 0.8528, "page": 0, "Index": 87}, {"Word": "CB-20", "Confidence": 0.997, "X1": 0.01579, "Y1": 0.9082, "X2": 0.07105, "Y2": 0.908, "X3": 0.07105, "Y3": 0.9228, "X4": 0.01579, "Y4": 0.9238, "page": 0, "Index": 88}, {"Word": "0.004", "Confidence": 0.997, "X1": 0.59868, "Y1": 0.9072, "X2": 0.65395, "Y2": 0.907, "X3": 0.65395, "Y3": 0.9248, "X4": 0.59868, "Y4": 0.9248, "page": 0, "Index": 89}, {"Word": "0.017", "Confidence": 0.997, "X1": 0.82237, "Y1": 0.9082, "X2": 0.87763, "Y2": 0.908, "X3": 0.87763, "Y3": 0.9238, "X4": 0.82237, "Y4": 0.9238, "page": 0, "Index": 90}, {"Word": "6602", "Confidence": 0.99, "X1": 0.96447, "Y1": 0.9462, "X2": 0.96711, "Y2": 0.946, "X3": 0.94737, "Y3": 0.9468, "X4": 0.94342, "Y4": 0.9078, "page": 0, "Index": 91}]}	"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"
ffmh0100	2	{"lines_data": [{"Word": "Mr. A. G. Moore", "Confidence": 0.997, "X1": 0.08564, "Y1": 0.0572, "X2": 0.25165, "Y2": 0.057, "X3": 0.25165, "Y3": 0.0718, "X4": 0.08696, "Y4": 0.0728, "page": 0}, {"Word": "-3.", "Confidence": 0.712, "X1": 0.46509, "Y1": 0.0542, "X2": 0.50329, "Y2": 0.054, "X3": 0.50461, "Y3": 0.0718, "X4": 0.4664, "Y4": 0.0768, "page": 0}, {"Word": "August 11, 1969", "Confidence": 0.98033, "X1": 0.71146, "Y1": 0.0542, "X2": 0.87615, "Y2": 0.054, "X3": 0.87747, "Y3": 0.0698, "X4": 0.71146, "Y4": 0.0728, "page": 0}, {"Word": "The results of this test are included in the attached tabulation.", "Confidence": 0.99473, "X1": 0.08564, "Y1": 0.1052, "X2": 0.77866, "Y2": 0.105, "X3": 0.77866, "Y3": 0.1208, "X4": 0.08564, "Y4": 0.1208, "page": 0}, {"Word": "A major portion of the analytical data is contained in this memorandum.", "Confidence": 0.99133, "X1": 0.13966, "Y1": 0.1372, "X2": 0.89196, "Y2": 0.137, "X3": 0.89196, "Y3": 0.1528, "X4": 0.13966, "Y4": 0.1538, "page": 0}, {"Word": "However, considerable data were also collected by Product Development personnel", "Confidence": 0.9927, "X1": 0.08696, "Y1": 0.1542, "X2": 0.9249, "Y2": 0.154, "X3": 0.9249, "Y3": 0.1688, "X4": 0.08696, "Y4": 0.1698, "page": 0}, {"Word": "and by Penick and Ford personnel. Due to the interrelationship of these", "Confidence": 0.98708, "X1": 0.08827, "Y1": 0.1702, "X2": 0.85244, "Y2": 0.17, "X3": 0.85244, "Y3": 0.1848, "X4": 0.08827, "Y4": 0.1858, "page": 0}, {"Word": "three groups of data, it would be premature to attempt to derive conclusions", "Confidence": 0.99677, "X1": 0.08959, "Y1": 0.1862, "X2": 0.89592, "Y2": 0.186, "X3": 0.89592, "Y3": 0.2008, "X4": 0.08959, "Y4": 0.2018, "page": 0}, {"Word": "based on the analytical data only. Therefore, it is not the authors' intent", "Confidence": 0.99446, "X1": 0.08827, "Y1": 0.2022, "X2": 0.8946, "Y2": 0.202, "X3": 0.8946, "Y3": 0.2168, "X4": 0.08827, "Y4": 0.2178, "page": 0}, {"Word": "to include any final conclusions in this memorandum, but to point out certain", "Confidence": 0.99577, "X1": 0.09091, "Y1": 0.2182, "X2": 0.90646, "Y2": 0.218, "X3": 0.90646, "Y3": 0.2328, "X4": 0.09091, "Y4": 0.2328, "page": 0}, {"Word": "trends that, when considered with all data at hand, will yield meaningful", "Confidence": 0.99225, "X1": 0.08696, "Y1": 0.2332, "X2": 0.86298, "Y2": 0.233, "X3": 0.86298, "Y3": 0.2488, "X4": 0.08696, "Y4": 0.2498, "page": 0}, {"Word": "conclusions concerning the combined effort.", "Confidence": 0.995, "X1": 0.08827, "Y1": 0.2502, "X2": 0.54414, "Y2": 0.25, "X3": 0.54414, "Y3": 0.2668, "X4": 0.08827, "Y4": 0.2678, "page": 0}, {"Word": "A. J. Sensabaugh, Jr.", "Confidence": 0.899, "X1": 0.59157, "Y1": 0.3422, "X2": 0.83136, "Y2": 0.342, "X3": 0.83136, "Y3": 0.3648, "X4": 0.59157, "Y4": 0.3638, "page": 0}, {"Word": "Kenneth 2 Bush", "Confidence": 0.51533, "X1": 0.57576, "Y1": 0.4022, "X2": 0.8643, "Y2": 0.402, "X3": 0.86561, "Y3": 0.4438, "X4": 0.57576, "Y4": 0.4498, "page": 0}, {"Word": "Kenneth L. Rush", "Confidence": 0.948, "X1": 0.63768, "Y1": 0.4412, "X2": 0.80237, "Y2": 0.441, "X3": 0.80237, "Y3": 0.4568, "X4": 0.63768, "Y4": 0.4578, "page": 0}, {"Word": ": bmg", "Confidence": 0.8335, "X1": 0.08959, "Y1": 0.4772, "X2": 0.13439, "Y2": 0.477, "X3": 0.13439, "Y3": 0.4908, "X4": 0.08959, "Y4": 0.4898, "page": 0}, {"Word": "Cc: Dr. Murray Senkus", "Confidence": 0.961, "X1": 0.08827, "Y1": 0.5062, "X2": 0.32411, "Y2": 0.506, "X3": 0.32411, "Y3": 0.5218, "X4": 0.08827, "Y4": 0.5218, "page": 0}, {"Word": "Dr. P. C. Markunas", "Confidence": 0.997, "X1": 0.13702, "Y1": 0.5232, "X2": 0.3386, "Y2": 0.523, "X3": 0.3386, "Y3": 0.5378, "X4": 0.13702, "Y4": 0.5378, "page": 0}, {"Word": "Dr. J. T. Dobbins, Jr.", "Confidence": 0.9942, "X1": 0.13966, "Y1": 0.5382, "X2": 0.37945, "Y2": 0.538, "X3": 0.37945, "Y3": 0.5528, "X4": 0.13966, "Y4": 0.5528, "page": 0}, {"Word": "Mr. R. L. Morgan - Prod. Dev.", "Confidence": 0.995, "X1": 0.13702, "Y1": 0.5542, "X2": 0.45059, "Y2": 0.554, "X3": 0.45059, "Y3": 0.5688, "X4": 0.13702, "Y4": 0.5698, "page": 0}, {"Word": "50902 6594", "Confidence": 0.9925, "X1": 0.94993, "Y1": 0.9632, "X2": 0.95389, "Y2": 0.963, "X3": 0.93281, "Y3": 0.9638, "X4": 0.92885, "Y4": 0.8648, "page": 0}], "words_data": [{"Word": "Mr.", "Confidence": 0.998, "X1": 0.08696, "Y1": 0.0592, "X2": 0.11989, "Y2": 0.059, "X3": 0.12121, "Y3": 0.0728, "X4": 0.08827, "Y4": 0.0728, "page": 0, "Index": 0}, {"Word": "A.", "Confidence": 0.998, "X1": 0.12912, "Y1": 0.0582, "X2": 0.15283, "Y2": 0.058, "X3": 0.15283, "Y3": 0.0728, "X4": 0.12912, "Y4": 0.0728, "page": 0, "Index": 1}, {"Word": "G.", "Confidence": 0.995, "X1": 0.15942, "Y1": 0.0582, "X2": 0.18445, "Y2": 0.058, "X3": 0.18445, "Y3": 0.0728, "X4": 0.15942, "Y4": 0.0728, "page": 0, "Index": 2}, {"Word": "Moore", "Confidence": 0.997, "X1": 0.19104, "Y1": 0.0572, "X2": 0.24769, "Y2": 0.057, "X3": 0.24769, "Y3": 0.0728, "X4": 0.19104, "Y4": 0.0728, "page": 0, "Index": 3}, {"Word": "-3.", "Confidence": 0.712, "X1": 0.46509, "Y1": 0.0542, "X2": 0.50066, "Y2": 0.054, "X3": 0.50461, "Y3": 0.0708, "X4": 0.46904, "Y4": 0.0758, "page": 0, "Index": 4}, {"Word": "August", "Confidence": 0.995, "X1": 0.71146, "Y1": 0.0562, "X2": 0.77866, "Y2": 0.056, "X3": 0.77734, "Y3": 0.0718, "X4": 0.71278, "Y4": 0.0738, "page": 0, "Index": 5}, {"Word": "11,", "Confidence": 0.958, "X1": 0.78524, "Y1": 0.0552, "X2": 0.82213, "Y2": 0.055, "X3": 0.82082, "Y3": 0.0708, "X4": 0.78524, "Y4": 0.0718, "page": 0, "Index": 6}, {"Word": "1969", "Confidence": 0.988, "X1": 0.82872, "Y1": 0.0552, "X2": 0.87352, "Y2": 0.055, "X3": 0.8722, "Y3": 0.0708, "X4": 0.8274, "Y4": 0.0708, "page": 0, "Index": 7}, {"Word": "The", "Confidence": 0.998, "X1": 0.08827, "Y1": 0.1072, "X2": 0.11989, "Y2": 0.107, "X3": 0.12121, "Y3": 0.1208, "X4": 0.08827, "Y4": 0.1208, "page": 0, "Index": 8}, {"Word": "results", "Confidence": 0.994, "X1": 0.12912, "Y1": 0.1062, "X2": 0.20553, "Y2": 0.106, "X3": 0.20553, "Y3": 0.1208, "X4": 0.12912, "Y4": 0.1208, "page": 0, "Index": 9}, {"Word": "of", "Confidence": 0.998, "X1": 0.21344, "Y1": 0.1062, "X2": 0.23715, "Y2": 0.106, "X3": 0.23715, "Y3": 0.1218, "X4": 0.21344, "Y4": 0.1218, "page": 0, "Index": 10}, {"Word": "this", "Confidence": 0.989, "X1": 0.24638, "Y1": 0.1062, "X2": 0.28986, "Y2": 0.106, "X3": 0.28986, "Y3": 0.1218, "X4": 0.24638, "Y4": 0.1218, "page": 0, "Index": 11}, {"Word": "test", "Confidence": 0.988, "X1": 0.29908, "Y1": 0.1062, "X2": 0.34387, "Y2": 0.106, "X3": 0.34387, "Y3": 0.1218, "X4": 0.29908, "Y4": 0.1218, "page": 0, "Index": 12}, {"Word": "are", "Confidence": 0.998, "X1": 0.35178, "Y1": 0.1062, "X2": 0.38603, "Y2": 0.106, "X3": 0.38603, "Y3": 0.1218, "X4": 0.35178, "Y4": 0.1218, "page": 0, "Index": 13}, {"Word": "included", "Confidence": 0.995, "X1": 0.39394, "Y1": 0.1062, "X2": 0.47958, "Y2": 0.106, "X3": 0.47958, "Y3": 0.1218, "X4": 0.39394, "Y4": 0.1218, "page": 0, "Index": 14}, {"Word": "in", "Confidence": 0.998, "X1": 0.49012, "Y1": 0.1062, "X2": 0.5112, "Y2": 0.106, "X3": 0.5112, "Y3": 0.1218, "X4": 0.4888, "Y4": 0.1218, "page": 0, "Index": 15}, {"Word": "the", "Confidence": 0.998, "X1": 0.52174, "Y1": 0.1062, "X2": 0.55336, "Y2": 0.106, "X3": 0.55336, "Y3": 0.1218, "X4": 0.52174, "Y4": 0.1218, "page": 0, "Index": 16}, {"Word": "attached", "Confidence": 0.995, "X1": 0.5639, "Y1": 0.1062, "X2": 0.64954, "Y2": 0.106, "X3": 0.64822, "Y3": 0.1208, "X4": 0.5639, "Y4": 0.1218, "page": 0, "Index": 17}, {"Word": "tabulation.", "Confidence": 0.991, "X1": 0.65876, "Y1": 0.1062, "X2": 0.77734, "Y2": 0.106, "X3": 0.77734, "Y3": 0.1208, "X4": 0.65876, "Y4": 0.1208, "page": 0, "Index": 18}, {"Word": "A", "Confidence": 0.994, "X1": 0.14097, "Y1": 0.1382, "X2": 0.15152, "Y2": 0.138, "X3": 0.15152, "Y3": 0.1538, "X4": 0.13966, "Y4": 0.1538, "page": 0, "Index": 19}, {"Word": "major", "Confidence": 0.998, "X1": 0.16074, "Y1": 0.1382, "X2": 0.21607, "Y2": 0.138, "X3": 0.21607, "Y3": 0.1538, "X4": 0.15942, "Y4": 0.1538, "page": 0, "Index": 20}, {"Word": "portion", "Confidence": 0.996, "X1": 0.22398, "Y1": 0.1382, "X2": 0.3004, "Y2": 0.138, "X3": 0.3004, "Y3": 0.1538, "X4": 0.22398, "Y4": 0.1538, "page": 0, "Index": 21}, {"Word": "of", "Confidence": 0.998, "X1": 0.3083, "Y1": 0.1382, "X2": 0.33202, "Y2": 0.138, "X3": 0.33202, "Y3": 0.1538, "X4": 0.3083, "Y4": 0.1538, "page": 0, "Index": 22}, {"Word": "the", "Confidence": 0.998, "X1": 0.34256, "Y1": 0.1382, "X2": 0.37549, "Y2": 0.138, "X3": 0.37418, "Y3": 0.1538, "X4": 0.34124, "Y4": 0.1538, "page": 0, "Index": 23}, {"Word": "analytical", "Confidence": 0.956, "X1": 0.3834, "Y1": 0.1382, "X2": 0.49144, "Y2": 0.138, "X3": 0.49144, "Y3": 0.1538, "X4": 0.3834, "Y4": 0.1538, "page": 0, "Index": 24}, {"Word": "data", "Confidence": 0.983, "X1": 0.49802, "Y1": 0.1382, "X2": 0.54414, "Y2": 0.138, "X3": 0.54282, "Y3": 0.1538, "X4": 0.49802, "Y4": 0.1538, "page": 0, "Index": 25}, {"Word": "is", "Confidence": 0.998, "X1": 0.55336, "Y1": 0.1382, "X2": 0.57576, "Y2": 0.138, "X3": 0.57576, "Y3": 0.1538, "X4": 0.55336, "Y4": 0.1538, "page": 0, "Index": 26}, {"Word": "contained", "Confidence": 0.995, "X1": 0.58366, "Y1": 0.1382, "X2": 0.68116, "Y2": 0.138, "X3": 0.68116, "Y3": 0.1528, "X4": 0.58366, "Y4": 0.1538, "page": 0, "Index": 27}, {"Word": "in", "Confidence": 0.998, "X1": 0.6917, "Y1": 0.1382, "X2": 0.71278, "Y2": 0.138, "X3": 0.71146, "Y3": 0.1528, "X4": 0.69038, "Y4": 0.1528, "page": 0, "Index": 28}, {"Word": "this", "Confidence": 0.991, "X1": 0.722, "Y1": 0.1382, "X2": 0.76548, "Y2": 0.138, "X3": 0.76548, "Y3": 0.1528, "X4": 0.722, "Y4": 0.1528, "page": 0, "Index": 29}, {"Word": "memorandum.", "Confidence": 0.991, "X1": 0.7747, "Y1": 0.1382, "X2": 0.89196, "Y2": 0.138, "X3": 0.89196, "Y3": 0.1518, "X4": 0.77339, "Y4": 0.1528, "page": 0, "Index": 30}, {"Word": "However,", "Confidence": 0.994, "X1": 0.08696, "Y1": 0.1552, "X2": 0.17523, "Y2": 0.155, "X3": 0.17523, "Y3": 0.1698, "X4": 0.08696, "Y4": 0.1688, "page": 0, "Index": 31}, {"Word": "considerable", "Confidence": 0.992, "X1": 0.18314, "Y1": 0.1552, "X2": 0.31094, "Y2": 0.155, "X3": 0.31094, "Y3": 0.1698, "X4": 0.18314, "Y4": 0.1698, "page": 0, "Index": 32}, {"Word": "data", "Confidence": 0.991, "X1": 0.32016, "Y1": 0.1552, "X2": 0.36495, "Y2": 0.155, "X3": 0.36495, "Y3": 0.1698, "X4": 0.32016, "Y4": 0.1698, "page": 0, "Index": 33}, {"Word": "were", "Confidence": 0.988, "X1": 0.37286, "Y1": 0.1542, "X2": 0.41765, "Y2": 0.154, "X3": 0.41765, "Y3": 0.1698, "X4": 0.37286, "Y4": 0.1698, "page": 0, "Index": 34}, {"Word": "also", "Confidence": 0.99, "X1": 0.42688, "Y1": 0.1542, "X2": 0.46904, "Y2": 0.154, "X3": 0.46904, "Y3": 0.1698, "X4": 0.42688, "Y4": 0.1698, "page": 0, "Index": 35}, {"Word": "collected", "Confidence": 0.994, "X1": 0.47958, "Y1": 0.1542, "X2": 0.57576, "Y2": 0.154, "X3": 0.57576, "Y3": 0.1698, "X4": 0.47958, "Y4": 0.1698, "page": 0, "Index": 36}, {"Word": "by", "Confidence": 0.998, "X1": 0.58366, "Y1": 0.1542, "X2": 0.60738, "Y2": 0.154, "X3": 0.60738, "Y3": 0.1698, "X4": 0.58366, "Y4": 0.1698, "page": 0, "Index": 37}, {"Word": "Product", "Confidence": 0.995, "X1": 0.6166, "Y1": 0.1542, "X2": 0.69302, "Y2": 0.154, "X3": 0.69302, "Y3": 0.1698, "X4": 0.6166, "Y4": 0.1698, "page": 0, "Index": 38}, {"Word": "Development", "Confidence": 0.993, "X1": 0.70092, "Y1": 0.1542, "X2": 0.82082, "Y2": 0.154, "X3": 0.82082, "Y3": 0.1698, "X4": 0.70092, "Y4": 0.1698, "page": 0, "Index": 39}, {"Word": "personnel", "Confidence": 0.992, "X1": 0.82872, "Y1": 0.1552, "X2": 0.92622, "Y2": 0.155, "X3": 0.92622, "Y3": 0.1688, "X4": 0.82872, "Y4": 0.1698, "page": 0, "Index": 40}, {"Word": "and", "Confidence": 0.998, "X1": 0.08827, "Y1": 0.1712, "X2": 0.11989, "Y2": 0.171, "X3": 0.12121, "Y3": 0.1858, "X4": 0.08959, "Y4": 0.1858, "page": 0, "Index": 41}, {"Word": "by", "Confidence": 0.998, "X1": 0.12912, "Y1": 0.1712, "X2": 0.15152, "Y2": 0.171, "X3": 0.15152, "Y3": 0.1858, "X4": 0.12912, "Y4": 0.1858, "page": 0, "Index": 42}, {"Word": "Penick", "Confidence": 0.996, "X1": 0.15942, "Y1": 0.1712, "X2": 0.2253, "Y2": 0.171, "X3": 0.2253, "Y3": 0.1868, "X4": 0.16074, "Y4": 0.1858, "page": 0, "Index": 43}, {"Word": "and", "Confidence": 0.998, "X1": 0.23452, "Y1": 0.1712, "X2": 0.27009, "Y2": 0.171, "X3": 0.27009, "Y3": 0.1868, "X4": 0.23584, "Y4": 0.1868, "page": 0, "Index": 44}, {"Word": "Ford", "Confidence": 0.989, "X1": 0.27668, "Y1": 0.1712, "X2": 0.32279, "Y2": 0.171, "X3": 0.32279, "Y3": 0.1868, "X4": 0.27668, "Y4": 0.1868, "page": 0, "Index": 45}, {"Word": "personnel.", "Confidence": 0.982, "X1": 0.3307, "Y1": 0.1712, "X2": 0.43874, "Y2": 0.171, "X3": 0.44005, "Y3": 0.1868, "X4": 0.3307, "Y4": 0.1868, "page": 0, "Index": 46}, {"Word": "Due", "Confidence": 0.9, "X1": 0.45586, "Y1": 0.1712, "X2": 0.49144, "Y2": 0.171, "X3": 0.49275, "Y3": 0.1858, "X4": 0.45586, "Y4": 0.1868, "page": 0, "Index": 47}, {"Word": "to", "Confidence": 0.998, "X1": 0.50066, "Y1": 0.1712, "X2": 0.52174, "Y2": 0.171, "X3": 0.52174, "Y3": 0.1858, "X4": 0.50066, "Y4": 0.1858, "page": 0, "Index": 48}, {"Word": "the", "Confidence": 0.998, "X1": 0.53096, "Y1": 0.1712, "X2": 0.56522, "Y2": 0.171, "X3": 0.56653, "Y3": 0.1858, "X4": 0.53096, "Y4": 0.1858, "page": 0, "Index": 49}, {"Word": "interrelationship", "Confidence": 0.992, "X1": 0.57444, "Y1": 0.1702, "X2": 0.75494, "Y2": 0.17, "X3": 0.75626, "Y3": 0.1858, "X4": 0.57444, "Y4": 0.1858, "page": 0, "Index": 50}, {"Word": "of", "Confidence": 0.998, "X1": 0.76416, "Y1": 0.1702, "X2": 0.78788, "Y2": 0.17, "X3": 0.78788, "Y3": 0.1858, "X4": 0.76416, "Y4": 0.1858, "page": 0, "Index": 51}, {"Word": "these", "Confidence": 0.998, "X1": 0.7971, "Y1": 0.1702, "X2": 0.85112, "Y2": 0.17, "X3": 0.85112, "Y3": 0.1848, "X4": 0.79842, "Y4": 0.1858, "page": 0, "Index": 52}, {"Word": "three", "Confidence": 0.997, "X1": 0.09091, "Y1": 0.1872, "X2": 0.14229, "Y2": 0.187, "X3": 0.14229, "Y3": 0.2028, "X4": 0.09091, "Y4": 0.2028, "page": 0, "Index": 53}, {"Word": "groups", "Confidence": 0.997, "X1": 0.1502, "Y1": 0.1872, "X2": 0.21607, "Y2": 0.187, "X3": 0.21607, "Y3": 0.2028, "X4": 0.1502, "Y4": 0.2028, "page": 0, "Index": 54}, {"Word": "of", "Confidence": 0.998, "X1": 0.22398, "Y1": 0.1872, "X2": 0.24769, "Y2": 0.187, "X3": 0.24769, "Y3": 0.2028, "X4": 0.22398, "Y4": 0.2028, "page": 0, "Index": 55}, {"Word": "data,", "Confidence": 0.997, "X1": 0.25692, "Y1": 0.1872, "X2": 0.31225, "Y2": 0.187, "X3": 0.31225, "Y3": 0.2028, "X4": 0.25692, "Y4": 0.2028, "page": 0, "Index": 56}, {"Word": "it", "Confidence": 0.998, "X1": 0.32148, "Y1": 0.1872, "X2": 0.34387, "Y2": 0.187, "X3": 0.34387, "Y3": 0.2018, "X4": 0.32148, "Y4": 0.2028, "page": 0, "Index": 57}, {"Word": "would", "Confidence": 0.998, "X1": 0.35046, "Y1": 0.1872, "X2": 0.4058, "Y2": 0.187, "X3": 0.4058, "Y3": 0.2018, "X4": 0.35178, "Y4": 0.2018, "page": 0, "Index": 58}, {"Word": "be", "Confidence": 0.997, "X1": 0.41502, "Y1": 0.1872, "X2": 0.43742, "Y2": 0.187, "X3": 0.43742, "Y3": 0.2018, "X4": 0.41502, "Y4": 0.2018, "page": 0, "Index": 59}, {"Word": "premature", "Confidence": 0.994, "X1": 0.44664, "Y1": 0.1872, "X2": 0.54414, "Y2": 0.187, "X3": 0.54414, "Y3": 0.2018, "X4": 0.44664, "Y4": 0.2018, "page": 0, "Index": 60}, {"Word": "to", "Confidence": 0.998, "X1": 0.55336, "Y1": 0.1872, "X2": 0.57576, "Y2": 0.187, "X3": 0.57576, "Y3": 0.2018, "X4": 0.55336, "Y4": 0.2018, "page": 0, "Index": 61}, {"Word": "attempt", "Confidence": 0.995, "X1": 0.58498, "Y1": 0.1872, "X2": 0.6614, "Y2": 0.187, "X3": 0.6614, "Y3": 0.2018, "X4": 0.58498, "Y4": 0.2018, "page": 0, "Index": 62}, {"Word": "to", "Confidence": 0.998, "X1": 0.67062, "Y1": 0.1872, "X2": 0.6917, "Y2": 0.187, "X3": 0.6917, "Y3": 0.2018, "X4": 0.67062, "Y4": 0.2018, "page": 0, "Index": 63}, {"Word": "derive", "Confidence": 0.997, "X1": 0.70092, "Y1": 0.1872, "X2": 0.7668, "Y2": 0.187, "X3": 0.7668, "Y3": 0.2018, "X4": 0.70092, "Y4": 0.2018, "page": 0, "Index": 64}, {"Word": "conclusions", "Confidence": 0.994, "X1": 0.77734, "Y1": 0.1872, "X2": 0.89592, "Y2": 0.187, "X3": 0.8946, "Y3": 0.2008, "X4": 0.77602, "Y4": 0.2018, "page": 0, "Index": 65}, {"Word": "based", "Confidence": 0.997, "X1": 0.08827, "Y1": 0.2032, "X2": 0.14097, "Y2": 0.203, "X3": 0.14229, "Y3": 0.2178, "X4": 0.08959, "Y4": 0.2178, "page": 0, "Index": 66}, {"Word": "on", "Confidence": 0.998, "X1": 0.1502, "Y1": 0.2032, "X2": 0.1726, "Y2": 0.203, "X3": 0.1726, "Y3": 0.2178, "X4": 0.15152, "Y4": 0.2178, "page": 0, "Index": 67}, {"Word": "the", "Confidence": 0.993, "X1": 0.18314, "Y1": 0.2032, "X2": 0.21607, "Y2": 0.203, "X3": 0.21739, "Y3": 0.2178, "X4": 0.18314, "Y4": 0.2178, "page": 0, "Index": 68}, {"Word": "analytical", "Confidence": 0.983, "X1": 0.2253, "Y1": 0.2032, "X2": 0.33333, "Y2": 0.203, "X3": 0.33333, "Y3": 0.2178, "X4": 0.22661, "Y4": 0.2178, "page": 0, "Index": 69}, {"Word": "data", "Confidence": 0.988, "X1": 0.34124, "Y1": 0.2032, "X2": 0.38472, "Y2": 0.203, "X3": 0.38472, "Y3": 0.2178, "X4": 0.34124, "Y4": 0.2178, "page": 0, "Index": 70}, {"Word": "only.", "Confidence": 0.991, "X1": 0.39394, "Y1": 0.2032, "X2": 0.44928, "Y2": 0.203, "X3": 0.44928, "Y3": 0.2178, "X4": 0.39394, "Y4": 0.2178, "page": 0, "Index": 71}, {"Word": "Therefore,", "Confidence": 0.994, "X1": 0.46904, "Y1": 0.2022, "X2": 0.57839, "Y2": 0.202, "X3": 0.57708, "Y3": 0.2178, "X4": 0.46904, "Y4": 0.2178, "page": 0, "Index": 72}, {"Word": "it", "Confidence": 0.998, "X1": 0.5863, "Y1": 0.2022, "X2": 0.60738, "Y2": 0.202, "X3": 0.60738, "Y3": 0.2178, "X4": 0.5863, "Y4": 0.2178, "page": 0, "Index": 73}, {"Word": "is", "Confidence": 0.998, "X1": 0.61792, "Y1": 0.2022, "X2": 0.639, "Y2": 0.202, "X3": 0.639, "Y3": 0.2178, "X4": 0.61792, "Y4": 0.2178, "page": 0, "Index": 74}, {"Word": "not", "Confidence": 0.998, "X1": 0.64822, "Y1": 0.2022, "X2": 0.68116, "Y2": 0.202, "X3": 0.68116, "Y3": 0.2168, "X4": 0.64822, "Y4": 0.2178, "page": 0, "Index": 75}, {"Word": "the", "Confidence": 0.998, "X1": 0.6917, "Y1": 0.2022, "X2": 0.72596, "Y2": 0.202, "X3": 0.72464, "Y3": 0.2168, "X4": 0.6917, "Y4": 0.2168, "page": 0, "Index": 76}, {"Word": "authors'", "Confidence": 0.995, "X1": 0.73386, "Y1": 0.2022, "X2": 0.82213, "Y2": 0.202, "X3": 0.82213, "Y3": 0.2168, "X4": 0.73386, "Y4": 0.2168, "page": 0, "Index": 77}, {"Word": "intent", "Confidence": 0.997, "X1": 0.83004, "Y1": 0.2022, "X2": 0.8946, "Y2": 0.202, "X3": 0.8946, "Y3": 0.2158, "X4": 0.83004, "Y4": 0.2168, "page": 0, "Index": 78}, {"Word": "to", "Confidence": 0.997, "X1": 0.09223, "Y1": 0.2192, "X2": 0.10804, "Y2": 0.219, "X3": 0.10935, "Y3": 0.2338, "X4": 0.09223, "Y4": 0.2338, "page": 0, "Index": 79}, {"Word": "include", "Confidence": 0.996, "X1": 0.11989, "Y1": 0.2192, "X2": 0.19499, "Y2": 0.219, "X3": 0.19499, "Y3": 0.2338, "X4": 0.11989, "Y4": 0.2338, "page": 0, "Index": 80}, {"Word": "any", "Confidence": 0.998, "X1": 0.20422, "Y1": 0.2192, "X2": 0.23715, "Y2": 0.219, "X3": 0.23715, "Y3": 0.2338, "X4": 0.20553, "Y4": 0.2338, "page": 0, "Index": 81}, {"Word": "final", "Confidence": 0.995, "X1": 0.24638, "Y1": 0.2192, "X2": 0.3004, "Y2": 0.219, "X3": 0.30171, "Y3": 0.2338, "X4": 0.24769, "Y4": 0.2338, "page": 0, "Index": 82}, {"Word": "conclusions", "Confidence": 0.993, "X1": 0.30962, "Y1": 0.2192, "X2": 0.42688, "Y2": 0.219, "X3": 0.42688, "Y3": 0.2338, "X4": 0.30962, "Y4": 0.2338, "page": 0, "Index": 83}, {"Word": "in", "Confidence": 0.998, "X1": 0.4361, "Y1": 0.2192, "X2": 0.45718, "Y2": 0.219, "X3": 0.4585, "Y3": 0.2338, "X4": 0.43742, "Y4": 0.2338, "page": 0, "Index": 84}, {"Word": "this", "Confidence": 0.989, "X1": 0.46904, "Y1": 0.2192, "X2": 0.5112, "Y2": 0.219, "X3": 0.5112, "Y3": 0.2338, "X4": 0.46904, "Y4": 0.2338, "page": 0, "Index": 85}, {"Word": "memorandum,", "Confidence": 0.993, "X1": 0.5191, "Y1": 0.2182, "X2": 0.64032, "Y2": 0.218, "X3": 0.64032, "Y3": 0.2338, "X4": 0.5191, "Y4": 0.2338, "page": 0, "Index": 86}, {"Word": "but", "Confidence": 0.998, "X1": 0.64822, "Y1": 0.2182, "X2": 0.68248, "Y2": 0.218, "X3": 0.68248, "Y3": 0.2338, "X4": 0.64822, "Y4": 0.2338, "page": 0, "Index": 87}, {"Word": "to", "Confidence": 0.998, "X1": 0.6917, "Y1": 0.2182, "X2": 0.71278, "Y2": 0.218, "X3": 0.71278, "Y3": 0.2338, "X4": 0.6917, "Y4": 0.2338, "page": 0, "Index": 88}, {"Word": "point", "Confidence": 0.997, "X1": 0.722, "Y1": 0.2182, "X2": 0.77734, "Y2": 0.218, "X3": 0.77734, "Y3": 0.2338, "X4": 0.722, "Y4": 0.2338, "page": 0, "Index": 89}, {"Word": "out", "Confidence": 0.998, "X1": 0.78524, "Y1": 0.2182, "X2": 0.8195, "Y2": 0.218, "X3": 0.8195, "Y3": 0.2338, "X4": 0.78524, "Y4": 0.2338, "page": 0, "Index": 90}, {"Word": "certain", "Confidence": 0.995, "X1": 0.83004, "Y1": 0.2182, "X2": 0.90514, "Y2": 0.218, "X3": 0.90514, "Y3": 0.2338, "X4": 0.83004, "Y4": 0.2338, "page": 0, "Index": 91}, {"Word": "trends", "Confidence": 0.994, "X1": 0.08959, "Y1": 0.2352, "X2": 0.15283, "Y2": 0.235, "X3": 0.15283, "Y3": 0.2508, "X4": 0.08827, "Y4": 0.2508, "page": 0, "Index": 92}, {"Word": "that,", "Confidence": 0.997, "X1": 0.16206, "Y1": 0.2352, "X2": 0.21871, "Y2": 0.235, "X3": 0.21739, "Y3": 0.2508, "X4": 0.16074, "Y4": 0.2508, "page": 0, "Index": 93}, {"Word": "when", "Confidence": 0.987, "X1": 0.22398, "Y1": 0.2352, "X2": 0.27009, "Y2": 0.235, "X3": 0.26877, "Y3": 0.2498, "X4": 0.22266, "Y4": 0.2498, "page": 0, "Index": 94}, {"Word": "considered", "Confidence": 0.994, "X1": 0.278, "Y1": 0.2352, "X2": 0.38603, "Y2": 0.235, "X3": 0.38472, "Y3": 0.2498, "X4": 0.278, "Y4": 0.2498, "page": 0, "Index": 95}, {"Word": "with", "Confidence": 0.991, "X1": 0.39262, "Y1": 0.2352, "X2": 0.43874, "Y2": 0.235, "X3": 0.43742, "Y3": 0.2498, "X4": 0.39262, "Y4": 0.2498, "page": 0, "Index": 96}, {"Word": "all", "Confidence": 0.991, "X1": 0.44664, "Y1": 0.2342, "X2": 0.4809, "Y2": 0.234, "X3": 0.47958, "Y3": 0.2498, "X4": 0.44664, "Y4": 0.2498, "page": 0, "Index": 97}, {"Word": "data", "Confidence": 0.987, "X1": 0.4888, "Y1": 0.2342, "X2": 0.5336, "Y2": 0.234, "X3": 0.53228, "Y3": 0.2498, "X4": 0.4888, "Y4": 0.2498, "page": 0, "Index": 98}, {"Word": "at", "Confidence": 0.998, "X1": 0.5415, "Y1": 0.2342, "X2": 0.56522, "Y2": 0.234, "X3": 0.56522, "Y3": 0.2498, "X4": 0.5415, "Y4": 0.2498, "page": 0, "Index": 99}, {"Word": "hand,", "Confidence": 0.997, "X1": 0.57312, "Y1": 0.2342, "X2": 0.62978, "Y2": 0.234, "X3": 0.62978, "Y3": 0.2498, "X4": 0.57181, "Y4": 0.2498, "page": 0, "Index": 100}, {"Word": "will", "Confidence": 0.988, "X1": 0.63636, "Y1": 0.2342, "X2": 0.67984, "Y2": 0.234, "X3": 0.67984, "Y3": 0.2498, "X4": 0.63636, "Y4": 0.2498, "page": 0, "Index": 101}, {"Word": "yield", "Confidence": 0.995, "X1": 0.69038, "Y1": 0.2342, "X2": 0.74572, "Y2": 0.234, "X3": 0.74572, "Y3": 0.2498, "X4": 0.69038, "Y4": 0.2498, "page": 0, "Index": 102}, {"Word": "meaningful", "Confidence": 0.988, "X1": 0.75231, "Y1": 0.2342, "X2": 0.86166, "Y2": 0.234, "X3": 0.86166, "Y3": 0.2498, "X4": 0.75231, "Y4": 0.2498, "page": 0, "Index": 103}, {"Word": "conclusions", "Confidence": 0.991, "X1": 0.08959, "Y1": 0.2512, "X2": 0.20685, "Y2": 0.251, "X3": 0.20685, "Y3": 0.2668, "X4": 0.08827, "Y4": 0.2678, "page": 0, "Index": 104}, {"Word": "concerning", "Confidence": 0.994, "X1": 0.21476, "Y1": 0.2512, "X2": 0.32411, "Y2": 0.251, "X3": 0.32279, "Y3": 0.2668, "X4": 0.21476, "Y4": 0.2668, "page": 0, "Index": 105}, {"Word": "the", "Confidence": 0.998, "X1": 0.33202, "Y1": 0.2512, "X2": 0.36627, "Y2": 0.251, "X3": 0.36495, "Y3": 0.2668, "X4": 0.33202, "Y4": 0.2668, "page": 0, "Index": 106}, {"Word": "combined", "Confidence": 0.996, "X1": 0.37418, "Y1": 0.2512, "X2": 0.46113, "Y2": 0.251, "X3": 0.46113, "Y3": 0.2668, "X4": 0.37286, "Y4": 0.2668, "page": 0, "Index": 107}, {"Word": "effort.", "Confidence": 0.996, "X1": 0.46904, "Y1": 0.2512, "X2": 0.54545, "Y2": 0.251, "X3": 0.54545, "Y3": 0.2678, "X4": 0.46772, "Y4": 0.2668, "page": 0, "Index": 108}, {"Word": "A.", "Confidence": 0.927, "X1": 0.60474, "Y1": 0.3452, "X2": 0.62978, "Y2": 0.345, "X3": 0.63109, "Y3": 0.3628, "X4": 0.60606, "Y4": 0.3628, "page": 0, "Index": 109}, {"Word": "J.", "Confidence": 0.998, "X1": 0.63768, "Y1": 0.3462, "X2": 0.66271, "Y2": 0.346, "X3": 0.66403, "Y3": 0.3628, "X4": 0.639, "Y4": 0.3628, "page": 0, "Index": 110}, {"Word": "Sensabaugh,", "Confidence": 0.991, "X1": 0.66798, "Y1": 0.3452, "X2": 0.79051, "Y2": 0.345, "X3": 0.79051, "Y3": 0.3648, "X4": 0.6693, "Y4": 0.3628, "page": 0, "Index": 111}, {"Word": "Jr.", "Confidence": 0.68, "X1": 0.79447, "Y1": 0.3432, "X2": 0.83136, "Y2": 0.343, "X3": 0.83136, "Y3": 0.3658, "X4": 0.79578, "Y4": 0.3648, "page": 0, "Index": 112}, {"Word": "Kenneth", "Confidence": 0.808, "X1": 0.58366, "Y1": 0.4062, "X2": 0.71014, "Y2": 0.406, "X3": 0.71146, "Y3": 0.4468, "X4": 0.58498, "Y4": 0.4508, "page": 0, "Index": 113}, {"Word": "2", "Confidence": 0.088, "X1": 0.72069, "Y1": 0.4052, "X2": 0.74572, "Y2": 0.405, "X3": 0.74704, "Y3": 0.4458, "X4": 0.722, "Y4": 0.4458, "page": 0, "Index": 114}, {"Word": "Bush", "Confidence": 0.65, "X1": 0.75626, "Y1": 0.4032, "X2": 0.85639, "Y2": 0.403, "X3": 0.85771, "Y3": 0.4448, "X4": 0.75758, "Y4": 0.4458, "page": 0, "Index": 115}, {"Word": "Kenneth", "Confidence": 0.996, "X1": 0.639, "Y1": 0.4432, "X2": 0.7141, "Y2": 0.443, "X3": 0.7141, "Y3": 0.4578, "X4": 0.639, "Y4": 0.4578, "page": 0, "Index": 116}, {"Word": "L.", "Confidence": 0.998, "X1": 0.722, "Y1": 0.4422, "X2": 0.74704, "Y2": 0.442, "X3": 0.74704, "Y3": 0.4578, "X4": 0.722, "Y4": 0.4578, "page": 0, "Index": 117}, {"Word": "Rush", "Confidence": 0.85, "X1": 0.75494, "Y1": 0.4422, "X2": 0.79842, "Y2": 0.442, "X3": 0.79842, "Y3": 0.4578, "X4": 0.75494, "Y4": 0.4578, "page": 0, "Index": 118}, {"Word": ":", "Confidence": 0.671, "X1": 0.08959, "Y1": 0.4772, "X2": 0.09486, "Y2": 0.477, "X3": 0.09354, "Y3": 0.4908, "X4": 0.08959, "Y4": 0.4898, "page": 0, "Index": 119}, {"Word": "bmg", "Confidence": 0.996, "X1": 0.0975, "Y1": 0.4772, "X2": 0.13175, "Y2": 0.477, "X3": 0.13175, "Y3": 0.4908, "X4": 0.0975, "Y4": 0.4908, "page": 0, "Index": 120}, {"Word": "Cc:", "Confidence": 0.852, "X1": 0.08827, "Y1": 0.5072, "X2": 0.12121, "Y2": 0.507, "X3": 0.12121, "Y3": 0.5228, "X4": 0.08827, "Y4": 0.5228, "page": 0, "Index": 121}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.13834, "Y1": 0.5072, "X2": 0.17391, "Y2": 0.507, "X3": 0.17391, "Y3": 0.5228, "X4": 0.13834, "Y4": 0.5228, "page": 0, "Index": 122}, {"Word": "Murray", "Confidence": 0.997, "X1": 0.1805, "Y1": 0.5082, "X2": 0.24901, "Y2": 0.508, "X3": 0.24901, "Y3": 0.5218, "X4": 0.1805, "Y4": 0.5228, "page": 0, "Index": 123}, {"Word": "Senkus", "Confidence": 0.997, "X1": 0.25823, "Y1": 0.5082, "X2": 0.32279, "Y2": 0.508, "X3": 0.32279, "Y3": 0.5218, "X4": 0.25823, "Y4": 0.5218, "page": 0, "Index": 124}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.13834, "Y1": 0.5232, "X2": 0.17391, "Y2": 0.523, "X3": 0.17391, "Y3": 0.5378, "X4": 0.13834, "Y4": 0.5378, "page": 0, "Index": 125}, {"Word": "P.", "Confidence": 0.998, "X1": 0.18182, "Y1": 0.5232, "X2": 0.20553, "Y2": 0.523, "X3": 0.20553, "Y3": 0.5378, "X4": 0.18182, "Y4": 0.5378, "page": 0, "Index": 126}, {"Word": "C.", "Confidence": 0.998, "X1": 0.21344, "Y1": 0.5232, "X2": 0.23715, "Y2": 0.523, "X3": 0.23715, "Y3": 0.5368, "X4": 0.21344, "Y4": 0.5368, "page": 0, "Index": 127}, {"Word": "Markunas", "Confidence": 0.994, "X1": 0.24638, "Y1": 0.5252, "X2": 0.33202, "Y2": 0.525, "X3": 0.33202, "Y3": 0.5378, "X4": 0.24638, "Y4": 0.5368, "page": 0, "Index": 128}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.14097, "Y1": 0.5392, "X2": 0.17391, "Y2": 0.539, "X3": 0.17391, "Y3": 0.5538, "X4": 0.14097, "Y4": 0.5538, "page": 0, "Index": 129}, {"Word": "J.", "Confidence": 0.991, "X1": 0.18314, "Y1": 0.5392, "X2": 0.20553, "Y2": 0.539, "X3": 0.20553, "Y3": 0.5538, "X4": 0.18182, "Y4": 0.5538, "page": 0, "Index": 130}, {"Word": "T.", "Confidence": 0.998, "X1": 0.21607, "Y1": 0.5392, "X2": 0.23847, "Y2": 0.539, "X3": 0.23715, "Y3": 0.5538, "X4": 0.21607, "Y4": 0.5538, "page": 0, "Index": 131}, {"Word": "Dobbins,", "Confidence": 0.993, "X1": 0.24638, "Y1": 0.5392, "X2": 0.33333, "Y2": 0.539, "X3": 0.33333, "Y3": 0.5528, "X4": 0.24638, "Y4": 0.5538, "page": 0, "Index": 132}, {"Word": "Jr.", "Confidence": 0.991, "X1": 0.34256, "Y1": 0.5402, "X2": 0.37681, "Y2": 0.54, "X3": 0.37681, "Y3": 0.5528, "X4": 0.34256, "Y4": 0.5528, "page": 0, "Index": 133}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.13966, "Y1": 0.5552, "X2": 0.17391, "Y2": 0.555, "X3": 0.17391, "Y3": 0.5698, "X4": 0.13834, "Y4": 0.5698, "page": 0, "Index": 134}, {"Word": "R.", "Confidence": 0.998, "X1": 0.1805, "Y1": 0.5552, "X2": 0.20685, "Y2": 0.555, "X3": 0.20553, "Y3": 0.5698, "X4": 0.1805, "Y4": 0.5698, "page": 0, "Index": 135}, {"Word": "L.", "Confidence": 0.995, "X1": 0.21344, "Y1": 0.5552, "X2": 0.23979, "Y2": 0.555, "X3": 0.23847, "Y3": 0.5698, "X4": 0.21344, "Y4": 0.5698, "page": 0, "Index": 136}, {"Word": "Morgan", "Confidence": 0.997, "X1": 0.24506, "Y1": 0.5552, "X2": 0.31225, "Y2": 0.555, "X3": 0.31094, "Y3": 0.5698, "X4": 0.24374, "Y4": 0.5698, "page": 0, "Index": 137}, {"Word": "-", "Confidence": 0.998, "X1": 0.32148, "Y1": 0.5552, "X2": 0.33333, "Y2": 0.555, "X3": 0.33202, "Y3": 0.5698, "X4": 0.32148, "Y4": 0.5698, "page": 0, "Index": 138}, {"Word": "Prod.", "Confidence": 0.997, "X1": 0.34124, "Y1": 0.5552, "X2": 0.39789, "Y2": 0.555, "X3": 0.39789, "Y3": 0.5698, "X4": 0.33992, "Y4": 0.5698, "page": 0, "Index": 139}, {"Word": "Dev.", "Confidence": 0.982, "X1": 0.40448, "Y1": 0.5542, "X2": 0.44928, "Y2": 0.554, "X3": 0.44928, "Y3": 0.5698, "X4": 0.40448, "Y4": 0.5698, "page": 0, "Index": 140}, {"Word": "50902", "Confidence": 0.994, "X1": 0.95125, "Y1": 0.9122, "X2": 0.95257, "Y2": 0.912, "X3": 0.93149, "Y3": 0.9128, "X4": 0.93017, "Y4": 0.8658, "page": 0, "Index": 141}, {"Word": "6594", "Confidence": 0.991, "X1": 0.95257, "Y1": 0.9592, "X2": 0.95389, "Y2": 0.959, "X3": 0.93412, "Y3": 0.9598, "X4": 0.93281, "Y4": 0.9218, "page": 0, "Index": 142}]}	"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"
ffmh0100	3	{"lines_data": [{"Word": "RJR", "Confidence": 0.8, "X1": 0.12253, "Y1": 0.0182, "X2": 0.18841, "Y2": 0.018, "X3": 0.18709, "Y3": 0.0318, "X4": 0.12253, "Y4": 0.0298, "page": 0}, {"Word": "CONFIDENTIAL", "Confidence": 0.991, "X1": 0.00527, "Y1": 0.0552, "X2": 0.30567, "Y2": 0.055, "X3": 0.30435, "Y3": 0.0968, "X4": 0.00395, "Y4": 0.0928, "page": 0}, {"Word": "OVERREAD FACTOR", "Confidence": 0.9955, "X1": 0.34387, "Y1": 0.0732, "X2": 0.50725, "Y2": 0.073, "X3": 0.50725, "Y3": 0.0898, "X4": 0.34387, "Y4": 0.0888, "page": 0}, {"Word": "OBS. O.R. VALUE", "Confidence": 0.97933, "X1": 0.34124, "Y1": 0.0972, "X2": 0.50856, "Y2": 0.097, "X3": 0.50856, "Y3": 0.1118, "X4": 0.34124, "Y4": 0.1118, "page": 0}, {"Word": "MEQ. ACIDS/ML", "Confidence": 0.993, "X1": 0.5639, "Y1": 0.0972, "X2": 0.70883, "Y2": 0.097, "X3": 0.70883, "Y3": 0.1118, "X4": 0.5639, "Y4": 0.1128, "page": 0}, {"Word": "MEQ. ACIDS & LACTONES", "Confidence": 0.988, "X1": 0.74308, "Y1": 0.0972, "X2": 0.97233, "Y2": 0.097, "X3": 0.97233, "Y3": 0.1128, "X4": 0.74308, "Y4": 0.1118, "page": 0}, {"Word": "@ 30% SOLIDS", "Confidence": 0.99567, "X1": 0.56522, "Y1": 0.1132, "X2": 0.69697, "Y2": 0.113, "X3": 0.69697, "Y3": 0.1278, "X4": 0.5639, "Y4": 0.1278, "page": 0}, {"Word": "SAMPLE", "Confidence": 0.994, "X1": 0.05797, "Y1": 0.1142, "X2": 0.12516, "Y2": 0.114, "X3": 0.12516, "Y3": 0.1288, "X4": 0.05797, "Y4": 0.1298, "page": 0}, {"Word": "D.E.", "Confidence": 0.982, "X1": 0.23847, "Y1": 0.1142, "X2": 0.28195, "Y2": 0.114, "X3": 0.28063, "Y3": 0.1288, "X4": 0.23847, "Y4": 0.1278, "page": 0}, {"Word": "THEO. O.R. DEXTROSE", "Confidence": 0.972, "X1": 0.32148, "Y1": 0.1122, "X2": 0.52833, "Y2": 0.112, "X3": 0.52833, "Y3": 0.1288, "X4": 0.32148, "Y4": 0.1288, "page": 0}, {"Word": "PER ML @ 30% SOLIDS", "Confidence": 0.992, "X1": 0.75626, "Y1": 0.1132, "X2": 0.96179, "Y2": 0.113, "X3": 0.96311, "Y3": 0.1288, "X4": 0.75626, "Y4": 0.1288, "page": 0}, {"Word": "Batch 141, 62 hr", "Confidence": 0.99525, "X1": 0.0, "Y1": 0.1452, "X2": 0.17918, "Y2": 0.145, "X3": 0.17918, "Y3": 0.1618, "X4": 0.0, "Y4": 0.1618, "page": 0}, {"Word": "92.26", "Confidence": 0.994, "X1": 0.22793, "Y1": 0.1462, "X2": 0.28327, "Y2": 0.146, "X3": 0.28327, "Y3": 0.1598, "X4": 0.22793, "Y4": 0.1598, "page": 0}, {"Word": "1.18", "Confidence": 0.979, "X1": 0.39789, "Y1": 0.1462, "X2": 0.44401, "Y2": 0.146, "X3": 0.44269, "Y3": 0.1608, "X4": 0.39657, "Y4": 0.1598, "page": 0}, {"Word": ".024", "Confidence": 0.988, "X1": 0.61133, "Y1": 0.1452, "X2": 0.65217, "Y2": 0.145, "X3": 0.65217, "Y3": 0.1608, "X4": 0.61133, "Y4": 0.1598, "page": 0}, {"Word": ".025", "Confidence": 0.987, "X1": 0.83531, "Y1": 0.1472, "X2": 0.87484, "Y2": 0.147, "X3": 0.87352, "Y3": 0.1618, "X4": 0.83399, "Y4": 0.1618, "page": 0}, {"Word": "Batch 141, 82 hr", "Confidence": 0.99525, "X1": 0.00264, "Y1": 0.1772, "X2": 0.17787, "Y2": 0.177, "X3": 0.17787, "Y3": 0.1948, "X4": 0.00264, "Y4": 0.1938, "page": 0}, {"Word": "91.85", "Confidence": 0.994, "X1": 0.22793, "Y1": 0.1782, "X2": 0.28327, "Y2": 0.178, "X3": 0.28327, "Y3": 0.1928, "X4": 0.22793, "Y4": 0.1918, "page": 0}, {"Word": "1.07", "Confidence": 0.988, "X1": 0.39789, "Y1": 0.1772, "X2": 0.44137, "Y2": 0.177, "X3": 0.44005, "Y3": 0.1928, "X4": 0.39789, "Y4": 0.1928, "page": 0}, {"Word": ".023", "Confidence": 0.987, "X1": 0.61001, "Y1": 0.1772, "X2": 0.65217, "Y2": 0.177, "X3": 0.65217, "Y3": 0.1938, "X4": 0.61001, "Y4": 0.1948, "page": 0}, {"Word": ".025", "Confidence": 0.987, "X1": 0.83531, "Y1": 0.1772, "X2": 0.87747, "Y2": 0.177, "X3": 0.87615, "Y3": 0.1928, "X4": 0.83399, "Y4": 0.1938, "page": 0}, {"Word": "Batch 141, Final", "Confidence": 0.99333, "X1": 0.0, "Y1": 0.2092, "X2": 0.17391, "Y2": 0.209, "X3": 0.17391, "Y3": 0.2258, "X4": 0.0, "Y4": 0.2258, "page": 0}, {"Word": "91.85", "Confidence": 0.998, "X1": 0.22793, "Y1": 0.2102, "X2": 0.28195, "Y2": 0.21, "X3": 0.28195, "Y3": 0.2248, "X4": 0.22661, "Y4": 0.2238, "page": 0}, {"Word": "1.10", "Confidence": 0.982, "X1": 0.39921, "Y1": 0.2092, "X2": 0.44401, "Y2": 0.209, "X3": 0.44269, "Y3": 0.2248, "X4": 0.39921, "Y4": 0.2248, "page": 0}, {"Word": ".022", "Confidence": 0.987, "X1": 0.61001, "Y1": 0.2092, "X2": 0.65349, "Y2": 0.209, "X3": 0.65349, "Y3": 0.2248, "X4": 0.61001, "Y4": 0.2248, "page": 0}, {"Word": ".025", "Confidence": 0.988, "X1": 0.83531, "Y1": 0.2072, "X2": 0.87615, "Y2": 0.207, "X3": 0.87484, "Y3": 0.2248, "X4": 0.83531, "Y4": 0.2248, "page": 0}, {"Word": "Filtered", "Confidence": 0.994, "X1": 0.02372, "Y1": 0.2262, "X2": 0.11594, "Y2": 0.226, "X3": 0.11462, "Y3": 0.2408, "X4": 0.0224, "Y4": 0.2398, "page": 0}, {"Word": "Batch 142, After", "Confidence": 0.99133, "X1": 0.00132, "Y1": 0.2572, "X2": 0.17787, "Y2": 0.257, "X3": 0.17787, "Y3": 0.2728, "X4": 0.00132, "Y4": 0.2728, "page": 0}, {"Word": "20.40", "Confidence": 0.994, "X1": 0.22793, "Y1": 0.2572, "X2": 0.28327, "Y2": 0.257, "X3": 0.28327, "Y3": 0.2728, "X4": 0.22661, "Y4": 0.2718, "page": 0}, {"Word": "-", "Confidence": 0.658, "X1": 0.4058, "Y1": 0.2612, "X2": 0.42161, "Y2": 0.261, "X3": 0.42292, "Y3": 0.2688, "X4": 0.4058, "Y4": 0.2698, "page": 0}, {"Word": ".018", "Confidence": 0.985, "X1": 0.61001, "Y1": 0.2562, "X2": 0.65349, "Y2": 0.256, "X3": 0.65349, "Y3": 0.2728, "X4": 0.6087, "Y4": 0.2728, "page": 0}, {"Word": ".021", "Confidence": 0.971, "X1": 0.83531, "Y1": 0.2562, "X2": 0.8722, "Y2": 0.256, "X3": 0.8722, "Y3": 0.2728, "X4": 0.83531, "Y4": 0.2728, "page": 0}, {"Word": "Liquifaction", "Confidence": 0.992, "X1": 0.02372, "Y1": 0.2742, "X2": 0.15547, "Y2": 0.274, "X3": 0.15547, "Y3": 0.2888, "X4": 0.02372, "Y4": 0.2888, "page": 0}, {"Word": "Batch 142, 14 hr", "Confidence": 0.9955, "X1": 0.00264, "Y1": 0.3052, "X2": 0.17787, "Y2": 0.305, "X3": 0.17787, "Y3": 0.3218, "X4": 0.00264, "Y4": 0.3218, "page": 0}, {"Word": "88.57", "Confidence": 0.994, "X1": 0.22793, "Y1": 0.3062, "X2": 0.28195, "Y2": 0.306, "X3": 0.28063, "Y3": 0.3218, "X4": 0.22661, "Y4": 0.3208, "page": 0}, {"Word": "1.12", "Confidence": 0.994, "X1": 0.39657, "Y1": 0.3052, "X2": 0.44269, "Y2": 0.305, "X3": 0.44269, "Y3": 0.3208, "X4": 0.39657, "Y4": 0.3208, "page": 0}, {"Word": ".022", "Confidence": 0.987, "X1": 0.61133, "Y1": 0.3052, "X2": 0.65349, "Y2": 0.305, "X3": 0.65217, "Y3": 0.3218, "X4": 0.61001, "Y4": 0.3218, "page": 0}, {"Word": ".026", "Confidence": 0.988, "X1": 0.83399, "Y1": 0.3052, "X2": 0.87484, "Y2": 0.305, "X3": 0.87484, "Y3": 0.3208, "X4": 0.83267, "Y4": 0.3218, "page": 0}, {"Word": "Batch 142, 22 hr", "Confidence": 0.99525, "X1": 0.00264, "Y1": 0.3382, "X2": 0.17655, "Y2": 0.338, "X3": 0.17655, "Y3": 0.3548, "X4": 0.00132, "Y4": 0.3538, "page": 0}, {"Word": "92.54", "Confidence": 0.991, "X1": 0.22793, "Y1": 0.3372, "X2": 0.28195, "Y2": 0.337, "X3": 0.28063, "Y3": 0.3528, "X4": 0.22793, "Y4": 0.3528, "page": 0}, {"Word": "1.08", "Confidence": 0.981, "X1": 0.39789, "Y1": 0.3372, "X2": 0.44269, "Y2": 0.337, "X3": 0.44269, "Y3": 0.3538, "X4": 0.39789, "Y4": 0.3528, "page": 0}, {"Word": ".025", "Confidence": 0.987, "X1": 0.61001, "Y1": 0.3372, "X2": 0.65217, "Y2": 0.337, "X3": 0.65217, "Y3": 0.3538, "X4": 0.61001, "Y4": 0.3548, "page": 0}, {"Word": ".028", "Confidence": 0.988, "X1": 0.83399, "Y1": 0.3372, "X2": 0.87747, "Y2": 0.337, "X3": 0.87615, "Y3": 0.3528, "X4": 0.83267, "Y4": 0.3538, "page": 0}, {"Word": "Batch 142, 38 hr", "Confidence": 0.99375, "X1": 0.00264, "Y1": 0.3702, "X2": 0.17655, "Y2": 0.37, "X3": 0.17655, "Y3": 0.3858, "X4": 0.00264, "Y4": 0.3858, "page": 0}, {"Word": "93.73", "Confidence": 0.994, "X1": 0.2253, "Y1": 0.3702, "X2": 0.28327, "Y2": 0.37, "X3": 0.28195, "Y3": 0.3858, "X4": 0.2253, "Y4": 0.3858, "page": 0}, {"Word": "1.06", "Confidence": 0.994, "X1": 0.39789, "Y1": 0.3692, "X2": 0.44269, "Y2": 0.369, "X3": 0.44269, "Y3": 0.3858, "X4": 0.39657, "Y4": 0.3848, "page": 0}, {"Word": ".024", "Confidence": 0.987, "X1": 0.61001, "Y1": 0.3682, "X2": 0.65217, "Y2": 0.368, "X3": 0.65086, "Y3": 0.3858, "X4": 0.61001, "Y4": 0.3858, "page": 0}, {"Word": ".028", "Confidence": 0.987, "X1": 0.83399, "Y1": 0.3702, "X2": 0.87747, "Y2": 0.37, "X3": 0.87747, "Y3": 0.3848, "X4": 0.83399, "Y4": 0.3858, "page": 0}, {"Word": "Batch 142, 41 hr", "Confidence": 0.996, "X1": 0.00264, "Y1": 0.4022, "X2": 0.17655, "Y2": 0.402, "X3": 0.17655, "Y3": 0.4178, "X4": 0.00264, "Y4": 0.4168, "page": 0}, {"Word": "95.16", "Confidence": 0.994, "X1": 0.2253, "Y1": 0.4022, "X2": 0.28195, "Y2": 0.402, "X3": 0.28195, "Y3": 0.4168, "X4": 0.2253, "Y4": 0.4158, "page": 0}, {"Word": "1.03", "Confidence": 0.937, "X1": 0.39657, "Y1": 0.4002, "X2": 0.45191, "Y2": 0.4, "X3": 0.45191, "Y3": 0.4168, "X4": 0.39657, "Y4": 0.4168, "page": 0}, {"Word": ".024", "Confidence": 0.987, "X1": 0.61133, "Y1": 0.4012, "X2": 0.65217, "Y2": 0.401, "X3": 0.65217, "Y3": 0.4178, "X4": 0.61001, "Y4": 0.4178, "page": 0}, {"Word": ".025", "Confidence": 0.988, "X1": 0.83399, "Y1": 0.4022, "X2": 0.87615, "Y2": 0.402, "X3": 0.87615, "Y3": 0.4168, "X4": 0.83399, "Y4": 0.4168, "page": 0}, {"Word": "Batch 142, 56 hr", "Confidence": 0.9945, "X1": 0.00132, "Y1": 0.4332, "X2": 0.17787, "Y2": 0.433, "X3": 0.17787, "Y3": 0.4498, "X4": 0.00132, "Y4": 0.4498, "page": 0}, {"Word": "1.04", "Confidence": 0.986, "X1": 0.39657, "Y1": 0.4332, "X2": 0.44137, "Y2": 0.433, "X3": 0.44137, "Y3": 0.4488, "X4": 0.39657, "Y4": 0.4488, "page": 0}, {"Word": ".025", "Confidence": 0.987, "X1": 0.61001, "Y1": 0.4332, "X2": 0.65217, "Y2": 0.433, "X3": 0.65086, "Y3": 0.4498, "X4": 0.6087, "Y4": 0.4488, "page": 0}, {"Word": ".027", "Confidence": 0.988, "X1": 0.83267, "Y1": 0.4342, "X2": 0.87879, "Y2": 0.434, "X3": 0.87747, "Y3": 0.4498, "X4": 0.83136, "Y4": 0.4498, "page": 0}, {"Word": "Batch 142, Final", "Confidence": 0.992, "X1": 0.00132, "Y1": 0.4652, "X2": 0.17523, "Y2": 0.465, "X3": 0.17655, "Y3": 0.4808, "X4": 0.00132, "Y4": 0.4818, "page": 0}, {"Word": "96.04", "Confidence": 0.994, "X1": 0.22793, "Y1": 0.4662, "X2": 0.28063, "Y2": 0.466, "X3": 0.28063, "Y3": 0.4808, "X4": 0.22793, "Y4": 0.4808, "page": 0}, {"Word": "1.04", "Confidence": 0.988, "X1": 0.39657, "Y1": 0.4662, "X2": 0.44269, "Y2": 0.466, "X3": 0.44137, "Y3": 0.4808, "X4": 0.39657, "Y4": 0.4808, "page": 0}, {"Word": ".023", "Confidence": 0.987, "X1": 0.61001, "Y1": 0.4662, "X2": 0.65086, "Y2": 0.466, "X3": 0.65086, "Y3": 0.4808, "X4": 0.61001, "Y4": 0.4818, "page": 0}, {"Word": ".025", "Confidence": 0.985, "X1": 0.83267, "Y1": 0.4672, "X2": 0.87615, "Y2": 0.467, "X3": 0.87484, "Y3": 0.4808, "X4": 0.83136, "Y4": 0.4808, "page": 0}, {"Word": "Filtered", "Confidence": 0.901, "X1": 0.02372, "Y1": 0.4832, "X2": 0.11331, "Y2": 0.483, "X3": 0.11331, "Y3": 0.4968, "X4": 0.02372, "Y4": 0.4968, "page": 0}, {"Word": "Batch 143, After", "Confidence": 0.99233, "X1": 0.0, "Y1": 0.5132, "X2": 0.17655, "Y2": 0.513, "X3": 0.17655, "Y3": 0.5298, "X4": 0.0, "Y4": 0.5298, "page": 0}, {"Word": "17.16", "Confidence": 0.994, "X1": 0.22661, "Y1": 0.5142, "X2": 0.28195, "Y2": 0.514, "X3": 0.28327, "Y3": 0.5308, "X4": 0.22661, "Y4": 0.5298, "page": 0}, {"Word": "3.02", "Confidence": 0.988, "X1": 0.39526, "Y1": 0.5142, "X2": 0.44269, "Y2": 0.514, "X3": 0.44137, "Y3": 0.5298, "X4": 0.39526, "Y4": 0.5298, "page": 0}, {"Word": ".016", "Confidence": 0.987, "X1": 0.61001, "Y1": 0.5142, "X2": 0.65217, "Y2": 0.514, "X3": 0.65217, "Y3": 0.5308, "X4": 0.6087, "Y4": 0.5308, "page": 0}, {"Word": ".018", "Confidence": 0.987, "X1": 0.83399, "Y1": 0.5142, "X2": 0.87615, "Y2": 0.514, "X3": 0.87615, "Y3": 0.5298, "X4": 0.83267, "Y4": 0.5288, "page": 0}, {"Word": "Liquifaction", "Confidence": 0.991, "X1": 0.02108, "Y1": 0.5312, "X2": 0.15679, "Y2": 0.531, "X3": 0.15679, "Y3": 0.5458, "X4": 0.02108, "Y4": 0.5448, "page": 0}, {"Word": "Batch 143, 16 hr", "Confidence": 0.99625, "X1": 0.00132, "Y1": 0.5622, "X2": 0.17787, "Y2": 0.562, "X3": 0.17787, "Y3": 0.5778, "X4": 0.00132, "Y4": 0.5778, "page": 0}, {"Word": "91.37", "Confidence": 0.997, "X1": 0.22398, "Y1": 0.5622, "X2": 0.28063, "Y2": 0.562, "X3": 0.27931, "Y3": 0.5778, "X4": 0.22398, "Y4": 0.5768, "page": 0}, {"Word": "1.12", "Confidence": 0.987, "X1": 0.39394, "Y1": 0.5612, "X2": 0.44401, "Y2": 0.561, "X3": 0.44269, "Y3": 0.5778, "X4": 0.39526, "Y4": 0.5778, "page": 0}, {"Word": ".023", "Confidence": 0.987, "X1": 0.61001, "Y1": 0.5622, "X2": 0.65086, "Y2": 0.562, "X3": 0.65086, "Y3": 0.5778, "X4": 0.61001, "Y4": 0.5778, "page": 0}, {"Word": ".025", "Confidence": 0.988, "X1": 0.83399, "Y1": 0.5622, "X2": 0.87615, "Y2": 0.562, "X3": 0.87484, "Y3": 0.5778, "X4": 0.83399, "Y4": 0.5778, "page": 0}, {"Word": "Batch 143, 24 hr", "Confidence": 0.99475, "X1": 0.00132, "Y1": 0.5932, "X2": 0.17918, "Y2": 0.593, "X3": 0.17918, "Y3": 0.6098, "X4": 0.00132, "Y4": 0.6098, "page": 0}, {"Word": "90.90", "Confidence": 0.995, "X1": 0.22661, "Y1": 0.5942, "X2": 0.28195, "Y2": 0.594, "X3": 0.28195, "Y3": 0.6088, "X4": 0.22661, "Y4": 0.6088, "page": 0}, {"Word": "1.09", "Confidence": 0.987, "X1": 0.39789, "Y1": 0.5942, "X2": 0.44137, "Y2": 0.594, "X3": 0.44005, "Y3": 0.6088, "X4": 0.39789, "Y4": 0.6088, "page": 0}, {"Word": ".022", "Confidence": 0.986, "X1": 0.61001, "Y1": 0.5942, "X2": 0.65086, "Y2": 0.594, "X3": 0.65086, "Y3": 0.6098, "X4": 0.6087, "Y4": 0.6088, "page": 0}, {"Word": ".022", "Confidence": 0.986, "X1": 0.83531, "Y1": 0.5932, "X2": 0.87615, "Y2": 0.593, "X3": 0.87615, "Y3": 0.6088, "X4": 0.83399, "Y4": 0.6098, "page": 0}, {"Word": "Batch 143, 32-1/2 hr 93.37 .", "Confidence": 0.868, "X1": 0.00395, "Y1": 0.6252, "X2": 0.29513, "Y2": 0.625, "X3": 0.29513, "Y3": 0.6428, "X4": 0.00395, "Y4": 0.6428, "page": 0}, {"Word": "1.07", "Confidence": 0.981, "X1": 0.39657, "Y1": 0.6252, "X2": 0.44005, "Y2": 0.625, "X3": 0.44005, "Y3": 0.6418, "X4": 0.39657, "Y4": 0.6408, "page": 0}, {"Word": ":023", "Confidence": 0.969, "X1": 0.61001, "Y1": 0.6262, "X2": 0.65217, "Y2": 0.626, "X3": 0.65086, "Y3": 0.6418, "X4": 0.6087, "Y4": 0.6408, "page": 0}, {"Word": ".023", "Confidence": 0.992, "X1": 0.83399, "Y1": 0.6252, "X2": 0.87615, "Y2": 0.625, "X3": 0.87615, "Y3": 0.6408, "X4": 0.83399, "Y4": 0.6408, "page": 0}, {"Word": "Batch 143, 40 hr", "Confidence": 0.9955, "X1": 0.00132, "Y1": 0.6582, "X2": 0.17787, "Y2": 0.658, "X3": 0.17787, "Y3": 0.6748, "X4": 0.00132, "Y4": 0.6748, "page": 0}, {"Word": "94.80", "Confidence": 0.994, "X1": 0.22661, "Y1": 0.6592, "X2": 0.28195, "Y2": 0.659, "X3": 0.28195, "Y3": 0.6738, "X4": 0.22661, "Y4": 0.6718, "page": 0}, {"Word": "1.07", "Confidence": 0.988, "X1": 0.39657, "Y1": 0.6582, "X2": 0.44005, "Y2": 0.658, "X3": 0.43874, "Y3": 0.6738, "X4": 0.39526, "Y4": 0.6728, "page": 0}, {"Word": ".021", "Confidence": 0.981, "X1": 0.61001, "Y1": 0.6582, "X2": 0.64954, "Y2": 0.658, "X3": 0.64822, "Y3": 0.6738, "X4": 0.6087, "Y4": 0.6748, "page": 0}, {"Word": ".024", "Confidence": 0.991, "X1": 0.83399, "Y1": 0.6572, "X2": 0.87615, "Y2": 0.657, "X3": 0.87484, "Y3": 0.6728, "X4": 0.83267, "Y4": 0.6728, "page": 0}, {"Word": "Batch 143, 44 hr", "Confidence": 0.99625, "X1": 0.00132, "Y1": 0.6892, "X2": 0.17787, "Y2": 0.689, "X3": 0.17787, "Y3": 0.7068, "X4": 0.00132, "Y4": 0.7068, "page": 0}, {"Word": "95.23", "Confidence": 0.994, "X1": 0.22661, "Y1": 0.6902, "X2": 0.28327, "Y2": 0.69, "X3": 0.28327, "Y3": 0.7048, "X4": 0.22661, "Y4": 0.7048, "page": 0}, {"Word": "1.06", "Confidence": 0.986, "X1": 0.39657, "Y1": 0.6902, "X2": 0.44137, "Y2": 0.69, "X3": 0.44137, "Y3": 0.7058, "X4": 0.39657, "Y4": 0.7048, "page": 0}, {"Word": ".022", "Confidence": 0.988, "X1": 0.61001, "Y1": 0.6902, "X2": 0.65349, "Y2": 0.69, "X3": 0.65217, "Y3": 0.7058, "X4": 0.6087, "Y4": 0.7058, "page": 0}, {"Word": ".023", "Confidence": 0.988, "X1": 0.83399, "Y1": 0.6892, "X2": 0.87615, "Y2": 0.689, "X3": 0.87484, "Y3": 0.7048, "X4": 0.83267, "Y4": 0.7048, "page": 0}, {"Word": "95.75", "Confidence": 0.994, "X1": 0.22793, "Y1": 0.7232, "X2": 0.28063, "Y2": 0.723, "X3": 0.28195, "Y3": 0.7378, "X4": 0.22793, "Y4": 0.7368, "page": 0}, {"Word": "1.05", "Confidence": 0.981, "X1": 0.39657, "Y1": 0.7222, "X2": 0.44137, "Y2": 0.722, "X3": 0.44269, "Y3": 0.7378, "X4": 0.39657, "Y4": 0.7368, "page": 0}, {"Word": ".021", "Confidence": 0.981, "X1": 0.61001, "Y1": 0.7202, "X2": 0.64954, "Y2": 0.72, "X3": 0.64954, "Y3": 0.7378, "X4": 0.6087, "Y4": 0.7378, "page": 0}, {"Word": ".024", "Confidence": 0.988, "X1": 0.83399, "Y1": 0.7212, "X2": 0.87615, "Y2": 0.721, "X3": 0.87484, "Y3": 0.7368, "X4": 0.83399, "Y4": 0.7368, "page": 0}, {"Word": "Batch 143, Final", "Confidence": 0.99167, "X1": 0.00132, "Y1": 0.7222, "X2": 0.17128, "Y2": 0.722, "X3": 0.17128, "Y3": 0.7388, "X4": 0.00132, "Y4": 0.7378, "page": 0}, {"Word": "Filtered", "Confidence": 0.994, "X1": 0.01713, "Y1": 0.7382, "X2": 0.11331, "Y2": 0.738, "X3": 0.11331, "Y3": 0.7538, "X4": 0.01713, "Y4": 0.7528, "page": 0}, {"Word": "Batch 144, After", "Confidence": 0.99433, "X1": 0.0, "Y1": 0.7702, "X2": 0.17655, "Y2": 0.77, "X3": 0.17655, "Y3": 0.7858, "X4": 0.0, "Y4": 0.7858, "page": 0}, {"Word": "15.98", "Confidence": 0.997, "X1": 0.22793, "Y1": 0.7702, "X2": 0.28327, "Y2": 0.77, "X3": 0.28327, "Y3": 0.7858, "X4": 0.22925, "Y4": 0.7838, "page": 0}, {"Word": "2.90", "Confidence": 0.982, "X1": 0.39262, "Y1": 0.7702, "X2": 0.44269, "Y2": 0.77, "X3": 0.44137, "Y3": 0.7848, "X4": 0.39262, "Y4": 0.7848, "page": 0}, {"Word": ".015", "Confidence": 0.987, "X1": 0.6087, "Y1": 0.7682, "X2": 0.65217, "Y2": 0.768, "X3": 0.65349, "Y3": 0.7858, "X4": 0.6087, "Y4": 0.7858, "page": 0}, {"Word": ".017", "Confidence": 0.919, "X1": 0.83399, "Y1": 0.7692, "X2": 0.87615, "Y2": 0.769, "X3": 0.87484, "Y3": 0.7858, "X4": 0.83267, "Y4": 0.7858, "page": 0}, {"Word": "Liquifaction", "Confidence": 0.992, "X1": 0.01976, "Y1": 0.7862, "X2": 0.15547, "Y2": 0.786, "X3": 0.15547, "Y3": 0.8028, "X4": 0.01976, "Y4": 0.8028, "page": 0}, {"Word": "Batch 144, 8 hr", "Confidence": 0.9945, "X1": 0.0, "Y1": 0.8172, "X2": 0.16733, "Y2": 0.817, "X3": 0.16733, "Y3": 0.8348, "X4": 0.0, "Y4": 0.8338, "page": 0}, {"Word": "85.34", "Confidence": 0.998, "X1": 0.22661, "Y1": 0.8192, "X2": 0.28195, "Y2": 0.819, "X3": 0.28195, "Y3": 0.8348, "X4": 0.22661, "Y4": 0.8338, "page": 0}, {"Word": "1.21", "Confidence": 0.963, "X1": 0.39526, "Y1": 0.8172, "X2": 0.44005, "Y2": 0.817, "X3": 0.43874, "Y3": 0.8328, "X4": 0.39526, "Y4": 0.8338, "page": 0}, {"Word": ".021", "Confidence": 0.96, "X1": 0.6087, "Y1": 0.8182, "X2": 0.65086, "Y2": 0.818, "X3": 0.64954, "Y3": 0.8338, "X4": 0.6087, "Y4": 0.8348, "page": 0}, {"Word": ".023", "Confidence": 0.988, "X1": 0.83531, "Y1": 0.8172, "X2": 0.87615, "Y2": 0.817, "X3": 0.87484, "Y3": 0.8338, "X4": 0.83399, "Y4": 0.8348, "page": 0}, {"Word": "Batch 144, 16 hr", "Confidence": 0.983, "X1": 0.0, "Y1": 0.8502, "X2": 0.17787, "Y2": 0.85, "X3": 0.17787, "Y3": 0.8678, "X4": 0.0, "Y4": 0.8668, "page": 0}, {"Word": "89.72", "Confidence": 0.969, "X1": 0.22793, "Y1": 0.8502, "X2": 0.28327, "Y2": 0.85, "X3": 0.28327, "Y3": 0.8658, "X4": 0.22661, "Y4": 0.8658, "page": 0}, {"Word": "1.12", "Confidence": 0.986, "X1": 0.39657, "Y1": 0.8512, "X2": 0.44269, "Y2": 0.851, "X3": 0.44269, "Y3": 0.8658, "X4": 0.39657, "Y4": 0.8658, "page": 0}, {"Word": ".022", "Confidence": 0.987, "X1": 0.61001, "Y1": 0.8502, "X2": 0.65349, "Y2": 0.85, "X3": 0.65349, "Y3": 0.8658, "X4": 0.61001, "Y4": 0.8658, "page": 0}, {"Word": ".024", "Confidence": 0.987, "X1": 0.83399, "Y1": 0.8502, "X2": 0.87615, "Y2": 0.85, "X3": 0.87484, "Y3": 0.8668, "X4": 0.83399, "Y4": 0.8678, "page": 0}, {"Word": "92.05", "Confidence": 0.994, "X1": 0.22661, "Y1": 0.8822, "X2": 0.28327, "Y2": 0.882, "X3": 0.28327, "Y3": 0.8978, "X4": 0.22661, "Y4": 0.8978, "page": 0}, {"Word": "1.12", "Confidence": 0.993, "X1": 0.39657, "Y1": 0.8812, "X2": 0.44137, "Y2": 0.881, "X3": 0.44137, "Y3": 0.8978, "X4": 0.39657, "Y4": 0.8978, "page": 0}, {"Word": ".022", "Confidence": 0.988, "X1": 0.61133, "Y1": 0.8822, "X2": 0.65217, "Y2": 0.882, "X3": 0.65217, "Y3": 0.8978, "X4": 0.61001, "Y4": 0.8978, "page": 0}, {"Word": ".023", "Confidence": 0.987, "X1": 0.83794, "Y1": 0.8802, "X2": 0.87615, "Y2": 0.88, "X3": 0.87615, "Y3": 0.8968, "X4": 0.83531, "Y4": 0.8978, "page": 0}, {"Word": "Batch 144, 24 hr", "Confidence": 0.9955, "X1": 0.00264, "Y1": 0.8822, "X2": 0.17787, "Y2": 0.882, "X3": 0.17787, "Y3": 0.8988, "X4": 0.00264, "Y4": 0.8988, "page": 0}, {"Word": "50902 6595", "Confidence": 0.993, "X1": 0.96706, "Y1": 0.9682, "X2": 0.96706, "Y2": 0.968, "X3": 0.9473, "Y3": 0.9678, "X4": 0.9473, "Y4": 0.8698, "page": 0}], "words_data": [{"Word": "RJR", "Confidence": 0.8, "X1": 0.12516, "Y1": 0.0192, "X2": 0.1726, "Y2": 0.019, "X3": 0.17128, "Y3": 0.0318, "X4": 0.12385, "Y4": 0.0298, "page": 0, "Index": 0}, {"Word": "CONFIDENTIAL", "Confidence": 0.991, "X1": 0.00659, "Y1": 0.0562, "X2": 0.30567, "Y2": 0.056, "X3": 0.30567, "Y3": 0.0978, "X4": 0.00527, "Y4": 0.0938, "page": 0, "Index": 1}, {"Word": "OVERREAD", "Confidence": 0.994, "X1": 0.34387, "Y1": 0.0732, "X2": 0.42951, "Y2": 0.073, "X3": 0.42951, "Y3": 0.0888, "X4": 0.34387, "Y4": 0.0878, "page": 0, "Index": 2}, {"Word": "FACTOR", "Confidence": 0.997, "X1": 0.4361, "Y1": 0.0732, "X2": 0.50329, "Y2": 0.073, "X3": 0.50329, "Y3": 0.0898, "X4": 0.43742, "Y4": 0.0888, "page": 0, "Index": 3}, {"Word": "OBS.", "Confidence": 0.986, "X1": 0.34256, "Y1": 0.0982, "X2": 0.38735, "Y2": 0.098, "X3": 0.38735, "Y3": 0.1128, "X4": 0.34256, "Y4": 0.1118, "page": 0, "Index": 4}, {"Word": "O.R.", "Confidence": 0.955, "X1": 0.39394, "Y1": 0.0982, "X2": 0.44005, "Y2": 0.098, "X3": 0.44005, "Y3": 0.1128, "X4": 0.39394, "Y4": 0.1128, "page": 0, "Index": 5}, {"Word": "VALUE", "Confidence": 0.997, "X1": 0.44796, "Y1": 0.0972, "X2": 0.50198, "Y2": 0.097, "X3": 0.50329, "Y3": 0.1128, "X4": 0.44796, "Y4": 0.1128, "page": 0, "Index": 6}, {"Word": "MEQ.", "Confidence": 0.991, "X1": 0.56522, "Y1": 0.0982, "X2": 0.61001, "Y2": 0.098, "X3": 0.61001, "Y3": 0.1128, "X4": 0.56522, "Y4": 0.1138, "page": 0, "Index": 7}, {"Word": "ACIDS/ML", "Confidence": 0.995, "X1": 0.6166, "Y1": 0.0972, "X2": 0.70356, "Y2": 0.097, "X3": 0.70487, "Y3": 0.1128, "X4": 0.61528, "Y4": 0.1128, "page": 0, "Index": 8}, {"Word": "MEQ.", "Confidence": 0.979, "X1": 0.7444, "Y1": 0.0982, "X2": 0.79051, "Y2": 0.098, "X3": 0.79051, "Y3": 0.1128, "X4": 0.74308, "Y4": 0.1128, "page": 0, "Index": 9}, {"Word": "ACIDS", "Confidence": 0.997, "X1": 0.7971, "Y1": 0.0982, "X2": 0.85244, "Y2": 0.098, "X3": 0.85244, "Y3": 0.1128, "X4": 0.7971, "Y4": 0.1128, "page": 0, "Index": 10}, {"Word": "&", "Confidence": 0.981, "X1": 0.86034, "Y1": 0.0982, "X2": 0.87352, "Y2": 0.098, "X3": 0.87352, "Y3": 0.1128, "X4": 0.86034, "Y4": 0.1128, "page": 0, "Index": 11}, {"Word": "LACTONES", "Confidence": 0.995, "X1": 0.88142, "Y1": 0.0982, "X2": 0.9697, "Y2": 0.098, "X3": 0.9697, "Y3": 0.1138, "X4": 0.88142, "Y4": 0.1128, "page": 0, "Index": 12}, {"Word": "SAMPLE", "Confidence": 0.994, "X1": 0.05929, "Y1": 0.1152, "X2": 0.12121, "Y2": 0.115, "X3": 0.12121, "Y3": 0.1298, "X4": 0.05797, "Y4": 0.1298, "page": 0, "Index": 13}, {"Word": "D.E.", "Confidence": 0.982, "X1": 0.23847, "Y1": 0.1142, "X2": 0.28195, "Y2": 0.114, "X3": 0.28195, "Y3": 0.1288, "X4": 0.23847, "Y4": 0.1278, "page": 0, "Index": 14}, {"Word": "THEO.", "Confidence": 0.968, "X1": 0.32411, "Y1": 0.1132, "X2": 0.37681, "Y2": 0.113, "X3": 0.37813, "Y3": 0.1288, "X4": 0.32411, "Y4": 0.1298, "page": 0, "Index": 15}, {"Word": "O.R.", "Confidence": 0.959, "X1": 0.3834, "Y1": 0.1132, "X2": 0.43083, "Y2": 0.113, "X3": 0.43215, "Y3": 0.1288, "X4": 0.3834, "Y4": 0.1288, "page": 0, "Index": 16}, {"Word": "DEXTROSE", "Confidence": 0.989, "X1": 0.43742, "Y1": 0.1132, "X2": 0.52437, "Y2": 0.113, "X3": 0.52569, "Y3": 0.1288, "X4": 0.43742, "Y4": 0.1288, "page": 0, "Index": 17}, {"Word": "@", "Confidence": 0.995, "X1": 0.56653, "Y1": 0.1142, "X2": 0.57839, "Y2": 0.114, "X3": 0.57839, "Y3": 0.1288, "X4": 0.56653, "Y4": 0.1288, "page": 0, "Index": 18}, {"Word": "30%", "Confidence": 0.995, "X1": 0.58498, "Y1": 0.1132, "X2": 0.62055, "Y2": 0.113, "X3": 0.62055, "Y3": 0.1288, "X4": 0.58498, "Y4": 0.1288, "page": 0, "Index": 19}, {"Word": "SOLIDS", "Confidence": 0.997, "X1": 0.62714, "Y1": 0.1142, "X2": 0.69433, "Y2": 0.114, "X3": 0.69433, "Y3": 0.1288, "X4": 0.62714, "Y4": 0.1288, "page": 0, "Index": 20}, {"Word": "PER", "Confidence": 0.994, "X1": 0.75758, "Y1": 0.1142, "X2": 0.78788, "Y2": 0.114, "X3": 0.78788, "Y3": 0.1288, "X4": 0.75758, "Y4": 0.1288, "page": 0, "Index": 21}, {"Word": "ML", "Confidence": 0.995, "X1": 0.7971, "Y1": 0.1152, "X2": 0.82082, "Y2": 0.115, "X3": 0.82082, "Y3": 0.1288, "X4": 0.7971, "Y4": 0.1288, "page": 0, "Index": 22}, {"Word": "@", "Confidence": 0.997, "X1": 0.83004, "Y1": 0.1152, "X2": 0.8419, "Y2": 0.115, "X3": 0.8419, "Y3": 0.1288, "X4": 0.83004, "Y4": 0.1288, "page": 0, "Index": 23}, {"Word": "30%", "Confidence": 0.977, "X1": 0.85244, "Y1": 0.1152, "X2": 0.88538, "Y2": 0.115, "X3": 0.88538, "Y3": 0.1288, "X4": 0.85244, "Y4": 0.1288, "page": 0, "Index": 24}, {"Word": "SOLIDS", "Confidence": 0.997, "X1": 0.89328, "Y1": 0.1142, "X2": 0.95916, "Y2": 0.114, "X3": 0.95784, "Y3": 0.1288, "X4": 0.89328, "Y4": 0.1288, "page": 0, "Index": 25}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00264, "Y1": 0.1462, "X2": 0.05665, "Y2": 0.146, "X3": 0.05534, "Y3": 0.1618, "X4": 0.00132, "Y4": 0.1618, "page": 0, "Index": 26}, {"Word": "141,", "Confidence": 0.987, "X1": 0.06719, "Y1": 0.1452, "X2": 0.11331, "Y2": 0.145, "X3": 0.11331, "Y3": 0.1618, "X4": 0.06588, "Y4": 0.1618, "page": 0, "Index": 27}, {"Word": "62", "Confidence": 0.998, "X1": 0.11989, "Y1": 0.1452, "X2": 0.14361, "Y2": 0.145, "X3": 0.14361, "Y3": 0.1618, "X4": 0.11858, "Y4": 0.1618, "page": 0, "Index": 28}, {"Word": "hr", "Confidence": 0.998, "X1": 0.1502, "Y1": 0.1452, "X2": 0.17655, "Y2": 0.145, "X3": 0.17523, "Y3": 0.1618, "X4": 0.1502, "Y4": 0.1618, "page": 0, "Index": 29}, {"Word": "92.26", "Confidence": 0.994, "X1": 0.22793, "Y1": 0.1462, "X2": 0.28195, "Y2": 0.146, "X3": 0.28195, "Y3": 0.1598, "X4": 0.22793, "Y4": 0.1598, "page": 0, "Index": 30}, {"Word": "1.18", "Confidence": 0.979, "X1": 0.39789, "Y1": 0.1462, "X2": 0.44005, "Y2": 0.146, "X3": 0.44005, "Y3": 0.1608, "X4": 0.39657, "Y4": 0.1598, "page": 0, "Index": 31}, {"Word": ".024", "Confidence": 0.988, "X1": 0.61133, "Y1": 0.1452, "X2": 0.65217, "Y2": 0.145, "X3": 0.65217, "Y3": 0.1608, "X4": 0.61133, "Y4": 0.1598, "page": 0, "Index": 32}, {"Word": ".025", "Confidence": 0.987, "X1": 0.83399, "Y1": 0.1472, "X2": 0.87352, "Y2": 0.147, "X3": 0.87352, "Y3": 0.1608, "X4": 0.83399, "Y4": 0.1618, "page": 0, "Index": 33}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00395, "Y1": 0.1772, "X2": 0.05665, "Y2": 0.177, "X3": 0.05665, "Y3": 0.1948, "X4": 0.00395, "Y4": 0.1948, "page": 0, "Index": 34}, {"Word": "141,", "Confidence": 0.987, "X1": 0.06719, "Y1": 0.1772, "X2": 0.11462, "Y2": 0.177, "X3": 0.11462, "Y3": 0.1948, "X4": 0.06719, "Y4": 0.1948, "page": 0, "Index": 35}, {"Word": "82", "Confidence": 0.998, "X1": 0.11989, "Y1": 0.1772, "X2": 0.14625, "Y2": 0.177, "X3": 0.14493, "Y3": 0.1948, "X4": 0.11989, "Y4": 0.1948, "page": 0, "Index": 36}, {"Word": "hr", "Confidence": 0.998, "X1": 0.1502, "Y1": 0.1772, "X2": 0.17787, "Y2": 0.177, "X3": 0.17655, "Y3": 0.1948, "X4": 0.1502, "Y4": 0.1948, "page": 0, "Index": 37}, {"Word": "91.85", "Confidence": 0.994, "X1": 0.22793, "Y1": 0.1782, "X2": 0.28195, "Y2": 0.178, "X3": 0.28195, "Y3": 0.1928, "X4": 0.22793, "Y4": 0.1918, "page": 0, "Index": 38}, {"Word": "1.07", "Confidence": 0.988, "X1": 0.39789, "Y1": 0.1772, "X2": 0.44005, "Y2": 0.177, "X3": 0.44005, "Y3": 0.1928, "X4": 0.39789, "Y4": 0.1928, "page": 0, "Index": 39}, {"Word": ".023", "Confidence": 0.987, "X1": 0.61001, "Y1": 0.1772, "X2": 0.65086, "Y2": 0.177, "X3": 0.65217, "Y3": 0.1938, "X4": 0.61001, "Y4": 0.1948, "page": 0, "Index": 40}, {"Word": ".025", "Confidence": 0.987, "X1": 0.83399, "Y1": 0.1772, "X2": 0.87352, "Y2": 0.177, "X3": 0.87352, "Y3": 0.1928, "X4": 0.83399, "Y4": 0.1938, "page": 0, "Index": 41}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00132, "Y1": 0.2102, "X2": 0.05665, "Y2": 0.21, "X3": 0.05665, "Y3": 0.2258, "X4": 0.00132, "Y4": 0.2258, "page": 0, "Index": 42}, {"Word": "141,", "Confidence": 0.991, "X1": 0.06851, "Y1": 0.2102, "X2": 0.11331, "Y2": 0.21, "X3": 0.11331, "Y3": 0.2268, "X4": 0.06719, "Y4": 0.2258, "page": 0, "Index": 43}, {"Word": "Final", "Confidence": 0.995, "X1": 0.11989, "Y1": 0.2092, "X2": 0.17391, "Y2": 0.209, "X3": 0.17391, "Y3": 0.2258, "X4": 0.11989, "Y4": 0.2268, "page": 0, "Index": 44}, {"Word": "91.85", "Confidence": 0.998, "X1": 0.22793, "Y1": 0.2102, "X2": 0.28195, "Y2": 0.21, "X3": 0.28195, "Y3": 0.2248, "X4": 0.22793, "Y4": 0.2238, "page": 0, "Index": 45}, {"Word": "1.10", "Confidence": 0.982, "X1": 0.39921, "Y1": 0.2092, "X2": 0.43874, "Y2": 0.209, "X3": 0.43874, "Y3": 0.2248, "X4": 0.39921, "Y4": 0.2248, "page": 0, "Index": 46}, {"Word": ".022", "Confidence": 0.987, "X1": 0.61001, "Y1": 0.2092, "X2": 0.65086, "Y2": 0.209, "X3": 0.65086, "Y3": 0.2248, "X4": 0.61001, "Y4": 0.2258, "page": 0, "Index": 47}, {"Word": ".025", "Confidence": 0.988, "X1": 0.83531, "Y1": 0.2072, "X2": 0.87484, "Y2": 0.207, "X3": 0.87615, "Y3": 0.2238, "X4": 0.83531, "Y4": 0.2248, "page": 0, "Index": 48}, {"Word": "Filtered", "Confidence": 0.994, "X1": 0.02372, "Y1": 0.2272, "X2": 0.11067, "Y2": 0.227, "X3": 0.11067, "Y3": 0.2418, "X4": 0.02372, "Y4": 0.2398, "page": 0, "Index": 49}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00264, "Y1": 0.2572, "X2": 0.05665, "Y2": 0.257, "X3": 0.05665, "Y3": 0.2738, "X4": 0.00132, "Y4": 0.2728, "page": 0, "Index": 50}, {"Word": "142,", "Confidence": 0.982, "X1": 0.06719, "Y1": 0.2572, "X2": 0.11462, "Y2": 0.257, "X3": 0.11331, "Y3": 0.2738, "X4": 0.06719, "Y4": 0.2738, "page": 0, "Index": 51}, {"Word": "After", "Confidence": 0.998, "X1": 0.11989, "Y1": 0.2572, "X2": 0.17655, "Y2": 0.257, "X3": 0.17655, "Y3": 0.2738, "X4": 0.11989, "Y4": 0.2738, "page": 0, "Index": 52}, {"Word": "20.40", "Confidence": 0.994, "X1": 0.22793, "Y1": 0.2572, "X2": 0.28195, "Y2": 0.257, "X3": 0.28195, "Y3": 0.2728, "X4": 0.22793, "Y4": 0.2718, "page": 0, "Index": 53}, {"Word": "-", "Confidence": 0.658, "X1": 0.40711, "Y1": 0.2612, "X2": 0.4137, "Y2": 0.261, "X3": 0.41502, "Y3": 0.2688, "X4": 0.40843, "Y4": 0.2698, "page": 0, "Index": 54}, {"Word": ".018", "Confidence": 0.985, "X1": 0.6087, "Y1": 0.2562, "X2": 0.65217, "Y2": 0.256, "X3": 0.65217, "Y3": 0.2718, "X4": 0.6087, "Y4": 0.2728, "page": 0, "Index": 55}, {"Word": ".021", "Confidence": 0.971, "X1": 0.83531, "Y1": 0.2562, "X2": 0.87088, "Y2": 0.256, "X3": 0.87088, "Y3": 0.2728, "X4": 0.83531, "Y4": 0.2728, "page": 0, "Index": 56}, {"Word": "Liquifaction", "Confidence": 0.992, "X1": 0.02503, "Y1": 0.2752, "X2": 0.15415, "Y2": 0.275, "X3": 0.15283, "Y3": 0.2898, "X4": 0.02372, "Y4": 0.2898, "page": 0, "Index": 57}, {"Word": "Batch", "Confidence": 0.997, "X1": 0.00395, "Y1": 0.3062, "X2": 0.05665, "Y2": 0.306, "X3": 0.05534, "Y3": 0.3228, "X4": 0.00264, "Y4": 0.3218, "page": 0, "Index": 58}, {"Word": "142,", "Confidence": 0.989, "X1": 0.06719, "Y1": 0.3062, "X2": 0.11462, "Y2": 0.306, "X3": 0.11331, "Y3": 0.3228, "X4": 0.06588, "Y4": 0.3228, "page": 0, "Index": 59}, {"Word": "14", "Confidence": 0.998, "X1": 0.12121, "Y1": 0.3062, "X2": 0.14361, "Y2": 0.306, "X3": 0.14229, "Y3": 0.3228, "X4": 0.11989, "Y4": 0.3228, "page": 0, "Index": 60}, {"Word": "hr", "Confidence": 0.998, "X1": 0.1502, "Y1": 0.3062, "X2": 0.17655, "Y2": 0.306, "X3": 0.17523, "Y3": 0.3228, "X4": 0.14888, "Y4": 0.3228, "page": 0, "Index": 61}, {"Word": "88.57", "Confidence": 0.994, "X1": 0.22661, "Y1": 0.3062, "X2": 0.28195, "Y2": 0.306, "X3": 0.28063, "Y3": 0.3218, "X4": 0.22661, "Y4": 0.3208, "page": 0, "Index": 62}, {"Word": "1.12", "Confidence": 0.994, "X1": 0.39657, "Y1": 0.3052, "X2": 0.44137, "Y2": 0.305, "X3": 0.44137, "Y3": 0.3208, "X4": 0.39657, "Y4": 0.3208, "page": 0, "Index": 63}, {"Word": ".022", "Confidence": 0.987, "X1": 0.61001, "Y1": 0.3052, "X2": 0.65217, "Y2": 0.305, "X3": 0.65217, "Y3": 0.3208, "X4": 0.61001, "Y4": 0.3218, "page": 0, "Index": 64}, {"Word": ".026", "Confidence": 0.988, "X1": 0.83267, "Y1": 0.3052, "X2": 0.87352, "Y2": 0.305, "X3": 0.87484, "Y3": 0.3208, "X4": 0.83267, "Y4": 0.3218, "page": 0, "Index": 65}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00395, "Y1": 0.3382, "X2": 0.05534, "Y2": 0.338, "X3": 0.05534, "Y3": 0.3548, "X4": 0.00264, "Y4": 0.3538, "page": 0, "Index": 66}, {"Word": "142,", "Confidence": 0.991, "X1": 0.06719, "Y1": 0.3382, "X2": 0.11462, "Y2": 0.338, "X3": 0.11331, "Y3": 0.3548, "X4": 0.06719, "Y4": 0.3548, "page": 0, "Index": 67}, {"Word": "22", "Confidence": 0.998, "X1": 0.12121, "Y1": 0.3382, "X2": 0.14493, "Y2": 0.338, "X3": 0.14361, "Y3": 0.3548, "X4": 0.11989, "Y4": 0.3548, "page": 0, "Index": 68}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15152, "Y1": 0.3382, "X2": 0.17655, "Y2": 0.338, "X3": 0.17523, "Y3": 0.3548, "X4": 0.1502, "Y4": 0.3548, "page": 0, "Index": 69}, {"Word": "92.54", "Confidence": 0.991, "X1": 0.22793, "Y1": 0.3372, "X2": 0.28195, "Y2": 0.337, "X3": 0.28195, "Y3": 0.3528, "X4": 0.22793, "Y4": 0.3528, "page": 0, "Index": 70}, {"Word": "1.08", "Confidence": 0.981, "X1": 0.39789, "Y1": 0.3372, "X2": 0.44137, "Y2": 0.337, "X3": 0.44137, "Y3": 0.3538, "X4": 0.39789, "Y4": 0.3528, "page": 0, "Index": 71}, {"Word": ".025", "Confidence": 0.987, "X1": 0.61001, "Y1": 0.3372, "X2": 0.65086, "Y2": 0.337, "X3": 0.65086, "Y3": 0.3548, "X4": 0.61001, "Y4": 0.3548, "page": 0, "Index": 72}, {"Word": ".028", "Confidence": 0.988, "X1": 0.83267, "Y1": 0.3372, "X2": 0.87352, "Y2": 0.337, "X3": 0.87352, "Y3": 0.3528, "X4": 0.83267, "Y4": 0.3538, "page": 0, "Index": 73}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00395, "Y1": 0.3712, "X2": 0.05534, "Y2": 0.371, "X3": 0.05534, "Y3": 0.3858, "X4": 0.00395, "Y4": 0.3858, "page": 0, "Index": 74}, {"Word": "142,", "Confidence": 0.981, "X1": 0.06719, "Y1": 0.3712, "X2": 0.11199, "Y2": 0.371, "X3": 0.11199, "Y3": 0.3868, "X4": 0.06719, "Y4": 0.3858, "page": 0, "Index": 75}, {"Word": "38", "Confidence": 0.998, "X1": 0.12121, "Y1": 0.3712, "X2": 0.14361, "Y2": 0.371, "X3": 0.14361, "Y3": 0.3868, "X4": 0.11989, "Y4": 0.3868, "page": 0, "Index": 76}, {"Word": "hr", "Confidence": 0.998, "X1": 0.14888, "Y1": 0.3712, "X2": 0.17391, "Y2": 0.371, "X3": 0.17391, "Y3": 0.3868, "X4": 0.14888, "Y4": 0.3868, "page": 0, "Index": 77}, {"Word": "93.73", "Confidence": 0.994, "X1": 0.22661, "Y1": 0.3692, "X2": 0.28195, "Y2": 0.369, "X3": 0.28195, "Y3": 0.3858, "X4": 0.22661, "Y4": 0.3848, "page": 0, "Index": 78}, {"Word": "1.06", "Confidence": 0.994, "X1": 0.39657, "Y1": 0.3692, "X2": 0.44005, "Y2": 0.369, "X3": 0.44005, "Y3": 0.3858, "X4": 0.39657, "Y4": 0.3848, "page": 0, "Index": 79}, {"Word": ".024", "Confidence": 0.987, "X1": 0.61001, "Y1": 0.3682, "X2": 0.65086, "Y2": 0.368, "X3": 0.65217, "Y3": 0.3848, "X4": 0.61001, "Y4": 0.3858, "page": 0, "Index": 80}, {"Word": ".028", "Confidence": 0.987, "X1": 0.83399, "Y1": 0.3702, "X2": 0.87352, "Y2": 0.37, "X3": 0.87352, "Y3": 0.3858, "X4": 0.83399, "Y4": 0.3858, "page": 0, "Index": 81}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00395, "Y1": 0.4032, "X2": 0.05665, "Y2": 0.403, "X3": 0.05534, "Y3": 0.4178, "X4": 0.00395, "Y4": 0.4178, "page": 0, "Index": 82}, {"Word": "142,", "Confidence": 0.994, "X1": 0.06851, "Y1": 0.4032, "X2": 0.11331, "Y2": 0.403, "X3": 0.11331, "Y3": 0.4178, "X4": 0.06719, "Y4": 0.4178, "page": 0, "Index": 83}, {"Word": "41", "Confidence": 0.998, "X1": 0.12121, "Y1": 0.4032, "X2": 0.14493, "Y2": 0.403, "X3": 0.14361, "Y3": 0.4178, "X4": 0.11989, "Y4": 0.4178, "page": 0, "Index": 84}, {"Word": "95.16", "Confidence": 0.994, "X1": 0.22661, "Y1": 0.4032, "X2": 0.28063, "Y2": 0.403, "X3": 0.27931, "Y3": 0.4178, "X4": 0.22661, "Y4": 0.4158, "page": 0, "Index": 85}, {"Word": "1.03", "Confidence": 0.937, "X1": 0.39657, "Y1": 0.4002, "X2": 0.44137, "Y2": 0.4, "X3": 0.44269, "Y3": 0.4168, "X4": 0.39657, "Y4": 0.4168, "page": 0, "Index": 86}, {"Word": ".024", "Confidence": 0.987, "X1": 0.61001, "Y1": 0.4012, "X2": 0.65086, "Y2": 0.401, "X3": 0.65217, "Y3": 0.4168, "X4": 0.61001, "Y4": 0.4178, "page": 0, "Index": 87}, {"Word": ".025", "Confidence": 0.988, "X1": 0.83399, "Y1": 0.4022, "X2": 0.87352, "Y2": 0.402, "X3": 0.87352, "Y3": 0.4168, "X4": 0.83399, "Y4": 0.4168, "page": 0, "Index": 88}, {"Word": "hr", "Confidence": 0.994, "X1": 0.15152, "Y1": 0.4032, "X2": 0.17523, "Y2": 0.403, "X3": 0.17391, "Y3": 0.4188, "X4": 0.1502, "Y4": 0.4178, "page": 0, "Index": 89}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00395, "Y1": 0.4342, "X2": 0.05797, "Y2": 0.434, "X3": 0.05665, "Y3": 0.4498, "X4": 0.00264, "Y4": 0.4498, "page": 0, "Index": 90}, {"Word": "142,", "Confidence": 0.991, "X1": 0.06719, "Y1": 0.4342, "X2": 0.11331, "Y2": 0.434, "X3": 0.11331, "Y3": 0.4498, "X4": 0.06588, "Y4": 0.4498, "page": 0, "Index": 91}, {"Word": "56", "Confidence": 0.998, "X1": 0.11989, "Y1": 0.4342, "X2": 0.14361, "Y2": 0.434, "X3": 0.14361, "Y3": 0.4498, "X4": 0.11858, "Y4": 0.4498, "page": 0, "Index": 92}, {"Word": "hr", "Confidence": 0.995, "X1": 0.1502, "Y1": 0.4342, "X2": 0.17655, "Y2": 0.434, "X3": 0.17655, "Y3": 0.4508, "X4": 0.1502, "Y4": 0.4498, "page": 0, "Index": 93}, {"Word": "1.04", "Confidence": 0.986, "X1": 0.39657, "Y1": 0.4332, "X2": 0.44005, "Y2": 0.433, "X3": 0.44005, "Y3": 0.4488, "X4": 0.39657, "Y4": 0.4488, "page": 0, "Index": 94}, {"Word": ".025", "Confidence": 0.987, "X1": 0.6087, "Y1": 0.4332, "X2": 0.65086, "Y2": 0.433, "X3": 0.65086, "Y3": 0.4498, "X4": 0.6087, "Y4": 0.4498, "page": 0, "Index": 95}, {"Word": ".027", "Confidence": 0.988, "X1": 0.83136, "Y1": 0.4342, "X2": 0.87484, "Y2": 0.434, "X3": 0.87615, "Y3": 0.4498, "X4": 0.83136, "Y4": 0.4498, "page": 0, "Index": 96}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00264, "Y1": 0.4662, "X2": 0.05665, "Y2": 0.466, "X3": 0.05665, "Y3": 0.4828, "X4": 0.00264, "Y4": 0.4828, "page": 0, "Index": 97}, {"Word": "142,", "Confidence": 0.988, "X1": 0.06719, "Y1": 0.4662, "X2": 0.11331, "Y2": 0.466, "X3": 0.11331, "Y3": 0.4818, "X4": 0.06719, "Y4": 0.4828, "page": 0, "Index": 98}, {"Word": "Final", "Confidence": 0.994, "X1": 0.11858, "Y1": 0.4662, "X2": 0.17655, "Y2": 0.466, "X3": 0.17655, "Y3": 0.4808, "X4": 0.11858, "Y4": 0.4818, "page": 0, "Index": 99}, {"Word": "96.04", "Confidence": 0.994, "X1": 0.22793, "Y1": 0.4662, "X2": 0.28063, "Y2": 0.466, "X3": 0.28063, "Y3": 0.4808, "X4": 0.22793, "Y4": 0.4808, "page": 0, "Index": 100}, {"Word": "1.04", "Confidence": 0.988, "X1": 0.39789, "Y1": 0.4662, "X2": 0.44005, "Y2": 0.466, "X3": 0.44005, "Y3": 0.4808, "X4": 0.39789, "Y4": 0.4808, "page": 0, "Index": 101}, {"Word": ".023", "Confidence": 0.987, "X1": 0.61001, "Y1": 0.4662, "X2": 0.65086, "Y2": 0.466, "X3": 0.65086, "Y3": 0.4808, "X4": 0.61001, "Y4": 0.4818, "page": 0, "Index": 102}, {"Word": ".025", "Confidence": 0.985, "X1": 0.83136, "Y1": 0.4672, "X2": 0.8722, "Y2": 0.467, "X3": 0.8722, "Y3": 0.4808, "X4": 0.83267, "Y4": 0.4808, "page": 0, "Index": 103}, {"Word": "Filtered", "Confidence": 0.901, "X1": 0.02372, "Y1": 0.4832, "X2": 0.11067, "Y2": 0.483, "X3": 0.10935, "Y3": 0.4978, "X4": 0.02372, "Y4": 0.4978, "page": 0, "Index": 104}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00264, "Y1": 0.5142, "X2": 0.05665, "Y2": 0.514, "X3": 0.05534, "Y3": 0.5308, "X4": 0.00132, "Y4": 0.5298, "page": 0, "Index": 105}, {"Word": "143,", "Confidence": 0.989, "X1": 0.06719, "Y1": 0.5142, "X2": 0.11331, "Y2": 0.514, "X3": 0.11331, "Y3": 0.5308, "X4": 0.06588, "Y4": 0.5308, "page": 0, "Index": 106}, {"Word": "After", "Confidence": 0.994, "X1": 0.11726, "Y1": 0.5142, "X2": 0.17523, "Y2": 0.514, "X3": 0.17523, "Y3": 0.5298, "X4": 0.11726, "Y4": 0.5308, "page": 0, "Index": 107}, {"Word": "17.16", "Confidence": 0.994, "X1": 0.22661, "Y1": 0.5142, "X2": 0.28063, "Y2": 0.514, "X3": 0.28063, "Y3": 0.5308, "X4": 0.22661, "Y4": 0.5308, "page": 0, "Index": 108}, {"Word": "3.02", "Confidence": 0.988, "X1": 0.39657, "Y1": 0.5142, "X2": 0.44005, "Y2": 0.514, "X3": 0.44005, "Y3": 0.5298, "X4": 0.39657, "Y4": 0.5298, "page": 0, "Index": 109}, {"Word": ".016", "Confidence": 0.987, "X1": 0.6087, "Y1": 0.5142, "X2": 0.65086, "Y2": 0.514, "X3": 0.65086, "Y3": 0.5308, "X4": 0.6087, "Y4": 0.5318, "page": 0, "Index": 110}, {"Word": ".018", "Confidence": 0.987, "X1": 0.83267, "Y1": 0.5142, "X2": 0.87352, "Y2": 0.514, "X3": 0.87352, "Y3": 0.5298, "X4": 0.83267, "Y4": 0.5288, "page": 0, "Index": 111}, {"Word": "Liquifaction", "Confidence": 0.991, "X1": 0.0224, "Y1": 0.5312, "X2": 0.15415, "Y2": 0.531, "X3": 0.15415, "Y3": 0.5468, "X4": 0.02108, "Y4": 0.5458, "page": 0, "Index": 112}, {"Word": "91.37", "Confidence": 0.997, "X1": 0.2253, "Y1": 0.5622, "X2": 0.28063, "Y2": 0.562, "X3": 0.27931, "Y3": 0.5778, "X4": 0.2253, "Y4": 0.5768, "page": 0, "Index": 113}, {"Word": "1.12", "Confidence": 0.987, "X1": 0.39526, "Y1": 0.5612, "X2": 0.44137, "Y2": 0.561, "X3": 0.44137, "Y3": 0.5778, "X4": 0.39526, "Y4": 0.5778, "page": 0, "Index": 114}, {"Word": ".023", "Confidence": 0.987, "X1": 0.61001, "Y1": 0.5622, "X2": 0.64954, "Y2": 0.562, "X3": 0.65086, "Y3": 0.5778, "X4": 0.61001, "Y4": 0.5788, "page": 0, "Index": 115}, {"Word": ".025", "Confidence": 0.988, "X1": 0.83399, "Y1": 0.5622, "X2": 0.87484, "Y2": 0.562, "X3": 0.87484, "Y3": 0.5778, "X4": 0.83399, "Y4": 0.5778, "page": 0, "Index": 116}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00395, "Y1": 0.5632, "X2": 0.05534, "Y2": 0.563, "X3": 0.05402, "Y3": 0.5788, "X4": 0.00264, "Y4": 0.5788, "page": 0, "Index": 117}, {"Word": "143,", "Confidence": 0.991, "X1": 0.06719, "Y1": 0.5632, "X2": 0.11331, "Y2": 0.563, "X3": 0.11199, "Y3": 0.5788, "X4": 0.06588, "Y4": 0.5788, "page": 0, "Index": 118}, {"Word": "16", "Confidence": 0.998, "X1": 0.11989, "Y1": 0.5632, "X2": 0.14229, "Y2": 0.563, "X3": 0.14097, "Y3": 0.5788, "X4": 0.11989, "Y4": 0.5788, "page": 0, "Index": 119}, {"Word": "hr", "Confidence": 0.998, "X1": 0.14888, "Y1": 0.5632, "X2": 0.17523, "Y2": 0.563, "X3": 0.17523, "Y3": 0.5788, "X4": 0.14888, "Y4": 0.5788, "page": 0, "Index": 120}, {"Word": "Batch", "Confidence": 0.995, "X1": 0.00264, "Y1": 0.5952, "X2": 0.05665, "Y2": 0.595, "X3": 0.05534, "Y3": 0.6108, "X4": 0.00264, "Y4": 0.6108, "page": 0, "Index": 121}, {"Word": "143,", "Confidence": 0.991, "X1": 0.06851, "Y1": 0.5952, "X2": 0.11331, "Y2": 0.595, "X3": 0.11331, "Y3": 0.6108, "X4": 0.06719, "Y4": 0.6108, "page": 0, "Index": 122}, {"Word": "24", "Confidence": 0.995, "X1": 0.11989, "Y1": 0.5942, "X2": 0.14493, "Y2": 0.594, "X3": 0.14361, "Y3": 0.6108, "X4": 0.11989, "Y4": 0.6108, "page": 0, "Index": 123}, {"Word": "hr", "Confidence": 0.998, "X1": 0.1502, "Y1": 0.5942, "X2": 0.17523, "Y2": 0.594, "X3": 0.17523, "Y3": 0.6108, "X4": 0.1502, "Y4": 0.6108, "page": 0, "Index": 124}, {"Word": "90.90", "Confidence": 0.995, "X1": 0.22793, "Y1": 0.5952, "X2": 0.28063, "Y2": 0.595, "X3": 0.28063, "Y3": 0.6098, "X4": 0.22793, "Y4": 0.6088, "page": 0, "Index": 125}, {"Word": "1.09", "Confidence": 0.987, "X1": 0.39789, "Y1": 0.5942, "X2": 0.44005, "Y2": 0.594, "X3": 0.44005, "Y3": 0.6088, "X4": 0.39789, "Y4": 0.6088, "page": 0, "Index": 126}, {"Word": ".022", "Confidence": 0.986, "X1": 0.6087, "Y1": 0.5942, "X2": 0.65086, "Y2": 0.594, "X3": 0.65086, "Y3": 0.6098, "X4": 0.6087, "Y4": 0.6088, "page": 0, "Index": 127}, {"Word": ".022", "Confidence": 0.986, "X1": 0.83399, "Y1": 0.5932, "X2": 0.87484, "Y2": 0.593, "X3": 0.87484, "Y3": 0.6088, "X4": 0.83399, "Y4": 0.6098, "page": 0, "Index": 128}, {"Word": "Batch", "Confidence": 0.997, "X1": 0.00527, "Y1": 0.6262, "X2": 0.05665, "Y2": 0.626, "X3": 0.05534, "Y3": 0.6428, "X4": 0.00395, "Y4": 0.6428, "page": 0, "Index": 129}, {"Word": "143,", "Confidence": 0.991, "X1": 0.06719, "Y1": 0.6262, "X2": 0.11331, "Y2": 0.626, "X3": 0.11331, "Y3": 0.6438, "X4": 0.06719, "Y4": 0.6438, "page": 0, "Index": 130}, {"Word": "32-1/2", "Confidence": 0.994, "X1": 0.11989, "Y1": 0.6262, "X2": 0.18577, "Y2": 0.626, "X3": 0.18445, "Y3": 0.6438, "X4": 0.11858, "Y4": 0.6438, "page": 0, "Index": 131}, {"Word": "hr", "Confidence": 0.998, "X1": 0.19236, "Y1": 0.6262, "X2": 0.21871, "Y2": 0.626, "X3": 0.21739, "Y3": 0.6428, "X4": 0.19104, "Y4": 0.6438, "page": 0, "Index": 132}, {"Word": "93.37", "Confidence": 0.998, "X1": 0.2253, "Y1": 0.6262, "X2": 0.28327, "Y2": 0.626, "X3": 0.28195, "Y3": 0.6428, "X4": 0.22398, "Y4": 0.6428, "page": 0, "Index": 133}, {"Word": ".", "Confidence": 0.23, "X1": 0.28854, "Y1": 0.6262, "X2": 0.29644, "Y2": 0.626, "X3": 0.29513, "Y3": 0.6428, "X4": 0.28722, "Y4": 0.6428, "page": 0, "Index": 134}, {"Word": "1.07", "Confidence": 0.981, "X1": 0.39657, "Y1": 0.6252, "X2": 0.44005, "Y2": 0.625, "X3": 0.44005, "Y3": 0.6418, "X4": 0.39657, "Y4": 0.6408, "page": 0, "Index": 135}, {"Word": ":023", "Confidence": 0.969, "X1": 0.6087, "Y1": 0.6262, "X2": 0.65086, "Y2": 0.626, "X3": 0.65086, "Y3": 0.6418, "X4": 0.6087, "Y4": 0.6408, "page": 0, "Index": 136}, {"Word": ".023", "Confidence": 0.992, "X1": 0.83399, "Y1": 0.6252, "X2": 0.87615, "Y2": 0.625, "X3": 0.87615, "Y3": 0.6398, "X4": 0.83399, "Y4": 0.6408, "page": 0, "Index": 137}, {"Word": "Batch", "Confidence": 0.995, "X1": 0.00264, "Y1": 0.6592, "X2": 0.05665, "Y2": 0.659, "X3": 0.05534, "Y3": 0.6748, "X4": 0.00132, "Y4": 0.6748, "page": 0, "Index": 138}, {"Word": "143,", "Confidence": 0.991, "X1": 0.06719, "Y1": 0.6592, "X2": 0.11331, "Y2": 0.659, "X3": 0.11331, "Y3": 0.6748, "X4": 0.06588, "Y4": 0.6748, "page": 0, "Index": 139}, {"Word": "40", "Confidence": 0.998, "X1": 0.11989, "Y1": 0.6592, "X2": 0.14361, "Y2": 0.659, "X3": 0.14361, "Y3": 0.6758, "X4": 0.11989, "Y4": 0.6748, "page": 0, "Index": 140}, {"Word": "hr", "Confidence": 0.998, "X1": 0.1502, "Y1": 0.6592, "X2": 0.17523, "Y2": 0.659, "X3": 0.17523, "Y3": 0.6758, "X4": 0.14888, "Y4": 0.6758, "page": 0, "Index": 141}, {"Word": "94.80", "Confidence": 0.994, "X1": 0.22661, "Y1": 0.6592, "X2": 0.28063, "Y2": 0.659, "X3": 0.28063, "Y3": 0.6738, "X4": 0.22661, "Y4": 0.6718, "page": 0, "Index": 142}, {"Word": "1.07", "Confidence": 0.988, "X1": 0.39657, "Y1": 0.6582, "X2": 0.43874, "Y2": 0.658, "X3": 0.43874, "Y3": 0.6738, "X4": 0.39526, "Y4": 0.6728, "page": 0, "Index": 143}, {"Word": ".021", "Confidence": 0.981, "X1": 0.6087, "Y1": 0.6582, "X2": 0.64822, "Y2": 0.658, "X3": 0.64954, "Y3": 0.6738, "X4": 0.6087, "Y4": 0.6748, "page": 0, "Index": 144}, {"Word": ".024", "Confidence": 0.991, "X1": 0.83267, "Y1": 0.6572, "X2": 0.87484, "Y2": 0.657, "X3": 0.87484, "Y3": 0.6718, "X4": 0.83267, "Y4": 0.6728, "page": 0, "Index": 145}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00395, "Y1": 0.6902, "X2": 0.05665, "Y2": 0.69, "X3": 0.05534, "Y3": 0.7068, "X4": 0.00264, "Y4": 0.7068, "page": 0, "Index": 146}, {"Word": "143,", "Confidence": 0.991, "X1": 0.06588, "Y1": 0.6902, "X2": 0.11462, "Y2": 0.69, "X3": 0.11331, "Y3": 0.7068, "X4": 0.06456, "Y4": 0.7068, "page": 0, "Index": 147}, {"Word": "44", "Confidence": 0.998, "X1": 0.11858, "Y1": 0.6902, "X2": 0.14493, "Y2": 0.69, "X3": 0.14361, "Y3": 0.7068, "X4": 0.11726, "Y4": 0.7068, "page": 0, "Index": 148}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15152, "Y1": 0.6902, "X2": 0.17523, "Y2": 0.69, "X3": 0.17523, "Y3": 0.7078, "X4": 0.1502, "Y4": 0.7068, "page": 0, "Index": 149}, {"Word": "95.23", "Confidence": 0.994, "X1": 0.22661, "Y1": 0.6902, "X2": 0.28195, "Y2": 0.69, "X3": 0.28195, "Y3": 0.7048, "X4": 0.22661, "Y4": 0.7048, "page": 0, "Index": 150}, {"Word": "1.06", "Confidence": 0.986, "X1": 0.39657, "Y1": 0.6902, "X2": 0.44005, "Y2": 0.69, "X3": 0.43874, "Y3": 0.7058, "X4": 0.39657, "Y4": 0.7048, "page": 0, "Index": 151}, {"Word": ".022", "Confidence": 0.988, "X1": 0.6087, "Y1": 0.6902, "X2": 0.65217, "Y2": 0.69, "X3": 0.65217, "Y3": 0.7058, "X4": 0.6087, "Y4": 0.7058, "page": 0, "Index": 152}, {"Word": ".023", "Confidence": 0.988, "X1": 0.83267, "Y1": 0.6892, "X2": 0.87484, "Y2": 0.689, "X3": 0.87484, "Y3": 0.7038, "X4": 0.83267, "Y4": 0.7048, "page": 0, "Index": 153}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00264, "Y1": 0.7222, "X2": 0.05534, "Y2": 0.722, "X3": 0.05534, "Y3": 0.7378, "X4": 0.00264, "Y4": 0.7378, "page": 0, "Index": 154}, {"Word": "143,", "Confidence": 0.987, "X1": 0.06719, "Y1": 0.7222, "X2": 0.11199, "Y2": 0.722, "X3": 0.11199, "Y3": 0.7378, "X4": 0.06588, "Y4": 0.7378, "page": 0, "Index": 155}, {"Word": "95.75", "Confidence": 0.994, "X1": 0.22793, "Y1": 0.7232, "X2": 0.28063, "Y2": 0.723, "X3": 0.28063, "Y3": 0.7378, "X4": 0.22793, "Y4": 0.7368, "page": 0, "Index": 156}, {"Word": "1.05", "Confidence": 0.981, "X1": 0.39657, "Y1": 0.7222, "X2": 0.44005, "Y2": 0.722, "X3": 0.43874, "Y3": 0.7378, "X4": 0.39657, "Y4": 0.7368, "page": 0, "Index": 157}, {"Word": ".021", "Confidence": 0.981, "X1": 0.6087, "Y1": 0.7202, "X2": 0.64822, "Y2": 0.72, "X3": 0.64822, "Y3": 0.7378, "X4": 0.6087, "Y4": 0.7378, "page": 0, "Index": 158}, {"Word": ".024", "Confidence": 0.988, "X1": 0.83399, "Y1": 0.7212, "X2": 0.87484, "Y2": 0.721, "X3": 0.87484, "Y3": 0.7368, "X4": 0.83399, "Y4": 0.7368, "page": 0, "Index": 159}, {"Word": "Final", "Confidence": 0.994, "X1": 0.11858, "Y1": 0.7222, "X2": 0.17128, "Y2": 0.722, "X3": 0.17128, "Y3": 0.7388, "X4": 0.11726, "Y4": 0.7378, "page": 0, "Index": 160}, {"Word": "Filtered", "Confidence": 0.994, "X1": 0.02108, "Y1": 0.7392, "X2": 0.11067, "Y2": 0.739, "X3": 0.10935, "Y3": 0.7538, "X4": 0.02108, "Y4": 0.7538, "page": 0, "Index": 161}, {"Word": "Batch", "Confidence": 0.995, "X1": 0.00264, "Y1": 0.7702, "X2": 0.05665, "Y2": 0.77, "X3": 0.05534, "Y3": 0.7868, "X4": 0.00132, "Y4": 0.7868, "page": 0, "Index": 162}, {"Word": "144,", "Confidence": 0.99, "X1": 0.06851, "Y1": 0.7702, "X2": 0.11462, "Y2": 0.77, "X3": 0.11331, "Y3": 0.7858, "X4": 0.06719, "Y4": 0.7868, "page": 0, "Index": 163}, {"Word": "After", "Confidence": 0.998, "X1": 0.11989, "Y1": 0.7712, "X2": 0.17523, "Y2": 0.771, "X3": 0.17523, "Y3": 0.7868, "X4": 0.11858, "Y4": 0.7858, "page": 0, "Index": 164}, {"Word": "15.98", "Confidence": 0.997, "X1": 0.22793, "Y1": 0.7702, "X2": 0.28195, "Y2": 0.77, "X3": 0.28063, "Y3": 0.7858, "X4": 0.22793, "Y4": 0.7838, "page": 0, "Index": 165}, {"Word": "2.90", "Confidence": 0.982, "X1": 0.39657, "Y1": 0.7702, "X2": 0.44005, "Y2": 0.77, "X3": 0.44005, "Y3": 0.7848, "X4": 0.39657, "Y4": 0.7848, "page": 0, "Index": 166}, {"Word": ".015", "Confidence": 0.987, "X1": 0.6087, "Y1": 0.7682, "X2": 0.65217, "Y2": 0.768, "X3": 0.65217, "Y3": 0.7848, "X4": 0.6087, "Y4": 0.7858, "page": 0, "Index": 167}, {"Word": ".017", "Confidence": 0.919, "X1": 0.83267, "Y1": 0.7692, "X2": 0.87615, "Y2": 0.769, "X3": 0.87615, "Y3": 0.7848, "X4": 0.83267, "Y4": 0.7858, "page": 0, "Index": 168}, {"Word": "Liquifaction", "Confidence": 0.992, "X1": 0.02108, "Y1": 0.7872, "X2": 0.15415, "Y2": 0.787, "X3": 0.15415, "Y3": 0.8038, "X4": 0.02108, "Y4": 0.8038, "page": 0, "Index": 169}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00395, "Y1": 0.8182, "X2": 0.05665, "Y2": 0.818, "X3": 0.05534, "Y3": 0.8348, "X4": 0.00132, "Y4": 0.8338, "page": 0, "Index": 170}, {"Word": "144,", "Confidence": 0.991, "X1": 0.06851, "Y1": 0.8182, "X2": 0.11462, "Y2": 0.818, "X3": 0.11331, "Y3": 0.8348, "X4": 0.06719, "Y4": 0.8348, "page": 0, "Index": 171}, {"Word": "8", "Confidence": 0.995, "X1": 0.11858, "Y1": 0.8182, "X2": 0.13175, "Y2": 0.818, "X3": 0.13043, "Y3": 0.8348, "X4": 0.11858, "Y4": 0.8348, "page": 0, "Index": 172}, {"Word": "hr", "Confidence": 0.998, "X1": 0.13966, "Y1": 0.8182, "X2": 0.16469, "Y2": 0.818, "X3": 0.16469, "Y3": 0.8348, "X4": 0.13834, "Y4": 0.8348, "page": 0, "Index": 173}, {"Word": "85.34", "Confidence": 0.998, "X1": 0.22661, "Y1": 0.8192, "X2": 0.28195, "Y2": 0.819, "X3": 0.28063, "Y3": 0.8348, "X4": 0.22661, "Y4": 0.8338, "page": 0, "Index": 174}, {"Word": "1.21", "Confidence": 0.963, "X1": 0.39657, "Y1": 0.8172, "X2": 0.44005, "Y2": 0.817, "X3": 0.44005, "Y3": 0.8328, "X4": 0.39657, "Y4": 0.8338, "page": 0, "Index": 175}, {"Word": ".021", "Confidence": 0.96, "X1": 0.6087, "Y1": 0.8182, "X2": 0.64954, "Y2": 0.818, "X3": 0.65086, "Y3": 0.8338, "X4": 0.6087, "Y4": 0.8348, "page": 0, "Index": 176}, {"Word": ".023", "Confidence": 0.988, "X1": 0.83399, "Y1": 0.8172, "X2": 0.87484, "Y2": 0.817, "X3": 0.87615, "Y3": 0.8328, "X4": 0.83399, "Y4": 0.8348, "page": 0, "Index": 177}, {"Word": "Batch", "Confidence": 0.957, "X1": 0.00132, "Y1": 0.8502, "X2": 0.05665, "Y2": 0.85, "X3": 0.05534, "Y3": 0.8678, "X4": 0.0, "Y4": 0.8668, "page": 0, "Index": 178}, {"Word": "144,", "Confidence": 0.979, "X1": 0.06719, "Y1": 0.8502, "X2": 0.11331, "Y2": 0.85, "X3": 0.11331, "Y3": 0.8678, "X4": 0.06719, "Y4": 0.8678, "page": 0, "Index": 179}, {"Word": "16", "Confidence": 0.998, "X1": 0.11989, "Y1": 0.8502, "X2": 0.14361, "Y2": 0.85, "X3": 0.14361, "Y3": 0.8678, "X4": 0.11989, "Y4": 0.8678, "page": 0, "Index": 180}, {"Word": "hr", "Confidence": 0.998, "X1": 0.1502, "Y1": 0.8502, "X2": 0.17655, "Y2": 0.85, "X3": 0.17655, "Y3": 0.8678, "X4": 0.1502, "Y4": 0.8678, "page": 0, "Index": 181}, {"Word": "89.72", "Confidence": 0.969, "X1": 0.22661, "Y1": 0.8502, "X2": 0.28195, "Y2": 0.85, "X3": 0.28195, "Y3": 0.8658, "X4": 0.22661, "Y4": 0.8658, "page": 0, "Index": 182}, {"Word": "1.12", "Confidence": 0.986, "X1": 0.39789, "Y1": 0.8512, "X2": 0.44005, "Y2": 0.851, "X3": 0.44005, "Y3": 0.8658, "X4": 0.39789, "Y4": 0.8658, "page": 0, "Index": 183}, {"Word": ".022", "Confidence": 0.987, "X1": 0.61001, "Y1": 0.8502, "X2": 0.65086, "Y2": 0.85, "X3": 0.65086, "Y3": 0.8658, "X4": 0.61001, "Y4": 0.8658, "page": 0, "Index": 184}, {"Word": ".024", "Confidence": 0.987, "X1": 0.83399, "Y1": 0.8502, "X2": 0.87484, "Y2": 0.85, "X3": 0.87615, "Y3": 0.8668, "X4": 0.83399, "Y4": 0.8678, "page": 0, "Index": 185}, {"Word": "92.05", "Confidence": 0.994, "X1": 0.22661, "Y1": 0.8822, "X2": 0.28063, "Y2": 0.882, "X3": 0.28063, "Y3": 0.8978, "X4": 0.22661, "Y4": 0.8978, "page": 0, "Index": 186}, {"Word": "1.12", "Confidence": 0.993, "X1": 0.39657, "Y1": 0.8812, "X2": 0.44137, "Y2": 0.881, "X3": 0.44137, "Y3": 0.8968, "X4": 0.39657, "Y4": 0.8978, "page": 0, "Index": 187}, {"Word": ".022", "Confidence": 0.988, "X1": 0.61001, "Y1": 0.8822, "X2": 0.65217, "Y2": 0.882, "X3": 0.65217, "Y3": 0.8968, "X4": 0.61001, "Y4": 0.8978, "page": 0, "Index": 188}, {"Word": ".023", "Confidence": 0.987, "X1": 0.83531, "Y1": 0.8802, "X2": 0.87484, "Y2": 0.88, "X3": 0.87484, "Y3": 0.8958, "X4": 0.83531, "Y4": 0.8978, "page": 0, "Index": 189}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00395, "Y1": 0.8822, "X2": 0.05665, "Y2": 0.882, "X3": 0.05665, "Y3": 0.8988, "X4": 0.00264, "Y4": 0.8988, "page": 0, "Index": 190}, {"Word": "144,", "Confidence": 0.988, "X1": 0.06719, "Y1": 0.8822, "X2": 0.11331, "Y2": 0.882, "X3": 0.11331, "Y3": 0.8988, "X4": 0.06719, "Y4": 0.8988, "page": 0, "Index": 191}, {"Word": "24", "Confidence": 0.998, "X1": 0.11989, "Y1": 0.8822, "X2": 0.14493, "Y2": 0.882, "X3": 0.14361, "Y3": 0.8998, "X4": 0.11858, "Y4": 0.8988, "page": 0, "Index": 192}, {"Word": "hr", "Confidence": 0.998, "X1": 0.1502, "Y1": 0.8822, "X2": 0.17655, "Y2": 0.882, "X3": 0.17523, "Y3": 0.8998, "X4": 0.14888, "Y4": 0.8998, "page": 0, "Index": 193}, {"Word": "50902", "Confidence": 0.998, "X1": 0.96706, "Y1": 0.9182, "X2": 0.96838, "Y2": 0.918, "X3": 0.94862, "Y3": 0.9178, "X4": 0.9473, "Y4": 0.8718, "page": 0, "Index": 194}, {"Word": "6595", "Confidence": 0.988, "X1": 0.96838, "Y1": 0.9652, "X2": 0.96838, "Y2": 0.965, "X3": 0.94862, "Y3": 0.9658, "X4": 0.94862, "Y4": 0.9278, "page": 0, "Index": 195}]}	"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"
ffmh0100	13	{"lines_data": [{"Word": "MEQ. ACIDS/ML", "Confidence": 0.9915, "X1": 0.54737, "Y1": 0.0902, "X2": 0.69079, "Y2": 0.09, "X3": 0.69079, "Y3": 0.1068, "X4": 0.54737, "Y4": 0.1068, "page": 0}, {"Word": "MEQ. ACIDS & LACTONES", "Confidence": 0.99025, "X1": 0.75132, "Y1": 0.0902, "X2": 0.98026, "Y2": 0.09, "X3": 0.98026, "Y3": 0.1068, "X4": 0.75132, "Y4": 0.1068, "page": 0}, {"Word": "SAMPLE", "Confidence": 0.994, "X1": 0.07368, "Y1": 0.1072, "X2": 0.14211, "Y2": 0.107, "X3": 0.14211, "Y3": 0.1228, "X4": 0.07368, "Y4": 0.1238, "page": 0}, {"Word": "@ 30% SOLIDS", "Confidence": 0.992, "X1": 0.55, "Y1": 0.1072, "X2": 0.68026, "Y2": 0.107, "X3": 0.68026, "Y3": 0.1228, "X4": 0.54868, "Y4": 0.1218, "page": 0}, {"Word": "PER ML @ 30% SOLIDS", "Confidence": 0.9964, "X1": 0.76316, "Y1": 0.1072, "X2": 0.96711, "Y2": 0.107, "X3": 0.96711, "Y3": 0.1228, "X4": 0.76316, "Y4": 0.1228, "page": 0}, {"Word": "CC-2-49", "Confidence": 0.994, "X1": 0.01053, "Y1": 0.1392, "X2": 0.09079, "Y2": 0.139, "X3": 0.09079, "Y3": 0.1568, "X4": 0.01053, "Y4": 0.1578, "page": 0}, {"Word": "0.078", "Confidence": 0.997, "X1": 0.59342, "Y1": 0.1392, "X2": 0.64868, "Y2": 0.139, "X3": 0.64737, "Y3": 0.1538, "X4": 0.59342, "Y4": 0.1538, "page": 0}, {"Word": "0.097", "Confidence": 0.997, "X1": 0.81447, "Y1": 0.1392, "X2": 0.87237, "Y2": 0.139, "X3": 0.87105, "Y3": 0.1538, "X4": 0.81447, "Y4": 0.1538, "page": 0}, {"Word": "0.076", "Confidence": 0.997, "X1": 0.59342, "Y1": 0.1712, "X2": 0.64868, "Y2": 0.171, "X3": 0.64868, "Y3": 0.1858, "X4": 0.59342, "Y4": 0.1868, "page": 0}, {"Word": "0.095", "Confidence": 0.996, "X1": 0.81711, "Y1": 0.1722, "X2": 0.87105, "Y2": 0.172, "X3": 0.87105, "Y3": 0.1868, "X4": 0.81711, "Y4": 0.1868, "page": 0}, {"Word": "-54", "Confidence": 0.964, "X1": 0.05263, "Y1": 0.1712, "X2": 0.08421, "Y2": 0.171, "X3": 0.08421, "Y3": 0.1898, "X4": 0.05263, "Y4": 0.1908, "page": 0}, {"Word": "0.089", "Confidence": 0.778, "X1": 0.59211, "Y1": 0.2032, "X2": 0.64737, "Y2": 0.203, "X3": 0.64737, "Y3": 0.2178, "X4": 0.59211, "Y4": 0.2178, "page": 0}, {"Word": "0.100", "Confidence": 0.896, "X1": 0.81579, "Y1": 0.2042, "X2": 0.87105, "Y2": 0.204, "X3": 0.87105, "Y3": 0.2178, "X4": 0.81579, "Y4": 0.2188, "page": 0}, {"Word": "-59", "Confidence": 0.998, "X1": 0.05526, "Y1": 0.2012, "X2": 0.08816, "Y2": 0.201, "X3": 0.08684, "Y3": 0.2198, "X4": 0.05395, "Y4": 0.2208, "page": 0}, {"Word": "-64", "Confidence": 0.998, "X1": 0.05395, "Y1": 0.2342, "X2": 0.08816, "Y2": 0.234, "X3": 0.08684, "Y3": 0.2508, "X4": 0.05263, "Y4": 0.2518, "page": 0}, {"Word": "0.083", "Confidence": 0.993, "X1": 0.59211, "Y1": 0.2352, "X2": 0.65132, "Y2": 0.235, "X3": 0.65132, "Y3": 0.2498, "X4": 0.59211, "Y4": 0.2498, "page": 0}, {"Word": "0.098", "Confidence": 0.956, "X1": 0.81711, "Y1": 0.2362, "X2": 0.87237, "Y2": 0.236, "X3": 0.87237, "Y3": 0.2508, "X4": 0.81711, "Y4": 0.2498, "page": 0}, {"Word": "-69", "Confidence": 0.993, "X1": 0.05526, "Y1": 0.2662, "X2": 0.08947, "Y2": 0.266, "X3": 0.08816, "Y3": 0.2838, "X4": 0.05526, "Y4": 0.2838, "page": 0}, {"Word": "0.080", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.2662, "X2": 0.64868, "Y2": 0.266, "X3": 0.64737, "Y3": 0.2818, "X4": 0.59079, "Y4": 0.2818, "page": 0}, {"Word": "0.093", "Confidence": 0.994, "X1": 0.81711, "Y1": 0.2672, "X2": 0.87368, "Y2": 0.267, "X3": 0.87237, "Y3": 0.2828, "X4": 0.81579, "Y4": 0.2828, "page": 0}, {"Word": "-74", "Confidence": 0.996, "X1": 0.05395, "Y1": 0.2982, "X2": 0.08816, "Y2": 0.298, "X3": 0.08816, "Y3": 0.3158, "X4": 0.05263, "Y4": 0.3158, "page": 0}, {"Word": "0.073", "Confidence": 0.993, "X1": 0.59342, "Y1": 0.2992, "X2": 0.64868, "Y2": 0.299, "X3": 0.64868, "Y3": 0.3158, "X4": 0.59211, "Y4": 0.3148, "page": 0}, {"Word": "0.094", "Confidence": 0.993, "X1": 0.81711, "Y1": 0.2992, "X2": 0.87105, "Y2": 0.299, "X3": 0.87105, "Y3": 0.3148, "X4": 0.81579, "Y4": 0.3138, "page": 0}, {"Word": "-79", "Confidence": 0.993, "X1": 0.05526, "Y1": 0.3312, "X2": 0.08421, "Y2": 0.331, "X3": 0.08289, "Y3": 0.3468, "X4": 0.05395, "Y4": 0.3458, "page": 0}, {"Word": "0.082", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.3312, "X2": 0.64868, "Y2": 0.331, "X3": 0.64868, "Y3": 0.3468, "X4": 0.59079, "Y4": 0.3458, "page": 0}, {"Word": "0.094", "Confidence": 0.998, "X1": 0.81447, "Y1": 0.3312, "X2": 0.87237, "Y2": 0.331, "X3": 0.87237, "Y3": 0.3468, "X4": 0.81447, "Y4": 0.3468, "page": 0}, {"Word": "Reference Feed (Unadj.", "Confidence": 0.973, "X1": 0.00658, "Y1": 0.3622, "X2": 0.24474, "Y2": 0.362, "X3": 0.24474, "Y3": 0.3798, "X4": 0.00658, "Y4": 0.3808, "page": 0}, {"Word": "0.061", "Confidence": 0.955, "X1": 0.58816, "Y1": 0.3632, "X2": 0.64737, "Y2": 0.363, "X3": 0.64868, "Y3": 0.3788, "X4": 0.58816, "Y4": 0.3778, "page": 0}, {"Word": "0.070", "Confidence": 0.993, "X1": 0.81579, "Y1": 0.3632, "X2": 0.87237, "Y2": 0.363, "X3": 0.87237, "Y3": 0.3788, "X4": 0.81579, "Y4": 0.3788, "page": 0}, {"Word": "Tank 17) to CC-1 &", "Confidence": 0.9862, "X1": 0.03026, "Y1": 0.3792, "X2": 0.22632, "Y2": 0.379, "X3": 0.22632, "Y3": 0.3958, "X4": 0.03026, "Y4": 0.3968, "page": 0}, {"Word": "CC-2", "Confidence": 0.988, "X1": 0.03158, "Y1": 0.3962, "X2": 0.07763, "Y2": 0.396, "X3": 0.07763, "Y3": 0.4108, "X4": 0.03158, "Y4": 0.4118, "page": 0}, {"Word": "Reference Feed (Unadj.", "Confidence": 0.955, "X1": 0.00921, "Y1": 0.4272, "X2": 0.24211, "Y2": 0.427, "X3": 0.24211, "Y3": 0.4428, "X4": 0.00921, "Y4": 0.4438, "page": 0}, {"Word": "0.062", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.4272, "X2": 0.64868, "Y2": 0.427, "X3": 0.64868, "Y3": 0.4428, "X4": 0.59079, "Y4": 0.4428, "page": 0}, {"Word": "0.076", "Confidence": 0.997, "X1": 0.81316, "Y1": 0.4272, "X2": 0.87237, "Y2": 0.427, "X3": 0.87237, "Y3": 0.4438, "X4": 0.81316, "Y4": 0.4428, "page": 0}, {"Word": "Tank 18) to CC-1 &", "Confidence": 0.9922, "X1": 0.03158, "Y1": 0.4432, "X2": 0.22632, "Y2": 0.443, "X3": 0.22632, "Y3": 0.4588, "X4": 0.03158, "Y4": 0.4598, "page": 0}, {"Word": "CC-2", "Confidence": 0.988, "X1": 0.03553, "Y1": 0.4602, "X2": 0.07763, "Y2": 0.46, "X3": 0.07763, "Y3": 0.4748, "X4": 0.03421, "Y4": 0.4748, "page": 0}, {"Word": "Feed to CC-1 & CC-2", "Confidence": 0.9878, "X1": 0.01053, "Y1": 0.4912, "X2": 0.21579, "Y2": 0.491, "X3": 0.21447, "Y3": 0.5078, "X4": 0.01053, "Y4": 0.5078, "page": 0}, {"Word": "0.080", "Confidence": 0.997, "X1": 0.59079, "Y1": 0.4902, "X2": 0.65, "Y2": 0.49, "X3": 0.65, "Y3": 0.5068, "X4": 0.59079, "Y4": 0.5068, "page": 0}, {"Word": "0.100", "Confidence": 0.996, "X1": 0.81447, "Y1": 0.4902, "X2": 0.87237, "Y2": 0.49, "X3": 0.87237, "Y3": 0.5068, "X4": 0.81316, "Y4": 0.5068, "page": 0}, {"Word": "after pH adj.", "Confidence": 0.987, "X1": 0.03158, "Y1": 0.5092, "X2": 0.16974, "Y2": 0.509, "X3": 0.16974, "Y3": 0.5238, "X4": 0.03158, "Y4": 0.5238, "page": 0}, {"Word": "Feed to CC-1 & CC-2", "Confidence": 0.9916, "X1": 0.01053, "Y1": 0.5392, "X2": 0.21579, "Y2": 0.539, "X3": 0.21579, "Y3": 0.5548, "X4": 0.01053, "Y4": 0.5558, "page": 0}, {"Word": "0.082", "Confidence": 0.994, "X1": 0.59079, "Y1": 0.5382, "X2": 0.64868, "Y2": 0.538, "X3": 0.64868, "Y3": 0.5548, "X4": 0.59079, "Y4": 0.5548, "page": 0}, {"Word": "0.098", "Confidence": 0.997, "X1": 0.81316, "Y1": 0.5382, "X2": 0.87237, "Y2": 0.538, "X3": 0.87237, "Y3": 0.5548, "X4": 0.81316, "Y4": 0.5558, "page": 0}, {"Word": "(Tank 18) after", "Confidence": 0.99767, "X1": 0.03158, "Y1": 0.5572, "X2": 0.19474, "Y2": 0.557, "X3": 0.19474, "Y3": 0.5728, "X4": 0.03158, "Y4": 0.5718, "page": 0}, {"Word": "PH adj.", "Confidence": 0.9775, "X1": 0.03158, "Y1": 0.5742, "X2": 0.10263, "Y2": 0.574, "X3": 0.10263, "Y3": 0.5878, "X4": 0.03158, "Y4": 0.5878, "page": 0}, {"Word": "Feed to CC-1 & CC-2", "Confidence": 0.9876, "X1": 0.00789, "Y1": 0.6042, "X2": 0.21711, "Y2": 0.604, "X3": 0.21711, "Y3": 0.6198, "X4": 0.00789, "Y4": 0.6198, "page": 0}, {"Word": "0.087", "Confidence": 0.998, "X1": 0.58947, "Y1": 0.6032, "X2": 0.64737, "Y2": 0.603, "X3": 0.64605, "Y3": 0.6188, "X4": 0.58947, "Y4": 0.6198, "page": 0}, {"Word": "0.104", "Confidence": 0.995, "X1": 0.81316, "Y1": 0.6022, "X2": 0.87237, "Y2": 0.602, "X3": 0.87105, "Y3": 0.6198, "X4": 0.81316, "Y4": 0.6208, "page": 0}, {"Word": "6 hrs after pH adj.", "Confidence": 0.9914, "X1": 0.03158, "Y1": 0.6212, "X2": 0.23158, "Y2": 0.621, "X3": 0.23026, "Y3": 0.6378, "X4": 0.03158, "Y4": 0.6358, "page": 0}, {"Word": "Feed to CC-1 & CC-2", "Confidence": 0.9888, "X1": 0.01053, "Y1": 0.6522, "X2": 0.21579, "Y2": 0.652, "X3": 0.21579, "Y3": 0.6678, "X4": 0.01053, "Y4": 0.6688, "page": 0}, {"Word": "0.083", "Confidence": 0.997, "X1": 0.59079, "Y1": 0.6522, "X2": 0.64868, "Y2": 0.652, "X3": 0.64868, "Y3": 0.6678, "X4": 0.59079, "Y4": 0.6668, "page": 0}, {"Word": "0.102", "Confidence": 0.994, "X1": 0.81447, "Y1": 0.6522, "X2": 0.87237, "Y2": 0.652, "X3": 0.87237, "Y3": 0.6678, "X4": 0.81447, "Y4": 0.6678, "page": 0}, {"Word": "12 hrs after pH adj.", "Confidence": 0.9964, "X1": 0.03026, "Y1": 0.6692, "X2": 0.24342, "Y2": 0.669, "X3": 0.24342, "Y3": 0.6858, "X4": 0.03026, "Y4": 0.6848, "page": 0}, {"Word": "Reference Feed Run 147,", "Confidence": 0.99125, "X1": 0.00921, "Y1": 0.7022, "X2": 0.25921, "Y2": 0.702, "X3": 0.25921, "Y3": 0.7178, "X4": 0.00921, "Y4": 0.7168, "page": 0}, {"Word": "0.075", "Confidence": 0.994, "X1": 0.59211, "Y1": 0.7002, "X2": 0.64868, "Y2": 0.7, "X3": 0.64868, "Y3": 0.7168, "X4": 0.59211, "Y4": 0.7168, "page": 0}, {"Word": "0.096", "Confidence": 0.995, "X1": 0.81316, "Y1": 0.7002, "X2": 0.87105, "Y2": 0.7, "X3": 0.86974, "Y3": 0.7158, "X4": 0.81316, "Y4": 0.7158, "page": 0}, {"Word": "Tank 17, before pH adj.", "Confidence": 0.9946, "X1": 0.03421, "Y1": 0.7182, "X2": 0.275, "Y2": 0.718, "X3": 0.275, "Y3": 0.7338, "X4": 0.03421, "Y4": 0.7328, "page": 0}, {"Word": "Reference Feed Run 147,", "Confidence": 0.992, "X1": 0.01184, "Y1": 0.7502, "X2": 0.25526, "Y2": 0.75, "X3": 0.25526, "Y3": 0.7668, "X4": 0.01184, "Y4": 0.7648, "page": 0}, {"Word": "0.104", "Confidence": 0.994, "X1": 0.59211, "Y1": 0.7482, "X2": 0.64868, "Y2": 0.748, "X3": 0.64868, "Y3": 0.7638, "X4": 0.59211, "Y4": 0.7648, "page": 0}, {"Word": "0.116", "Confidence": 0.957, "X1": 0.81316, "Y1": 0.7482, "X2": 0.87237, "Y2": 0.748, "X3": 0.87237, "Y3": 0.7648, "X4": 0.81316, "Y4": 0.7648, "page": 0}, {"Word": "Tank 17, at pH 2.5", "Confidence": 0.9938, "X1": 0.03421, "Y1": 0.7652, "X2": 0.23158, "Y2": 0.765, "X3": 0.23158, "Y3": 0.7808, "X4": 0.03421, "Y4": 0.7808, "page": 0}, {"Word": "Reference Feed Run 147,", "Confidence": 0.99225, "X1": 0.01184, "Y1": 0.7982, "X2": 0.25658, "Y2": 0.798, "X3": 0.25658, "Y3": 0.8128, "X4": 0.01053, "Y4": 0.8128, "page": 0}, {"Word": "0.075", "Confidence": 0.994, "X1": 0.59211, "Y1": 0.7962, "X2": 0.64868, "Y2": 0.796, "X3": 0.64737, "Y3": 0.8118, "X4": 0.59211, "Y4": 0.8128, "page": 0}, {"Word": "0.091", "Confidence": 0.991, "X1": 0.81447, "Y1": 0.7952, "X2": 0.87237, "Y2": 0.795, "X3": 0.87105, "Y3": 0.8118, "X4": 0.81447, "Y4": 0.8128, "page": 0}, {"Word": "Tank 18, before pH adj.", "Confidence": 0.9942, "X1": 0.03421, "Y1": 0.8142, "X2": 0.27632, "Y2": 0.814, "X3": 0.27632, "Y3": 0.8308, "X4": 0.03421, "Y4": 0.8298, "page": 0}, {"Word": "Reference Feed Run 147,", "Confidence": 0.9935, "X1": 0.01053, "Y1": 0.8462, "X2": 0.25526, "Y2": 0.846, "X3": 0.25526, "Y3": 0.8618, "X4": 0.01053, "Y4": 0.8628, "page": 0}, {"Word": "0.093", "Confidence": 0.994, "X1": 0.59211, "Y1": 0.8442, "X2": 0.65132, "Y2": 0.844, "X3": 0.65, "Y3": 0.8598, "X4": 0.59211, "Y4": 0.8608, "page": 0}, {"Word": "0.107", "Confidence": 0.996, "X1": 0.81447, "Y1": 0.8452, "X2": 0.875, "Y2": 0.845, "X3": 0.87368, "Y3": 0.8618, "X4": 0.81316, "Y4": 0.8608, "page": 0}, {"Word": "Tank 18, at pH 3.5", "Confidence": 0.9958, "X1": 0.03158, "Y1": 0.8622, "X2": 0.22632, "Y2": 0.862, "X3": 0.225, "Y3": 0.8778, "X4": 0.03158, "Y4": 0.8778, "page": 0}, {"Word": "Reference Feed Run 147,", "Confidence": 0.99275, "X1": 0.01053, "Y1": 0.8942, "X2": 0.25921, "Y2": 0.894, "X3": 0.25921, "Y3": 0.9108, "X4": 0.01053, "Y4": 0.9098, "page": 0}, {"Word": "0.095", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.8922, "X2": 0.65, "Y2": 0.892, "X3": 0.65, "Y3": 0.9088, "X4": 0.59079, "Y4": 0.9088, "page": 0}, {"Word": "0.110", "Confidence": 0.993, "X1": 0.81316, "Y1": 0.8922, "X2": 0.87368, "Y2": 0.892, "X3": 0.87368, "Y3": 0.9098, "X4": 0.81316, "Y4": 0.9098, "page": 0}, {"Word": "Tank 17, 6 hrs at pH 2.5", "Confidence": 0.99414, "X1": 0.03289, "Y1": 0.9092, "X2": 0.29079, "Y2": 0.909, "X3": 0.29079, "Y3": 0.9268, "X4": 0.03289, "Y4": 0.9268, "page": 0}, {"Word": "50902 6605", "Confidence": 0.992, "X1": 0.95132, "Y1": 0.9352, "X2": 0.94605, "Y2": 0.935, "X3": 0.925, "Y3": 0.9338, "X4": 0.92895, "Y4": 0.8388, "page": 0}], "words_data": [{"Word": "MEQ.", "Confidence": 0.988, "X1": 0.54868, "Y1": 0.0902, "X2": 0.59737, "Y2": 0.09, "X3": 0.59605, "Y3": 0.1068, "X4": 0.54737, "Y4": 0.1068, "page": 0, "Index": 0}, {"Word": "ACIDS/ML", "Confidence": 0.995, "X1": 0.60263, "Y1": 0.0912, "X2": 0.69079, "Y2": 0.091, "X3": 0.69079, "Y3": 0.1078, "X4": 0.60132, "Y4": 0.1068, "page": 0, "Index": 1}, {"Word": "MEQ.", "Confidence": 0.981, "X1": 0.75263, "Y1": 0.0912, "X2": 0.79737, "Y2": 0.091, "X3": 0.79737, "Y3": 0.1078, "X4": 0.75263, "Y4": 0.1078, "page": 0, "Index": 2}, {"Word": "ACIDS", "Confidence": 0.997, "X1": 0.80395, "Y1": 0.0912, "X2": 0.85921, "Y2": 0.091, "X3": 0.85921, "Y3": 0.1068, "X4": 0.80395, "Y4": 0.1078, "page": 0, "Index": 3}, {"Word": "&", "Confidence": 0.988, "X1": 0.86842, "Y1": 0.0912, "X2": 0.88289, "Y2": 0.091, "X3": 0.88289, "Y3": 0.1068, "X4": 0.86842, "Y4": 0.1068, "page": 0, "Index": 4}, {"Word": "LACTONES", "Confidence": 0.995, "X1": 0.88684, "Y1": 0.0912, "X2": 0.97632, "Y2": 0.091, "X3": 0.97632, "Y3": 0.1068, "X4": 0.88684, "Y4": 0.1068, "page": 0, "Index": 5}, {"Word": "SAMPLE", "Confidence": 0.994, "X1": 0.07368, "Y1": 0.1072, "X2": 0.13816, "Y2": 0.107, "X3": 0.13816, "Y3": 0.1228, "X4": 0.07368, "Y4": 0.1238, "page": 0, "Index": 6}, {"Word": "@", "Confidence": 0.981, "X1": 0.55, "Y1": 0.1072, "X2": 0.56316, "Y2": 0.107, "X3": 0.56316, "Y3": 0.1228, "X4": 0.55, "Y4": 0.1228, "page": 0, "Index": 7}, {"Word": "30%", "Confidence": 0.998, "X1": 0.57105, "Y1": 0.1082, "X2": 0.60526, "Y2": 0.108, "X3": 0.60526, "Y3": 0.1228, "X4": 0.57105, "Y4": 0.1228, "page": 0, "Index": 8}, {"Word": "SOLIDS", "Confidence": 0.997, "X1": 0.61316, "Y1": 0.1082, "X2": 0.67895, "Y2": 0.108, "X3": 0.68026, "Y3": 0.1238, "X4": 0.61316, "Y4": 0.1228, "page": 0, "Index": 9}, {"Word": "PER", "Confidence": 0.998, "X1": 0.76316, "Y1": 0.1072, "X2": 0.79605, "Y2": 0.107, "X3": 0.79605, "Y3": 0.1228, "X4": 0.76447, "Y4": 0.1228, "page": 0, "Index": 10}, {"Word": "ML", "Confidence": 0.992, "X1": 0.80263, "Y1": 0.1082, "X2": 0.82895, "Y2": 0.108, "X3": 0.82895, "Y3": 0.1238, "X4": 0.80263, "Y4": 0.1228, "page": 0, "Index": 11}, {"Word": "@", "Confidence": 0.998, "X1": 0.83684, "Y1": 0.1082, "X2": 0.84868, "Y2": 0.108, "X3": 0.84868, "Y3": 0.1238, "X4": 0.83684, "Y4": 0.1238, "page": 0, "Index": 12}, {"Word": "30%", "Confidence": 0.998, "X1": 0.85921, "Y1": 0.1082, "X2": 0.89079, "Y2": 0.108, "X3": 0.89211, "Y3": 0.1238, "X4": 0.85921, "Y4": 0.1238, "page": 0, "Index": 13}, {"Word": "SOLIDS", "Confidence": 0.996, "X1": 0.9, "Y1": 0.1082, "X2": 0.96711, "Y2": 0.108, "X3": 0.96711, "Y3": 0.1228, "X4": 0.9, "Y4": 0.1238, "page": 0, "Index": 14}, {"Word": "CC-2-49", "Confidence": 0.994, "X1": 0.01184, "Y1": 0.1392, "X2": 0.08947, "Y2": 0.139, "X3": 0.08816, "Y3": 0.1578, "X4": 0.01053, "Y4": 0.1578, "page": 0, "Index": 15}, {"Word": "0.078", "Confidence": 0.997, "X1": 0.59342, "Y1": 0.1392, "X2": 0.64737, "Y2": 0.139, "X3": 0.64737, "Y3": 0.1538, "X4": 0.59342, "Y4": 0.1538, "page": 0, "Index": 16}, {"Word": "0.097", "Confidence": 0.997, "X1": 0.81579, "Y1": 0.1392, "X2": 0.87105, "Y2": 0.139, "X3": 0.87105, "Y3": 0.1538, "X4": 0.81579, "Y4": 0.1538, "page": 0, "Index": 17}, {"Word": "0.076", "Confidence": 0.997, "X1": 0.59342, "Y1": 0.1712, "X2": 0.64737, "Y2": 0.171, "X3": 0.64737, "Y3": 0.1858, "X4": 0.59342, "Y4": 0.1868, "page": 0, "Index": 18}, {"Word": "0.095", "Confidence": 0.996, "X1": 0.81711, "Y1": 0.1722, "X2": 0.87105, "Y2": 0.172, "X3": 0.87105, "Y3": 0.1868, "X4": 0.81711, "Y4": 0.1868, "page": 0, "Index": 19}, {"Word": "-54", "Confidence": 0.964, "X1": 0.05263, "Y1": 0.1712, "X2": 0.08158, "Y2": 0.171, "X3": 0.08289, "Y3": 0.1898, "X4": 0.05263, "Y4": 0.1908, "page": 0, "Index": 20}, {"Word": "0.089", "Confidence": 0.778, "X1": 0.59211, "Y1": 0.2032, "X2": 0.64737, "Y2": 0.203, "X3": 0.64737, "Y3": 0.2168, "X4": 0.59211, "Y4": 0.2178, "page": 0, "Index": 21}, {"Word": "0.100", "Confidence": 0.896, "X1": 0.81579, "Y1": 0.2042, "X2": 0.87105, "Y2": 0.204, "X3": 0.87105, "Y3": 0.2178, "X4": 0.81579, "Y4": 0.2188, "page": 0, "Index": 22}, {"Word": "-59", "Confidence": 0.998, "X1": 0.05395, "Y1": 0.2012, "X2": 0.08553, "Y2": 0.201, "X3": 0.08684, "Y3": 0.2188, "X4": 0.05395, "Y4": 0.2208, "page": 0, "Index": 23}, {"Word": "-64", "Confidence": 0.998, "X1": 0.05263, "Y1": 0.2342, "X2": 0.08553, "Y2": 0.234, "X3": 0.08684, "Y3": 0.2508, "X4": 0.05263, "Y4": 0.2518, "page": 0, "Index": 24}, {"Word": "0.083", "Confidence": 0.993, "X1": 0.59342, "Y1": 0.2352, "X2": 0.64737, "Y2": 0.235, "X3": 0.64605, "Y3": 0.2508, "X4": 0.59211, "Y4": 0.2498, "page": 0, "Index": 25}, {"Word": "0.098", "Confidence": 0.956, "X1": 0.81711, "Y1": 0.2362, "X2": 0.86974, "Y2": 0.236, "X3": 0.86974, "Y3": 0.2508, "X4": 0.81711, "Y4": 0.2498, "page": 0, "Index": 26}, {"Word": "-69", "Confidence": 0.993, "X1": 0.05526, "Y1": 0.2662, "X2": 0.08816, "Y2": 0.266, "X3": 0.08816, "Y3": 0.2838, "X4": 0.05526, "Y4": 0.2838, "page": 0, "Index": 27}, {"Word": "0.080", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.2662, "X2": 0.64737, "Y2": 0.266, "X3": 0.64737, "Y3": 0.2808, "X4": 0.59211, "Y4": 0.2818, "page": 0, "Index": 28}, {"Word": "0.093", "Confidence": 0.994, "X1": 0.81579, "Y1": 0.2672, "X2": 0.87105, "Y2": 0.267, "X3": 0.87105, "Y3": 0.2828, "X4": 0.81579, "Y4": 0.2828, "page": 0, "Index": 29}, {"Word": "-74", "Confidence": 0.996, "X1": 0.05263, "Y1": 0.2982, "X2": 0.08684, "Y2": 0.298, "X3": 0.08684, "Y3": 0.3148, "X4": 0.05263, "Y4": 0.3158, "page": 0, "Index": 30}, {"Word": "0.073", "Confidence": 0.993, "X1": 0.59211, "Y1": 0.2992, "X2": 0.64737, "Y2": 0.299, "X3": 0.64737, "Y3": 0.3158, "X4": 0.59211, "Y4": 0.3148, "page": 0, "Index": 31}, {"Word": "0.094", "Confidence": 0.993, "X1": 0.81579, "Y1": 0.2992, "X2": 0.87105, "Y2": 0.299, "X3": 0.86974, "Y3": 0.3148, "X4": 0.81579, "Y4": 0.3138, "page": 0, "Index": 32}, {"Word": "-79", "Confidence": 0.993, "X1": 0.05395, "Y1": 0.3312, "X2": 0.08289, "Y2": 0.331, "X3": 0.08289, "Y3": 0.3468, "X4": 0.05395, "Y4": 0.3458, "page": 0, "Index": 33}, {"Word": "0.082", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.3312, "X2": 0.64737, "Y2": 0.331, "X3": 0.64737, "Y3": 0.3468, "X4": 0.59211, "Y4": 0.3458, "page": 0, "Index": 34}, {"Word": "0.094", "Confidence": 0.998, "X1": 0.81579, "Y1": 0.3312, "X2": 0.87105, "Y2": 0.331, "X3": 0.87105, "Y3": 0.3468, "X4": 0.81579, "Y4": 0.3468, "page": 0, "Index": 35}, {"Word": "Reference", "Confidence": 0.994, "X1": 0.00921, "Y1": 0.3642, "X2": 0.10658, "Y2": 0.364, "X3": 0.10526, "Y3": 0.3788, "X4": 0.00921, "Y4": 0.3808, "page": 0, "Index": 36}, {"Word": "Feed", "Confidence": 0.987, "X1": 0.11447, "Y1": 0.3642, "X2": 0.15921, "Y2": 0.364, "X3": 0.15921, "Y3": 0.3788, "X4": 0.11447, "Y4": 0.3788, "page": 0, "Index": 37}, {"Word": "(Unadj.", "Confidence": 0.938, "X1": 0.16974, "Y1": 0.3622, "X2": 0.24474, "Y2": 0.362, "X3": 0.24474, "Y3": 0.3798, "X4": 0.16974, "Y4": 0.3788, "page": 0, "Index": 38}, {"Word": "0.061", "Confidence": 0.955, "X1": 0.59079, "Y1": 0.3632, "X2": 0.64868, "Y2": 0.363, "X3": 0.64868, "Y3": 0.3788, "X4": 0.59079, "Y4": 0.3788, "page": 0, "Index": 39}, {"Word": "0.070", "Confidence": 0.993, "X1": 0.81579, "Y1": 0.3632, "X2": 0.87105, "Y2": 0.363, "X3": 0.87105, "Y3": 0.3788, "X4": 0.81579, "Y4": 0.3788, "page": 0, "Index": 40}, {"Word": "Tank", "Confidence": 0.988, "X1": 0.03289, "Y1": 0.3802, "X2": 0.075, "Y2": 0.38, "X3": 0.07368, "Y3": 0.3968, "X4": 0.03158, "Y4": 0.3958, "page": 0, "Index": 41}, {"Word": "17)", "Confidence": 0.994, "X1": 0.08553, "Y1": 0.3792, "X2": 0.11974, "Y2": 0.379, "X3": 0.11842, "Y3": 0.3968, "X4": 0.08421, "Y4": 0.3968, "page": 0, "Index": 42}, {"Word": "to", "Confidence": 0.998, "X1": 0.12632, "Y1": 0.3792, "X2": 0.14868, "Y2": 0.379, "X3": 0.14868, "Y3": 0.3968, "X4": 0.125, "Y4": 0.3968, "page": 0, "Index": 43}, {"Word": "CC-1", "Confidence": 0.983, "X1": 0.15658, "Y1": 0.3802, "X2": 0.20263, "Y2": 0.38, "X3": 0.20263, "Y3": 0.3958, "X4": 0.15526, "Y4": 0.3968, "page": 0, "Index": 44}, {"Word": "&", "Confidence": 0.968, "X1": 0.20921, "Y1": 0.3802, "X2": 0.22368, "Y2": 0.38, "X3": 0.22237, "Y3": 0.3958, "X4": 0.20921, "Y4": 0.3958, "page": 0, "Index": 45}, {"Word": "CC-2", "Confidence": 0.988, "X1": 0.03158, "Y1": 0.3962, "X2": 0.075, "Y2": 0.396, "X3": 0.075, "Y3": 0.4108, "X4": 0.03158, "Y4": 0.4118, "page": 0, "Index": 46}, {"Word": "Reference", "Confidence": 0.993, "X1": 0.01053, "Y1": 0.4282, "X2": 0.10789, "Y2": 0.428, "X3": 0.10658, "Y3": 0.4438, "X4": 0.00921, "Y4": 0.4448, "page": 0, "Index": 47}, {"Word": "Feed", "Confidence": 0.988, "X1": 0.11447, "Y1": 0.4282, "X2": 0.15921, "Y2": 0.428, "X3": 0.15921, "Y3": 0.4438, "X4": 0.11447, "Y4": 0.4438, "page": 0, "Index": 48}, {"Word": "(Unadj.", "Confidence": 0.884, "X1": 0.17105, "Y1": 0.4272, "X2": 0.24342, "Y2": 0.427, "X3": 0.24211, "Y3": 0.4438, "X4": 0.16974, "Y4": 0.4438, "page": 0, "Index": 49}, {"Word": "0.062", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.4262, "X2": 0.64737, "Y2": 0.426, "X3": 0.64737, "Y3": 0.4428, "X4": 0.59211, "Y4": 0.4418, "page": 0, "Index": 50}, {"Word": "0.076", "Confidence": 0.997, "X1": 0.81447, "Y1": 0.4272, "X2": 0.87105, "Y2": 0.427, "X3": 0.87105, "Y3": 0.4438, "X4": 0.81447, "Y4": 0.4428, "page": 0, "Index": 51}, {"Word": "Tank", "Confidence": 0.991, "X1": 0.03158, "Y1": 0.4442, "X2": 0.075, "Y2": 0.444, "X3": 0.07368, "Y3": 0.4598, "X4": 0.03158, "Y4": 0.4598, "page": 0, "Index": 52}, {"Word": "18)", "Confidence": 0.998, "X1": 0.08421, "Y1": 0.4442, "X2": 0.11842, "Y2": 0.444, "X3": 0.11842, "Y3": 0.4598, "X4": 0.08421, "Y4": 0.4598, "page": 0, "Index": 53}, {"Word": "to", "Confidence": 0.994, "X1": 0.12632, "Y1": 0.4442, "X2": 0.15, "Y2": 0.444, "X3": 0.14868, "Y3": 0.4598, "X4": 0.125, "Y4": 0.4598, "page": 0, "Index": 54}, {"Word": "CC-1", "Confidence": 0.987, "X1": 0.15658, "Y1": 0.4442, "X2": 0.20263, "Y2": 0.444, "X3": 0.20132, "Y3": 0.4598, "X4": 0.15526, "Y4": 0.4598, "page": 0, "Index": 55}, {"Word": "&", "Confidence": 0.991, "X1": 0.20921, "Y1": 0.4442, "X2": 0.22368, "Y2": 0.444, "X3": 0.22237, "Y3": 0.4598, "X4": 0.20789, "Y4": 0.4598, "page": 0, "Index": 56}, {"Word": "CC-2", "Confidence": 0.988, "X1": 0.03421, "Y1": 0.4602, "X2": 0.07632, "Y2": 0.46, "X3": 0.07632, "Y3": 0.4748, "X4": 0.03421, "Y4": 0.4748, "page": 0, "Index": 57}, {"Word": "Feed", "Confidence": 0.981, "X1": 0.01184, "Y1": 0.4922, "X2": 0.05395, "Y2": 0.492, "X3": 0.05395, "Y3": 0.5078, "X4": 0.01184, "Y4": 0.5078, "page": 0, "Index": 58}, {"Word": "to", "Confidence": 0.998, "X1": 0.06316, "Y1": 0.4912, "X2": 0.08684, "Y2": 0.491, "X3": 0.08553, "Y3": 0.5078, "X4": 0.06316, "Y4": 0.5078, "page": 0, "Index": 59}, {"Word": "CC-1", "Confidence": 0.988, "X1": 0.09211, "Y1": 0.4912, "X2": 0.13947, "Y2": 0.491, "X3": 0.13947, "Y3": 0.5078, "X4": 0.09211, "Y4": 0.5078, "page": 0, "Index": 60}, {"Word": "0.080", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.4902, "X2": 0.64868, "Y2": 0.49, "X3": 0.64868, "Y3": 0.5068, "X4": 0.59211, "Y4": 0.5068, "page": 0, "Index": 61}, {"Word": "0.100", "Confidence": 0.996, "X1": 0.81447, "Y1": 0.4902, "X2": 0.87105, "Y2": 0.49, "X3": 0.87105, "Y3": 0.5058, "X4": 0.81447, "Y4": 0.5068, "page": 0, "Index": 62}, {"Word": "&", "Confidence": 0.984, "X1": 0.14605, "Y1": 0.4912, "X2": 0.16053, "Y2": 0.491, "X3": 0.16053, "Y3": 0.5088, "X4": 0.14605, "Y4": 0.5088, "page": 0, "Index": 63}, {"Word": "CC-2", "Confidence": 0.988, "X1": 0.16579, "Y1": 0.4922, "X2": 0.21316, "Y2": 0.492, "X3": 0.21316, "Y3": 0.5088, "X4": 0.16579, "Y4": 0.5088, "page": 0, "Index": 64}, {"Word": "after", "Confidence": 0.995, "X1": 0.03289, "Y1": 0.5092, "X2": 0.08421, "Y2": 0.509, "X3": 0.08289, "Y3": 0.5238, "X4": 0.03289, "Y4": 0.5238, "page": 0, "Index": 65}, {"Word": "pH", "Confidence": 0.998, "X1": 0.09342, "Y1": 0.5092, "X2": 0.11711, "Y2": 0.509, "X3": 0.11579, "Y3": 0.5248, "X4": 0.09211, "Y4": 0.5248, "page": 0, "Index": 66}, {"Word": "adj.", "Confidence": 0.968, "X1": 0.12763, "Y1": 0.5102, "X2": 0.16974, "Y2": 0.51, "X3": 0.16842, "Y3": 0.5248, "X4": 0.12632, "Y4": 0.5248, "page": 0, "Index": 67}, {"Word": "Feed", "Confidence": 0.982, "X1": 0.01184, "Y1": 0.5412, "X2": 0.05395, "Y2": 0.541, "X3": 0.05263, "Y3": 0.5558, "X4": 0.01184, "Y4": 0.5558, "page": 0, "Index": 68}, {"Word": "to", "Confidence": 0.998, "X1": 0.06316, "Y1": 0.5402, "X2": 0.08553, "Y2": 0.54, "X3": 0.08421, "Y3": 0.5558, "X4": 0.06316, "Y4": 0.5558, "page": 0, "Index": 69}, {"Word": "CC-1", "Confidence": 0.991, "X1": 0.09211, "Y1": 0.5402, "X2": 0.13816, "Y2": 0.54, "X3": 0.13684, "Y3": 0.5558, "X4": 0.09079, "Y4": 0.5558, "page": 0, "Index": 70}, {"Word": "&", "Confidence": 0.996, "X1": 0.14737, "Y1": 0.5402, "X2": 0.15921, "Y2": 0.54, "X3": 0.15789, "Y3": 0.5558, "X4": 0.14605, "Y4": 0.5558, "page": 0, "Index": 71}, {"Word": "CC-2", "Confidence": 0.991, "X1": 0.16711, "Y1": 0.5402, "X2": 0.21184, "Y2": 0.54, "X3": 0.21053, "Y3": 0.5558, "X4": 0.16579, "Y4": 0.5558, "page": 0, "Index": 72}, {"Word": "0.082", "Confidence": 0.994, "X1": 0.59079, "Y1": 0.5382, "X2": 0.64737, "Y2": 0.538, "X3": 0.64737, "Y3": 0.5548, "X4": 0.59079, "Y4": 0.5548, "page": 0, "Index": 73}, {"Word": "0.098", "Confidence": 0.997, "X1": 0.81447, "Y1": 0.5382, "X2": 0.87105, "Y2": 0.538, "X3": 0.87105, "Y3": 0.5558, "X4": 0.81447, "Y4": 0.5558, "page": 0, "Index": 74}, {"Word": "(Tank", "Confidence": 0.997, "X1": 0.03289, "Y1": 0.5572, "X2": 0.08553, "Y2": 0.557, "X3": 0.08553, "Y3": 0.5728, "X4": 0.03289, "Y4": 0.5728, "page": 0, "Index": 75}, {"Word": "18)", "Confidence": 0.998, "X1": 0.09474, "Y1": 0.5572, "X2": 0.13026, "Y2": 0.557, "X3": 0.12895, "Y3": 0.5728, "X4": 0.09474, "Y4": 0.5728, "page": 0, "Index": 76}, {"Word": "after", "Confidence": 0.998, "X1": 0.13684, "Y1": 0.5582, "X2": 0.19211, "Y2": 0.558, "X3": 0.19079, "Y3": 0.5728, "X4": 0.13553, "Y4": 0.5728, "page": 0, "Index": 77}, {"Word": "PH", "Confidence": 0.992, "X1": 0.03158, "Y1": 0.5752, "X2": 0.05263, "Y2": 0.575, "X3": 0.05263, "Y3": 0.5888, "X4": 0.03289, "Y4": 0.5888, "page": 0, "Index": 78}, {"Word": "adj.", "Confidence": 0.963, "X1": 0.06184, "Y1": 0.5752, "X2": 0.10395, "Y2": 0.575, "X3": 0.10395, "Y3": 0.5888, "X4": 0.06184, "Y4": 0.5888, "page": 0, "Index": 79}, {"Word": "Feed", "Confidence": 0.979, "X1": 0.01053, "Y1": 0.6042, "X2": 0.05395, "Y2": 0.604, "X3": 0.05395, "Y3": 0.6208, "X4": 0.00921, "Y4": 0.6208, "page": 0, "Index": 80}, {"Word": "to", "Confidence": 0.998, "X1": 0.06316, "Y1": 0.6042, "X2": 0.08553, "Y2": 0.604, "X3": 0.08421, "Y3": 0.6208, "X4": 0.06184, "Y4": 0.6208, "page": 0, "Index": 81}, {"Word": "CC-1", "Confidence": 0.982, "X1": 0.09342, "Y1": 0.6042, "X2": 0.13947, "Y2": 0.604, "X3": 0.13816, "Y3": 0.6208, "X4": 0.09211, "Y4": 0.6208, "page": 0, "Index": 82}, {"Word": "&", "Confidence": 0.991, "X1": 0.14474, "Y1": 0.6042, "X2": 0.15921, "Y2": 0.604, "X3": 0.15789, "Y3": 0.6208, "X4": 0.14342, "Y4": 0.6208, "page": 0, "Index": 83}, {"Word": "CC-2", "Confidence": 0.988, "X1": 0.16579, "Y1": 0.6052, "X2": 0.21316, "Y2": 0.605, "X3": 0.21184, "Y3": 0.6208, "X4": 0.16579, "Y4": 0.6208, "page": 0, "Index": 84}, {"Word": "0.087", "Confidence": 0.998, "X1": 0.59079, "Y1": 0.6032, "X2": 0.64605, "Y2": 0.603, "X3": 0.64605, "Y3": 0.6188, "X4": 0.59079, "Y4": 0.6198, "page": 0, "Index": 85}, {"Word": "0.104", "Confidence": 0.995, "X1": 0.81316, "Y1": 0.6022, "X2": 0.87105, "Y2": 0.602, "X3": 0.87105, "Y3": 0.6198, "X4": 0.81447, "Y4": 0.6208, "page": 0, "Index": 86}, {"Word": "6", "Confidence": 0.981, "X1": 0.03289, "Y1": 0.6212, "X2": 0.04605, "Y2": 0.621, "X3": 0.04474, "Y3": 0.6358, "X4": 0.03158, "Y4": 0.6358, "page": 0, "Index": 87}, {"Word": "hrs", "Confidence": 0.998, "X1": 0.05, "Y1": 0.6212, "X2": 0.08553, "Y2": 0.621, "X3": 0.08421, "Y3": 0.6368, "X4": 0.05, "Y4": 0.6358, "page": 0, "Index": 88}, {"Word": "after", "Confidence": 0.994, "X1": 0.09342, "Y1": 0.6222, "X2": 0.14868, "Y2": 0.622, "X3": 0.14868, "Y3": 0.6378, "X4": 0.09342, "Y4": 0.6368, "page": 0, "Index": 89}, {"Word": "pH", "Confidence": 0.998, "X1": 0.15789, "Y1": 0.6222, "X2": 0.18026, "Y2": 0.622, "X3": 0.18026, "Y3": 0.6378, "X4": 0.15789, "Y4": 0.6378, "page": 0, "Index": 90}, {"Word": "adj.", "Confidence": 0.986, "X1": 0.19079, "Y1": 0.6222, "X2": 0.23158, "Y2": 0.622, "X3": 0.23158, "Y3": 0.6388, "X4": 0.19079, "Y4": 0.6378, "page": 0, "Index": 91}, {"Word": "0.083", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.6522, "X2": 0.64868, "Y2": 0.652, "X3": 0.64868, "Y3": 0.6678, "X4": 0.59211, "Y4": 0.6668, "page": 0, "Index": 92}, {"Word": "0.102", "Confidence": 0.994, "X1": 0.81447, "Y1": 0.6522, "X2": 0.87105, "Y2": 0.652, "X3": 0.87105, "Y3": 0.6678, "X4": 0.81447, "Y4": 0.6678, "page": 0, "Index": 93}, {"Word": "Feed", "Confidence": 0.988, "X1": 0.01316, "Y1": 0.6532, "X2": 0.05526, "Y2": 0.653, "X3": 0.05395, "Y3": 0.6698, "X4": 0.01184, "Y4": 0.6698, "page": 0, "Index": 94}, {"Word": "to", "Confidence": 0.998, "X1": 0.06447, "Y1": 0.6532, "X2": 0.08684, "Y2": 0.653, "X3": 0.08553, "Y3": 0.6698, "X4": 0.06316, "Y4": 0.6698, "page": 0, "Index": 95}, {"Word": "CC-1", "Confidence": 0.989, "X1": 0.09211, "Y1": 0.6532, "X2": 0.13947, "Y2": 0.653, "X3": 0.13947, "Y3": 0.6698, "X4": 0.09211, "Y4": 0.6698, "page": 0, "Index": 96}, {"Word": "&", "Confidence": 0.981, "X1": 0.14737, "Y1": 0.6532, "X2": 0.16053, "Y2": 0.653, "X3": 0.16053, "Y3": 0.6688, "X4": 0.14605, "Y4": 0.6688, "page": 0, "Index": 97}, {"Word": "CC-2", "Confidence": 0.988, "X1": 0.16711, "Y1": 0.6532, "X2": 0.21447, "Y2": 0.653, "X3": 0.21316, "Y3": 0.6688, "X4": 0.16711, "Y4": 0.6688, "page": 0, "Index": 98}, {"Word": "12", "Confidence": 0.998, "X1": 0.03158, "Y1": 0.6702, "X2": 0.05263, "Y2": 0.67, "X3": 0.05395, "Y3": 0.6848, "X4": 0.03158, "Y4": 0.6848, "page": 0, "Index": 99}, {"Word": "hrs", "Confidence": 0.998, "X1": 0.06053, "Y1": 0.6702, "X2": 0.09605, "Y2": 0.67, "X3": 0.09605, "Y3": 0.6848, "X4": 0.06053, "Y4": 0.6848, "page": 0, "Index": 100}, {"Word": "after", "Confidence": 0.998, "X1": 0.10395, "Y1": 0.6702, "X2": 0.15789, "Y2": 0.67, "X3": 0.15921, "Y3": 0.6858, "X4": 0.10395, "Y4": 0.6858, "page": 0, "Index": 101}, {"Word": "pH", "Confidence": 0.997, "X1": 0.16711, "Y1": 0.6702, "X2": 0.19079, "Y2": 0.67, "X3": 0.19079, "Y3": 0.6858, "X4": 0.16711, "Y4": 0.6858, "page": 0, "Index": 102}, {"Word": "adj.", "Confidence": 0.991, "X1": 0.2, "Y1": 0.6692, "X2": 0.24342, "Y2": 0.669, "X3": 0.24342, "Y3": 0.6858, "X4": 0.2, "Y4": 0.6858, "page": 0, "Index": 103}, {"Word": "Reference", "Confidence": 0.992, "X1": 0.01053, "Y1": 0.7022, "X2": 0.10658, "Y2": 0.702, "X3": 0.10526, "Y3": 0.7168, "X4": 0.01053, "Y4": 0.7178, "page": 0, "Index": 104}, {"Word": "Feed", "Confidence": 0.988, "X1": 0.11447, "Y1": 0.7022, "X2": 0.16053, "Y2": 0.702, "X3": 0.15921, "Y3": 0.7168, "X4": 0.11447, "Y4": 0.7168, "page": 0, "Index": 105}, {"Word": "Run", "Confidence": 0.998, "X1": 0.16711, "Y1": 0.7022, "X2": 0.20263, "Y2": 0.702, "X3": 0.20263, "Y3": 0.7178, "X4": 0.16711, "Y4": 0.7178, "page": 0, "Index": 106}, {"Word": "147,", "Confidence": 0.987, "X1": 0.21184, "Y1": 0.7022, "X2": 0.25789, "Y2": 0.702, "X3": 0.25789, "Y3": 0.7178, "X4": 0.21184, "Y4": 0.7178, "page": 0, "Index": 107}, {"Word": "0.075", "Confidence": 0.994, "X1": 0.59211, "Y1": 0.7002, "X2": 0.64605, "Y2": 0.7, "X3": 0.64605, "Y3": 0.7168, "X4": 0.59211, "Y4": 0.7168, "page": 0, "Index": 108}, {"Word": "0.096", "Confidence": 0.995, "X1": 0.81447, "Y1": 0.6992, "X2": 0.86974, "Y2": 0.699, "X3": 0.86974, "Y3": 0.7158, "X4": 0.81447, "Y4": 0.7148, "page": 0, "Index": 109}, {"Word": "Tank", "Confidence": 0.989, "X1": 0.03553, "Y1": 0.7182, "X2": 0.075, "Y2": 0.718, "X3": 0.075, "Y3": 0.7338, "X4": 0.03421, "Y4": 0.7338, "page": 0, "Index": 110}, {"Word": "17,", "Confidence": 0.998, "X1": 0.08553, "Y1": 0.7182, "X2": 0.11974, "Y2": 0.718, "X3": 0.11842, "Y3": 0.7338, "X4": 0.08421, "Y4": 0.7338, "page": 0, "Index": 111}, {"Word": "before", "Confidence": 0.997, "X1": 0.12368, "Y1": 0.7182, "X2": 0.19211, "Y2": 0.718, "X3": 0.19079, "Y3": 0.7348, "X4": 0.12368, "Y4": 0.7338, "page": 0, "Index": 112}, {"Word": "pH", "Confidence": 0.998, "X1": 0.19868, "Y1": 0.7192, "X2": 0.22237, "Y2": 0.719, "X3": 0.22237, "Y3": 0.7348, "X4": 0.19868, "Y4": 0.7348, "page": 0, "Index": 113}, {"Word": "adj.", "Confidence": 0.991, "X1": 0.23289, "Y1": 0.7192, "X2": 0.27632, "Y2": 0.719, "X3": 0.275, "Y3": 0.7348, "X4": 0.23158, "Y4": 0.7348, "page": 0, "Index": 114}, {"Word": "Reference", "Confidence": 0.995, "X1": 0.01316, "Y1": 0.7502, "X2": 0.10658, "Y2": 0.75, "X3": 0.10526, "Y3": 0.7648, "X4": 0.01316, "Y4": 0.7658, "page": 0, "Index": 115}, {"Word": "Feed", "Confidence": 0.987, "X1": 0.11579, "Y1": 0.7502, "X2": 0.15921, "Y2": 0.75, "X3": 0.15789, "Y3": 0.7648, "X4": 0.11447, "Y4": 0.7648, "page": 0, "Index": 116}, {"Word": "Run", "Confidence": 0.998, "X1": 0.16842, "Y1": 0.7502, "X2": 0.20263, "Y2": 0.75, "X3": 0.20132, "Y3": 0.7658, "X4": 0.16711, "Y4": 0.7648, "page": 0, "Index": 117}, {"Word": "147,", "Confidence": 0.988, "X1": 0.21316, "Y1": 0.7512, "X2": 0.25658, "Y2": 0.751, "X3": 0.25395, "Y3": 0.7668, "X4": 0.21053, "Y4": 0.7658, "page": 0, "Index": 118}, {"Word": "0.104", "Confidence": 0.994, "X1": 0.59211, "Y1": 0.7482, "X2": 0.64737, "Y2": 0.748, "X3": 0.64868, "Y3": 0.7638, "X4": 0.59211, "Y4": 0.7648, "page": 0, "Index": 119}, {"Word": "0.116", "Confidence": 0.957, "X1": 0.81447, "Y1": 0.7482, "X2": 0.86974, "Y2": 0.748, "X3": 0.87105, "Y3": 0.7648, "X4": 0.81447, "Y4": 0.7648, "page": 0, "Index": 120}, {"Word": "Tank", "Confidence": 0.988, "X1": 0.03553, "Y1": 0.7662, "X2": 0.07368, "Y2": 0.766, "X3": 0.07368, "Y3": 0.7818, "X4": 0.03553, "Y4": 0.7818, "page": 0, "Index": 121}, {"Word": "17,", "Confidence": 0.998, "X1": 0.08421, "Y1": 0.7662, "X2": 0.11974, "Y2": 0.766, "X3": 0.11974, "Y3": 0.7818, "X4": 0.08289, "Y4": 0.7818, "page": 0, "Index": 122}, {"Word": "at", "Confidence": 0.998, "X1": 0.12632, "Y1": 0.7662, "X2": 0.15, "Y2": 0.766, "X3": 0.14868, "Y3": 0.7818, "X4": 0.125, "Y4": 0.7818, "page": 0, "Index": 123}, {"Word": "pH", "Confidence": 0.991, "X1": 0.15658, "Y1": 0.7662, "X2": 0.18158, "Y2": 0.766, "X3": 0.18026, "Y3": 0.7808, "X4": 0.15658, "Y4": 0.7818, "page": 0, "Index": 124}, {"Word": "2.5", "Confidence": 0.994, "X1": 0.19079, "Y1": 0.7662, "X2": 0.22368, "Y2": 0.766, "X3": 0.22368, "Y3": 0.7808, "X4": 0.18947, "Y4": 0.7808, "page": 0, "Index": 125}, {"Word": "Reference", "Confidence": 0.995, "X1": 0.01316, "Y1": 0.7982, "X2": 0.10526, "Y2": 0.798, "X3": 0.10526, "Y3": 0.8128, "X4": 0.01184, "Y4": 0.8138, "page": 0, "Index": 126}, {"Word": "Feed", "Confidence": 0.988, "X1": 0.11579, "Y1": 0.7982, "X2": 0.15921, "Y2": 0.798, "X3": 0.15921, "Y3": 0.8128, "X4": 0.11447, "Y4": 0.8128, "page": 0, "Index": 127}, {"Word": "Run", "Confidence": 0.998, "X1": 0.16842, "Y1": 0.7982, "X2": 0.20132, "Y2": 0.798, "X3": 0.20132, "Y3": 0.8138, "X4": 0.16711, "Y4": 0.8128, "page": 0, "Index": 128}, {"Word": "147,", "Confidence": 0.988, "X1": 0.21184, "Y1": 0.7992, "X2": 0.25658, "Y2": 0.799, "X3": 0.25658, "Y3": 0.8138, "X4": 0.21053, "Y4": 0.8138, "page": 0, "Index": 129}, {"Word": "0.075", "Confidence": 0.994, "X1": 0.59211, "Y1": 0.7962, "X2": 0.64737, "Y2": 0.796, "X3": 0.64737, "Y3": 0.8118, "X4": 0.59211, "Y4": 0.8128, "page": 0, "Index": 130}, {"Word": "0.091", "Confidence": 0.991, "X1": 0.81447, "Y1": 0.7952, "X2": 0.86974, "Y2": 0.795, "X3": 0.87105, "Y3": 0.8118, "X4": 0.81447, "Y4": 0.8128, "page": 0, "Index": 131}, {"Word": "Tank", "Confidence": 0.987, "X1": 0.03553, "Y1": 0.8142, "X2": 0.075, "Y2": 0.814, "X3": 0.07368, "Y3": 0.8298, "X4": 0.03553, "Y4": 0.8298, "page": 0, "Index": 132}, {"Word": "18,", "Confidence": 0.998, "X1": 0.08553, "Y1": 0.8142, "X2": 0.11974, "Y2": 0.814, "X3": 0.11842, "Y3": 0.8298, "X4": 0.08421, "Y4": 0.8298, "page": 0, "Index": 133}, {"Word": "before", "Confidence": 0.997, "X1": 0.125, "Y1": 0.8142, "X2": 0.19211, "Y2": 0.814, "X3": 0.19079, "Y3": 0.8308, "X4": 0.12368, "Y4": 0.8298, "page": 0, "Index": 134}, {"Word": "pH", "Confidence": 0.998, "X1": 0.2, "Y1": 0.8152, "X2": 0.22368, "Y2": 0.815, "X3": 0.22105, "Y3": 0.8308, "X4": 0.19868, "Y4": 0.8308, "page": 0, "Index": 135}, {"Word": "adj.", "Confidence": 0.991, "X1": 0.23158, "Y1": 0.8152, "X2": 0.27632, "Y2": 0.815, "X3": 0.275, "Y3": 0.8318, "X4": 0.23026, "Y4": 0.8308, "page": 0, "Index": 136}, {"Word": "Reference", "Confidence": 0.994, "X1": 0.01184, "Y1": 0.8462, "X2": 0.10789, "Y2": 0.846, "X3": 0.10658, "Y3": 0.8618, "X4": 0.01053, "Y4": 0.8628, "page": 0, "Index": 137}, {"Word": "Feed", "Confidence": 0.991, "X1": 0.11447, "Y1": 0.8462, "X2": 0.16053, "Y2": 0.846, "X3": 0.15921, "Y3": 0.8618, "X4": 0.11316, "Y4": 0.8618, "page": 0, "Index": 138}, {"Word": "Run", "Confidence": 0.998, "X1": 0.16711, "Y1": 0.8462, "X2": 0.20395, "Y2": 0.846, "X3": 0.20263, "Y3": 0.8618, "X4": 0.16579, "Y4": 0.8618, "page": 0, "Index": 139}, {"Word": "147,", "Confidence": 0.991, "X1": 0.21053, "Y1": 0.8462, "X2": 0.25526, "Y2": 0.846, "X3": 0.25395, "Y3": 0.8628, "X4": 0.20921, "Y4": 0.8628, "page": 0, "Index": 140}, {"Word": "0.093", "Confidence": 0.994, "X1": 0.59211, "Y1": 0.8442, "X2": 0.64868, "Y2": 0.844, "X3": 0.64868, "Y3": 0.8598, "X4": 0.59211, "Y4": 0.8608, "page": 0, "Index": 141}, {"Word": "0.107", "Confidence": 0.996, "X1": 0.81447, "Y1": 0.8452, "X2": 0.87237, "Y2": 0.845, "X3": 0.87105, "Y3": 0.8618, "X4": 0.81316, "Y4": 0.8608, "page": 0, "Index": 142}, {"Word": "Tank", "Confidence": 0.994, "X1": 0.03289, "Y1": 0.8622, "X2": 0.075, "Y2": 0.862, "X3": 0.07368, "Y3": 0.8778, "X4": 0.03289, "Y4": 0.8778, "page": 0, "Index": 143}, {"Word": "18,", "Confidence": 0.998, "X1": 0.08553, "Y1": 0.8622, "X2": 0.11974, "Y2": 0.862, "X3": 0.11842, "Y3": 0.8788, "X4": 0.08421, "Y4": 0.8778, "page": 0, "Index": 144}, {"Word": "at", "Confidence": 0.998, "X1": 0.125, "Y1": 0.8622, "X2": 0.15, "Y2": 0.862, "X3": 0.15, "Y3": 0.8788, "X4": 0.125, "Y4": 0.8788, "page": 0, "Index": 145}, {"Word": "pH", "Confidence": 0.998, "X1": 0.15789, "Y1": 0.8622, "X2": 0.18158, "Y2": 0.862, "X3": 0.18026, "Y3": 0.8788, "X4": 0.15789, "Y4": 0.8788, "page": 0, "Index": 146}, {"Word": "3.5", "Confidence": 0.991, "X1": 0.18947, "Y1": 0.8632, "X2": 0.225, "Y2": 0.863, "X3": 0.225, "Y3": 0.8788, "X4": 0.18947, "Y4": 0.8788, "page": 0, "Index": 147}, {"Word": "50902", "Confidence": 0.993, "X1": 0.95132, "Y1": 0.8852, "X2": 0.94868, "Y2": 0.885, "X3": 0.92763, "Y3": 0.8848, "X4": 0.93026, "Y4": 0.8398, "page": 0, "Index": 148}, {"Word": "0.095", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.8922, "X2": 0.64737, "Y2": 0.892, "X3": 0.64868, "Y3": 0.9078, "X4": 0.59211, "Y4": 0.9088, "page": 0, "Index": 149}, {"Word": "Reference", "Confidence": 0.994, "X1": 0.01316, "Y1": 0.8942, "X2": 0.10526, "Y2": 0.894, "X3": 0.10526, "Y3": 0.9098, "X4": 0.01184, "Y4": 0.9098, "page": 0, "Index": 150}, {"Word": "Feed", "Confidence": 0.988, "X1": 0.11447, "Y1": 0.8942, "X2": 0.15921, "Y2": 0.894, "X3": 0.15921, "Y3": 0.9098, "X4": 0.11447, "Y4": 0.9098, "page": 0, "Index": 151}, {"Word": "Run", "Confidence": 0.998, "X1": 0.16711, "Y1": 0.8942, "X2": 0.20132, "Y2": 0.894, "X3": 0.20132, "Y3": 0.9108, "X4": 0.16711, "Y4": 0.9098, "page": 0, "Index": 152}, {"Word": "147,", "Confidence": 0.991, "X1": 0.21053, "Y1": 0.8952, "X2": 0.25658, "Y2": 0.895, "X3": 0.25789, "Y3": 0.9118, "X4": 0.21184, "Y4": 0.9108, "page": 0, "Index": 153}, {"Word": "0.110", "Confidence": 0.993, "X1": 0.81447, "Y1": 0.8922, "X2": 0.87237, "Y2": 0.892, "X3": 0.87237, "Y3": 0.9098, "X4": 0.81447, "Y4": 0.9098, "page": 0, "Index": 154}, {"Word": "Tank", "Confidence": 0.989, "X1": 0.03421, "Y1": 0.9102, "X2": 0.075, "Y2": 0.91, "X3": 0.075, "Y3": 0.9268, "X4": 0.03421, "Y4": 0.9268, "page": 0, "Index": 155}, {"Word": "17,", "Confidence": 0.991, "X1": 0.08289, "Y1": 0.9092, "X2": 0.11974, "Y2": 0.909, "X3": 0.11974, "Y3": 0.9268, "X4": 0.08289, "Y4": 0.9268, "page": 0, "Index": 156}, {"Word": "6", "Confidence": 0.995, "X1": 0.125, "Y1": 0.9092, "X2": 0.13816, "Y2": 0.909, "X3": 0.13816, "Y3": 0.9268, "X4": 0.125, "Y4": 0.9268, "page": 0, "Index": 157}, {"Word": "hrs", "Confidence": 0.998, "X1": 0.14474, "Y1": 0.9092, "X2": 0.18158, "Y2": 0.909, "X3": 0.18158, "Y3": 0.9268, "X4": 0.14474, "Y4": 0.9268, "page": 0, "Index": 158}, {"Word": "at", "Confidence": 0.998, "X1": 0.18947, "Y1": 0.9092, "X2": 0.21316, "Y2": 0.909, "X3": 0.21316, "Y3": 0.9268, "X4": 0.18947, "Y4": 0.9268, "page": 0, "Index": 159}, {"Word": "pH", "Confidence": 0.997, "X1": 0.21974, "Y1": 0.9092, "X2": 0.24474, "Y2": 0.909, "X3": 0.24474, "Y3": 0.9268, "X4": 0.21974, "Y4": 0.9268, "page": 0, "Index": 160}, {"Word": "2.5", "Confidence": 0.991, "X1": 0.25263, "Y1": 0.9102, "X2": 0.28816, "Y2": 0.91, "X3": 0.28816, "Y3": 0.9278, "X4": 0.25263, "Y4": 0.9268, "page": 0, "Index": 161}, {"Word": "6605", "Confidence": 0.991, "X1": 0.94737, "Y1": 0.9322, "X2": 0.94605, "Y2": 0.932, "X3": 0.925, "Y3": 0.9318, "X4": 0.92632, "Y4": 0.8938, "page": 0, "Index": 162}]}	"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"
ffmh0100	12	{"lines_data": [{"Word": "MEQ. ACIDS/ML", "Confidence": 0.9915, "X1": 0.54474, "Y1": 0.0892, "X2": 0.68816, "Y2": 0.089, "X3": 0.68816, "Y3": 0.1058, "X4": 0.54474, "Y4": 0.1078, "page": 0}, {"Word": "MEQ. ACIDS & LACTONES", "Confidence": 0.9935, "X1": 0.74737, "Y1": 0.0902, "X2": 0.97763, "Y2": 0.09, "X3": 0.97763, "Y3": 0.1068, "X4": 0.74605, "Y4": 0.1068, "page": 0}, {"Word": "SAMPLE", "Confidence": 0.995, "X1": 0.06974, "Y1": 0.1082, "X2": 0.14079, "Y2": 0.108, "X3": 0.14079, "Y3": 0.1248, "X4": 0.06974, "Y4": 0.1258, "page": 0}, {"Word": "@ 30% SOLIDS", "Confidence": 0.99533, "X1": 0.54737, "Y1": 0.1072, "X2": 0.67763, "Y2": 0.107, "X3": 0.67763, "Y3": 0.1228, "X4": 0.54737, "Y4": 0.1228, "page": 0}, {"Word": "PER ML @ 30% SOLIDS", "Confidence": 0.9948, "X1": 0.76053, "Y1": 0.1062, "X2": 0.96447, "Y2": 0.106, "X3": 0.96447, "Y3": 0.1228, "X4": 0.76053, "Y4": 0.1228, "page": 0}, {"Word": "CC-1-50", "Confidence": 0.991, "X1": 0.00526, "Y1": 0.1402, "X2": 0.08684, "Y2": 0.14, "X3": 0.08816, "Y3": 0.1568, "X4": 0.00526, "Y4": 0.1588, "page": 0}, {"Word": "0.083", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.1392, "X2": 0.64605, "Y2": 0.139, "X3": 0.64605, "Y3": 0.1538, "X4": 0.59079, "Y4": 0.1538, "page": 0}, {"Word": "0.102", "Confidence": 0.955, "X1": 0.81316, "Y1": 0.1382, "X2": 0.86974, "Y2": 0.138, "X3": 0.86842, "Y3": 0.1528, "X4": 0.81184, "Y4": 0.1528, "page": 0}, {"Word": "0.083", "Confidence": 0.998, "X1": 0.59211, "Y1": 0.1702, "X2": 0.64474, "Y2": 0.17, "X3": 0.64474, "Y3": 0.1858, "X4": 0.59211, "Y4": 0.1868, "page": 0}, {"Word": "0.100", "Confidence": 0.993, "X1": 0.81316, "Y1": 0.1712, "X2": 0.86974, "Y2": 0.171, "X3": 0.86974, "Y3": 0.1858, "X4": 0.81316, "Y4": 0.1868, "page": 0}, {"Word": "-53", "Confidence": 0.998, "X1": 0.05, "Y1": 0.1732, "X2": 0.08421, "Y2": 0.173, "X3": 0.08421, "Y3": 0.1908, "X4": 0.05, "Y4": 0.1908, "page": 0}, {"Word": "-56", "Confidence": 0.998, "X1": 0.05132, "Y1": 0.2052, "X2": 0.08421, "Y2": 0.205, "X3": 0.08289, "Y3": 0.2228, "X4": 0.05, "Y4": 0.2238, "page": 0}, {"Word": "0.084", "Confidence": 0.994, "X1": 0.59211, "Y1": 0.2042, "X2": 0.64605, "Y2": 0.204, "X3": 0.64474, "Y3": 0.2188, "X4": 0.59079, "Y4": 0.2188, "page": 0}, {"Word": "0.102", "Confidence": 0.997, "X1": 0.81316, "Y1": 0.2042, "X2": 0.86974, "Y2": 0.204, "X3": 0.86974, "Y3": 0.2188, "X4": 0.81184, "Y4": 0.2188, "page": 0}, {"Word": "-59", "Confidence": 0.998, "X1": 0.05132, "Y1": 0.2382, "X2": 0.08684, "Y2": 0.238, "X3": 0.08421, "Y3": 0.2538, "X4": 0.05, "Y4": 0.2538, "page": 0}, {"Word": "0.084", "Confidence": 0.997, "X1": 0.58947, "Y1": 0.2342, "X2": 0.64474, "Y2": 0.234, "X3": 0.64474, "Y3": 0.2498, "X4": 0.58947, "Y4": 0.2508, "page": 0}, {"Word": "0.098", "Confidence": 0.994, "X1": 0.81316, "Y1": 0.2362, "X2": 0.87105, "Y2": 0.236, "X3": 0.86974, "Y3": 0.2498, "X4": 0.81316, "Y4": 0.2498, "page": 0}, {"Word": "-62", "Confidence": 0.998, "X1": 0.05263, "Y1": 0.2692, "X2": 0.08553, "Y2": 0.269, "X3": 0.08421, "Y3": 0.2858, "X4": 0.05132, "Y4": 0.2858, "page": 0}, {"Word": "0.084", "Confidence": 0.997, "X1": 0.58947, "Y1": 0.2672, "X2": 0.64474, "Y2": 0.267, "X3": 0.64474, "Y3": 0.2818, "X4": 0.58947, "Y4": 0.2828, "page": 0}, {"Word": "0.101", "Confidence": 0.991, "X1": 0.81447, "Y1": 0.2672, "X2": 0.86842, "Y2": 0.267, "X3": 0.86711, "Y3": 0.2818, "X4": 0.81316, "Y4": 0.2818, "page": 0}, {"Word": "-65", "Confidence": 0.998, "X1": 0.05395, "Y1": 0.3012, "X2": 0.08421, "Y2": 0.301, "X3": 0.08421, "Y3": 0.3178, "X4": 0.05395, "Y4": 0.3188, "page": 0}, {"Word": "0.085", "Confidence": 0.997, "X1": 0.58947, "Y1": 0.3002, "X2": 0.64474, "Y2": 0.3, "X3": 0.64474, "Y3": 0.3148, "X4": 0.58947, "Y4": 0.3148, "page": 0}, {"Word": "0.103", "Confidence": 0.993, "X1": 0.81447, "Y1": 0.3002, "X2": 0.87105, "Y2": 0.3, "X3": 0.87105, "Y3": 0.3158, "X4": 0.81316, "Y4": 0.3148, "page": 0}, {"Word": "0.082", "Confidence": 0.997, "X1": 0.58816, "Y1": 0.3322, "X2": 0.64605, "Y2": 0.332, "X3": 0.64605, "Y3": 0.3468, "X4": 0.58816, "Y4": 0.3478, "page": 0}, {"Word": "0.096", "Confidence": 0.993, "X1": 0.81447, "Y1": 0.3322, "X2": 0.86974, "Y2": 0.332, "X3": 0.86974, "Y3": 0.3468, "X4": 0.81316, "Y4": 0.3458, "page": 0}, {"Word": "-68", "Confidence": 0.998, "X1": 0.05132, "Y1": 0.3342, "X2": 0.08947, "Y2": 0.334, "X3": 0.08816, "Y3": 0.3498, "X4": 0.05132, "Y4": 0.3508, "page": 0}, {"Word": "-71", "Confidence": 0.998, "X1": 0.04868, "Y1": 0.3652, "X2": 0.08289, "Y2": 0.365, "X3": 0.08421, "Y3": 0.3828, "X4": 0.05, "Y4": 0.3838, "page": 0}, {"Word": "0.078", "Confidence": 0.997, "X1": 0.59079, "Y1": 0.3642, "X2": 0.64737, "Y2": 0.364, "X3": 0.64737, "Y3": 0.3788, "X4": 0.58947, "Y4": 0.3798, "page": 0}, {"Word": "0.091", "Confidence": 0.847, "X1": 0.81316, "Y1": 0.3652, "X2": 0.86842, "Y2": 0.365, "X3": 0.86711, "Y3": 0.3798, "X4": 0.81316, "Y4": 0.3788, "page": 0}, {"Word": "-74", "Confidence": 0.995, "X1": 0.05, "Y1": 0.3972, "X2": 0.08421, "Y2": 0.397, "X3": 0.08421, "Y3": 0.4148, "X4": 0.05, "Y4": 0.4148, "page": 0}, {"Word": "0.072", "Confidence": 0.997, "X1": 0.59079, "Y1": 0.3962, "X2": 0.64605, "Y2": 0.396, "X3": 0.64605, "Y3": 0.4118, "X4": 0.58947, "Y4": 0.4118, "page": 0}, {"Word": "0.094", "Confidence": 0.997, "X1": 0.81184, "Y1": 0.3952, "X2": 0.87105, "Y2": 0.395, "X3": 0.87105, "Y3": 0.4108, "X4": 0.81184, "Y4": 0.4108, "page": 0}, {"Word": "-77", "Confidence": 0.991, "X1": 0.05132, "Y1": 0.4292, "X2": 0.08421, "Y2": 0.429, "X3": 0.08421, "Y3": 0.4458, "X4": 0.05132, "Y4": 0.4458, "page": 0}, {"Word": "0.073", "Confidence": 0.997, "X1": 0.58947, "Y1": 0.4292, "X2": 0.64605, "Y2": 0.429, "X3": 0.64605, "Y3": 0.4438, "X4": 0.58947, "Y4": 0.4438, "page": 0}, {"Word": "0.093", "Confidence": 0.993, "X1": 0.81579, "Y1": 0.4272, "X2": 0.87105, "Y2": 0.427, "X3": 0.86974, "Y3": 0.4438, "X4": 0.81447, "Y4": 0.4438, "page": 0}, {"Word": "-80", "Confidence": 0.991, "X1": 0.05263, "Y1": 0.4622, "X2": 0.08816, "Y2": 0.462, "X3": 0.08684, "Y3": 0.4768, "X4": 0.05132, "Y4": 0.4778, "page": 0}, {"Word": "0.082", "Confidence": 0.994, "X1": 0.58816, "Y1": 0.4602, "X2": 0.64737, "Y2": 0.46, "X3": 0.64605, "Y3": 0.4748, "X4": 0.58816, "Y4": 0.4748, "page": 0}, {"Word": "0.092", "Confidence": 0.993, "X1": 0.81447, "Y1": 0.4602, "X2": 0.87105, "Y2": 0.46, "X3": 0.87105, "Y3": 0.4758, "X4": 0.81447, "Y4": 0.4748, "page": 0}, {"Word": "0.082", "Confidence": 0.997, "X1": 0.59079, "Y1": 0.4932, "X2": 0.64737, "Y2": 0.493, "X3": 0.64737, "Y3": 0.5068, "X4": 0.59079, "Y4": 0.5068, "page": 0}, {"Word": "0.094", "Confidence": 0.997, "X1": 0.81316, "Y1": 0.4912, "X2": 0.87105, "Y2": 0.491, "X3": 0.86974, "Y3": 0.5068, "X4": 0.81316, "Y4": 0.5068, "page": 0}, {"Word": "-83", "Confidence": 0.998, "X1": 0.05526, "Y1": 0.4942, "X2": 0.08684, "Y2": 0.494, "X3": 0.08553, "Y3": 0.5088, "X4": 0.05526, "Y4": 0.5098, "page": 0}, {"Word": "-86", "Confidence": 0.991, "X1": 0.05395, "Y1": 0.5262, "X2": 0.08816, "Y2": 0.526, "X3": 0.08684, "Y3": 0.5408, "X4": 0.05263, "Y4": 0.5418, "page": 0}, {"Word": "0.079", "Confidence": 0.997, "X1": 0.58947, "Y1": 0.5242, "X2": 0.64737, "Y2": 0.524, "X3": 0.64605, "Y3": 0.5388, "X4": 0.58947, "Y4": 0.5388, "page": 0}, {"Word": "0.092", "Confidence": 0.994, "X1": 0.81447, "Y1": 0.5232, "X2": 0.87237, "Y2": 0.523, "X3": 0.87237, "Y3": 0.5388, "X4": 0.81447, "Y4": 0.5388, "page": 0}, {"Word": "-89", "Confidence": 0.993, "X1": 0.05395, "Y1": 0.5572, "X2": 0.08684, "Y2": 0.557, "X3": 0.08684, "Y3": 0.5728, "X4": 0.05263, "Y4": 0.5728, "page": 0}, {"Word": "0.085", "Confidence": 0.994, "X1": 0.59079, "Y1": 0.5562, "X2": 0.64605, "Y2": 0.556, "X3": 0.64605, "Y3": 0.5708, "X4": 0.59079, "Y4": 0.5718, "page": 0}, {"Word": "0.097", "Confidence": 0.996, "X1": 0.81447, "Y1": 0.5552, "X2": 0.87105, "Y2": 0.555, "X3": 0.86974, "Y3": 0.5708, "X4": 0.81316, "Y4": 0.5708, "page": 0}, {"Word": "-92", "Confidence": 0.998, "X1": 0.05526, "Y1": 0.5892, "X2": 0.08684, "Y2": 0.589, "X3": 0.08684, "Y3": 0.6038, "X4": 0.05526, "Y4": 0.6038, "page": 0}, {"Word": "0.083", "Confidence": 0.914, "X1": 0.58947, "Y1": 0.5862, "X2": 0.65, "Y2": 0.586, "X3": 0.65, "Y3": 0.6018, "X4": 0.59079, "Y4": 0.6018, "page": 0}, {"Word": "0.096", "Confidence": 0.995, "X1": 0.81316, "Y1": 0.5872, "X2": 0.87105, "Y2": 0.587, "X3": 0.86974, "Y3": 0.6018, "X4": 0.81447, "Y4": 0.6018, "page": 0}, {"Word": "-95", "Confidence": 0.998, "X1": 0.05526, "Y1": 0.6212, "X2": 0.08684, "Y2": 0.621, "X3": 0.08684, "Y3": 0.6358, "X4": 0.05395, "Y4": 0.6368, "page": 0}, {"Word": "0.084", "Confidence": 0.997, "X1": 0.59079, "Y1": 0.6192, "X2": 0.64605, "Y2": 0.619, "X3": 0.64605, "Y3": 0.6338, "X4": 0.59079, "Y4": 0.6338, "page": 0}, {"Word": "0.097", "Confidence": 0.997, "X1": 0.81579, "Y1": 0.6192, "X2": 0.86974, "Y2": 0.619, "X3": 0.86974, "Y3": 0.6348, "X4": 0.81579, "Y4": 0.6348, "page": 0}, {"Word": "0.085", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.6522, "X2": 0.64737, "Y2": 0.652, "X3": 0.64737, "Y3": 0.6668, "X4": 0.59079, "Y4": 0.6658, "page": 0}, {"Word": "0.099", "Confidence": 0.997, "X1": 0.81579, "Y1": 0.6502, "X2": 0.87105, "Y2": 0.65, "X3": 0.86974, "Y3": 0.6668, "X4": 0.81579, "Y4": 0.6668, "page": 0}, {"Word": "-98", "Confidence": 0.991, "X1": 0.05395, "Y1": 0.6532, "X2": 0.08684, "Y2": 0.653, "X3": 0.08553, "Y3": 0.6688, "X4": 0.05263, "Y4": 0.6698, "page": 0}, {"Word": "0.054", "Confidence": 0.997, "X1": 0.81316, "Y1": 0.6822, "X2": 0.86974, "Y2": 0.682, "X3": 0.86974, "Y3": 0.6978, "X4": 0.81316, "Y4": 0.6978, "page": 0}, {"Word": "CC-2-2", "Confidence": 0.997, "X1": 0.00789, "Y1": 0.6852, "X2": 0.07895, "Y2": 0.685, "X3": 0.07763, "Y3": 0.7018, "X4": 0.00789, "Y4": 0.7018, "page": 0}, {"Word": "0.047", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.6832, "X2": 0.64868, "Y2": 0.683, "X3": 0.64868, "Y3": 0.6988, "X4": 0.59211, "Y4": 0.6988, "page": 0}, {"Word": "-11", "Confidence": 0.958, "X1": 0.05263, "Y1": 0.7172, "X2": 0.08421, "Y2": 0.717, "X3": 0.08421, "Y3": 0.7348, "X4": 0.05263, "Y4": 0.7348, "page": 0}, {"Word": "0.066", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.7152, "X2": 0.64737, "Y2": 0.715, "X3": 0.64737, "Y3": 0.7298, "X4": 0.59211, "Y4": 0.7308, "page": 0}, {"Word": "0.077", "Confidence": 0.997, "X1": 0.81316, "Y1": 0.7142, "X2": 0.86974, "Y2": 0.714, "X3": 0.86974, "Y3": 0.7298, "X4": 0.81316, "Y4": 0.7298, "page": 0}, {"Word": "-14", "Confidence": 0.97, "X1": 0.05263, "Y1": 0.7492, "X2": 0.08421, "Y2": 0.749, "X3": 0.08421, "Y3": 0.7658, "X4": 0.05263, "Y4": 0.7668, "page": 0}, {"Word": "0.068", "Confidence": 0.997, "X1": 0.59342, "Y1": 0.7462, "X2": 0.65, "Y2": 0.746, "X3": 0.64868, "Y3": 0.7618, "X4": 0.59342, "Y4": 0.7628, "page": 0}, {"Word": "0.075", "Confidence": 0.997, "X1": 0.81579, "Y1": 0.7462, "X2": 0.87105, "Y2": 0.746, "X3": 0.86974, "Y3": 0.7618, "X4": 0.81447, "Y4": 0.7618, "page": 0}, {"Word": "-19", "Confidence": 0.992, "X1": 0.05395, "Y1": 0.7802, "X2": 0.08816, "Y2": 0.78, "X3": 0.08684, "Y3": 0.7968, "X4": 0.05263, "Y4": 0.7978, "page": 0}, {"Word": "0.077", "Confidence": 0.997, "X1": 0.59342, "Y1": 0.7792, "X2": 0.64737, "Y2": 0.779, "X3": 0.64605, "Y3": 0.7938, "X4": 0.59342, "Y4": 0.7948, "page": 0}, {"Word": "0.095", "Confidence": 0.993, "X1": 0.81579, "Y1": 0.7782, "X2": 0.86974, "Y2": 0.778, "X3": 0.86974, "Y3": 0.7938, "X4": 0.81579, "Y4": 0.7938, "page": 0}, {"Word": "0.082", "Confidence": 0.993, "X1": 0.59211, "Y1": 0.8112, "X2": 0.64737, "Y2": 0.811, "X3": 0.64737, "Y3": 0.8268, "X4": 0.59211, "Y4": 0.8268, "page": 0}, {"Word": "0.095", "Confidence": 0.997, "X1": 0.81447, "Y1": 0.8092, "X2": 0.87105, "Y2": 0.809, "X3": 0.86974, "Y3": 0.8258, "X4": 0.81447, "Y4": 0.8268, "page": 0}, {"Word": "-24", "Confidence": 0.998, "X1": 0.05526, "Y1": 0.8102, "X2": 0.08816, "Y2": 0.81, "X3": 0.08816, "Y3": 0.8288, "X4": 0.05526, "Y4": 0.8288, "page": 0}, {"Word": "0.082", "Confidence": 0.994, "X1": 0.59474, "Y1": 0.8432, "X2": 0.64868, "Y2": 0.843, "X3": 0.64868, "Y3": 0.8578, "X4": 0.59342, "Y4": 0.8588, "page": 0}, {"Word": "-29", "Confidence": 0.994, "X1": 0.05658, "Y1": 0.8442, "X2": 0.08947, "Y2": 0.844, "X3": 0.08816, "Y3": 0.8618, "X4": 0.05526, "Y4": 0.8618, "page": 0}, {"Word": "0.097", "Confidence": 0.993, "X1": 0.81579, "Y1": 0.8432, "X2": 0.87237, "Y2": 0.843, "X3": 0.87237, "Y3": 0.8588, "X4": 0.81579, "Y4": 0.8588, "page": 0}, {"Word": "-34", "Confidence": 0.998, "X1": 0.05526, "Y1": 0.8752, "X2": 0.08816, "Y2": 0.875, "X3": 0.08816, "Y3": 0.8948, "X4": 0.05526, "Y4": 0.8948, "page": 0}, {"Word": "0.081", "Confidence": 0.696, "X1": 0.59211, "Y1": 0.8762, "X2": 0.64474, "Y2": 0.876, "X3": 0.64342, "Y3": 0.8908, "X4": 0.59079, "Y4": 0.8908, "page": 0}, {"Word": "0.097", "Confidence": 0.994, "X1": 0.81579, "Y1": 0.8752, "X2": 0.87237, "Y2": 0.875, "X3": 0.87105, "Y3": 0.8908, "X4": 0.81579, "Y4": 0.8908, "page": 0}, {"Word": "-39", "Confidence": 0.998, "X1": 0.05395, "Y1": 0.9082, "X2": 0.08816, "Y2": 0.908, "X3": 0.08553, "Y3": 0.9258, "X4": 0.05395, "Y4": 0.9268, "page": 0}, {"Word": "0.077", "Confidence": 0.997, "X1": 0.59605, "Y1": 0.9082, "X2": 0.64868, "Y2": 0.908, "X3": 0.64737, "Y3": 0.9238, "X4": 0.59474, "Y4": 0.9228, "page": 0}, {"Word": "0.093", "Confidence": 0.997, "X1": 0.81711, "Y1": 0.9072, "X2": 0.87368, "Y2": 0.907, "X3": 0.87237, "Y3": 0.9228, "X4": 0.81711, "Y4": 0.9228, "page": 0}, {"Word": "50902 6604", "Confidence": 0.987, "X1": 0.95132, "Y1": 0.9452, "X2": 0.95132, "Y2": 0.945, "X3": 0.93026, "Y3": 0.9448, "X4": 0.93026, "Y4": 0.8468, "page": 0}, {"Word": "-44", "Confidence": 0.998, "X1": 0.05658, "Y1": 0.9392, "X2": 0.08684, "Y2": 0.939, "X3": 0.08816, "Y3": 0.9558, "X4": 0.05658, "Y4": 0.9578, "page": 0}, {"Word": "0.082", "Confidence": 0.993, "X1": 0.59342, "Y1": 0.9392, "X2": 0.65, "Y2": 0.939, "X3": 0.65, "Y3": 0.9558, "X4": 0.59211, "Y4": 0.9558, "page": 0}, {"Word": "0.100", "Confidence": 0.996, "X1": 0.81316, "Y1": 0.9392, "X2": 0.87368, "Y2": 0.939, "X3": 0.87237, "Y3": 0.9558, "X4": 0.81184, "Y4": 0.9548, "page": 0}], "words_data": [{"Word": "MEQ.", "Confidence": 0.988, "X1": 0.54605, "Y1": 0.0912, "X2": 0.59474, "Y2": 0.091, "X3": 0.59474, "Y3": 0.1078, "X4": 0.54474, "Y4": 0.1078, "page": 0, "Index": 0}, {"Word": "ACIDS/ML", "Confidence": 0.995, "X1": 0.59868, "Y1": 0.0902, "X2": 0.68684, "Y2": 0.09, "X3": 0.68816, "Y3": 0.1068, "X4": 0.59868, "Y4": 0.1078, "page": 0, "Index": 1}, {"Word": "MEQ.", "Confidence": 0.991, "X1": 0.74868, "Y1": 0.0902, "X2": 0.79474, "Y2": 0.09, "X3": 0.79474, "Y3": 0.1068, "X4": 0.74737, "Y4": 0.1068, "page": 0, "Index": 2}, {"Word": "ACIDS", "Confidence": 0.997, "X1": 0.80132, "Y1": 0.0902, "X2": 0.85789, "Y2": 0.09, "X3": 0.85789, "Y3": 0.1068, "X4": 0.8, "Y4": 0.1068, "page": 0, "Index": 3}, {"Word": "&", "Confidence": 0.991, "X1": 0.86579, "Y1": 0.0912, "X2": 0.87895, "Y2": 0.091, "X3": 0.87895, "Y3": 0.1068, "X4": 0.86447, "Y4": 0.1068, "page": 0, "Index": 4}, {"Word": "LACTONES", "Confidence": 0.995, "X1": 0.88553, "Y1": 0.0912, "X2": 0.97368, "Y2": 0.091, "X3": 0.97368, "Y3": 0.1068, "X4": 0.88553, "Y4": 0.1068, "page": 0, "Index": 5}, {"Word": "SAMPLE", "Confidence": 0.995, "X1": 0.07105, "Y1": 0.1092, "X2": 0.13684, "Y2": 0.109, "X3": 0.13684, "Y3": 0.1258, "X4": 0.07105, "Y4": 0.1258, "page": 0, "Index": 6}, {"Word": "@", "Confidence": 0.991, "X1": 0.54868, "Y1": 0.1072, "X2": 0.56184, "Y2": 0.107, "X3": 0.56184, "Y3": 0.1238, "X4": 0.54868, "Y4": 0.1238, "page": 0, "Index": 7}, {"Word": "30%", "Confidence": 0.998, "X1": 0.56974, "Y1": 0.1072, "X2": 0.60263, "Y2": 0.107, "X3": 0.60263, "Y3": 0.1238, "X4": 0.56974, "Y4": 0.1238, "page": 0, "Index": 8}, {"Word": "SOLIDS", "Confidence": 0.997, "X1": 0.61053, "Y1": 0.1072, "X2": 0.67763, "Y2": 0.107, "X3": 0.67763, "Y3": 0.1228, "X4": 0.61053, "Y4": 0.1238, "page": 0, "Index": 9}, {"Word": "PER", "Confidence": 0.991, "X1": 0.76053, "Y1": 0.1072, "X2": 0.79211, "Y2": 0.107, "X3": 0.79211, "Y3": 0.1228, "X4": 0.76053, "Y4": 0.1228, "page": 0, "Index": 10}, {"Word": "ML", "Confidence": 0.997, "X1": 0.8, "Y1": 0.1072, "X2": 0.825, "Y2": 0.107, "X3": 0.825, "Y3": 0.1228, "X4": 0.8, "Y4": 0.1228, "page": 0, "Index": 11}, {"Word": "@", "Confidence": 0.991, "X1": 0.83421, "Y1": 0.1072, "X2": 0.84605, "Y2": 0.107, "X3": 0.84605, "Y3": 0.1228, "X4": 0.83421, "Y4": 0.1228, "page": 0, "Index": 12}, {"Word": "30%", "Confidence": 0.998, "X1": 0.85526, "Y1": 0.1072, "X2": 0.88947, "Y2": 0.107, "X3": 0.88947, "Y3": 0.1238, "X4": 0.85526, "Y4": 0.1238, "page": 0, "Index": 13}, {"Word": "SOLIDS", "Confidence": 0.997, "X1": 0.89605, "Y1": 0.1072, "X2": 0.96316, "Y2": 0.107, "X3": 0.96316, "Y3": 0.1228, "X4": 0.89605, "Y4": 0.1238, "page": 0, "Index": 14}, {"Word": "CC-1-50", "Confidence": 0.991, "X1": 0.00658, "Y1": 0.1412, "X2": 0.08421, "Y2": 0.141, "X3": 0.08289, "Y3": 0.1578, "X4": 0.00658, "Y4": 0.1578, "page": 0, "Index": 15}, {"Word": "0.083", "Confidence": 0.997, "X1": 0.59079, "Y1": 0.1392, "X2": 0.64474, "Y2": 0.139, "X3": 0.64474, "Y3": 0.1538, "X4": 0.59079, "Y4": 0.1538, "page": 0, "Index": 16}, {"Word": "0.102", "Confidence": 0.955, "X1": 0.81316, "Y1": 0.1382, "X2": 0.86842, "Y2": 0.138, "X3": 0.86842, "Y3": 0.1528, "X4": 0.81316, "Y4": 0.1528, "page": 0, "Index": 17}, {"Word": "0.083", "Confidence": 0.998, "X1": 0.59211, "Y1": 0.1702, "X2": 0.64342, "Y2": 0.17, "X3": 0.64342, "Y3": 0.1858, "X4": 0.59211, "Y4": 0.1868, "page": 0, "Index": 18}, {"Word": "0.100", "Confidence": 0.993, "X1": 0.81447, "Y1": 0.1722, "X2": 0.86711, "Y2": 0.172, "X3": 0.86711, "Y3": 0.1868, "X4": 0.81447, "Y4": 0.1868, "page": 0, "Index": 19}, {"Word": "-53", "Confidence": 0.998, "X1": 0.05, "Y1": 0.1732, "X2": 0.08289, "Y2": 0.173, "X3": 0.08289, "Y3": 0.1908, "X4": 0.05, "Y4": 0.1908, "page": 0, "Index": 20}, {"Word": "-56", "Confidence": 0.998, "X1": 0.05, "Y1": 0.2052, "X2": 0.08158, "Y2": 0.205, "X3": 0.08289, "Y3": 0.2228, "X4": 0.05, "Y4": 0.2238, "page": 0, "Index": 21}, {"Word": "0.084", "Confidence": 0.994, "X1": 0.59079, "Y1": 0.2042, "X2": 0.64605, "Y2": 0.204, "X3": 0.64605, "Y3": 0.2188, "X4": 0.59079, "Y4": 0.2188, "page": 0, "Index": 22}, {"Word": "0.102", "Confidence": 0.997, "X1": 0.81316, "Y1": 0.2042, "X2": 0.86842, "Y2": 0.204, "X3": 0.86842, "Y3": 0.2188, "X4": 0.81316, "Y4": 0.2188, "page": 0, "Index": 23}, {"Word": "-59", "Confidence": 0.998, "X1": 0.05, "Y1": 0.2382, "X2": 0.08421, "Y2": 0.238, "X3": 0.08421, "Y3": 0.2538, "X4": 0.05, "Y4": 0.2538, "page": 0, "Index": 24}, {"Word": "0.084", "Confidence": 0.997, "X1": 0.58947, "Y1": 0.2342, "X2": 0.64342, "Y2": 0.234, "X3": 0.64474, "Y3": 0.2498, "X4": 0.59079, "Y4": 0.2508, "page": 0, "Index": 25}, {"Word": "0.098", "Confidence": 0.994, "X1": 0.81316, "Y1": 0.2352, "X2": 0.86711, "Y2": 0.235, "X3": 0.86711, "Y3": 0.2498, "X4": 0.81316, "Y4": 0.2488, "page": 0, "Index": 26}, {"Word": "-62", "Confidence": 0.998, "X1": 0.05132, "Y1": 0.2692, "X2": 0.08421, "Y2": 0.269, "X3": 0.08421, "Y3": 0.2858, "X4": 0.05132, "Y4": 0.2858, "page": 0, "Index": 27}, {"Word": "0.084", "Confidence": 0.997, "X1": 0.58947, "Y1": 0.2672, "X2": 0.64474, "Y2": 0.267, "X3": 0.64474, "Y3": 0.2818, "X4": 0.59079, "Y4": 0.2828, "page": 0, "Index": 28}, {"Word": "0.101", "Confidence": 0.991, "X1": 0.81316, "Y1": 0.2672, "X2": 0.86842, "Y2": 0.267, "X3": 0.86842, "Y3": 0.2818, "X4": 0.81316, "Y4": 0.2818, "page": 0, "Index": 29}, {"Word": "-65", "Confidence": 0.998, "X1": 0.05395, "Y1": 0.3012, "X2": 0.08289, "Y2": 0.301, "X3": 0.08421, "Y3": 0.3178, "X4": 0.05395, "Y4": 0.3188, "page": 0, "Index": 30}, {"Word": "0.085", "Confidence": 0.997, "X1": 0.59079, "Y1": 0.3002, "X2": 0.64474, "Y2": 0.3, "X3": 0.64474, "Y3": 0.3148, "X4": 0.59079, "Y4": 0.3148, "page": 0, "Index": 31}, {"Word": "0.103", "Confidence": 0.993, "X1": 0.81316, "Y1": 0.3002, "X2": 0.86974, "Y2": 0.3, "X3": 0.86974, "Y3": 0.3158, "X4": 0.81316, "Y4": 0.3148, "page": 0, "Index": 32}, {"Word": "0.082", "Confidence": 0.997, "X1": 0.58947, "Y1": 0.3322, "X2": 0.64605, "Y2": 0.332, "X3": 0.64605, "Y3": 0.3468, "X4": 0.58947, "Y4": 0.3478, "page": 0, "Index": 33}, {"Word": "0.096", "Confidence": 0.993, "X1": 0.81316, "Y1": 0.3322, "X2": 0.86842, "Y2": 0.332, "X3": 0.86842, "Y3": 0.3468, "X4": 0.81316, "Y4": 0.3458, "page": 0, "Index": 34}, {"Word": "-68", "Confidence": 0.998, "X1": 0.05132, "Y1": 0.3342, "X2": 0.08289, "Y2": 0.334, "X3": 0.08421, "Y3": 0.3498, "X4": 0.05132, "Y4": 0.3508, "page": 0, "Index": 35}, {"Word": "-71", "Confidence": 0.998, "X1": 0.05, "Y1": 0.3652, "X2": 0.08289, "Y2": 0.365, "X3": 0.08421, "Y3": 0.3828, "X4": 0.05, "Y4": 0.3838, "page": 0, "Index": 36}, {"Word": "0.078", "Confidence": 0.997, "X1": 0.59079, "Y1": 0.3642, "X2": 0.64605, "Y2": 0.364, "X3": 0.64605, "Y3": 0.3798, "X4": 0.59079, "Y4": 0.3798, "page": 0, "Index": 37}, {"Word": "0.091", "Confidence": 0.847, "X1": 0.81447, "Y1": 0.3652, "X2": 0.86842, "Y2": 0.365, "X3": 0.86842, "Y3": 0.3798, "X4": 0.81316, "Y4": 0.3788, "page": 0, "Index": 38}, {"Word": "-74", "Confidence": 0.995, "X1": 0.05, "Y1": 0.3972, "X2": 0.08158, "Y2": 0.397, "X3": 0.08158, "Y3": 0.4148, "X4": 0.05, "Y4": 0.4148, "page": 0, "Index": 39}, {"Word": "0.072", "Confidence": 0.997, "X1": 0.59079, "Y1": 0.3962, "X2": 0.64605, "Y2": 0.396, "X3": 0.64605, "Y3": 0.4118, "X4": 0.59079, "Y4": 0.4118, "page": 0, "Index": 40}, {"Word": "0.094", "Confidence": 0.997, "X1": 0.81316, "Y1": 0.3952, "X2": 0.86974, "Y2": 0.395, "X3": 0.86974, "Y3": 0.4108, "X4": 0.81316, "Y4": 0.4108, "page": 0, "Index": 41}, {"Word": "-77", "Confidence": 0.991, "X1": 0.05132, "Y1": 0.4292, "X2": 0.08421, "Y2": 0.429, "X3": 0.08421, "Y3": 0.4458, "X4": 0.05132, "Y4": 0.4458, "page": 0, "Index": 42}, {"Word": "0.073", "Confidence": 0.997, "X1": 0.59079, "Y1": 0.4282, "X2": 0.64605, "Y2": 0.428, "X3": 0.64474, "Y3": 0.4438, "X4": 0.59079, "Y4": 0.4428, "page": 0, "Index": 43}, {"Word": "0.093", "Confidence": 0.993, "X1": 0.81447, "Y1": 0.4272, "X2": 0.86974, "Y2": 0.427, "X3": 0.86974, "Y3": 0.4428, "X4": 0.81447, "Y4": 0.4438, "page": 0, "Index": 44}, {"Word": "-80", "Confidence": 0.991, "X1": 0.05132, "Y1": 0.4622, "X2": 0.08421, "Y2": 0.462, "X3": 0.08421, "Y3": 0.4768, "X4": 0.05132, "Y4": 0.4778, "page": 0, "Index": 45}, {"Word": "0.082", "Confidence": 0.994, "X1": 0.58947, "Y1": 0.4602, "X2": 0.64737, "Y2": 0.46, "X3": 0.64737, "Y3": 0.4748, "X4": 0.58947, "Y4": 0.4748, "page": 0, "Index": 46}, {"Word": "0.092", "Confidence": 0.993, "X1": 0.81447, "Y1": 0.4602, "X2": 0.86974, "Y2": 0.46, "X3": 0.86974, "Y3": 0.4758, "X4": 0.81447, "Y4": 0.4748, "page": 0, "Index": 47}, {"Word": "0.082", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.4922, "X2": 0.64605, "Y2": 0.492, "X3": 0.64605, "Y3": 0.5068, "X4": 0.59211, "Y4": 0.5058, "page": 0, "Index": 48}, {"Word": "0.094", "Confidence": 0.997, "X1": 0.81447, "Y1": 0.4912, "X2": 0.86974, "Y2": 0.491, "X3": 0.86974, "Y3": 0.5068, "X4": 0.81447, "Y4": 0.5068, "page": 0, "Index": 49}, {"Word": "-83", "Confidence": 0.998, "X1": 0.05526, "Y1": 0.4942, "X2": 0.08553, "Y2": 0.494, "X3": 0.08553, "Y3": 0.5088, "X4": 0.05526, "Y4": 0.5098, "page": 0, "Index": 50}, {"Word": "-86", "Confidence": 0.991, "X1": 0.05263, "Y1": 0.5262, "X2": 0.08553, "Y2": 0.526, "X3": 0.08553, "Y3": 0.5408, "X4": 0.05263, "Y4": 0.5418, "page": 0, "Index": 51}, {"Word": "0.079", "Confidence": 0.997, "X1": 0.59079, "Y1": 0.5242, "X2": 0.64737, "Y2": 0.524, "X3": 0.64737, "Y3": 0.5388, "X4": 0.59079, "Y4": 0.5388, "page": 0, "Index": 52}, {"Word": "0.092", "Confidence": 0.994, "X1": 0.81447, "Y1": 0.5232, "X2": 0.86974, "Y2": 0.523, "X3": 0.86974, "Y3": 0.5388, "X4": 0.81447, "Y4": 0.5388, "page": 0, "Index": 53}, {"Word": "-89", "Confidence": 0.993, "X1": 0.05263, "Y1": 0.5572, "X2": 0.08553, "Y2": 0.557, "X3": 0.08684, "Y3": 0.5718, "X4": 0.05263, "Y4": 0.5728, "page": 0, "Index": 54}, {"Word": "0.085", "Confidence": 0.994, "X1": 0.59079, "Y1": 0.5562, "X2": 0.64474, "Y2": 0.556, "X3": 0.64605, "Y3": 0.5718, "X4": 0.59079, "Y4": 0.5718, "page": 0, "Index": 55}, {"Word": "0.097", "Confidence": 0.996, "X1": 0.81447, "Y1": 0.5552, "X2": 0.87105, "Y2": 0.555, "X3": 0.87105, "Y3": 0.5708, "X4": 0.81447, "Y4": 0.5708, "page": 0, "Index": 56}, {"Word": "-92", "Confidence": 0.998, "X1": 0.05526, "Y1": 0.5892, "X2": 0.08553, "Y2": 0.589, "X3": 0.08553, "Y3": 0.6038, "X4": 0.05526, "Y4": 0.6038, "page": 0, "Index": 57}, {"Word": "0.083", "Confidence": 0.914, "X1": 0.59079, "Y1": 0.5862, "X2": 0.64737, "Y2": 0.586, "X3": 0.64737, "Y3": 0.6018, "X4": 0.59079, "Y4": 0.6018, "page": 0, "Index": 58}, {"Word": "0.096", "Confidence": 0.995, "X1": 0.81447, "Y1": 0.5872, "X2": 0.87105, "Y2": 0.587, "X3": 0.87105, "Y3": 0.6018, "X4": 0.81447, "Y4": 0.6018, "page": 0, "Index": 59}, {"Word": "-95", "Confidence": 0.998, "X1": 0.05395, "Y1": 0.6212, "X2": 0.08553, "Y2": 0.621, "X3": 0.08553, "Y3": 0.6358, "X4": 0.05395, "Y4": 0.6368, "page": 0, "Index": 60}, {"Word": "0.084", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.6192, "X2": 0.64605, "Y2": 0.619, "X3": 0.64605, "Y3": 0.6338, "X4": 0.59211, "Y4": 0.6338, "page": 0, "Index": 61}, {"Word": "0.097", "Confidence": 0.997, "X1": 0.81579, "Y1": 0.6192, "X2": 0.86974, "Y2": 0.619, "X3": 0.86974, "Y3": 0.6348, "X4": 0.81579, "Y4": 0.6348, "page": 0, "Index": 62}, {"Word": "0.085", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.6522, "X2": 0.64605, "Y2": 0.652, "X3": 0.64605, "Y3": 0.6668, "X4": 0.59211, "Y4": 0.6658, "page": 0, "Index": 63}, {"Word": "0.099", "Confidence": 0.997, "X1": 0.81579, "Y1": 0.6502, "X2": 0.87105, "Y2": 0.65, "X3": 0.87105, "Y3": 0.6658, "X4": 0.81579, "Y4": 0.6668, "page": 0, "Index": 64}, {"Word": "-98", "Confidence": 0.991, "X1": 0.05263, "Y1": 0.6532, "X2": 0.08421, "Y2": 0.653, "X3": 0.08553, "Y3": 0.6688, "X4": 0.05263, "Y4": 0.6698, "page": 0, "Index": 65}, {"Word": "0.054", "Confidence": 0.997, "X1": 0.81447, "Y1": 0.6822, "X2": 0.86974, "Y2": 0.682, "X3": 0.86974, "Y3": 0.6978, "X4": 0.81447, "Y4": 0.6978, "page": 0, "Index": 66}, {"Word": "CC-2-2", "Confidence": 0.997, "X1": 0.00921, "Y1": 0.6862, "X2": 0.075, "Y2": 0.686, "X3": 0.07368, "Y3": 0.7028, "X4": 0.00921, "Y4": 0.7018, "page": 0, "Index": 67}, {"Word": "0.047", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.6832, "X2": 0.64737, "Y2": 0.683, "X3": 0.64737, "Y3": 0.6988, "X4": 0.59211, "Y4": 0.6988, "page": 0, "Index": 68}, {"Word": "-11", "Confidence": 0.958, "X1": 0.05263, "Y1": 0.7172, "X2": 0.08421, "Y2": 0.717, "X3": 0.08421, "Y3": 0.7338, "X4": 0.05263, "Y4": 0.7348, "page": 0, "Index": 69}, {"Word": "0.066", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.7152, "X2": 0.64605, "Y2": 0.715, "X3": 0.64605, "Y3": 0.7298, "X4": 0.59211, "Y4": 0.7308, "page": 0, "Index": 70}, {"Word": "0.077", "Confidence": 0.997, "X1": 0.81447, "Y1": 0.7142, "X2": 0.86974, "Y2": 0.714, "X3": 0.86974, "Y3": 0.7298, "X4": 0.81447, "Y4": 0.7298, "page": 0, "Index": 71}, {"Word": "-14", "Confidence": 0.97, "X1": 0.05263, "Y1": 0.7492, "X2": 0.08289, "Y2": 0.749, "X3": 0.08421, "Y3": 0.7658, "X4": 0.05263, "Y4": 0.7668, "page": 0, "Index": 72}, {"Word": "0.068", "Confidence": 0.997, "X1": 0.59342, "Y1": 0.7462, "X2": 0.64737, "Y2": 0.746, "X3": 0.64737, "Y3": 0.7618, "X4": 0.59342, "Y4": 0.7628, "page": 0, "Index": 73}, {"Word": "0.075", "Confidence": 0.997, "X1": 0.81447, "Y1": 0.7462, "X2": 0.87105, "Y2": 0.746, "X3": 0.87105, "Y3": 0.7618, "X4": 0.81447, "Y4": 0.7618, "page": 0, "Index": 74}, {"Word": "-19", "Confidence": 0.992, "X1": 0.05263, "Y1": 0.7802, "X2": 0.08553, "Y2": 0.78, "X3": 0.08684, "Y3": 0.7968, "X4": 0.05263, "Y4": 0.7978, "page": 0, "Index": 75}, {"Word": "0.077", "Confidence": 0.997, "X1": 0.59342, "Y1": 0.7792, "X2": 0.64605, "Y2": 0.779, "X3": 0.64737, "Y3": 0.7938, "X4": 0.59342, "Y4": 0.7948, "page": 0, "Index": 76}, {"Word": "0.095", "Confidence": 0.993, "X1": 0.81579, "Y1": 0.7782, "X2": 0.86974, "Y2": 0.778, "X3": 0.86974, "Y3": 0.7938, "X4": 0.81579, "Y4": 0.7938, "page": 0, "Index": 77}, {"Word": "0.082", "Confidence": 0.993, "X1": 0.59211, "Y1": 0.8112, "X2": 0.64737, "Y2": 0.811, "X3": 0.64737, "Y3": 0.8268, "X4": 0.59211, "Y4": 0.8268, "page": 0, "Index": 78}, {"Word": "0.095", "Confidence": 0.997, "X1": 0.81447, "Y1": 0.8092, "X2": 0.86842, "Y2": 0.809, "X3": 0.86974, "Y3": 0.8258, "X4": 0.81579, "Y4": 0.8268, "page": 0, "Index": 79}, {"Word": "-24", "Confidence": 0.998, "X1": 0.05526, "Y1": 0.8102, "X2": 0.08684, "Y2": 0.81, "X3": 0.08684, "Y3": 0.8288, "X4": 0.05526, "Y4": 0.8288, "page": 0, "Index": 80}, {"Word": "0.082", "Confidence": 0.994, "X1": 0.59342, "Y1": 0.8432, "X2": 0.64737, "Y2": 0.843, "X3": 0.64737, "Y3": 0.8578, "X4": 0.59342, "Y4": 0.8588, "page": 0, "Index": 81}, {"Word": "-29", "Confidence": 0.994, "X1": 0.05526, "Y1": 0.8442, "X2": 0.08816, "Y2": 0.844, "X3": 0.08816, "Y3": 0.8608, "X4": 0.05526, "Y4": 0.8618, "page": 0, "Index": 82}, {"Word": "0.097", "Confidence": 0.993, "X1": 0.81579, "Y1": 0.8432, "X2": 0.87237, "Y2": 0.843, "X3": 0.87237, "Y3": 0.8588, "X4": 0.81579, "Y4": 0.8588, "page": 0, "Index": 83}, {"Word": "-34", "Confidence": 0.998, "X1": 0.05526, "Y1": 0.8752, "X2": 0.08684, "Y2": 0.875, "X3": 0.08684, "Y3": 0.8948, "X4": 0.05526, "Y4": 0.8948, "page": 0, "Index": 84}, {"Word": "0.081", "Confidence": 0.696, "X1": 0.59211, "Y1": 0.8752, "X2": 0.64474, "Y2": 0.875, "X3": 0.64342, "Y3": 0.8908, "X4": 0.59211, "Y4": 0.8898, "page": 0, "Index": 85}, {"Word": "0.097", "Confidence": 0.994, "X1": 0.81579, "Y1": 0.8752, "X2": 0.87237, "Y2": 0.875, "X3": 0.87237, "Y3": 0.8908, "X4": 0.81579, "Y4": 0.8908, "page": 0, "Index": 86}, {"Word": "50902", "Confidence": 0.994, "X1": 0.95132, "Y1": 0.8932, "X2": 0.95263, "Y2": 0.893, "X3": 0.93026, "Y3": 0.8928, "X4": 0.93026, "Y4": 0.8468, "page": 0, "Index": 87}, {"Word": "-39", "Confidence": 0.998, "X1": 0.05395, "Y1": 0.9082, "X2": 0.08553, "Y2": 0.908, "X3": 0.08684, "Y3": 0.9258, "X4": 0.05395, "Y4": 0.9268, "page": 0, "Index": 88}, {"Word": "0.077", "Confidence": 0.997, "X1": 0.59474, "Y1": 0.9082, "X2": 0.64868, "Y2": 0.908, "X3": 0.64737, "Y3": 0.9238, "X4": 0.59474, "Y4": 0.9228, "page": 0, "Index": 89}, {"Word": "0.093", "Confidence": 0.997, "X1": 0.81711, "Y1": 0.9072, "X2": 0.87237, "Y2": 0.907, "X3": 0.87237, "Y3": 0.9228, "X4": 0.81711, "Y4": 0.9228, "page": 0, "Index": 90}, {"Word": "6604", "Confidence": 0.98, "X1": 0.95263, "Y1": 0.9412, "X2": 0.95263, "Y2": 0.941, "X3": 0.93158, "Y3": 0.9418, "X4": 0.93026, "Y4": 0.9018, "page": 0, "Index": 91}, {"Word": "-44", "Confidence": 0.998, "X1": 0.05658, "Y1": 0.9392, "X2": 0.08553, "Y2": 0.939, "X3": 0.08816, "Y3": 0.9558, "X4": 0.05658, "Y4": 0.9578, "page": 0, "Index": 92}, {"Word": "0.082", "Confidence": 0.993, "X1": 0.59211, "Y1": 0.9392, "X2": 0.64868, "Y2": 0.939, "X3": 0.64868, "Y3": 0.9548, "X4": 0.59211, "Y4": 0.9558, "page": 0, "Index": 93}, {"Word": "0.100", "Confidence": 0.996, "X1": 0.81579, "Y1": 0.9392, "X2": 0.87237, "Y2": 0.939, "X3": 0.87237, "Y3": 0.9558, "X4": 0.81579, "Y4": 0.9548, "page": 0, "Index": 94}]}	"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"
ffmh0100	4	{"lines_data": [{"Word": "OVERREAD FACTOR", "Confidence": 0.994, "X1": 0.346, "Y1": 0.0642, "X2": 0.50983, "Y2": 0.064, "X3": 0.50983, "Y3": 0.0808, "X4": 0.346, "Y4": 0.0798, "page": 0}, {"Word": "OBS. O.R. VALUE", "Confidence": 0.98267, "X1": 0.34731, "Y1": 0.0892, "X2": 0.50852, "Y2": 0.089, "X3": 0.50852, "Y3": 0.1038, "X4": 0.34731, "Y4": 0.1028, "page": 0}, {"Word": "MEQ. ACIDS/ML", "Confidence": 0.993, "X1": 0.56488, "Y1": 0.0892, "X2": 0.70773, "Y2": 0.089, "X3": 0.70773, "Y3": 0.1048, "X4": 0.56488, "Y4": 0.1048, "page": 0}, {"Word": "MEQ. ACIDS & LACTONES", "Confidence": 0.99275, "X1": 0.75885, "Y1": 0.0912, "X2": 0.98689, "Y2": 0.091, "X3": 0.98558, "Y3": 0.1078, "X4": 0.75754, "Y4": 0.1058, "page": 0}, {"Word": "SAMPLE", "Confidence": 0.994, "X1": 0.05898, "Y1": 0.1032, "X2": 0.12713, "Y2": 0.103, "X3": 0.12713, "Y3": 0.1178, "X4": 0.05898, "Y4": 0.1188, "page": 0}, {"Word": "D.E.", "Confidence": 0.87, "X1": 0.23853, "Y1": 0.1032, "X2": 0.28309, "Y2": 0.103, "X3": 0.28178, "Y3": 0.1198, "X4": 0.23722, "Y4": 0.1188, "page": 0}, {"Word": "THEO. O.R. DEXTROSE", "Confidence": 0.95267, "X1": 0.32241, "Y1": 0.1042, "X2": 0.53211, "Y2": 0.104, "X3": 0.53211, "Y3": 0.1208, "X4": 0.32241, "Y4": 0.1188, "page": 0}, {"Word": "@ 30% SOLIDS", "Confidence": 0.996, "X1": 0.56881, "Y1": 0.1062, "X2": 0.69856, "Y2": 0.106, "X3": 0.69856, "Y3": 0.1208, "X4": 0.56881, "Y4": 0.1198, "page": 0}, {"Word": "PER ML @ 30% SOLIDS", "Confidence": 0.995, "X1": 0.76933, "Y1": 0.1082, "X2": 0.9751, "Y2": 0.108, "X3": 0.9751, "Y3": 0.1238, "X4": 0.76933, "Y4": 0.1218, "page": 0}, {"Word": "Batch 144, 33 hr", "Confidence": 0.9955, "X1": 0.00524, "Y1": 0.1362, "X2": 0.17824, "Y2": 0.136, "X3": 0.17693, "Y3": 0.1528, "X4": 0.00524, "Y4": 0.1518, "page": 0}, {"Word": "93.58", "Confidence": 0.994, "X1": 0.22674, "Y1": 0.1372, "X2": 0.28571, "Y2": 0.137, "X3": 0.28571, "Y3": 0.1508, "X4": 0.22674, "Y4": 0.1508, "page": 0}, {"Word": "1.07", "Confidence": 0.988, "X1": 0.40105, "Y1": 0.1372, "X2": 0.44299, "Y2": 0.137, "X3": 0.44168, "Y3": 0.1518, "X4": 0.40105, "Y4": 0.1518, "page": 0}, {"Word": ".022", "Confidence": 0.987, "X1": 0.61337, "Y1": 0.1382, "X2": 0.654, "Y2": 0.138, "X3": 0.65269, "Y3": 0.1528, "X4": 0.61337, "Y4": 0.1538, "page": 0}, {"Word": ".022", "Confidence": 0.981, "X1": 0.83748, "Y1": 0.1402, "X2": 0.87549, "Y2": 0.14, "X3": 0.87549, "Y3": 0.1538, "X4": 0.83748, "Y4": 0.1538, "page": 0}, {"Word": "Batch 144, 40 hr", "Confidence": 0.99325, "X1": 0.00786, "Y1": 0.1682, "X2": 0.17824, "Y2": 0.168, "X3": 0.17824, "Y3": 0.1848, "X4": 0.00786, "Y4": 0.1848, "page": 0}, {"Word": "95.31", "Confidence": 0.994, "X1": 0.22805, "Y1": 0.1692, "X2": 0.28047, "Y2": 0.169, "X3": 0.27916, "Y3": 0.1838, "X4": 0.22805, "Y4": 0.1838, "page": 0}, {"Word": "1.07", "Confidence": 0.988, "X1": 0.39843, "Y1": 0.1692, "X2": 0.44299, "Y2": 0.169, "X3": 0.44299, "Y3": 0.1848, "X4": 0.39843, "Y4": 0.1848, "page": 0}, {"Word": ".021", "Confidence": 0.958, "X1": 0.61337, "Y1": 0.1702, "X2": 0.65138, "Y2": 0.17, "X3": 0.65138, "Y3": 0.1848, "X4": 0.61337, "Y4": 0.1848, "page": 0}, {"Word": ".024", "Confidence": 0.991, "X1": 0.83748, "Y1": 0.1722, "X2": 0.8768, "Y2": 0.172, "X3": 0.87811, "Y3": 0.1868, "X4": 0.83748, "Y4": 0.1868, "page": 0}, {"Word": "Batch 144, Final", "Confidence": 0.98867, "X1": 0.00786, "Y1": 0.2002, "X2": 0.17431, "Y2": 0.2, "X3": 0.17431, "Y3": 0.2158, "X4": 0.00786, "Y4": 0.2168, "page": 0}, {"Word": "95.75", "Confidence": 0.998, "X1": 0.22674, "Y1": 0.2012, "X2": 0.28309, "Y2": 0.201, "X3": 0.28309, "Y3": 0.2158, "X4": 0.22805, "Y4": 0.2158, "page": 0}, {"Word": "1.05", "Confidence": 0.991, "X1": 0.39843, "Y1": 0.2002, "X2": 0.44299, "Y2": 0.2, "X3": 0.44299, "Y3": 0.2168, "X4": 0.39974, "Y4": 0.2168, "page": 0}, {"Word": ".022", "Confidence": 0.988, "X1": 0.61337, "Y1": 0.2032, "X2": 0.654, "Y2": 0.203, "X3": 0.65531, "Y3": 0.2178, "X4": 0.61337, "Y4": 0.2178, "page": 0}, {"Word": ".023", "Confidence": 0.988, "X1": 0.83748, "Y1": 0.2042, "X2": 0.87811, "Y2": 0.204, "X3": 0.8768, "Y3": 0.2178, "X4": 0.83748, "Y4": 0.2188, "page": 0}, {"Word": "Filtered", "Confidence": 0.994, "X1": 0.03145, "Y1": 0.2182, "X2": 0.11402, "Y2": 0.218, "X3": 0.11402, "Y3": 0.2308, "X4": 0.03145, "Y4": 0.2308, "page": 0}, {"Word": "Batch 145, After", "Confidence": 0.99567, "X1": 0.00786, "Y1": 0.2482, "X2": 0.17824, "Y2": 0.248, "X3": 0.17824, "Y3": 0.2648, "X4": 0.00786, "Y4": 0.2648, "page": 0}, {"Word": "17.75", "Confidence": 0.994, "X1": 0.23067, "Y1": 0.2502, "X2": 0.2844, "Y2": 0.25, "X3": 0.28309, "Y3": 0.2648, "X4": 0.22936, "Y4": 0.2638, "page": 0}, {"Word": ".014", "Confidence": 0.987, "X1": 0.61075, "Y1": 0.2502, "X2": 0.65531, "Y2": 0.25, "X3": 0.65531, "Y3": 0.2658, "X4": 0.61075, "Y4": 0.2668, "page": 0}, {"Word": ".014", "Confidence": 0.987, "X1": 0.83355, "Y1": 0.2522, "X2": 0.87811, "Y2": 0.252, "X3": 0.87811, "Y3": 0.2668, "X4": 0.83355, "Y4": 0.2678, "page": 0}, {"Word": "Liquifaction", "Confidence": 0.991, "X1": 0.02752, "Y1": 0.2652, "X2": 0.15727, "Y2": 0.265, "X3": 0.15727, "Y3": 0.2808, "X4": 0.02752, "Y4": 0.2808, "page": 0}, {"Word": "Batch 145, 8 hr", "Confidence": 0.996, "X1": 0.00655, "Y1": 0.2972, "X2": 0.16776, "Y2": 0.297, "X3": 0.16776, "Y3": 0.3128, "X4": 0.00655, "Y4": 0.3128, "page": 0}, {"Word": "82.83", "Confidence": 0.992, "X1": 0.22805, "Y1": 0.2982, "X2": 0.2844, "Y2": 0.298, "X3": 0.28309, "Y3": 0.3128, "X4": 0.22805, "Y4": 0.3128, "page": 0}, {"Word": "1.27", "Confidence": 0.979, "X1": 0.39974, "Y1": 0.2982, "X2": 0.44168, "Y2": 0.298, "X3": 0.44037, "Y3": 0.3148, "X4": 0.39843, "Y4": 0.3138, "page": 0}, {"Word": ".020", "Confidence": 0.987, "X1": 0.61075, "Y1": 0.2982, "X2": 0.65269, "Y2": 0.298, "X3": 0.65138, "Y3": 0.3148, "X4": 0.61075, "Y4": 0.3148, "page": 0}, {"Word": ".021", "Confidence": 0.805, "X1": 0.83486, "Y1": 0.3012, "X2": 0.8768, "Y2": 0.301, "X3": 0.8768, "Y3": 0.3158, "X4": 0.83486, "Y4": 0.3168, "page": 0}, {"Word": "Batch 145, 18 hr", "Confidence": 0.99325, "X1": 0.00524, "Y1": 0.3292, "X2": 0.17693, "Y2": 0.329, "X3": 0.17693, "Y3": 0.3458, "X4": 0.00524, "Y4": 0.3448, "page": 0}, {"Word": "90.37", "Confidence": 0.997, "X1": 0.22805, "Y1": 0.3312, "X2": 0.28178, "Y2": 0.331, "X3": 0.28047, "Y3": 0.3448, "X4": 0.22674, "Y4": 0.3438, "page": 0}, {"Word": "1.14", "Confidence": 0.987, "X1": 0.39974, "Y1": 0.3302, "X2": 0.44299, "Y2": 0.33, "X3": 0.44299, "Y3": 0.3478, "X4": 0.39843, "Y4": 0.3458, "page": 0}, {"Word": ".026", "Confidence": 0.986, "X1": 0.83486, "Y1": 0.3332, "X2": 0.8768, "Y2": 0.333, "X3": 0.87549, "Y3": 0.3478, "X4": 0.83355, "Y4": 0.3488, "page": 0}, {"Word": ".022", "Confidence": 0.988, "X1": 0.61075, "Y1": 0.3322, "X2": 0.654, "Y2": 0.332, "X3": 0.654, "Y3": 0.3488, "X4": 0.61075, "Y4": 0.3478, "page": 0}, {"Word": "88.06", "Confidence": 0.846, "X1": 0.22805, "Y1": 0.3632, "X2": 0.28309, "Y2": 0.363, "X3": 0.28309, "Y3": 0.3778, "X4": 0.22674, "Y4": 0.3768, "page": 0}, {"Word": "Batch 145, 24 hr", "Confidence": 0.99225, "X1": 0.00393, "Y1": 0.3612, "X2": 0.17693, "Y2": 0.361, "X3": 0.17693, "Y3": 0.3788, "X4": 0.00393, "Y4": 0.3788, "page": 0}, {"Word": "1.09", "Confidence": 0.993, "X1": 0.39843, "Y1": 0.3622, "X2": 0.44299, "Y2": 0.362, "X3": 0.44299, "Y3": 0.3788, "X4": 0.39712, "Y4": 0.3778, "page": 0}, {"Word": ".020", "Confidence": 0.987, "X1": 0.61075, "Y1": 0.3632, "X2": 0.654, "Y2": 0.363, "X3": 0.65269, "Y3": 0.3788, "X4": 0.60944, "Y4": 0.3798, "page": 0}, {"Word": ".021", "Confidence": 0.983, "X1": 0.83617, "Y1": 0.3652, "X2": 0.87549, "Y2": 0.365, "X3": 0.87418, "Y3": 0.3798, "X4": 0.83486, "Y4": 0.3798, "page": 0}, {"Word": "Batch 145, 40 hr", "Confidence": 0.99625, "X1": 0.00393, "Y1": 0.3942, "X2": 0.17693, "Y2": 0.394, "X3": 0.17693, "Y3": 0.4098, "X4": 0.00393, "Y4": 0.4098, "page": 0}, {"Word": "93.23", "Confidence": 0.997, "X1": 0.22674, "Y1": 0.3952, "X2": 0.28309, "Y2": 0.395, "X3": 0.28178, "Y3": 0.4088, "X4": 0.22674, "Y4": 0.4088, "page": 0}, {"Word": "1.06", "Confidence": 0.985, "X1": 0.39974, "Y1": 0.3942, "X2": 0.44168, "Y2": 0.394, "X3": 0.44168, "Y3": 0.4088, "X4": 0.39843, "Y4": 0.4098, "page": 0}, {"Word": ".020", "Confidence": 0.988, "X1": 0.61075, "Y1": 0.3952, "X2": 0.654, "Y2": 0.395, "X3": 0.654, "Y3": 0.4118, "X4": 0.60944, "Y4": 0.4118, "page": 0}, {"Word": ".021", "Confidence": 0.983, "X1": 0.83486, "Y1": 0.3972, "X2": 0.87549, "Y2": 0.397, "X3": 0.87549, "Y3": 0.4118, "X4": 0.83486, "Y4": 0.4128, "page": 0}, {"Word": "Batch 145, 48 hr", "Confidence": 0.995, "X1": 0.00393, "Y1": 0.4252, "X2": 0.17824, "Y2": 0.425, "X3": 0.17824, "Y3": 0.4418, "X4": 0.00393, "Y4": 0.4418, "page": 0}, {"Word": "95.97", "Confidence": 0.997, "X1": 0.22674, "Y1": 0.4272, "X2": 0.2844, "Y2": 0.427, "X3": 0.28309, "Y3": 0.4418, "X4": 0.22543, "Y4": 0.4408, "page": 0}, {"Word": "1.07", "Confidence": 0.991, "X1": 0.39712, "Y1": 0.4272, "X2": 0.44037, "Y2": 0.427, "X3": 0.44037, "Y3": 0.4428, "X4": 0.39712, "Y4": 0.4428, "page": 0}, {"Word": ".019", "Confidence": 0.987, "X1": 0.60944, "Y1": 0.4272, "X2": 0.654, "Y2": 0.427, "X3": 0.654, "Y3": 0.4448, "X4": 0.60944, "Y4": 0.4448, "page": 0}, {"Word": ".019", "Confidence": 0.987, "X1": 0.83355, "Y1": 0.4292, "X2": 0.87811, "Y2": 0.429, "X3": 0.87811, "Y3": 0.4448, "X4": 0.83355, "Y4": 0.4458, "page": 0}, {"Word": "Batch 145, 56 hr", "Confidence": 0.994, "X1": 0.00393, "Y1": 0.4582, "X2": 0.17693, "Y2": 0.458, "X3": 0.17693, "Y3": 0.4738, "X4": 0.00393, "Y4": 0.4738, "page": 0}, {"Word": "96.5", "Confidence": 0.979, "X1": 0.22674, "Y1": 0.4592, "X2": 0.27261, "Y2": 0.459, "X3": 0.27261, "Y3": 0.4728, "X4": 0.22674, "Y4": 0.4728, "page": 0}, {"Word": "1.06", "Confidence": 0.985, "X1": 0.39843, "Y1": 0.4582, "X2": 0.44168, "Y2": 0.458, "X3": 0.44168, "Y3": 0.4738, "X4": 0.39712, "Y4": 0.4748, "page": 0}, {"Word": ".018", "Confidence": 0.987, "X1": 0.60944, "Y1": 0.4592, "X2": 0.654, "Y2": 0.459, "X3": 0.654, "Y3": 0.4758, "X4": 0.60944, "Y4": 0.4768, "page": 0}, {"Word": ".019", "Confidence": 0.962, "X1": 0.83355, "Y1": 0.4602, "X2": 0.87811, "Y2": 0.46, "X3": 0.8768, "Y3": 0.4758, "X4": 0.83355, "Y4": 0.4768, "page": 0}, {"Word": "Batch 145, 65 hr", "Confidence": 0.99475, "X1": 0.00393, "Y1": 0.4892, "X2": 0.17693, "Y2": 0.489, "X3": 0.17693, "Y3": 0.5068, "X4": 0.00393, "Y4": 0.5058, "page": 0}, {"Word": "96.42", "Confidence": 0.995, "X1": 0.22805, "Y1": 0.4912, "X2": 0.28309, "Y2": 0.491, "X3": 0.28309, "Y3": 0.5058, "X4": 0.22805, "Y4": 0.5048, "page": 0}, {"Word": "1.05", "Confidence": 0.986, "X1": 0.39712, "Y1": 0.4902, "X2": 0.44037, "Y2": 0.49, "X3": 0.44037, "Y3": 0.5068, "X4": 0.39712, "Y4": 0.5068, "page": 0}, {"Word": ".020", "Confidence": 0.988, "X1": 0.61075, "Y1": 0.4912, "X2": 0.65138, "Y2": 0.491, "X3": 0.65138, "Y3": 0.5068, "X4": 0.61075, "Y4": 0.5088, "page": 0}, {"Word": ".021", "Confidence": 0.941, "X1": 0.83355, "Y1": 0.4932, "X2": 0.87418, "Y2": 0.493, "X3": 0.87418, "Y3": 0.5078, "X4": 0.83224, "Y4": 0.5088, "page": 0}, {"Word": "95.3", "Confidence": 0.993, "X1": 0.22805, "Y1": 0.5232, "X2": 0.2713, "Y2": 0.523, "X3": 0.26999, "Y3": 0.5378, "X4": 0.22805, "Y4": 0.5378, "page": 0}, {"Word": "Batch 145, Final", "Confidence": 0.99033, "X1": 0.00131, "Y1": 0.5222, "X2": 0.17169, "Y2": 0.522, "X3": 0.17169, "Y3": 0.5388, "X4": 0.0, "Y4": 0.5378, "page": 0}, {"Word": "1.05", "Confidence": 0.988, "X1": 0.39974, "Y1": 0.5232, "X2": 0.44168, "Y2": 0.523, "X3": 0.44168, "Y3": 0.5388, "X4": 0.39974, "Y4": 0.5398, "page": 0}, {"Word": ".020", "Confidence": 0.988, "X1": 0.61075, "Y1": 0.5232, "X2": 0.65138, "Y2": 0.523, "X3": 0.65138, "Y3": 0.5398, "X4": 0.61075, "Y4": 0.5398, "page": 0}, {"Word": ".022", "Confidence": 0.981, "X1": 0.83486, "Y1": 0.5242, "X2": 0.87549, "Y2": 0.524, "X3": 0.87549, "Y3": 0.5388, "X4": 0.83486, "Y4": 0.5398, "page": 0}, {"Word": "Filtered", "Confidence": 0.995, "X1": 0.02359, "Y1": 0.5392, "X2": 0.11533, "Y2": 0.539, "X3": 0.11533, "Y3": 0.5538, "X4": 0.02359, "Y4": 0.5528, "page": 0}, {"Word": "Batch 146, Line", "Confidence": 0.98933, "X1": 0.00131, "Y1": 0.5702, "X2": 0.16645, "Y2": 0.57, "X3": 0.16645, "Y3": 0.5858, "X4": 0.00131, "Y4": 0.5848, "page": 0}, {"Word": ".017", "Confidence": 0.991, "X1": 0.60813, "Y1": 0.5702, "X2": 0.66186, "Y2": 0.57, "X3": 0.66186, "Y3": 0.5868, "X4": 0.60682, "Y4": 0.5888, "page": 0}, {"Word": ".020", "Confidence": 0.991, "X1": 0.83355, "Y1": 0.5732, "X2": 0.88467, "Y2": 0.573, "X3": 0.88467, "Y3": 0.5888, "X4": 0.83355, "Y4": 0.5898, "page": 0}, {"Word": "Starch", "Confidence": 0.997, "X1": 0.02621, "Y1": 0.5882, "X2": 0.09174, "Y2": 0.588, "X3": 0.09043, "Y3": 0.6018, "X4": 0.02621, "Y4": 0.5998, "page": 0}, {"Word": "Batch 146, After", "Confidence": 0.99333, "X1": 0.00393, "Y1": 0.6192, "X2": 0.17693, "Y2": 0.619, "X3": 0.17693, "Y3": 0.6348, "X4": 0.00393, "Y4": 0.6348, "page": 0}, {"Word": "13.90", "Confidence": 0.991, "X1": 0.22674, "Y1": 0.6202, "X2": 0.28178, "Y2": 0.62, "X3": 0.28178, "Y3": 0.6348, "X4": 0.22674, "Y4": 0.6338, "page": 0}, {"Word": "3.06", "Confidence": 0.987, "X1": 0.39712, "Y1": 0.6202, "X2": 0.44037, "Y2": 0.62, "X3": 0.43906, "Y3": 0.6358, "X4": 0.39581, "Y4": 0.6348, "page": 0}, {"Word": ".012", "Confidence": 0.982, "X1": 0.60813, "Y1": 0.6202, "X2": 0.65269, "Y2": 0.62, "X3": 0.65138, "Y3": 0.6378, "X4": 0.60682, "Y4": 0.6368, "page": 0}, {"Word": ".017", "Confidence": 0.985, "X1": 0.83355, "Y1": 0.6212, "X2": 0.87549, "Y2": 0.621, "X3": 0.87418, "Y3": 0.6368, "X4": 0.83355, "Y4": 0.6358, "page": 0}, {"Word": "Liquifaction", "Confidence": 0.993, "X1": 0.02621, "Y1": 0.6362, "X2": 0.15465, "Y2": 0.636, "X3": 0.15465, "Y3": 0.6508, "X4": 0.02621, "Y4": 0.6498, "page": 0}, {"Word": "Batch 146, 8 hr", "Confidence": 0.9955, "X1": 0.00524, "Y1": 0.6672, "X2": 0.16514, "Y2": 0.667, "X3": 0.16514, "Y3": 0.6828, "X4": 0.00524, "Y4": 0.6818, "page": 0}, {"Word": "86.40", "Confidence": 0.997, "X1": 0.22543, "Y1": 0.6682, "X2": 0.28178, "Y2": 0.668, "X3": 0.28047, "Y3": 0.6828, "X4": 0.22543, "Y4": 0.6818, "page": 0}, {"Word": "1.27", "Confidence": 0.994, "X1": 0.39712, "Y1": 0.6672, "X2": 0.44037, "Y2": 0.667, "X3": 0.44037, "Y3": 0.6848, "X4": 0.39712, "Y4": 0.6838, "page": 0}, {"Word": ".019", "Confidence": 0.986, "X1": 0.60813, "Y1": 0.6682, "X2": 0.65138, "Y2": 0.668, "X3": 0.65138, "Y3": 0.6848, "X4": 0.60813, "Y4": 0.6848, "page": 0}, {"Word": ".021", "Confidence": 0.982, "X1": 0.83355, "Y1": 0.6692, "X2": 0.87287, "Y2": 0.669, "X3": 0.87287, "Y3": 0.6848, "X4": 0.83355, "Y4": 0.6848, "page": 0}, {"Word": "Batch 146, 18 hr", "Confidence": 0.99525, "X1": 0.00262, "Y1": 0.6982, "X2": 0.17693, "Y2": 0.698, "X3": 0.17693, "Y3": 0.7158, "X4": 0.00262, "Y4": 0.7158, "page": 0}, {"Word": "91.92", "Confidence": 0.993, "X1": 0.22543, "Y1": 0.7012, "X2": 0.28178, "Y2": 0.701, "X3": 0.28047, "Y3": 0.7158, "X4": 0.22412, "Y4": 0.7148, "page": 0}, {"Word": "1.13", "Confidence": 0.987, "X1": 0.3945, "Y1": 0.7002, "X2": 0.44168, "Y2": 0.7, "X3": 0.44037, "Y3": 0.7158, "X4": 0.3945, "Y4": 0.7158, "page": 0}, {"Word": ".019", "Confidence": 0.987, "X1": 0.60813, "Y1": 0.7012, "X2": 0.65269, "Y2": 0.701, "X3": 0.65269, "Y3": 0.7168, "X4": 0.60813, "Y4": 0.7168, "page": 0}, {"Word": ".019", "Confidence": 0.985, "X1": 0.83355, "Y1": 0.7032, "X2": 0.87418, "Y2": 0.703, "X3": 0.87418, "Y3": 0.7178, "X4": 0.83224, "Y4": 0.7188, "page": 0}, {"Word": "93.51", "Confidence": 0.992, "X1": 0.22674, "Y1": 0.7332, "X2": 0.27916, "Y2": 0.733, "X3": 0.27916, "Y3": 0.7478, "X4": 0.22543, "Y4": 0.7468, "page": 0}, {"Word": "Batch 146, 24 hr", "Confidence": 0.99475, "X1": 0.00262, "Y1": 0.7312, "X2": 0.17693, "Y2": 0.731, "X3": 0.17693, "Y3": 0.7488, "X4": 0.00262, "Y4": 0.7478, "page": 0}, {"Word": "1.10", "Confidence": 0.983, "X1": 0.39581, "Y1": 0.7332, "X2": 0.44168, "Y2": 0.733, "X3": 0.44168, "Y3": 0.7488, "X4": 0.39581, "Y4": 0.7488, "page": 0}, {"Word": ".019", "Confidence": 0.979, "X1": 0.60813, "Y1": 0.7332, "X2": 0.65138, "Y2": 0.733, "X3": 0.65269, "Y3": 0.7498, "X4": 0.60682, "Y4": 0.7508, "page": 0}, {"Word": ".019", "Confidence": 0.987, "X1": 0.82962, "Y1": 0.7352, "X2": 0.87549, "Y2": 0.735, "X3": 0.87549, "Y3": 0.7498, "X4": 0.82962, "Y4": 0.7508, "page": 0}, {"Word": "Batch 146, 32 hr", "Confidence": 0.995, "X1": 0.00393, "Y1": 0.7642, "X2": 0.17562, "Y2": 0.764, "X3": 0.17562, "Y3": 0.7818, "X4": 0.00262, "Y4": 0.7808, "page": 0}, {"Word": "93.65", "Confidence": 0.995, "X1": 0.22543, "Y1": 0.7652, "X2": 0.28309, "Y2": 0.765, "X3": 0.28178, "Y3": 0.7798, "X4": 0.22543, "Y4": 0.7798, "page": 0}, {"Word": "Batch 146, 40 hr", "Confidence": 0.99475, "X1": 0.00524, "Y1": 0.7962, "X2": 0.17693, "Y2": 0.796, "X3": 0.17693, "Y3": 0.8118, "X4": 0.00524, "Y4": 0.8118, "page": 0}, {"Word": "93.72", "Confidence": 0.994, "X1": 0.22543, "Y1": 0.7972, "X2": 0.28047, "Y2": 0.797, "X3": 0.28047, "Y3": 0.8118, "X4": 0.22543, "Y4": 0.8108, "page": 0}, {"Word": "1.09", "Confidence": 0.988, "X1": 0.39712, "Y1": 0.7972, "X2": 0.44037, "Y2": 0.797, "X3": 0.44037, "Y3": 0.8128, "X4": 0.39581, "Y4": 0.8118, "page": 0}, {"Word": ".019", "Confidence": 0.983, "X1": 0.60813, "Y1": 0.7972, "X2": 0.65138, "Y2": 0.797, "X3": 0.65007, "Y3": 0.8138, "X4": 0.60813, "Y4": 0.8148, "page": 0}, {"Word": ".020", "Confidence": 0.988, "X1": 0.83093, "Y1": 0.7992, "X2": 0.87549, "Y2": 0.799, "X3": 0.87549, "Y3": 0.8148, "X4": 0.82962, "Y4": 0.8158, "page": 0}, {"Word": "Batch 146, 48 hr", "Confidence": 0.99425, "X1": 0.00393, "Y1": 0.8282, "X2": 0.17431, "Y2": 0.828, "X3": 0.17431, "Y3": 0.8448, "X4": 0.00393, "Y4": 0.8448, "page": 0}, {"Word": "94.22", "Confidence": 0.991, "X1": 0.22543, "Y1": 0.8292, "X2": 0.28178, "Y2": 0.829, "X3": 0.28178, "Y3": 0.8438, "X4": 0.22543, "Y4": 0.8438, "page": 0}, {"Word": "1.09", "Confidence": 0.987, "X1": 0.3945, "Y1": 0.8292, "X2": 0.44037, "Y2": 0.829, "X3": 0.43906, "Y3": 0.8448, "X4": 0.3945, "Y4": 0.8438, "page": 0}, {"Word": ".019", "Confidence": 0.987, "X1": 0.60944, "Y1": 0.8292, "X2": 0.65138, "Y2": 0.829, "X3": 0.65138, "Y3": 0.8458, "X4": 0.60682, "Y4": 0.8458, "page": 0}, {"Word": ".021", "Confidence": 0.984, "X1": 0.83355, "Y1": 0.8322, "X2": 0.87287, "Y2": 0.832, "X3": 0.87156, "Y3": 0.8478, "X4": 0.83224, "Y4": 0.8468, "page": 0}, {"Word": "Batch 146, 57-1/2 hr 96.04", "Confidence": 0.9958, "X1": 0.00524, "Y1": 0.8602, "X2": 0.28047, "Y2": 0.86, "X3": 0.28047, "Y3": 0.8768, "X4": 0.00524, "Y4": 0.8768, "page": 0}, {"Word": "1.09", "Confidence": 0.991, "X1": 0.39581, "Y1": 0.8612, "X2": 0.43775, "Y2": 0.861, "X3": 0.43775, "Y3": 0.8778, "X4": 0.39581, "Y4": 0.8768, "page": 0}, {"Word": ".020", "Confidence": 0.988, "X1": 0.83486, "Y1": 0.8632, "X2": 0.87549, "Y2": 0.863, "X3": 0.87418, "Y3": 0.8778, "X4": 0.83355, "Y4": 0.8788, "page": 0}, {"Word": ".017", "Confidence": 0.988, "X1": 0.60944, "Y1": 0.8622, "X2": 0.65138, "Y2": 0.862, "X3": 0.65007, "Y3": 0.8788, "X4": 0.60682, "Y4": 0.8778, "page": 0}, {"Word": "Batch 146, 65 hr", "Confidence": 0.99425, "X1": 0.00393, "Y1": 0.8922, "X2": 0.17693, "Y2": 0.892, "X3": 0.17693, "Y3": 0.9088, "X4": 0.00262, "Y4": 0.9088, "page": 0}, {"Word": "95.09", "Confidence": 0.994, "X1": 0.22543, "Y1": 0.8942, "X2": 0.28178, "Y2": 0.894, "X3": 0.28178, "Y3": 0.9098, "X4": 0.22412, "Y4": 0.9088, "page": 0}, {"Word": "1.08", "Confidence": 0.987, "X1": 0.3945, "Y1": 0.8932, "X2": 0.43906, "Y2": 0.893, "X3": 0.43906, "Y3": 0.9088, "X4": 0.3945, "Y4": 0.9088, "page": 0}, {"Word": ".020", "Confidence": 0.988, "X1": 0.60944, "Y1": 0.8942, "X2": 0.65138, "Y2": 0.894, "X3": 0.65138, "Y3": 0.9098, "X4": 0.60944, "Y4": 0.9098, "page": 0}, {"Word": ".012", "Confidence": 0.983, "X1": 0.83355, "Y1": 0.8952, "X2": 0.87549, "Y2": 0.895, "X3": 0.87418, "Y3": 0.9108, "X4": 0.83224, "Y4": 0.9128, "page": 0}, {"Word": "Batch 146, Final", "Confidence": 0.992, "X1": 0.00262, "Y1": 0.9252, "X2": 0.173, "Y2": 0.925, "X3": 0.173, "Y3": 0.9408, "X4": 0.00262, "Y4": 0.9408, "page": 0}, {"Word": "95.82", "Confidence": 0.994, "X1": 0.2228, "Y1": 0.9262, "X2": 0.28309, "Y2": 0.926, "X3": 0.28178, "Y3": 0.9418, "X4": 0.2228, "Y4": 0.9418, "page": 0}, {"Word": "1.07", "Confidence": 0.989, "X1": 0.3945, "Y1": 0.9262, "X2": 0.43775, "Y2": 0.926, "X3": 0.43775, "Y3": 0.9408, "X4": 0.3945, "Y4": 0.9408, "page": 0}, {"Word": ".020", "Confidence": 0.988, "X1": 0.60944, "Y1": 0.9272, "X2": 0.65007, "Y2": 0.927, "X3": 0.64875, "Y3": 0.9418, "X4": 0.60944, "Y4": 0.9418, "page": 0}, {"Word": ".022", "Confidence": 0.991, "X1": 0.82438, "Y1": 0.9282, "X2": 0.87549, "Y2": 0.928, "X3": 0.87418, "Y3": 0.9438, "X4": 0.82438, "Y4": 0.9478, "page": 0}, {"Word": "Filtered", "Confidence": 0.991, "X1": 0.02359, "Y1": 0.9422, "X2": 0.11271, "Y2": 0.942, "X3": 0.1114, "Y3": 0.9558, "X4": 0.02359, "Y4": 0.9548, "page": 0}, {"Word": "50902 6596", "Confidence": 0.991, "X1": 0.96986, "Y1": 0.9652, "X2": 0.96592, "Y2": 0.965, "X3": 0.94626, "Y3": 0.9648, "X4": 0.9502, "Y4": 0.8668, "page": 0}, {"Word": "Uncorrected for Solids Content", "Confidence": 0.996, "X1": 0.31979, "Y1": 0.9682, "X2": 0.654, "Y2": 0.968, "X3": 0.65269, "Y3": 0.9858, "X4": 0.31979, "Y4": 0.9838, "page": 0}], "words_data": [{"Word": "OVERREAD", "Confidence": 0.991, "X1": 0.34731, "Y1": 0.0642, "X2": 0.4325, "Y2": 0.064, "X3": 0.4325, "Y3": 0.0798, "X4": 0.346, "Y4": 0.0808, "page": 0, "Index": 0}, {"Word": "FACTOR", "Confidence": 0.997, "X1": 0.44037, "Y1": 0.0652, "X2": 0.50721, "Y2": 0.065, "X3": 0.50721, "Y3": 0.0818, "X4": 0.43906, "Y4": 0.0808, "page": 0, "Index": 1}, {"Word": "OBS.", "Confidence": 0.991, "X1": 0.34862, "Y1": 0.0892, "X2": 0.39056, "Y2": 0.089, "X3": 0.38925, "Y3": 0.1038, "X4": 0.34731, "Y4": 0.1028, "page": 0, "Index": 2}, {"Word": "O.R.", "Confidence": 0.959, "X1": 0.39712, "Y1": 0.0892, "X2": 0.4443, "Y2": 0.089, "X3": 0.44299, "Y3": 0.1038, "X4": 0.39581, "Y4": 0.1038, "page": 0, "Index": 3}, {"Word": "VALUE", "Confidence": 0.998, "X1": 0.45085, "Y1": 0.0892, "X2": 0.5059, "Y2": 0.089, "X3": 0.50459, "Y3": 0.1038, "X4": 0.45085, "Y4": 0.1038, "page": 0, "Index": 4}, {"Word": "MEQ.", "Confidence": 0.991, "X1": 0.5675, "Y1": 0.0902, "X2": 0.61337, "Y2": 0.09, "X3": 0.61337, "Y3": 0.1058, "X4": 0.5675, "Y4": 0.1048, "page": 0, "Index": 5}, {"Word": "ACIDS/ML", "Confidence": 0.995, "X1": 0.61861, "Y1": 0.0892, "X2": 0.70642, "Y2": 0.089, "X3": 0.70773, "Y3": 0.1058, "X4": 0.61861, "Y4": 0.1058, "page": 0, "Index": 6}, {"Word": "MEQ.", "Confidence": 0.988, "X1": 0.75885, "Y1": 0.0902, "X2": 0.80472, "Y2": 0.09, "X3": 0.80472, "Y3": 0.1068, "X4": 0.75885, "Y4": 0.1058, "page": 0, "Index": 7}, {"Word": "ACIDS", "Confidence": 0.997, "X1": 0.81127, "Y1": 0.0912, "X2": 0.86763, "Y2": 0.091, "X3": 0.86763, "Y3": 0.1068, "X4": 0.80996, "Y4": 0.1068, "page": 0, "Index": 8}, {"Word": "&", "Confidence": 0.991, "X1": 0.87549, "Y1": 0.0912, "X2": 0.8886, "Y2": 0.091, "X3": 0.8886, "Y3": 0.1078, "X4": 0.87549, "Y4": 0.1078, "page": 0, "Index": 9}, {"Word": "LACTONES", "Confidence": 0.995, "X1": 0.89646, "Y1": 0.0922, "X2": 0.98427, "Y2": 0.092, "X3": 0.98427, "Y3": 0.1078, "X4": 0.89646, "Y4": 0.1078, "page": 0, "Index": 10}, {"Word": "SAMPLE", "Confidence": 0.994, "X1": 0.06029, "Y1": 0.1032, "X2": 0.12451, "Y2": 0.103, "X3": 0.12189, "Y3": 0.1188, "X4": 0.06029, "Y4": 0.1188, "page": 0, "Index": 11}, {"Word": "D.E.", "Confidence": 0.87, "X1": 0.23722, "Y1": 0.1032, "X2": 0.28178, "Y2": 0.103, "X3": 0.28178, "Y3": 0.1198, "X4": 0.23722, "Y4": 0.1188, "page": 0, "Index": 12}, {"Word": "THEO.", "Confidence": 0.942, "X1": 0.32503, "Y1": 0.1052, "X2": 0.38008, "Y2": 0.105, "X3": 0.38008, "Y3": 0.1198, "X4": 0.32503, "Y4": 0.1198, "page": 0, "Index": 13}, {"Word": "O.R.", "Confidence": 0.921, "X1": 0.38663, "Y1": 0.1062, "X2": 0.4325, "Y2": 0.106, "X3": 0.43119, "Y3": 0.1198, "X4": 0.38663, "Y4": 0.1198, "page": 0, "Index": 14}, {"Word": "DEXTROSE", "Confidence": 0.995, "X1": 0.44037, "Y1": 0.1062, "X2": 0.52556, "Y2": 0.106, "X3": 0.52556, "Y3": 0.1208, "X4": 0.44037, "Y4": 0.1198, "page": 0, "Index": 15}, {"Word": "@", "Confidence": 0.993, "X1": 0.57012, "Y1": 0.1062, "X2": 0.58191, "Y2": 0.106, "X3": 0.5806, "Y3": 0.1208, "X4": 0.56881, "Y4": 0.1198, "page": 0, "Index": 16}, {"Word": "30%", "Confidence": 0.998, "X1": 0.58978, "Y1": 0.1062, "X2": 0.62254, "Y2": 0.106, "X3": 0.62123, "Y3": 0.1208, "X4": 0.58847, "Y4": 0.1208, "page": 0, "Index": 17}, {"Word": "SOLIDS", "Confidence": 0.997, "X1": 0.63041, "Y1": 0.1062, "X2": 0.69594, "Y2": 0.106, "X3": 0.69725, "Y3": 0.1218, "X4": 0.63041, "Y4": 0.1208, "page": 0, "Index": 18}, {"Word": "PER", "Confidence": 0.991, "X1": 0.77064, "Y1": 0.1072, "X2": 0.8021, "Y2": 0.107, "X3": 0.8021, "Y3": 0.1228, "X4": 0.77064, "Y4": 0.1218, "page": 0, "Index": 19}, {"Word": "ML", "Confidence": 0.998, "X1": 0.80996, "Y1": 0.1072, "X2": 0.83486, "Y2": 0.107, "X3": 0.83486, "Y3": 0.1228, "X4": 0.80996, "Y4": 0.1228, "page": 0, "Index": 20}, {"Word": "@", "Confidence": 0.998, "X1": 0.84404, "Y1": 0.1082, "X2": 0.85583, "Y2": 0.108, "X3": 0.85452, "Y3": 0.1228, "X4": 0.84273, "Y4": 0.1228, "page": 0, "Index": 21}, {"Word": "30%", "Confidence": 0.991, "X1": 0.86501, "Y1": 0.1082, "X2": 0.89908, "Y2": 0.108, "X3": 0.89908, "Y3": 0.1238, "X4": 0.86501, "Y4": 0.1228, "page": 0, "Index": 22}, {"Word": "SOLIDS", "Confidence": 0.997, "X1": 0.90695, "Y1": 0.1082, "X2": 0.97379, "Y2": 0.108, "X3": 0.97248, "Y3": 0.1238, "X4": 0.90564, "Y4": 0.1238, "page": 0, "Index": 23}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00655, "Y1": 0.1362, "X2": 0.0616, "Y2": 0.136, "X3": 0.06029, "Y3": 0.1528, "X4": 0.00524, "Y4": 0.1518, "page": 0, "Index": 24}, {"Word": "144,", "Confidence": 0.988, "X1": 0.07077, "Y1": 0.1372, "X2": 0.11664, "Y2": 0.137, "X3": 0.11664, "Y3": 0.1528, "X4": 0.06946, "Y4": 0.1528, "page": 0, "Index": 25}, {"Word": "33", "Confidence": 0.998, "X1": 0.1232, "Y1": 0.1372, "X2": 0.14679, "Y2": 0.137, "X3": 0.14679, "Y3": 0.1538, "X4": 0.12189, "Y4": 0.1528, "page": 0, "Index": 26}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15334, "Y1": 0.1362, "X2": 0.17824, "Y2": 0.136, "X3": 0.17693, "Y3": 0.1538, "X4": 0.15334, "Y4": 0.1538, "page": 0, "Index": 27}, {"Word": "93.58", "Confidence": 0.994, "X1": 0.22805, "Y1": 0.1372, "X2": 0.28309, "Y2": 0.137, "X3": 0.28178, "Y3": 0.1518, "X4": 0.22936, "Y4": 0.1518, "page": 0, "Index": 28}, {"Word": "1.07", "Confidence": 0.988, "X1": 0.40105, "Y1": 0.1372, "X2": 0.44299, "Y2": 0.137, "X3": 0.44299, "Y3": 0.1518, "X4": 0.40105, "Y4": 0.1518, "page": 0, "Index": 29}, {"Word": ".022", "Confidence": 0.987, "X1": 0.61337, "Y1": 0.1382, "X2": 0.654, "Y2": 0.138, "X3": 0.654, "Y3": 0.1528, "X4": 0.61337, "Y4": 0.1538, "page": 0, "Index": 30}, {"Word": ".022", "Confidence": 0.981, "X1": 0.83748, "Y1": 0.1392, "X2": 0.87549, "Y2": 0.139, "X3": 0.87549, "Y3": 0.1538, "X4": 0.83748, "Y4": 0.1528, "page": 0, "Index": 31}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00917, "Y1": 0.1692, "X2": 0.0616, "Y2": 0.169, "X3": 0.06029, "Y3": 0.1848, "X4": 0.00786, "Y4": 0.1838, "page": 0, "Index": 32}, {"Word": "144,", "Confidence": 0.989, "X1": 0.07077, "Y1": 0.1692, "X2": 0.11533, "Y2": 0.169, "X3": 0.11533, "Y3": 0.1858, "X4": 0.06946, "Y4": 0.1848, "page": 0, "Index": 33}, {"Word": "40", "Confidence": 0.991, "X1": 0.12189, "Y1": 0.1682, "X2": 0.14679, "Y2": 0.168, "X3": 0.14548, "Y3": 0.1858, "X4": 0.12189, "Y4": 0.1858, "page": 0, "Index": 34}, {"Word": "hr", "Confidence": 0.995, "X1": 0.15203, "Y1": 0.1682, "X2": 0.17824, "Y2": 0.168, "X3": 0.17693, "Y3": 0.1858, "X4": 0.15203, "Y4": 0.1858, "page": 0, "Index": 35}, {"Word": "95.31", "Confidence": 0.994, "X1": 0.22805, "Y1": 0.1682, "X2": 0.27916, "Y2": 0.168, "X3": 0.27916, "Y3": 0.1838, "X4": 0.22805, "Y4": 0.1828, "page": 0, "Index": 36}, {"Word": "1.07", "Confidence": 0.988, "X1": 0.39974, "Y1": 0.1682, "X2": 0.44299, "Y2": 0.168, "X3": 0.44299, "Y3": 0.1848, "X4": 0.39974, "Y4": 0.1838, "page": 0, "Index": 37}, {"Word": ".021", "Confidence": 0.958, "X1": 0.61337, "Y1": 0.1702, "X2": 0.65138, "Y2": 0.17, "X3": 0.65138, "Y3": 0.1848, "X4": 0.61337, "Y4": 0.1848, "page": 0, "Index": 38}, {"Word": ".024", "Confidence": 0.991, "X1": 0.83748, "Y1": 0.1722, "X2": 0.8768, "Y2": 0.172, "X3": 0.8768, "Y3": 0.1858, "X4": 0.83748, "Y4": 0.1868, "page": 0, "Index": 39}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00917, "Y1": 0.2002, "X2": 0.06291, "Y2": 0.2, "X3": 0.0616, "Y3": 0.2168, "X4": 0.00786, "Y4": 0.2168, "page": 0, "Index": 40}, {"Word": "144,", "Confidence": 0.979, "X1": 0.06946, "Y1": 0.2002, "X2": 0.11533, "Y2": 0.2, "X3": 0.11533, "Y3": 0.2168, "X4": 0.06946, "Y4": 0.2168, "page": 0, "Index": 41}, {"Word": "Final", "Confidence": 0.993, "X1": 0.12058, "Y1": 0.2002, "X2": 0.17562, "Y2": 0.2, "X3": 0.17562, "Y3": 0.2158, "X4": 0.12058, "Y4": 0.2168, "page": 0, "Index": 42}, {"Word": "95.75", "Confidence": 0.998, "X1": 0.22805, "Y1": 0.2012, "X2": 0.28309, "Y2": 0.201, "X3": 0.28309, "Y3": 0.2158, "X4": 0.22805, "Y4": 0.2158, "page": 0, "Index": 43}, {"Word": "1.05", "Confidence": 0.991, "X1": 0.39843, "Y1": 0.2002, "X2": 0.44168, "Y2": 0.2, "X3": 0.44168, "Y3": 0.2168, "X4": 0.39843, "Y4": 0.2168, "page": 0, "Index": 44}, {"Word": ".022", "Confidence": 0.988, "X1": 0.61337, "Y1": 0.2032, "X2": 0.65269, "Y2": 0.203, "X3": 0.65269, "Y3": 0.2178, "X4": 0.61337, "Y4": 0.2178, "page": 0, "Index": 45}, {"Word": ".023", "Confidence": 0.988, "X1": 0.83748, "Y1": 0.2042, "X2": 0.8768, "Y2": 0.204, "X3": 0.8768, "Y3": 0.2178, "X4": 0.83748, "Y4": 0.2188, "page": 0, "Index": 46}, {"Word": "Filtered", "Confidence": 0.994, "X1": 0.03145, "Y1": 0.2182, "X2": 0.1114, "Y2": 0.218, "X3": 0.1114, "Y3": 0.2318, "X4": 0.03145, "Y4": 0.2318, "page": 0, "Index": 47}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00917, "Y1": 0.2492, "X2": 0.06029, "Y2": 0.249, "X3": 0.05898, "Y3": 0.2648, "X4": 0.00786, "Y4": 0.2638, "page": 0, "Index": 48}, {"Word": "145,", "Confidence": 0.991, "X1": 0.07077, "Y1": 0.2492, "X2": 0.11533, "Y2": 0.249, "X3": 0.11402, "Y3": 0.2658, "X4": 0.06946, "Y4": 0.2658, "page": 0, "Index": 49}, {"Word": "After", "Confidence": 0.998, "X1": 0.12058, "Y1": 0.2492, "X2": 0.17693, "Y2": 0.249, "X3": 0.17562, "Y3": 0.2648, "X4": 0.11927, "Y4": 0.2658, "page": 0, "Index": 50}, {"Word": "17.75", "Confidence": 0.994, "X1": 0.22936, "Y1": 0.2502, "X2": 0.28178, "Y2": 0.25, "X3": 0.28178, "Y3": 0.2648, "X4": 0.22936, "Y4": 0.2638, "page": 0, "Index": 51}, {"Word": ".014", "Confidence": 0.987, "X1": 0.61075, "Y1": 0.2502, "X2": 0.65269, "Y2": 0.25, "X3": 0.65269, "Y3": 0.2658, "X4": 0.61075, "Y4": 0.2668, "page": 0, "Index": 52}, {"Word": ".014", "Confidence": 0.987, "X1": 0.83355, "Y1": 0.2522, "X2": 0.8768, "Y2": 0.252, "X3": 0.8768, "Y3": 0.2668, "X4": 0.83486, "Y4": 0.2678, "page": 0, "Index": 53}, {"Word": "Liquifaction", "Confidence": 0.991, "X1": 0.02752, "Y1": 0.2652, "X2": 0.15334, "Y2": 0.265, "X3": 0.15334, "Y3": 0.2808, "X4": 0.02752, "Y4": 0.2808, "page": 0, "Index": 54}, {"Word": "Batch", "Confidence": 0.997, "X1": 0.00786, "Y1": 0.2982, "X2": 0.05898, "Y2": 0.298, "X3": 0.05898, "Y3": 0.3138, "X4": 0.00655, "Y4": 0.3128, "page": 0, "Index": 55}, {"Word": "145,", "Confidence": 0.991, "X1": 0.06946, "Y1": 0.2982, "X2": 0.11402, "Y2": 0.298, "X3": 0.11402, "Y3": 0.3138, "X4": 0.06946, "Y4": 0.3138, "page": 0, "Index": 56}, {"Word": "8", "Confidence": 0.998, "X1": 0.12058, "Y1": 0.2982, "X2": 0.13237, "Y2": 0.298, "X3": 0.13237, "Y3": 0.3138, "X4": 0.11927, "Y4": 0.3138, "page": 0, "Index": 57}, {"Word": "hr", "Confidence": 0.998, "X1": 0.14024, "Y1": 0.2982, "X2": 0.16514, "Y2": 0.298, "X3": 0.16514, "Y3": 0.3138, "X4": 0.14024, "Y4": 0.3138, "page": 0, "Index": 58}, {"Word": "82.83", "Confidence": 0.992, "X1": 0.22805, "Y1": 0.2982, "X2": 0.28309, "Y2": 0.298, "X3": 0.28309, "Y3": 0.3128, "X4": 0.22805, "Y4": 0.3128, "page": 0, "Index": 59}, {"Word": "1.27", "Confidence": 0.979, "X1": 0.39843, "Y1": 0.2982, "X2": 0.44168, "Y2": 0.298, "X3": 0.44168, "Y3": 0.3148, "X4": 0.39843, "Y4": 0.3138, "page": 0, "Index": 60}, {"Word": ".020", "Confidence": 0.987, "X1": 0.61075, "Y1": 0.2982, "X2": 0.65138, "Y2": 0.298, "X3": 0.65269, "Y3": 0.3138, "X4": 0.61075, "Y4": 0.3148, "page": 0, "Index": 61}, {"Word": ".021", "Confidence": 0.805, "X1": 0.83486, "Y1": 0.3012, "X2": 0.87549, "Y2": 0.301, "X3": 0.8768, "Y3": 0.3158, "X4": 0.83486, "Y4": 0.3168, "page": 0, "Index": 62}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00786, "Y1": 0.3302, "X2": 0.06029, "Y2": 0.33, "X3": 0.05898, "Y3": 0.3458, "X4": 0.00655, "Y4": 0.3458, "page": 0, "Index": 63}, {"Word": "145,", "Confidence": 0.979, "X1": 0.06815, "Y1": 0.3302, "X2": 0.11402, "Y2": 0.33, "X3": 0.11402, "Y3": 0.3458, "X4": 0.06815, "Y4": 0.3458, "page": 0, "Index": 64}, {"Word": "18", "Confidence": 0.998, "X1": 0.12058, "Y1": 0.3302, "X2": 0.14286, "Y2": 0.33, "X3": 0.14286, "Y3": 0.3458, "X4": 0.12058, "Y4": 0.3458, "page": 0, "Index": 65}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15072, "Y1": 0.3302, "X2": 0.17562, "Y2": 0.33, "X3": 0.17562, "Y3": 0.3458, "X4": 0.15072, "Y4": 0.3458, "page": 0, "Index": 66}, {"Word": "90.37", "Confidence": 0.997, "X1": 0.22805, "Y1": 0.3302, "X2": 0.28178, "Y2": 0.33, "X3": 0.28047, "Y3": 0.3448, "X4": 0.22674, "Y4": 0.3428, "page": 0, "Index": 67}, {"Word": "1.14", "Confidence": 0.987, "X1": 0.39843, "Y1": 0.3302, "X2": 0.44299, "Y2": 0.33, "X3": 0.44168, "Y3": 0.3478, "X4": 0.39843, "Y4": 0.3458, "page": 0, "Index": 68}, {"Word": ".026", "Confidence": 0.986, "X1": 0.83355, "Y1": 0.3332, "X2": 0.87549, "Y2": 0.333, "X3": 0.87549, "Y3": 0.3478, "X4": 0.83486, "Y4": 0.3488, "page": 0, "Index": 69}, {"Word": ".022", "Confidence": 0.988, "X1": 0.61075, "Y1": 0.3322, "X2": 0.654, "Y2": 0.332, "X3": 0.65269, "Y3": 0.3488, "X4": 0.61075, "Y4": 0.3478, "page": 0, "Index": 70}, {"Word": "88.06", "Confidence": 0.846, "X1": 0.22805, "Y1": 0.3632, "X2": 0.28178, "Y2": 0.363, "X3": 0.28178, "Y3": 0.3778, "X4": 0.22674, "Y4": 0.3768, "page": 0, "Index": 71}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00655, "Y1": 0.3622, "X2": 0.06029, "Y2": 0.362, "X3": 0.05898, "Y3": 0.3788, "X4": 0.00524, "Y4": 0.3778, "page": 0, "Index": 72}, {"Word": "145,", "Confidence": 0.979, "X1": 0.06946, "Y1": 0.3622, "X2": 0.11533, "Y2": 0.362, "X3": 0.11402, "Y3": 0.3798, "X4": 0.06815, "Y4": 0.3788, "page": 0, "Index": 73}, {"Word": "24", "Confidence": 0.998, "X1": 0.12058, "Y1": 0.3622, "X2": 0.14417, "Y2": 0.362, "X3": 0.14417, "Y3": 0.3798, "X4": 0.12058, "Y4": 0.3798, "page": 0, "Index": 74}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15072, "Y1": 0.3612, "X2": 0.17693, "Y2": 0.361, "X3": 0.17693, "Y3": 0.3798, "X4": 0.15072, "Y4": 0.3798, "page": 0, "Index": 75}, {"Word": "1.09", "Confidence": 0.993, "X1": 0.39712, "Y1": 0.3622, "X2": 0.44168, "Y2": 0.362, "X3": 0.44168, "Y3": 0.3788, "X4": 0.39712, "Y4": 0.3778, "page": 0, "Index": 76}, {"Word": ".020", "Confidence": 0.987, "X1": 0.60944, "Y1": 0.3632, "X2": 0.65138, "Y2": 0.363, "X3": 0.65138, "Y3": 0.3788, "X4": 0.60944, "Y4": 0.3798, "page": 0, "Index": 77}, {"Word": ".021", "Confidence": 0.983, "X1": 0.83486, "Y1": 0.3642, "X2": 0.87549, "Y2": 0.364, "X3": 0.87549, "Y3": 0.3798, "X4": 0.83486, "Y4": 0.3788, "page": 0, "Index": 78}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00524, "Y1": 0.3942, "X2": 0.06029, "Y2": 0.394, "X3": 0.05898, "Y3": 0.4098, "X4": 0.00393, "Y4": 0.4088, "page": 0, "Index": 79}, {"Word": "145,", "Confidence": 0.991, "X1": 0.06815, "Y1": 0.3942, "X2": 0.11402, "Y2": 0.394, "X3": 0.11271, "Y3": 0.4108, "X4": 0.06815, "Y4": 0.4098, "page": 0, "Index": 80}, {"Word": "40", "Confidence": 0.998, "X1": 0.12058, "Y1": 0.3942, "X2": 0.14417, "Y2": 0.394, "X3": 0.14417, "Y3": 0.4108, "X4": 0.12058, "Y4": 0.4108, "page": 0, "Index": 81}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15203, "Y1": 0.3942, "X2": 0.17562, "Y2": 0.394, "X3": 0.17562, "Y3": 0.4108, "X4": 0.15072, "Y4": 0.4108, "page": 0, "Index": 82}, {"Word": "93.23", "Confidence": 0.997, "X1": 0.22805, "Y1": 0.3952, "X2": 0.28178, "Y2": 0.395, "X3": 0.28178, "Y3": 0.4088, "X4": 0.22805, "Y4": 0.4088, "page": 0, "Index": 83}, {"Word": "1.06", "Confidence": 0.985, "X1": 0.39843, "Y1": 0.3942, "X2": 0.44037, "Y2": 0.394, "X3": 0.44037, "Y3": 0.4088, "X4": 0.39843, "Y4": 0.4098, "page": 0, "Index": 84}, {"Word": ".020", "Confidence": 0.988, "X1": 0.60944, "Y1": 0.3952, "X2": 0.65269, "Y2": 0.395, "X3": 0.65269, "Y3": 0.4118, "X4": 0.60944, "Y4": 0.4118, "page": 0, "Index": 85}, {"Word": ".021", "Confidence": 0.983, "X1": 0.83486, "Y1": 0.3972, "X2": 0.87549, "Y2": 0.397, "X3": 0.87549, "Y3": 0.4118, "X4": 0.83486, "Y4": 0.4128, "page": 0, "Index": 86}, {"Word": "Batch", "Confidence": 0.995, "X1": 0.00524, "Y1": 0.4262, "X2": 0.05898, "Y2": 0.426, "X3": 0.05898, "Y3": 0.4418, "X4": 0.00393, "Y4": 0.4418, "page": 0, "Index": 87}, {"Word": "145,", "Confidence": 0.989, "X1": 0.06946, "Y1": 0.4262, "X2": 0.11402, "Y2": 0.426, "X3": 0.11271, "Y3": 0.4428, "X4": 0.06815, "Y4": 0.4428, "page": 0, "Index": 88}, {"Word": "48", "Confidence": 0.998, "X1": 0.12058, "Y1": 0.4262, "X2": 0.14417, "Y2": 0.426, "X3": 0.14286, "Y3": 0.4428, "X4": 0.11927, "Y4": 0.4428, "page": 0, "Index": 89}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15072, "Y1": 0.4262, "X2": 0.17693, "Y2": 0.426, "X3": 0.17562, "Y3": 0.4428, "X4": 0.15072, "Y4": 0.4428, "page": 0, "Index": 90}, {"Word": "95.97", "Confidence": 0.997, "X1": 0.22674, "Y1": 0.4272, "X2": 0.28178, "Y2": 0.427, "X3": 0.28178, "Y3": 0.4418, "X4": 0.22543, "Y4": 0.4408, "page": 0, "Index": 91}, {"Word": "1.07", "Confidence": 0.991, "X1": 0.39712, "Y1": 0.4272, "X2": 0.43906, "Y2": 0.427, "X3": 0.43906, "Y3": 0.4428, "X4": 0.39712, "Y4": 0.4428, "page": 0, "Index": 92}, {"Word": ".019", "Confidence": 0.987, "X1": 0.60944, "Y1": 0.4272, "X2": 0.65269, "Y2": 0.427, "X3": 0.65269, "Y3": 0.4448, "X4": 0.60944, "Y4": 0.4448, "page": 0, "Index": 93}, {"Word": ".019", "Confidence": 0.987, "X1": 0.83355, "Y1": 0.4292, "X2": 0.87418, "Y2": 0.429, "X3": 0.87418, "Y3": 0.4448, "X4": 0.83355, "Y4": 0.4458, "page": 0, "Index": 94}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00524, "Y1": 0.4582, "X2": 0.05898, "Y2": 0.458, "X3": 0.05767, "Y3": 0.4738, "X4": 0.00524, "Y4": 0.4738, "page": 0, "Index": 95}, {"Word": "145,", "Confidence": 0.986, "X1": 0.06946, "Y1": 0.4582, "X2": 0.11402, "Y2": 0.458, "X3": 0.11271, "Y3": 0.4748, "X4": 0.06815, "Y4": 0.4738, "page": 0, "Index": 96}, {"Word": "56", "Confidence": 0.998, "X1": 0.11927, "Y1": 0.4582, "X2": 0.14286, "Y2": 0.458, "X3": 0.14286, "Y3": 0.4748, "X4": 0.11927, "Y4": 0.4748, "page": 0, "Index": 97}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15072, "Y1": 0.4582, "X2": 0.17562, "Y2": 0.458, "X3": 0.17431, "Y3": 0.4748, "X4": 0.14941, "Y4": 0.4748, "page": 0, "Index": 98}, {"Word": "96.5", "Confidence": 0.979, "X1": 0.22674, "Y1": 0.4582, "X2": 0.26999, "Y2": 0.458, "X3": 0.26999, "Y3": 0.4728, "X4": 0.22674, "Y4": 0.4718, "page": 0, "Index": 99}, {"Word": "1.06", "Confidence": 0.985, "X1": 0.39712, "Y1": 0.4582, "X2": 0.43906, "Y2": 0.458, "X3": 0.43906, "Y3": 0.4738, "X4": 0.39712, "Y4": 0.4748, "page": 0, "Index": 100}, {"Word": ".018", "Confidence": 0.987, "X1": 0.60944, "Y1": 0.4592, "X2": 0.65007, "Y2": 0.459, "X3": 0.65138, "Y3": 0.4748, "X4": 0.60944, "Y4": 0.4768, "page": 0, "Index": 101}, {"Word": ".019", "Confidence": 0.962, "X1": 0.83355, "Y1": 0.4602, "X2": 0.87418, "Y2": 0.46, "X3": 0.87418, "Y3": 0.4758, "X4": 0.83355, "Y4": 0.4768, "page": 0, "Index": 102}, {"Word": "Batch", "Confidence": 0.995, "X1": 0.00524, "Y1": 0.4902, "X2": 0.05898, "Y2": 0.49, "X3": 0.05767, "Y3": 0.5068, "X4": 0.00393, "Y4": 0.5058, "page": 0, "Index": 103}, {"Word": "145,", "Confidence": 0.988, "X1": 0.06815, "Y1": 0.4902, "X2": 0.11402, "Y2": 0.49, "X3": 0.11271, "Y3": 0.5068, "X4": 0.06684, "Y4": 0.5068, "page": 0, "Index": 104}, {"Word": "65", "Confidence": 0.998, "X1": 0.11796, "Y1": 0.4902, "X2": 0.14286, "Y2": 0.49, "X3": 0.14286, "Y3": 0.5078, "X4": 0.11796, "Y4": 0.5068, "page": 0, "Index": 105}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15072, "Y1": 0.4902, "X2": 0.17562, "Y2": 0.49, "X3": 0.17431, "Y3": 0.5078, "X4": 0.15072, "Y4": 0.5078, "page": 0, "Index": 106}, {"Word": "96.42", "Confidence": 0.995, "X1": 0.22805, "Y1": 0.4912, "X2": 0.28178, "Y2": 0.491, "X3": 0.28178, "Y3": 0.5058, "X4": 0.22805, "Y4": 0.5048, "page": 0, "Index": 107}, {"Word": "1.05", "Confidence": 0.986, "X1": 0.39712, "Y1": 0.4902, "X2": 0.44037, "Y2": 0.49, "X3": 0.44037, "Y3": 0.5058, "X4": 0.39712, "Y4": 0.5068, "page": 0, "Index": 108}, {"Word": ".020", "Confidence": 0.988, "X1": 0.61075, "Y1": 0.4912, "X2": 0.65007, "Y2": 0.491, "X3": 0.65269, "Y3": 0.5058, "X4": 0.61075, "Y4": 0.5088, "page": 0, "Index": 109}, {"Word": ".021", "Confidence": 0.941, "X1": 0.83224, "Y1": 0.4932, "X2": 0.87287, "Y2": 0.493, "X3": 0.87418, "Y3": 0.5078, "X4": 0.83355, "Y4": 0.5088, "page": 0, "Index": 110}, {"Word": "Final", "Confidence": 0.987, "X1": 0.11927, "Y1": 0.5232, "X2": 0.17169, "Y2": 0.523, "X3": 0.17169, "Y3": 0.5378, "X4": 0.11796, "Y4": 0.5388, "page": 0, "Index": 111}, {"Word": "95.3", "Confidence": 0.993, "X1": 0.22805, "Y1": 0.5232, "X2": 0.26999, "Y2": 0.523, "X3": 0.26999, "Y3": 0.5378, "X4": 0.22805, "Y4": 0.5378, "page": 0, "Index": 112}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00393, "Y1": 0.5222, "X2": 0.05767, "Y2": 0.522, "X3": 0.05767, "Y3": 0.5388, "X4": 0.00262, "Y4": 0.5378, "page": 0, "Index": 113}, {"Word": "145,", "Confidence": 0.986, "X1": 0.06815, "Y1": 0.5232, "X2": 0.11271, "Y2": 0.523, "X3": 0.11271, "Y3": 0.5388, "X4": 0.06815, "Y4": 0.5388, "page": 0, "Index": 114}, {"Word": "1.05", "Confidence": 0.988, "X1": 0.39974, "Y1": 0.5232, "X2": 0.44037, "Y2": 0.523, "X3": 0.44037, "Y3": 0.5398, "X4": 0.39974, "Y4": 0.5398, "page": 0, "Index": 115}, {"Word": ".020", "Confidence": 0.988, "X1": 0.61075, "Y1": 0.5232, "X2": 0.65007, "Y2": 0.523, "X3": 0.65138, "Y3": 0.5398, "X4": 0.61075, "Y4": 0.5398, "page": 0, "Index": 116}, {"Word": ".022", "Confidence": 0.981, "X1": 0.83486, "Y1": 0.5242, "X2": 0.87418, "Y2": 0.524, "X3": 0.87549, "Y3": 0.5388, "X4": 0.83486, "Y4": 0.5398, "page": 0, "Index": 117}, {"Word": "Filtered", "Confidence": 0.995, "X1": 0.0249, "Y1": 0.5392, "X2": 0.11009, "Y2": 0.539, "X3": 0.11009, "Y3": 0.5538, "X4": 0.0249, "Y4": 0.5528, "page": 0, "Index": 118}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00393, "Y1": 0.5702, "X2": 0.05898, "Y2": 0.57, "X3": 0.05767, "Y3": 0.5858, "X4": 0.00262, "Y4": 0.5848, "page": 0, "Index": 119}, {"Word": "146,", "Confidence": 0.979, "X1": 0.06815, "Y1": 0.5712, "X2": 0.11271, "Y2": 0.571, "X3": 0.11271, "Y3": 0.5868, "X4": 0.06684, "Y4": 0.5858, "page": 0, "Index": 120}, {"Word": "Line", "Confidence": 0.991, "X1": 0.11927, "Y1": 0.5722, "X2": 0.16514, "Y2": 0.572, "X3": 0.16514, "Y3": 0.5868, "X4": 0.11796, "Y4": 0.5868, "page": 0, "Index": 121}, {"Word": ".017", "Confidence": 0.991, "X1": 0.60682, "Y1": 0.5702, "X2": 0.66055, "Y2": 0.57, "X3": 0.66186, "Y3": 0.5868, "X4": 0.60813, "Y4": 0.5888, "page": 0, "Index": 122}, {"Word": ".020", "Confidence": 0.991, "X1": 0.83355, "Y1": 0.5732, "X2": 0.88336, "Y2": 0.573, "X3": 0.88336, "Y3": 0.5888, "X4": 0.83355, "Y4": 0.5898, "page": 0, "Index": 123}, {"Word": "Starch", "Confidence": 0.997, "X1": 0.02752, "Y1": 0.5882, "X2": 0.08912, "Y2": 0.588, "X3": 0.08781, "Y3": 0.6018, "X4": 0.02621, "Y4": 0.6008, "page": 0, "Index": 124}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00524, "Y1": 0.6192, "X2": 0.05767, "Y2": 0.619, "X3": 0.05767, "Y3": 0.6348, "X4": 0.00524, "Y4": 0.6348, "page": 0, "Index": 125}, {"Word": "146,", "Confidence": 0.988, "X1": 0.06815, "Y1": 0.6192, "X2": 0.1114, "Y2": 0.619, "X3": 0.1114, "Y3": 0.6348, "X4": 0.06684, "Y4": 0.6348, "page": 0, "Index": 126}, {"Word": "After", "Confidence": 0.998, "X1": 0.11796, "Y1": 0.6192, "X2": 0.173, "Y2": 0.619, "X3": 0.173, "Y3": 0.6358, "X4": 0.11796, "Y4": 0.6348, "page": 0, "Index": 127}, {"Word": "13.90", "Confidence": 0.991, "X1": 0.22674, "Y1": 0.6202, "X2": 0.28047, "Y2": 0.62, "X3": 0.28047, "Y3": 0.6348, "X4": 0.22674, "Y4": 0.6338, "page": 0, "Index": 128}, {"Word": "3.06", "Confidence": 0.987, "X1": 0.39712, "Y1": 0.6202, "X2": 0.43906, "Y2": 0.62, "X3": 0.43775, "Y3": 0.6358, "X4": 0.39712, "Y4": 0.6348, "page": 0, "Index": 129}, {"Word": ".012", "Confidence": 0.982, "X1": 0.60813, "Y1": 0.6202, "X2": 0.65269, "Y2": 0.62, "X3": 0.65269, "Y3": 0.6378, "X4": 0.60813, "Y4": 0.6368, "page": 0, "Index": 130}, {"Word": ".017", "Confidence": 0.985, "X1": 0.83355, "Y1": 0.6212, "X2": 0.87549, "Y2": 0.621, "X3": 0.87549, "Y3": 0.6368, "X4": 0.83355, "Y4": 0.6358, "page": 0, "Index": 131}, {"Word": "Liquifaction", "Confidence": 0.993, "X1": 0.02752, "Y1": 0.6362, "X2": 0.15203, "Y2": 0.636, "X3": 0.15334, "Y3": 0.6518, "X4": 0.02621, "Y4": 0.6508, "page": 0, "Index": 132}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00524, "Y1": 0.6682, "X2": 0.05636, "Y2": 0.668, "X3": 0.05636, "Y3": 0.6828, "X4": 0.00655, "Y4": 0.6828, "page": 0, "Index": 133}, {"Word": "146,", "Confidence": 0.991, "X1": 0.06684, "Y1": 0.6682, "X2": 0.11271, "Y2": 0.668, "X3": 0.11271, "Y3": 0.6838, "X4": 0.06684, "Y4": 0.6828, "page": 0, "Index": 134}, {"Word": "8", "Confidence": 0.995, "X1": 0.11796, "Y1": 0.6672, "X2": 0.13106, "Y2": 0.667, "X3": 0.12975, "Y3": 0.6838, "X4": 0.11796, "Y4": 0.6838, "page": 0, "Index": 135}, {"Word": "hr", "Confidence": 0.998, "X1": 0.13893, "Y1": 0.6672, "X2": 0.16252, "Y2": 0.667, "X3": 0.16252, "Y3": 0.6828, "X4": 0.13893, "Y4": 0.6838, "page": 0, "Index": 136}, {"Word": "86.40", "Confidence": 0.997, "X1": 0.22674, "Y1": 0.6682, "X2": 0.27916, "Y2": 0.668, "X3": 0.27916, "Y3": 0.6828, "X4": 0.22543, "Y4": 0.6818, "page": 0, "Index": 137}, {"Word": "1.27", "Confidence": 0.994, "X1": 0.39712, "Y1": 0.6672, "X2": 0.43906, "Y2": 0.667, "X3": 0.43906, "Y3": 0.6848, "X4": 0.39712, "Y4": 0.6838, "page": 0, "Index": 138}, {"Word": ".019", "Confidence": 0.986, "X1": 0.60813, "Y1": 0.6682, "X2": 0.65007, "Y2": 0.668, "X3": 0.65007, "Y3": 0.6848, "X4": 0.60813, "Y4": 0.6848, "page": 0, "Index": 139}, {"Word": ".021", "Confidence": 0.982, "X1": 0.83355, "Y1": 0.6692, "X2": 0.87287, "Y2": 0.669, "X3": 0.87287, "Y3": 0.6838, "X4": 0.83355, "Y4": 0.6848, "page": 0, "Index": 140}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00524, "Y1": 0.6992, "X2": 0.05898, "Y2": 0.699, "X3": 0.05767, "Y3": 0.7158, "X4": 0.00393, "Y4": 0.7148, "page": 0, "Index": 141}, {"Word": "146,", "Confidence": 0.991, "X1": 0.06684, "Y1": 0.6992, "X2": 0.11402, "Y2": 0.699, "X3": 0.11271, "Y3": 0.7168, "X4": 0.06553, "Y4": 0.7158, "page": 0, "Index": 142}, {"Word": "18", "Confidence": 0.998, "X1": 0.11927, "Y1": 0.6992, "X2": 0.14286, "Y2": 0.699, "X3": 0.14286, "Y3": 0.7168, "X4": 0.11927, "Y4": 0.7168, "page": 0, "Index": 143}, {"Word": "hr", "Confidence": 0.998, "X1": 0.14941, "Y1": 0.6992, "X2": 0.17562, "Y2": 0.699, "X3": 0.17562, "Y3": 0.7158, "X4": 0.14941, "Y4": 0.7168, "page": 0, "Index": 144}, {"Word": "91.92", "Confidence": 0.993, "X1": 0.22543, "Y1": 0.7012, "X2": 0.27916, "Y2": 0.701, "X3": 0.27916, "Y3": 0.7158, "X4": 0.22543, "Y4": 0.7148, "page": 0, "Index": 145}, {"Word": "1.13", "Confidence": 0.987, "X1": 0.39581, "Y1": 0.7002, "X2": 0.43906, "Y2": 0.7, "X3": 0.43906, "Y3": 0.7158, "X4": 0.39581, "Y4": 0.7158, "page": 0, "Index": 146}, {"Word": ".019", "Confidence": 0.987, "X1": 0.60813, "Y1": 0.7012, "X2": 0.64875, "Y2": 0.701, "X3": 0.64875, "Y3": 0.7168, "X4": 0.60813, "Y4": 0.7168, "page": 0, "Index": 147}, {"Word": ".019", "Confidence": 0.985, "X1": 0.83224, "Y1": 0.7032, "X2": 0.87418, "Y2": 0.703, "X3": 0.87418, "Y3": 0.7178, "X4": 0.83224, "Y4": 0.7188, "page": 0, "Index": 148}, {"Word": "93.51", "Confidence": 0.992, "X1": 0.22543, "Y1": 0.7332, "X2": 0.27916, "Y2": 0.733, "X3": 0.27916, "Y3": 0.7478, "X4": 0.22543, "Y4": 0.7468, "page": 0, "Index": 149}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00524, "Y1": 0.7322, "X2": 0.05767, "Y2": 0.732, "X3": 0.05767, "Y3": 0.7488, "X4": 0.00393, "Y4": 0.7478, "page": 0, "Index": 150}, {"Word": "146,", "Confidence": 0.989, "X1": 0.06815, "Y1": 0.7322, "X2": 0.11271, "Y2": 0.732, "X3": 0.1114, "Y3": 0.7498, "X4": 0.06684, "Y4": 0.7488, "page": 0, "Index": 151}, {"Word": "24", "Confidence": 0.998, "X1": 0.11927, "Y1": 0.7322, "X2": 0.14417, "Y2": 0.732, "X3": 0.14286, "Y3": 0.7498, "X4": 0.11796, "Y4": 0.7498, "page": 0, "Index": 152}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15072, "Y1": 0.7322, "X2": 0.17562, "Y2": 0.732, "X3": 0.17431, "Y3": 0.7498, "X4": 0.14941, "Y4": 0.7498, "page": 0, "Index": 153}, {"Word": "1.10", "Confidence": 0.983, "X1": 0.39581, "Y1": 0.7332, "X2": 0.43644, "Y2": 0.733, "X3": 0.43644, "Y3": 0.7488, "X4": 0.39581, "Y4": 0.7488, "page": 0, "Index": 154}, {"Word": ".019", "Confidence": 0.979, "X1": 0.60682, "Y1": 0.7332, "X2": 0.65007, "Y2": 0.733, "X3": 0.65138, "Y3": 0.7488, "X4": 0.60813, "Y4": 0.7508, "page": 0, "Index": 155}, {"Word": ".019", "Confidence": 0.987, "X1": 0.83093, "Y1": 0.7342, "X2": 0.87287, "Y2": 0.734, "X3": 0.87287, "Y3": 0.7508, "X4": 0.83093, "Y4": 0.7508, "page": 0, "Index": 156}, {"Word": "Batch", "Confidence": 0.997, "X1": 0.00524, "Y1": 0.7642, "X2": 0.05898, "Y2": 0.764, "X3": 0.05767, "Y3": 0.7818, "X4": 0.00393, "Y4": 0.7798, "page": 0, "Index": 157}, {"Word": "146,", "Confidence": 0.991, "X1": 0.06684, "Y1": 0.7642, "X2": 0.11402, "Y2": 0.764, "X3": 0.11271, "Y3": 0.7818, "X4": 0.06553, "Y4": 0.7818, "page": 0, "Index": 158}, {"Word": "32", "Confidence": 0.994, "X1": 0.11796, "Y1": 0.7642, "X2": 0.14417, "Y2": 0.764, "X3": 0.14286, "Y3": 0.7818, "X4": 0.11796, "Y4": 0.7818, "page": 0, "Index": 159}, {"Word": "hr", "Confidence": 0.998, "X1": 0.14941, "Y1": 0.7642, "X2": 0.17431, "Y2": 0.764, "X3": 0.173, "Y3": 0.7818, "X4": 0.1481, "Y4": 0.7818, "page": 0, "Index": 160}, {"Word": "93.65", "Confidence": 0.995, "X1": 0.22674, "Y1": 0.7652, "X2": 0.27916, "Y2": 0.765, "X3": 0.27916, "Y3": 0.7808, "X4": 0.22543, "Y4": 0.7798, "page": 0, "Index": 161}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00655, "Y1": 0.7962, "X2": 0.05767, "Y2": 0.796, "X3": 0.05636, "Y3": 0.8128, "X4": 0.00655, "Y4": 0.8128, "page": 0, "Index": 162}, {"Word": "146,", "Confidence": 0.985, "X1": 0.06684, "Y1": 0.7972, "X2": 0.1114, "Y2": 0.797, "X3": 0.1114, "Y3": 0.8128, "X4": 0.06553, "Y4": 0.8128, "page": 0, "Index": 163}, {"Word": "40", "Confidence": 0.998, "X1": 0.11927, "Y1": 0.7972, "X2": 0.14155, "Y2": 0.797, "X3": 0.14155, "Y3": 0.8128, "X4": 0.11927, "Y4": 0.8128, "page": 0, "Index": 164}, {"Word": "hr", "Confidence": 0.998, "X1": 0.14941, "Y1": 0.7962, "X2": 0.17431, "Y2": 0.796, "X3": 0.17431, "Y3": 0.8128, "X4": 0.14941, "Y4": 0.8128, "page": 0, "Index": 165}, {"Word": "93.72", "Confidence": 0.994, "X1": 0.22543, "Y1": 0.7972, "X2": 0.28047, "Y2": 0.797, "X3": 0.28047, "Y3": 0.8118, "X4": 0.22543, "Y4": 0.8108, "page": 0, "Index": 166}, {"Word": "1.09", "Confidence": 0.988, "X1": 0.39581, "Y1": 0.7972, "X2": 0.43906, "Y2": 0.797, "X3": 0.43775, "Y3": 0.8128, "X4": 0.39581, "Y4": 0.8118, "page": 0, "Index": 167}, {"Word": ".019", "Confidence": 0.983, "X1": 0.60813, "Y1": 0.7972, "X2": 0.65007, "Y2": 0.797, "X3": 0.65007, "Y3": 0.8138, "X4": 0.60813, "Y4": 0.8148, "page": 0, "Index": 168}, {"Word": ".020", "Confidence": 0.988, "X1": 0.83093, "Y1": 0.7992, "X2": 0.87287, "Y2": 0.799, "X3": 0.87287, "Y3": 0.8158, "X4": 0.83093, "Y4": 0.8158, "page": 0, "Index": 169}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00655, "Y1": 0.8292, "X2": 0.05767, "Y2": 0.829, "X3": 0.05636, "Y3": 0.8448, "X4": 0.00393, "Y4": 0.8448, "page": 0, "Index": 170}, {"Word": "146,", "Confidence": 0.988, "X1": 0.06684, "Y1": 0.8292, "X2": 0.11402, "Y2": 0.829, "X3": 0.1114, "Y3": 0.8448, "X4": 0.06553, "Y4": 0.8448, "page": 0, "Index": 171}, {"Word": "48", "Confidence": 0.993, "X1": 0.11927, "Y1": 0.8292, "X2": 0.14286, "Y2": 0.829, "X3": 0.14155, "Y3": 0.8448, "X4": 0.11796, "Y4": 0.8448, "page": 0, "Index": 172}, {"Word": "hr", "Confidence": 0.998, "X1": 0.14941, "Y1": 0.8292, "X2": 0.17431, "Y2": 0.829, "X3": 0.173, "Y3": 0.8458, "X4": 0.1481, "Y4": 0.8458, "page": 0, "Index": 173}, {"Word": "94.22", "Confidence": 0.991, "X1": 0.22543, "Y1": 0.8292, "X2": 0.28047, "Y2": 0.829, "X3": 0.28047, "Y3": 0.8438, "X4": 0.22543, "Y4": 0.8438, "page": 0, "Index": 174}, {"Word": "1.09", "Confidence": 0.987, "X1": 0.39581, "Y1": 0.8292, "X2": 0.43906, "Y2": 0.829, "X3": 0.43775, "Y3": 0.8448, "X4": 0.3945, "Y4": 0.8438, "page": 0, "Index": 175}, {"Word": ".019", "Confidence": 0.987, "X1": 0.60682, "Y1": 0.8292, "X2": 0.65007, "Y2": 0.829, "X3": 0.65007, "Y3": 0.8458, "X4": 0.60682, "Y4": 0.8458, "page": 0, "Index": 176}, {"Word": ".021", "Confidence": 0.984, "X1": 0.83224, "Y1": 0.8322, "X2": 0.87287, "Y2": 0.832, "X3": 0.87156, "Y3": 0.8478, "X4": 0.83224, "Y4": 0.8468, "page": 0, "Index": 177}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00655, "Y1": 0.8602, "X2": 0.05767, "Y2": 0.86, "X3": 0.05636, "Y3": 0.8778, "X4": 0.00524, "Y4": 0.8768, "page": 0, "Index": 178}, {"Word": "146,", "Confidence": 0.988, "X1": 0.06684, "Y1": 0.8612, "X2": 0.11271, "Y2": 0.861, "X3": 0.11271, "Y3": 0.8778, "X4": 0.06553, "Y4": 0.8778, "page": 0, "Index": 179}, {"Word": "57-1/2", "Confidence": 0.997, "X1": 0.11796, "Y1": 0.8612, "X2": 0.18349, "Y2": 0.861, "X3": 0.18349, "Y3": 0.8778, "X4": 0.11796, "Y4": 0.8778, "page": 0, "Index": 180}, {"Word": "hr", "Confidence": 0.998, "X1": 0.19135, "Y1": 0.8612, "X2": 0.21625, "Y2": 0.861, "X3": 0.21625, "Y3": 0.8778, "X4": 0.19135, "Y4": 0.8778, "page": 0, "Index": 181}, {"Word": "96.04", "Confidence": 0.998, "X1": 0.22412, "Y1": 0.8602, "X2": 0.28047, "Y2": 0.86, "X3": 0.28047, "Y3": 0.8768, "X4": 0.22412, "Y4": 0.8778, "page": 0, "Index": 182}, {"Word": "1.09", "Confidence": 0.991, "X1": 0.39581, "Y1": 0.8612, "X2": 0.43775, "Y2": 0.861, "X3": 0.43644, "Y3": 0.8778, "X4": 0.39581, "Y4": 0.8768, "page": 0, "Index": 183}, {"Word": ".020", "Confidence": 0.988, "X1": 0.83355, "Y1": 0.8632, "X2": 0.87287, "Y2": 0.863, "X3": 0.87287, "Y3": 0.8778, "X4": 0.83355, "Y4": 0.8788, "page": 0, "Index": 184}, {"Word": ".017", "Confidence": 0.988, "X1": 0.60682, "Y1": 0.8622, "X2": 0.65138, "Y2": 0.862, "X3": 0.65138, "Y3": 0.8788, "X4": 0.60682, "Y4": 0.8778, "page": 0, "Index": 185}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00524, "Y1": 0.8932, "X2": 0.05767, "Y2": 0.893, "X3": 0.05636, "Y3": 0.9098, "X4": 0.00393, "Y4": 0.9088, "page": 0, "Index": 186}, {"Word": "146,", "Confidence": 0.983, "X1": 0.06684, "Y1": 0.8932, "X2": 0.11271, "Y2": 0.893, "X3": 0.1114, "Y3": 0.9098, "X4": 0.06553, "Y4": 0.9098, "page": 0, "Index": 187}, {"Word": "65", "Confidence": 0.998, "X1": 0.11796, "Y1": 0.8932, "X2": 0.14155, "Y2": 0.893, "X3": 0.14155, "Y3": 0.9098, "X4": 0.11796, "Y4": 0.9098, "page": 0, "Index": 188}, {"Word": "hr", "Confidence": 0.998, "X1": 0.14941, "Y1": 0.8932, "X2": 0.173, "Y2": 0.893, "X3": 0.173, "Y3": 0.9098, "X4": 0.14941, "Y4": 0.9098, "page": 0, "Index": 189}, {"Word": "95.09", "Confidence": 0.994, "X1": 0.22412, "Y1": 0.8942, "X2": 0.28047, "Y2": 0.894, "X3": 0.28047, "Y3": 0.9098, "X4": 0.22412, "Y4": 0.9088, "page": 0, "Index": 190}, {"Word": "1.08", "Confidence": 0.987, "X1": 0.39581, "Y1": 0.8932, "X2": 0.43644, "Y2": 0.893, "X3": 0.43775, "Y3": 0.9088, "X4": 0.39581, "Y4": 0.9088, "page": 0, "Index": 191}, {"Word": ".020", "Confidence": 0.988, "X1": 0.60944, "Y1": 0.8942, "X2": 0.64875, "Y2": 0.894, "X3": 0.64875, "Y3": 0.9098, "X4": 0.60944, "Y4": 0.9098, "page": 0, "Index": 192}, {"Word": ".012", "Confidence": 0.983, "X1": 0.83224, "Y1": 0.8952, "X2": 0.87287, "Y2": 0.895, "X3": 0.87418, "Y3": 0.9108, "X4": 0.83224, "Y4": 0.9128, "page": 0, "Index": 193}, {"Word": "50902", "Confidence": 0.994, "X1": 0.96855, "Y1": 0.9142, "X2": 0.96855, "Y2": 0.914, "X3": 0.94889, "Y3": 0.9138, "X4": 0.9502, "Y4": 0.8688, "page": 0, "Index": 194}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00393, "Y1": 0.9262, "X2": 0.05767, "Y2": 0.926, "X3": 0.05636, "Y3": 0.9408, "X4": 0.00393, "Y4": 0.9418, "page": 0, "Index": 195}, {"Word": "146,", "Confidence": 0.989, "X1": 0.06553, "Y1": 0.9262, "X2": 0.1114, "Y2": 0.926, "X3": 0.11009, "Y3": 0.9408, "X4": 0.06553, "Y4": 0.9408, "page": 0, "Index": 196}, {"Word": "Final", "Confidence": 0.993, "X1": 0.11664, "Y1": 0.9252, "X2": 0.173, "Y2": 0.925, "X3": 0.173, "Y3": 0.9418, "X4": 0.11664, "Y4": 0.9418, "page": 0, "Index": 197}, {"Word": "95.82", "Confidence": 0.994, "X1": 0.22543, "Y1": 0.9272, "X2": 0.28047, "Y2": 0.927, "X3": 0.27916, "Y3": 0.9428, "X4": 0.22412, "Y4": 0.9418, "page": 0, "Index": 198}, {"Word": "1.07", "Confidence": 0.989, "X1": 0.39581, "Y1": 0.9262, "X2": 0.43775, "Y2": 0.926, "X3": 0.43775, "Y3": 0.9408, "X4": 0.39581, "Y4": 0.9408, "page": 0, "Index": 199}, {"Word": ".020", "Confidence": 0.988, "X1": 0.60944, "Y1": 0.9272, "X2": 0.64875, "Y2": 0.927, "X3": 0.64875, "Y3": 0.9418, "X4": 0.60944, "Y4": 0.9418, "page": 0, "Index": 200}, {"Word": ".022", "Confidence": 0.991, "X1": 0.82831, "Y1": 0.9282, "X2": 0.87287, "Y2": 0.928, "X3": 0.87549, "Y3": 0.9438, "X4": 0.82962, "Y4": 0.9468, "page": 0, "Index": 201}, {"Word": "Filtered", "Confidence": 0.991, "X1": 0.0249, "Y1": 0.9432, "X2": 0.11009, "Y2": 0.943, "X3": 0.10878, "Y3": 0.9568, "X4": 0.0249, "Y4": 0.9558, "page": 0, "Index": 202}, {"Word": "6596", "Confidence": 0.988, "X1": 0.96855, "Y1": 0.9612, "X2": 0.96592, "Y2": 0.961, "X3": 0.94626, "Y3": 0.9608, "X4": 0.94889, "Y4": 0.9248, "page": 0, "Index": 203}, {"Word": "Uncorrected", "Confidence": 0.992, "X1": 0.3211, "Y1": 0.9682, "X2": 0.44823, "Y2": 0.968, "X3": 0.44823, "Y3": 0.9848, "X4": 0.31979, "Y4": 0.9838, "page": 0, "Index": 204}, {"Word": "for", "Confidence": 0.998, "X1": 0.45609, "Y1": 0.9682, "X2": 0.49148, "Y2": 0.968, "X3": 0.49017, "Y3": 0.9858, "X4": 0.45609, "Y4": 0.9848, "page": 0, "Index": 205}, {"Word": "Solids", "Confidence": 0.997, "X1": 0.49803, "Y1": 0.9692, "X2": 0.5675, "Y2": 0.969, "X3": 0.56619, "Y3": 0.9858, "X4": 0.49672, "Y4": 0.9858, "page": 0, "Index": 206}, {"Word": "Content", "Confidence": 0.997, "X1": 0.57274, "Y1": 0.9692, "X2": 0.65138, "Y2": 0.969, "X3": 0.65007, "Y3": 0.9868, "X4": 0.57143, "Y4": 0.9858, "page": 0, "Index": 207}]}	"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"
ffmh0100	6	{"lines_data": [{"Word": "OVERREAD FACTOR", "Confidence": 0.994, "X1": 0.34783, "Y1": 0.0662, "X2": 0.51252, "Y2": 0.066, "X3": 0.51252, "Y3": 0.0818, "X4": 0.34783, "Y4": 0.0808, "page": 0}, {"Word": "OBS. O.R. VALUE", "Confidence": 0.96533, "X1": 0.34914, "Y1": 0.0892, "X2": 0.50988, "Y2": 0.089, "X3": 0.50988, "Y3": 0.1038, "X4": 0.34914, "Y4": 0.1028, "page": 0}, {"Word": "MEQ. ACIDS/ML", "Confidence": 0.9805, "X1": 0.55731, "Y1": 0.0892, "X2": 0.70224, "Y2": 0.089, "X3": 0.70224, "Y3": 0.1058, "X4": 0.55731, "Y4": 0.1048, "page": 0}, {"Word": "MEQ. ACIDS & LACTONES", "Confidence": 0.99025, "X1": 0.76021, "Y1": 0.0922, "X2": 0.98682, "Y2": 0.092, "X3": 0.98682, "Y3": 0.1088, "X4": 0.76021, "Y4": 0.1068, "page": 0}, {"Word": "SAMPLE", "Confidence": 0.996, "X1": 0.05797, "Y1": 0.1042, "X2": 0.13043, "Y2": 0.104, "X3": 0.13043, "Y3": 0.1208, "X4": 0.05797, "Y4": 0.1198, "page": 0}, {"Word": "D.E.", "Confidence": 0.991, "X1": 0.23847, "Y1": 0.1042, "X2": 0.28327, "Y2": 0.104, "X3": 0.28458, "Y3": 0.1208, "X4": 0.23847, "Y4": 0.1208, "page": 0}, {"Word": "THEO. O.R. DEXTROSE", "Confidence": 0.96033, "X1": 0.32543, "Y1": 0.1052, "X2": 0.53887, "Y2": 0.105, "X3": 0.53887, "Y3": 0.1218, "X4": 0.32543, "Y4": 0.1208, "page": 0}, {"Word": "@ 30% SOLIDS", "Confidence": 0.975, "X1": 0.55863, "Y1": 0.1062, "X2": 0.68906, "Y2": 0.106, "X3": 0.68906, "Y3": 0.1218, "X4": 0.55863, "Y4": 0.1218, "page": 0}, {"Word": "PER ML @ 30% SOLIDS", "Confidence": 0.9954, "X1": 0.77207, "Y1": 0.1092, "X2": 0.97628, "Y2": 0.109, "X3": 0.97628, "Y3": 0.1238, "X4": 0.77207, "Y4": 0.1228, "page": 0}, {"Word": "Batch 148, After", "Confidence": 0.994, "X1": 0.00659, "Y1": 0.1362, "X2": 0.18182, "Y2": 0.136, "X3": 0.18182, "Y3": 0.1528, "X4": 0.00659, "Y4": 0.1518, "page": 0}, {"Word": "14.63", "Confidence": 0.997, "X1": 0.22925, "Y1": 0.1372, "X2": 0.2859, "Y2": 0.137, "X3": 0.2859, "Y3": 0.1518, "X4": 0.22925, "Y4": 0.1518, "page": 0}, {"Word": "2.96", "Confidence": 0.982, "X1": 0.40053, "Y1": 0.1372, "X2": 0.44532, "Y2": 0.137, "X3": 0.44532, "Y3": 0.1528, "X4": 0.39921, "Y4": 0.1528, "page": 0}, {"Word": ".013", "Confidence": 0.987, "X1": 0.61397, "Y1": 0.1382, "X2": 0.65613, "Y2": 0.138, "X3": 0.65481, "Y3": 0.1538, "X4": 0.61265, "Y4": 0.1538, "page": 0}, {"Word": ".019", "Confidence": 0.986, "X1": 0.83531, "Y1": 0.1402, "X2": 0.88011, "Y2": 0.14, "X3": 0.87879, "Y3": 0.1548, "X4": 0.83531, "Y4": 0.1558, "page": 0}, {"Word": "Liquifaction", "Confidence": 0.946, "X1": 0.02899, "Y1": 0.1532, "X2": 0.16074, "Y2": 0.153, "X3": 0.16074, "Y3": 0.1688, "X4": 0.02899, "Y4": 0.1678, "page": 0}, {"Word": "Batch 148, 9 hr", "Confidence": 0.9955, "X1": 0.00922, "Y1": 0.1842, "X2": 0.16996, "Y2": 0.184, "X3": 0.16996, "Y3": 0.1998, "X4": 0.00922, "Y4": 0.1988, "page": 0}, {"Word": "90.47", "Confidence": 0.997, "X1": 0.22925, "Y1": 0.1852, "X2": 0.28458, "Y2": 0.185, "X3": 0.28327, "Y3": 0.1998, "X4": 0.22925, "Y4": 0.1988, "page": 0}, {"Word": "1.33", "Confidence": 0.988, "X1": 0.40053, "Y1": 0.1842, "X2": 0.44532, "Y2": 0.184, "X3": 0.44532, "Y3": 0.2008, "X4": 0.39921, "Y4": 0.1998, "page": 0}, {"Word": ".020", "Confidence": 0.987, "X1": 0.61397, "Y1": 0.1862, "X2": 0.65613, "Y2": 0.186, "X3": 0.65613, "Y3": 0.2018, "X4": 0.61397, "Y4": 0.2028, "page": 0}, {"Word": ".022", "Confidence": 0.986, "X1": 0.83794, "Y1": 0.1882, "X2": 0.88011, "Y2": 0.188, "X3": 0.87879, "Y3": 0.2028, "X4": 0.83794, "Y4": 0.2038, "page": 0}, {"Word": "Batch 148, 17 hr", "Confidence": 0.99575, "X1": 0.00791, "Y1": 0.2152, "X2": 0.1805, "Y2": 0.215, "X3": 0.1805, "Y3": 0.2318, "X4": 0.00791, "Y4": 0.2318, "page": 0}, {"Word": "90.57", "Confidence": 0.959, "X1": 0.22925, "Y1": 0.2172, "X2": 0.28327, "Y2": 0.217, "X3": 0.28195, "Y3": 0.2318, "X4": 0.22925, "Y4": 0.2308, "page": 0}, {"Word": "1.13", "Confidence": 0.981, "X1": 0.40184, "Y1": 0.2172, "X2": 0.44401, "Y2": 0.217, "X3": 0.44269, "Y3": 0.2328, "X4": 0.40184, "Y4": 0.2328, "page": 0}, {"Word": ".021", "Confidence": 0.847, "X1": 0.61397, "Y1": 0.2182, "X2": 0.65349, "Y2": 0.218, "X3": 0.65217, "Y3": 0.2338, "X4": 0.61265, "Y4": 0.2348, "page": 0}, {"Word": ".024", "Confidence": 0.988, "X1": 0.83663, "Y1": 0.2192, "X2": 0.87879, "Y2": 0.219, "X3": 0.87879, "Y3": 0.2348, "X4": 0.83531, "Y4": 0.2348, "page": 0}, {"Word": "Batch 148, 24 hr", "Confidence": 0.99275, "X1": 0.00791, "Y1": 0.2482, "X2": 0.17918, "Y2": 0.248, "X3": 0.17918, "Y3": 0.2658, "X4": 0.00791, "Y4": 0.2648, "page": 0}, {"Word": "92.88", "Confidence": 0.994, "X1": 0.23057, "Y1": 0.2492, "X2": 0.28458, "Y2": 0.249, "X3": 0.28458, "Y3": 0.2638, "X4": 0.23057, "Y4": 0.2628, "page": 0}, {"Word": "1.10", "Confidence": 0.956, "X1": 0.39789, "Y1": 0.2492, "X2": 0.44532, "Y2": 0.249, "X3": 0.44401, "Y3": 0.2658, "X4": 0.39921, "Y4": 0.2648, "page": 0}, {"Word": ".021", "Confidence": 0.97, "X1": 0.61265, "Y1": 0.2492, "X2": 0.65349, "Y2": 0.249, "X3": 0.65217, "Y3": 0.2668, "X4": 0.61133, "Y4": 0.2668, "page": 0}, {"Word": ".025", "Confidence": 0.955, "X1": 0.83663, "Y1": 0.2522, "X2": 0.87747, "Y2": 0.252, "X3": 0.87615, "Y3": 0.2668, "X4": 0.83663, "Y4": 0.2668, "page": 0}, {"Word": "Batch 148, 32 hr", "Confidence": 0.996, "X1": 0.00659, "Y1": 0.2802, "X2": 0.17918, "Y2": 0.28, "X3": 0.17918, "Y3": 0.2958, "X4": 0.00659, "Y4": 0.2958, "page": 0}, {"Word": "93.8", "Confidence": 0.982, "X1": 0.22925, "Y1": 0.2812, "X2": 0.27668, "Y2": 0.281, "X3": 0.27668, "Y3": 0.2958, "X4": 0.22925, "Y4": 0.2948, "page": 0}, {"Word": "1.10", "Confidence": 0.988, "X1": 0.40053, "Y1": 0.2812, "X2": 0.44401, "Y2": 0.281, "X3": 0.44269, "Y3": 0.2968, "X4": 0.40053, "Y4": 0.2968, "page": 0}, {"Word": ".020", "Confidence": 0.986, "X1": 0.61397, "Y1": 0.2822, "X2": 0.65481, "Y2": 0.282, "X3": 0.65481, "Y3": 0.2978, "X4": 0.61265, "Y4": 0.2988, "page": 0}, {"Word": ".021", "Confidence": 0.961, "X1": 0.83663, "Y1": 0.2842, "X2": 0.87615, "Y2": 0.284, "X3": 0.87484, "Y3": 0.2988, "X4": 0.83531, "Y4": 0.2988, "page": 0}, {"Word": "94.80", "Confidence": 0.993, "X1": 0.22925, "Y1": 0.3132, "X2": 0.28458, "Y2": 0.313, "X3": 0.28458, "Y3": 0.3268, "X4": 0.22925, "Y4": 0.3268, "page": 0}, {"Word": "Batch 148, 40 hr", "Confidence": 0.99375, "X1": 0.00659, "Y1": 0.3122, "X2": 0.1805, "Y2": 0.312, "X3": 0.1805, "Y3": 0.3288, "X4": 0.00659, "Y4": 0.3278, "page": 0}, {"Word": "1.07", "Confidence": 0.988, "X1": 0.40053, "Y1": 0.3132, "X2": 0.44269, "Y2": 0.313, "X3": 0.44137, "Y3": 0.3288, "X4": 0.39921, "Y4": 0.3288, "page": 0}, {"Word": ".021", "Confidence": 0.998, "X1": 0.61133, "Y1": 0.3142, "X2": 0.65086, "Y2": 0.314, "X3": 0.65086, "Y3": 0.3308, "X4": 0.61001, "Y4": 0.3308, "page": 0}, {"Word": ".024", "Confidence": 0.988, "X1": 0.83663, "Y1": 0.3162, "X2": 0.87879, "Y2": 0.316, "X3": 0.87747, "Y3": 0.3318, "X4": 0.83663, "Y4": 0.3308, "page": 0}, {"Word": "Batch 148, 44 hr", "Confidence": 0.99275, "X1": 0.00659, "Y1": 0.3442, "X2": 0.17918, "Y2": 0.344, "X3": 0.17918, "Y3": 0.3598, "X4": 0.00527, "Y4": 0.3598, "page": 0}, {"Word": "94.29", "Confidence": 0.995, "X1": 0.22925, "Y1": 0.3442, "X2": 0.28458, "Y2": 0.344, "X3": 0.28458, "Y3": 0.3598, "X4": 0.22925, "Y4": 0.3588, "page": 0}, {"Word": "1.06", "Confidence": 0.983, "X1": 0.40053, "Y1": 0.3452, "X2": 0.44269, "Y2": 0.345, "X3": 0.44269, "Y3": 0.3608, "X4": 0.40053, "Y4": 0.3598, "page": 0}, {"Word": ".020", "Confidence": 0.988, "X1": 0.61265, "Y1": 0.3462, "X2": 0.65613, "Y2": 0.346, "X3": 0.65481, "Y3": 0.3628, "X4": 0.61001, "Y4": 0.3618, "page": 0}, {"Word": ".022", "Confidence": 0.991, "X1": 0.83794, "Y1": 0.3482, "X2": 0.87615, "Y2": 0.348, "X3": 0.87484, "Y3": 0.3618, "X4": 0.83663, "Y4": 0.3618, "page": 0}, {"Word": "Batch 148, 56 hr", "Confidence": 0.9955, "X1": 0.00527, "Y1": 0.3752, "X2": 0.17918, "Y2": 0.375, "X3": 0.17918, "Y3": 0.3918, "X4": 0.00395, "Y4": 0.3908, "page": 0}, {"Word": "94.87", "Confidence": 0.993, "X1": 0.22793, "Y1": 0.3772, "X2": 0.28195, "Y2": 0.377, "X3": 0.28195, "Y3": 0.3918, "X4": 0.22793, "Y4": 0.3918, "page": 0}, {"Word": "1.04", "Confidence": 0.981, "X1": 0.40053, "Y1": 0.3772, "X2": 0.44401, "Y2": 0.377, "X3": 0.44401, "Y3": 0.3928, "X4": 0.39921, "Y4": 0.3928, "page": 0}, {"Word": ".021", "Confidence": 0.958, "X1": 0.61265, "Y1": 0.3782, "X2": 0.65217, "Y2": 0.378, "X3": 0.65217, "Y3": 0.3938, "X4": 0.61133, "Y4": 0.3938, "page": 0}, {"Word": ".023", "Confidence": 0.987, "X1": 0.83399, "Y1": 0.3792, "X2": 0.87879, "Y2": 0.379, "X3": 0.87747, "Y3": 0.3948, "X4": 0.83267, "Y4": 0.3948, "page": 0}, {"Word": "Batch 148, 64 hr", "Confidence": 0.99425, "X1": 0.00395, "Y1": 0.4072, "X2": 0.17918, "Y2": 0.407, "X3": 0.17918, "Y3": 0.4238, "X4": 0.00395, "Y4": 0.4238, "page": 0}, {"Word": "96.04", "Confidence": 0.997, "X1": 0.22661, "Y1": 0.4082, "X2": 0.28327, "Y2": 0.408, "X3": 0.28327, "Y3": 0.4228, "X4": 0.22661, "Y4": 0.4218, "page": 0}, {"Word": "1.04", "Confidence": 0.988, "X1": 0.39921, "Y1": 0.4082, "X2": 0.44269, "Y2": 0.408, "X3": 0.44269, "Y3": 0.4248, "X4": 0.39789, "Y4": 0.4238, "page": 0}, {"Word": ".020", "Confidence": 0.988, "X1": 0.61133, "Y1": 0.4102, "X2": 0.65481, "Y2": 0.41, "X3": 0.65349, "Y3": 0.4258, "X4": 0.61001, "Y4": 0.4258, "page": 0}, {"Word": ".021", "Confidence": 0.972, "X1": 0.83399, "Y1": 0.4112, "X2": 0.87747, "Y2": 0.411, "X3": 0.87747, "Y3": 0.4268, "X4": 0.83267, "Y4": 0.4258, "page": 0}, {"Word": "Batch 148, Final", "Confidence": 0.99267, "X1": 0.00527, "Y1": 0.4382, "X2": 0.17523, "Y2": 0.438, "X3": 0.17655, "Y3": 0.4548, "X4": 0.00527, "Y4": 0.4568, "page": 0}, {"Word": "95.38", "Confidence": 0.994, "X1": 0.22661, "Y1": 0.4412, "X2": 0.28458, "Y2": 0.441, "X3": 0.28327, "Y3": 0.4558, "X4": 0.2253, "Y4": 0.4548, "page": 0}, {"Word": "1.05", "Confidence": 0.984, "X1": 0.39921, "Y1": 0.4402, "X2": 0.44269, "Y2": 0.44, "X3": 0.44269, "Y3": 0.4558, "X4": 0.39789, "Y4": 0.4558, "page": 0}, {"Word": ".020", "Confidence": 0.988, "X1": 0.61265, "Y1": 0.4422, "X2": 0.65349, "Y2": 0.442, "X3": 0.65349, "Y3": 0.4568, "X4": 0.61133, "Y4": 0.4568, "page": 0}, {"Word": ".024", "Confidence": 0.988, "X1": 0.83399, "Y1": 0.4432, "X2": 0.87747, "Y2": 0.443, "X3": 0.87747, "Y3": 0.4578, "X4": 0.83399, "Y4": 0.4578, "page": 0}, {"Word": "Filtered", "Confidence": 0.994, "X1": 0.02767, "Y1": 0.4562, "X2": 0.11462, "Y2": 0.456, "X3": 0.11462, "Y3": 0.4718, "X4": 0.02767, "Y4": 0.4698, "page": 0}, {"Word": "T 001", "Confidence": 0.898, "X1": 0.00527, "Y1": 0.4882, "X2": 0.05929, "Y2": 0.488, "X3": 0.05929, "Y3": 0.5028, "X4": 0.00395, "Y4": 0.5018, "page": 0}, {"Word": "0.075", "Confidence": 0.994, "X1": 0.59684, "Y1": 0.4882, "X2": 0.65349, "Y2": 0.488, "X3": 0.65349, "Y3": 0.5048, "X4": 0.59816, "Y4": 0.5048, "page": 0}, {"Word": "0.087", "Confidence": 0.994, "X1": 0.82082, "Y1": 0.4902, "X2": 0.87615, "Y2": 0.49, "X3": 0.87484, "Y3": 0.5068, "X4": 0.82082, "Y4": 0.5058, "page": 0}, {"Word": "002", "Confidence": 0.998, "X1": 0.02635, "Y1": 0.5202, "X2": 0.05929, "Y2": 0.52, "X3": 0.05929, "Y3": 0.5348, "X4": 0.02503, "Y4": 0.5348, "page": 0}, {"Word": "0.076", "Confidence": 0.993, "X1": 0.59684, "Y1": 0.5212, "X2": 0.65349, "Y2": 0.521, "X3": 0.65349, "Y3": 0.5368, "X4": 0.59684, "Y4": 0.5368, "page": 0}, {"Word": "0.088", "Confidence": 0.997, "X1": 0.81686, "Y1": 0.5222, "X2": 0.87747, "Y2": 0.522, "X3": 0.87615, "Y3": 0.5378, "X4": 0.81686, "Y4": 0.5378, "page": 0}, {"Word": "003", "Confidence": 0.998, "X1": 0.02503, "Y1": 0.5522, "X2": 0.06061, "Y2": 0.552, "X3": 0.05929, "Y3": 0.5658, "X4": 0.02503, "Y4": 0.5658, "page": 0}, {"Word": "0.078", "Confidence": 0.994, "X1": 0.59684, "Y1": 0.5532, "X2": 0.65481, "Y2": 0.553, "X3": 0.65481, "Y3": 0.5698, "X4": 0.59684, "Y4": 0.5698, "page": 0}, {"Word": "0.087", "Confidence": 0.997, "X1": 0.82082, "Y1": 0.5552, "X2": 0.87615, "Y2": 0.555, "X3": 0.87484, "Y3": 0.5698, "X4": 0.8195, "Y4": 0.5698, "page": 0}, {"Word": "004", "Confidence": 0.998, "X1": 0.02635, "Y1": 0.5842, "X2": 0.05929, "Y2": 0.584, "X3": 0.05929, "Y3": 0.5988, "X4": 0.02503, "Y4": 0.5988, "page": 0}, {"Word": "0.077", "Confidence": 0.997, "X1": 0.59684, "Y1": 0.5852, "X2": 0.65217, "Y2": 0.585, "X3": 0.65217, "Y3": 0.6018, "X4": 0.59552, "Y4": 0.6018, "page": 0}, {"Word": "0.086", "Confidence": 0.997, "X1": 0.81818, "Y1": 0.5862, "X2": 0.87615, "Y2": 0.586, "X3": 0.87484, "Y3": 0.6018, "X4": 0.81818, "Y4": 0.6018, "page": 0}, {"Word": "005", "Confidence": 0.994, "X1": 0.02767, "Y1": 0.6162, "X2": 0.05797, "Y2": 0.616, "X3": 0.05797, "Y3": 0.6308, "X4": 0.02635, "Y4": 0.6308, "page": 0}, {"Word": "0.078", "Confidence": 0.997, "X1": 0.5942, "Y1": 0.6172, "X2": 0.65481, "Y2": 0.617, "X3": 0.65349, "Y3": 0.6338, "X4": 0.5942, "Y4": 0.6338, "page": 0}, {"Word": "0.088", "Confidence": 0.993, "X1": 0.8195, "Y1": 0.6192, "X2": 0.87747, "Y2": 0.619, "X3": 0.87615, "Y3": 0.6348, "X4": 0.8195, "Y4": 0.6348, "page": 0}, {"Word": "006", "Confidence": 0.994, "X1": 0.02767, "Y1": 0.6482, "X2": 0.05797, "Y2": 0.648, "X3": 0.05797, "Y3": 0.6638, "X4": 0.02635, "Y4": 0.6638, "page": 0}, {"Word": "0.077", "Confidence": 0.998, "X1": 0.59816, "Y1": 0.6492, "X2": 0.65349, "Y2": 0.649, "X3": 0.65217, "Y3": 0.6668, "X4": 0.59684, "Y4": 0.6658, "page": 0}, {"Word": "0.087", "Confidence": 0.997, "X1": 0.82082, "Y1": 0.6512, "X2": 0.87352, "Y2": 0.651, "X3": 0.8722, "Y3": 0.6678, "X4": 0.8195, "Y4": 0.6668, "page": 0}, {"Word": "007", "Confidence": 0.994, "X1": 0.02767, "Y1": 0.6802, "X2": 0.05797, "Y2": 0.68, "X3": 0.05797, "Y3": 0.6948, "X4": 0.02767, "Y4": 0.6948, "page": 0}, {"Word": "0.070", "Confidence": 0.993, "X1": 0.59684, "Y1": 0.6812, "X2": 0.65481, "Y2": 0.681, "X3": 0.65481, "Y3": 0.6988, "X4": 0.59552, "Y4": 0.6978, "page": 0}, {"Word": "0.079", "Confidence": 0.997, "X1": 0.82082, "Y1": 0.6822, "X2": 0.87484, "Y2": 0.682, "X3": 0.87484, "Y3": 0.6998, "X4": 0.82082, "Y4": 0.6988, "page": 0}, {"Word": "008", "Confidence": 0.994, "X1": 0.02635, "Y1": 0.7132, "X2": 0.05929, "Y2": 0.713, "X3": 0.05797, "Y3": 0.7268, "X4": 0.02635, "Y4": 0.7268, "page": 0}, {"Word": "0.080", "Confidence": 0.993, "X1": 0.59684, "Y1": 0.7132, "X2": 0.65349, "Y2": 0.713, "X3": 0.65349, "Y3": 0.7298, "X4": 0.59684, "Y4": 0.7298, "page": 0}, {"Word": "0.088", "Confidence": 0.997, "X1": 0.8195, "Y1": 0.7152, "X2": 0.87747, "Y2": 0.715, "X3": 0.87615, "Y3": 0.7308, "X4": 0.8195, "Y4": 0.7298, "page": 0}, {"Word": "009", "Confidence": 0.994, "X1": 0.02635, "Y1": 0.7442, "X2": 0.05797, "Y2": 0.744, "X3": 0.05665, "Y3": 0.7588, "X4": 0.02635, "Y4": 0.7598, "page": 0}, {"Word": "0.076", "Confidence": 0.997, "X1": 0.59816, "Y1": 0.7452, "X2": 0.65217, "Y2": 0.745, "X3": 0.65217, "Y3": 0.7618, "X4": 0.59684, "Y4": 0.7618, "page": 0}, {"Word": "0.085", "Confidence": 0.944, "X1": 0.81818, "Y1": 0.7472, "X2": 0.87484, "Y2": 0.747, "X3": 0.87484, "Y3": 0.7618, "X4": 0.81686, "Y4": 0.7618, "page": 0}, {"Word": "010", "Confidence": 0.998, "X1": 0.02635, "Y1": 0.7762, "X2": 0.05929, "Y2": 0.776, "X3": 0.05797, "Y3": 0.7918, "X4": 0.02635, "Y4": 0.7918, "page": 0}, {"Word": "0.060", "Confidence": 0.996, "X1": 0.5942, "Y1": 0.7782, "X2": 0.65217, "Y2": 0.778, "X3": 0.65086, "Y3": 0.7938, "X4": 0.5942, "Y4": 0.7928, "page": 0}, {"Word": "0.077", "Confidence": 0.994, "X1": 0.82082, "Y1": 0.7792, "X2": 0.87484, "Y2": 0.779, "X3": 0.87352, "Y3": 0.7958, "X4": 0.8195, "Y4": 0.7948, "page": 0}, {"Word": "014", "Confidence": 0.998, "X1": 0.02372, "Y1": 0.8072, "X2": 0.05929, "Y2": 0.807, "X3": 0.05929, "Y3": 0.8238, "X4": 0.02372, "Y4": 0.8228, "page": 0}, {"Word": "0.071", "Confidence": 0.905, "X1": 0.59816, "Y1": 0.8102, "X2": 0.64954, "Y2": 0.81, "X3": 0.64954, "Y3": 0.8258, "X4": 0.59684, "Y4": 0.8248, "page": 0}, {"Word": "0.080", "Confidence": 0.994, "X1": 0.8195, "Y1": 0.8102, "X2": 0.87484, "Y2": 0.81, "X3": 0.87484, "Y3": 0.8268, "X4": 0.81818, "Y4": 0.8268, "page": 0}, {"Word": "018", "Confidence": 0.998, "X1": 0.02635, "Y1": 0.8402, "X2": 0.05797, "Y2": 0.84, "X3": 0.05797, "Y3": 0.8548, "X4": 0.02503, "Y4": 0.8548, "page": 0}, {"Word": "0.061", "Confidence": 0.799, "X1": 0.59552, "Y1": 0.8412, "X2": 0.64954, "Y2": 0.841, "X3": 0.64954, "Y3": 0.8578, "X4": 0.59552, "Y4": 0.8578, "page": 0}, {"Word": "0.073", "Confidence": 0.997, "X1": 0.81818, "Y1": 0.8422, "X2": 0.87615, "Y2": 0.842, "X3": 0.87484, "Y3": 0.8578, "X4": 0.81686, "Y4": 0.8598, "page": 0}, {"Word": "022", "Confidence": 0.993, "X1": 0.02635, "Y1": 0.8732, "X2": 0.05797, "Y2": 0.873, "X3": 0.05797, "Y3": 0.8868, "X4": 0.02503, "Y4": 0.8858, "page": 0}, {"Word": "0.071", "Confidence": 0.995, "X1": 0.59552, "Y1": 0.8752, "X2": 0.65086, "Y2": 0.875, "X3": 0.64954, "Y3": 0.8908, "X4": 0.5942, "Y4": 0.8898, "page": 0}, {"Word": "0.081", "Confidence": 0.847, "X1": 0.81686, "Y1": 0.8762, "X2": 0.8722, "Y2": 0.876, "X3": 0.8722, "Y3": 0.8908, "X4": 0.81686, "Y4": 0.8918, "page": 0}, {"Word": "02", "Confidence": 0.83, "X1": 0.02503, "Y1": 0.9052, "X2": 0.0527, "Y2": 0.905, "X3": 0.0527, "Y3": 0.9188, "X4": 0.02503, "Y4": 0.9198, "page": 0}, {"Word": "0.063", "Confidence": 0.996, "X1": 0.59552, "Y1": 0.9072, "X2": 0.65349, "Y2": 0.907, "X3": 0.65217, "Y3": 0.9218, "X4": 0.59552, "Y4": 0.9218, "page": 0}, {"Word": "0.074", "Confidence": 0.994, "X1": 0.81686, "Y1": 0.9072, "X2": 0.87484, "Y2": 0.907, "X3": 0.8722, "Y3": 0.9238, "X4": 0.81686, "Y4": 0.9238, "page": 0}, {"Word": "50902 6598", "Confidence": 0.9935, "X1": 0.96179, "Y1": 0.9692, "X2": 0.96047, "Y2": 0.969, "X3": 0.94071, "Y3": 0.9688, "X4": 0.94071, "Y4": 0.8698, "page": 0}], "words_data": [{"Word": "OVERREAD", "Confidence": 0.993, "X1": 0.34783, "Y1": 0.0662, "X2": 0.43347, "Y2": 0.066, "X3": 0.43347, "Y3": 0.0808, "X4": 0.34783, "Y4": 0.0808, "page": 0, "Index": 0}, {"Word": "FACTOR", "Confidence": 0.995, "X1": 0.44137, "Y1": 0.0662, "X2": 0.50725, "Y2": 0.066, "X3": 0.50725, "Y3": 0.0828, "X4": 0.44137, "Y4": 0.0808, "page": 0, "Index": 1}, {"Word": "OBS.", "Confidence": 0.991, "X1": 0.35046, "Y1": 0.0892, "X2": 0.3913, "Y2": 0.089, "X3": 0.38999, "Y3": 0.1038, "X4": 0.34914, "Y4": 0.1038, "page": 0, "Index": 2}, {"Word": "O.R.", "Confidence": 0.909, "X1": 0.39921, "Y1": 0.0902, "X2": 0.44532, "Y2": 0.09, "X3": 0.44532, "Y3": 0.1048, "X4": 0.39921, "Y4": 0.1038, "page": 0, "Index": 3}, {"Word": "VALUE", "Confidence": 0.996, "X1": 0.45323, "Y1": 0.0902, "X2": 0.50725, "Y2": 0.09, "X3": 0.50725, "Y3": 0.1048, "X4": 0.45323, "Y4": 0.1048, "page": 0, "Index": 4}, {"Word": "MEQ.", "Confidence": 0.988, "X1": 0.55863, "Y1": 0.0902, "X2": 0.60343, "Y2": 0.09, "X3": 0.60343, "Y3": 0.1058, "X4": 0.55863, "Y4": 0.1058, "page": 0, "Index": 5}, {"Word": "ACIDS/ML", "Confidence": 0.973, "X1": 0.6087, "Y1": 0.0902, "X2": 0.69829, "Y2": 0.09, "X3": 0.69829, "Y3": 0.1068, "X4": 0.6087, "Y4": 0.1058, "page": 0, "Index": 6}, {"Word": "MEQ.", "Confidence": 0.988, "X1": 0.76153, "Y1": 0.0912, "X2": 0.80632, "Y2": 0.091, "X3": 0.80632, "Y3": 0.1078, "X4": 0.76021, "Y4": 0.1078, "page": 0, "Index": 7}, {"Word": "ACIDS", "Confidence": 0.997, "X1": 0.81291, "Y1": 0.0922, "X2": 0.86825, "Y2": 0.092, "X3": 0.86825, "Y3": 0.1078, "X4": 0.81159, "Y4": 0.1078, "page": 0, "Index": 8}, {"Word": "&", "Confidence": 0.981, "X1": 0.87615, "Y1": 0.0922, "X2": 0.89065, "Y2": 0.092, "X3": 0.89065, "Y3": 0.1078, "X4": 0.87615, "Y4": 0.1078, "page": 0, "Index": 9}, {"Word": "LACTONES", "Confidence": 0.995, "X1": 0.89723, "Y1": 0.0932, "X2": 0.98551, "Y2": 0.093, "X3": 0.98551, "Y3": 0.1088, "X4": 0.89723, "Y4": 0.1078, "page": 0, "Index": 10}, {"Word": "SAMPLE", "Confidence": 0.996, "X1": 0.06061, "Y1": 0.1042, "X2": 0.12648, "Y2": 0.104, "X3": 0.12648, "Y3": 0.1218, "X4": 0.05929, "Y4": 0.1208, "page": 0, "Index": 11}, {"Word": "D.E.", "Confidence": 0.991, "X1": 0.23979, "Y1": 0.1042, "X2": 0.28327, "Y2": 0.104, "X3": 0.28327, "Y3": 0.1208, "X4": 0.23979, "Y4": 0.1208, "page": 0, "Index": 12}, {"Word": "THEO.", "Confidence": 0.955, "X1": 0.32675, "Y1": 0.1052, "X2": 0.38208, "Y2": 0.105, "X3": 0.38208, "Y3": 0.1218, "X4": 0.32675, "Y4": 0.1218, "page": 0, "Index": 13}, {"Word": "O.R.", "Confidence": 0.931, "X1": 0.38735, "Y1": 0.1062, "X2": 0.43347, "Y2": 0.106, "X3": 0.43347, "Y3": 0.1218, "X4": 0.38735, "Y4": 0.1218, "page": 0, "Index": 14}, {"Word": "DEXTROSE", "Confidence": 0.995, "X1": 0.44137, "Y1": 0.1062, "X2": 0.52833, "Y2": 0.106, "X3": 0.52833, "Y3": 0.1228, "X4": 0.44137, "Y4": 0.1218, "page": 0, "Index": 15}, {"Word": "@", "Confidence": 0.937, "X1": 0.55995, "Y1": 0.1062, "X2": 0.57049, "Y2": 0.106, "X3": 0.57049, "Y3": 0.1218, "X4": 0.55863, "Y4": 0.1218, "page": 0, "Index": 16}, {"Word": "30%", "Confidence": 0.992, "X1": 0.57971, "Y1": 0.1072, "X2": 0.61397, "Y2": 0.107, "X3": 0.61397, "Y3": 0.1228, "X4": 0.57971, "Y4": 0.1218, "page": 0, "Index": 17}, {"Word": "SOLIDS", "Confidence": 0.996, "X1": 0.62055, "Y1": 0.1072, "X2": 0.68643, "Y2": 0.107, "X3": 0.68775, "Y3": 0.1228, "X4": 0.62055, "Y4": 0.1228, "page": 0, "Index": 18}, {"Word": "PER", "Confidence": 0.994, "X1": 0.77207, "Y1": 0.1082, "X2": 0.80237, "Y2": 0.108, "X3": 0.80237, "Y3": 0.1238, "X4": 0.77207, "Y4": 0.1228, "page": 0, "Index": 19}, {"Word": "ML", "Confidence": 0.997, "X1": 0.81159, "Y1": 0.1092, "X2": 0.83663, "Y2": 0.109, "X3": 0.83531, "Y3": 0.1238, "X4": 0.81028, "Y4": 0.1238, "page": 0, "Index": 20}, {"Word": "@", "Confidence": 0.991, "X1": 0.84453, "Y1": 0.1092, "X2": 0.85639, "Y2": 0.109, "X3": 0.85507, "Y3": 0.1238, "X4": 0.84453, "Y4": 0.1238, "page": 0, "Index": 21}, {"Word": "30%", "Confidence": 0.998, "X1": 0.86561, "Y1": 0.1092, "X2": 0.89987, "Y2": 0.109, "X3": 0.89855, "Y3": 0.1248, "X4": 0.86561, "Y4": 0.1238, "page": 0, "Index": 22}, {"Word": "SOLIDS", "Confidence": 0.997, "X1": 0.90777, "Y1": 0.1102, "X2": 0.97365, "Y2": 0.11, "X3": 0.97233, "Y3": 0.1248, "X4": 0.90646, "Y4": 0.1248, "page": 0, "Index": 23}, {"Word": "Batch", "Confidence": 0.995, "X1": 0.00791, "Y1": 0.1362, "X2": 0.06192, "Y2": 0.136, "X3": 0.06192, "Y3": 0.1518, "X4": 0.00791, "Y4": 0.1518, "page": 0, "Index": 24}, {"Word": "148,", "Confidence": 0.989, "X1": 0.07115, "Y1": 0.1362, "X2": 0.11594, "Y2": 0.136, "X3": 0.11594, "Y3": 0.1528, "X4": 0.06983, "Y4": 0.1518, "page": 0, "Index": 25}, {"Word": "After", "Confidence": 0.998, "X1": 0.12253, "Y1": 0.1362, "X2": 0.17787, "Y2": 0.136, "X3": 0.17787, "Y3": 0.1538, "X4": 0.12253, "Y4": 0.1528, "page": 0, "Index": 26}, {"Word": "14.63", "Confidence": 0.997, "X1": 0.23057, "Y1": 0.1372, "X2": 0.28458, "Y2": 0.137, "X3": 0.28458, "Y3": 0.1518, "X4": 0.23057, "Y4": 0.1518, "page": 0, "Index": 27}, {"Word": "2.96", "Confidence": 0.982, "X1": 0.40053, "Y1": 0.1372, "X2": 0.44269, "Y2": 0.137, "X3": 0.44401, "Y3": 0.1528, "X4": 0.40053, "Y4": 0.1528, "page": 0, "Index": 28}, {"Word": ".013", "Confidence": 0.987, "X1": 0.61265, "Y1": 0.1382, "X2": 0.65481, "Y2": 0.138, "X3": 0.65481, "Y3": 0.1538, "X4": 0.61265, "Y4": 0.1538, "page": 0, "Index": 29}, {"Word": ".019", "Confidence": 0.986, "X1": 0.83531, "Y1": 0.1402, "X2": 0.87747, "Y2": 0.14, "X3": 0.87747, "Y3": 0.1548, "X4": 0.83531, "Y4": 0.1558, "page": 0, "Index": 30}, {"Word": "Liquifaction", "Confidence": 0.946, "X1": 0.03162, "Y1": 0.1532, "X2": 0.15679, "Y2": 0.153, "X3": 0.15679, "Y3": 0.1688, "X4": 0.0303, "Y4": 0.1678, "page": 0, "Index": 31}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00922, "Y1": 0.1842, "X2": 0.06192, "Y2": 0.184, "X3": 0.06192, "Y3": 0.1998, "X4": 0.00922, "Y4": 0.1998, "page": 0, "Index": 32}, {"Word": "148,", "Confidence": 0.988, "X1": 0.07115, "Y1": 0.1842, "X2": 0.11594, "Y2": 0.184, "X3": 0.11594, "Y3": 0.1998, "X4": 0.06983, "Y4": 0.1998, "page": 0, "Index": 33}, {"Word": "9", "Confidence": 0.998, "X1": 0.12253, "Y1": 0.1842, "X2": 0.13439, "Y2": 0.184, "X3": 0.13307, "Y3": 0.1998, "X4": 0.12121, "Y4": 0.1998, "page": 0, "Index": 34}, {"Word": "hr", "Confidence": 0.998, "X1": 0.14229, "Y1": 0.1852, "X2": 0.16864, "Y2": 0.185, "X3": 0.16733, "Y3": 0.2008, "X4": 0.14097, "Y4": 0.1998, "page": 0, "Index": 35}, {"Word": "90.47", "Confidence": 0.997, "X1": 0.23057, "Y1": 0.1852, "X2": 0.28458, "Y2": 0.185, "X3": 0.28458, "Y3": 0.1998, "X4": 0.22925, "Y4": 0.1988, "page": 0, "Index": 36}, {"Word": "1.33", "Confidence": 0.988, "X1": 0.40053, "Y1": 0.1842, "X2": 0.44269, "Y2": 0.184, "X3": 0.44269, "Y3": 0.2008, "X4": 0.40053, "Y4": 0.2008, "page": 0, "Index": 37}, {"Word": ".020", "Confidence": 0.987, "X1": 0.61397, "Y1": 0.1862, "X2": 0.65481, "Y2": 0.186, "X3": 0.65481, "Y3": 0.2018, "X4": 0.61397, "Y4": 0.2028, "page": 0, "Index": 38}, {"Word": ".022", "Confidence": 0.986, "X1": 0.83794, "Y1": 0.1882, "X2": 0.87747, "Y2": 0.188, "X3": 0.87747, "Y3": 0.2028, "X4": 0.83794, "Y4": 0.2038, "page": 0, "Index": 39}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00922, "Y1": 0.2162, "X2": 0.06192, "Y2": 0.216, "X3": 0.06061, "Y3": 0.2328, "X4": 0.00791, "Y4": 0.2318, "page": 0, "Index": 40}, {"Word": "148,", "Confidence": 0.989, "X1": 0.06983, "Y1": 0.2162, "X2": 0.11726, "Y2": 0.216, "X3": 0.11594, "Y3": 0.2328, "X4": 0.06983, "Y4": 0.2328, "page": 0, "Index": 41}, {"Word": "17", "Confidence": 0.998, "X1": 0.12385, "Y1": 0.2162, "X2": 0.14756, "Y2": 0.216, "X3": 0.14756, "Y3": 0.2328, "X4": 0.12385, "Y4": 0.2328, "page": 0, "Index": 42}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15283, "Y1": 0.2162, "X2": 0.17918, "Y2": 0.216, "X3": 0.17918, "Y3": 0.2328, "X4": 0.15283, "Y4": 0.2328, "page": 0, "Index": 43}, {"Word": "90.57", "Confidence": 0.959, "X1": 0.23057, "Y1": 0.2172, "X2": 0.28327, "Y2": 0.217, "X3": 0.28327, "Y3": 0.2318, "X4": 0.22925, "Y4": 0.2308, "page": 0, "Index": 44}, {"Word": "1.13", "Confidence": 0.981, "X1": 0.40184, "Y1": 0.2172, "X2": 0.44401, "Y2": 0.217, "X3": 0.44401, "Y3": 0.2328, "X4": 0.40184, "Y4": 0.2328, "page": 0, "Index": 45}, {"Word": ".021", "Confidence": 0.847, "X1": 0.61265, "Y1": 0.2182, "X2": 0.65217, "Y2": 0.218, "X3": 0.65349, "Y3": 0.2328, "X4": 0.61265, "Y4": 0.2348, "page": 0, "Index": 46}, {"Word": ".024", "Confidence": 0.988, "X1": 0.83531, "Y1": 0.2192, "X2": 0.87747, "Y2": 0.219, "X3": 0.87747, "Y3": 0.2338, "X4": 0.83531, "Y4": 0.2348, "page": 0, "Index": 47}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00791, "Y1": 0.2482, "X2": 0.06061, "Y2": 0.248, "X3": 0.06061, "Y3": 0.2648, "X4": 0.00791, "Y4": 0.2638, "page": 0, "Index": 48}, {"Word": "148,", "Confidence": 0.988, "X1": 0.06983, "Y1": 0.2482, "X2": 0.11726, "Y2": 0.248, "X3": 0.11594, "Y3": 0.2658, "X4": 0.06983, "Y4": 0.2648, "page": 0, "Index": 49}, {"Word": "24", "Confidence": 0.993, "X1": 0.12253, "Y1": 0.2482, "X2": 0.14756, "Y2": 0.248, "X3": 0.14756, "Y3": 0.2658, "X4": 0.12253, "Y4": 0.2658, "page": 0, "Index": 50}, {"Word": "hr", "Confidence": 0.992, "X1": 0.15283, "Y1": 0.2492, "X2": 0.17918, "Y2": 0.249, "X3": 0.17918, "Y3": 0.2658, "X4": 0.15283, "Y4": 0.2658, "page": 0, "Index": 51}, {"Word": "92.88", "Confidence": 0.994, "X1": 0.23057, "Y1": 0.2492, "X2": 0.28458, "Y2": 0.249, "X3": 0.28458, "Y3": 0.2638, "X4": 0.23057, "Y4": 0.2628, "page": 0, "Index": 52}, {"Word": "1.10", "Confidence": 0.956, "X1": 0.39921, "Y1": 0.2492, "X2": 0.44137, "Y2": 0.249, "X3": 0.44137, "Y3": 0.2658, "X4": 0.39921, "Y4": 0.2648, "page": 0, "Index": 53}, {"Word": ".021", "Confidence": 0.97, "X1": 0.61133, "Y1": 0.2492, "X2": 0.65086, "Y2": 0.249, "X3": 0.65217, "Y3": 0.2658, "X4": 0.61133, "Y4": 0.2678, "page": 0, "Index": 54}, {"Word": ".025", "Confidence": 0.955, "X1": 0.83663, "Y1": 0.2512, "X2": 0.87747, "Y2": 0.251, "X3": 0.87747, "Y3": 0.2668, "X4": 0.83663, "Y4": 0.2658, "page": 0, "Index": 55}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00791, "Y1": 0.2802, "X2": 0.06061, "Y2": 0.28, "X3": 0.06061, "Y3": 0.2958, "X4": 0.00659, "Y4": 0.2958, "page": 0, "Index": 56}, {"Word": "148,", "Confidence": 0.991, "X1": 0.06983, "Y1": 0.2812, "X2": 0.11594, "Y2": 0.281, "X3": 0.11594, "Y3": 0.2968, "X4": 0.06851, "Y4": 0.2968, "page": 0, "Index": 57}, {"Word": "32", "Confidence": 0.997, "X1": 0.12385, "Y1": 0.2812, "X2": 0.14756, "Y2": 0.281, "X3": 0.14625, "Y3": 0.2968, "X4": 0.12253, "Y4": 0.2968, "page": 0, "Index": 58}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15283, "Y1": 0.2802, "X2": 0.17787, "Y2": 0.28, "X3": 0.17787, "Y3": 0.2968, "X4": 0.15283, "Y4": 0.2968, "page": 0, "Index": 59}, {"Word": "93.8", "Confidence": 0.982, "X1": 0.22925, "Y1": 0.2812, "X2": 0.27273, "Y2": 0.281, "X3": 0.27273, "Y3": 0.2958, "X4": 0.22925, "Y4": 0.2948, "page": 0, "Index": 60}, {"Word": "1.10", "Confidence": 0.988, "X1": 0.40053, "Y1": 0.2812, "X2": 0.44137, "Y2": 0.281, "X3": 0.44137, "Y3": 0.2968, "X4": 0.40053, "Y4": 0.2968, "page": 0, "Index": 61}, {"Word": ".020", "Confidence": 0.986, "X1": 0.61265, "Y1": 0.2822, "X2": 0.65349, "Y2": 0.282, "X3": 0.65349, "Y3": 0.2978, "X4": 0.61265, "Y4": 0.2988, "page": 0, "Index": 62}, {"Word": ".021", "Confidence": 0.961, "X1": 0.83531, "Y1": 0.2842, "X2": 0.87615, "Y2": 0.284, "X3": 0.87615, "Y3": 0.2978, "X4": 0.83531, "Y4": 0.2988, "page": 0, "Index": 63}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00791, "Y1": 0.3122, "X2": 0.06061, "Y2": 0.312, "X3": 0.05929, "Y3": 0.3278, "X4": 0.00791, "Y4": 0.3278, "page": 0, "Index": 64}, {"Word": "94.80", "Confidence": 0.993, "X1": 0.22925, "Y1": 0.3132, "X2": 0.28327, "Y2": 0.313, "X3": 0.28327, "Y3": 0.3268, "X4": 0.22925, "Y4": 0.3268, "page": 0, "Index": 65}, {"Word": "148,", "Confidence": 0.981, "X1": 0.06983, "Y1": 0.3122, "X2": 0.11726, "Y2": 0.312, "X3": 0.11594, "Y3": 0.3288, "X4": 0.06851, "Y4": 0.3278, "page": 0, "Index": 66}, {"Word": "40", "Confidence": 0.998, "X1": 0.12253, "Y1": 0.3122, "X2": 0.14625, "Y2": 0.312, "X3": 0.14493, "Y3": 0.3288, "X4": 0.12253, "Y4": 0.3288, "page": 0, "Index": 67}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15283, "Y1": 0.3122, "X2": 0.17918, "Y2": 0.312, "X3": 0.17787, "Y3": 0.3298, "X4": 0.15283, "Y4": 0.3288, "page": 0, "Index": 68}, {"Word": "1.07", "Confidence": 0.988, "X1": 0.39921, "Y1": 0.3122, "X2": 0.44269, "Y2": 0.312, "X3": 0.44269, "Y3": 0.3288, "X4": 0.39921, "Y4": 0.3278, "page": 0, "Index": 69}, {"Word": ".021", "Confidence": 0.998, "X1": 0.61001, "Y1": 0.3142, "X2": 0.64954, "Y2": 0.314, "X3": 0.65086, "Y3": 0.3298, "X4": 0.61001, "Y4": 0.3308, "page": 0, "Index": 70}, {"Word": ".024", "Confidence": 0.988, "X1": 0.83663, "Y1": 0.3162, "X2": 0.87747, "Y2": 0.316, "X3": 0.87747, "Y3": 0.3318, "X4": 0.83663, "Y4": 0.3308, "page": 0, "Index": 71}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00791, "Y1": 0.3442, "X2": 0.06061, "Y2": 0.344, "X3": 0.05929, "Y3": 0.3598, "X4": 0.00659, "Y4": 0.3598, "page": 0, "Index": 72}, {"Word": "148,", "Confidence": 0.987, "X1": 0.06983, "Y1": 0.3442, "X2": 0.11594, "Y2": 0.344, "X3": 0.11594, "Y3": 0.3608, "X4": 0.06851, "Y4": 0.3598, "page": 0, "Index": 73}, {"Word": "44", "Confidence": 0.992, "X1": 0.12253, "Y1": 0.3442, "X2": 0.14756, "Y2": 0.344, "X3": 0.14756, "Y3": 0.3608, "X4": 0.12121, "Y4": 0.3608, "page": 0, "Index": 74}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15415, "Y1": 0.3442, "X2": 0.17787, "Y2": 0.344, "X3": 0.17787, "Y3": 0.3608, "X4": 0.15283, "Y4": 0.3608, "page": 0, "Index": 75}, {"Word": "94.29", "Confidence": 0.995, "X1": 0.22925, "Y1": 0.3442, "X2": 0.28458, "Y2": 0.344, "X3": 0.28458, "Y3": 0.3598, "X4": 0.22925, "Y4": 0.3598, "page": 0, "Index": 76}, {"Word": "1.06", "Confidence": 0.983, "X1": 0.40053, "Y1": 0.3452, "X2": 0.44269, "Y2": 0.345, "X3": 0.44137, "Y3": 0.3608, "X4": 0.40053, "Y4": 0.3598, "page": 0, "Index": 77}, {"Word": ".020", "Confidence": 0.988, "X1": 0.61001, "Y1": 0.3462, "X2": 0.65349, "Y2": 0.346, "X3": 0.65349, "Y3": 0.3628, "X4": 0.61001, "Y4": 0.3628, "page": 0, "Index": 78}, {"Word": ".022", "Confidence": 0.991, "X1": 0.83663, "Y1": 0.3482, "X2": 0.87615, "Y2": 0.348, "X3": 0.87615, "Y3": 0.3618, "X4": 0.83663, "Y4": 0.3618, "page": 0, "Index": 79}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00659, "Y1": 0.3762, "X2": 0.06061, "Y2": 0.376, "X3": 0.05929, "Y3": 0.3918, "X4": 0.00527, "Y4": 0.3918, "page": 0, "Index": 80}, {"Word": "148,", "Confidence": 0.988, "X1": 0.06983, "Y1": 0.3762, "X2": 0.11462, "Y2": 0.376, "X3": 0.11462, "Y3": 0.3928, "X4": 0.06851, "Y4": 0.3918, "page": 0, "Index": 81}, {"Word": "56", "Confidence": 0.998, "X1": 0.12121, "Y1": 0.3762, "X2": 0.14493, "Y2": 0.376, "X3": 0.14493, "Y3": 0.3928, "X4": 0.11989, "Y4": 0.3928, "page": 0, "Index": 82}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15283, "Y1": 0.3762, "X2": 0.17655, "Y2": 0.376, "X3": 0.17655, "Y3": 0.3928, "X4": 0.15152, "Y4": 0.3928, "page": 0, "Index": 83}, {"Word": "94.87", "Confidence": 0.993, "X1": 0.22793, "Y1": 0.3762, "X2": 0.28195, "Y2": 0.376, "X3": 0.28063, "Y3": 0.3918, "X4": 0.22793, "Y4": 0.3908, "page": 0, "Index": 84}, {"Word": "1.04", "Confidence": 0.981, "X1": 0.39921, "Y1": 0.3772, "X2": 0.44269, "Y2": 0.377, "X3": 0.44269, "Y3": 0.3928, "X4": 0.39921, "Y4": 0.3928, "page": 0, "Index": 85}, {"Word": ".021", "Confidence": 0.958, "X1": 0.61133, "Y1": 0.3772, "X2": 0.65217, "Y2": 0.377, "X3": 0.65086, "Y3": 0.3938, "X4": 0.61133, "Y4": 0.3928, "page": 0, "Index": 86}, {"Word": ".023", "Confidence": 0.987, "X1": 0.83267, "Y1": 0.3792, "X2": 0.87615, "Y2": 0.379, "X3": 0.87747, "Y3": 0.3948, "X4": 0.83399, "Y4": 0.3958, "page": 0, "Index": 87}, {"Word": "Batch", "Confidence": 0.994, "X1": 0.00659, "Y1": 0.4072, "X2": 0.05929, "Y2": 0.407, "X3": 0.05929, "Y3": 0.4238, "X4": 0.00527, "Y4": 0.4238, "page": 0, "Index": 88}, {"Word": "148,", "Confidence": 0.988, "X1": 0.06851, "Y1": 0.4072, "X2": 0.11594, "Y2": 0.407, "X3": 0.11594, "Y3": 0.4238, "X4": 0.06851, "Y4": 0.4238, "page": 0, "Index": 89}, {"Word": "64", "Confidence": 0.997, "X1": 0.11989, "Y1": 0.4072, "X2": 0.14625, "Y2": 0.407, "X3": 0.14625, "Y3": 0.4248, "X4": 0.11989, "Y4": 0.4248, "page": 0, "Index": 90}, {"Word": "hr", "Confidence": 0.998, "X1": 0.15283, "Y1": 0.4072, "X2": 0.17655, "Y2": 0.407, "X3": 0.17787, "Y3": 0.4248, "X4": 0.15283, "Y4": 0.4248, "page": 0, "Index": 91}, {"Word": "96.04", "Confidence": 0.997, "X1": 0.22793, "Y1": 0.4082, "X2": 0.28327, "Y2": 0.408, "X3": 0.28327, "Y3": 0.4228, "X4": 0.22661, "Y4": 0.4218, "page": 0, "Index": 92}, {"Word": "1.04", "Confidence": 0.988, "X1": 0.39921, "Y1": 0.4082, "X2": 0.44269, "Y2": 0.408, "X3": 0.44269, "Y3": 0.4248, "X4": 0.39921, "Y4": 0.4238, "page": 0, "Index": 93}, {"Word": ".020", "Confidence": 0.988, "X1": 0.61001, "Y1": 0.4102, "X2": 0.65217, "Y2": 0.41, "X3": 0.65349, "Y3": 0.4258, "X4": 0.61001, "Y4": 0.4258, "page": 0, "Index": 94}, {"Word": ".021", "Confidence": 0.972, "X1": 0.83267, "Y1": 0.4112, "X2": 0.87615, "Y2": 0.411, "X3": 0.87615, "Y3": 0.4268, "X4": 0.83267, "Y4": 0.4268, "page": 0, "Index": 95}, {"Word": "Batch", "Confidence": 0.998, "X1": 0.00659, "Y1": 0.4402, "X2": 0.05929, "Y2": 0.44, "X3": 0.05797, "Y3": 0.4568, "X4": 0.00527, "Y4": 0.4558, "page": 0, "Index": 96}, {"Word": "148,", "Confidence": 0.989, "X1": 0.06851, "Y1": 0.4392, "X2": 0.11462, "Y2": 0.439, "X3": 0.11462, "Y3": 0.4568, "X4": 0.06719, "Y4": 0.4568, "page": 0, "Index": 97}, {"Word": "Final", "Confidence": 0.991, "X1": 0.12121, "Y1": 0.4392, "X2": 0.17655, "Y2": 0.439, "X3": 0.17655, "Y3": 0.4558, "X4": 0.11989, "Y4": 0.4568, "page": 0, "Index": 98}, {"Word": "95.38", "Confidence": 0.994, "X1": 0.22661, "Y1": 0.4402, "X2": 0.28327, "Y2": 0.44, "X3": 0.28327, "Y3": 0.4558, "X4": 0.2253, "Y4": 0.4538, "page": 0, "Index": 99}, {"Word": "1.05", "Confidence": 0.984, "X1": 0.39789, "Y1": 0.4402, "X2": 0.44137, "Y2": 0.44, "X3": 0.44137, "Y3": 0.4558, "X4": 0.39789, "Y4": 0.4558, "page": 0, "Index": 100}, {"Word": ".020", "Confidence": 0.988, "X1": 0.61133, "Y1": 0.4422, "X2": 0.65086, "Y2": 0.442, "X3": 0.65086, "Y3": 0.4568, "X4": 0.61133, "Y4": 0.4568, "page": 0, "Index": 101}, {"Word": ".024", "Confidence": 0.988, "X1": 0.83399, "Y1": 0.4432, "X2": 0.87747, "Y2": 0.443, "X3": 0.87747, "Y3": 0.4578, "X4": 0.83399, "Y4": 0.4578, "page": 0, "Index": 102}, {"Word": "Filtered", "Confidence": 0.994, "X1": 0.02899, "Y1": 0.4562, "X2": 0.11199, "Y2": 0.456, "X3": 0.11331, "Y3": 0.4718, "X4": 0.02767, "Y4": 0.4698, "page": 0, "Index": 103}, {"Word": "T", "Confidence": 0.886, "X1": 0.00659, "Y1": 0.4872, "X2": 0.01713, "Y2": 0.487, "X3": 0.01713, "Y3": 0.5018, "X4": 0.00527, "Y4": 0.5018, "page": 0, "Index": 104}, {"Word": "001", "Confidence": 0.91, "X1": 0.02503, "Y1": 0.4882, "X2": 0.05929, "Y2": 0.488, "X3": 0.05929, "Y3": 0.5028, "X4": 0.02372, "Y4": 0.5018, "page": 0, "Index": 105}, {"Word": "0.075", "Confidence": 0.994, "X1": 0.59684, "Y1": 0.4882, "X2": 0.65217, "Y2": 0.488, "X3": 0.65217, "Y3": 0.5048, "X4": 0.59684, "Y4": 0.5058, "page": 0, "Index": 106}, {"Word": "0.087", "Confidence": 0.994, "X1": 0.82082, "Y1": 0.4902, "X2": 0.87615, "Y2": 0.49, "X3": 0.87615, "Y3": 0.5068, "X4": 0.82082, "Y4": 0.5058, "page": 0, "Index": 107}, {"Word": "002", "Confidence": 0.998, "X1": 0.02503, "Y1": 0.5202, "X2": 0.05929, "Y2": 0.52, "X3": 0.05929, "Y3": 0.5338, "X4": 0.02635, "Y4": 0.5348, "page": 0, "Index": 108}, {"Word": "0.076", "Confidence": 0.993, "X1": 0.59684, "Y1": 0.5212, "X2": 0.65217, "Y2": 0.521, "X3": 0.65217, "Y3": 0.5368, "X4": 0.59684, "Y4": 0.5368, "page": 0, "Index": 109}, {"Word": "0.088", "Confidence": 0.997, "X1": 0.8195, "Y1": 0.5222, "X2": 0.87615, "Y2": 0.522, "X3": 0.87615, "Y3": 0.5378, "X4": 0.8195, "Y4": 0.5378, "page": 0, "Index": 110}, {"Word": "003", "Confidence": 0.998, "X1": 0.02503, "Y1": 0.5522, "X2": 0.05797, "Y2": 0.552, "X3": 0.05929, "Y3": 0.5658, "X4": 0.02635, "Y4": 0.5658, "page": 0, "Index": 111}, {"Word": "0.078", "Confidence": 0.994, "X1": 0.59684, "Y1": 0.5532, "X2": 0.65349, "Y2": 0.553, "X3": 0.65349, "Y3": 0.5698, "X4": 0.59684, "Y4": 0.5698, "page": 0, "Index": 112}, {"Word": "0.087", "Confidence": 0.997, "X1": 0.8195, "Y1": 0.5552, "X2": 0.87615, "Y2": 0.555, "X3": 0.87615, "Y3": 0.5698, "X4": 0.8195, "Y4": 0.5698, "page": 0, "Index": 113}, {"Word": "004", "Confidence": 0.998, "X1": 0.02503, "Y1": 0.5842, "X2": 0.05929, "Y2": 0.584, "X3": 0.05929, "Y3": 0.5988, "X4": 0.02503, "Y4": 0.5988, "page": 0, "Index": 114}, {"Word": "0.077", "Confidence": 0.997, "X1": 0.59552, "Y1": 0.5852, "X2": 0.65086, "Y2": 0.585, "X3": 0.65086, "Y3": 0.6018, "X4": 0.59552, "Y4": 0.6018, "page": 0, "Index": 115}, {"Word": "0.086", "Confidence": 0.997, "X1": 0.8195, "Y1": 0.5862, "X2": 0.87484, "Y2": 0.586, "X3": 0.87484, "Y3": 0.6018, "X4": 0.8195, "Y4": 0.6018, "page": 0, "Index": 116}, {"Word": "005", "Confidence": 0.994, "X1": 0.02635, "Y1": 0.6162, "X2": 0.05797, "Y2": 0.616, "X3": 0.05797, "Y3": 0.6308, "X4": 0.02635, "Y4": 0.6308, "page": 0, "Index": 117}, {"Word": "0.078", "Confidence": 0.997, "X1": 0.59552, "Y1": 0.6172, "X2": 0.65217, "Y2": 0.617, "X3": 0.65217, "Y3": 0.6338, "X4": 0.59552, "Y4": 0.6338, "page": 0, "Index": 118}, {"Word": "0.088", "Confidence": 0.993, "X1": 0.8195, "Y1": 0.6192, "X2": 0.87484, "Y2": 0.619, "X3": 0.87484, "Y3": 0.6348, "X4": 0.8195, "Y4": 0.6348, "page": 0, "Index": 119}, {"Word": "006", "Confidence": 0.994, "X1": 0.02635, "Y1": 0.6482, "X2": 0.05665, "Y2": 0.648, "X3": 0.05665, "Y3": 0.6628, "X4": 0.02635, "Y4": 0.6638, "page": 0, "Index": 120}, {"Word": "0.077", "Confidence": 0.998, "X1": 0.59684, "Y1": 0.6492, "X2": 0.65217, "Y2": 0.649, "X3": 0.65217, "Y3": 0.6668, "X4": 0.59684, "Y4": 0.6658, "page": 0, "Index": 121}, {"Word": "0.087", "Confidence": 0.997, "X1": 0.8195, "Y1": 0.6512, "X2": 0.87352, "Y2": 0.651, "X3": 0.87352, "Y3": 0.6678, "X4": 0.8195, "Y4": 0.6668, "page": 0, "Index": 122}, {"Word": "007", "Confidence": 0.994, "X1": 0.02767, "Y1": 0.6802, "X2": 0.05797, "Y2": 0.68, "X3": 0.05797, "Y3": 0.6948, "X4": 0.02767, "Y4": 0.6948, "page": 0, "Index": 123}, {"Word": "0.070", "Confidence": 0.993, "X1": 0.59552, "Y1": 0.6812, "X2": 0.65349, "Y2": 0.681, "X3": 0.65349, "Y3": 0.6988, "X4": 0.59552, "Y4": 0.6978, "page": 0, "Index": 124}, {"Word": "0.079", "Confidence": 0.997, "X1": 0.82082, "Y1": 0.6822, "X2": 0.87484, "Y2": 0.682, "X3": 0.87484, "Y3": 0.6998, "X4": 0.82082, "Y4": 0.6998, "page": 0, "Index": 125}, {"Word": "008", "Confidence": 0.994, "X1": 0.02635, "Y1": 0.7132, "X2": 0.05797, "Y2": 0.713, "X3": 0.05797, "Y3": 0.7268, "X4": 0.02635, "Y4": 0.7268, "page": 0, "Index": 126}, {"Word": "0.080", "Confidence": 0.993, "X1": 0.59684, "Y1": 0.7132, "X2": 0.65086, "Y2": 0.713, "X3": 0.65086, "Y3": 0.7298, "X4": 0.59684, "Y4": 0.7298, "page": 0, "Index": 127}, {"Word": "0.088", "Confidence": 0.997, "X1": 0.8195, "Y1": 0.7152, "X2": 0.87484, "Y2": 0.715, "X3": 0.87484, "Y3": 0.7308, "X4": 0.8195, "Y4": 0.7298, "page": 0, "Index": 128}, {"Word": "009", "Confidence": 0.994, "X1": 0.02635, "Y1": 0.7442, "X2": 0.05665, "Y2": 0.744, "X3": 0.05797, "Y3": 0.7588, "X4": 0.02635, "Y4": 0.7598, "page": 0, "Index": 129}, {"Word": "0.076", "Confidence": 0.997, "X1": 0.59684, "Y1": 0.7452, "X2": 0.65217, "Y2": 0.745, "X3": 0.65217, "Y3": 0.7608, "X4": 0.59684, "Y4": 0.7618, "page": 0, "Index": 130}, {"Word": "0.085", "Confidence": 0.944, "X1": 0.81818, "Y1": 0.7462, "X2": 0.87484, "Y2": 0.746, "X3": 0.87484, "Y3": 0.7618, "X4": 0.81818, "Y4": 0.7608, "page": 0, "Index": 131}, {"Word": "010", "Confidence": 0.998, "X1": 0.02635, "Y1": 0.7762, "X2": 0.05797, "Y2": 0.776, "X3": 0.05797, "Y3": 0.7918, "X4": 0.02635, "Y4": 0.7918, "page": 0, "Index": 132}, {"Word": "0.060", "Confidence": 0.996, "X1": 0.59552, "Y1": 0.7782, "X2": 0.65086, "Y2": 0.778, "X3": 0.65086, "Y3": 0.7938, "X4": 0.59552, "Y4": 0.7928, "page": 0, "Index": 133}, {"Word": "0.077", "Confidence": 0.994, "X1": 0.8195, "Y1": 0.7792, "X2": 0.87484, "Y2": 0.779, "X3": 0.87484, "Y3": 0.7958, "X4": 0.8195, "Y4": 0.7948, "page": 0, "Index": 134}, {"Word": "014", "Confidence": 0.998, "X1": 0.02372, "Y1": 0.8072, "X2": 0.05797, "Y2": 0.807, "X3": 0.05797, "Y3": 0.8238, "X4": 0.02372, "Y4": 0.8228, "page": 0, "Index": 135}, {"Word": "0.071", "Confidence": 0.905, "X1": 0.59684, "Y1": 0.8102, "X2": 0.64822, "Y2": 0.81, "X3": 0.64822, "Y3": 0.8258, "X4": 0.59684, "Y4": 0.8248, "page": 0, "Index": 136}, {"Word": "0.080", "Confidence": 0.994, "X1": 0.81818, "Y1": 0.8102, "X2": 0.87352, "Y2": 0.81, "X3": 0.87352, "Y3": 0.8268, "X4": 0.81818, "Y4": 0.8268, "page": 0, "Index": 137}, {"Word": "018", "Confidence": 0.998, "X1": 0.02503, "Y1": 0.8402, "X2": 0.05797, "Y2": 0.84, "X3": 0.05797, "Y3": 0.8548, "X4": 0.02503, "Y4": 0.8548, "page": 0, "Index": 138}, {"Word": "0.061", "Confidence": 0.799, "X1": 0.59552, "Y1": 0.8412, "X2": 0.64954, "Y2": 0.841, "X3": 0.64954, "Y3": 0.8568, "X4": 0.59552, "Y4": 0.8578, "page": 0, "Index": 139}, {"Word": "0.073", "Confidence": 0.997, "X1": 0.81686, "Y1": 0.8422, "X2": 0.87352, "Y2": 0.842, "X3": 0.87484, "Y3": 0.8588, "X4": 0.81818, "Y4": 0.8598, "page": 0, "Index": 140}, {"Word": "022", "Confidence": 0.993, "X1": 0.02503, "Y1": 0.8732, "X2": 0.05665, "Y2": 0.873, "X3": 0.05665, "Y3": 0.8868, "X4": 0.02503, "Y4": 0.8858, "page": 0, "Index": 141}, {"Word": "0.071", "Confidence": 0.995, "X1": 0.59552, "Y1": 0.8752, "X2": 0.65086, "Y2": 0.875, "X3": 0.64954, "Y3": 0.8908, "X4": 0.5942, "Y4": 0.8898, "page": 0, "Index": 142}, {"Word": "0.081", "Confidence": 0.847, "X1": 0.81818, "Y1": 0.8752, "X2": 0.8722, "Y2": 0.875, "X3": 0.8722, "Y3": 0.8918, "X4": 0.81818, "Y4": 0.8918, "page": 0, "Index": 143}, {"Word": "50902", "Confidence": 0.996, "X1": 0.96179, "Y1": 0.9172, "X2": 0.96179, "Y2": 0.917, "X3": 0.94203, "Y3": 0.9178, "X4": 0.94071, "Y4": 0.8718, "page": 0, "Index": 144}, {"Word": "02", "Confidence": 0.83, "X1": 0.02503, "Y1": 0.9052, "X2": 0.04743, "Y2": 0.905, "X3": 0.04743, "Y3": 0.9198, "X4": 0.02503, "Y4": 0.9198, "page": 0, "Index": 145}, {"Word": "0.063", "Confidence": 0.996, "X1": 0.59552, "Y1": 0.9072, "X2": 0.65086, "Y2": 0.907, "X3": 0.65086, "Y3": 0.9218, "X4": 0.59552, "Y4": 0.9218, "page": 0, "Index": 146}, {"Word": "0.074", "Confidence": 0.994, "X1": 0.81686, "Y1": 0.9072, "X2": 0.87352, "Y2": 0.907, "X3": 0.87352, "Y3": 0.9238, "X4": 0.81686, "Y4": 0.9238, "page": 0, "Index": 147}, {"Word": "6598", "Confidence": 0.991, "X1": 0.96179, "Y1": 0.9642, "X2": 0.96047, "Y2": 0.964, "X3": 0.94071, "Y3": 0.9648, "X4": 0.94203, "Y4": 0.9268, "page": 0, "Index": 148}]}	"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"
ffmh0100	11	{"lines_data": [{"Word": "MEQ. ACIDS/ML", "Confidence": 0.987, "X1": 0.55585, "Y1": 0.0952, "X2": 0.69645, "Y2": 0.095, "X3": 0.69645, "Y3": 0.1108, "X4": 0.55585, "Y4": 0.1108, "page": 0}, {"Word": "MEQ. ACIDS & LACTONES", "Confidence": 0.9935, "X1": 0.75821, "Y1": 0.0972, "X2": 0.98555, "Y2": 0.097, "X3": 0.98555, "Y3": 0.1128, "X4": 0.75821, "Y4": 0.1118, "page": 0}, {"Word": "SAMPLE", "Confidence": 0.996, "X1": 0.07884, "Y1": 0.1082, "X2": 0.14717, "Y2": 0.108, "X3": 0.14717, "Y3": 0.1238, "X4": 0.07884, "Y4": 0.1248, "page": 0}, {"Word": "@ 30% SOLIDS", "Confidence": 0.98667, "X1": 0.55716, "Y1": 0.1122, "X2": 0.68857, "Y2": 0.112, "X3": 0.68857, "Y3": 0.1268, "X4": 0.55716, "Y4": 0.1258, "page": 0}, {"Word": "PER ML @ 30% SOLIDS", "Confidence": 0.9968, "X1": 0.7661, "Y1": 0.1122, "X2": 0.97503, "Y2": 0.112, "X3": 0.97503, "Y3": 0.1288, "X4": 0.7661, "Y4": 0.1278, "page": 0}, {"Word": "CB-Composite", "Confidence": 0.991, "X1": 0.0184, "Y1": 0.1402, "X2": 0.1498, "Y2": 0.14, "X3": 0.1498, "Y3": 0.1578, "X4": 0.0184, "Y4": 0.1578, "page": 0}, {"Word": "0.004", "Confidence": 0.993, "X1": 0.60053, "Y1": 0.1432, "X2": 0.65572, "Y2": 0.143, "X3": 0.6544, "Y3": 0.1598, "X4": 0.59921, "Y4": 0.1588, "page": 0}, {"Word": "0.017", "Confidence": 0.997, "X1": 0.8226, "Y1": 0.1442, "X2": 0.88042, "Y2": 0.144, "X3": 0.88042, "Y3": 0.1598, "X4": 0.8226, "Y4": 0.1598, "page": 0}, {"Word": "Finished Product,", "Confidence": 0.995, "X1": 0.01708, "Y1": 0.1722, "X2": 0.19974, "Y2": 0.172, "X3": 0.19974, "Y3": 0.1918, "X4": 0.01708, "Y4": 0.1898, "page": 0}, {"Word": "0.003", "Confidence": 0.993, "X1": 0.59921, "Y1": 0.1752, "X2": 0.65572, "Y2": 0.175, "X3": 0.65703, "Y3": 0.1908, "X4": 0.5979, "Y4": 0.1898, "page": 0}, {"Word": "0.014", "Confidence": 0.996, "X1": 0.81997, "Y1": 0.1762, "X2": 0.87911, "Y2": 0.176, "X3": 0.87911, "Y3": 0.1918, "X4": 0.81997, "Y4": 0.1918, "page": 0}, {"Word": "Can 1", "Confidence": 0.9235, "X1": 0.03679, "Y1": 0.1902, "X2": 0.09067, "Y2": 0.19, "X3": 0.09198, "Y3": 0.2048, "X4": 0.03811, "Y4": 0.2058, "page": 0}, {"Word": "Can 3", "Confidence": 0.9975, "X1": 0.03811, "Y1": 0.2212, "X2": 0.09461, "Y2": 0.221, "X3": 0.09461, "Y3": 0.2378, "X4": 0.03811, "Y4": 0.2378, "page": 0}, {"Word": "0.004", "Confidence": 0.993, "X1": 0.59658, "Y1": 0.2222, "X2": 0.65572, "Y2": 0.222, "X3": 0.65703, "Y3": 0.2388, "X4": 0.59658, "Y4": 0.2388, "page": 0}, {"Word": "0.014", "Confidence": 0.995, "X1": 0.81997, "Y1": 0.2242, "X2": 0.87911, "Y2": 0.224, "X3": 0.87911, "Y3": 0.2398, "X4": 0.82129, "Y4": 0.2398, "page": 0}, {"Word": "Can 4", "Confidence": 0.998, "X1": 0.03942, "Y1": 0.2542, "X2": 0.09461, "Y2": 0.254, "X3": 0.09461, "Y3": 0.2698, "X4": 0.03811, "Y4": 0.2688, "page": 0}, {"Word": "0.003", "Confidence": 0.994, "X1": 0.5979, "Y1": 0.2552, "X2": 0.6544, "Y2": 0.255, "X3": 0.6544, "Y3": 0.2718, "X4": 0.5979, "Y4": 0.2718, "page": 0}, {"Word": "0.014", "Confidence": 0.994, "X1": 0.81997, "Y1": 0.2572, "X2": 0.87911, "Y2": 0.257, "X3": 0.87911, "Y3": 0.2728, "X4": 0.81997, "Y4": 0.2728, "page": 0}, {"Word": "Can 5", "Confidence": 0.997, "X1": 0.03942, "Y1": 0.2862, "X2": 0.09593, "Y2": 0.286, "X3": 0.09461, "Y3": 0.3008, "X4": 0.03811, "Y4": 0.3008, "page": 0}, {"Word": "0.004", "Confidence": 0.994, "X1": 0.5979, "Y1": 0.2882, "X2": 0.65572, "Y2": 0.288, "X3": 0.65572, "Y3": 0.3038, "X4": 0.5979, "Y4": 0.3038, "page": 0}, {"Word": "0.017", "Confidence": 0.656, "X1": 0.82129, "Y1": 0.2892, "X2": 0.87779, "Y2": 0.289, "X3": 0.87648, "Y3": 0.3058, "X4": 0.82129, "Y4": 0.3058, "page": 0}, {"Word": "Pen-Sweet A before", "Confidence": 0.99567, "X1": 0.01445, "Y1": 0.3182, "X2": 0.20894, "Y2": 0.318, "X3": 0.20894, "Y3": 0.3348, "X4": 0.01445, "Y4": 0.3338, "page": 0}, {"Word": "0.002", "Confidence": 0.994, "X1": 0.59658, "Y1": 0.3202, "X2": 0.65572, "Y2": 0.32, "X3": 0.65572, "Y3": 0.3368, "X4": 0.59658, "Y4": 0.3368, "page": 0}, {"Word": "0.008", "Confidence": 0.994, "X1": 0.81997, "Y1": 0.3212, "X2": 0.87911, "Y2": 0.321, "X3": 0.87779, "Y3": 0.3378, "X4": 0.81997, "Y4": 0.3378, "page": 0}, {"Word": "Heat Test", "Confidence": 0.9845, "X1": 0.03548, "Y1": 0.3352, "X2": 0.13798, "Y2": 0.335, "X3": 0.13798, "Y3": 0.3498, "X4": 0.03548, "Y4": 0.3488, "page": 0}, {"Word": "Isomerose C before", "Confidence": 0.99667, "X1": 0.01577, "Y1": 0.3672, "X2": 0.20894, "Y2": 0.367, "X3": 0.20762, "Y3": 0.3828, "X4": 0.01577, "Y4": 0.3818, "page": 0}, {"Word": "0.002", "Confidence": 0.997, "X1": 0.5979, "Y1": 0.3692, "X2": 0.65572, "Y2": 0.369, "X3": 0.6544, "Y3": 0.3868, "X4": 0.5979, "Y4": 0.3848, "page": 0}, {"Word": "0.008", "Confidence": 0.995, "X1": 0.81735, "Y1": 0.3702, "X2": 0.87911, "Y2": 0.37, "X3": 0.87779, "Y3": 0.3858, "X4": 0.81735, "Y4": 0.3868, "page": 0}, {"Word": "Heat Test", "Confidence": 0.986, "X1": 0.03548, "Y1": 0.3842, "X2": 0.13666, "Y2": 0.384, "X3": 0.13666, "Y3": 0.3988, "X4": 0.03548, "Y4": 0.3968, "page": 0}, {"Word": "Pen-Sweet A after", "Confidence": 0.99667, "X1": 0.01445, "Y1": 0.4162, "X2": 0.19974, "Y2": 0.416, "X3": 0.19842, "Y3": 0.4308, "X4": 0.01445, "Y4": 0.4298, "page": 0}, {"Word": "0.003", "Confidence": 0.997, "X1": 0.59527, "Y1": 0.4182, "X2": 0.6544, "Y2": 0.418, "X3": 0.65309, "Y3": 0.4338, "X4": 0.59527, "Y4": 0.4318, "page": 0}, {"Word": "0.017", "Confidence": 0.981, "X1": 0.81866, "Y1": 0.4182, "X2": 0.87779, "Y2": 0.418, "X3": 0.87648, "Y3": 0.4338, "X4": 0.81735, "Y4": 0.4348, "page": 0}, {"Word": "Heat Test", "Confidence": 0.99, "X1": 0.03548, "Y1": 0.4322, "X2": 0.13666, "Y2": 0.432, "X3": 0.13666, "Y3": 0.4458, "X4": 0.03548, "Y4": 0.4448, "page": 0}, {"Word": "Pen-Sweet B after", "Confidence": 0.996, "X1": 0.01314, "Y1": 0.4642, "X2": 0.19711, "Y2": 0.464, "X3": 0.19711, "Y3": 0.4798, "X4": 0.01314, "Y4": 0.4788, "page": 0}, {"Word": "0.005", "Confidence": 0.997, "X1": 0.5979, "Y1": 0.4652, "X2": 0.65177, "Y2": 0.465, "X3": 0.65177, "Y3": 0.4808, "X4": 0.5979, "Y4": 0.4798, "page": 0}, {"Word": "0.020", "Confidence": 0.994, "X1": 0.81997, "Y1": 0.4652, "X2": 0.87648, "Y2": 0.465, "X3": 0.87648, "Y3": 0.4828, "X4": 0.81997, "Y4": 0.4818, "page": 0}, {"Word": "Heat Test", "Confidence": 0.9885, "X1": 0.03679, "Y1": 0.4802, "X2": 0.13403, "Y2": 0.48, "X3": 0.13403, "Y3": 0.4948, "X4": 0.03679, "Y4": 0.4938, "page": 0}, {"Word": "Isomerose C after", "Confidence": 0.99667, "X1": 0.01577, "Y1": 0.5122, "X2": 0.19842, "Y2": 0.512, "X3": 0.19842, "Y3": 0.5278, "X4": 0.01577, "Y4": 0.5268, "page": 0}, {"Word": "0.003", "Confidence": 0.993, "X1": 0.59658, "Y1": 0.5122, "X2": 0.6544, "Y2": 0.512, "X3": 0.65309, "Y3": 0.5288, "X4": 0.59658, "Y4": 0.5288, "page": 0}, {"Word": "0.011", "Confidence": 0.983, "X1": 0.81997, "Y1": 0.5132, "X2": 0.87516, "Y2": 0.513, "X3": 0.87385, "Y3": 0.5308, "X4": 0.81866, "Y4": 0.5308, "page": 0}, {"Word": "Heat Test", "Confidence": 0.9885, "X1": 0.03811, "Y1": 0.5282, "X2": 0.13535, "Y2": 0.528, "X3": 0.13535, "Y3": 0.5428, "X4": 0.03811, "Y4": 0.5418, "page": 0}, {"Word": "CC-1-1", "Confidence": 0.991, "X1": 0.01577, "Y1": 0.5592, "X2": 0.07884, "Y2": 0.559, "X3": 0.07884, "Y3": 0.5748, "X4": 0.01577, "Y4": 0.5758, "page": 0}, {"Word": "0.045", "Confidence": 0.993, "X1": 0.59527, "Y1": 0.5612, "X2": 0.65309, "Y2": 0.561, "X3": 0.65309, "Y3": 0.5768, "X4": 0.59527, "Y4": 0.5778, "page": 0}, {"Word": "0.052", "Confidence": 0.993, "X1": 0.81997, "Y1": 0.5622, "X2": 0.87648, "Y2": 0.562, "X3": 0.87516, "Y3": 0.5788, "X4": 0.81866, "Y4": 0.5788, "page": 0}, {"Word": "-7", "Confidence": 0.998, "X1": 0.0565, "Y1": 0.5922, "X2": 0.08147, "Y2": 0.592, "X3": 0.08016, "Y3": 0.6088, "X4": 0.0565, "Y4": 0.6088, "page": 0}, {"Word": "0.058", "Confidence": 0.997, "X1": 0.59527, "Y1": 0.5942, "X2": 0.65309, "Y2": 0.594, "X3": 0.65177, "Y3": 0.6098, "X4": 0.59396, "Y4": 0.6098, "page": 0}, {"Word": "0.083", "Confidence": 0.997, "X1": 0.82129, "Y1": 0.5952, "X2": 0.87516, "Y2": 0.595, "X3": 0.87516, "Y3": 0.6118, "X4": 0.81997, "Y4": 0.6108, "page": 0}, {"Word": "-14", "Confidence": 0.955, "X1": 0.0565, "Y1": 0.6222, "X2": 0.09198, "Y2": 0.622, "X3": 0.09067, "Y3": 0.6398, "X4": 0.05519, "Y4": 0.6418, "page": 0}, {"Word": "0.082", "Confidence": 0.993, "X1": 0.59658, "Y1": 0.6262, "X2": 0.65177, "Y2": 0.626, "X3": 0.65046, "Y3": 0.6428, "X4": 0.59527, "Y4": 0.6418, "page": 0}, {"Word": "0.096", "Confidence": 0.996, "X1": 0.81866, "Y1": 0.6272, "X2": 0.87385, "Y2": 0.627, "X3": 0.87385, "Y3": 0.6428, "X4": 0.81866, "Y4": 0.6418, "page": 0}, {"Word": "-17", "Confidence": 0.998, "X1": 0.0565, "Y1": 0.6542, "X2": 0.08936, "Y2": 0.654, "X3": 0.08936, "Y3": 0.6708, "X4": 0.0565, "Y4": 0.6718, "page": 0}, {"Word": "0.074", "Confidence": 0.997, "X1": 0.59658, "Y1": 0.6582, "X2": 0.65177, "Y2": 0.658, "X3": 0.65177, "Y3": 0.6738, "X4": 0.59527, "Y4": 0.6738, "page": 0}, {"Word": "0.095", "Confidence": 0.994, "X1": 0.81866, "Y1": 0.6592, "X2": 0.87385, "Y2": 0.659, "X3": 0.87385, "Y3": 0.6748, "X4": 0.81866, "Y4": 0.6748, "page": 0}, {"Word": "-20", "Confidence": 0.998, "X1": 0.05913, "Y1": 0.6862, "X2": 0.08936, "Y2": 0.686, "X3": 0.08936, "Y3": 0.7038, "X4": 0.05782, "Y4": 0.7048, "page": 0}, {"Word": "0.075", "Confidence": 0.995, "X1": 0.59658, "Y1": 0.6902, "X2": 0.65177, "Y2": 0.69, "X3": 0.65177, "Y3": 0.7078, "X4": 0.59396, "Y4": 0.7058, "page": 0}, {"Word": "0.097", "Confidence": 0.997, "X1": 0.81735, "Y1": 0.6912, "X2": 0.87516, "Y2": 0.691, "X3": 0.87385, "Y3": 0.7068, "X4": 0.81735, "Y4": 0.7068, "page": 0}, {"Word": "-23", "Confidence": 0.998, "X1": 0.05519, "Y1": 0.7172, "X2": 0.08936, "Y2": 0.717, "X3": 0.08936, "Y3": 0.7358, "X4": 0.05519, "Y4": 0.7368, "page": 0}, {"Word": "0.078", "Confidence": 0.993, "X1": 0.59527, "Y1": 0.7222, "X2": 0.65177, "Y2": 0.722, "X3": 0.65177, "Y3": 0.7378, "X4": 0.59396, "Y4": 0.7378, "page": 0}, {"Word": "0.097", "Confidence": 0.994, "X1": 0.81603, "Y1": 0.7232, "X2": 0.87516, "Y2": 0.723, "X3": 0.87385, "Y3": 0.7378, "X4": 0.81603, "Y4": 0.7388, "page": 0}, {"Word": "-26", "Confidence": 0.998, "X1": 0.0565, "Y1": 0.7502, "X2": 0.08936, "Y2": 0.75, "X3": 0.08804, "Y3": 0.7678, "X4": 0.05519, "Y4": 0.7678, "page": 0}, {"Word": "0.081", "Confidence": 0.993, "X1": 0.59396, "Y1": 0.7532, "X2": 0.64915, "Y2": 0.753, "X3": 0.64915, "Y3": 0.7688, "X4": 0.59264, "Y4": 0.7688, "page": 0}, {"Word": "0.095", "Confidence": 0.997, "X1": 0.81603, "Y1": 0.7542, "X2": 0.87385, "Y2": 0.754, "X3": 0.87385, "Y3": 0.7708, "X4": 0.81603, "Y4": 0.7698, "page": 0}, {"Word": "-29", "Confidence": 0.991, "X1": 0.0565, "Y1": 0.7832, "X2": 0.09067, "Y2": 0.783, "X3": 0.08936, "Y3": 0.7998, "X4": 0.05519, "Y4": 0.7998, "page": 0}, {"Word": "0.080", "Confidence": 0.997, "X1": 0.59264, "Y1": 0.7862, "X2": 0.65046, "Y2": 0.786, "X3": 0.64915, "Y3": 0.7998, "X4": 0.59133, "Y4": 0.8008, "page": 0}, {"Word": "0.095", "Confidence": 0.996, "X1": 0.81603, "Y1": 0.7862, "X2": 0.87385, "Y2": 0.786, "X3": 0.87385, "Y3": 0.8028, "X4": 0.81603, "Y4": 0.8028, "page": 0}, {"Word": "-32", "Confidence": 0.993, "X1": 0.05388, "Y1": 0.8122, "X2": 0.08936, "Y2": 0.812, "X3": 0.08804, "Y3": 0.8318, "X4": 0.05256, "Y4": 0.8328, "page": 0}, {"Word": "0.083", "Confidence": 0.996, "X1": 0.59396, "Y1": 0.8172, "X2": 0.65046, "Y2": 0.817, "X3": 0.64915, "Y3": 0.8338, "X4": 0.59264, "Y4": 0.8328, "page": 0}, {"Word": "0.100", "Confidence": 0.993, "X1": 0.81735, "Y1": 0.8182, "X2": 0.87516, "Y2": 0.818, "X3": 0.87516, "Y3": 0.8348, "X4": 0.81735, "Y4": 0.8358, "page": 0}, {"Word": "-35", "Confidence": 0.998, "X1": 0.05519, "Y1": 0.8452, "X2": 0.08936, "Y2": 0.845, "X3": 0.08936, "Y3": 0.8648, "X4": 0.0565, "Y4": 0.8648, "page": 0}, {"Word": "0.083", "Confidence": 0.997, "X1": 0.59396, "Y1": 0.8492, "X2": 0.64915, "Y2": 0.849, "X3": 0.64915, "Y3": 0.8648, "X4": 0.59264, "Y4": 0.8648, "page": 0}, {"Word": "0.100", "Confidence": 0.994, "X1": 0.81603, "Y1": 0.8492, "X2": 0.87385, "Y2": 0.849, "X3": 0.87516, "Y3": 0.8658, "X4": 0.81603, "Y4": 0.8668, "page": 0}, {"Word": "-38", "Confidence": 0.998, "X1": 0.05256, "Y1": 0.8782, "X2": 0.08936, "Y2": 0.878, "X3": 0.08804, "Y3": 0.8958, "X4": 0.05125, "Y4": 0.8968, "page": 0}, {"Word": "0.082", "Confidence": 0.994, "X1": 0.59396, "Y1": 0.8812, "X2": 0.64915, "Y2": 0.881, "X3": 0.64783, "Y3": 0.8968, "X4": 0.59396, "Y4": 0.8958, "page": 0}, {"Word": "0.099", "Confidence": 0.997, "X1": 0.81603, "Y1": 0.8812, "X2": 0.87385, "Y2": 0.881, "X3": 0.87385, "Y3": 0.8968, "X4": 0.81603, "Y4": 0.8988, "page": 0}, {"Word": "-41", "Confidence": 0.957, "X1": 0.05256, "Y1": 0.9092, "X2": 0.08804, "Y2": 0.909, "X3": 0.08673, "Y3": 0.9278, "X4": 0.05125, "Y4": 0.9298, "page": 0}, {"Word": "0.081", "Confidence": 0.848, "X1": 0.59264, "Y1": 0.9132, "X2": 0.6452, "Y2": 0.913, "X3": 0.64389, "Y3": 0.9278, "X4": 0.59133, "Y4": 0.9278, "page": 0}, {"Word": "0.100", "Confidence": 0.964, "X1": 0.81472, "Y1": 0.9142, "X2": 0.87385, "Y2": 0.914, "X3": 0.87385, "Y3": 0.9298, "X4": 0.81472, "Y4": 0.9308, "page": 0}, {"Word": "50902 6603", "Confidence": 0.994, "X1": 0.95269, "Y1": 0.9562, "X2": 0.95401, "Y2": 0.956, "X3": 0.93167, "Y3": 0.9558, "X4": 0.93167, "Y4": 0.8598, "page": 0}, {"Word": "-44", "Confidence": 0.994, "X1": 0.05256, "Y1": 0.9402, "X2": 0.08804, "Y2": 0.94, "X3": 0.08673, "Y3": 0.9608, "X4": 0.05256, "Y4": 0.9608, "page": 0}, {"Word": "0.082", "Confidence": 0.997, "X1": 0.59133, "Y1": 0.9452, "X2": 0.64915, "Y2": 0.945, "X3": 0.64783, "Y3": 0.9608, "X4": 0.59133, "Y4": 0.9598, "page": 0}, {"Word": "0.101", "Confidence": 0.929, "X1": 0.81603, "Y1": 0.9462, "X2": 0.86991, "Y2": 0.946, "X3": 0.86991, "Y3": 0.9618, "X4": 0.81603, "Y4": 0.9638, "page": 0}, {"Word": "-47", "Confidence": 0.998, "X1": 0.05913, "Y1": 0.9742, "X2": 0.08673, "Y2": 0.974, "X3": 0.08541, "Y3": 0.9908, "X4": 0.0565, "Y4": 0.9898, "page": 0}, {"Word": "0.083", "Confidence": 0.994, "X1": 0.59264, "Y1": 0.9772, "X2": 0.65046, "Y2": 0.977, "X3": 0.64915, "Y3": 0.9938, "X4": 0.59133, "Y4": 0.9938, "page": 0}, {"Word": "0.103", "Confidence": 0.997, "X1": 0.81472, "Y1": 0.9782, "X2": 0.87385, "Y2": 0.978, "X3": 0.87385, "Y3": 0.9948, "X4": 0.81603, "Y4": 0.9958, "page": 0}], "words_data": [{"Word": "MEQ.", "Confidence": 0.979, "X1": 0.55716, "Y1": 0.0952, "X2": 0.60315, "Y2": 0.095, "X3": 0.60184, "Y3": 0.1108, "X4": 0.55585, "Y4": 0.1108, "page": 0, "Index": 0}, {"Word": "ACIDS/ML", "Confidence": 0.995, "X1": 0.60841, "Y1": 0.0952, "X2": 0.69645, "Y2": 0.095, "X3": 0.69777, "Y3": 0.1118, "X4": 0.60841, "Y4": 0.1108, "page": 0, "Index": 1}, {"Word": "MEQ.", "Confidence": 0.991, "X1": 0.75953, "Y1": 0.0962, "X2": 0.80552, "Y2": 0.096, "X3": 0.80552, "Y3": 0.1128, "X4": 0.75821, "Y4": 0.1128, "page": 0, "Index": 2}, {"Word": "ACIDS", "Confidence": 0.997, "X1": 0.81078, "Y1": 0.0972, "X2": 0.86728, "Y2": 0.097, "X3": 0.86728, "Y3": 0.1118, "X4": 0.81078, "Y4": 0.1118, "page": 0, "Index": 3}, {"Word": "&", "Confidence": 0.991, "X1": 0.87516, "Y1": 0.0972, "X2": 0.8883, "Y2": 0.097, "X3": 0.8883, "Y3": 0.1118, "X4": 0.87516, "Y4": 0.1118, "page": 0, "Index": 4}, {"Word": "LACTONES", "Confidence": 0.995, "X1": 0.89488, "Y1": 0.0982, "X2": 0.98292, "Y2": 0.098, "X3": 0.98292, "Y3": 0.1138, "X4": 0.89488, "Y4": 0.1128, "page": 0, "Index": 5}, {"Word": "SAMPLE", "Confidence": 0.996, "X1": 0.08147, "Y1": 0.1082, "X2": 0.14586, "Y2": 0.108, "X3": 0.14717, "Y3": 0.1248, "X4": 0.08147, "Y4": 0.1248, "page": 0, "Index": 6}, {"Word": "@", "Confidence": 0.984, "X1": 0.55848, "Y1": 0.1122, "X2": 0.5703, "Y2": 0.112, "X3": 0.5703, "Y3": 0.1268, "X4": 0.55848, "Y4": 0.1268, "page": 0, "Index": 7}, {"Word": "30%", "Confidence": 0.983, "X1": 0.57687, "Y1": 0.1122, "X2": 0.61235, "Y2": 0.112, "X3": 0.61235, "Y3": 0.1268, "X4": 0.57687, "Y4": 0.1268, "page": 0, "Index": 8}, {"Word": "SOLIDS", "Confidence": 0.993, "X1": 0.61892, "Y1": 0.1132, "X2": 0.68594, "Y2": 0.113, "X3": 0.68463, "Y3": 0.1278, "X4": 0.61892, "Y4": 0.1268, "page": 0, "Index": 9}, {"Word": "PER", "Confidence": 0.998, "X1": 0.76873, "Y1": 0.1132, "X2": 0.80158, "Y2": 0.113, "X3": 0.80158, "Y3": 0.1278, "X4": 0.76873, "Y4": 0.1278, "page": 0, "Index": 10}, {"Word": "ML", "Confidence": 0.998, "X1": 0.80946, "Y1": 0.1132, "X2": 0.83574, "Y2": 0.113, "X3": 0.83574, "Y3": 0.1278, "X4": 0.80946, "Y4": 0.1278, "page": 0, "Index": 11}, {"Word": "@", "Confidence": 0.994, "X1": 0.84494, "Y1": 0.1132, "X2": 0.85677, "Y2": 0.113, "X3": 0.85677, "Y3": 0.1278, "X4": 0.84494, "Y4": 0.1278, "page": 0, "Index": 12}, {"Word": "30%", "Confidence": 0.998, "X1": 0.86597, "Y1": 0.1132, "X2": 0.89882, "Y2": 0.113, "X3": 0.89882, "Y3": 0.1288, "X4": 0.86465, "Y4": 0.1278, "page": 0, "Index": 13}, {"Word": "SOLIDS", "Confidence": 0.996, "X1": 0.9067, "Y1": 0.1132, "X2": 0.9724, "Y2": 0.113, "X3": 0.9724, "Y3": 0.1288, "X4": 0.9067, "Y4": 0.1288, "page": 0, "Index": 14}, {"Word": "CB-Composite", "Confidence": 0.991, "X1": 0.01971, "Y1": 0.1412, "X2": 0.14717, "Y2": 0.141, "X3": 0.14586, "Y3": 0.1578, "X4": 0.0184, "Y4": 0.1568, "page": 0, "Index": 15}, {"Word": "0.004", "Confidence": 0.993, "X1": 0.59921, "Y1": 0.1432, "X2": 0.6544, "Y2": 0.143, "X3": 0.6544, "Y3": 0.1598, "X4": 0.59921, "Y4": 0.1588, "page": 0, "Index": 16}, {"Word": "0.017", "Confidence": 0.997, "X1": 0.8226, "Y1": 0.1442, "X2": 0.87911, "Y2": 0.144, "X3": 0.87911, "Y3": 0.1598, "X4": 0.8226, "Y4": 0.1598, "page": 0, "Index": 17}, {"Word": "Finished", "Confidence": 0.995, "X1": 0.0184, "Y1": 0.1722, "X2": 0.10512, "Y2": 0.172, "X3": 0.10381, "Y3": 0.1898, "X4": 0.0184, "Y4": 0.1898, "page": 0, "Index": 18}, {"Word": "Product,", "Confidence": 0.995, "X1": 0.11038, "Y1": 0.1732, "X2": 0.20105, "Y2": 0.173, "X3": 0.19974, "Y3": 0.1918, "X4": 0.10907, "Y4": 0.1898, "page": 0, "Index": 19}, {"Word": "0.003", "Confidence": 0.993, "X1": 0.5979, "Y1": 0.1752, "X2": 0.6544, "Y2": 0.175, "X3": 0.6544, "Y3": 0.1908, "X4": 0.5979, "Y4": 0.1898, "page": 0, "Index": 20}, {"Word": "0.014", "Confidence": 0.996, "X1": 0.82129, "Y1": 0.1762, "X2": 0.87779, "Y2": 0.176, "X3": 0.87779, "Y3": 0.1918, "X4": 0.82129, "Y4": 0.1918, "page": 0, "Index": 21}, {"Word": "Can", "Confidence": 0.998, "X1": 0.03811, "Y1": 0.1902, "X2": 0.07096, "Y2": 0.19, "X3": 0.07096, "Y3": 0.2058, "X4": 0.03811, "Y4": 0.2058, "page": 0, "Index": 22}, {"Word": "1", "Confidence": 0.849, "X1": 0.08147, "Y1": 0.1902, "X2": 0.09067, "Y2": 0.19, "X3": 0.09198, "Y3": 0.2048, "X4": 0.08147, "Y4": 0.2058, "page": 0, "Index": 23}, {"Word": "Can", "Confidence": 0.998, "X1": 0.03811, "Y1": 0.2212, "X2": 0.07096, "Y2": 0.221, "X3": 0.07096, "Y3": 0.2378, "X4": 0.03811, "Y4": 0.2378, "page": 0, "Index": 24}, {"Word": "3", "Confidence": 0.997, "X1": 0.08147, "Y1": 0.2212, "X2": 0.0933, "Y2": 0.221, "X3": 0.0933, "Y3": 0.2378, "X4": 0.08147, "Y4": 0.2378, "page": 0, "Index": 25}, {"Word": "0.004", "Confidence": 0.993, "X1": 0.5979, "Y1": 0.2222, "X2": 0.65572, "Y2": 0.222, "X3": 0.65572, "Y3": 0.2378, "X4": 0.5979, "Y4": 0.2388, "page": 0, "Index": 26}, {"Word": "0.014", "Confidence": 0.995, "X1": 0.82129, "Y1": 0.2242, "X2": 0.87779, "Y2": 0.224, "X3": 0.87779, "Y3": 0.2398, "X4": 0.82129, "Y4": 0.2398, "page": 0, "Index": 27}, {"Word": "Can", "Confidence": 0.998, "X1": 0.03811, "Y1": 0.2542, "X2": 0.07096, "Y2": 0.254, "X3": 0.07096, "Y3": 0.2698, "X4": 0.03811, "Y4": 0.2688, "page": 0, "Index": 28}, {"Word": "4", "Confidence": 0.998, "X1": 0.08147, "Y1": 0.2542, "X2": 0.0933, "Y2": 0.254, "X3": 0.0933, "Y3": 0.2698, "X4": 0.08147, "Y4": 0.2698, "page": 0, "Index": 29}, {"Word": "0.003", "Confidence": 0.994, "X1": 0.5979, "Y1": 0.2552, "X2": 0.65309, "Y2": 0.255, "X3": 0.65309, "Y3": 0.2718, "X4": 0.5979, "Y4": 0.2718, "page": 0, "Index": 30}, {"Word": "0.014", "Confidence": 0.994, "X1": 0.82129, "Y1": 0.2572, "X2": 0.87648, "Y2": 0.257, "X3": 0.87648, "Y3": 0.2728, "X4": 0.82129, "Y4": 0.2728, "page": 0, "Index": 31}, {"Word": "Can", "Confidence": 0.998, "X1": 0.03811, "Y1": 0.2862, "X2": 0.06965, "Y2": 0.286, "X3": 0.06965, "Y3": 0.3008, "X4": 0.03811, "Y4": 0.3008, "page": 0, "Index": 32}, {"Word": "5", "Confidence": 0.996, "X1": 0.08016, "Y1": 0.2862, "X2": 0.09067, "Y2": 0.286, "X3": 0.09067, "Y3": 0.3008, "X4": 0.08016, "Y4": 0.3008, "page": 0, "Index": 33}, {"Word": "0.004", "Confidence": 0.994, "X1": 0.5979, "Y1": 0.2882, "X2": 0.65309, "Y2": 0.288, "X3": 0.65309, "Y3": 0.3038, "X4": 0.5979, "Y4": 0.3038, "page": 0, "Index": 34}, {"Word": "0.017", "Confidence": 0.656, "X1": 0.82129, "Y1": 0.2892, "X2": 0.87648, "Y2": 0.289, "X3": 0.87648, "Y3": 0.3058, "X4": 0.82129, "Y4": 0.3058, "page": 0, "Index": 35}, {"Word": "Pen-Sweet", "Confidence": 0.995, "X1": 0.01577, "Y1": 0.3192, "X2": 0.11301, "Y2": 0.319, "X3": 0.11301, "Y3": 0.3348, "X4": 0.01445, "Y4": 0.3328, "page": 0, "Index": 36}, {"Word": "A", "Confidence": 0.995, "X1": 0.12089, "Y1": 0.3192, "X2": 0.13272, "Y2": 0.319, "X3": 0.13272, "Y3": 0.3348, "X4": 0.12089, "Y4": 0.3348, "page": 0, "Index": 37}, {"Word": "before", "Confidence": 0.997, "X1": 0.1406, "Y1": 0.3182, "X2": 0.20762, "Y2": 0.318, "X3": 0.21025, "Y3": 0.3348, "X4": 0.1406, "Y4": 0.3348, "page": 0, "Index": 38}, {"Word": "0.002", "Confidence": 0.994, "X1": 0.59658, "Y1": 0.3202, "X2": 0.65309, "Y2": 0.32, "X3": 0.6544, "Y3": 0.3368, "X4": 0.59658, "Y4": 0.3368, "page": 0, "Index": 39}, {"Word": "0.008", "Confidence": 0.994, "X1": 0.81997, "Y1": 0.3212, "X2": 0.87779, "Y2": 0.321, "X3": 0.87779, "Y3": 0.3378, "X4": 0.81997, "Y4": 0.3378, "page": 0, "Index": 40}, {"Word": "Heat", "Confidence": 0.98, "X1": 0.03679, "Y1": 0.3352, "X2": 0.08147, "Y2": 0.335, "X3": 0.08016, "Y3": 0.3498, "X4": 0.03679, "Y4": 0.3488, "page": 0, "Index": 41}, {"Word": "Test", "Confidence": 0.989, "X1": 0.09067, "Y1": 0.3352, "X2": 0.13403, "Y2": 0.335, "X3": 0.13272, "Y3": 0.3508, "X4": 0.08936, "Y4": 0.3508, "page": 0, "Index": 42}, {"Word": "Isomerose", "Confidence": 0.995, "X1": 0.01708, "Y1": 0.3682, "X2": 0.1117, "Y2": 0.368, "X3": 0.11038, "Y3": 0.3818, "X4": 0.01577, "Y4": 0.3808, "page": 0, "Index": 43}, {"Word": "C", "Confidence": 0.998, "X1": 0.12089, "Y1": 0.3682, "X2": 0.13141, "Y2": 0.368, "X3": 0.13141, "Y3": 0.3828, "X4": 0.11958, "Y4": 0.3828, "page": 0, "Index": 44}, {"Word": "before", "Confidence": 0.997, "X1": 0.1406, "Y1": 0.3682, "X2": 0.20631, "Y2": 0.368, "X3": 0.20631, "Y3": 0.3838, "X4": 0.1406, "Y4": 0.3828, "page": 0, "Index": 45}, {"Word": "0.002", "Confidence": 0.997, "X1": 0.5979, "Y1": 0.3692, "X2": 0.65309, "Y2": 0.369, "X3": 0.65309, "Y3": 0.3868, "X4": 0.5979, "Y4": 0.3858, "page": 0, "Index": 46}, {"Word": "0.008", "Confidence": 0.995, "X1": 0.81866, "Y1": 0.3702, "X2": 0.87648, "Y2": 0.37, "X3": 0.87648, "Y3": 0.3858, "X4": 0.81997, "Y4": 0.3868, "page": 0, "Index": 47}, {"Word": "Heat", "Confidence": 0.981, "X1": 0.03679, "Y1": 0.3842, "X2": 0.08147, "Y2": 0.384, "X3": 0.08016, "Y3": 0.3978, "X4": 0.03679, "Y4": 0.3978, "page": 0, "Index": 48}, {"Word": "Test", "Confidence": 0.991, "X1": 0.09067, "Y1": 0.3842, "X2": 0.13403, "Y2": 0.384, "X3": 0.13272, "Y3": 0.3988, "X4": 0.09067, "Y4": 0.3978, "page": 0, "Index": 49}, {"Word": "Pen-Sweet", "Confidence": 0.995, "X1": 0.01577, "Y1": 0.4162, "X2": 0.11301, "Y2": 0.416, "X3": 0.1117, "Y3": 0.4308, "X4": 0.01577, "Y4": 0.4298, "page": 0, "Index": 50}, {"Word": "A", "Confidence": 0.997, "X1": 0.11958, "Y1": 0.4162, "X2": 0.13141, "Y2": 0.416, "X3": 0.13141, "Y3": 0.4308, "X4": 0.11958, "Y4": 0.4308, "page": 0, "Index": 51}, {"Word": "after", "Confidence": 0.998, "X1": 0.1406, "Y1": 0.4172, "X2": 0.19711, "Y2": 0.417, "X3": 0.1958, "Y3": 0.4318, "X4": 0.1406, "Y4": 0.4318, "page": 0, "Index": 52}, {"Word": "0.003", "Confidence": 0.997, "X1": 0.59658, "Y1": 0.4182, "X2": 0.65309, "Y2": 0.418, "X3": 0.65309, "Y3": 0.4338, "X4": 0.59527, "Y4": 0.4318, "page": 0, "Index": 53}, {"Word": "0.017", "Confidence": 0.981, "X1": 0.81866, "Y1": 0.4182, "X2": 0.87648, "Y2": 0.418, "X3": 0.87648, "Y3": 0.4338, "X4": 0.81866, "Y4": 0.4348, "page": 0, "Index": 54}, {"Word": "Heat", "Confidence": 0.991, "X1": 0.03679, "Y1": 0.4322, "X2": 0.08147, "Y2": 0.432, "X3": 0.08016, "Y3": 0.4458, "X4": 0.03679, "Y4": 0.4448, "page": 0, "Index": 55}, {"Word": "Test", "Confidence": 0.989, "X1": 0.08936, "Y1": 0.4332, "X2": 0.13403, "Y2": 0.433, "X3": 0.13141, "Y3": 0.4468, "X4": 0.08936, "Y4": 0.4458, "page": 0, "Index": 56}, {"Word": "Pen-Sweet", "Confidence": 0.995, "X1": 0.01445, "Y1": 0.4642, "X2": 0.1117, "Y2": 0.464, "X3": 0.1117, "Y3": 0.4798, "X4": 0.01445, "Y4": 0.4798, "page": 0, "Index": 57}, {"Word": "B", "Confidence": 0.995, "X1": 0.11958, "Y1": 0.4642, "X2": 0.13141, "Y2": 0.464, "X3": 0.13141, "Y3": 0.4798, "X4": 0.11958, "Y4": 0.4798, "page": 0, "Index": 58}, {"Word": "after", "Confidence": 0.998, "X1": 0.1406, "Y1": 0.4662, "X2": 0.1958, "Y2": 0.466, "X3": 0.1958, "Y3": 0.4808, "X4": 0.1406, "Y4": 0.4798, "page": 0, "Index": 59}, {"Word": "0.005", "Confidence": 0.997, "X1": 0.5979, "Y1": 0.4652, "X2": 0.65177, "Y2": 0.465, "X3": 0.65046, "Y3": 0.4808, "X4": 0.5979, "Y4": 0.4798, "page": 0, "Index": 60}, {"Word": "0.020", "Confidence": 0.994, "X1": 0.81997, "Y1": 0.4652, "X2": 0.87516, "Y2": 0.465, "X3": 0.87516, "Y3": 0.4828, "X4": 0.81997, "Y4": 0.4828, "page": 0, "Index": 61}, {"Word": "Heat", "Confidence": 0.988, "X1": 0.03679, "Y1": 0.4802, "X2": 0.08016, "Y2": 0.48, "X3": 0.08016, "Y3": 0.4938, "X4": 0.03679, "Y4": 0.4948, "page": 0, "Index": 62}, {"Word": "Test", "Confidence": 0.989, "X1": 0.08936, "Y1": 0.4812, "X2": 0.13272, "Y2": 0.481, "X3": 0.13141, "Y3": 0.4958, "X4": 0.08936, "Y4": 0.4938, "page": 0, "Index": 63}, {"Word": "Isomerose", "Confidence": 0.995, "X1": 0.0184, "Y1": 0.5122, "X2": 0.11038, "Y2": 0.512, "X3": 0.10907, "Y3": 0.5258, "X4": 0.01708, "Y4": 0.5268, "page": 0, "Index": 64}, {"Word": "C", "Confidence": 0.998, "X1": 0.11958, "Y1": 0.5122, "X2": 0.13141, "Y2": 0.512, "X3": 0.13009, "Y3": 0.5268, "X4": 0.11827, "Y4": 0.5258, "page": 0, "Index": 65}, {"Word": "after", "Confidence": 0.997, "X1": 0.1406, "Y1": 0.5122, "X2": 0.19448, "Y2": 0.512, "X3": 0.19317, "Y3": 0.5278, "X4": 0.13929, "Y4": 0.5268, "page": 0, "Index": 66}, {"Word": "0.003", "Confidence": 0.993, "X1": 0.59658, "Y1": 0.5122, "X2": 0.65177, "Y2": 0.512, "X3": 0.65177, "Y3": 0.5288, "X4": 0.59658, "Y4": 0.5288, "page": 0, "Index": 67}, {"Word": "0.011", "Confidence": 0.983, "X1": 0.81866, "Y1": 0.5132, "X2": 0.87385, "Y2": 0.513, "X3": 0.87385, "Y3": 0.5308, "X4": 0.81866, "Y4": 0.5308, "page": 0, "Index": 68}, {"Word": "Heat", "Confidence": 0.988, "X1": 0.03811, "Y1": 0.5282, "X2": 0.08016, "Y2": 0.528, "X3": 0.07884, "Y3": 0.5428, "X4": 0.03811, "Y4": 0.5428, "page": 0, "Index": 69}, {"Word": "Test", "Confidence": 0.989, "X1": 0.08936, "Y1": 0.5292, "X2": 0.13272, "Y2": 0.529, "X3": 0.13141, "Y3": 0.5428, "X4": 0.08804, "Y4": 0.5428, "page": 0, "Index": 70}, {"Word": "CC-1-1", "Confidence": 0.991, "X1": 0.01708, "Y1": 0.5602, "X2": 0.07884, "Y2": 0.56, "X3": 0.07753, "Y3": 0.5758, "X4": 0.01577, "Y4": 0.5758, "page": 0, "Index": 71}, {"Word": "0.045", "Confidence": 0.993, "X1": 0.59527, "Y1": 0.5612, "X2": 0.65046, "Y2": 0.561, "X3": 0.65046, "Y3": 0.5768, "X4": 0.59527, "Y4": 0.5778, "page": 0, "Index": 72}, {"Word": "0.052", "Confidence": 0.993, "X1": 0.81866, "Y1": 0.5622, "X2": 0.87516, "Y2": 0.562, "X3": 0.87516, "Y3": 0.5788, "X4": 0.81866, "Y4": 0.5788, "page": 0, "Index": 73}, {"Word": "-7", "Confidence": 0.998, "X1": 0.0565, "Y1": 0.5922, "X2": 0.07884, "Y2": 0.592, "X3": 0.08016, "Y3": 0.6088, "X4": 0.0565, "Y4": 0.6088, "page": 0, "Index": 74}, {"Word": "0.058", "Confidence": 0.997, "X1": 0.59527, "Y1": 0.5942, "X2": 0.65046, "Y2": 0.594, "X3": 0.65046, "Y3": 0.6098, "X4": 0.59527, "Y4": 0.6098, "page": 0, "Index": 75}, {"Word": "0.083", "Confidence": 0.997, "X1": 0.81997, "Y1": 0.5952, "X2": 0.87516, "Y2": 0.595, "X3": 0.87516, "Y3": 0.6118, "X4": 0.81997, "Y4": 0.6108, "page": 0, "Index": 76}, {"Word": "-14", "Confidence": 0.955, "X1": 0.05519, "Y1": 0.6222, "X2": 0.08936, "Y2": 0.622, "X3": 0.09198, "Y3": 0.6388, "X4": 0.0565, "Y4": 0.6418, "page": 0, "Index": 77}, {"Word": "0.082", "Confidence": 0.993, "X1": 0.59527, "Y1": 0.6262, "X2": 0.65046, "Y2": 0.626, "X3": 0.65046, "Y3": 0.6428, "X4": 0.59527, "Y4": 0.6418, "page": 0, "Index": 78}, {"Word": "0.096", "Confidence": 0.996, "X1": 0.81866, "Y1": 0.6272, "X2": 0.87385, "Y2": 0.627, "X3": 0.87254, "Y3": 0.6428, "X4": 0.81866, "Y4": 0.6418, "page": 0, "Index": 79}, {"Word": "-17", "Confidence": 0.998, "X1": 0.0565, "Y1": 0.6542, "X2": 0.08804, "Y2": 0.654, "X3": 0.08936, "Y3": 0.6708, "X4": 0.0565, "Y4": 0.6718, "page": 0, "Index": 80}, {"Word": "0.074", "Confidence": 0.997, "X1": 0.59527, "Y1": 0.6582, "X2": 0.65046, "Y2": 0.658, "X3": 0.65046, "Y3": 0.6738, "X4": 0.59527, "Y4": 0.6738, "page": 0, "Index": 81}, {"Word": "0.095", "Confidence": 0.994, "X1": 0.81866, "Y1": 0.6592, "X2": 0.87385, "Y2": 0.659, "X3": 0.87385, "Y3": 0.6748, "X4": 0.81866, "Y4": 0.6748, "page": 0, "Index": 82}, {"Word": "-20", "Confidence": 0.998, "X1": 0.05782, "Y1": 0.6862, "X2": 0.08804, "Y2": 0.686, "X3": 0.08936, "Y3": 0.7038, "X4": 0.05782, "Y4": 0.7048, "page": 0, "Index": 83}, {"Word": "0.075", "Confidence": 0.995, "X1": 0.59396, "Y1": 0.6902, "X2": 0.65046, "Y2": 0.69, "X3": 0.65046, "Y3": 0.7078, "X4": 0.59396, "Y4": 0.7068, "page": 0, "Index": 84}, {"Word": "0.097", "Confidence": 0.997, "X1": 0.81866, "Y1": 0.6912, "X2": 0.87516, "Y2": 0.691, "X3": 0.87516, "Y3": 0.7058, "X4": 0.81866, "Y4": 0.7068, "page": 0, "Index": 85}, {"Word": "-23", "Confidence": 0.998, "X1": 0.05519, "Y1": 0.7172, "X2": 0.08804, "Y2": 0.717, "X3": 0.08804, "Y3": 0.7358, "X4": 0.05519, "Y4": 0.7368, "page": 0, "Index": 86}, {"Word": "0.078", "Confidence": 0.993, "X1": 0.59396, "Y1": 0.7222, "X2": 0.64915, "Y2": 0.722, "X3": 0.64915, "Y3": 0.7378, "X4": 0.59396, "Y4": 0.7378, "page": 0, "Index": 87}, {"Word": "0.097", "Confidence": 0.994, "X1": 0.81735, "Y1": 0.7232, "X2": 0.87516, "Y2": 0.723, "X3": 0.87516, "Y3": 0.7378, "X4": 0.81735, "Y4": 0.7388, "page": 0, "Index": 88}, {"Word": "-26", "Confidence": 0.998, "X1": 0.05519, "Y1": 0.7502, "X2": 0.08804, "Y2": 0.75, "X3": 0.08804, "Y3": 0.7668, "X4": 0.05519, "Y4": 0.7678, "page": 0, "Index": 89}, {"Word": "0.081", "Confidence": 0.993, "X1": 0.59396, "Y1": 0.7532, "X2": 0.64783, "Y2": 0.753, "X3": 0.64915, "Y3": 0.7678, "X4": 0.59396, "Y4": 0.7688, "page": 0, "Index": 90}, {"Word": "0.095", "Confidence": 0.997, "X1": 0.81735, "Y1": 0.7542, "X2": 0.87254, "Y2": 0.754, "X3": 0.87254, "Y3": 0.7708, "X4": 0.81735, "Y4": 0.7698, "page": 0, "Index": 91}, {"Word": "-29", "Confidence": 0.991, "X1": 0.05519, "Y1": 0.7832, "X2": 0.08936, "Y2": 0.783, "X3": 0.08936, "Y3": 0.7988, "X4": 0.05519, "Y4": 0.7998, "page": 0, "Index": 92}, {"Word": "0.080", "Confidence": 0.997, "X1": 0.59396, "Y1": 0.7862, "X2": 0.64915, "Y2": 0.786, "X3": 0.64915, "Y3": 0.7998, "X4": 0.59396, "Y4": 0.8008, "page": 0, "Index": 93}, {"Word": "0.095", "Confidence": 0.996, "X1": 0.81735, "Y1": 0.7862, "X2": 0.87254, "Y2": 0.786, "X3": 0.87254, "Y3": 0.8028, "X4": 0.81735, "Y4": 0.8028, "page": 0, "Index": 94}, {"Word": "-32", "Confidence": 0.993, "X1": 0.05388, "Y1": 0.8122, "X2": 0.08936, "Y2": 0.812, "X3": 0.08936, "Y3": 0.8318, "X4": 0.05388, "Y4": 0.8328, "page": 0, "Index": 95}, {"Word": "0.083", "Confidence": 0.996, "X1": 0.59396, "Y1": 0.8172, "X2": 0.64915, "Y2": 0.817, "X3": 0.64915, "Y3": 0.8338, "X4": 0.59396, "Y4": 0.8328, "page": 0, "Index": 96}, {"Word": "0.100", "Confidence": 0.993, "X1": 0.81735, "Y1": 0.8182, "X2": 0.87254, "Y2": 0.818, "X3": 0.87254, "Y3": 0.8348, "X4": 0.81735, "Y4": 0.8358, "page": 0, "Index": 97}, {"Word": "-35", "Confidence": 0.998, "X1": 0.05519, "Y1": 0.8452, "X2": 0.08804, "Y2": 0.845, "X3": 0.08804, "Y3": 0.8648, "X4": 0.05519, "Y4": 0.8648, "page": 0, "Index": 98}, {"Word": "0.083", "Confidence": 0.997, "X1": 0.59396, "Y1": 0.8492, "X2": 0.64915, "Y2": 0.849, "X3": 0.64915, "Y3": 0.8648, "X4": 0.59396, "Y4": 0.8648, "page": 0, "Index": 99}, {"Word": "0.100", "Confidence": 0.994, "X1": 0.81603, "Y1": 0.8492, "X2": 0.87254, "Y2": 0.849, "X3": 0.87385, "Y3": 0.8658, "X4": 0.81603, "Y4": 0.8668, "page": 0, "Index": 100}, {"Word": "-38", "Confidence": 0.998, "X1": 0.05256, "Y1": 0.8772, "X2": 0.08804, "Y2": 0.877, "X3": 0.08804, "Y3": 0.8968, "X4": 0.05256, "Y4": 0.8968, "page": 0, "Index": 101}, {"Word": "0.082", "Confidence": 0.994, "X1": 0.59396, "Y1": 0.8812, "X2": 0.64915, "Y2": 0.881, "X3": 0.64783, "Y3": 0.8968, "X4": 0.59396, "Y4": 0.8958, "page": 0, "Index": 102}, {"Word": "0.099", "Confidence": 0.997, "X1": 0.81603, "Y1": 0.8812, "X2": 0.87122, "Y2": 0.881, "X3": 0.87254, "Y3": 0.8968, "X4": 0.81735, "Y4": 0.8988, "page": 0, "Index": 103}, {"Word": "50902", "Confidence": 0.998, "X1": 0.95269, "Y1": 0.9062, "X2": 0.95269, "Y2": 0.906, "X3": 0.93167, "Y3": 0.9068, "X4": 0.93167, "Y4": 0.8608, "page": 0, "Index": 104}, {"Word": "0.081", "Confidence": 0.848, "X1": 0.59264, "Y1": 0.9132, "X2": 0.6452, "Y2": 0.913, "X3": 0.6452, "Y3": 0.9278, "X4": 0.59264, "Y4": 0.9278, "page": 0, "Index": 105}, {"Word": "-41", "Confidence": 0.957, "X1": 0.05125, "Y1": 0.9092, "X2": 0.08673, "Y2": 0.909, "X3": 0.08804, "Y3": 0.9288, "X4": 0.05256, "Y4": 0.9298, "page": 0, "Index": 106}, {"Word": "0.100", "Confidence": 0.964, "X1": 0.81472, "Y1": 0.9142, "X2": 0.87254, "Y2": 0.914, "X3": 0.87254, "Y3": 0.9298, "X4": 0.81603, "Y4": 0.9308, "page": 0, "Index": 107}, {"Word": "6603", "Confidence": 0.99, "X1": 0.95401, "Y1": 0.9532, "X2": 0.95532, "Y2": 0.953, "X3": 0.93167, "Y3": 0.9538, "X4": 0.93167, "Y4": 0.9148, "page": 0, "Index": 108}, {"Word": "-44", "Confidence": 0.994, "X1": 0.05256, "Y1": 0.9402, "X2": 0.08541, "Y2": 0.94, "X3": 0.08541, "Y3": 0.9608, "X4": 0.05256, "Y4": 0.9608, "page": 0, "Index": 109}, {"Word": "0.082", "Confidence": 0.997, "X1": 0.59264, "Y1": 0.9452, "X2": 0.64783, "Y2": 0.945, "X3": 0.64783, "Y3": 0.9608, "X4": 0.59264, "Y4": 0.9598, "page": 0, "Index": 110}, {"Word": "0.101", "Confidence": 0.929, "X1": 0.81603, "Y1": 0.9462, "X2": 0.86859, "Y2": 0.946, "X3": 0.86991, "Y3": 0.9628, "X4": 0.81603, "Y4": 0.9638, "page": 0, "Index": 111}, {"Word": "-47", "Confidence": 0.998, "X1": 0.0565, "Y1": 0.9742, "X2": 0.08673, "Y2": 0.974, "X3": 0.08541, "Y3": 0.9908, "X4": 0.0565, "Y4": 0.9898, "page": 0, "Index": 112}, {"Word": "0.083", "Confidence": 0.994, "X1": 0.59133, "Y1": 0.9772, "X2": 0.64783, "Y2": 0.977, "X3": 0.64915, "Y3": 0.9928, "X4": 0.59133, "Y4": 0.9938, "page": 0, "Index": 113}, {"Word": "0.103", "Confidence": 0.997, "X1": 0.81472, "Y1": 0.9782, "X2": 0.87254, "Y2": 0.978, "X3": 0.87254, "Y3": 0.9948, "X4": 0.81603, "Y4": 0.9958, "page": 0, "Index": 114}]}	"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"
ffmh0100	7	{"lines_data": [{"Word": "MEQ. ACIDS/ML", "Confidence": 0.988, "X1": 0.55395, "Y1": 0.0922, "X2": 0.69605, "Y2": 0.092, "X3": 0.69605, "Y3": 0.1088, "X4": 0.55395, "Y4": 0.1088, "page": 0}, {"Word": "MEQ. ACIDS & LACTONES", "Confidence": 0.99275, "X1": 0.75526, "Y1": 0.0932, "X2": 0.98421, "Y2": 0.093, "X3": 0.98421, "Y3": 0.1088, "X4": 0.75526, "Y4": 0.1088, "page": 0}, {"Word": "SAMPLE", "Confidence": 0.995, "X1": 0.05789, "Y1": 0.1062, "X2": 0.125, "Y2": 0.106, "X3": 0.125, "Y3": 0.1218, "X4": 0.05789, "Y4": 0.1238, "page": 0}, {"Word": "@ 30% SOLIDS", "Confidence": 0.989, "X1": 0.55395, "Y1": 0.1082, "X2": 0.68816, "Y2": 0.108, "X3": 0.68816, "Y3": 0.1238, "X4": 0.55395, "Y4": 0.1238, "page": 0}, {"Word": "PER ML @ 30% SOLIDS", "Confidence": 0.9748, "X1": 0.76447, "Y1": 0.1102, "X2": 0.97632, "Y2": 0.11, "X3": 0.97632, "Y3": 0.1258, "X4": 0.76316, "Y4": 0.1248, "page": 0}, {"Word": "T 033", "Confidence": 0.9825, "X1": 0.00658, "Y1": 0.1392, "X2": 0.06184, "Y2": 0.139, "X3": 0.06053, "Y3": 0.1548, "X4": 0.00395, "Y4": 0.1538, "page": 0}, {"Word": "0.060", "Confidence": 0.996, "X1": 0.6, "Y1": 0.1412, "X2": 0.65395, "Y2": 0.141, "X3": 0.65263, "Y3": 0.1558, "X4": 0.6, "Y4": 0.1558, "page": 0}, {"Word": "0.070", "Confidence": 0.997, "X1": 0.82237, "Y1": 0.1412, "X2": 0.87895, "Y2": 0.141, "X3": 0.87763, "Y3": 0.1568, "X4": 0.82237, "Y4": 0.1568, "page": 0}, {"Word": "037", "Confidence": 0.991, "X1": 0.02895, "Y1": 0.1722, "X2": 0.05921, "Y2": 0.172, "X3": 0.05789, "Y3": 0.1858, "X4": 0.02763, "Y4": 0.1858, "page": 0}, {"Word": "0.067", "Confidence": 0.995, "X1": 0.6, "Y1": 0.1722, "X2": 0.65263, "Y2": 0.172, "X3": 0.65263, "Y3": 0.1888, "X4": 0.59868, "Y4": 0.1878, "page": 0}, {"Word": "0.075", "Confidence": 0.997, "X1": 0.82105, "Y1": 0.1732, "X2": 0.87763, "Y2": 0.173, "X3": 0.87763, "Y3": 0.1888, "X4": 0.81974, "Y4": 0.1888, "page": 0}, {"Word": "041", "Confidence": 0.815, "X1": 0.02632, "Y1": 0.2032, "X2": 0.05789, "Y2": 0.203, "X3": 0.05789, "Y3": 0.2188, "X4": 0.02632, "Y4": 0.2188, "page": 0}, {"Word": "0.057", "Confidence": 0.993, "X1": 0.59868, "Y1": 0.2052, "X2": 0.65263, "Y2": 0.205, "X3": 0.65263, "Y3": 0.2198, "X4": 0.59737, "Y4": 0.2198, "page": 0}, {"Word": "0.065", "Confidence": 0.997, "X1": 0.81974, "Y1": 0.2062, "X2": 0.87632, "Y2": 0.206, "X3": 0.87632, "Y3": 0.2218, "X4": 0.81974, "Y4": 0.2208, "page": 0}, {"Word": "045", "Confidence": 0.995, "X1": 0.02763, "Y1": 0.2352, "X2": 0.06053, "Y2": 0.235, "X3": 0.05921, "Y3": 0.2508, "X4": 0.02632, "Y4": 0.2508, "page": 0}, {"Word": "0.058", "Confidence": 0.997, "X1": 0.59605, "Y1": 0.2382, "X2": 0.65526, "Y2": 0.238, "X3": 0.65526, "Y3": 0.2528, "X4": 0.59605, "Y4": 0.2518, "page": 0}, {"Word": "0.066", "Confidence": 0.997, "X1": 0.81974, "Y1": 0.2392, "X2": 0.87632, "Y2": 0.239, "X3": 0.87632, "Y3": 0.2538, "X4": 0.81974, "Y4": 0.2528, "page": 0}, {"Word": "049", "Confidence": 0.993, "X1": 0.02632, "Y1": 0.2682, "X2": 0.05921, "Y2": 0.268, "X3": 0.05789, "Y3": 0.2838, "X4": 0.025, "Y4": 0.2828, "page": 0}, {"Word": "0.058", "Confidence": 0.998, "X1": 0.59342, "Y1": 0.2702, "X2": 0.65263, "Y2": 0.27, "X3": 0.65263, "Y3": 0.2848, "X4": 0.59342, "Y4": 0.2838, "page": 0}, {"Word": "0.069", "Confidence": 0.995, "X1": 0.81974, "Y1": 0.2702, "X2": 0.87632, "Y2": 0.27, "X3": 0.87632, "Y3": 0.2858, "X4": 0.81974, "Y4": 0.2858, "page": 0}, {"Word": "053", "Confidence": 0.998, "X1": 0.025, "Y1": 0.3002, "X2": 0.05789, "Y2": 0.3, "X3": 0.05789, "Y3": 0.3158, "X4": 0.025, "Y4": 0.3158, "page": 0}, {"Word": "0.059", "Confidence": 0.997, "X1": 0.59605, "Y1": 0.3012, "X2": 0.65395, "Y2": 0.301, "X3": 0.65263, "Y3": 0.3158, "X4": 0.59605, "Y4": 0.3168, "page": 0}, {"Word": "0.078", "Confidence": 0.994, "X1": 0.82105, "Y1": 0.3032, "X2": 0.87632, "Y2": 0.303, "X3": 0.87632, "Y3": 0.3188, "X4": 0.82105, "Y4": 0.3188, "page": 0}, {"Word": "057", "Confidence": 0.992, "X1": 0.02632, "Y1": 0.3322, "X2": 0.06053, "Y2": 0.332, "X3": 0.05921, "Y3": 0.3468, "X4": 0.025, "Y4": 0.3468, "page": 0}, {"Word": "0.075", "Confidence": 0.995, "X1": 0.59737, "Y1": 0.3332, "X2": 0.65263, "Y2": 0.333, "X3": 0.65263, "Y3": 0.3488, "X4": 0.59605, "Y4": 0.3498, "page": 0}, {"Word": "0.085", "Confidence": 0.997, "X1": 0.81842, "Y1": 0.3352, "X2": 0.87632, "Y2": 0.335, "X3": 0.87632, "Y3": 0.3508, "X4": 0.81842, "Y4": 0.3498, "page": 0}, {"Word": "063", "Confidence": 0.997, "X1": 0.02368, "Y1": 0.3642, "X2": 0.05921, "Y2": 0.364, "X3": 0.05789, "Y3": 0.3788, "X4": 0.02368, "Y4": 0.3788, "page": 0}, {"Word": "0.069", "Confidence": 0.993, "X1": 0.59737, "Y1": 0.3662, "X2": 0.65132, "Y2": 0.366, "X3": 0.65132, "Y3": 0.3808, "X4": 0.59605, "Y4": 0.3808, "page": 0}, {"Word": "0.078", "Confidence": 0.994, "X1": 0.81974, "Y1": 0.3672, "X2": 0.87763, "Y2": 0.367, "X3": 0.87763, "Y3": 0.3838, "X4": 0.81974, "Y4": 0.3828, "page": 0}, {"Word": "067", "Confidence": 0.994, "X1": 0.025, "Y1": 0.3972, "X2": 0.05789, "Y2": 0.397, "X3": 0.05789, "Y3": 0.4108, "X4": 0.025, "Y4": 0.4108, "page": 0}, {"Word": "0.068", "Confidence": 0.994, "X1": 0.59474, "Y1": 0.3982, "X2": 0.65263, "Y2": 0.398, "X3": 0.65132, "Y3": 0.4128, "X4": 0.59474, "Y4": 0.4128, "page": 0}, {"Word": "0.077", "Confidence": 0.991, "X1": 0.81711, "Y1": 0.3992, "X2": 0.875, "Y2": 0.399, "X3": 0.87368, "Y3": 0.4148, "X4": 0.81711, "Y4": 0.4138, "page": 0}, {"Word": "069", "Confidence": 0.991, "X1": 0.025, "Y1": 0.4292, "X2": 0.05789, "Y2": 0.429, "X3": 0.05789, "Y3": 0.4428, "X4": 0.02368, "Y4": 0.4438, "page": 0}, {"Word": "0.064", "Confidence": 0.992, "X1": 0.59605, "Y1": 0.4292, "X2": 0.65132, "Y2": 0.429, "X3": 0.65132, "Y3": 0.4448, "X4": 0.59605, "Y4": 0.4448, "page": 0}, {"Word": "0.072", "Confidence": 0.996, "X1": 0.81711, "Y1": 0.4312, "X2": 0.87632, "Y2": 0.431, "X3": 0.87632, "Y3": 0.4468, "X4": 0.81579, "Y4": 0.4468, "page": 0}, {"Word": "074", "Confidence": 0.995, "X1": 0.025, "Y1": 0.4612, "X2": 0.05789, "Y2": 0.461, "X3": 0.05658, "Y3": 0.4758, "X4": 0.025, "Y4": 0.4758, "page": 0}, {"Word": "0.073", "Confidence": 0.994, "X1": 0.59605, "Y1": 0.4622, "X2": 0.65263, "Y2": 0.462, "X3": 0.65132, "Y3": 0.4788, "X4": 0.59474, "Y4": 0.4778, "page": 0}, {"Word": "0.082", "Confidence": 0.994, "X1": 0.81842, "Y1": 0.4632, "X2": 0.875, "Y2": 0.463, "X3": 0.87368, "Y3": 0.4798, "X4": 0.81842, "Y4": 0.4798, "page": 0}, {"Word": "078", "Confidence": 0.998, "X1": 0.025, "Y1": 0.4922, "X2": 0.05789, "Y2": 0.492, "X3": 0.05789, "Y3": 0.5068, "X4": 0.02368, "Y4": 0.5058, "page": 0}, {"Word": "0.079", "Confidence": 0.994, "X1": 0.59474, "Y1": 0.4932, "X2": 0.65132, "Y2": 0.493, "X3": 0.65, "Y3": 0.5098, "X4": 0.59474, "Y4": 0.5088, "page": 0}, {"Word": "0.088", "Confidence": 0.994, "X1": 0.81974, "Y1": 0.4952, "X2": 0.875, "Y2": 0.495, "X3": 0.875, "Y3": 0.5108, "X4": 0.81842, "Y4": 0.5108, "page": 0}, {"Word": "B 001", "Confidence": 0.973, "X1": 0.00395, "Y1": 0.5252, "X2": 0.05526, "Y2": 0.525, "X3": 0.05395, "Y3": 0.5408, "X4": 0.00395, "Y4": 0.5398, "page": 0}, {"Word": "0.025", "Confidence": 0.997, "X1": 0.59605, "Y1": 0.5252, "X2": 0.65, "Y2": 0.525, "X3": 0.65, "Y3": 0.5418, "X4": 0.59474, "Y4": 0.5418, "page": 0}, {"Word": "0.027", "Confidence": 0.997, "X1": 0.81711, "Y1": 0.5272, "X2": 0.875, "Y2": 0.527, "X3": 0.87368, "Y3": 0.5428, "X4": 0.81711, "Y4": 0.5418, "page": 0}, {"Word": "002", "Confidence": 0.994, "X1": 0.025, "Y1": 0.5562, "X2": 0.05789, "Y2": 0.556, "X3": 0.05789, "Y3": 0.5718, "X4": 0.025, "Y4": 0.5718, "page": 0}, {"Word": "0.070", "Confidence": 0.993, "X1": 0.59605, "Y1": 0.5582, "X2": 0.65263, "Y2": 0.558, "X3": 0.65263, "Y3": 0.5748, "X4": 0.59474, "Y4": 0.5738, "page": 0}, {"Word": "0.083", "Confidence": 0.997, "X1": 0.81842, "Y1": 0.5602, "X2": 0.875, "Y2": 0.56, "X3": 0.87368, "Y3": 0.5758, "X4": 0.81842, "Y4": 0.5748, "page": 0}, {"Word": "003", "Confidence": 0.994, "X1": 0.025, "Y1": 0.5892, "X2": 0.05789, "Y2": 0.589, "X3": 0.05789, "Y3": 0.6038, "X4": 0.025, "Y4": 0.6038, "page": 0}, {"Word": "0.067", "Confidence": 0.997, "X1": 0.59605, "Y1": 0.5902, "X2": 0.65132, "Y2": 0.59, "X3": 0.64868, "Y3": 0.6058, "X4": 0.59605, "Y4": 0.6058, "page": 0}, {"Word": "0.084", "Confidence": 0.994, "X1": 0.81842, "Y1": 0.5912, "X2": 0.87368, "Y2": 0.591, "X3": 0.87368, "Y3": 0.6078, "X4": 0.81711, "Y4": 0.6078, "page": 0}, {"Word": "004", "Confidence": 0.994, "X1": 0.02632, "Y1": 0.6222, "X2": 0.05263, "Y2": 0.622, "X3": 0.05395, "Y3": 0.6358, "X4": 0.02632, "Y4": 0.6368, "page": 0}, {"Word": "0.073", "Confidence": 0.997, "X1": 0.59342, "Y1": 0.6222, "X2": 0.65263, "Y2": 0.622, "X3": 0.65132, "Y3": 0.6378, "X4": 0.59211, "Y4": 0.6368, "page": 0}, {"Word": "0.092", "Confidence": 0.994, "X1": 0.81842, "Y1": 0.6232, "X2": 0.87368, "Y2": 0.623, "X3": 0.87368, "Y3": 0.6398, "X4": 0.81711, "Y4": 0.6398, "page": 0}, {"Word": "005", "Confidence": 0.739, "X1": 0.02632, "Y1": 0.6532, "X2": 0.05263, "Y2": 0.653, "X3": 0.05263, "Y3": 0.6668, "X4": 0.02632, "Y4": 0.6668, "page": 0}, {"Word": "0.024", "Confidence": 0.994, "X1": 0.59474, "Y1": 0.6542, "X2": 0.65, "Y2": 0.654, "X3": 0.64868, "Y3": 0.6698, "X4": 0.59474, "Y4": 0.6698, "page": 0}, {"Word": "0.027", "Confidence": 0.993, "X1": 0.81842, "Y1": 0.6552, "X2": 0.87368, "Y2": 0.655, "X3": 0.87237, "Y3": 0.6708, "X4": 0.81842, "Y4": 0.6718, "page": 0}, {"Word": "0.077", "Confidence": 0.993, "X1": 0.59605, "Y1": 0.6862, "X2": 0.65, "Y2": 0.686, "X3": 0.65, "Y3": 0.7028, "X4": 0.59474, "Y4": 0.7018, "page": 0}, {"Word": "0.090", "Confidence": 0.994, "X1": 0.81842, "Y1": 0.6872, "X2": 0.87368, "Y2": 0.687, "X3": 0.87368, "Y3": 0.7038, "X4": 0.81711, "Y4": 0.7028, "page": 0}, {"Word": "007", "Confidence": 0.998, "X1": 0.025, "Y1": 0.7182, "X2": 0.05263, "Y2": 0.718, "X3": 0.05263, "Y3": 0.7318, "X4": 0.025, "Y4": 0.7318, "page": 0}, {"Word": "0.075", "Confidence": 0.993, "X1": 0.59474, "Y1": 0.7182, "X2": 0.64868, "Y2": 0.718, "X3": 0.64868, "Y3": 0.7338, "X4": 0.59342, "Y4": 0.7338, "page": 0}, {"Word": "0.089", "Confidence": 0.997, "X1": 0.81842, "Y1": 0.7192, "X2": 0.87237, "Y2": 0.719, "X3": 0.87237, "Y3": 0.7348, "X4": 0.81711, "Y4": 0.7348, "page": 0}, {"Word": "008", "Confidence": 0.998, "X1": 0.02632, "Y1": 0.7492, "X2": 0.05658, "Y2": 0.749, "X3": 0.05658, "Y3": 0.7628, "X4": 0.02632, "Y4": 0.7628, "page": 0}, {"Word": "0.072", "Confidence": 0.994, "X1": 0.59342, "Y1": 0.7502, "X2": 0.65, "Y2": 0.75, "X3": 0.64868, "Y3": 0.7658, "X4": 0.59342, "Y4": 0.7658, "page": 0}, {"Word": "0.085", "Confidence": 0.993, "X1": 0.81842, "Y1": 0.7512, "X2": 0.87368, "Y2": 0.751, "X3": 0.87237, "Y3": 0.7668, "X4": 0.81711, "Y4": 0.7668, "page": 0}, {"Word": "009", "Confidence": 0.638, "X1": 0.02368, "Y1": 0.7822, "X2": 0.05263, "Y2": 0.782, "X3": 0.05263, "Y3": 0.7948, "X4": 0.025, "Y4": 0.7958, "page": 0}, {"Word": "0.073", "Confidence": 0.994, "X1": 0.59605, "Y1": 0.7822, "X2": 0.65, "Y2": 0.782, "X3": 0.65, "Y3": 0.7988, "X4": 0.59474, "Y4": 0.7988, "page": 0}, {"Word": "0.088 -", "Confidence": 0.505, "X1": 0.81711, "Y1": 0.7842, "X2": 0.88553, "Y2": 0.784, "X3": 0.88421, "Y3": 0.7998, "X4": 0.81711, "Y4": 0.7988, "page": 0}, {"Word": "010", "Confidence": 0.998, "X1": 0.02368, "Y1": 0.8122, "X2": 0.05789, "Y2": 0.812, "X3": 0.05658, "Y3": 0.8268, "X4": 0.02237, "Y4": 0.8278, "page": 0}, {"Word": "0.066", "Confidence": 0.993, "X1": 0.59474, "Y1": 0.8132, "X2": 0.64868, "Y2": 0.813, "X3": 0.64868, "Y3": 0.8288, "X4": 0.59342, "Y4": 0.8298, "page": 0}, {"Word": "0.083", "Confidence": 0.994, "X1": 0.81842, "Y1": 0.8152, "X2": 0.87237, "Y2": 0.815, "X3": 0.87237, "Y3": 0.8308, "X4": 0.81579, "Y4": 0.8308, "page": 0}, {"Word": "011", "Confidence": 0.997, "X1": 0.02237, "Y1": 0.8442, "X2": 0.05526, "Y2": 0.844, "X3": 0.05526, "Y3": 0.8588, "X4": 0.02237, "Y4": 0.8588, "page": 0}, {"Word": "0.070", "Confidence": 0.994, "X1": 0.59474, "Y1": 0.8462, "X2": 0.64868, "Y2": 0.846, "X3": 0.64868, "Y3": 0.8618, "X4": 0.59211, "Y4": 0.8618, "page": 0}, {"Word": "0.088", "Confidence": 0.997, "X1": 0.81711, "Y1": 0.8482, "X2": 0.87368, "Y2": 0.848, "X3": 0.87368, "Y3": 0.8628, "X4": 0.81711, "Y4": 0.8618, "page": 0}, {"Word": "012", "Confidence": 0.998, "X1": 0.02237, "Y1": 0.8772, "X2": 0.05789, "Y2": 0.877, "X3": 0.05658, "Y3": 0.8918, "X4": 0.02237, "Y4": 0.8908, "page": 0}, {"Word": "0.070", "Confidence": 0.997, "X1": 0.59342, "Y1": 0.8782, "X2": 0.64868, "Y2": 0.878, "X3": 0.64868, "Y3": 0.8938, "X4": 0.59211, "Y4": 0.8938, "page": 0}, {"Word": "0.084", "Confidence": 0.994, "X1": 0.81579, "Y1": 0.8802, "X2": 0.87368, "Y2": 0.88, "X3": 0.87237, "Y3": 0.8938, "X4": 0.81579, "Y4": 0.8938, "page": 0}, {"Word": "013", "Confidence": 0.994, "X1": 0.02237, "Y1": 0.9092, "X2": 0.05263, "Y2": 0.909, "X3": 0.05263, "Y3": 0.9248, "X4": 0.02237, "Y4": 0.9248, "page": 0}, {"Word": "0.072", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.9112, "X2": 0.65, "Y2": 0.911, "X3": 0.64868, "Y3": 0.9268, "X4": 0.59079, "Y4": 0.9258, "page": 0}, {"Word": "0.086", "Confidence": 0.997, "X1": 0.81711, "Y1": 0.9112, "X2": 0.87237, "Y2": 0.911, "X3": 0.87105, "Y3": 0.9268, "X4": 0.81579, "Y4": 0.9278, "page": 0}, {"Word": "50902 6599", "Confidence": 0.9925, "X1": 0.95658, "Y1": 0.9752, "X2": 0.94868, "Y2": 0.975, "X3": 0.93026, "Y3": 0.9738, "X4": 0.93684, "Y4": 0.8768, "page": 0}], "words_data": [{"Word": "MEQ.", "Confidence": 0.981, "X1": 0.55526, "Y1": 0.0922, "X2": 0.60132, "Y2": 0.092, "X3": 0.60132, "Y3": 0.1088, "X4": 0.55395, "Y4": 0.1088, "page": 0, "Index": 0}, {"Word": "ACIDS/ML", "Confidence": 0.995, "X1": 0.60658, "Y1": 0.0922, "X2": 0.69605, "Y2": 0.092, "X3": 0.69605, "Y3": 0.1088, "X4": 0.60526, "Y4": 0.1088, "page": 0, "Index": 1}, {"Word": "MEQ.", "Confidence": 0.991, "X1": 0.75789, "Y1": 0.0932, "X2": 0.80395, "Y2": 0.093, "X3": 0.80263, "Y3": 0.1088, "X4": 0.75658, "Y4": 0.1088, "page": 0, "Index": 2}, {"Word": "ACIDS", "Confidence": 0.994, "X1": 0.81053, "Y1": 0.0932, "X2": 0.86711, "Y2": 0.093, "X3": 0.86579, "Y3": 0.1088, "X4": 0.80921, "Y4": 0.1088, "page": 0, "Index": 3}, {"Word": "&", "Confidence": 0.991, "X1": 0.87368, "Y1": 0.0932, "X2": 0.88816, "Y2": 0.093, "X3": 0.88684, "Y3": 0.1098, "X4": 0.87368, "Y4": 0.1098, "page": 0, "Index": 4}, {"Word": "LACTONES", "Confidence": 0.995, "X1": 0.89474, "Y1": 0.0932, "X2": 0.98421, "Y2": 0.093, "X3": 0.98421, "Y3": 0.1098, "X4": 0.89474, "Y4": 0.1098, "page": 0, "Index": 5}, {"Word": "SAMPLE", "Confidence": 0.995, "X1": 0.05789, "Y1": 0.1072, "X2": 0.12237, "Y2": 0.107, "X3": 0.12237, "Y3": 0.1228, "X4": 0.05789, "Y4": 0.1238, "page": 0, "Index": 6}, {"Word": "@", "Confidence": 0.994, "X1": 0.55658, "Y1": 0.1092, "X2": 0.56842, "Y2": 0.109, "X3": 0.56842, "Y3": 0.1248, "X4": 0.55658, "Y4": 0.1248, "page": 0, "Index": 7}, {"Word": "30%", "Confidence": 0.976, "X1": 0.57632, "Y1": 0.1092, "X2": 0.61053, "Y2": 0.109, "X3": 0.61053, "Y3": 0.1248, "X4": 0.57632, "Y4": 0.1248, "page": 0, "Index": 8}, {"Word": "SOLIDS", "Confidence": 0.997, "X1": 0.61842, "Y1": 0.1092, "X2": 0.68421, "Y2": 0.109, "X3": 0.68553, "Y3": 0.1238, "X4": 0.61842, "Y4": 0.1248, "page": 0, "Index": 9}, {"Word": "PER", "Confidence": 0.998, "X1": 0.76579, "Y1": 0.1092, "X2": 0.8, "Y2": 0.109, "X3": 0.8, "Y3": 0.1258, "X4": 0.76579, "Y4": 0.1258, "page": 0, "Index": 10}, {"Word": "ML", "Confidence": 0.998, "X1": 0.80921, "Y1": 0.1102, "X2": 0.83553, "Y2": 0.11, "X3": 0.83421, "Y3": 0.1258, "X4": 0.80789, "Y4": 0.1258, "page": 0, "Index": 11}, {"Word": "@", "Confidence": 0.884, "X1": 0.84211, "Y1": 0.1102, "X2": 0.85395, "Y2": 0.11, "X3": 0.85395, "Y3": 0.1258, "X4": 0.84211, "Y4": 0.1258, "page": 0, "Index": 12}, {"Word": "30%", "Confidence": 0.998, "X1": 0.86447, "Y1": 0.1102, "X2": 0.89868, "Y2": 0.11, "X3": 0.89737, "Y3": 0.1258, "X4": 0.86316, "Y4": 0.1258, "page": 0, "Index": 13}, {"Word": "SOLIDS", "Confidence": 0.996, "X1": 0.90658, "Y1": 0.1112, "X2": 0.97368, "Y2": 0.111, "X3": 0.97237, "Y3": 0.1258, "X4": 0.90526, "Y4": 0.1258, "page": 0, "Index": 14}, {"Word": "T", "Confidence": 0.972, "X1": 0.00526, "Y1": 0.1392, "X2": 0.01711, "Y2": 0.139, "X3": 0.01711, "Y3": 0.1548, "X4": 0.00526, "Y4": 0.1538, "page": 0, "Index": 15}, {"Word": "033", "Confidence": 0.993, "X1": 0.025, "Y1": 0.1392, "X2": 0.06053, "Y2": 0.139, "X3": 0.06053, "Y3": 0.1548, "X4": 0.025, "Y4": 0.1548, "page": 0, "Index": 16}, {"Word": "0.060", "Confidence": 0.996, "X1": 0.6, "Y1": 0.1412, "X2": 0.65263, "Y2": 0.141, "X3": 0.65263, "Y3": 0.1558, "X4": 0.6, "Y4": 0.1558, "page": 0, "Index": 17}, {"Word": "0.070", "Confidence": 0.997, "X1": 0.82237, "Y1": 0.1412, "X2": 0.87632, "Y2": 0.141, "X3": 0.87632, "Y3": 0.1568, "X4": 0.82237, "Y4": 0.1568, "page": 0, "Index": 18}, {"Word": "037", "Confidence": 0.991, "X1": 0.02763, "Y1": 0.1712, "X2": 0.05921, "Y2": 0.171, "X3": 0.05921, "Y3": 0.1858, "X4": 0.02763, "Y4": 0.1848, "page": 0, "Index": 19}, {"Word": "0.067", "Confidence": 0.995, "X1": 0.59868, "Y1": 0.1722, "X2": 0.65263, "Y2": 0.172, "X3": 0.65263, "Y3": 0.1888, "X4": 0.59868, "Y4": 0.1878, "page": 0, "Index": 20}, {"Word": "0.075", "Confidence": 0.997, "X1": 0.82105, "Y1": 0.1732, "X2": 0.87632, "Y2": 0.173, "X3": 0.87632, "Y3": 0.1888, "X4": 0.82105, "Y4": 0.1888, "page": 0, "Index": 21}, {"Word": "041", "Confidence": 0.815, "X1": 0.02632, "Y1": 0.2032, "X2": 0.05658, "Y2": 0.203, "X3": 0.05658, "Y3": 0.2188, "X4": 0.02632, "Y4": 0.2188, "page": 0, "Index": 22}, {"Word": "0.057", "Confidence": 0.993, "X1": 0.59737, "Y1": 0.2052, "X2": 0.65263, "Y2": 0.205, "X3": 0.65263, "Y3": 0.2198, "X4": 0.59737, "Y4": 0.2198, "page": 0, "Index": 23}, {"Word": "0.065", "Confidence": 0.997, "X1": 0.82105, "Y1": 0.2062, "X2": 0.87632, "Y2": 0.206, "X3": 0.875, "Y3": 0.2218, "X4": 0.82105, "Y4": 0.2208, "page": 0, "Index": 24}, {"Word": "045", "Confidence": 0.995, "X1": 0.02632, "Y1": 0.2352, "X2": 0.05921, "Y2": 0.235, "X3": 0.05921, "Y3": 0.2498, "X4": 0.02632, "Y4": 0.2508, "page": 0, "Index": 25}, {"Word": "0.058", "Confidence": 0.997, "X1": 0.59737, "Y1": 0.2382, "X2": 0.65132, "Y2": 0.238, "X3": 0.65132, "Y3": 0.2528, "X4": 0.59737, "Y4": 0.2518, "page": 0, "Index": 26}, {"Word": "0.066", "Confidence": 0.997, "X1": 0.82105, "Y1": 0.2392, "X2": 0.875, "Y2": 0.239, "X3": 0.875, "Y3": 0.2538, "X4": 0.81974, "Y4": 0.2528, "page": 0, "Index": 27}, {"Word": "049", "Confidence": 0.993, "X1": 0.025, "Y1": 0.2682, "X2": 0.05921, "Y2": 0.268, "X3": 0.05789, "Y3": 0.2838, "X4": 0.025, "Y4": 0.2828, "page": 0, "Index": 28}, {"Word": "0.058", "Confidence": 0.998, "X1": 0.59474, "Y1": 0.2712, "X2": 0.65, "Y2": 0.271, "X3": 0.65, "Y3": 0.2858, "X4": 0.59474, "Y4": 0.2848, "page": 0, "Index": 29}, {"Word": "0.069", "Confidence": 0.995, "X1": 0.81974, "Y1": 0.2702, "X2": 0.875, "Y2": 0.27, "X3": 0.87632, "Y3": 0.2848, "X4": 0.81974, "Y4": 0.2858, "page": 0, "Index": 30}, {"Word": "053", "Confidence": 0.998, "X1": 0.025, "Y1": 0.3002, "X2": 0.05658, "Y2": 0.3, "X3": 0.05658, "Y3": 0.3158, "X4": 0.025, "Y4": 0.3158, "page": 0, "Index": 31}, {"Word": "0.059", "Confidence": 0.997, "X1": 0.59605, "Y1": 0.3012, "X2": 0.65132, "Y2": 0.301, "X3": 0.65132, "Y3": 0.3158, "X4": 0.59737, "Y4": 0.3168, "page": 0, "Index": 32}, {"Word": "0.078", "Confidence": 0.994, "X1": 0.82105, "Y1": 0.3022, "X2": 0.87632, "Y2": 0.302, "X3": 0.87632, "Y3": 0.3188, "X4": 0.82105, "Y4": 0.3178, "page": 0, "Index": 33}, {"Word": "057", "Confidence": 0.992, "X1": 0.025, "Y1": 0.3322, "X2": 0.05921, "Y2": 0.332, "X3": 0.05921, "Y3": 0.3458, "X4": 0.025, "Y4": 0.3468, "page": 0, "Index": 34}, {"Word": "0.075", "Confidence": 0.995, "X1": 0.59605, "Y1": 0.3332, "X2": 0.65132, "Y2": 0.333, "X3": 0.65132, "Y3": 0.3488, "X4": 0.59605, "Y4": 0.3498, "page": 0, "Index": 35}, {"Word": "0.085", "Confidence": 0.997, "X1": 0.81974, "Y1": 0.3352, "X2": 0.875, "Y2": 0.335, "X3": 0.875, "Y3": 0.3508, "X4": 0.81974, "Y4": 0.3498, "page": 0, "Index": 36}, {"Word": "063", "Confidence": 0.997, "X1": 0.02368, "Y1": 0.3642, "X2": 0.05789, "Y2": 0.364, "X3": 0.05789, "Y3": 0.3788, "X4": 0.025, "Y4": 0.3788, "page": 0, "Index": 37}, {"Word": "0.069", "Confidence": 0.993, "X1": 0.59605, "Y1": 0.3662, "X2": 0.65, "Y2": 0.366, "X3": 0.65, "Y3": 0.3808, "X4": 0.59605, "Y4": 0.3808, "page": 0, "Index": 38}, {"Word": "0.078", "Confidence": 0.994, "X1": 0.81974, "Y1": 0.3672, "X2": 0.875, "Y2": 0.367, "X3": 0.875, "Y3": 0.3838, "X4": 0.81974, "Y4": 0.3828, "page": 0, "Index": 39}, {"Word": "067", "Confidence": 0.994, "X1": 0.025, "Y1": 0.3972, "X2": 0.05658, "Y2": 0.397, "X3": 0.05658, "Y3": 0.4108, "X4": 0.025, "Y4": 0.4108, "page": 0, "Index": 40}, {"Word": "0.068", "Confidence": 0.994, "X1": 0.59605, "Y1": 0.3982, "X2": 0.65, "Y2": 0.398, "X3": 0.65, "Y3": 0.4128, "X4": 0.59605, "Y4": 0.4128, "page": 0, "Index": 41}, {"Word": "0.077", "Confidence": 0.991, "X1": 0.81842, "Y1": 0.3992, "X2": 0.875, "Y2": 0.399, "X3": 0.87368, "Y3": 0.4148, "X4": 0.81711, "Y4": 0.4138, "page": 0, "Index": 42}, {"Word": "069", "Confidence": 0.991, "X1": 0.02368, "Y1": 0.4292, "X2": 0.05789, "Y2": 0.429, "X3": 0.05789, "Y3": 0.4428, "X4": 0.02368, "Y4": 0.4438, "page": 0, "Index": 43}, {"Word": "0.064", "Confidence": 0.992, "X1": 0.59605, "Y1": 0.4292, "X2": 0.65, "Y2": 0.429, "X3": 0.65132, "Y3": 0.4448, "X4": 0.59605, "Y4": 0.4448, "page": 0, "Index": 44}, {"Word": "0.072", "Confidence": 0.996, "X1": 0.81711, "Y1": 0.4302, "X2": 0.875, "Y2": 0.43, "X3": 0.875, "Y3": 0.4468, "X4": 0.81711, "Y4": 0.4458, "page": 0, "Index": 45}, {"Word": "074", "Confidence": 0.995, "X1": 0.025, "Y1": 0.4612, "X2": 0.05789, "Y2": 0.461, "X3": 0.05789, "Y3": 0.4758, "X4": 0.025, "Y4": 0.4758, "page": 0, "Index": 46}, {"Word": "0.073", "Confidence": 0.994, "X1": 0.59474, "Y1": 0.4622, "X2": 0.65132, "Y2": 0.462, "X3": 0.65132, "Y3": 0.4788, "X4": 0.59474, "Y4": 0.4778, "page": 0, "Index": 47}, {"Word": "0.082", "Confidence": 0.994, "X1": 0.81842, "Y1": 0.4632, "X2": 0.87368, "Y2": 0.463, "X3": 0.87368, "Y3": 0.4798, "X4": 0.81842, "Y4": 0.4798, "page": 0, "Index": 48}, {"Word": "078", "Confidence": 0.998, "X1": 0.02368, "Y1": 0.4922, "X2": 0.05658, "Y2": 0.492, "X3": 0.05658, "Y3": 0.5068, "X4": 0.02368, "Y4": 0.5058, "page": 0, "Index": 49}, {"Word": "0.079", "Confidence": 0.994, "X1": 0.59474, "Y1": 0.4932, "X2": 0.65, "Y2": 0.493, "X3": 0.65, "Y3": 0.5098, "X4": 0.59474, "Y4": 0.5098, "page": 0, "Index": 50}, {"Word": "0.088", "Confidence": 0.994, "X1": 0.81842, "Y1": 0.4952, "X2": 0.875, "Y2": 0.495, "X3": 0.875, "Y3": 0.5108, "X4": 0.81842, "Y4": 0.5108, "page": 0, "Index": 51}, {"Word": "B", "Confidence": 0.991, "X1": 0.00395, "Y1": 0.5252, "X2": 0.01711, "Y2": 0.525, "X3": 0.01711, "Y3": 0.5408, "X4": 0.00395, "Y4": 0.5398, "page": 0, "Index": 52}, {"Word": "001", "Confidence": 0.955, "X1": 0.02237, "Y1": 0.5252, "X2": 0.05395, "Y2": 0.525, "X3": 0.05395, "Y3": 0.5408, "X4": 0.02105, "Y4": 0.5408, "page": 0, "Index": 53}, {"Word": "0.025", "Confidence": 0.997, "X1": 0.59474, "Y1": 0.5252, "X2": 0.65, "Y2": 0.525, "X3": 0.65, "Y3": 0.5408, "X4": 0.59474, "Y4": 0.5418, "page": 0, "Index": 54}, {"Word": "0.027", "Confidence": 0.997, "X1": 0.81842, "Y1": 0.5272, "X2": 0.875, "Y2": 0.527, "X3": 0.875, "Y3": 0.5428, "X4": 0.81842, "Y4": 0.5418, "page": 0, "Index": 55}, {"Word": "002", "Confidence": 0.994, "X1": 0.025, "Y1": 0.5562, "X2": 0.05658, "Y2": 0.556, "X3": 0.05658, "Y3": 0.5718, "X4": 0.025, "Y4": 0.5718, "page": 0, "Index": 56}, {"Word": "0.070", "Confidence": 0.993, "X1": 0.59474, "Y1": 0.5582, "X2": 0.65, "Y2": 0.558, "X3": 0.65, "Y3": 0.5748, "X4": 0.59474, "Y4": 0.5748, "page": 0, "Index": 57}, {"Word": "0.083", "Confidence": 0.997, "X1": 0.81842, "Y1": 0.5602, "X2": 0.875, "Y2": 0.56, "X3": 0.87368, "Y3": 0.5758, "X4": 0.81842, "Y4": 0.5748, "page": 0, "Index": 58}, {"Word": "003", "Confidence": 0.994, "X1": 0.025, "Y1": 0.5892, "X2": 0.05789, "Y2": 0.589, "X3": 0.05789, "Y3": 0.6038, "X4": 0.025, "Y4": 0.6038, "page": 0, "Index": 59}, {"Word": "0.067", "Confidence": 0.997, "X1": 0.59605, "Y1": 0.5902, "X2": 0.65, "Y2": 0.59, "X3": 0.65, "Y3": 0.6058, "X4": 0.59605, "Y4": 0.6058, "page": 0, "Index": 60}, {"Word": "0.084", "Confidence": 0.994, "X1": 0.81711, "Y1": 0.5912, "X2": 0.87237, "Y2": 0.591, "X3": 0.87237, "Y3": 0.6078, "X4": 0.81711, "Y4": 0.6078, "page": 0, "Index": 61}, {"Word": "004", "Confidence": 0.994, "X1": 0.02632, "Y1": 0.6222, "X2": 0.05263, "Y2": 0.622, "X3": 0.05395, "Y3": 0.6358, "X4": 0.02632, "Y4": 0.6368, "page": 0, "Index": 62}, {"Word": "0.073", "Confidence": 0.997, "X1": 0.59342, "Y1": 0.6222, "X2": 0.65132, "Y2": 0.622, "X3": 0.65132, "Y3": 0.6378, "X4": 0.59211, "Y4": 0.6368, "page": 0, "Index": 63}, {"Word": "0.092", "Confidence": 0.994, "X1": 0.81711, "Y1": 0.6232, "X2": 0.87237, "Y2": 0.623, "X3": 0.87237, "Y3": 0.6388, "X4": 0.81711, "Y4": 0.6398, "page": 0, "Index": 64}, {"Word": "005", "Confidence": 0.739, "X1": 0.02632, "Y1": 0.6532, "X2": 0.05132, "Y2": 0.653, "X3": 0.05263, "Y3": 0.6668, "X4": 0.02632, "Y4": 0.6668, "page": 0, "Index": 65}, {"Word": "0.024", "Confidence": 0.994, "X1": 0.59474, "Y1": 0.6542, "X2": 0.65, "Y2": 0.654, "X3": 0.65, "Y3": 0.6698, "X4": 0.59474, "Y4": 0.6698, "page": 0, "Index": 66}, {"Word": "0.027", "Confidence": 0.993, "X1": 0.81842, "Y1": 0.6552, "X2": 0.87237, "Y2": 0.655, "X3": 0.87368, "Y3": 0.6708, "X4": 0.81842, "Y4": 0.6718, "page": 0, "Index": 67}, {"Word": "0.077", "Confidence": 0.993, "X1": 0.59474, "Y1": 0.6862, "X2": 0.65, "Y2": 0.686, "X3": 0.65, "Y3": 0.7028, "X4": 0.59474, "Y4": 0.7018, "page": 0, "Index": 68}, {"Word": "0.090", "Confidence": 0.994, "X1": 0.81711, "Y1": 0.6872, "X2": 0.87237, "Y2": 0.687, "X3": 0.87237, "Y3": 0.7038, "X4": 0.81711, "Y4": 0.7028, "page": 0, "Index": 69}, {"Word": "007", "Confidence": 0.998, "X1": 0.025, "Y1": 0.7182, "X2": 0.05263, "Y2": 0.718, "X3": 0.05263, "Y3": 0.7318, "X4": 0.025, "Y4": 0.7318, "page": 0, "Index": 70}, {"Word": "0.075", "Confidence": 0.993, "X1": 0.59342, "Y1": 0.7182, "X2": 0.64868, "Y2": 0.718, "X3": 0.64868, "Y3": 0.7338, "X4": 0.59342, "Y4": 0.7338, "page": 0, "Index": 71}, {"Word": "0.089", "Confidence": 0.997, "X1": 0.81711, "Y1": 0.7192, "X2": 0.87237, "Y2": 0.719, "X3": 0.87237, "Y3": 0.7348, "X4": 0.81711, "Y4": 0.7348, "page": 0, "Index": 72}, {"Word": "008", "Confidence": 0.998, "X1": 0.02632, "Y1": 0.7492, "X2": 0.05526, "Y2": 0.749, "X3": 0.05526, "Y3": 0.7628, "X4": 0.02632, "Y4": 0.7628, "page": 0, "Index": 73}, {"Word": "0.072", "Confidence": 0.994, "X1": 0.59342, "Y1": 0.7502, "X2": 0.65, "Y2": 0.75, "X3": 0.65, "Y3": 0.7658, "X4": 0.59342, "Y4": 0.7658, "page": 0, "Index": 74}, {"Word": "0.085", "Confidence": 0.993, "X1": 0.81711, "Y1": 0.7512, "X2": 0.87237, "Y2": 0.751, "X3": 0.87237, "Y3": 0.7668, "X4": 0.81711, "Y4": 0.7668, "page": 0, "Index": 75}, {"Word": "009", "Confidence": 0.638, "X1": 0.02368, "Y1": 0.7822, "X2": 0.05132, "Y2": 0.782, "X3": 0.05132, "Y3": 0.7948, "X4": 0.02368, "Y4": 0.7958, "page": 0, "Index": 76}, {"Word": "0.073", "Confidence": 0.994, "X1": 0.59474, "Y1": 0.7822, "X2": 0.65, "Y2": 0.782, "X3": 0.65, "Y3": 0.7988, "X4": 0.59474, "Y4": 0.7988, "page": 0, "Index": 77}, {"Word": "0.088", "Confidence": 0.994, "X1": 0.81842, "Y1": 0.7852, "X2": 0.87237, "Y2": 0.785, "X3": 0.87237, "Y3": 0.8008, "X4": 0.81711, "Y4": 0.7988, "page": 0, "Index": 78}, {"Word": "-", "Confidence": 0.016, "X1": 0.87763, "Y1": 0.7852, "X2": 0.88421, "Y2": 0.785, "X3": 0.88421, "Y3": 0.8008, "X4": 0.87763, "Y4": 0.8008, "page": 0, "Index": 79}, {"Word": "010", "Confidence": 0.998, "X1": 0.02237, "Y1": 0.8122, "X2": 0.05395, "Y2": 0.812, "X3": 0.05395, "Y3": 0.8268, "X4": 0.02237, "Y4": 0.8278, "page": 0, "Index": 80}, {"Word": "0.066", "Confidence": 0.993, "X1": 0.59342, "Y1": 0.8132, "X2": 0.64737, "Y2": 0.813, "X3": 0.64868, "Y3": 0.8288, "X4": 0.59342, "Y4": 0.8298, "page": 0, "Index": 81}, {"Word": "0.083", "Confidence": 0.994, "X1": 0.81579, "Y1": 0.8152, "X2": 0.87237, "Y2": 0.815, "X3": 0.87237, "Y3": 0.8308, "X4": 0.81579, "Y4": 0.8308, "page": 0, "Index": 82}, {"Word": "011", "Confidence": 0.997, "X1": 0.02237, "Y1": 0.8442, "X2": 0.05526, "Y2": 0.844, "X3": 0.05526, "Y3": 0.8578, "X4": 0.02237, "Y4": 0.8588, "page": 0, "Index": 83}, {"Word": "0.070", "Confidence": 0.994, "X1": 0.59211, "Y1": 0.8462, "X2": 0.64868, "Y2": 0.846, "X3": 0.64868, "Y3": 0.8618, "X4": 0.59211, "Y4": 0.8618, "page": 0, "Index": 84}, {"Word": "0.088", "Confidence": 0.997, "X1": 0.81711, "Y1": 0.8482, "X2": 0.87237, "Y2": 0.848, "X3": 0.87237, "Y3": 0.8628, "X4": 0.81711, "Y4": 0.8618, "page": 0, "Index": 85}, {"Word": "012", "Confidence": 0.998, "X1": 0.02237, "Y1": 0.8772, "X2": 0.05526, "Y2": 0.877, "X3": 0.05526, "Y3": 0.8918, "X4": 0.02237, "Y4": 0.8908, "page": 0, "Index": 86}, {"Word": "0.070", "Confidence": 0.997, "X1": 0.59342, "Y1": 0.8782, "X2": 0.64737, "Y2": 0.878, "X3": 0.64737, "Y3": 0.8938, "X4": 0.59342, "Y4": 0.8938, "page": 0, "Index": 87}, {"Word": "0.084", "Confidence": 0.994, "X1": 0.81579, "Y1": 0.8792, "X2": 0.87237, "Y2": 0.879, "X3": 0.87237, "Y3": 0.8938, "X4": 0.81579, "Y4": 0.8928, "page": 0, "Index": 88}, {"Word": "013", "Confidence": 0.994, "X1": 0.02237, "Y1": 0.9092, "X2": 0.05132, "Y2": 0.909, "X3": 0.05132, "Y3": 0.9248, "X4": 0.02237, "Y4": 0.9248, "page": 0, "Index": 89}, {"Word": "0.072", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.9112, "X2": 0.64868, "Y2": 0.911, "X3": 0.64868, "Y3": 0.9268, "X4": 0.59079, "Y4": 0.9258, "page": 0, "Index": 90}, {"Word": "0.086", "Confidence": 0.997, "X1": 0.81579, "Y1": 0.9112, "X2": 0.87105, "Y2": 0.911, "X3": 0.87105, "Y3": 0.9268, "X4": 0.81579, "Y4": 0.9278, "page": 0, "Index": 91}, {"Word": "50902", "Confidence": 0.994, "X1": 0.95789, "Y1": 0.9252, "X2": 0.95395, "Y2": 0.925, "X3": 0.93421, "Y3": 0.9248, "X4": 0.93684, "Y4": 0.8778, "page": 0, "Index": 92}, {"Word": "6599", "Confidence": 0.991, "X1": 0.95263, "Y1": 0.9712, "X2": 0.95, "Y2": 0.971, "X3": 0.93026, "Y3": 0.9708, "X4": 0.93289, "Y4": 0.9338, "page": 0, "Index": 93}]}	"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"
ffmh0100	9	{"lines_data": [{"Word": "MEQ. ACIDS/ML", "Confidence": 0.9915, "X1": 0.55263, "Y1": 0.0882, "X2": 0.69342, "Y2": 0.088, "X3": 0.69342, "Y3": 0.1048, "X4": 0.55263, "Y4": 0.1048, "page": 0}, {"Word": "MEQ. ACIDS & LACTONES", "Confidence": 0.9845, "X1": 0.75526, "Y1": 0.0892, "X2": 0.98158, "Y2": 0.089, "X3": 0.98158, "Y3": 0.1068, "X4": 0.75526, "Y4": 0.1058, "page": 0}, {"Word": "SAMPLE", "Confidence": 0.994, "X1": 0.05658, "Y1": 0.1052, "X2": 0.12368, "Y2": 0.105, "X3": 0.125, "Y3": 0.1208, "X4": 0.05658, "Y4": 0.1218, "page": 0}, {"Word": "@ 30% SOLIDS", "Confidence": 0.91667, "X1": 0.55395, "Y1": 0.1052, "X2": 0.68421, "Y2": 0.105, "X3": 0.68421, "Y3": 0.1218, "X4": 0.55395, "Y4": 0.1208, "page": 0}, {"Word": "PER ML @ 30% SOLIDS", "Confidence": 0.9892, "X1": 0.76579, "Y1": 0.1062, "X2": 0.96974, "Y2": 0.106, "X3": 0.96974, "Y3": 0.1218, "X4": 0.76579, "Y4": 0.1218, "page": 0}, {"Word": "B 038", "Confidence": 0.996, "X1": 0.00395, "Y1": 0.1382, "X2": 0.06053, "Y2": 0.138, "X3": 0.05921, "Y3": 0.1528, "X4": 0.00395, "Y4": 0.1518, "page": 0}, {"Word": "0.057", "Confidence": 0.997, "X1": 0.59868, "Y1": 0.1382, "X2": 0.65263, "Y2": 0.138, "X3": 0.65132, "Y3": 0.1528, "X4": 0.59737, "Y4": 0.1528, "page": 0}, {"Word": "0.071", "Confidence": 0.846, "X1": 0.82105, "Y1": 0.1382, "X2": 0.87368, "Y2": 0.138, "X3": 0.87368, "Y3": 0.1528, "X4": 0.81974, "Y4": 0.1528, "page": 0}, {"Word": "039", "Confidence": 0.994, "X1": 0.025, "Y1": 0.1702, "X2": 0.05789, "Y2": 0.17, "X3": 0.05789, "Y3": 0.1848, "X4": 0.025, "Y4": 0.1848, "page": 0}, {"Word": "0.026", "Confidence": 0.997, "X1": 0.59737, "Y1": 0.1692, "X2": 0.65263, "Y2": 0.169, "X3": 0.65132, "Y3": 0.1848, "X4": 0.59737, "Y4": 0.1848, "page": 0}, {"Word": "0.031", "Confidence": 0.918, "X1": 0.81974, "Y1": 0.1692, "X2": 0.87368, "Y2": 0.169, "X3": 0.87237, "Y3": 0.1838, "X4": 0.81974, "Y4": 0.1848, "page": 0}, {"Word": "040", "Confidence": 0.998, "X1": 0.02632, "Y1": 0.2022, "X2": 0.05789, "Y2": 0.202, "X3": 0.05658, "Y3": 0.2168, "X4": 0.02632, "Y4": 0.2168, "page": 0}, {"Word": "0.060", "Confidence": 0.993, "X1": 0.59737, "Y1": 0.2022, "X2": 0.65132, "Y2": 0.202, "X3": 0.65132, "Y3": 0.2168, "X4": 0.59605, "Y4": 0.2168, "page": 0}, {"Word": "0.079", "Confidence": 0.994, "X1": 0.81974, "Y1": 0.2012, "X2": 0.875, "Y2": 0.201, "X3": 0.875, "Y3": 0.2168, "X4": 0.81974, "Y4": 0.2178, "page": 0}, {"Word": "041", "Confidence": 0.994, "X1": 0.02632, "Y1": 0.2332, "X2": 0.05526, "Y2": 0.233, "X3": 0.05526, "Y3": 0.2488, "X4": 0.02632, "Y4": 0.2488, "page": 0}, {"Word": "0.060", "Confidence": 0.997, "X1": 0.59605, "Y1": 0.2342, "X2": 0.65263, "Y2": 0.234, "X3": 0.65263, "Y3": 0.2488, "X4": 0.59474, "Y4": 0.2488, "page": 0}, {"Word": "0.076", "Confidence": 0.997, "X1": 0.81711, "Y1": 0.2342, "X2": 0.87368, "Y2": 0.234, "X3": 0.87368, "Y3": 0.2488, "X4": 0.81711, "Y4": 0.2488, "page": 0}, {"Word": "043", "Confidence": 0.994, "X1": 0.025, "Y1": 0.2662, "X2": 0.05921, "Y2": 0.266, "X3": 0.05921, "Y3": 0.2808, "X4": 0.025, "Y4": 0.2818, "page": 0}, {"Word": "0.067", "Confidence": 0.992, "X1": 0.59868, "Y1": 0.2662, "X2": 0.65132, "Y2": 0.266, "X3": 0.65, "Y3": 0.2818, "X4": 0.59737, "Y4": 0.2818, "page": 0}, {"Word": "0.083", "Confidence": 0.997, "X1": 0.82105, "Y1": 0.2662, "X2": 0.875, "Y2": 0.266, "X3": 0.87368, "Y3": 0.2818, "X4": 0.81974, "Y4": 0.2818, "page": 0}, {"Word": "044", "Confidence": 0.994, "X1": 0.025, "Y1": 0.2982, "X2": 0.05921, "Y2": 0.298, "X3": 0.05789, "Y3": 0.3138, "X4": 0.025, "Y4": 0.3138, "page": 0}, {"Word": "0.067", "Confidence": 0.997, "X1": 0.59605, "Y1": 0.2982, "X2": 0.65263, "Y2": 0.298, "X3": 0.65263, "Y3": 0.3138, "X4": 0.59605, "Y4": 0.3138, "page": 0}, {"Word": "0.084", "Confidence": 0.993, "X1": 0.81974, "Y1": 0.2982, "X2": 0.87368, "Y2": 0.298, "X3": 0.87368, "Y3": 0.3148, "X4": 0.81842, "Y4": 0.3138, "page": 0}, {"Word": "045", "Confidence": 0.998, "X1": 0.025, "Y1": 0.3302, "X2": 0.05789, "Y2": 0.33, "X3": 0.05789, "Y3": 0.3458, "X4": 0.02368, "Y4": 0.3458, "page": 0}, {"Word": "0.075", "Confidence": 0.993, "X1": 0.59737, "Y1": 0.3302, "X2": 0.65132, "Y2": 0.33, "X3": 0.65132, "Y3": 0.3468, "X4": 0.59605, "Y4": 0.3458, "page": 0}, {"Word": "0.090", "Confidence": 0.992, "X1": 0.81842, "Y1": 0.3302, "X2": 0.875, "Y2": 0.33, "X3": 0.875, "Y3": 0.3468, "X4": 0.81842, "Y4": 0.3458, "page": 0}, {"Word": "0.067", "Confidence": 0.633, "X1": 0.59605, "Y1": 0.3632, "X2": 0.65, "Y2": 0.363, "X3": 0.65, "Y3": 0.3778, "X4": 0.59605, "Y4": 0.3768, "page": 0}, {"Word": "0.065", "Confidence": 0.996, "X1": 0.81711, "Y1": 0.3632, "X2": 0.875, "Y2": 0.363, "X3": 0.875, "Y3": 0.3778, "X4": 0.81579, "Y4": 0.3778, "page": 0}, {"Word": "C-1", "Confidence": 0.991, "X1": 0.00132, "Y1": 0.3622, "X2": 0.03684, "Y2": 0.362, "X3": 0.03553, "Y3": 0.3788, "X4": 0.00132, "Y4": 0.3788, "page": 0}, {"Word": "-3", "Confidence": 0.998, "X1": 0.01447, "Y1": 0.3942, "X2": 0.03947, "Y2": 0.394, "X3": 0.04079, "Y3": 0.4108, "X4": 0.01447, "Y4": 0.4108, "page": 0}, {"Word": "0.072", "Confidence": 0.994, "X1": 0.59605, "Y1": 0.3942, "X2": 0.65263, "Y2": 0.394, "X3": 0.65263, "Y3": 0.4098, "X4": 0.59474, "Y4": 0.4088, "page": 0}, {"Word": "0.084", "Confidence": 0.896, "X1": 0.81842, "Y1": 0.3942, "X2": 0.87632, "Y2": 0.394, "X3": 0.875, "Y3": 0.4098, "X4": 0.81711, "Y4": 0.4098, "page": 0}, {"Word": "-4", "Confidence": 0.998, "X1": 0.01447, "Y1": 0.4262, "X2": 0.03947, "Y2": 0.426, "X3": 0.03947, "Y3": 0.4418, "X4": 0.01447, "Y4": 0.4428, "page": 0}, {"Word": "0.077", "Confidence": 0.991, "X1": 0.59474, "Y1": 0.4262, "X2": 0.65132, "Y2": 0.426, "X3": 0.65132, "Y3": 0.4418, "X4": 0.59474, "Y4": 0.4418, "page": 0}, {"Word": "0.087", "Confidence": 0.994, "X1": 0.81842, "Y1": 0.4272, "X2": 0.87368, "Y2": 0.427, "X3": 0.87237, "Y3": 0.4428, "X4": 0.81842, "Y4": 0.4418, "page": 0}, {"Word": "-5", "Confidence": 0.997, "X1": 0.01447, "Y1": 0.4582, "X2": 0.03947, "Y2": 0.458, "X3": 0.03947, "Y3": 0.4738, "X4": 0.01447, "Y4": 0.4738, "page": 0}, {"Word": "0.022", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.4582, "X2": 0.65132, "Y2": 0.458, "X3": 0.65132, "Y3": 0.4728, "X4": 0.59342, "Y4": 0.4738, "page": 0}, {"Word": "0.024", "Confidence": 0.993, "X1": 0.81842, "Y1": 0.4582, "X2": 0.87368, "Y2": 0.458, "X3": 0.87368, "Y3": 0.4738, "X4": 0.81842, "Y4": 0.4738, "page": 0}, {"Word": "-7", "Confidence": 0.998, "X1": 0.01447, "Y1": 0.4902, "X2": 0.03816, "Y2": 0.49, "X3": 0.03816, "Y3": 0.5068, "X4": 0.01447, "Y4": 0.5068, "page": 0}, {"Word": "0.031", "Confidence": 0.994, "X1": 0.59605, "Y1": 0.4902, "X2": 0.64868, "Y2": 0.49, "X3": 0.64868, "Y3": 0.5058, "X4": 0.59474, "Y4": 0.5058, "page": 0}, {"Word": "0.034", "Confidence": 0.993, "X1": 0.81842, "Y1": 0.4902, "X2": 0.875, "Y2": 0.49, "X3": 0.875, "Y3": 0.5068, "X4": 0.81842, "Y4": 0.5068, "page": 0}, {"Word": "0.049", "Confidence": 0.993, "X1": 0.59605, "Y1": 0.5212, "X2": 0.65132, "Y2": 0.521, "X3": 0.65132, "Y3": 0.5378, "X4": 0.59474, "Y4": 0.5378, "page": 0}, {"Word": "-9", "Confidence": 0.998, "X1": 0.01447, "Y1": 0.5222, "X2": 0.03947, "Y2": 0.522, "X3": 0.03947, "Y3": 0.5388, "X4": 0.01447, "Y4": 0.5398, "page": 0}, {"Word": "0.057", "Confidence": 0.994, "X1": 0.81842, "Y1": 0.5232, "X2": 0.87368, "Y2": 0.523, "X3": 0.87237, "Y3": 0.5388, "X4": 0.81842, "Y4": 0.5388, "page": 0}, {"Word": "-11", "Confidence": 0.955, "X1": 0.01316, "Y1": 0.5522, "X2": 0.04474, "Y2": 0.552, "X3": 0.04737, "Y3": 0.5708, "X4": 0.01447, "Y4": 0.5718, "page": 0}, {"Word": "0.061", "Confidence": 0.9, "X1": 0.59474, "Y1": 0.5552, "X2": 0.65, "Y2": 0.555, "X3": 0.65, "Y3": 0.5708, "X4": 0.59474, "Y4": 0.5708, "page": 0}, {"Word": "0.069", "Confidence": 0.994, "X1": 0.81711, "Y1": 0.5542, "X2": 0.87368, "Y2": 0.554, "X3": 0.87368, "Y3": 0.5708, "X4": 0.81711, "Y4": 0.5718, "page": 0}, {"Word": "-13", "Confidence": 0.994, "X1": 0.01447, "Y1": 0.5852, "X2": 0.04868, "Y2": 0.585, "X3": 0.04868, "Y3": 0.6028, "X4": 0.01316, "Y4": 0.6028, "page": 0}, {"Word": "0.062", "Confidence": 0.996, "X1": 0.59605, "Y1": 0.5862, "X2": 0.65263, "Y2": 0.586, "X3": 0.65263, "Y3": 0.6028, "X4": 0.59605, "Y4": 0.6028, "page": 0}, {"Word": "0.072", "Confidence": 0.993, "X1": 0.81842, "Y1": 0.5872, "X2": 0.87368, "Y2": 0.587, "X3": 0.87237, "Y3": 0.6028, "X4": 0.81842, "Y4": 0.6038, "page": 0}, {"Word": "-15", "Confidence": 0.998, "X1": 0.01842, "Y1": 0.6192, "X2": 0.04868, "Y2": 0.619, "X3": 0.04605, "Y3": 0.6358, "X4": 0.01711, "Y4": 0.6358, "page": 0}, {"Word": "0.066", "Confidence": 0.997, "X1": 0.59605, "Y1": 0.6182, "X2": 0.65132, "Y2": 0.618, "X3": 0.65132, "Y3": 0.6328, "X4": 0.59605, "Y4": 0.6338, "page": 0}, {"Word": "0.074", "Confidence": 0.994, "X1": 0.81842, "Y1": 0.6182, "X2": 0.87368, "Y2": 0.618, "X3": 0.87368, "Y3": 0.6348, "X4": 0.81842, "Y4": 0.6358, "page": 0}, {"Word": "-17", "Confidence": 0.998, "X1": 0.01711, "Y1": 0.6502, "X2": 0.04737, "Y2": 0.65, "X3": 0.04605, "Y3": 0.6678, "X4": 0.01711, "Y4": 0.6688, "page": 0}, {"Word": "0.067", "Confidence": 0.994, "X1": 0.59737, "Y1": 0.6512, "X2": 0.65132, "Y2": 0.651, "X3": 0.65132, "Y3": 0.6678, "X4": 0.59605, "Y4": 0.6668, "page": 0}, {"Word": "0.074", "Confidence": 0.995, "X1": 0.81711, "Y1": 0.6502, "X2": 0.87368, "Y2": 0.65, "X3": 0.87237, "Y3": 0.6678, "X4": 0.81579, "Y4": 0.6668, "page": 0}, {"Word": "-19", "Confidence": 0.994, "X1": 0.01579, "Y1": 0.6822, "X2": 0.04868, "Y2": 0.682, "X3": 0.04737, "Y3": 0.6998, "X4": 0.01579, "Y4": 0.7008, "page": 0}, {"Word": "0.066", "Confidence": 0.955, "X1": 0.59737, "Y1": 0.6832, "X2": 0.65132, "Y2": 0.683, "X3": 0.65132, "Y3": 0.6988, "X4": 0.59605, "Y4": 0.6988, "page": 0}, {"Word": "0.071", "Confidence": 0.877, "X1": 0.81711, "Y1": 0.6822, "X2": 0.87368, "Y2": 0.682, "X3": 0.87368, "Y3": 0.6998, "X4": 0.81711, "Y4": 0.6998, "page": 0}, {"Word": "-21", "Confidence": 0.998, "X1": 0.01579, "Y1": 0.7132, "X2": 0.04737, "Y2": 0.713, "X3": 0.04737, "Y3": 0.7308, "X4": 0.01447, "Y4": 0.7318, "page": 0}, {"Word": "0.060", "Confidence": 0.997, "X1": 0.59737, "Y1": 0.7152, "X2": 0.65263, "Y2": 0.715, "X3": 0.65132, "Y3": 0.7298, "X4": 0.59605, "Y4": 0.7298, "page": 0}, {"Word": "0.074", "Confidence": 0.993, "X1": 0.81842, "Y1": 0.7152, "X2": 0.87632, "Y2": 0.715, "X3": 0.875, "Y3": 0.7298, "X4": 0.81842, "Y4": 0.7308, "page": 0}, {"Word": "-23", "Confidence": 0.998, "X1": 0.01579, "Y1": 0.7462, "X2": 0.04737, "Y2": 0.746, "X3": 0.04737, "Y3": 0.7638, "X4": 0.01579, "Y4": 0.7648, "page": 0}, {"Word": "0.069", "Confidence": 0.998, "X1": 0.59605, "Y1": 0.7462, "X2": 0.65132, "Y2": 0.746, "X3": 0.65, "Y3": 0.7618, "X4": 0.59605, "Y4": 0.7628, "page": 0}, {"Word": "0.083", "Confidence": 0.993, "X1": 0.81974, "Y1": 0.7472, "X2": 0.875, "Y2": 0.747, "X3": 0.87368, "Y3": 0.7628, "X4": 0.81842, "Y4": 0.7628, "page": 0}, {"Word": "-25", "Confidence": 0.998, "X1": 0.01447, "Y1": 0.7772, "X2": 0.04737, "Y2": 0.777, "X3": 0.04605, "Y3": 0.7968, "X4": 0.01447, "Y4": 0.7968, "page": 0}, {"Word": "0.069", "Confidence": 0.994, "X1": 0.59737, "Y1": 0.7782, "X2": 0.65132, "Y2": 0.778, "X3": 0.65, "Y3": 0.7938, "X4": 0.59605, "Y4": 0.7948, "page": 0}, {"Word": "0.082", "Confidence": 0.994, "X1": 0.81842, "Y1": 0.7792, "X2": 0.87368, "Y2": 0.779, "X3": 0.87368, "Y3": 0.7958, "X4": 0.81842, "Y4": 0.7948, "page": 0}, {"Word": "-27", "Confidence": 0.998, "X1": 0.01579, "Y1": 0.8092, "X2": 0.04737, "Y2": 0.809, "X3": 0.04605, "Y3": 0.8278, "X4": 0.01447, "Y4": 0.8278, "page": 0}, {"Word": "0.065", "Confidence": 0.997, "X1": 0.59737, "Y1": 0.8102, "X2": 0.65132, "Y2": 0.81, "X3": 0.65, "Y3": 0.8258, "X4": 0.59605, "Y4": 0.8258, "page": 0}, {"Word": "0.075", "Confidence": 0.993, "X1": 0.81974, "Y1": 0.8102, "X2": 0.87368, "Y2": 0.81, "X3": 0.87237, "Y3": 0.8268, "X4": 0.81842, "Y4": 0.8268, "page": 0}, {"Word": "-29", "Confidence": 0.998, "X1": 0.01579, "Y1": 0.8422, "X2": 0.04737, "Y2": 0.842, "X3": 0.04605, "Y3": 0.8598, "X4": 0.01447, "Y4": 0.8608, "page": 0}, {"Word": "0.052", "Confidence": 0.994, "X1": 0.59605, "Y1": 0.8422, "X2": 0.65395, "Y2": 0.842, "X3": 0.65263, "Y3": 0.8588, "X4": 0.59474, "Y4": 0.8588, "page": 0}, {"Word": "0.062", "Confidence": 0.994, "X1": 0.81842, "Y1": 0.8432, "X2": 0.87368, "Y2": 0.843, "X3": 0.87237, "Y3": 0.8598, "X4": 0.81842, "Y4": 0.8598, "page": 0}, {"Word": "-31", "Confidence": 0.998, "X1": 0.01842, "Y1": 0.8742, "X2": 0.04605, "Y2": 0.874, "X3": 0.04342, "Y3": 0.8908, "X4": 0.01579, "Y4": 0.8918, "page": 0}, {"Word": "0.053", "Confidence": 0.997, "X1": 0.59605, "Y1": 0.8752, "X2": 0.65263, "Y2": 0.875, "X3": 0.65263, "Y3": 0.8918, "X4": 0.59474, "Y4": 0.8918, "page": 0}, {"Word": "0.063", "Confidence": 0.995, "X1": 0.81711, "Y1": 0.8752, "X2": 0.87632, "Y2": 0.875, "X3": 0.87763, "Y3": 0.8918, "X4": 0.81711, "Y4": 0.8918, "page": 0}, {"Word": "50902 6601", "Confidence": 0.994, "X1": 0.97368, "Y1": 0.9522, "X2": 0.96711, "Y2": 0.952, "X3": 0.94605, "Y3": 0.9508, "X4": 0.95263, "Y4": 0.8528, "page": 0}], "words_data": [{"Word": "MEQ.", "Confidence": 0.988, "X1": 0.55263, "Y1": 0.0892, "X2": 0.6, "Y2": 0.089, "X3": 0.6, "Y3": 0.1058, "X4": 0.55263, "Y4": 0.1048, "page": 0, "Index": 0}, {"Word": "ACIDS/ML", "Confidence": 0.995, "X1": 0.60526, "Y1": 0.0882, "X2": 0.69211, "Y2": 0.088, "X3": 0.69474, "Y3": 0.1058, "X4": 0.60658, "Y4": 0.1058, "page": 0, "Index": 1}, {"Word": "MEQ.", "Confidence": 0.979, "X1": 0.75658, "Y1": 0.0892, "X2": 0.80132, "Y2": 0.089, "X3": 0.80132, "Y3": 0.1058, "X4": 0.75526, "Y4": 0.1068, "page": 0, "Index": 2}, {"Word": "ACIDS", "Confidence": 0.997, "X1": 0.80789, "Y1": 0.0902, "X2": 0.86316, "Y2": 0.09, "X3": 0.86184, "Y3": 0.1058, "X4": 0.80658, "Y4": 0.1058, "page": 0, "Index": 3}, {"Word": "&", "Confidence": 0.968, "X1": 0.87105, "Y1": 0.0902, "X2": 0.88553, "Y2": 0.09, "X3": 0.88553, "Y3": 0.1058, "X4": 0.87105, "Y4": 0.1058, "page": 0, "Index": 4}, {"Word": "LACTONES", "Confidence": 0.994, "X1": 0.89211, "Y1": 0.0902, "X2": 0.98026, "Y2": 0.09, "X3": 0.98026, "Y3": 0.1058, "X4": 0.89079, "Y4": 0.1058, "page": 0, "Index": 5}, {"Word": "SAMPLE", "Confidence": 0.994, "X1": 0.05658, "Y1": 0.1052, "X2": 0.12105, "Y2": 0.105, "X3": 0.12105, "Y3": 0.1218, "X4": 0.05658, "Y4": 0.1228, "page": 0, "Index": 6}, {"Word": "@", "Confidence": 0.756, "X1": 0.55526, "Y1": 0.1062, "X2": 0.56711, "Y2": 0.106, "X3": 0.56579, "Y3": 0.1208, "X4": 0.55395, "Y4": 0.1208, "page": 0, "Index": 7}, {"Word": "30%", "Confidence": 0.998, "X1": 0.575, "Y1": 0.1062, "X2": 0.60921, "Y2": 0.106, "X3": 0.60921, "Y3": 0.1218, "X4": 0.57368, "Y4": 0.1218, "page": 0, "Index": 8}, {"Word": "SOLIDS", "Confidence": 0.996, "X1": 0.61711, "Y1": 0.1062, "X2": 0.68421, "Y2": 0.106, "X3": 0.68421, "Y3": 0.1218, "X4": 0.61579, "Y4": 0.1218, "page": 0, "Index": 9}, {"Word": "PER", "Confidence": 0.995, "X1": 0.76711, "Y1": 0.1072, "X2": 0.79737, "Y2": 0.107, "X3": 0.79868, "Y3": 0.1218, "X4": 0.76711, "Y4": 0.1218, "page": 0, "Index": 10}, {"Word": "ML", "Confidence": 0.997, "X1": 0.80526, "Y1": 0.1062, "X2": 0.83158, "Y2": 0.106, "X3": 0.83158, "Y3": 0.1218, "X4": 0.80526, "Y4": 0.1218, "page": 0, "Index": 11}, {"Word": "@", "Confidence": 0.959, "X1": 0.84079, "Y1": 0.1062, "X2": 0.85263, "Y2": 0.106, "X3": 0.85263, "Y3": 0.1228, "X4": 0.84079, "Y4": 0.1218, "page": 0, "Index": 12}, {"Word": "30%", "Confidence": 0.998, "X1": 0.86184, "Y1": 0.1062, "X2": 0.89605, "Y2": 0.106, "X3": 0.89605, "Y3": 0.1228, "X4": 0.86053, "Y4": 0.1228, "page": 0, "Index": 13}, {"Word": "SOLIDS", "Confidence": 0.997, "X1": 0.90526, "Y1": 0.1072, "X2": 0.97105, "Y2": 0.107, "X3": 0.96974, "Y3": 0.1228, "X4": 0.90395, "Y4": 0.1228, "page": 0, "Index": 14}, {"Word": "B", "Confidence": 0.994, "X1": 0.00395, "Y1": 0.1372, "X2": 0.01447, "Y2": 0.137, "X3": 0.01447, "Y3": 0.1518, "X4": 0.00395, "Y4": 0.1518, "page": 0, "Index": 15}, {"Word": "038", "Confidence": 0.998, "X1": 0.02368, "Y1": 0.1382, "X2": 0.05789, "Y2": 0.138, "X3": 0.05789, "Y3": 0.1528, "X4": 0.02237, "Y4": 0.1518, "page": 0, "Index": 16}, {"Word": "0.057", "Confidence": 0.997, "X1": 0.59737, "Y1": 0.1382, "X2": 0.65263, "Y2": 0.138, "X3": 0.65263, "Y3": 0.1528, "X4": 0.59737, "Y4": 0.1528, "page": 0, "Index": 17}, {"Word": "0.071", "Confidence": 0.846, "X1": 0.81974, "Y1": 0.1382, "X2": 0.87368, "Y2": 0.138, "X3": 0.87368, "Y3": 0.1518, "X4": 0.81974, "Y4": 0.1528, "page": 0, "Index": 18}, {"Word": "039", "Confidence": 0.994, "X1": 0.025, "Y1": 0.1702, "X2": 0.05789, "Y2": 0.17, "X3": 0.05789, "Y3": 0.1838, "X4": 0.025, "Y4": 0.1848, "page": 0, "Index": 19}, {"Word": "0.026", "Confidence": 0.997, "X1": 0.59737, "Y1": 0.1692, "X2": 0.65132, "Y2": 0.169, "X3": 0.65132, "Y3": 0.1848, "X4": 0.59737, "Y4": 0.1848, "page": 0, "Index": 20}, {"Word": "0.031", "Confidence": 0.918, "X1": 0.81974, "Y1": 0.1692, "X2": 0.87368, "Y2": 0.169, "X3": 0.87368, "Y3": 0.1838, "X4": 0.81974, "Y4": 0.1848, "page": 0, "Index": 21}, {"Word": "040", "Confidence": 0.998, "X1": 0.02632, "Y1": 0.2022, "X2": 0.05789, "Y2": 0.202, "X3": 0.05789, "Y3": 0.2168, "X4": 0.02632, "Y4": 0.2168, "page": 0, "Index": 22}, {"Word": "0.060", "Confidence": 0.993, "X1": 0.59605, "Y1": 0.2022, "X2": 0.65, "Y2": 0.202, "X3": 0.65, "Y3": 0.2168, "X4": 0.59605, "Y4": 0.2168, "page": 0, "Index": 23}, {"Word": "0.079", "Confidence": 0.994, "X1": 0.81974, "Y1": 0.2012, "X2": 0.87368, "Y2": 0.201, "X3": 0.875, "Y3": 0.2168, "X4": 0.81974, "Y4": 0.2178, "page": 0, "Index": 24}, {"Word": "0.076", "Confidence": 0.997, "X1": 0.81842, "Y1": 0.2342, "X2": 0.87368, "Y2": 0.234, "X3": 0.87368, "Y3": 0.2478, "X4": 0.81842, "Y4": 0.2488, "page": 0, "Index": 25}, {"Word": "041", "Confidence": 0.994, "X1": 0.02632, "Y1": 0.2332, "X2": 0.05395, "Y2": 0.233, "X3": 0.05395, "Y3": 0.2488, "X4": 0.02632, "Y4": 0.2488, "page": 0, "Index": 26}, {"Word": "0.060", "Confidence": 0.997, "X1": 0.59605, "Y1": 0.2342, "X2": 0.65, "Y2": 0.234, "X3": 0.65, "Y3": 0.2488, "X4": 0.59605, "Y4": 0.2488, "page": 0, "Index": 27}, {"Word": "043", "Confidence": 0.994, "X1": 0.025, "Y1": 0.2662, "X2": 0.05789, "Y2": 0.266, "X3": 0.05789, "Y3": 0.2808, "X4": 0.025, "Y4": 0.2818, "page": 0, "Index": 28}, {"Word": "0.067", "Confidence": 0.992, "X1": 0.59737, "Y1": 0.2662, "X2": 0.65132, "Y2": 0.266, "X3": 0.65132, "Y3": 0.2818, "X4": 0.59737, "Y4": 0.2818, "page": 0, "Index": 29}, {"Word": "0.083", "Confidence": 0.997, "X1": 0.81974, "Y1": 0.2662, "X2": 0.87368, "Y2": 0.266, "X3": 0.875, "Y3": 0.2808, "X4": 0.81974, "Y4": 0.2818, "page": 0, "Index": 30}, {"Word": "044", "Confidence": 0.994, "X1": 0.025, "Y1": 0.2982, "X2": 0.05789, "Y2": 0.298, "X3": 0.05789, "Y3": 0.3138, "X4": 0.025, "Y4": 0.3138, "page": 0, "Index": 31}, {"Word": "0.067", "Confidence": 0.997, "X1": 0.59605, "Y1": 0.2982, "X2": 0.65132, "Y2": 0.298, "X3": 0.65132, "Y3": 0.3138, "X4": 0.59605, "Y4": 0.3138, "page": 0, "Index": 32}, {"Word": "0.084", "Confidence": 0.993, "X1": 0.81842, "Y1": 0.2982, "X2": 0.87368, "Y2": 0.298, "X3": 0.87368, "Y3": 0.3148, "X4": 0.81842, "Y4": 0.3138, "page": 0, "Index": 33}, {"Word": "045", "Confidence": 0.998, "X1": 0.02368, "Y1": 0.3302, "X2": 0.05658, "Y2": 0.33, "X3": 0.05789, "Y3": 0.3448, "X4": 0.02368, "Y4": 0.3458, "page": 0, "Index": 34}, {"Word": "0.075", "Confidence": 0.993, "X1": 0.59605, "Y1": 0.3302, "X2": 0.65132, "Y2": 0.33, "X3": 0.65132, "Y3": 0.3468, "X4": 0.59605, "Y4": 0.3458, "page": 0, "Index": 35}, {"Word": "0.090", "Confidence": 0.992, "X1": 0.81842, "Y1": 0.3302, "X2": 0.87368, "Y2": 0.33, "X3": 0.87368, "Y3": 0.3468, "X4": 0.81842, "Y4": 0.3458, "page": 0, "Index": 36}, {"Word": "0.067", "Confidence": 0.633, "X1": 0.59605, "Y1": 0.3632, "X2": 0.65, "Y2": 0.363, "X3": 0.65, "Y3": 0.3778, "X4": 0.59605, "Y4": 0.3768, "page": 0, "Index": 37}, {"Word": "0.065", "Confidence": 0.996, "X1": 0.81842, "Y1": 0.3632, "X2": 0.87368, "Y2": 0.363, "X3": 0.87368, "Y3": 0.3778, "X4": 0.81842, "Y4": 0.3778, "page": 0, "Index": 38}, {"Word": "C-1", "Confidence": 0.991, "X1": 0.00395, "Y1": 0.3622, "X2": 0.03553, "Y2": 0.362, "X3": 0.03553, "Y3": 0.3788, "X4": 0.00395, "Y4": 0.3788, "page": 0, "Index": 39}, {"Word": "-3", "Confidence": 0.998, "X1": 0.01447, "Y1": 0.3942, "X2": 0.03684, "Y2": 0.394, "X3": 0.03816, "Y3": 0.4108, "X4": 0.01447, "Y4": 0.4108, "page": 0, "Index": 40}, {"Word": "0.072", "Confidence": 0.994, "X1": 0.59474, "Y1": 0.3942, "X2": 0.65132, "Y2": 0.394, "X3": 0.65132, "Y3": 0.4098, "X4": 0.59474, "Y4": 0.4088, "page": 0, "Index": 41}, {"Word": "0.084", "Confidence": 0.896, "X1": 0.81842, "Y1": 0.3942, "X2": 0.875, "Y2": 0.394, "X3": 0.875, "Y3": 0.4098, "X4": 0.81842, "Y4": 0.4098, "page": 0, "Index": 42}, {"Word": "-4", "Confidence": 0.998, "X1": 0.01447, "Y1": 0.4262, "X2": 0.03553, "Y2": 0.426, "X3": 0.03553, "Y3": 0.4428, "X4": 0.01447, "Y4": 0.4428, "page": 0, "Index": 43}, {"Word": "0.077", "Confidence": 0.991, "X1": 0.59474, "Y1": 0.4262, "X2": 0.65, "Y2": 0.426, "X3": 0.65132, "Y3": 0.4408, "X4": 0.59474, "Y4": 0.4418, "page": 0, "Index": 44}, {"Word": "0.087", "Confidence": 0.994, "X1": 0.81842, "Y1": 0.4272, "X2": 0.87368, "Y2": 0.427, "X3": 0.87237, "Y3": 0.4428, "X4": 0.81842, "Y4": 0.4418, "page": 0, "Index": 45}, {"Word": "-5", "Confidence": 0.997, "X1": 0.01447, "Y1": 0.4582, "X2": 0.03421, "Y2": 0.458, "X3": 0.03421, "Y3": 0.4738, "X4": 0.01447, "Y4": 0.4738, "page": 0, "Index": 46}, {"Word": "0.022", "Confidence": 0.997, "X1": 0.59474, "Y1": 0.4582, "X2": 0.65, "Y2": 0.458, "X3": 0.65, "Y3": 0.4728, "X4": 0.59474, "Y4": 0.4738, "page": 0, "Index": 47}, {"Word": "0.024", "Confidence": 0.993, "X1": 0.81842, "Y1": 0.4582, "X2": 0.87368, "Y2": 0.458, "X3": 0.87368, "Y3": 0.4738, "X4": 0.81842, "Y4": 0.4738, "page": 0, "Index": 48}, {"Word": "-7", "Confidence": 0.998, "X1": 0.01447, "Y1": 0.4902, "X2": 0.03553, "Y2": 0.49, "X3": 0.03553, "Y3": 0.5068, "X4": 0.01447, "Y4": 0.5068, "page": 0, "Index": 49}, {"Word": "0.031", "Confidence": 0.994, "X1": 0.59474, "Y1": 0.4902, "X2": 0.64868, "Y2": 0.49, "X3": 0.64868, "Y3": 0.5058, "X4": 0.59474, "Y4": 0.5058, "page": 0, "Index": 50}, {"Word": "0.034", "Confidence": 0.993, "X1": 0.81842, "Y1": 0.4902, "X2": 0.87368, "Y2": 0.49, "X3": 0.87368, "Y3": 0.5068, "X4": 0.81842, "Y4": 0.5068, "page": 0, "Index": 51}, {"Word": "0.049", "Confidence": 0.993, "X1": 0.59474, "Y1": 0.5212, "X2": 0.65, "Y2": 0.521, "X3": 0.65, "Y3": 0.5368, "X4": 0.59474, "Y4": 0.5378, "page": 0, "Index": 52}, {"Word": "-9", "Confidence": 0.998, "X1": 0.01447, "Y1": 0.5222, "X2": 0.03684, "Y2": 0.522, "X3": 0.03684, "Y3": 0.5388, "X4": 0.01447, "Y4": 0.5398, "page": 0, "Index": 53}, {"Word": "0.057", "Confidence": 0.994, "X1": 0.81842, "Y1": 0.5232, "X2": 0.87368, "Y2": 0.523, "X3": 0.87368, "Y3": 0.5388, "X4": 0.81842, "Y4": 0.5388, "page": 0, "Index": 54}, {"Word": "-11", "Confidence": 0.955, "X1": 0.01316, "Y1": 0.5522, "X2": 0.04474, "Y2": 0.552, "X3": 0.04605, "Y3": 0.5708, "X4": 0.01316, "Y4": 0.5718, "page": 0, "Index": 55}, {"Word": "0.061", "Confidence": 0.9, "X1": 0.59474, "Y1": 0.5552, "X2": 0.65, "Y2": 0.555, "X3": 0.65, "Y3": 0.5708, "X4": 0.59474, "Y4": 0.5708, "page": 0, "Index": 56}, {"Word": "0.069", "Confidence": 0.994, "X1": 0.81711, "Y1": 0.5542, "X2": 0.87105, "Y2": 0.554, "X3": 0.87237, "Y3": 0.5708, "X4": 0.81842, "Y4": 0.5718, "page": 0, "Index": 57}, {"Word": "-13", "Confidence": 0.994, "X1": 0.01316, "Y1": 0.5852, "X2": 0.04737, "Y2": 0.585, "X3": 0.04737, "Y3": 0.6018, "X4": 0.01316, "Y4": 0.6028, "page": 0, "Index": 58}, {"Word": "0.062", "Confidence": 0.996, "X1": 0.59605, "Y1": 0.5862, "X2": 0.65, "Y2": 0.586, "X3": 0.65, "Y3": 0.6028, "X4": 0.59605, "Y4": 0.6028, "page": 0, "Index": 59}, {"Word": "0.072", "Confidence": 0.993, "X1": 0.81842, "Y1": 0.5872, "X2": 0.87368, "Y2": 0.587, "X3": 0.87368, "Y3": 0.6028, "X4": 0.81842, "Y4": 0.6038, "page": 0, "Index": 60}, {"Word": "-15", "Confidence": 0.998, "X1": 0.01711, "Y1": 0.6192, "X2": 0.04737, "Y2": 0.619, "X3": 0.04737, "Y3": 0.6348, "X4": 0.01711, "Y4": 0.6358, "page": 0, "Index": 61}, {"Word": "0.066", "Confidence": 0.997, "X1": 0.59605, "Y1": 0.6182, "X2": 0.65, "Y2": 0.618, "X3": 0.65, "Y3": 0.6328, "X4": 0.59605, "Y4": 0.6338, "page": 0, "Index": 62}, {"Word": "0.074", "Confidence": 0.994, "X1": 0.81842, "Y1": 0.6182, "X2": 0.87237, "Y2": 0.618, "X3": 0.87368, "Y3": 0.6348, "X4": 0.81842, "Y4": 0.6358, "page": 0, "Index": 63}, {"Word": "-17", "Confidence": 0.998, "X1": 0.01711, "Y1": 0.6502, "X2": 0.04605, "Y2": 0.65, "X3": 0.04737, "Y3": 0.6678, "X4": 0.01711, "Y4": 0.6688, "page": 0, "Index": 64}, {"Word": "0.067", "Confidence": 0.994, "X1": 0.59605, "Y1": 0.6512, "X2": 0.65132, "Y2": 0.651, "X3": 0.65132, "Y3": 0.6678, "X4": 0.59605, "Y4": 0.6668, "page": 0, "Index": 65}, {"Word": "0.074", "Confidence": 0.995, "X1": 0.81711, "Y1": 0.6502, "X2": 0.87237, "Y2": 0.65, "X3": 0.87237, "Y3": 0.6678, "X4": 0.81711, "Y4": 0.6668, "page": 0, "Index": 66}, {"Word": "-19", "Confidence": 0.994, "X1": 0.01579, "Y1": 0.6822, "X2": 0.04737, "Y2": 0.682, "X3": 0.04737, "Y3": 0.6998, "X4": 0.01579, "Y4": 0.7008, "page": 0, "Index": 67}, {"Word": "0.066", "Confidence": 0.955, "X1": 0.59605, "Y1": 0.6832, "X2": 0.65, "Y2": 0.683, "X3": 0.65, "Y3": 0.6988, "X4": 0.59605, "Y4": 0.6988, "page": 0, "Index": 68}, {"Word": "0.071", "Confidence": 0.877, "X1": 0.81711, "Y1": 0.6822, "X2": 0.87237, "Y2": 0.682, "X3": 0.87237, "Y3": 0.6998, "X4": 0.81711, "Y4": 0.6998, "page": 0, "Index": 69}, {"Word": "-21", "Confidence": 0.998, "X1": 0.01447, "Y1": 0.7132, "X2": 0.04474, "Y2": 0.713, "X3": 0.04605, "Y3": 0.7308, "X4": 0.01447, "Y4": 0.7318, "page": 0, "Index": 70}, {"Word": "0.060", "Confidence": 0.997, "X1": 0.59605, "Y1": 0.7152, "X2": 0.65, "Y2": 0.715, "X3": 0.65, "Y3": 0.7298, "X4": 0.59605, "Y4": 0.7298, "page": 0, "Index": 71}, {"Word": "0.074", "Confidence": 0.993, "X1": 0.81842, "Y1": 0.7152, "X2": 0.87368, "Y2": 0.715, "X3": 0.87368, "Y3": 0.7308, "X4": 0.81842, "Y4": 0.7308, "page": 0, "Index": 72}, {"Word": "-23", "Confidence": 0.998, "X1": 0.01579, "Y1": 0.7462, "X2": 0.04605, "Y2": 0.746, "X3": 0.04737, "Y3": 0.7638, "X4": 0.01579, "Y4": 0.7648, "page": 0, "Index": 73}, {"Word": "0.069", "Confidence": 0.998, "X1": 0.59605, "Y1": 0.7462, "X2": 0.65, "Y2": 0.746, "X3": 0.65, "Y3": 0.7618, "X4": 0.59605, "Y4": 0.7628, "page": 0, "Index": 74}, {"Word": "0.083", "Confidence": 0.993, "X1": 0.81842, "Y1": 0.7472, "X2": 0.87368, "Y2": 0.747, "X3": 0.87368, "Y3": 0.7628, "X4": 0.81842, "Y4": 0.7628, "page": 0, "Index": 75}, {"Word": "-25", "Confidence": 0.998, "X1": 0.01447, "Y1": 0.7772, "X2": 0.04605, "Y2": 0.777, "X3": 0.04605, "Y3": 0.7968, "X4": 0.01447, "Y4": 0.7968, "page": 0, "Index": 76}, {"Word": "0.069", "Confidence": 0.994, "X1": 0.59605, "Y1": 0.7782, "X2": 0.65, "Y2": 0.778, "X3": 0.65, "Y3": 0.7938, "X4": 0.59605, "Y4": 0.7948, "page": 0, "Index": 77}, {"Word": "0.082", "Confidence": 0.994, "X1": 0.81842, "Y1": 0.7792, "X2": 0.87368, "Y2": 0.779, "X3": 0.87368, "Y3": 0.7958, "X4": 0.81842, "Y4": 0.7948, "page": 0, "Index": 78}, {"Word": "-27", "Confidence": 0.998, "X1": 0.01447, "Y1": 0.8092, "X2": 0.04605, "Y2": 0.809, "X3": 0.04605, "Y3": 0.8268, "X4": 0.01447, "Y4": 0.8278, "page": 0, "Index": 79}, {"Word": "0.065", "Confidence": 0.997, "X1": 0.59605, "Y1": 0.8102, "X2": 0.65, "Y2": 0.81, "X3": 0.65, "Y3": 0.8248, "X4": 0.59605, "Y4": 0.8258, "page": 0, "Index": 80}, {"Word": "0.075", "Confidence": 0.993, "X1": 0.81842, "Y1": 0.8102, "X2": 0.87368, "Y2": 0.81, "X3": 0.87368, "Y3": 0.8258, "X4": 0.81842, "Y4": 0.8268, "page": 0, "Index": 81}, {"Word": "-29", "Confidence": 0.998, "X1": 0.01447, "Y1": 0.8422, "X2": 0.04474, "Y2": 0.842, "X3": 0.04605, "Y3": 0.8598, "X4": 0.01447, "Y4": 0.8608, "page": 0, "Index": 82}, {"Word": "0.052", "Confidence": 0.994, "X1": 0.59474, "Y1": 0.8422, "X2": 0.65, "Y2": 0.842, "X3": 0.65, "Y3": 0.8588, "X4": 0.59474, "Y4": 0.8598, "page": 0, "Index": 83}, {"Word": "0.062", "Confidence": 0.994, "X1": 0.81842, "Y1": 0.8432, "X2": 0.87368, "Y2": 0.843, "X3": 0.87368, "Y3": 0.8588, "X4": 0.81842, "Y4": 0.8598, "page": 0, "Index": 84}, {"Word": "-31", "Confidence": 0.998, "X1": 0.01579, "Y1": 0.8742, "X2": 0.04474, "Y2": 0.874, "X3": 0.04605, "Y3": 0.8908, "X4": 0.01579, "Y4": 0.8918, "page": 0, "Index": 85}, {"Word": "0.053", "Confidence": 0.997, "X1": 0.59474, "Y1": 0.8752, "X2": 0.65, "Y2": 0.875, "X3": 0.65, "Y3": 0.8918, "X4": 0.59474, "Y4": 0.8918, "page": 0, "Index": 86}, {"Word": "0.063", "Confidence": 0.995, "X1": 0.81711, "Y1": 0.8752, "X2": 0.87368, "Y2": 0.875, "X3": 0.875, "Y3": 0.8918, "X4": 0.81711, "Y4": 0.8918, "page": 0, "Index": 87}, {"Word": "50902", "Confidence": 0.994, "X1": 0.97368, "Y1": 0.9002, "X2": 0.97105, "Y2": 0.9, "X3": 0.95, "Y3": 0.8998, "X4": 0.95263, "Y4": 0.8538, "page": 0, "Index": 88}, {"Word": "6601", "Confidence": 0.994, "X1": 0.96974, "Y1": 0.9492, "X2": 0.96842, "Y2": 0.949, "X3": 0.94605, "Y3": 0.9478, "X4": 0.95, "Y4": 0.9088, "page": 0, "Index": 89}]}	"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"
ffmh0100	0	{"lines_data": [{"Word": "0847422 REV. 5/67", "Confidence": 0.74033, "X1": 0.0, "Y1": 0.0102, "X2": 0.14079, "Y2": 0.01, "X3": 0.14079, "Y3": 0.0228, "X4": 0.0, "Y4": 0.0268, "page": 0}, {"Word": "INTER-OFFICE MEMORANDUM", "Confidence": 0.993, "X1": 0.26447, "Y1": 0.0472, "X2": 0.74737, "Y2": 0.047, "X3": 0.74737, "Y3": 0.0728, "X4": 0.26447, "Y4": 0.0738, "page": 0}, {"Word": "Subject: Analytical Service for Pensweet Project.", "Confidence": 0.96117, "X1": 0.09342, "Y1": 0.1072, "X2": 0.60132, "Y2": 0.107, "X3": 0.60132, "Y3": 0.1248, "X4": 0.09342, "Y4": 0.1258, "page": 0}, {"Word": "Date: August 11, 1969", "Confidence": 0.8805, "X1": 0.66974, "Y1": 0.1042, "X2": 0.90526, "Y2": 0.104, "X3": 0.90526, "Y3": 0.1218, "X4": 0.66974, "Y4": 0.1228, "page": 0}, {"Word": "Visit to Cedar Rapids, July 23 through", "Confidence": 0.99586, "X1": 0.17632, "Y1": 0.1252, "X2": 0.58289, "Y2": 0.125, "X3": 0.58289, "Y3": 0.1418, "X4": 0.17632, "Y4": 0.1418, "page": 0}, {"Word": "August 2, 1969.", "Confidence": 0.997, "X1": 0.17368, "Y1": 0.1402, "X2": 0.33684, "Y2": 0.14, "X3": 0.33684, "Y3": 0.1568, "X4": 0.17368, "Y4": 0.1578, "page": 0}, {"Word": "To: Mr. A. G. Moore", "Confidence": 0.9012, "X1": 0.09474, "Y1": 0.1902, "X2": 0.30526, "Y2": 0.19, "X3": 0.30526, "Y3": 0.2048, "X4": 0.09474, "Y4": 0.2048, "page": 0}, {"Word": "Product Development", "Confidence": 0.9595, "X1": 0.14079, "Y1": 0.2062, "X2": 0.34737, "Y2": 0.206, "X3": 0.34737, "Y3": 0.2218, "X4": 0.14079, "Y4": 0.2218, "page": 0}, {"Word": "CONFIDENTIAL", "Confidence": 0.991, "X1": 0.39342, "Y1": 0.2322, "X2": 0.68947, "Y2": 0.232, "X3": 0.68816, "Y3": 0.2768, "X4": 0.39211, "Y4": 0.2738, "page": 0}, {"Word": "SUMMARY :", "Confidence": 0.9955, "X1": 0.10921, "Y1": 0.2722, "X2": 0.19737, "Y2": 0.272, "X3": 0.19868, "Y3": 0.2868, "X4": 0.10921, "Y4": 0.2878, "page": 0}, {"Word": "The purpose of this visit to Cedar Rapids, Iowa was to provide", "Confidence": 0.99308, "X1": 0.16053, "Y1": 0.3042, "X2": 0.83026, "Y2": 0.304, "X3": 0.83026, "Y3": 0.3198, "X4": 0.16053, "Y4": 0.3198, "page": 0}, {"Word": "analytical services for the Pensweet Project during the operation of", "Confidence": 0.9833, "X1": 0.11053, "Y1": 0.3202, "X2": 0.84079, "Y2": 0.32, "X3": 0.84079, "Y3": 0.3358, "X4": 0.11053, "Y4": 0.3358, "page": 0}, {"Word": "the Pilot Plant. The primary objectives were to check out the analytical", "Confidence": 0.98592, "X1": 0.11184, "Y1": 0.3352, "X2": 0.89211, "Y2": 0.335, "X3": 0.89211, "Y3": 0.3528, "X4": 0.11184, "Y4": 0.3528, "page": 0}, {"Word": "equipment being used to monitor the isomerization process, and to provide", "Confidence": 0.99536, "X1": 0.11053, "Y1": 0.3542, "X2": 0.89474, "Y2": 0.354, "X3": 0.89474, "Y3": 0.3698, "X4": 0.11053, "Y4": 0.3698, "page": 0}, {"Word": "syrup analyses.", "Confidence": 0.993, "X1": 0.10921, "Y1": 0.3702, "X2": 0.26974, "Y2": 0.37, "X3": 0.26974, "Y3": 0.3858, "X4": 0.10921, "Y4": 0.3868, "page": 0}, {"Word": "Investigation of the isomerization monitoring panel showed that this", "Confidence": 0.98033, "X1": 0.16316, "Y1": 0.4022, "X2": 0.89474, "Y2": 0.402, "X3": 0.89474, "Y3": 0.4168, "X4": 0.16316, "Y4": 0.4168, "page": 0}, {"Word": "equipment was functioning properly. Analyses of acids and acids plus", "Confidence": 0.9952, "X1": 0.11053, "Y1": 0.4182, "X2": 0.85, "Y2": 0.418, "X3": 0.85, "Y3": 0.4328, "X4": 0.11053, "Y4": 0.4338, "page": 0}, {"Word": "lactones were performed throughout the Pensweet process. A comprehensive", "Confidence": 0.98678, "X1": 0.10921, "Y1": 0.4342, "X2": 0.89474, "Y2": 0.434, "X3": 0.89474, "Y3": 0.4488, "X4": 0.10921, "Y4": 0.4488, "page": 0}, {"Word": "study was conducted concerning D.E ., optical rotation, and acids during", "Confidence": 0.99009, "X1": 0.10921, "Y1": 0.4502, "X2": 0.87105, "Y2": 0.45, "X3": 0.87105, "Y3": 0.4648, "X4": 0.10921, "Y4": 0.4668, "page": 0}, {"Word": "the enzymatic conversion of corn starch to dextrose. A tabulation of the", "Confidence": 0.99125, "X1": 0.10921, "Y1": 0.4662, "X2": 0.89474, "Y2": 0.466, "X3": 0.89474, "Y3": 0.4808, "X4": 0.10921, "Y4": 0.4818, "page": 0}, {"Word": "data is contained in this memorandum.", "Confidence": 0.99367, "X1": 0.11053, "Y1": 0.4832, "X2": 0.50263, "Y2": 0.483, "X3": 0.50263, "Y3": 0.4978, "X4": 0.11053, "Y4": 0.4988, "page": 0}, {"Word": "MEMORANDUM:", "Confidence": 0.991, "X1": 0.10658, "Y1": 0.5142, "X2": 0.22763, "Y2": 0.514, "X3": 0.22763, "Y3": 0.5298, "X4": 0.10658, "Y4": 0.5298, "page": 0}, {"Word": "A checkout of the isomerization monitoring panel was conducted. This", "Confidence": 0.9942, "X1": 0.15921, "Y1": 0.5472, "X2": 0.90395, "Y2": 0.547, "X3": 0.90395, "Y3": 0.5628, "X4": 0.15921, "Y4": 0.5618, "page": 0}, {"Word": "was accomplished by analyzing solutions containing known amounts of standard", "Confidence": 0.9949, "X1": 0.10789, "Y1": 0.5632, "X2": 0.92763, "Y2": 0.563, "X3": 0.92763, "Y3": 0.5778, "X4": 0.10789, "Y4": 0.5788, "page": 0}, {"Word": "dextrose and fructose. Analysis of a standard dextrose solution gave an", "Confidence": 0.98673, "X1": 0.10921, "Y1": 0.5802, "X2": 0.88158, "Y2": 0.58, "X3": 0.88158, "Y3": 0.5948, "X4": 0.10921, "Y4": 0.5958, "page": 0}, {"Word": "over-read factor of 0.997. Analysis of a solution of dextrose and fructose", "Confidence": 0.9955, "X1": 0.10789, "Y1": 0.5962, "X2": 0.91579, "Y2": 0.596, "X3": 0.91579, "Y3": 0.6108, "X4": 0.10789, "Y4": 0.6118, "page": 0}, {"Word": "prepared to yield a solution representing 30% conversion gave values of", "Confidence": 0.95364, "X1": 0.10789, "Y1": 0.6122, "X2": 0.87237, "Y2": 0.612, "X3": 0.87237, "Y3": 0.6268, "X4": 0.10789, "Y4": 0.6278, "page": 0}, {"Word": "29.7% conversion on the panel and 29.6% conversion manually. This data", "Confidence": 0.98818, "X1": 0.10789, "Y1": 0.6282, "X2": 0.86974, "Y2": 0.628, "X3": 0.86974, "Y3": 0.6438, "X4": 0.10789, "Y4": 0.6438, "page": 0}, {"Word": "indicated that the panel was functioning properly and that the results", "Confidence": 0.99018, "X1": 0.10789, "Y1": 0.6442, "X2": 0.86184, "Y2": 0.644, "X3": 0.86184, "Y3": 0.6588, "X4": 0.10789, "Y4": 0.6588, "page": 0}, {"Word": "obtained during the Pilot Plant run were valid.", "Confidence": 0.99575, "X1": 0.10658, "Y1": 0.6602, "X2": 0.61184, "Y2": 0.66, "X3": 0.61184, "Y3": 0.6748, "X4": 0.10658, "Y4": 0.6748, "page": 0}, {"Word": "The conversion of corn starch to dextrose is routinely monitored by", "Confidence": 0.99518, "X1": 0.16184, "Y1": 0.6932, "X2": 0.88553, "Y2": 0.693, "X3": 0.88553, "Y3": 0.7078, "X4": 0.16184, "Y4": 0.7088, "page": 0}, {"Word": "the determination of reducing sugars content, expressed as dextrose equivalent.", "Confidence": 0.9947, "X1": 0.10658, "Y1": 0.7092, "X2": 0.95526, "Y2": 0.709, "X3": 0.95526, "Y3": 0.7248, "X4": 0.10658, "Y4": 0.7248, "page": 0}, {"Word": "This \"D.E.\" value is used to determine when a batch of corn starch is suffi-", "Confidence": 0.96847, "X1": 0.11053, "Y1": 0.7252, "X2": 0.92763, "Y2": 0.725, "X3": 0.92763, "Y3": 0.7408, "X4": 0.11053, "Y4": 0.7408, "page": 0}, {"Word": "ciently converted to dextrose to begin the isomerization. The \"over-read", "Confidence": 0.9953, "X1": 0.11184, "Y1": 0.7412, "X2": 0.89474, "Y2": 0.741, "X3": 0.89474, "Y3": 0.7558, "X4": 0.11184, "Y4": 0.7578, "page": 0}, {"Word": "factor\", which has been previously discussed (Sensabaugh, A. J ., Jr ., Inter-", "Confidence": 0.97277, "X1": 0.11053, "Y1": 0.7562, "X2": 0.92895, "Y2": 0.756, "X3": 0.92895, "Y3": 0.7728, "X4": 0.11053, "Y4": 0.7738, "page": 0}, {"Word": "Office Memorandum to Mr. A. G. Moore, May 8, 1969), may also be used to", "Confidence": 0.97767, "X1": 0.10921, "Y1": 0.7742, "X2": 0.87632, "Y2": 0.774, "X3": 0.87632, "Y3": 0.7888, "X4": 0.10921, "Y4": 0.7888, "page": 0}, {"Word": "indicate progress of the conversion of starch to dextrose. It is suspected", "Confidence": 0.98292, "X1": 0.11053, "Y1": 0.7902, "X2": 0.91711, "Y2": 0.79, "X3": 0.91711, "Y3": 0.8058, "X4": 0.11053, "Y4": 0.8058, "page": 0}, {"Word": "that the determination of the over-read factor at various times during the", "Confidence": 0.99075, "X1": 0.11053, "Y1": 0.8062, "X2": 0.90526, "Y2": 0.806, "X3": 0.90526, "Y3": 0.8218, "X4": 0.11053, "Y4": 0.8238, "page": 0}, {"Word": "conversion process may add information relevant to the acceptability of the", "Confidence": 0.99627, "X1": 0.10921, "Y1": 0.8222, "X2": 0.91579, "Y2": 0.822, "X3": 0.91579, "Y3": 0.8378, "X4": 0.10921, "Y4": 0.8398, "page": 0}, {"Word": "product if and when sufficient conversion has occurred. A study was conducted", "Confidence": 0.99467, "X1": 0.10921, "Y1": 0.8382, "X2": 0.94868, "Y2": 0.838, "X3": 0.94868, "Y3": 0.8538, "X4": 0.10921, "Y4": 0.8568, "page": 0}, {"Word": "to collect data in this manner. These data are attached to this memorandum.", "Confidence": 0.98815, "X1": 0.10921, "Y1": 0.8552, "X2": 0.925, "Y2": 0.855, "X3": 0.925, "Y3": 0.8698, "X4": 0.10921, "Y4": 0.8738, "page": 0}, {"Word": "..", "Confidence": 0.839, "X1": 0.49737, "Y1": 0.9072, "X2": 0.5, "Y2": 0.907, "X3": 0.49211, "Y3": 0.9068, "X4": 0.48947, "Y4": 0.8928, "page": 0}, {"Word": "50902 6592", "Confidence": 0.9895, "X1": 0.97237, "Y1": 0.9892, "X2": 0.975, "Y2": 0.989, "X3": 0.95526, "Y3": 0.9888, "X4": 0.95395, "Y4": 0.8928, "page": 0}], "words_data": [{"Word": "0847422", "Confidence": 0.542, "X1": 0.00263, "Y1": 0.0122, "X2": 0.06711, "Y2": 0.012, "X3": 0.06711, "Y3": 0.0258, "X4": 0.00395, "Y4": 0.0278, "page": 0, "Index": 0}, {"Word": "REV.", "Confidence": 0.74, "X1": 0.06974, "Y1": 0.0112, "X2": 0.10263, "Y2": 0.011, "X3": 0.10263, "Y3": 0.0248, "X4": 0.07105, "Y4": 0.0258, "page": 0, "Index": 1}, {"Word": "5/67", "Confidence": 0.939, "X1": 0.10658, "Y1": 0.0102, "X2": 0.13947, "Y2": 0.01, "X3": 0.13947, "Y3": 0.0238, "X4": 0.10658, "Y4": 0.0248, "page": 0, "Index": 2}, {"Word": "INTER-OFFICE", "Confidence": 0.991, "X1": 0.26842, "Y1": 0.0482, "X2": 0.48816, "Y2": 0.048, "X3": 0.48816, "Y3": 0.0748, "X4": 0.26842, "Y4": 0.0748, "page": 0, "Index": 3}, {"Word": "MEMORANDUM", "Confidence": 0.995, "X1": 0.50132, "Y1": 0.0482, "X2": 0.73421, "Y2": 0.048, "X3": 0.73421, "Y3": 0.0738, "X4": 0.5, "Y4": 0.0748, "page": 0, "Index": 4}, {"Word": "Subject:", "Confidence": 0.795, "X1": 0.09474, "Y1": 0.1082, "X2": 0.16447, "Y2": 0.108, "X3": 0.16316, "Y3": 0.1248, "X4": 0.09474, "Y4": 0.1268, "page": 0, "Index": 5}, {"Word": "Analytical", "Confidence": 0.991, "X1": 0.17237, "Y1": 0.1082, "X2": 0.28421, "Y2": 0.108, "X3": 0.28289, "Y3": 0.1238, "X4": 0.17105, "Y4": 0.1248, "page": 0, "Index": 6}, {"Word": "Service", "Confidence": 0.996, "X1": 0.29079, "Y1": 0.1082, "X2": 0.36842, "Y2": 0.108, "X3": 0.36711, "Y3": 0.1238, "X4": 0.29079, "Y4": 0.1238, "page": 0, "Index": 7}, {"Word": "for", "Confidence": 0.998, "X1": 0.37763, "Y1": 0.1082, "X2": 0.41184, "Y2": 0.108, "X3": 0.41053, "Y3": 0.1238, "X4": 0.37632, "Y4": 0.1238, "page": 0, "Index": 8}, {"Word": "Pensweet", "Confidence": 0.994, "X1": 0.41842, "Y1": 0.1082, "X2": 0.50789, "Y2": 0.108, "X3": 0.50658, "Y3": 0.1238, "X4": 0.41711, "Y4": 0.1238, "page": 0, "Index": 9}, {"Word": "Project.", "Confidence": 0.993, "X1": 0.51447, "Y1": 0.1082, "X2": 0.60263, "Y2": 0.108, "X3": 0.60132, "Y3": 0.1248, "X4": 0.51316, "Y4": 0.1238, "page": 0, "Index": 10}, {"Word": "Date:", "Confidence": 0.543, "X1": 0.67105, "Y1": 0.1062, "X2": 0.71974, "Y2": 0.106, "X3": 0.71974, "Y3": 0.1218, "X4": 0.66974, "Y4": 0.1218, "page": 0, "Index": 11}, {"Word": "August", "Confidence": 0.994, "X1": 0.73816, "Y1": 0.1052, "X2": 0.80658, "Y2": 0.105, "X3": 0.80658, "Y3": 0.1228, "X4": 0.73816, "Y4": 0.1228, "page": 0, "Index": 12}, {"Word": "11,", "Confidence": 0.997, "X1": 0.81447, "Y1": 0.1052, "X2": 0.85132, "Y2": 0.105, "X3": 0.85132, "Y3": 0.1228, "X4": 0.81447, "Y4": 0.1228, "page": 0, "Index": 13}, {"Word": "1969", "Confidence": 0.988, "X1": 0.85921, "Y1": 0.1042, "X2": 0.90395, "Y2": 0.104, "X3": 0.90395, "Y3": 0.1228, "X4": 0.85789, "Y4": 0.1228, "page": 0, "Index": 14}, {"Word": "Visit", "Confidence": 0.997, "X1": 0.17632, "Y1": 0.1262, "X2": 0.23026, "Y2": 0.126, "X3": 0.23026, "Y3": 0.1408, "X4": 0.17632, "Y4": 0.1408, "page": 0, "Index": 15}, {"Word": "to", "Confidence": 0.998, "X1": 0.23684, "Y1": 0.1262, "X2": 0.26053, "Y2": 0.126, "X3": 0.26053, "Y3": 0.1418, "X4": 0.23684, "Y4": 0.1408, "page": 0, "Index": 16}, {"Word": "Cedar", "Confidence": 0.997, "X1": 0.26842, "Y1": 0.1252, "X2": 0.325, "Y2": 0.125, "X3": 0.325, "Y3": 0.1418, "X4": 0.26842, "Y4": 0.1418, "page": 0, "Index": 17}, {"Word": "Rapids,", "Confidence": 0.995, "X1": 0.33289, "Y1": 0.1252, "X2": 0.41184, "Y2": 0.125, "X3": 0.41316, "Y3": 0.1428, "X4": 0.33289, "Y4": 0.1418, "page": 0, "Index": 18}, {"Word": "July", "Confidence": 0.991, "X1": 0.41842, "Y1": 0.1252, "X2": 0.46316, "Y2": 0.125, "X3": 0.46447, "Y3": 0.1428, "X4": 0.41842, "Y4": 0.1428, "page": 0, "Index": 19}, {"Word": "23", "Confidence": 0.998, "X1": 0.47237, "Y1": 0.1252, "X2": 0.49605, "Y2": 0.125, "X3": 0.49605, "Y3": 0.1428, "X4": 0.47237, "Y4": 0.1428, "page": 0, "Index": 20}, {"Word": "through", "Confidence": 0.995, "X1": 0.50263, "Y1": 0.1252, "X2": 0.58158, "Y2": 0.125, "X3": 0.58158, "Y3": 0.1428, "X4": 0.50395, "Y4": 0.1428, "page": 0, "Index": 21}, {"Word": "August", "Confidence": 0.996, "X1": 0.175, "Y1": 0.1412, "X2": 0.24079, "Y2": 0.141, "X3": 0.24079, "Y3": 0.1578, "X4": 0.175, "Y4": 0.1578, "page": 0, "Index": 22}, {"Word": "2,", "Confidence": 0.998, "X1": 0.24868, "Y1": 0.1412, "X2": 0.27368, "Y2": 0.141, "X3": 0.27368, "Y3": 0.1578, "X4": 0.24868, "Y4": 0.1578, "page": 0, "Index": 23}, {"Word": "1969.", "Confidence": 0.997, "X1": 0.28026, "Y1": 0.1412, "X2": 0.33684, "Y2": 0.141, "X3": 0.33684, "Y3": 0.1568, "X4": 0.28026, "Y4": 0.1578, "page": 0, "Index": 24}, {"Word": "To:", "Confidence": 0.666, "X1": 0.09474, "Y1": 0.1902, "X2": 0.12632, "Y2": 0.19, "X3": 0.12632, "Y3": 0.2058, "X4": 0.09605, "Y4": 0.2058, "page": 0, "Index": 25}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.13947, "Y1": 0.1902, "X2": 0.17632, "Y2": 0.19, "X3": 0.175, "Y3": 0.2058, "X4": 0.13947, "Y4": 0.2058, "page": 0, "Index": 26}, {"Word": "A.", "Confidence": 0.998, "X1": 0.18289, "Y1": 0.1902, "X2": 0.20789, "Y2": 0.19, "X3": 0.20789, "Y3": 0.2058, "X4": 0.18289, "Y4": 0.2058, "page": 0, "Index": 27}, {"Word": "G.", "Confidence": 0.958, "X1": 0.21579, "Y1": 0.1902, "X2": 0.24079, "Y2": 0.19, "X3": 0.23947, "Y3": 0.2058, "X4": 0.21447, "Y4": 0.2058, "page": 0, "Index": 28}, {"Word": "Moore", "Confidence": 0.886, "X1": 0.24737, "Y1": 0.1912, "X2": 0.30395, "Y2": 0.191, "X3": 0.30132, "Y3": 0.2058, "X4": 0.24605, "Y4": 0.2058, "page": 0, "Index": 29}, {"Word": "Product", "Confidence": 0.995, "X1": 0.14079, "Y1": 0.2072, "X2": 0.21711, "Y2": 0.207, "X3": 0.21711, "Y3": 0.2218, "X4": 0.14079, "Y4": 0.2218, "page": 0, "Index": 30}, {"Word": "Development", "Confidence": 0.924, "X1": 0.22632, "Y1": 0.2072, "X2": 0.34737, "Y2": 0.207, "X3": 0.34605, "Y3": 0.2218, "X4": 0.22632, "Y4": 0.2218, "page": 0, "Index": 31}, {"Word": "CONFIDENTIAL", "Confidence": 0.991, "X1": 0.39474, "Y1": 0.2342, "X2": 0.68816, "Y2": 0.234, "X3": 0.68816, "Y3": 0.2768, "X4": 0.39342, "Y4": 0.2748, "page": 0, "Index": 32}, {"Word": "SUMMARY", "Confidence": 0.997, "X1": 0.11053, "Y1": 0.2722, "X2": 0.18289, "Y2": 0.272, "X3": 0.18289, "Y3": 0.2868, "X4": 0.11053, "Y4": 0.2878, "page": 0, "Index": 33}, {"Word": ":", "Confidence": 0.994, "X1": 0.18684, "Y1": 0.2722, "X2": 0.19737, "Y2": 0.272, "X3": 0.19737, "Y3": 0.2868, "X4": 0.18684, "Y4": 0.2868, "page": 0, "Index": 34}, {"Word": "The", "Confidence": 0.998, "X1": 0.16316, "Y1": 0.3052, "X2": 0.19605, "Y2": 0.305, "X3": 0.19605, "Y3": 0.3208, "X4": 0.16316, "Y4": 0.3208, "page": 0, "Index": 35}, {"Word": "purpose", "Confidence": 0.996, "X1": 0.20395, "Y1": 0.3052, "X2": 0.28158, "Y2": 0.305, "X3": 0.28026, "Y3": 0.3198, "X4": 0.20263, "Y4": 0.3208, "page": 0, "Index": 36}, {"Word": "of", "Confidence": 0.998, "X1": 0.28947, "Y1": 0.3052, "X2": 0.31316, "Y2": 0.305, "X3": 0.31316, "Y3": 0.3198, "X4": 0.28947, "Y4": 0.3198, "page": 0, "Index": 37}, {"Word": "this", "Confidence": 0.991, "X1": 0.32237, "Y1": 0.3052, "X2": 0.36579, "Y2": 0.305, "X3": 0.36579, "Y3": 0.3198, "X4": 0.32237, "Y4": 0.3198, "page": 0, "Index": 38}, {"Word": "visit", "Confidence": 0.998, "X1": 0.37632, "Y1": 0.3052, "X2": 0.43026, "Y2": 0.305, "X3": 0.43026, "Y3": 0.3198, "X4": 0.375, "Y4": 0.3198, "page": 0, "Index": 39}, {"Word": "to", "Confidence": 0.998, "X1": 0.43947, "Y1": 0.3052, "X2": 0.46184, "Y2": 0.305, "X3": 0.46184, "Y3": 0.3198, "X4": 0.43947, "Y4": 0.3198, "page": 0, "Index": 40}, {"Word": "Cedar", "Confidence": 0.997, "X1": 0.46974, "Y1": 0.3052, "X2": 0.52763, "Y2": 0.305, "X3": 0.52763, "Y3": 0.3198, "X4": 0.46974, "Y4": 0.3198, "page": 0, "Index": 41}, {"Word": "Rapids,", "Confidence": 0.994, "X1": 0.53421, "Y1": 0.3052, "X2": 0.61447, "Y2": 0.305, "X3": 0.61447, "Y3": 0.3198, "X4": 0.53421, "Y4": 0.3198, "page": 0, "Index": 42}, {"Word": "Iowa", "Confidence": 0.955, "X1": 0.62237, "Y1": 0.3052, "X2": 0.66711, "Y2": 0.305, "X3": 0.66711, "Y3": 0.3208, "X4": 0.62237, "Y4": 0.3198, "page": 0, "Index": 43}, {"Word": "was", "Confidence": 0.998, "X1": 0.67368, "Y1": 0.3052, "X2": 0.70789, "Y2": 0.305, "X3": 0.70789, "Y3": 0.3208, "X4": 0.67368, "Y4": 0.3208, "page": 0, "Index": 44}, {"Word": "to", "Confidence": 0.998, "X1": 0.71842, "Y1": 0.3052, "X2": 0.74079, "Y2": 0.305, "X3": 0.74079, "Y3": 0.3208, "X4": 0.71842, "Y4": 0.3208, "page": 0, "Index": 45}, {"Word": "provide", "Confidence": 0.996, "X1": 0.74868, "Y1": 0.3052, "X2": 0.82763, "Y2": 0.305, "X3": 0.82763, "Y3": 0.3208, "X4": 0.75, "Y4": 0.3208, "page": 0, "Index": 46}, {"Word": "analytical", "Confidence": 0.991, "X1": 0.11053, "Y1": 0.3212, "X2": 0.21711, "Y2": 0.321, "X3": 0.21842, "Y3": 0.3358, "X4": 0.11053, "Y4": 0.3358, "page": 0, "Index": 47}, {"Word": "services", "Confidence": 0.996, "X1": 0.225, "Y1": 0.3212, "X2": 0.31316, "Y2": 0.321, "X3": 0.31316, "Y3": 0.3368, "X4": 0.22632, "Y4": 0.3358, "page": 0, "Index": 48}, {"Word": "for", "Confidence": 0.998, "X1": 0.32237, "Y1": 0.3212, "X2": 0.35526, "Y2": 0.321, "X3": 0.35526, "Y3": 0.3368, "X4": 0.32368, "Y4": 0.3368, "page": 0, "Index": 49}, {"Word": "the", "Confidence": 0.998, "X1": 0.36447, "Y1": 0.3212, "X2": 0.39868, "Y2": 0.321, "X3": 0.4, "Y3": 0.3368, "X4": 0.36579, "Y4": 0.3368, "page": 0, "Index": 50}, {"Word": "Pensweet", "Confidence": 0.971, "X1": 0.40658, "Y1": 0.3212, "X2": 0.49474, "Y2": 0.321, "X3": 0.49474, "Y3": 0.3368, "X4": 0.40658, "Y4": 0.3368, "page": 0, "Index": 51}, {"Word": "Project", "Confidence": 0.991, "X1": 0.50263, "Y1": 0.3212, "X2": 0.57895, "Y2": 0.321, "X3": 0.58026, "Y3": 0.3368, "X4": 0.50395, "Y4": 0.3368, "page": 0, "Index": 52}, {"Word": "during", "Confidence": 0.997, "X1": 0.58947, "Y1": 0.3212, "X2": 0.65526, "Y2": 0.321, "X3": 0.65526, "Y3": 0.3368, "X4": 0.58947, "Y4": 0.3368, "page": 0, "Index": 53}, {"Word": "the", "Confidence": 0.998, "X1": 0.66447, "Y1": 0.3212, "X2": 0.69737, "Y2": 0.321, "X3": 0.69868, "Y3": 0.3368, "X4": 0.66579, "Y4": 0.3368, "page": 0, "Index": 54}, {"Word": "operation", "Confidence": 0.895, "X1": 0.70658, "Y1": 0.3212, "X2": 0.80526, "Y2": 0.321, "X3": 0.80526, "Y3": 0.3358, "X4": 0.70789, "Y4": 0.3368, "page": 0, "Index": 55}, {"Word": "of", "Confidence": 0.998, "X1": 0.81447, "Y1": 0.3202, "X2": 0.83816, "Y2": 0.32, "X3": 0.83947, "Y3": 0.3358, "X4": 0.81579, "Y4": 0.3358, "page": 0, "Index": 56}, {"Word": "the", "Confidence": 0.994, "X1": 0.11316, "Y1": 0.3362, "X2": 0.14342, "Y2": 0.336, "X3": 0.14342, "Y3": 0.3518, "X4": 0.11316, "Y4": 0.3518, "page": 0, "Index": 57}, {"Word": "Pilot", "Confidence": 0.996, "X1": 0.14868, "Y1": 0.3372, "X2": 0.20658, "Y2": 0.337, "X3": 0.20658, "Y3": 0.3528, "X4": 0.14868, "Y4": 0.3518, "page": 0, "Index": 58}, {"Word": "Plant.", "Confidence": 0.995, "X1": 0.21316, "Y1": 0.3372, "X2": 0.28289, "Y2": 0.337, "X3": 0.28289, "Y3": 0.3528, "X4": 0.21316, "Y4": 0.3528, "page": 0, "Index": 59}, {"Word": "The", "Confidence": 0.995, "X1": 0.30132, "Y1": 0.3372, "X2": 0.33553, "Y2": 0.337, "X3": 0.33553, "Y3": 0.3528, "X4": 0.30132, "Y4": 0.3528, "page": 0, "Index": 60}, {"Word": "primary", "Confidence": 0.995, "X1": 0.34211, "Y1": 0.3372, "X2": 0.41974, "Y2": 0.337, "X3": 0.41974, "Y3": 0.3528, "X4": 0.34211, "Y4": 0.3528, "page": 0, "Index": 61}, {"Word": "objectives", "Confidence": 0.994, "X1": 0.42763, "Y1": 0.3372, "X2": 0.53816, "Y2": 0.337, "X3": 0.53816, "Y3": 0.3528, "X4": 0.42763, "Y4": 0.3528, "page": 0, "Index": 62}, {"Word": "were", "Confidence": 0.991, "X1": 0.54605, "Y1": 0.3372, "X2": 0.59079, "Y2": 0.337, "X3": 0.59079, "Y3": 0.3528, "X4": 0.54605, "Y4": 0.3528, "page": 0, "Index": 63}, {"Word": "to", "Confidence": 0.998, "X1": 0.6, "Y1": 0.3372, "X2": 0.62368, "Y2": 0.337, "X3": 0.62368, "Y3": 0.3528, "X4": 0.6, "Y4": 0.3528, "page": 0, "Index": 64}, {"Word": "check", "Confidence": 0.92, "X1": 0.63289, "Y1": 0.3372, "X2": 0.68684, "Y2": 0.337, "X3": 0.68684, "Y3": 0.3528, "X4": 0.63289, "Y4": 0.3528, "page": 0, "Index": 65}, {"Word": "out", "Confidence": 0.998, "X1": 0.69474, "Y1": 0.3372, "X2": 0.73158, "Y2": 0.337, "X3": 0.73158, "Y3": 0.3528, "X4": 0.69474, "Y4": 0.3528, "page": 0, "Index": 66}, {"Word": "the", "Confidence": 0.998, "X1": 0.74079, "Y1": 0.3362, "X2": 0.77368, "Y2": 0.336, "X3": 0.77368, "Y3": 0.3528, "X4": 0.74079, "Y4": 0.3528, "page": 0, "Index": 67}, {"Word": "analytical", "Confidence": 0.957, "X1": 0.78158, "Y1": 0.3362, "X2": 0.89211, "Y2": 0.336, "X3": 0.89211, "Y3": 0.3518, "X4": 0.78158, "Y4": 0.3528, "page": 0, "Index": 68}, {"Word": "equipment", "Confidence": 0.991, "X1": 0.11184, "Y1": 0.3542, "X2": 0.20658, "Y2": 0.354, "X3": 0.20526, "Y3": 0.3698, "X4": 0.11184, "Y4": 0.3708, "page": 0, "Index": 69}, {"Word": "being", "Confidence": 0.996, "X1": 0.21447, "Y1": 0.3542, "X2": 0.27105, "Y2": 0.354, "X3": 0.27105, "Y3": 0.3698, "X4": 0.21447, "Y4": 0.3698, "page": 0, "Index": 70}, {"Word": "used", "Confidence": 0.989, "X1": 0.28026, "Y1": 0.3542, "X2": 0.325, "Y2": 0.354, "X3": 0.32368, "Y3": 0.3698, "X4": 0.28026, "Y4": 0.3698, "page": 0, "Index": 71}, {"Word": "to", "Confidence": 0.998, "X1": 0.33289, "Y1": 0.3542, "X2": 0.35658, "Y2": 0.354, "X3": 0.35526, "Y3": 0.3698, "X4": 0.33289, "Y4": 0.3698, "page": 0, "Index": 72}, {"Word": "monitor", "Confidence": 0.996, "X1": 0.36316, "Y1": 0.3542, "X2": 0.44211, "Y2": 0.354, "X3": 0.44211, "Y3": 0.3698, "X4": 0.36316, "Y4": 0.3698, "page": 0, "Index": 73}, {"Word": "the", "Confidence": 0.998, "X1": 0.45, "Y1": 0.3542, "X2": 0.48553, "Y2": 0.354, "X3": 0.48553, "Y3": 0.3698, "X4": 0.45, "Y4": 0.3698, "page": 0, "Index": 74}, {"Word": "isomerization", "Confidence": 0.992, "X1": 0.49342, "Y1": 0.3542, "X2": 0.63421, "Y2": 0.354, "X3": 0.63289, "Y3": 0.3698, "X4": 0.49342, "Y4": 0.3698, "page": 0, "Index": 75}, {"Word": "process,", "Confidence": 0.996, "X1": 0.64211, "Y1": 0.3542, "X2": 0.73289, "Y2": 0.354, "X3": 0.73289, "Y3": 0.3698, "X4": 0.64211, "Y4": 0.3698, "page": 0, "Index": 76}, {"Word": "and", "Confidence": 0.998, "X1": 0.74079, "Y1": 0.3542, "X2": 0.77368, "Y2": 0.354, "X3": 0.77368, "Y3": 0.3698, "X4": 0.73947, "Y4": 0.3698, "page": 0, "Index": 77}, {"Word": "to", "Confidence": 0.998, "X1": 0.78421, "Y1": 0.3542, "X2": 0.80526, "Y2": 0.354, "X3": 0.80526, "Y3": 0.3698, "X4": 0.78421, "Y4": 0.3698, "page": 0, "Index": 78}, {"Word": "provide", "Confidence": 0.997, "X1": 0.81579, "Y1": 0.3542, "X2": 0.89211, "Y2": 0.354, "X3": 0.89211, "Y3": 0.3698, "X4": 0.81447, "Y4": 0.3698, "page": 0, "Index": 79}, {"Word": "syrup", "Confidence": 0.994, "X1": 0.11053, "Y1": 0.3712, "X2": 0.16447, "Y2": 0.371, "X3": 0.16447, "Y3": 0.3868, "X4": 0.11053, "Y4": 0.3878, "page": 0, "Index": 80}, {"Word": "analyses.", "Confidence": 0.992, "X1": 0.17368, "Y1": 0.3712, "X2": 0.26974, "Y2": 0.371, "X3": 0.26842, "Y3": 0.3858, "X4": 0.17237, "Y4": 0.3868, "page": 0, "Index": 81}, {"Word": "Investigation", "Confidence": 0.992, "X1": 0.16447, "Y1": 0.4032, "X2": 0.30132, "Y2": 0.403, "X3": 0.30132, "Y3": 0.4178, "X4": 0.16447, "Y4": 0.4178, "page": 0, "Index": 82}, {"Word": "of", "Confidence": 0.998, "X1": 0.31053, "Y1": 0.4032, "X2": 0.33421, "Y2": 0.403, "X3": 0.33421, "Y3": 0.4178, "X4": 0.31053, "Y4": 0.4178, "page": 0, "Index": 83}, {"Word": "the", "Confidence": 0.998, "X1": 0.34342, "Y1": 0.4032, "X2": 0.37763, "Y2": 0.403, "X3": 0.37763, "Y3": 0.4178, "X4": 0.34342, "Y4": 0.4178, "page": 0, "Index": 84}, {"Word": "isomerization", "Confidence": 0.909, "X1": 0.38684, "Y1": 0.4022, "X2": 0.52632, "Y2": 0.402, "X3": 0.52632, "Y3": 0.4178, "X4": 0.38684, "Y4": 0.4178, "page": 0, "Index": 85}, {"Word": "monitoring", "Confidence": 0.994, "X1": 0.53289, "Y1": 0.4032, "X2": 0.64474, "Y2": 0.403, "X3": 0.64474, "Y3": 0.4178, "X4": 0.53289, "Y4": 0.4178, "page": 0, "Index": 86}, {"Word": "panel", "Confidence": 0.955, "X1": 0.65263, "Y1": 0.4032, "X2": 0.70921, "Y2": 0.403, "X3": 0.70789, "Y3": 0.4178, "X4": 0.65263, "Y4": 0.4178, "page": 0, "Index": 87}, {"Word": "showed", "Confidence": 0.997, "X1": 0.71842, "Y1": 0.4032, "X2": 0.78421, "Y2": 0.403, "X3": 0.78289, "Y3": 0.4178, "X4": 0.71842, "Y4": 0.4178, "page": 0, "Index": 88}, {"Word": "that", "Confidence": 0.991, "X1": 0.79474, "Y1": 0.4032, "X2": 0.83947, "Y2": 0.403, "X3": 0.83816, "Y3": 0.4178, "X4": 0.79474, "Y4": 0.4178, "page": 0, "Index": 89}, {"Word": "this", "Confidence": 0.989, "X1": 0.84868, "Y1": 0.4032, "X2": 0.89079, "Y2": 0.403, "X3": 0.89079, "Y3": 0.4178, "X4": 0.84737, "Y4": 0.4178, "page": 0, "Index": 90}, {"Word": "equipment", "Confidence": 0.991, "X1": 0.11053, "Y1": 0.4192, "X2": 0.20658, "Y2": 0.419, "X3": 0.20658, "Y3": 0.4348, "X4": 0.11053, "Y4": 0.4348, "page": 0, "Index": 91}, {"Word": "was", "Confidence": 0.998, "X1": 0.21447, "Y1": 0.4192, "X2": 0.24868, "Y2": 0.419, "X3": 0.24868, "Y3": 0.4348, "X4": 0.21447, "Y4": 0.4348, "page": 0, "Index": 92}, {"Word": "functioning", "Confidence": 0.992, "X1": 0.25789, "Y1": 0.4192, "X2": 0.37632, "Y2": 0.419, "X3": 0.37632, "Y3": 0.4348, "X4": 0.25789, "Y4": 0.4348, "page": 0, "Index": 93}, {"Word": "properly.", "Confidence": 0.995, "X1": 0.38553, "Y1": 0.4192, "X2": 0.48421, "Y2": 0.419, "X3": 0.48421, "Y3": 0.4338, "X4": 0.38553, "Y4": 0.4348, "page": 0, "Index": 94}, {"Word": "Analyses", "Confidence": 0.995, "X1": 0.50263, "Y1": 0.4192, "X2": 0.59079, "Y2": 0.419, "X3": 0.59079, "Y3": 0.4338, "X4": 0.50263, "Y4": 0.4338, "page": 0, "Index": 95}, {"Word": "of", "Confidence": 0.998, "X1": 0.6, "Y1": 0.4192, "X2": 0.62368, "Y2": 0.419, "X3": 0.62368, "Y3": 0.4338, "X4": 0.6, "Y4": 0.4338, "page": 0, "Index": 96}, {"Word": "acids", "Confidence": 0.997, "X1": 0.63158, "Y1": 0.4192, "X2": 0.68684, "Y2": 0.419, "X3": 0.68684, "Y3": 0.4338, "X4": 0.63158, "Y4": 0.4338, "page": 0, "Index": 97}, {"Word": "and", "Confidence": 0.998, "X1": 0.69737, "Y1": 0.4192, "X2": 0.73026, "Y2": 0.419, "X3": 0.72895, "Y3": 0.4338, "X4": 0.69605, "Y4": 0.4338, "page": 0, "Index": 98}, {"Word": "acids", "Confidence": 0.997, "X1": 0.73947, "Y1": 0.4192, "X2": 0.79474, "Y2": 0.419, "X3": 0.79474, "Y3": 0.4338, "X4": 0.73947, "Y4": 0.4338, "page": 0, "Index": 99}, {"Word": "plus", "Confidence": 0.991, "X1": 0.80395, "Y1": 0.4192, "X2": 0.84868, "Y2": 0.419, "X3": 0.84868, "Y3": 0.4328, "X4": 0.80263, "Y4": 0.4338, "page": 0, "Index": 100}, {"Word": "lactones", "Confidence": 0.966, "X1": 0.11184, "Y1": 0.4352, "X2": 0.19605, "Y2": 0.435, "X3": 0.19474, "Y3": 0.4498, "X4": 0.11053, "Y4": 0.4498, "page": 0, "Index": 101}, {"Word": "were", "Confidence": 0.988, "X1": 0.20526, "Y1": 0.4352, "X2": 0.24868, "Y2": 0.435, "X3": 0.24737, "Y3": 0.4498, "X4": 0.20395, "Y4": 0.4498, "page": 0, "Index": 102}, {"Word": "performed", "Confidence": 0.994, "X1": 0.25789, "Y1": 0.4352, "X2": 0.35526, "Y2": 0.435, "X3": 0.35526, "Y3": 0.4498, "X4": 0.25789, "Y4": 0.4498, "page": 0, "Index": 103}, {"Word": "throughout", "Confidence": 0.995, "X1": 0.36579, "Y1": 0.4352, "X2": 0.47368, "Y2": 0.435, "X3": 0.47237, "Y3": 0.4498, "X4": 0.36579, "Y4": 0.4498, "page": 0, "Index": 104}, {"Word": "the", "Confidence": 0.998, "X1": 0.48289, "Y1": 0.4352, "X2": 0.51579, "Y2": 0.435, "X3": 0.51579, "Y3": 0.4498, "X4": 0.48158, "Y4": 0.4498, "page": 0, "Index": 105}, {"Word": "Pensweet", "Confidence": 0.994, "X1": 0.525, "Y1": 0.4352, "X2": 0.61184, "Y2": 0.435, "X3": 0.61184, "Y3": 0.4498, "X4": 0.525, "Y4": 0.4498, "page": 0, "Index": 106}, {"Word": "process.", "Confidence": 0.995, "X1": 0.62105, "Y1": 0.4352, "X2": 0.71053, "Y2": 0.435, "X3": 0.70921, "Y3": 0.4488, "X4": 0.62105, "Y4": 0.4498, "page": 0, "Index": 107}, {"Word": "A", "Confidence": 0.994, "X1": 0.72895, "Y1": 0.4352, "X2": 0.73947, "Y2": 0.435, "X3": 0.73947, "Y3": 0.4488, "X4": 0.72895, "Y4": 0.4488, "page": 0, "Index": 108}, {"Word": "comprehensive", "Confidence": 0.957, "X1": 0.75132, "Y1": 0.4352, "X2": 0.89211, "Y2": 0.435, "X3": 0.89211, "Y3": 0.4488, "X4": 0.75132, "Y4": 0.4488, "page": 0, "Index": 109}, {"Word": "study", "Confidence": 0.997, "X1": 0.11184, "Y1": 0.4522, "X2": 0.16316, "Y2": 0.452, "X3": 0.16316, "Y3": 0.4668, "X4": 0.11053, "Y4": 0.4668, "page": 0, "Index": 110}, {"Word": "was", "Confidence": 0.998, "X1": 0.17237, "Y1": 0.4512, "X2": 0.20526, "Y2": 0.451, "X3": 0.20526, "Y3": 0.4668, "X4": 0.17105, "Y4": 0.4668, "page": 0, "Index": 111}, {"Word": "conducted", "Confidence": 0.994, "X1": 0.21579, "Y1": 0.4512, "X2": 0.31316, "Y2": 0.451, "X3": 0.31184, "Y3": 0.4668, "X4": 0.21447, "Y4": 0.4668, "page": 0, "Index": 112}, {"Word": "concerning", "Confidence": 0.972, "X1": 0.32237, "Y1": 0.4502, "X2": 0.43158, "Y2": 0.45, "X3": 0.43026, "Y3": 0.4658, "X4": 0.32237, "Y4": 0.4668, "page": 0, "Index": 113}, {"Word": "D.E", "Confidence": 0.952, "X1": 0.43816, "Y1": 0.4502, "X2": 0.46974, "Y2": 0.45, "X3": 0.46842, "Y3": 0.4658, "X4": 0.43684, "Y4": 0.4658, "page": 0, "Index": 114}, {"Word": ".,", "Confidence": 0.998, "X1": 0.47368, "Y1": 0.4502, "X2": 0.49605, "Y2": 0.45, "X3": 0.49474, "Y3": 0.4658, "X4": 0.47237, "Y4": 0.4658, "page": 0, "Index": 115}, {"Word": "optical", "Confidence": 0.994, "X1": 0.50395, "Y1": 0.4502, "X2": 0.58026, "Y2": 0.45, "X3": 0.57895, "Y3": 0.4658, "X4": 0.50263, "Y4": 0.4658, "page": 0, "Index": 116}, {"Word": "rotation,", "Confidence": 0.994, "X1": 0.58947, "Y1": 0.4502, "X2": 0.68947, "Y2": 0.45, "X3": 0.68816, "Y3": 0.4658, "X4": 0.58816, "Y4": 0.4658, "page": 0, "Index": 117}, {"Word": "and", "Confidence": 0.998, "X1": 0.69737, "Y1": 0.4502, "X2": 0.73158, "Y2": 0.45, "X3": 0.73026, "Y3": 0.4658, "X4": 0.69605, "Y4": 0.4658, "page": 0, "Index": 118}, {"Word": "acids", "Confidence": 0.997, "X1": 0.73947, "Y1": 0.4512, "X2": 0.79605, "Y2": 0.451, "X3": 0.79474, "Y3": 0.4658, "X4": 0.73816, "Y4": 0.4658, "page": 0, "Index": 119}, {"Word": "during", "Confidence": 0.997, "X1": 0.80395, "Y1": 0.4512, "X2": 0.87105, "Y2": 0.451, "X3": 0.86974, "Y3": 0.4658, "X4": 0.80263, "Y4": 0.4658, "page": 0, "Index": 120}, {"Word": "the", "Confidence": 0.994, "X1": 0.11184, "Y1": 0.4682, "X2": 0.14211, "Y2": 0.468, "X3": 0.14079, "Y3": 0.4828, "X4": 0.11053, "Y4": 0.4828, "page": 0, "Index": 121}, {"Word": "enzymatic", "Confidence": 0.956, "X1": 0.15, "Y1": 0.4672, "X2": 0.24868, "Y2": 0.467, "X3": 0.24868, "Y3": 0.4828, "X4": 0.15, "Y4": 0.4828, "page": 0, "Index": 122}, {"Word": "conversion", "Confidence": 0.995, "X1": 0.25789, "Y1": 0.4672, "X2": 0.36711, "Y2": 0.467, "X3": 0.36579, "Y3": 0.4818, "X4": 0.25658, "Y4": 0.4828, "page": 0, "Index": 123}, {"Word": "of", "Confidence": 0.998, "X1": 0.37632, "Y1": 0.4672, "X2": 0.4, "Y2": 0.467, "X3": 0.39868, "Y3": 0.4818, "X4": 0.375, "Y4": 0.4818, "page": 0, "Index": 124}, {"Word": "corn", "Confidence": 0.982, "X1": 0.40789, "Y1": 0.4672, "X2": 0.45132, "Y2": 0.467, "X3": 0.45, "Y3": 0.4818, "X4": 0.40658, "Y4": 0.4818, "page": 0, "Index": 125}, {"Word": "starch", "Confidence": 0.997, "X1": 0.46053, "Y1": 0.4672, "X2": 0.52632, "Y2": 0.467, "X3": 0.525, "Y3": 0.4818, "X4": 0.46053, "Y4": 0.4818, "page": 0, "Index": 126}, {"Word": "to", "Confidence": 0.998, "X1": 0.53553, "Y1": 0.4672, "X2": 0.55789, "Y2": 0.467, "X3": 0.55658, "Y3": 0.4818, "X4": 0.53553, "Y4": 0.4818, "page": 0, "Index": 127}, {"Word": "dextrose.", "Confidence": 0.993, "X1": 0.56711, "Y1": 0.4672, "X2": 0.66711, "Y2": 0.467, "X3": 0.66711, "Y3": 0.4818, "X4": 0.56711, "Y4": 0.4818, "page": 0, "Index": 128}, {"Word": "A", "Confidence": 0.991, "X1": 0.68684, "Y1": 0.4662, "X2": 0.69868, "Y2": 0.466, "X3": 0.69737, "Y3": 0.4818, "X4": 0.68553, "Y4": 0.4818, "page": 0, "Index": 129}, {"Word": "tabulation", "Confidence": 0.995, "X1": 0.70921, "Y1": 0.4662, "X2": 0.81711, "Y2": 0.466, "X3": 0.81579, "Y3": 0.4818, "X4": 0.70789, "Y4": 0.4818, "page": 0, "Index": 130}, {"Word": "of", "Confidence": 0.998, "X1": 0.82632, "Y1": 0.4662, "X2": 0.85, "Y2": 0.466, "X3": 0.84868, "Y3": 0.4818, "X4": 0.825, "Y4": 0.4818, "page": 0, "Index": 131}, {"Word": "the", "Confidence": 0.998, "X1": 0.85921, "Y1": 0.4662, "X2": 0.89211, "Y2": 0.466, "X3": 0.89079, "Y3": 0.4808, "X4": 0.85789, "Y4": 0.4818, "page": 0, "Index": 132}, {"Word": "memorandum.", "Confidence": 0.991, "X1": 0.38553, "Y1": 0.4832, "X2": 0.50395, "Y2": 0.483, "X3": 0.50263, "Y3": 0.4978, "X4": 0.38553, "Y4": 0.4988, "page": 0, "Index": 133}, {"Word": "data", "Confidence": 0.991, "X1": 0.11184, "Y1": 0.4842, "X2": 0.15263, "Y2": 0.484, "X3": 0.15132, "Y3": 0.4988, "X4": 0.11053, "Y4": 0.4988, "page": 0, "Index": 134}, {"Word": "is", "Confidence": 0.998, "X1": 0.16184, "Y1": 0.4842, "X2": 0.18421, "Y2": 0.484, "X3": 0.18421, "Y3": 0.4988, "X4": 0.16184, "Y4": 0.4988, "page": 0, "Index": 135}, {"Word": "contained", "Confidence": 0.995, "X1": 0.19342, "Y1": 0.4842, "X2": 0.29211, "Y2": 0.484, "X3": 0.29079, "Y3": 0.4988, "X4": 0.19211, "Y4": 0.4988, "page": 0, "Index": 136}, {"Word": "in", "Confidence": 0.998, "X1": 0.30132, "Y1": 0.4842, "X2": 0.32368, "Y2": 0.484, "X3": 0.32368, "Y3": 0.4988, "X4": 0.3, "Y4": 0.4988, "page": 0, "Index": 137}, {"Word": "this", "Confidence": 0.989, "X1": 0.33421, "Y1": 0.4832, "X2": 0.37763, "Y2": 0.483, "X3": 0.37632, "Y3": 0.4988, "X4": 0.33289, "Y4": 0.4988, "page": 0, "Index": 138}, {"Word": "MEMORANDUM:", "Confidence": 0.991, "X1": 0.10789, "Y1": 0.5152, "X2": 0.22895, "Y2": 0.515, "X3": 0.22895, "Y3": 0.5308, "X4": 0.10789, "Y4": 0.5298, "page": 0, "Index": 139}, {"Word": "A", "Confidence": 0.998, "X1": 0.16053, "Y1": 0.5472, "X2": 0.17368, "Y2": 0.547, "X3": 0.17368, "Y3": 0.5628, "X4": 0.16053, "Y4": 0.5628, "page": 0, "Index": 140}, {"Word": "checkout", "Confidence": 0.995, "X1": 0.18158, "Y1": 0.5472, "X2": 0.26974, "Y2": 0.547, "X3": 0.26974, "Y3": 0.5628, "X4": 0.18158, "Y4": 0.5628, "page": 0, "Index": 141}, {"Word": "of", "Confidence": 0.998, "X1": 0.27895, "Y1": 0.5472, "X2": 0.30263, "Y2": 0.547, "X3": 0.30132, "Y3": 0.5628, "X4": 0.27763, "Y4": 0.5628, "page": 0, "Index": 142}, {"Word": "the", "Confidence": 0.998, "X1": 0.31053, "Y1": 0.5472, "X2": 0.34474, "Y2": 0.547, "X3": 0.34342, "Y3": 0.5628, "X4": 0.31053, "Y4": 0.5628, "page": 0, "Index": 143}, {"Word": "isomerization", "Confidence": 0.991, "X1": 0.35395, "Y1": 0.5472, "X2": 0.49342, "Y2": 0.547, "X3": 0.49211, "Y3": 0.5628, "X4": 0.35395, "Y4": 0.5628, "page": 0, "Index": 144}, {"Word": "monitoring", "Confidence": 0.993, "X1": 0.50132, "Y1": 0.5472, "X2": 0.61184, "Y2": 0.547, "X3": 0.61184, "Y3": 0.5628, "X4": 0.50132, "Y4": 0.5628, "page": 0, "Index": 145}, {"Word": "panel", "Confidence": 0.991, "X1": 0.62105, "Y1": 0.5482, "X2": 0.67632, "Y2": 0.548, "X3": 0.675, "Y3": 0.5628, "X4": 0.61974, "Y4": 0.5628, "page": 0, "Index": 146}, {"Word": "was", "Confidence": 0.998, "X1": 0.68421, "Y1": 0.5482, "X2": 0.71974, "Y2": 0.548, "X3": 0.71842, "Y3": 0.5628, "X4": 0.68421, "Y4": 0.5628, "page": 0, "Index": 147}, {"Word": "conducted.", "Confidence": 0.991, "X1": 0.72895, "Y1": 0.5482, "X2": 0.83947, "Y2": 0.548, "X3": 0.83947, "Y3": 0.5628, "X4": 0.72895, "Y4": 0.5628, "page": 0, "Index": 148}, {"Word": "This", "Confidence": 0.989, "X1": 0.85921, "Y1": 0.5482, "X2": 0.90132, "Y2": 0.548, "X3": 0.90132, "Y3": 0.5628, "X4": 0.85789, "Y4": 0.5628, "page": 0, "Index": 149}, {"Word": "standard", "Confidence": 0.995, "X1": 0.83684, "Y1": 0.5642, "X2": 0.92368, "Y2": 0.564, "X3": 0.92237, "Y3": 0.5778, "X4": 0.83553, "Y4": 0.5788, "page": 0, "Index": 150}, {"Word": "was", "Confidence": 0.998, "X1": 0.10921, "Y1": 0.5652, "X2": 0.14211, "Y2": 0.565, "X3": 0.14211, "Y3": 0.5798, "X4": 0.10921, "Y4": 0.5798, "page": 0, "Index": 151}, {"Word": "accomplished", "Confidence": 0.992, "X1": 0.15132, "Y1": 0.5652, "X2": 0.28026, "Y2": 0.565, "X3": 0.27895, "Y3": 0.5798, "X4": 0.15132, "Y4": 0.5798, "page": 0, "Index": 152}, {"Word": "by", "Confidence": 0.998, "X1": 0.28947, "Y1": 0.5642, "X2": 0.31184, "Y2": 0.564, "X3": 0.31184, "Y3": 0.5798, "X4": 0.28947, "Y4": 0.5798, "page": 0, "Index": 153}, {"Word": "analyzing", "Confidence": 0.991, "X1": 0.32105, "Y1": 0.5642, "X2": 0.41842, "Y2": 0.564, "X3": 0.41842, "Y3": 0.5798, "X4": 0.32105, "Y4": 0.5798, "page": 0, "Index": 154}, {"Word": "solutions", "Confidence": 0.995, "X1": 0.42895, "Y1": 0.5642, "X2": 0.525, "Y2": 0.564, "X3": 0.525, "Y3": 0.5788, "X4": 0.42763, "Y4": 0.5798, "page": 0, "Index": 155}, {"Word": "containing", "Confidence": 0.994, "X1": 0.53553, "Y1": 0.5642, "X2": 0.64342, "Y2": 0.564, "X3": 0.64342, "Y3": 0.5788, "X4": 0.53421, "Y4": 0.5788, "page": 0, "Index": 156}, {"Word": "known", "Confidence": 0.994, "X1": 0.65263, "Y1": 0.5642, "X2": 0.70921, "Y2": 0.564, "X3": 0.70789, "Y3": 0.5788, "X4": 0.65132, "Y4": 0.5788, "page": 0, "Index": 157}, {"Word": "amounts", "Confidence": 0.994, "X1": 0.71842, "Y1": 0.5642, "X2": 0.79474, "Y2": 0.564, "X3": 0.79342, "Y3": 0.5788, "X4": 0.71711, "Y4": 0.5788, "page": 0, "Index": 158}, {"Word": "of", "Confidence": 0.998, "X1": 0.80395, "Y1": 0.5642, "X2": 0.82763, "Y2": 0.564, "X3": 0.82632, "Y3": 0.5788, "X4": 0.80263, "Y4": 0.5788, "page": 0, "Index": 159}, {"Word": "dextrose", "Confidence": 0.901, "X1": 0.10921, "Y1": 0.5812, "X2": 0.19474, "Y2": 0.581, "X3": 0.19474, "Y3": 0.5958, "X4": 0.10921, "Y4": 0.5958, "page": 0, "Index": 160}, {"Word": "and", "Confidence": 0.998, "X1": 0.20526, "Y1": 0.5812, "X2": 0.23816, "Y2": 0.581, "X3": 0.23816, "Y3": 0.5958, "X4": 0.20526, "Y4": 0.5958, "page": 0, "Index": 161}, {"Word": "fructose.", "Confidence": 0.992, "X1": 0.24737, "Y1": 0.5812, "X2": 0.34605, "Y2": 0.581, "X3": 0.34605, "Y3": 0.5958, "X4": 0.24737, "Y4": 0.5958, "page": 0, "Index": 162}, {"Word": "Analysis", "Confidence": 0.994, "X1": 0.36447, "Y1": 0.5812, "X2": 0.45132, "Y2": 0.581, "X3": 0.45132, "Y3": 0.5958, "X4": 0.36447, "Y4": 0.5958, "page": 0, "Index": 163}, {"Word": "of", "Confidence": 0.998, "X1": 0.46053, "Y1": 0.5812, "X2": 0.48289, "Y2": 0.581, "X3": 0.48289, "Y3": 0.5958, "X4": 0.46053, "Y4": 0.5958, "page": 0, "Index": 164}, {"Word": "a", "Confidence": 0.997, "X1": 0.49342, "Y1": 0.5812, "X2": 0.50526, "Y2": 0.581, "X3": 0.50395, "Y3": 0.5958, "X4": 0.49342, "Y4": 0.5958, "page": 0, "Index": 165}, {"Word": "standard", "Confidence": 0.995, "X1": 0.51447, "Y1": 0.5812, "X2": 0.6, "Y2": 0.581, "X3": 0.6, "Y3": 0.5958, "X4": 0.51316, "Y4": 0.5958, "page": 0, "Index": 166}, {"Word": "dextrose", "Confidence": 0.996, "X1": 0.60921, "Y1": 0.5812, "X2": 0.69737, "Y2": 0.581, "X3": 0.69737, "Y3": 0.5958, "X4": 0.60921, "Y4": 0.5958, "page": 0, "Index": 167}, {"Word": "solution", "Confidence": 0.996, "X1": 0.70789, "Y1": 0.5812, "X2": 0.79474, "Y2": 0.581, "X3": 0.79342, "Y3": 0.5948, "X4": 0.70789, "Y4": 0.5958, "page": 0, "Index": 168}, {"Word": "gave", "Confidence": 0.989, "X1": 0.80395, "Y1": 0.5812, "X2": 0.85, "Y2": 0.581, "X3": 0.84868, "Y3": 0.5948, "X4": 0.80263, "Y4": 0.5948, "page": 0, "Index": 169}, {"Word": "an", "Confidence": 0.998, "X1": 0.86053, "Y1": 0.5812, "X2": 0.88158, "Y2": 0.581, "X3": 0.88026, "Y3": 0.5948, "X4": 0.85921, "Y4": 0.5948, "page": 0, "Index": 170}, {"Word": "over-read", "Confidence": 0.993, "X1": 0.10921, "Y1": 0.5972, "X2": 0.20395, "Y2": 0.597, "X3": 0.20395, "Y3": 0.6118, "X4": 0.10921, "Y4": 0.6108, "page": 0, "Index": 171}, {"Word": "factor", "Confidence": 0.997, "X1": 0.21579, "Y1": 0.5972, "X2": 0.28026, "Y2": 0.597, "X3": 0.28026, "Y3": 0.6118, "X4": 0.21447, "Y4": 0.6118, "page": 0, "Index": 172}, {"Word": "of", "Confidence": 0.998, "X1": 0.28947, "Y1": 0.5972, "X2": 0.31184, "Y2": 0.597, "X3": 0.31184, "Y3": 0.6118, "X4": 0.28947, "Y4": 0.6118, "page": 0, "Index": 173}, {"Word": "0.997.", "Confidence": 0.993, "X1": 0.32105, "Y1": 0.5962, "X2": 0.38816, "Y2": 0.596, "X3": 0.38816, "Y3": 0.6118, "X4": 0.32105, "Y4": 0.6118, "page": 0, "Index": 174}, {"Word": "Analysis", "Confidence": 0.995, "X1": 0.40658, "Y1": 0.5962, "X2": 0.49342, "Y2": 0.596, "X3": 0.49211, "Y3": 0.6118, "X4": 0.40526, "Y4": 0.6118, "page": 0, "Index": 175}, {"Word": "of", "Confidence": 0.998, "X1": 0.50263, "Y1": 0.5962, "X2": 0.52632, "Y2": 0.596, "X3": 0.52632, "Y3": 0.6118, "X4": 0.50132, "Y4": 0.6118, "page": 0, "Index": 176}, {"Word": "a", "Confidence": 0.996, "X1": 0.53553, "Y1": 0.5962, "X2": 0.54605, "Y2": 0.596, "X3": 0.54605, "Y3": 0.6118, "X4": 0.53553, "Y4": 0.6118, "page": 0, "Index": 177}, {"Word": "solution", "Confidence": 0.995, "X1": 0.55526, "Y1": 0.5962, "X2": 0.64211, "Y2": 0.596, "X3": 0.64211, "Y3": 0.6118, "X4": 0.55526, "Y4": 0.6118, "page": 0, "Index": 178}, {"Word": "of", "Confidence": 0.998, "X1": 0.65263, "Y1": 0.5962, "X2": 0.67632, "Y2": 0.596, "X3": 0.675, "Y3": 0.6118, "X4": 0.65263, "Y4": 0.6118, "page": 0, "Index": 179}, {"Word": "dextrose", "Confidence": 0.991, "X1": 0.68553, "Y1": 0.5962, "X2": 0.77237, "Y2": 0.596, "X3": 0.77105, "Y3": 0.6108, "X4": 0.68553, "Y4": 0.6118, "page": 0, "Index": 180}, {"Word": "and", "Confidence": 0.998, "X1": 0.78289, "Y1": 0.5972, "X2": 0.81579, "Y2": 0.597, "X3": 0.81579, "Y3": 0.6108, "X4": 0.78158, "Y4": 0.6108, "page": 0, "Index": 181}, {"Word": "fructose", "Confidence": 0.994, "X1": 0.82632, "Y1": 0.5972, "X2": 0.91316, "Y2": 0.597, "X3": 0.91184, "Y3": 0.6098, "X4": 0.82632, "Y4": 0.6108, "page": 0, "Index": 182}, {"Word": "prepared", "Confidence": 0.993, "X1": 0.10789, "Y1": 0.6132, "X2": 0.19474, "Y2": 0.613, "X3": 0.19474, "Y3": 0.6278, "X4": 0.10789, "Y4": 0.6278, "page": 0, "Index": 183}, {"Word": "representing", "Confidence": 0.991, "X1": 0.41842, "Y1": 0.6132, "X2": 0.54868, "Y2": 0.613, "X3": 0.54868, "Y3": 0.6278, "X4": 0.41711, "Y4": 0.6288, "page": 0, "Index": 184}, {"Word": "30%", "Confidence": 0.998, "X1": 0.55789, "Y1": 0.6132, "X2": 0.59079, "Y2": 0.613, "X3": 0.59079, "Y3": 0.6278, "X4": 0.55789, "Y4": 0.6278, "page": 0, "Index": 185}, {"Word": "conversion", "Confidence": 0.995, "X1": 0.6, "Y1": 0.6122, "X2": 0.70789, "Y2": 0.612, "X3": 0.70789, "Y3": 0.6278, "X4": 0.59868, "Y4": 0.6278, "page": 0, "Index": 186}, {"Word": "gave", "Confidence": 0.988, "X1": 0.71842, "Y1": 0.6122, "X2": 0.76316, "Y2": 0.612, "X3": 0.76316, "Y3": 0.6278, "X4": 0.71842, "Y4": 0.6278, "page": 0, "Index": 187}, {"Word": "values", "Confidence": 0.641, "X1": 0.77105, "Y1": 0.6122, "X2": 0.83816, "Y2": 0.612, "X3": 0.83816, "Y3": 0.6268, "X4": 0.77105, "Y4": 0.6278, "page": 0, "Index": 188}, {"Word": "of", "Confidence": 0.998, "X1": 0.84737, "Y1": 0.6122, "X2": 0.87105, "Y2": 0.612, "X3": 0.87105, "Y3": 0.6268, "X4": 0.84737, "Y4": 0.6268, "page": 0, "Index": 189}, {"Word": "to", "Confidence": 0.998, "X1": 0.20395, "Y1": 0.6132, "X2": 0.22632, "Y2": 0.613, "X3": 0.22632, "Y3": 0.6288, "X4": 0.20395, "Y4": 0.6278, "page": 0, "Index": 190}, {"Word": "yield", "Confidence": 0.898, "X1": 0.23684, "Y1": 0.6132, "X2": 0.29079, "Y2": 0.613, "X3": 0.29079, "Y3": 0.6288, "X4": 0.23684, "Y4": 0.6288, "page": 0, "Index": 191}, {"Word": "a", "Confidence": 0.995, "X1": 0.3, "Y1": 0.6132, "X2": 0.31184, "Y2": 0.613, "X3": 0.31184, "Y3": 0.6288, "X4": 0.3, "Y4": 0.6288, "page": 0, "Index": 192}, {"Word": "solution", "Confidence": 0.995, "X1": 0.32237, "Y1": 0.6132, "X2": 0.40789, "Y2": 0.613, "X3": 0.40789, "Y3": 0.6288, "X4": 0.32105, "Y4": 0.6288, "page": 0, "Index": 193}, {"Word": "29.7%", "Confidence": 0.957, "X1": 0.10921, "Y1": 0.6292, "X2": 0.16184, "Y2": 0.629, "X3": 0.16184, "Y3": 0.6438, "X4": 0.10921, "Y4": 0.6438, "page": 0, "Index": 194}, {"Word": "conversion", "Confidence": 0.991, "X1": 0.17105, "Y1": 0.6292, "X2": 0.28026, "Y2": 0.629, "X3": 0.28026, "Y3": 0.6438, "X4": 0.17105, "Y4": 0.6438, "page": 0, "Index": 195}, {"Word": "on", "Confidence": 0.998, "X1": 0.28816, "Y1": 0.6292, "X2": 0.31184, "Y2": 0.629, "X3": 0.31184, "Y3": 0.6438, "X4": 0.28816, "Y4": 0.6438, "page": 0, "Index": 196}, {"Word": "the", "Confidence": 0.998, "X1": 0.32237, "Y1": 0.6292, "X2": 0.35526, "Y2": 0.629, "X3": 0.35395, "Y3": 0.6438, "X4": 0.32105, "Y4": 0.6438, "page": 0, "Index": 197}, {"Word": "panel", "Confidence": 0.993, "X1": 0.36316, "Y1": 0.6292, "X2": 0.41842, "Y2": 0.629, "X3": 0.41842, "Y3": 0.6438, "X4": 0.36316, "Y4": 0.6438, "page": 0, "Index": 198}, {"Word": "and", "Confidence": 0.998, "X1": 0.42895, "Y1": 0.6292, "X2": 0.46184, "Y2": 0.629, "X3": 0.46053, "Y3": 0.6448, "X4": 0.42763, "Y4": 0.6448, "page": 0, "Index": 199}, {"Word": "29.6%", "Confidence": 0.971, "X1": 0.47105, "Y1": 0.6292, "X2": 0.525, "Y2": 0.629, "X3": 0.525, "Y3": 0.6448, "X4": 0.47105, "Y4": 0.6448, "page": 0, "Index": 200}, {"Word": "conversion", "Confidence": 0.994, "X1": 0.53421, "Y1": 0.6292, "X2": 0.64342, "Y2": 0.629, "X3": 0.64342, "Y3": 0.6438, "X4": 0.53421, "Y4": 0.6448, "page": 0, "Index": 201}, {"Word": "manually.", "Confidence": 0.993, "X1": 0.65, "Y1": 0.6292, "X2": 0.75263, "Y2": 0.629, "X3": 0.75263, "Y3": 0.6438, "X4": 0.65, "Y4": 0.6438, "page": 0, "Index": 202}, {"Word": "This", "Confidence": 0.986, "X1": 0.77105, "Y1": 0.6292, "X2": 0.81579, "Y2": 0.629, "X3": 0.81579, "Y3": 0.6438, "X4": 0.77105, "Y4": 0.6438, "page": 0, "Index": 203}, {"Word": "data", "Confidence": 0.991, "X1": 0.825, "Y1": 0.6282, "X2": 0.86974, "Y2": 0.628, "X3": 0.86842, "Y3": 0.6438, "X4": 0.82368, "Y4": 0.6438, "page": 0, "Index": 204}, {"Word": "indicated", "Confidence": 0.994, "X1": 0.11053, "Y1": 0.6452, "X2": 0.20526, "Y2": 0.645, "X3": 0.20395, "Y3": 0.6598, "X4": 0.10921, "Y4": 0.6588, "page": 0, "Index": 205}, {"Word": "that", "Confidence": 0.991, "X1": 0.21579, "Y1": 0.6452, "X2": 0.25921, "Y2": 0.645, "X3": 0.25789, "Y3": 0.6598, "X4": 0.21447, "Y4": 0.6598, "page": 0, "Index": 206}, {"Word": "the", "Confidence": 0.998, "X1": 0.26974, "Y1": 0.6452, "X2": 0.30263, "Y2": 0.645, "X3": 0.30132, "Y3": 0.6598, "X4": 0.26842, "Y4": 0.6598, "page": 0, "Index": 207}, {"Word": "panel", "Confidence": 0.996, "X1": 0.31053, "Y1": 0.6452, "X2": 0.36579, "Y2": 0.645, "X3": 0.36447, "Y3": 0.6598, "X4": 0.30921, "Y4": 0.6598, "page": 0, "Index": 208}, {"Word": "was", "Confidence": 0.998, "X1": 0.375, "Y1": 0.6452, "X2": 0.40789, "Y2": 0.645, "X3": 0.40658, "Y3": 0.6598, "X4": 0.37368, "Y4": 0.6598, "page": 0, "Index": 209}, {"Word": "functioning", "Confidence": 0.993, "X1": 0.41842, "Y1": 0.6452, "X2": 0.53553, "Y2": 0.645, "X3": 0.53553, "Y3": 0.6598, "X4": 0.41711, "Y4": 0.6598, "page": 0, "Index": 210}, {"Word": "properly", "Confidence": 0.996, "X1": 0.54605, "Y1": 0.6452, "X2": 0.63289, "Y2": 0.645, "X3": 0.63158, "Y3": 0.6598, "X4": 0.54474, "Y4": 0.6598, "page": 0, "Index": 211}, {"Word": "and", "Confidence": 0.998, "X1": 0.64342, "Y1": 0.6452, "X2": 0.67632, "Y2": 0.645, "X3": 0.675, "Y3": 0.6598, "X4": 0.64211, "Y4": 0.6598, "page": 0, "Index": 212}, {"Word": "that", "Confidence": 0.989, "X1": 0.68684, "Y1": 0.6452, "X2": 0.73026, "Y2": 0.645, "X3": 0.72895, "Y3": 0.6598, "X4": 0.68553, "Y4": 0.6598, "page": 0, "Index": 213}, {"Word": "the", "Confidence": 0.998, "X1": 0.73947, "Y1": 0.6452, "X2": 0.77237, "Y2": 0.645, "X3": 0.77105, "Y3": 0.6598, "X4": 0.73816, "Y4": 0.6598, "page": 0, "Index": 214}, {"Word": "results", "Confidence": 0.941, "X1": 0.78289, "Y1": 0.6442, "X2": 0.85921, "Y2": 0.644, "X3": 0.85789, "Y3": 0.6598, "X4": 0.78289, "Y4": 0.6598, "page": 0, "Index": 215}, {"Word": "obtained", "Confidence": 0.995, "X1": 0.10789, "Y1": 0.6602, "X2": 0.19474, "Y2": 0.66, "X3": 0.19474, "Y3": 0.6758, "X4": 0.10921, "Y4": 0.6758, "page": 0, "Index": 216}, {"Word": "during", "Confidence": 0.997, "X1": 0.20395, "Y1": 0.6602, "X2": 0.26842, "Y2": 0.66, "X3": 0.26974, "Y3": 0.6758, "X4": 0.20395, "Y4": 0.6758, "page": 0, "Index": 217}, {"Word": "the", "Confidence": 0.998, "X1": 0.27763, "Y1": 0.6602, "X2": 0.31184, "Y2": 0.66, "X3": 0.31184, "Y3": 0.6758, "X4": 0.27895, "Y4": 0.6758, "page": 0, "Index": 218}, {"Word": "Pilot", "Confidence": 0.997, "X1": 0.31974, "Y1": 0.6602, "X2": 0.37632, "Y2": 0.66, "X3": 0.37632, "Y3": 0.6758, "X4": 0.32105, "Y4": 0.6758, "page": 0, "Index": 219}, {"Word": "Plant", "Confidence": 0.997, "X1": 0.38421, "Y1": 0.6602, "X2": 0.43947, "Y2": 0.66, "X3": 0.44079, "Y3": 0.6758, "X4": 0.38421, "Y4": 0.6758, "page": 0, "Index": 220}, {"Word": "run", "Confidence": 0.998, "X1": 0.44868, "Y1": 0.6612, "X2": 0.48158, "Y2": 0.661, "X3": 0.48158, "Y3": 0.6758, "X4": 0.44868, "Y4": 0.6758, "page": 0, "Index": 221}, {"Word": "were", "Confidence": 0.988, "X1": 0.49079, "Y1": 0.6612, "X2": 0.53553, "Y2": 0.661, "X3": 0.53553, "Y3": 0.6758, "X4": 0.49211, "Y4": 0.6758, "page": 0, "Index": 222}, {"Word": "valid.", "Confidence": 0.996, "X1": 0.54474, "Y1": 0.6612, "X2": 0.61184, "Y2": 0.661, "X3": 0.61184, "Y3": 0.6758, "X4": 0.54474, "Y4": 0.6758, "page": 0, "Index": 223}, {"Word": "The", "Confidence": 0.998, "X1": 0.16316, "Y1": 0.6952, "X2": 0.19474, "Y2": 0.695, "X3": 0.19474, "Y3": 0.7088, "X4": 0.16316, "Y4": 0.7088, "page": 0, "Index": 224}, {"Word": "conversion", "Confidence": 0.994, "X1": 0.20526, "Y1": 0.6952, "X2": 0.31316, "Y2": 0.695, "X3": 0.31316, "Y3": 0.7088, "X4": 0.20395, "Y4": 0.7088, "page": 0, "Index": 225}, {"Word": "of", "Confidence": 0.998, "X1": 0.32368, "Y1": 0.6952, "X2": 0.34474, "Y2": 0.695, "X3": 0.34474, "Y3": 0.7088, "X4": 0.32237, "Y4": 0.7088, "page": 0, "Index": 226}, {"Word": "corn", "Confidence": 0.982, "X1": 0.35526, "Y1": 0.6942, "X2": 0.39868, "Y2": 0.694, "X3": 0.39868, "Y3": 0.7098, "X4": 0.35395, "Y4": 0.7098, "page": 0, "Index": 227}, {"Word": "starch", "Confidence": 0.997, "X1": 0.40921, "Y1": 0.6942, "X2": 0.47237, "Y2": 0.694, "X3": 0.47237, "Y3": 0.7098, "X4": 0.40789, "Y4": 0.7098, "page": 0, "Index": 228}, {"Word": "to", "Confidence": 0.998, "X1": 0.48421, "Y1": 0.6942, "X2": 0.50526, "Y2": 0.694, "X3": 0.50526, "Y3": 0.7098, "X4": 0.48289, "Y4": 0.7098, "page": 0, "Index": 229}, {"Word": "dextrose", "Confidence": 0.995, "X1": 0.51579, "Y1": 0.6942, "X2": 0.60132, "Y2": 0.694, "X3": 0.60132, "Y3": 0.7098, "X4": 0.51447, "Y4": 0.7098, "page": 0, "Index": 230}, {"Word": "is", "Confidence": 0.998, "X1": 0.61316, "Y1": 0.6942, "X2": 0.63421, "Y2": 0.694, "X3": 0.63421, "Y3": 0.7098, "X4": 0.61184, "Y4": 0.7098, "page": 0, "Index": 231}, {"Word": "routinely", "Confidence": 0.995, "X1": 0.64474, "Y1": 0.6942, "X2": 0.74211, "Y2": 0.694, "X3": 0.74211, "Y3": 0.7088, "X4": 0.64342, "Y4": 0.7098, "page": 0, "Index": 232}, {"Word": "monitored", "Confidence": 0.994, "X1": 0.75, "Y1": 0.6932, "X2": 0.85, "Y2": 0.693, "X3": 0.85, "Y3": 0.7088, "X4": 0.74868, "Y4": 0.7088, "page": 0, "Index": 233}, {"Word": "by", "Confidence": 0.998, "X1": 0.85921, "Y1": 0.6932, "X2": 0.88289, "Y2": 0.693, "X3": 0.88289, "Y3": 0.7088, "X4": 0.85921, "Y4": 0.7088, "page": 0, "Index": 234}, {"Word": "the", "Confidence": 0.998, "X1": 0.10921, "Y1": 0.7102, "X2": 0.14342, "Y2": 0.71, "X3": 0.14342, "Y3": 0.7248, "X4": 0.10921, "Y4": 0.7248, "page": 0, "Index": 235}, {"Word": "determination", "Confidence": 0.992, "X1": 0.15132, "Y1": 0.7112, "X2": 0.29079, "Y2": 0.711, "X3": 0.29079, "Y3": 0.7248, "X4": 0.15132, "Y4": 0.7248, "page": 0, "Index": 236}, {"Word": "of", "Confidence": 0.998, "X1": 0.3, "Y1": 0.7112, "X2": 0.32368, "Y2": 0.711, "X3": 0.32368, "Y3": 0.7248, "X4": 0.3, "Y4": 0.7248, "page": 0, "Index": 237}, {"Word": "reducing", "Confidence": 0.995, "X1": 0.33289, "Y1": 0.7112, "X2": 0.41974, "Y2": 0.711, "X3": 0.41974, "Y3": 0.7248, "X4": 0.33289, "Y4": 0.7248, "page": 0, "Index": 238}, {"Word": "sugars", "Confidence": 0.997, "X1": 0.42895, "Y1": 0.7112, "X2": 0.49474, "Y2": 0.711, "X3": 0.49474, "Y3": 0.7248, "X4": 0.42895, "Y4": 0.7248, "page": 0, "Index": 239}, {"Word": "content,", "Confidence": 0.991, "X1": 0.50395, "Y1": 0.7112, "X2": 0.59342, "Y2": 0.711, "X3": 0.59342, "Y3": 0.7248, "X4": 0.50395, "Y4": 0.7248, "page": 0, "Index": 240}, {"Word": "expressed", "Confidence": 0.995, "X1": 0.60132, "Y1": 0.7112, "X2": 0.69868, "Y2": 0.711, "X3": 0.69737, "Y3": 0.7248, "X4": 0.60132, "Y4": 0.7248, "page": 0, "Index": 241}, {"Word": "as", "Confidence": 0.995, "X1": 0.70921, "Y1": 0.7112, "X2": 0.73158, "Y2": 0.711, "X3": 0.73158, "Y3": 0.7248, "X4": 0.70789, "Y4": 0.7248, "page": 0, "Index": 242}, {"Word": "dextrose", "Confidence": 0.995, "X1": 0.74079, "Y1": 0.7102, "X2": 0.82763, "Y2": 0.71, "X3": 0.82763, "Y3": 0.7248, "X4": 0.74079, "Y4": 0.7248, "page": 0, "Index": 243}, {"Word": "equivalent.", "Confidence": 0.991, "X1": 0.83816, "Y1": 0.7102, "X2": 0.95658, "Y2": 0.71, "X3": 0.95526, "Y3": 0.7248, "X4": 0.83816, "Y4": 0.7248, "page": 0, "Index": 244}, {"Word": "This", "Confidence": 0.995, "X1": 0.11053, "Y1": 0.7262, "X2": 0.15263, "Y2": 0.726, "X3": 0.15263, "Y3": 0.7408, "X4": 0.11053, "Y4": 0.7408, "page": 0, "Index": 245}, {"Word": "\"D.E.\"", "Confidence": 0.991, "X1": 0.16316, "Y1": 0.7262, "X2": 0.22763, "Y2": 0.726, "X3": 0.22763, "Y3": 0.7408, "X4": 0.16316, "Y4": 0.7408, "page": 0, "Index": 246}, {"Word": "value", "Confidence": 0.609, "X1": 0.23684, "Y1": 0.7262, "X2": 0.29211, "Y2": 0.726, "X3": 0.29211, "Y3": 0.7408, "X4": 0.23684, "Y4": 0.7408, "page": 0, "Index": 247}, {"Word": "is", "Confidence": 0.998, "X1": 0.30263, "Y1": 0.7262, "X2": 0.32368, "Y2": 0.726, "X3": 0.32368, "Y3": 0.7408, "X4": 0.30132, "Y4": 0.7408, "page": 0, "Index": 248}, {"Word": "used", "Confidence": 0.989, "X1": 0.33289, "Y1": 0.7262, "X2": 0.37763, "Y2": 0.726, "X3": 0.37763, "Y3": 0.7418, "X4": 0.33289, "Y4": 0.7408, "page": 0, "Index": 249}, {"Word": "to", "Confidence": 0.998, "X1": 0.38684, "Y1": 0.7262, "X2": 0.41053, "Y2": 0.726, "X3": 0.40921, "Y3": 0.7418, "X4": 0.38684, "Y4": 0.7418, "page": 0, "Index": 250}, {"Word": "determine", "Confidence": 0.994, "X1": 0.41842, "Y1": 0.7262, "X2": 0.51711, "Y2": 0.726, "X3": 0.51711, "Y3": 0.7418, "X4": 0.41842, "Y4": 0.7418, "page": 0, "Index": 251}, {"Word": "when", "Confidence": 0.982, "X1": 0.525, "Y1": 0.7262, "X2": 0.57105, "Y2": 0.726, "X3": 0.56974, "Y3": 0.7418, "X4": 0.525, "Y4": 0.7418, "page": 0, "Index": 252}, {"Word": "a", "Confidence": 0.996, "X1": 0.58026, "Y1": 0.7262, "X2": 0.59079, "Y2": 0.726, "X3": 0.59079, "Y3": 0.7418, "X4": 0.57895, "Y4": 0.7418, "page": 0, "Index": 253}, {"Word": "batch", "Confidence": 0.997, "X1": 0.60132, "Y1": 0.7262, "X2": 0.65526, "Y2": 0.726, "X3": 0.65526, "Y3": 0.7408, "X4": 0.6, "Y4": 0.7418, "page": 0, "Index": 254}, {"Word": "of", "Confidence": 0.998, "X1": 0.66579, "Y1": 0.7262, "X2": 0.68816, "Y2": 0.726, "X3": 0.68684, "Y3": 0.7408, "X4": 0.66579, "Y4": 0.7408, "page": 0, "Index": 255}, {"Word": "corn", "Confidence": 0.991, "X1": 0.69868, "Y1": 0.7262, "X2": 0.74211, "Y2": 0.726, "X3": 0.74211, "Y3": 0.7408, "X4": 0.69868, "Y4": 0.7408, "page": 0, "Index": 256}, {"Word": "starch", "Confidence": 0.994, "X1": 0.75263, "Y1": 0.7262, "X2": 0.81842, "Y2": 0.726, "X3": 0.81711, "Y3": 0.7408, "X4": 0.75132, "Y4": 0.7408, "page": 0, "Index": 257}, {"Word": "is", "Confidence": 0.998, "X1": 0.82763, "Y1": 0.7262, "X2": 0.85132, "Y2": 0.726, "X3": 0.85, "Y3": 0.7408, "X4": 0.82763, "Y4": 0.7408, "page": 0, "Index": 258}, {"Word": "suffi-", "Confidence": 0.997, "X1": 0.86053, "Y1": 0.7262, "X2": 0.92632, "Y2": 0.726, "X3": 0.92632, "Y3": 0.7398, "X4": 0.85921, "Y4": 0.7408, "page": 0, "Index": 259}, {"Word": "ciently", "Confidence": 0.995, "X1": 0.11316, "Y1": 0.7432, "X2": 0.18421, "Y2": 0.743, "X3": 0.18421, "Y3": 0.7578, "X4": 0.11316, "Y4": 0.7568, "page": 0, "Index": 260}, {"Word": "converted", "Confidence": 0.991, "X1": 0.19474, "Y1": 0.7432, "X2": 0.29211, "Y2": 0.743, "X3": 0.29079, "Y3": 0.7578, "X4": 0.19474, "Y4": 0.7578, "page": 0, "Index": 261}, {"Word": "to", "Confidence": 0.998, "X1": 0.30263, "Y1": 0.7432, "X2": 0.32368, "Y2": 0.743, "X3": 0.32368, "Y3": 0.7578, "X4": 0.30132, "Y4": 0.7578, "page": 0, "Index": 262}, {"Word": "dextrose", "Confidence": 0.995, "X1": 0.33289, "Y1": 0.7422, "X2": 0.41974, "Y2": 0.742, "X3": 0.41842, "Y3": 0.7578, "X4": 0.33289, "Y4": 0.7578, "page": 0, "Index": 263}, {"Word": "to", "Confidence": 0.998, "X1": 0.43026, "Y1": 0.7422, "X2": 0.45132, "Y2": 0.742, "X3": 0.45132, "Y3": 0.7578, "X4": 0.43026, "Y4": 0.7578, "page": 0, "Index": 264}, {"Word": "begin", "Confidence": 0.995, "X1": 0.46053, "Y1": 0.7422, "X2": 0.51579, "Y2": 0.742, "X3": 0.51447, "Y3": 0.7568, "X4": 0.46053, "Y4": 0.7578, "page": 0, "Index": 265}, {"Word": "the", "Confidence": 0.998, "X1": 0.52632, "Y1": 0.7422, "X2": 0.55921, "Y2": 0.742, "X3": 0.55789, "Y3": 0.7568, "X4": 0.525, "Y4": 0.7568, "page": 0, "Index": 266}, {"Word": "isomerization.", "Confidence": 0.991, "X1": 0.56974, "Y1": 0.7422, "X2": 0.72105, "Y2": 0.742, "X3": 0.72105, "Y3": 0.7568, "X4": 0.56842, "Y4": 0.7568, "page": 0, "Index": 267}, {"Word": "The", "Confidence": 0.998, "X1": 0.74079, "Y1": 0.7422, "X2": 0.775, "Y2": 0.742, "X3": 0.775, "Y3": 0.7558, "X4": 0.74079, "Y4": 0.7568, "page": 0, "Index": 268}, {"Word": "\"over-read", "Confidence": 0.994, "X1": 0.78553, "Y1": 0.7412, "X2": 0.89342, "Y2": 0.741, "X3": 0.89211, "Y3": 0.7558, "X4": 0.78553, "Y4": 0.7558, "page": 0, "Index": 269}, {"Word": "factor\",", "Confidence": 0.926, "X1": 0.11184, "Y1": 0.7592, "X2": 0.19737, "Y2": 0.759, "X3": 0.19737, "Y3": 0.7738, "X4": 0.11053, "Y4": 0.7728, "page": 0, "Index": 270}, {"Word": "which", "Confidence": 0.994, "X1": 0.20395, "Y1": 0.7592, "X2": 0.25921, "Y2": 0.759, "X3": 0.25921, "Y3": 0.7738, "X4": 0.20263, "Y4": 0.7738, "page": 0, "Index": 271}, {"Word": "has", "Confidence": 0.998, "X1": 0.26842, "Y1": 0.7592, "X2": 0.30395, "Y2": 0.759, "X3": 0.30263, "Y3": 0.7738, "X4": 0.26711, "Y4": 0.7738, "page": 0, "Index": 272}, {"Word": "been", "Confidence": 0.988, "X1": 0.31184, "Y1": 0.7592, "X2": 0.35526, "Y2": 0.759, "X3": 0.35526, "Y3": 0.7738, "X4": 0.31184, "Y4": 0.7738, "page": 0, "Index": 273}, {"Word": "previously", "Confidence": 0.993, "X1": 0.36579, "Y1": 0.7592, "X2": 0.47368, "Y2": 0.759, "X3": 0.47237, "Y3": 0.7738, "X4": 0.36447, "Y4": 0.7738, "page": 0, "Index": 274}, {"Word": "discussed", "Confidence": 0.995, "X1": 0.48158, "Y1": 0.7582, "X2": 0.58158, "Y2": 0.758, "X3": 0.58026, "Y3": 0.7738, "X4": 0.48158, "Y4": 0.7738, "page": 0, "Index": 275}, {"Word": "(Sensabaugh,", "Confidence": 0.955, "X1": 0.59211, "Y1": 0.7582, "X2": 0.72368, "Y2": 0.758, "X3": 0.72237, "Y3": 0.7738, "X4": 0.59079, "Y4": 0.7738, "page": 0, "Index": 276}, {"Word": "A.", "Confidence": 0.998, "X1": 0.73026, "Y1": 0.7582, "X2": 0.75526, "Y2": 0.758, "X3": 0.75395, "Y3": 0.7738, "X4": 0.72895, "Y4": 0.7738, "page": 0, "Index": 277}, {"Word": "J", "Confidence": 0.995, "X1": 0.76184, "Y1": 0.7582, "X2": 0.77237, "Y2": 0.758, "X3": 0.77105, "Y3": 0.7738, "X4": 0.76053, "Y4": 0.7738, "page": 0, "Index": 278}, {"Word": ".,", "Confidence": 0.929, "X1": 0.77632, "Y1": 0.7582, "X2": 0.79868, "Y2": 0.758, "X3": 0.79737, "Y3": 0.7738, "X4": 0.775, "Y4": 0.7738, "page": 0, "Index": 279}, {"Word": "Jr", "Confidence": 0.952, "X1": 0.80526, "Y1": 0.7582, "X2": 0.825, "Y2": 0.758, "X3": 0.82368, "Y3": 0.7738, "X4": 0.80395, "Y4": 0.7738, "page": 0, "Index": 280}, {"Word": ".,", "Confidence": 0.926, "X1": 0.82895, "Y1": 0.7572, "X2": 0.85263, "Y2": 0.757, "X3": 0.85132, "Y3": 0.7738, "X4": 0.82763, "Y4": 0.7738, "page": 0, "Index": 281}, {"Word": "Inter-", "Confidence": 0.997, "X1": 0.86053, "Y1": 0.7572, "X2": 0.92632, "Y2": 0.757, "X3": 0.925, "Y3": 0.7728, "X4": 0.85921, "Y4": 0.7728, "page": 0, "Index": 282}, {"Word": "Office", "Confidence": 0.997, "X1": 0.11184, "Y1": 0.7742, "X2": 0.17368, "Y2": 0.774, "X3": 0.17368, "Y3": 0.7888, "X4": 0.11053, "Y4": 0.7888, "page": 0, "Index": 283}, {"Word": "Memorandum", "Confidence": 0.97, "X1": 0.18026, "Y1": 0.7742, "X2": 0.29079, "Y2": 0.774, "X3": 0.29079, "Y3": 0.7898, "X4": 0.18026, "Y4": 0.7888, "page": 0, "Index": 284}, {"Word": "to", "Confidence": 0.998, "X1": 0.30263, "Y1": 0.7742, "X2": 0.325, "Y2": 0.774, "X3": 0.32368, "Y3": 0.7898, "X4": 0.30132, "Y4": 0.7898, "page": 0, "Index": 285}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.33158, "Y1": 0.7742, "X2": 0.36974, "Y2": 0.774, "X3": 0.36842, "Y3": 0.7898, "X4": 0.33026, "Y4": 0.7898, "page": 0, "Index": 286}, {"Word": "A.", "Confidence": 0.997, "X1": 0.37632, "Y1": 0.7742, "X2": 0.40132, "Y2": 0.774, "X3": 0.4, "Y3": 0.7898, "X4": 0.375, "Y4": 0.7898, "page": 0, "Index": 287}, {"Word": "G.", "Confidence": 0.834, "X1": 0.40658, "Y1": 0.7742, "X2": 0.43289, "Y2": 0.774, "X3": 0.43158, "Y3": 0.7898, "X4": 0.40526, "Y4": 0.7898, "page": 0, "Index": 288}, {"Word": "Moore,", "Confidence": 0.997, "X1": 0.43816, "Y1": 0.7742, "X2": 0.50789, "Y2": 0.774, "X3": 0.50658, "Y3": 0.7898, "X4": 0.43684, "Y4": 0.7898, "page": 0, "Index": 289}, {"Word": "May", "Confidence": 0.991, "X1": 0.51316, "Y1": 0.7742, "X2": 0.55, "Y2": 0.774, "X3": 0.54868, "Y3": 0.7898, "X4": 0.51184, "Y4": 0.7898, "page": 0, "Index": 290}, {"Word": "8,", "Confidence": 0.956, "X1": 0.55658, "Y1": 0.7742, "X2": 0.58289, "Y2": 0.774, "X3": 0.58158, "Y3": 0.7898, "X4": 0.55658, "Y4": 0.7898, "page": 0, "Index": 291}, {"Word": "1969),", "Confidence": 0.995, "X1": 0.59079, "Y1": 0.7742, "X2": 0.65789, "Y2": 0.774, "X3": 0.65789, "Y3": 0.7898, "X4": 0.59079, "Y4": 0.7898, "page": 0, "Index": 292}, {"Word": "may", "Confidence": 0.998, "X1": 0.66316, "Y1": 0.7742, "X2": 0.69868, "Y2": 0.774, "X3": 0.69868, "Y3": 0.7898, "X4": 0.66316, "Y4": 0.7898, "page": 0, "Index": 293}, {"Word": "also", "Confidence": 0.981, "X1": 0.70921, "Y1": 0.7742, "X2": 0.75263, "Y2": 0.774, "X3": 0.75263, "Y3": 0.7898, "X4": 0.70789, "Y4": 0.7898, "page": 0, "Index": 294}, {"Word": "be", "Confidence": 0.966, "X1": 0.76184, "Y1": 0.7742, "X2": 0.78421, "Y2": 0.774, "X3": 0.78421, "Y3": 0.7888, "X4": 0.76053, "Y4": 0.7898, "page": 0, "Index": 295}, {"Word": "used", "Confidence": 0.989, "X1": 0.79474, "Y1": 0.7752, "X2": 0.83947, "Y2": 0.775, "X3": 0.83816, "Y3": 0.7888, "X4": 0.79342, "Y4": 0.7888, "page": 0, "Index": 296}, {"Word": "to", "Confidence": 0.998, "X1": 0.85, "Y1": 0.7752, "X2": 0.87237, "Y2": 0.775, "X3": 0.87105, "Y3": 0.7888, "X4": 0.84868, "Y4": 0.7888, "page": 0, "Index": 297}, {"Word": "indicate", "Confidence": 0.996, "X1": 0.11184, "Y1": 0.7912, "X2": 0.19605, "Y2": 0.791, "X3": 0.19474, "Y3": 0.8058, "X4": 0.11184, "Y4": 0.8058, "page": 0, "Index": 298}, {"Word": "progress", "Confidence": 0.993, "X1": 0.20395, "Y1": 0.7912, "X2": 0.29079, "Y2": 0.791, "X3": 0.29079, "Y3": 0.8058, "X4": 0.20263, "Y4": 0.8058, "page": 0, "Index": 299}, {"Word": "of", "Confidence": 0.998, "X1": 0.30132, "Y1": 0.7912, "X2": 0.32368, "Y2": 0.791, "X3": 0.32368, "Y3": 0.8058, "X4": 0.3, "Y4": 0.8058, "page": 0, "Index": 300}, {"Word": "the", "Confidence": 0.998, "X1": 0.33421, "Y1": 0.7912, "X2": 0.36711, "Y2": 0.791, "X3": 0.36711, "Y3": 0.8068, "X4": 0.33289, "Y4": 0.8058, "page": 0, "Index": 301}, {"Word": "conversion", "Confidence": 0.993, "X1": 0.37632, "Y1": 0.7912, "X2": 0.48289, "Y2": 0.791, "X3": 0.48289, "Y3": 0.8068, "X4": 0.37632, "Y4": 0.8068, "page": 0, "Index": 302}, {"Word": "of", "Confidence": 0.998, "X1": 0.49342, "Y1": 0.7912, "X2": 0.51579, "Y2": 0.791, "X3": 0.51579, "Y3": 0.8068, "X4": 0.49342, "Y4": 0.8068, "page": 0, "Index": 303}, {"Word": "starch", "Confidence": 0.997, "X1": 0.525, "Y1": 0.7912, "X2": 0.59079, "Y2": 0.791, "X3": 0.59079, "Y3": 0.8068, "X4": 0.525, "Y4": 0.8068, "page": 0, "Index": 304}, {"Word": "to", "Confidence": 0.998, "X1": 0.6, "Y1": 0.7912, "X2": 0.62368, "Y2": 0.791, "X3": 0.62237, "Y3": 0.8068, "X4": 0.6, "Y4": 0.8068, "page": 0, "Index": 305}, {"Word": "dextrose.", "Confidence": 0.995, "X1": 0.63289, "Y1": 0.7912, "X2": 0.73289, "Y2": 0.791, "X3": 0.73158, "Y3": 0.8068, "X4": 0.63289, "Y4": 0.8068, "page": 0, "Index": 306}, {"Word": "It", "Confidence": 0.997, "X1": 0.75132, "Y1": 0.7912, "X2": 0.775, "Y2": 0.791, "X3": 0.77368, "Y3": 0.8068, "X4": 0.75132, "Y4": 0.8068, "page": 0, "Index": 307}, {"Word": "is", "Confidence": 0.998, "X1": 0.78421, "Y1": 0.7912, "X2": 0.80658, "Y2": 0.791, "X3": 0.80526, "Y3": 0.8068, "X4": 0.78289, "Y4": 0.8068, "page": 0, "Index": 308}, {"Word": "suspected", "Confidence": 0.834, "X1": 0.81579, "Y1": 0.7912, "X2": 0.91316, "Y2": 0.791, "X3": 0.91316, "Y3": 0.8058, "X4": 0.81447, "Y4": 0.8068, "page": 0, "Index": 309}, {"Word": "that", "Confidence": 0.989, "X1": 0.11184, "Y1": 0.8092, "X2": 0.15263, "Y2": 0.809, "X3": 0.15132, "Y3": 0.8238, "X4": 0.11053, "Y4": 0.8238, "page": 0, "Index": 310}, {"Word": "the", "Confidence": 0.942, "X1": 0.16184, "Y1": 0.8092, "X2": 0.19474, "Y2": 0.809, "X3": 0.19474, "Y3": 0.8238, "X4": 0.16053, "Y4": 0.8238, "page": 0, "Index": 311}, {"Word": "determination", "Confidence": 0.992, "X1": 0.20526, "Y1": 0.8092, "X2": 0.34474, "Y2": 0.809, "X3": 0.34474, "Y3": 0.8238, "X4": 0.20395, "Y4": 0.8238, "page": 0, "Index": 312}, {"Word": "of", "Confidence": 0.998, "X1": 0.35395, "Y1": 0.8092, "X2": 0.37763, "Y2": 0.809, "X3": 0.37632, "Y3": 0.8238, "X4": 0.35395, "Y4": 0.8238, "page": 0, "Index": 313}, {"Word": "the", "Confidence": 0.998, "X1": 0.38684, "Y1": 0.8092, "X2": 0.41974, "Y2": 0.809, "X3": 0.41842, "Y3": 0.8238, "X4": 0.38553, "Y4": 0.8238, "page": 0, "Index": 314}, {"Word": "over-read", "Confidence": 0.991, "X1": 0.42763, "Y1": 0.8092, "X2": 0.52632, "Y2": 0.809, "X3": 0.525, "Y3": 0.8238, "X4": 0.42763, "Y4": 0.8238, "page": 0, "Index": 315}, {"Word": "factor", "Confidence": 0.997, "X1": 0.53684, "Y1": 0.8082, "X2": 0.60263, "Y2": 0.808, "X3": 0.60132, "Y3": 0.8228, "X4": 0.53553, "Y4": 0.8228, "page": 0, "Index": 316}, {"Word": "at", "Confidence": 0.998, "X1": 0.61184, "Y1": 0.8082, "X2": 0.63421, "Y2": 0.808, "X3": 0.63289, "Y3": 0.8228, "X4": 0.61053, "Y4": 0.8228, "page": 0, "Index": 317}, {"Word": "various", "Confidence": 0.996, "X1": 0.64342, "Y1": 0.8082, "X2": 0.72105, "Y2": 0.808, "X3": 0.71974, "Y3": 0.8228, "X4": 0.64342, "Y4": 0.8228, "page": 0, "Index": 318}, {"Word": "times", "Confidence": 0.993, "X1": 0.73026, "Y1": 0.8072, "X2": 0.78553, "Y2": 0.807, "X3": 0.78421, "Y3": 0.8228, "X4": 0.72895, "Y4": 0.8228, "page": 0, "Index": 319}, {"Word": "during", "Confidence": 0.997, "X1": 0.79474, "Y1": 0.8072, "X2": 0.86053, "Y2": 0.807, "X3": 0.85921, "Y3": 0.8218, "X4": 0.79342, "Y4": 0.8228, "page": 0, "Index": 320}, {"Word": "the", "Confidence": 0.998, "X1": 0.87105, "Y1": 0.8072, "X2": 0.90526, "Y2": 0.807, "X3": 0.90395, "Y3": 0.8218, "X4": 0.86974, "Y4": 0.8218, "page": 0, "Index": 321}, {"Word": "of", "Confidence": 0.998, "X1": 0.85, "Y1": 0.8232, "X2": 0.87237, "Y2": 0.823, "X3": 0.87105, "Y3": 0.8378, "X4": 0.84868, "Y4": 0.8388, "page": 0, "Index": 322}, {"Word": "the", "Confidence": 0.998, "X1": 0.88158, "Y1": 0.8222, "X2": 0.91579, "Y2": 0.822, "X3": 0.91447, "Y3": 0.8378, "X4": 0.88026, "Y4": 0.8378, "page": 0, "Index": 323}, {"Word": "conversion", "Confidence": 0.993, "X1": 0.11053, "Y1": 0.8262, "X2": 0.21579, "Y2": 0.826, "X3": 0.21447, "Y3": 0.8398, "X4": 0.10921, "Y4": 0.8398, "page": 0, "Index": 324}, {"Word": "process", "Confidence": 0.996, "X1": 0.22632, "Y1": 0.8262, "X2": 0.30263, "Y2": 0.826, "X3": 0.30132, "Y3": 0.8398, "X4": 0.225, "Y4": 0.8398, "page": 0, "Index": 325}, {"Word": "may", "Confidence": 0.998, "X1": 0.31053, "Y1": 0.8262, "X2": 0.34474, "Y2": 0.826, "X3": 0.34342, "Y3": 0.8398, "X4": 0.30921, "Y4": 0.8398, "page": 0, "Index": 326}, {"Word": "add", "Confidence": 0.998, "X1": 0.35526, "Y1": 0.8262, "X2": 0.38816, "Y2": 0.826, "X3": 0.38684, "Y3": 0.8398, "X4": 0.35395, "Y4": 0.8398, "page": 0, "Index": 327}, {"Word": "information", "Confidence": 0.994, "X1": 0.39868, "Y1": 0.8252, "X2": 0.51579, "Y2": 0.825, "X3": 0.51447, "Y3": 0.8398, "X4": 0.39737, "Y4": 0.8398, "page": 0, "Index": 328}, {"Word": "relevant", "Confidence": 0.995, "X1": 0.52632, "Y1": 0.8242, "X2": 0.61316, "Y2": 0.824, "X3": 0.61184, "Y3": 0.8398, "X4": 0.525, "Y4": 0.8398, "page": 0, "Index": 329}, {"Word": "to", "Confidence": 0.998, "X1": 0.62368, "Y1": 0.8242, "X2": 0.64474, "Y2": 0.824, "X3": 0.64342, "Y3": 0.8388, "X4": 0.62237, "Y4": 0.8398, "page": 0, "Index": 330}, {"Word": "the", "Confidence": 0.998, "X1": 0.65526, "Y1": 0.8242, "X2": 0.68816, "Y2": 0.824, "X3": 0.68684, "Y3": 0.8388, "X4": 0.65395, "Y4": 0.8388, "page": 0, "Index": 331}, {"Word": "acceptability", "Confidence": 0.993, "X1": 0.69737, "Y1": 0.8232, "X2": 0.83947, "Y2": 0.823, "X3": 0.83816, "Y3": 0.8388, "X4": 0.69605, "Y4": 0.8388, "page": 0, "Index": 332}, {"Word": "product", "Confidence": 0.994, "X1": 0.11184, "Y1": 0.8422, "X2": 0.18553, "Y2": 0.842, "X3": 0.18289, "Y3": 0.8568, "X4": 0.10921, "Y4": 0.8568, "page": 0, "Index": 333}, {"Word": "if", "Confidence": 0.998, "X1": 0.19605, "Y1": 0.8422, "X2": 0.21579, "Y2": 0.842, "X3": 0.21447, "Y3": 0.8568, "X4": 0.19342, "Y4": 0.8568, "page": 0, "Index": 334}, {"Word": "and", "Confidence": 0.998, "X1": 0.22632, "Y1": 0.8422, "X2": 0.26053, "Y2": 0.842, "X3": 0.25921, "Y3": 0.8568, "X4": 0.225, "Y4": 0.8568, "page": 0, "Index": 335}, {"Word": "when", "Confidence": 0.987, "X1": 0.26842, "Y1": 0.8422, "X2": 0.31447, "Y2": 0.842, "X3": 0.31184, "Y3": 0.8558, "X4": 0.26711, "Y4": 0.8568, "page": 0, "Index": 336}, {"Word": "sufficient", "Confidence": 0.994, "X1": 0.32368, "Y1": 0.8412, "X2": 0.43158, "Y2": 0.841, "X3": 0.43026, "Y3": 0.8558, "X4": 0.32237, "Y4": 0.8558, "page": 0, "Index": 337}, {"Word": "conversion", "Confidence": 0.994, "X1": 0.44079, "Y1": 0.8412, "X2": 0.54868, "Y2": 0.841, "X3": 0.54737, "Y3": 0.8558, "X4": 0.43947, "Y4": 0.8558, "page": 0, "Index": 338}, {"Word": "has", "Confidence": 0.998, "X1": 0.55658, "Y1": 0.8412, "X2": 0.59079, "Y2": 0.841, "X3": 0.59079, "Y3": 0.8548, "X4": 0.55526, "Y4": 0.8548, "page": 0, "Index": 339}, {"Word": "occurred.", "Confidence": 0.991, "X1": 0.6, "Y1": 0.8402, "X2": 0.7, "Y2": 0.84, "X3": 0.7, "Y3": 0.8548, "X4": 0.6, "Y4": 0.8548, "page": 0, "Index": 340}, {"Word": "A", "Confidence": 0.993, "X1": 0.71842, "Y1": 0.8402, "X2": 0.72895, "Y2": 0.84, "X3": 0.72895, "Y3": 0.8548, "X4": 0.71711, "Y4": 0.8548, "page": 0, "Index": 341}, {"Word": "study", "Confidence": 0.997, "X1": 0.73947, "Y1": 0.8402, "X2": 0.79605, "Y2": 0.84, "X3": 0.79474, "Y3": 0.8548, "X4": 0.73947, "Y4": 0.8548, "page": 0, "Index": 342}, {"Word": "was", "Confidence": 0.998, "X1": 0.80526, "Y1": 0.8392, "X2": 0.83816, "Y2": 0.839, "X3": 0.83816, "Y3": 0.8548, "X4": 0.80395, "Y4": 0.8548, "page": 0, "Index": 343}, {"Word": "conducted", "Confidence": 0.994, "X1": 0.84868, "Y1": 0.8392, "X2": 0.94605, "Y2": 0.839, "X3": 0.94474, "Y3": 0.8548, "X4": 0.84737, "Y4": 0.8548, "page": 0, "Index": 344}, {"Word": "to", "Confidence": 0.996, "X1": 0.11053, "Y1": 0.8592, "X2": 0.13026, "Y2": 0.859, "X3": 0.13026, "Y3": 0.8738, "X4": 0.11053, "Y4": 0.8738, "page": 0, "Index": 345}, {"Word": "collect", "Confidence": 0.996, "X1": 0.14079, "Y1": 0.8582, "X2": 0.21711, "Y2": 0.858, "X3": 0.21711, "Y3": 0.8738, "X4": 0.14079, "Y4": 0.8738, "page": 0, "Index": 346}, {"Word": "data", "Confidence": 0.982, "X1": 0.22632, "Y1": 0.8582, "X2": 0.26974, "Y2": 0.858, "X3": 0.26974, "Y3": 0.8738, "X4": 0.22632, "Y4": 0.8738, "page": 0, "Index": 347}, {"Word": "in", "Confidence": 0.998, "X1": 0.28026, "Y1": 0.8582, "X2": 0.30132, "Y2": 0.858, "X3": 0.30132, "Y3": 0.8738, "X4": 0.28026, "Y4": 0.8738, "page": 0, "Index": 348}, {"Word": "this", "Confidence": 0.988, "X1": 0.31184, "Y1": 0.8582, "X2": 0.35526, "Y2": 0.858, "X3": 0.35526, "Y3": 0.8728, "X4": 0.31184, "Y4": 0.8728, "page": 0, "Index": 349}, {"Word": "manner.", "Confidence": 0.941, "X1": 0.36316, "Y1": 0.8582, "X2": 0.44079, "Y2": 0.858, "X3": 0.44079, "Y3": 0.8728, "X4": 0.36316, "Y4": 0.8728, "page": 0, "Index": 350}, {"Word": "These", "Confidence": 0.991, "X1": 0.46184, "Y1": 0.8572, "X2": 0.51579, "Y2": 0.857, "X3": 0.51579, "Y3": 0.8728, "X4": 0.46053, "Y4": 0.8728, "page": 0, "Index": 351}, {"Word": "data", "Confidence": 0.984, "X1": 0.52368, "Y1": 0.8572, "X2": 0.56974, "Y2": 0.857, "X3": 0.56842, "Y3": 0.8718, "X4": 0.52368, "Y4": 0.8728, "page": 0, "Index": 352}, {"Word": "are", "Confidence": 0.998, "X1": 0.57895, "Y1": 0.8572, "X2": 0.61184, "Y2": 0.857, "X3": 0.61184, "Y3": 0.8718, "X4": 0.57895, "Y4": 0.8718, "page": 0, "Index": 353}, {"Word": "attached", "Confidence": 0.995, "X1": 0.62237, "Y1": 0.8562, "X2": 0.70921, "Y2": 0.856, "X3": 0.70921, "Y3": 0.8708, "X4": 0.62105, "Y4": 0.8718, "page": 0, "Index": 354}, {"Word": "to", "Confidence": 0.998, "X1": 0.71974, "Y1": 0.8562, "X2": 0.74211, "Y2": 0.856, "X3": 0.74079, "Y3": 0.8708, "X4": 0.71974, "Y4": 0.8708, "page": 0, "Index": 355}, {"Word": "this", "Confidence": 0.988, "X1": 0.75263, "Y1": 0.8562, "X2": 0.79474, "Y2": 0.856, "X3": 0.79474, "Y3": 0.8708, "X4": 0.75263, "Y4": 0.8708, "page": 0, "Index": 356}, {"Word": "memorandum.", "Confidence": 0.991, "X1": 0.80263, "Y1": 0.8552, "X2": 0.925, "Y2": 0.855, "X3": 0.925, "Y3": 0.8698, "X4": 0.80263, "Y4": 0.8708, "page": 0, "Index": 357}, {"Word": "..", "Confidence": 0.839, "X1": 0.49737, "Y1": 0.9062, "X2": 0.5, "Y2": 0.906, "X3": 0.49211, "Y3": 0.9058, "X4": 0.48947, "Y4": 0.8938, "page": 0, "Index": 358}, {"Word": "50902", "Confidence": 0.998, "X1": 0.97105, "Y1": 0.9392, "X2": 0.97368, "Y2": 0.939, "X3": 0.95526, "Y3": 0.9398, "X4": 0.95395, "Y4": 0.8938, "page": 0, "Index": 359}, {"Word": "6592", "Confidence": 0.981, "X1": 0.97368, "Y1": 0.9882, "X2": 0.975, "Y2": 0.988, "X3": 0.95658, "Y3": 0.9878, "X4": 0.95526, "Y4": 0.9488, "page": 0, "Index": 360}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAvgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAoori/EHxO8PeGfE9vompyyxSSJvaYodkfpk+/tQB2lFZWkeJNF15S2lalb3eBkiJ8kD3HWtWgApjIGxnPBzwcU48c1Et1btGzrPEUXqwcYH1oAmoqFbqBwzLPEQpwSHBwfenLLG8jxrIpdMblB5XPTIoAkoqpe6lY6aqNfXkFsHO1DLIF3H0GafLeW0Lqks8aFkZxuOPlHU/QZoAsUVnPr2kx2y3L6jbLAxwJTIAp/HpV6N0kjWSNgyMAysDkEHvQA+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOU0S7gj8X+ILe6dI755Y2jDkBnh2DaV9QDmtnUtd0vSIt99exRZ+6m7Lv7Ko5P4Cnalomm6uirqFlDcbful1yR9DVfTvC2h6Swey0y3idc4cJlhn3NAGXpFlea3rp8Qaratbwwgpp1rJgsgPWVh2Yjp6Co/F+vXthf2Om2Vrcym5SR38mMkyYGBGG6KSTkkngA12FJgE5wMigDD8I6F/wj3h2CzYDz2LTT4PHmOdzY9snH4VS8bf6JDperR8T2l7GoI/iVztZfpyD+FdVXNeJLWbVtR0nTI42MK3C3Vy5Hy7EzhfclsflQB554ig1DWbi81zWI7mwj+1raaW0zFFslB+a4YdAT2Nd1Fc/wBvJaWNlPJd6dbBHur4n/j4K8hVP8WSOSOO1dXJGkqFJEV1PUMMihI0jQLGioo6BRgUAQWF4L+yjuRDNDvz+7mXa64JHI/CqOreJdM0eQQTzGS8YZjtYVLyv9FHb3PFbFR+TGZfNMaeZjG7HOPrQBxer6JrPja1uLXUCdM0iWIhLZWzPI5HBkIOAAf4Rn3qeCLxZHo0Wk2lnYWUkCLD9teYyLtAwWVAAc/U12NFAHmGk+GZbHx/Mti0c5sLEO1xc5YvdSN8ztjqdoOPQV6cM4GetIEVWLBQCepA606gCpf6bZ6pb+Re26TIDkbhyp9QeoPuK8n8Y6VcatdnQ9N1q+lt1cQLbysJQ85OW5YZKoh5564r2OsPSvC2n6Tqd5qMIkkuLqV5C0jbvL3HLBfQE0AaNlaG30uCzncTeXEsbMVwGwMdKmt7eG1gSCCNY4kGFRRgAVLRQBDcpLJayrAUWUoQhcZUHHGR3FecyfBvR7u3vLrUJXn1m4XK3UIEKwuBwURcAfjk16ZRQBw2n/D7Sb6zsbnWrS6luEhCyW1zdvNHn3BODiuyitbeG2S2jhjWCMAJGFG1QOmBU9FAGRdeGNDvdSXUbnSbOa8XGJ3iBbjpzWsAAMAYApaKAIoreGFpGiiRGkbc5VQCx9T6mo2sLRrn7S1rCZ/+epQbvz61ZooAqXWl2F7IHurK3ndRgNJGGIH41LBbQWkQit4Y4owc7Y1Cj8hU1FAEMVtBA0jRQxxtI25yigFj6n1qXaM5wM0tFABRRRQAUUUUAFFFFAFe8u7extZLm6kWOGMbmZu1eZJFdeOPiZENRRjo+mRfaEsnX5Q54Qydix647Cr3iuTXNR8YR2NvpFxcW9rGslqxO23aU/xyHuF7L611vhvQV0GxkWSZri9uZDNdXDDmSQ/yA6AUAbI44FFLRQBxVrq+tyfDu31qWGb+0ZoYnniUcquRvZV7Hbk4qxLFrd1axix1B/I+0wyxyyDDyQlfmUn1yevtXW0UAcEJfGB0y1ureNp5YbmdLm0kIRnjPCbWPXHXNYet+DovFPw4S48RWF5LrNgkojMX+tZtxx/vDpXrNIRkEZxmgDwD4b+HtQ06K4022VzNYapE181uQGkjZVIVu5UDfketektaXR/tu8XT75oWt/Ij04nb5xUnDBs8Zzj6Ct7w94asPDdvcR2asZLmZp55nOWkcknJPtnArZoA5vRtKuovBj6bNLN57wyIPMyDGWBwoPXAzgGuNf4e63BoX2SK4WV/7MFso37SkobcST/FkcZr1aigDl5tHl1rwxeabcWbafLJGoWUOCxcDhvl9CKi8OaZrGmWsl7e28U2r31wn2wiT5VjUbQV/AbserGutooA5Hxv4bn17+zprO1t5bq1kYxyTSFfJ3DG4Do2OuD6Ve1Hw/Lquk31rc3GJ57b7OkyqAVGOT+J610FFAHCv4V1a/8ADc+kX/2PyZpY4xGqgiKBQA20+px+FdtBDHb28cEShY41CIo7ADAFSUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRSAgjIORQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAch4c8e2fiLwVL4jggYCIOGtkO9ww6LwOp4/Ot/Rb6fUtItry5spbKaVNzQS/eQ+hqPRPD+leHLI2ekWUVpAzbmSMdWwBk+/ArUoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmqqooVQAB0AFOooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKax2qSASQM4HenUUAcdonj2PW/EdxokWj3sN1an/STLtAi9O/Ofam6t8StG0HxIuiapHc287uipKUzGQ3Qlu1cp4Zlij+P/isO5DG2QqBnkADP9K2df8ADFn4m8Vazpt+FAutPiktmz8ysjfeH0NAHV634gXRHsTJZzTQXU6QedGRtjZiAufYk9qrTeM9Oi1y+0dIL2e7soRNOIocqqkZ6564PSuD8L67c6tEng/XG26zpN/Ccv1niRgQwz14Fejro1rp8mr38O8z3w3zFmzyqYAHoMUAYNv8T9DvNCk1q1t9Qm0+GQxzSpb/AOrOAckZzjkVo+IvG2n+GIbO5voLprS6IVJ4kDKGP3VPPU1x/wAEz/afw7ura6izE1xJCQWzvUqB+FS/GGCPT/A2lW9vCHjh1G3RI2OcgZAFAHWaj4xs9JtYrq+sdRht5HVBKYQVBboTg8D3pNb8caR4f1ax06/+0LLfEC3dI9yOSemc1Ss9ZfWfEU3hzUdM8mz+wLKEnGfPyecewrnvizasl54TmHlpZW18M5X7rY+XnsO35UAdjd+M9L0/xDa6LfLc2tzdki3eWPEch9A2etdFXmXiu0tvEvxE8O6fqcq2KWTm7hSTk3Z4yqnoMEDNelllXGSB6ZNAFDV9ZstEtBcXsuxWYJGoGWkY9FUdzWcviuKC4s4dUsrjTjeNsgabBVm/ukj7p+tcvrOoRz/G/RNOu1kdILJ5bdFXcvmMTlm9MAYz71p/Fm3a4+HeoFDteIpIrgZKkMORQB0Wva/ZeHLA3+o+alopHmTIu4R+571nP41sk0QaydP1M2Bj80SiAfc/vYznFc542W71X4JXDn99cG1R3J43bSMn9K29M1OcSaFoV3p/kpcaYWmBAMeVVV2A/iTj0oAsa7410/w79ge8t7toL7CwSQx7suei4znOKk1Lxfa6RbR3N/p+owwPIsfmGEEAscDODwM1yHxetjpnhzw9d2uRHpupwFYwfmYdAAfwrprHWP8AhINc1bQtQsDDBBFE6JJ1lU87h7ZGPwoATW/H+laBrVtpF5b3hvLvH2ZIowwmz6HP861tW8QWGh2UVzfu0ZmYJFCBmR3PRQB1Nef/ABB09W+J3gm8aVY44ZGByvYc9aTWpbm+/aA0GwvFBsra0e4t1z1facsfcYFAHXL43tLd4k1ixvNKM8qxQG5TIlZugBXOD9amuvGmlWXiZPD063K6hKm+FPK+WYYz8p79/wAq2b3T7TUokivLeOdEdZFDjOGU5BHuDXmfjh7e0+Mngu6kZkLLLGSvJbPCjHpk0Ady/iqxi1230eaC7iurhmWIvDhH2jJw2a3a5LwrqZ8Vx3l3qFkI3sdRljt0kTDxBeBn3xXW0Ac14m8b6V4Smtk1WO7VbltsckcW9SfTrWnqmuWGkaFNrN3Nixii80yKM5U9MeuciuZ+IWnwaudN0uXest358UEiDJjfym+b8qyvD90mv/Dyw0VpY7i4EE0Fyg52GMEAN75KUAddofiq217w++t2lpc/Y/mMWVG+VR3C5+vHtVXRfHem+IdOnv8AS7S/uIIHMb7YQDuHUYJrH+Czqfhjp8QbLRPKjj0PmNxXJ+AdfvdF8FazLZacXEWsFPOYAAo7jLH1wDQB6VH4xsLjQLrWLW3upoLWRkmj8vbIu37x2n0qfw34r0nxXaSXOkztIkZCuGQqVJGRkGmazpsSaBrMlhAnn3kLO/o7bep/CuM8M3T6N4su9PeOBBJpEU1tHGNrSYA4x0JBLc0AdDZfEPT9S8cT+FrO0uZbi33eZPgCMBcZ574JArd1bXrLSHhimLyXU/8AqbaFd0knqQPQeteb+H4Wsvjg1rhAF0RWfjB8xmyxH1Oas6VqEk/x/wBWhvmVWisRFaR5yQnysW9s7qAO2tvE9u2qRaZfW09heTKWhWcDbIB2VhwT7VF4k8Zab4Va2/tKO6C3MgiieKMMGc/w9etcn8cBPD4Os9RtyA9lfxTZzg9exqL4uC3uvBOiX15GW23ts52tgjdjODQB2Op+M9L0S9tLbVFubQXbBIppIv3ZYj7pYE4NdFXmXju0PiTXNA8OTOljYmRbqO7lbJnKj/VoP72PWvTCcAk9qAMi38Safc+J7vw8jt9vtYUmdSOCren04/Or2oXZsNPnuhC83lIXMceNxA64zXkihvDnxF07xXg3Fv4gd7e4lL8W+TlFA9MKvPsa9a1IFtKuwoyTA+AO/wApoAw/DHjvRvFks0WntKksYzsnTazDuQPTNX9L1w6lqWpWRsZ4HsXVS8hG2TIyCuPpXmOrade6N4e0Px3pMBF/axIuoRIMCaDODlfUV6H4a1O01u4u9VsHElrdRQujjvw2R9RQBn2PxBh1HxFc6HbaPqD3lo2LoYXEQyMHOecg5rY0nxNZarfTaeVltdRgXdJaTjDhc43DsR7iuF8IxzW/x08Yo8iBZYIpAmclhhQD+HP51J8QF/sz4leDdZSb7OJJHtJXGf3gJG1CB25NAHQ3/wAQLOw8Vp4aewu21KZh5CgDbIp6tnPAGDWr4g186Bb2872Ms8c0qwkxsPkZjgZz2rz/AMU2rxfH3wrckZSaBlBx0Khq7XxxbS3OhQiJc+XeQSNz0AcZoATxh4xi8G6ZFqF5YXE1u7BGMJBKMegx3rTstctb7w5FraB0tng8/Eg2soxk59KzfGUNpc2mn296AYpr2OMcZwxOFP54riPAaLF4WvPCN3cGe7h1dreWKRssYshs49CoP60Add4O8bnxhNdeTpclrFbEK7SyAk5GVwB6rg9a6+vK/g6vk33jC3wuIdWdAR6DgD6ACvVKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBkkiRJvkZVUdycCn01lV1wyhh6EZp1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVDJEWff5jhQhUoOhz3+v+NTUUAeR+G9J1uz+Luo65caDdR6fdx+VHO5BcYAHzYPTiusjTUpfie91JpsyafHY/Z47njDsW3H6CuwooA878deCrjVPFPh/xDpcY+1Wl3Gt0VIBaHcDn8P5V2mtXf2LSLmfyJ58IVEcEZdyTxwBz3rQooA8t+CWjar4e8OXdnqunXFrJPctcIZFwNpVQM+h46VZ+M1jqOseGLXS9J0+6u72S6SWMxISse3PLHoPxr0migDiZ9WvotLUW2g30uvR2QjjkeDChsAH5+nXmsHx5beILu08MQW2nXGo6jZyLc3XlgrHuCdSeh+btXqlFAHmfxD0LVNWvvC3iPS7B55dNuVlmtz8smwkE8deMdK3/ABP4HtPGE9ld3N/qdk0CYEdtMYwcnPI9a62igDhvFvhi9Or6N4k0bdJfaX+7kh43XEJ6rn171H4kfUvGfh9tFsrC4tzduouJbiMxrFFnJB3dWx2Fd7RQBxfjmFtN+Hd1pWm6fd3TyW5toI7aMyEHHBPoPer/AITlfUdFsZNQs7qO/s12F7uDy33FeSO3Q44rpaKAPO/iza6jrGjWmkaXpc97ctcx3BIT90qoTkM3TPPSu00torq1ivRaPBM0YjbzY9jgDsc84zmtCoWt0aJY8uqqQRtYg8e9AHmXxEs9U1Txt4eew0O4vYdNkM88jR5jwfQ55I9K0/GXh69n13Q/GOjQSSXmnnE9t0eWBvvKAf4h6V6BRQBx2peMdTa1iGh+G9Rurt9rMlzEYUjUnnLHuPQVynj86i/xM8K6hp+mXd3FprH7W8UDOsYfg8juAc165TPLTDDauG+9x1+tAHHXWtTRalbWXh7R7tZLy7El3cyWrrEq/wATEnueBXaUgAAwBgUtAHKeIUuZvFvh0wWVxLFayySzSKnyopQqOfXJHFYvg/wteeGdd8X6jPbO8d5dB7VY8HepBJwvbk4/CvRaKAPP/hlYap4b8H3VtrFlNFLFPLOkSLuyjfMFUDqevFYHgI3fhfQb2z1zQNUZb25edEitWlBQnjcB90+xr1+igDi7TVtZvhrtzJpN7Fp6RiGytnj2ySHb8zBeuPrVXUNA1DUtT8G6napNbNZkLd8AOI9nKt7EgCu+ooA8wn0rVZ/jbaeIBpE66bFaNbtOQMljkZx1A561qeIPDtxYeObTxrp9u928dubW6tYx85jJzvX1I9PSu7ooA4HxXp9x49TTtMt7S5h0+O6S4vJbhDGGVedgB5JNR/FTS77V/D9no2maZPcn7RFKzRqNscaHnknrjoK9CooA85+Jnh7Udf8ADGkyaXayyXdldRTeVnbJtHBx71u+KtZuoPBs1xZ6ZfzXd1EY47eOImRCwxk46Y611NFAHm3jTwck/wAOlsNAsJ1ugIjCi5LcdQdx44J/Gus0m7vp/CcT6hYXFveiDZLAOW3Yx8vrW7RQBheGbeQ+FLW0vbSWFhGYpIp8biMnrj1FY3gbw7f+F9T1uweP/iUtKslg+RwpzlMexNdtRQB5dp9hq1j8YdW1/wDsS8GmXVoIA6AZZwR8xXOe1ac3hy/8W+NdP1rV7U2ml6WGNpbSPmSSUn77AcAccDrXfUUAcD450LVpPFHh/wATaTaG+fTGdZrUSBSyN3XPGeTWhqcupeIxZ2Ntp11ZwidJLqaf5Nqqc7VH8RPtxXXUUAcn42jv510hLHTZ7zy9QhnkMZUBFRgTnJrOsvClxY/FDWfExtTJDNZL5OGXJl6Mo/BR+dd7RQB578ONF1zRr3XJdU0pLaPUrx7xJFmVmXd/AwB6ivQqKKACiiigAooooAKKKKACiiigAooqvb23kPM3nSyea+/EjZCey+goAsUVXQXX2uUyGL7NgeWFzvz3z2qxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRUcqGSF0DshZSoZeoz3FAElFZel2N7p4W3lvWuraOEKsk2TKz5OWZvpitSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqpdalY2MsMV1dwQSTnbEsjhS59BnrQBbopCQBk9KbHLHMgeN1dT0ZTkUAPoo60UAFFFFABRRUMVzBO8qRSo7RNtkVTkqfQ+lAE1FFJnHNAC0Vm6Xrmm60bgafdpObaTy5Qv8DehrSoAKKYkiPnYwbBwcHOD6VCL61a+axFxEbpU8xoQw3BfXHpQBZooooAKKyrDxDpWp6jc2FneJLdW3MsY6rzj+YrVoAKKx38T6LHrC6S2owfbmO0Rbuc+n19q2KACiiigAoqrLf2kN9BZSXEa3M4LRRE/MwHUgVaoAKKKKACiszVtf0vRPK/tC7SEynCA8lvwFaKsHRWU5BGRQA6iiigAorMXxDo73r2a6nam5RtjReaNwb0I9a06ACiiigAooooAKKKYZEEgjLrvIyFzyRQA+iisy68QaPY3L211qVrDOi72jeQBgPUj0oA06am453ADk4x6UiOsiK6MGVhkEHgin0AFFVry+tdPg868uI4IiwXfIwUZPQc1YByMigBaKKaXVSNzAbjgZPU0AOooooAKKKKACoY/P86XzBH5WR5e3OcY5z+NTUUAFFFFABRXJTePtPg1XUrN7K/MOmsFurpIS0cZIBGSOehrqLeeK6t454JFkhkUMjqchgehFAEtFJkZxmloAKKKKACiorieO2t5LiVgscaF2Y9gBk1leH/Ell4h0C31iHMEE5IUTEAgg4x+lAG1RUX2iHc6+amYxlxuHyj39KQXVu0HnieMw/wB8MNv50ATUVEtxC8hjWVC6jJUMMgetNF3bmKSVZ4ykYJdgwIUDrmgCeiqem6rY6vaJdWF1HcQuNyujZyKsuSqMVUsQCQo7+1AD6a27admN2OM9M1z/AIa8Ttr8mqQyafLaXGnzeTJG7q2SRkYKnFO8P+Jhruo6tZNp9xZy6dIiOJsZbcuQRj6UAb4zgZ696WiigBo372zjb/DjrTqw9J8SR6pq2oacbK5tZbHaX89QNwPQj2qPTPF2n6pepbxJMizGRbeWRcJMUOG2/Tn8jQB0FFYel+Il1fV7y1tbSU2lr8rXhICO4OCq9zjkE+oqpp3jbT9S1VbOKC6SKWV4be6ePEU7pncFPfofyoA6eiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvMPG1ra2/iw68v9n6k9jaA3el3ZBdY92VeLOQrZ/OvT6z7vQ9Lv72K8u9Ptp7mIFUkkjDFQe3NAHPS+NYZLObdZuo/tAaeV3jcNybt2PbPSuf8Ah9rB03wzp+ivbiRZ7Oe6gkSXkqGPyvx8h59TXZ/8IboP9uPrB09Deu29nLMVLYxu2525xxnGafF4U0azt7iPT7C3tHmgaDzI4wCqtnge2TnFAHJaf44n/s3RrXTtORZbmykuttxOSoVGI2bz3Pqa2dM8TarrOuSW9paWUNrbeWLpZ5z5oZlyQoUEED1zzV3TPB+l2eh6Zpt5BFfnT1xFLPGCQfUelaR0XTTqaakbGD7Yi7Vm2DcAOgzQBxWla7q5k8byTapaILG7CWrXQIjgG0H5sdua760d3s4XleN5GQFmj+6Tjkj2qs+maXKLq3ktLVvtfzzxlFPm9Blh37c1dRFjRURQqKMAAYAFAFfU7+HS9Mub+4YLDbxtIxJxwBXlvhPULvT9VuY9Sne2l12ye9R1mV/3gydw67flxxivWJoIriFoZ4klicYZHXII9waYtjarMsy20IkVNiuEGQvoD6e1AHmvh3xFdxXWgz3utT3KahZXDyo4U5ZD8u0AA5wPxqXwz4maTxJp0T63LPb6hbTTlbtkyCGG1Qqj5CBk8k8A16UIYxjEa8dOOlMS2gi/1cMa9TwoHXrQBwvhe70zUvFXi8WmoqJrqeNEeGQbsLCo3JngkHdz7U7w02tXOuxWN3qF0x0gSRXpcKFuCxzG3Trt5445rtprVJIJI4/3LOhUSRgBlyOo96raRpMWkWnkpLLPKx3SzzNuklbpuY+tAHEfDSe1WTVoHvrg3h1Ccm2lckqN3BbjrU+hzW0HxE1uGHU1vXa0RkMrIXDbjlAwAJA9Oa78IqkkKAT1IHWmiGNW3CNQfUDmgDzvwfcrPdW93eavqf8AbPmSre2Lq5TPzYAXGFUY4YdcdaraN4mnuPEenTtqTCO+u5o3t7iX540G7YhjAwhyO5JNeobVBJAGfXFN8qMNuEa5znOKAOGstf0m5+KF20N/bsv2CODIcf6wSP8AL9a7yo/IiB3eUmeudoqSgDzCO5sbXWPJ08x6is+sAz6fNFmWCTIzKrDsODzx71dj1PUbnxBdxrqqW80N+AIJnIPk8DAj2/MCM4bd1Ptiu/EaKxYIoY98c0uxd2/aN3rjmgDg7W4l1TxprWmHxHcQwW00TwxRPGGLFcumSCSox06j1qJpNWTxJJ4cN7fGV7sXcVxngWuOVzjGQ3GPrXoHlRh94Rd3rjmnYG7OBnpmgDh7y9tbb4pWEUt9DtNnISszKSj5wAp6qSO2eaoLqBufFd9/aXiSfTby1vVS2swuEkgwMfKfvbjkZ7Yr0Qwxs24xoT6kc0pjQsHKKWHfHNAHlU1zrt14r1dp9Qexns7yMwKJJCDa8dIgpV93IznOfpXq6nKg0bRnOBn1paAPP7v7O/xht2GryK62GDCJF2qd33MY79cdag1zWb0alrkB1G5tL62aL+zraJRicH2I+bJ4OOlehmKPfvKLu9cc04xoWDFVLDocc0AeeXMmo3nxAGlz+I5rCCWxjma2gdN3nZAKgsDge3evQ1G1QMk4GMnvSGKMvvKKW9cc0+gDy+fRINf8eeKLGL7JBHMlqs7t80rso3EoOxAIGfWn6trt/F4j1WwfVYtOe3Ea2K3ExjVlwPnxsO8E5B5r0oRoH3BF3Hvjmhoo3bLIrEdyKAPL9W1vVLS48QuuszC4sHt3t4BtCYcDdkEZK5z3q74m1bU01K6ki1B/IgtY2SGylQOjtzko4+cHtg16GY4ySSikng5HWjyoyclFz9KAPLNR8TappGpa5p7vqE/nokttPs/491kQhNoA6+ZgYPr7VZ1C81uHWJNIOs/ZZrWwiNvcXMojWd/43I2EMc8YBFellFJyVB/CkdI2ILqpI6ZFAHnOr63qU+uahZtqkemC1tYZbOWSYRpOSCXc5UlgCMbeKj1mWx/4T7QdS1PWGt4zpblZI5NkbNkZxkd/SvSJIIZGUyRxsVPyllBx9Kc0UbY3Ipx0yOlACQSJLBHJG29GUFW9Rjg1wHiW1/tD4gJYWk9nDcXWjzwyNMu44Z0xwCMnGSPoa9C6cUzyYjN53lp5mMb8c4+tAHnGr20uhav4W8P2viS7s4JbdoJuVyVRRhgWB2knjrU/iGe8h8QQ6XPr95ptnFpxlguVKbrmUE53EjGRxwAM5r0Fo0cgsisR0JFDRo+NyK2OmRmgDgNWudSuPhlbatqG1b6FElaJ4VZGbcAGIYcHHPFX/Ed7djXLK0bUGsLN7OSVZd4jWScEBULkHAwScD0rS13wv/bsjrJql7DayhVlto2Uo4ByOoJX8MVuPBFJGqSRq6rggMM4x0oA4O61i6lfw/bXmtrDa3EMqz39ngJJcJgKu4jAB+Y9skVV12aCUeC7m718z28V64lvEIjSRgjYJ7dRj8a9IMUZQIUXaOgxxTJbaCeIRSwxyRgghGUEZHTigDDuvE2kaB4Yg1S61B7iyJWNbnG4yEnAPAx+Nb8brLGkiHKsAwPqDUc1pb3EIhngjljBBCOoIyOnBqYAAYHSgBaKKKACiiigAooooA8/tb2/0nV/Elomg6hdS3t55lu6w/uXBiReXPAGQc1ganb654b0yDS1v9RtHtbGJLKSyg8yGefcdyv8pIA4HUcc16/Rgd6APMrv/hJNObxhfae9xLfGO2MCupZFOxd5QY5xk+vSorG91K58FanLqutaiLcSxrDPb2zi4U8bhyikjP8As8etepUmARjAxQBHbcW0Q3O/yD5n+8eOp96loooA5P4gJqVz4b/s7TbS4ne9mSCV4QCYYycsxBIzwMfjXL3vhrVW0vXtIGlPNbLNFe2Eg2opkUqXVV3EgnDEdua9UooA8f1uyuYE8Vare6fNYW19HbLCCcyXDjGYyqt36Vp2ml2lzo/ibQbKzlgvLu2E6WMseyOIFcAJyQPm+hr0W8srbULZra7gSaFuqOMio7LTLLTg/wBkto4TIcuyjlj7nqaAPOINH1VtY1jUD4eu4vP0SO0BWaNHeRfvAEMeemD7Va8LWWpedqUUWjtDbNp4gjuLi3+zs8gBAVo8kN1Hzcelek0UAcT8N7W407w3Z2N3oktjdwxeXNKyIocqT0wckdxXZSs0cTuqNIwBIRerH05qSigDgPAttq1hq3iK61HR7q1XUbz7RFuZGwoXGDtY88UvhE38Pi7X7y50rUIrfVZo5LeSaILsVEIIYZyvPTPrXfUUAc/pHiRtV8R61pDWTwHTWjAkZwfNDAnIA6dK3mO1ScE4GcCooLS2tpJpIII43mffKyKAXbGMn1PFT0AcNoV9LdeOdYuZdK1K2t7qKKOJ57VlVioIPPb6mqmkaAz+J7SOylvn0fSpZpALpNiCVweIzgFgCx56V6JRQB5poWj6nDqFjapZ3lpPZ6jcS3NwzEQzW7szBRzhs7l47EHpTLHQzP42sINKnvW0jSbmWaSKeIxxxOwYbUYjL8kn0A9c16dRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA3Yu/fgbsYz3xTqKKAKuoWz3enXFvHM8MkkbKsiNhlJHBBrzfwjqWs6rJolm2qXLXenicairtxKVO1A31OOfSvUqxtP8N6ZpupapfWiMtxqLBrhg3fGOPSgDB8Izakdd8UTanIXniljUQxyM0ajaT8obpmneHvG11rWp2tpLYQwfaEkkKmUiSIL0DKRyT7Gtmw8Kabps081v54kuMmZmlJMhxjJ98VFpPg/TdHktZInuZ5LVWS3a4lLmNWGCAfpQBl+Fb+9uvGfiW31DetxbGEBUmLQ7GUldqnofX1qXwPe6/qMeo3GqXNtLCt/PFGioQyBWKgA5xjj0rQ07whpul6vLqls90LqZt0zNMT5vGAGHcAdKns/C2k2GrTalbWxS5lYuxDnbuPU7emTQBsHOOOtcj4N1XXNUg1G61WS2MMV7NFGsaHIReBj/wCvXX1i2PhbStOvpLy1hdJJJDKw8w7S56nHSgDnrTxxfTJZ6pJYwnRb29+xwmNiZly21XYdMFgcjGRxXd1zuneHPD9rqkk9kqGZZGlMIl3LG56sE7HmuioA888Pwya1px1251yaG8e/YAiXEaKjFREF6cgfXNa9j4k1LULm1ubay8zT552gK7CHjCnHmEk4x7Yq+vhHRY7trhbMAtP9oMe47PN/vbemaktND0e31CWe2RRMX8x0WQkBv723PBoA5641W4125027jgMdlHqqwxOkxV22nDMw7gnjH41au/F1xFrMEVtHaTWTX6WMhV2LhmB5z93gjpzV4+HPD51NiFQXPni68lZsYkH8W3PFNn8JeH5LyLzItsguDdxxCUgebnJcL65oApJ4i8RT+JNS0i20uzkFlJGxmMxUGJ+QMf38ZPpXYDpWWmjadDrcupIWS8nx5mJPv4GBkewrVoA8w3XsXirUIhd3UTSasiwTGb9zGu3JQjPf+7it3V/GcunasYoobeWyhuYrach2Mm9zgYwMDHfNazeE9Hd752tyTfSLNPlzy69GHoagn8EaLcTSySQynzZ1uHTzSFMgxhsevA/KgDP1TxbqmnT3j/2dbNZ2V3FDMwny7I5ADAY4ILDg+9S63PeDxtoFvLxYSvIYzFKyuZFTJ3joy47etW4PDUb6/qN9ewxSRTyRvGoYnJVRgsvTII4q1f8AhnTtR1KLULhZjcw58pllI2ZGDgdsigDlfGOstqNnqEEEA+z6de28TzeaVYyF1yAB2Ge/WruveL9T03XmsLWztvIiRHaa5LgSbjyFYcKR/tVrXvg7Rr+7kuZoH3y7fNCSECQqQVLDuRjrUt14V0m8uZp5oHYz7fOXedsm3pkdDQBr+agKBmVWfopPJ+nrUlc7rfhv+19c0a/WXyP7Ol8zcjEMw/uY6YPeuioA5Hx8ZRoKXNrfXFvLFdQxk28pXKvIqspx7H8Kral4vv8AS49dhjsInk0swCIvKT5qybRlj2PNas/gzSrnVGvpvtLb5RO1uZj5LSDGGK+vA/KptT8JaPq9xNPd2xZ50VJdrlRIFOVzjrigDF8QW3/FW+Fr7zZ0kmnKyRLM3lnCZHy9OverGseL7vSNQv7STTEJjtxPZkz4+1HIBUccHn3rVvPDWnX1zbzziYyW+PJKykbDjGR+FUrrQrjVfENnNfwQrZaY4ltHVsySNjHzeg7+9AG/avNLaQyXEQimZAXjDbtjY5Ge+K4fx5pMV7dRJbPcTa1chUso1kIS22tlpuOmM9T1wBXf1z+p+DNF1fUzqN3BI12UCGRZWX5R0HBoAx/iDpHmeGJdRFvJdXlnBwwuGj8rHJkUDgsOvvXT6DeR6hoGn3kUxmSa3RhIwwX46mqOp+EdM1a7E9ybnBi8qSJJmCSJ6Mvetq3t4rW3jt4I1jhjUKiKMBQOgoA5bVta1eHxzZaPYvbeXNZSzBJATl1IxuxyB9Kz9ZvL/R/HiXNsrTo2kzTXMLzssY2MnzKvIB5I/Gun1Tw3pmsXcF3dwsbiBGSOVHKsFbqMjtUNz4U0261JL9/PEy2bWXyyHaYm6gj196AMq98Wao8mgtpdhBJFrEBaITuVaN9u7nHVcfjS3/ifV4NTt9EtLK0l1YWhu7ne7LEqg4wvck/pV5vBWkOumCT7S7aZF5VqxmOUGMZ9zjjNW9S8N6dqs8NxcRyCeKMxLLG5Vih6qSOoNAGRZ+NZL6WxWLT8C7sZLpSZPuuhwUPHt1qkvxBlm02wuIdOj826tJLry3nwCUbBRTjlq39R8JaVqKWatHJB9jBSFrdzGQhGCvHY+lYGoeBhFf2D6fbh7KxtnitbfzjH5LseWz/FnNAEWrX2oS+L/DdzZRzRXV1YzubWacrCuFBG8Dqw3dv6V1vh3V/7d0G11LyvKMyksmc4IJB/UVTsfDURg0qbVHNzqVhGypcBj1YYb68cVpaTpNnomnpY2ERjt0JZVyTgk5P6mgC9RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBXvbuKxsZ7uZgsUEbSOc9gMmvLvBfiHUo7fWL25ZpJtTgfVLKOcEIqrkFM/hmvSdZ0i213SptNu2mW3mGJPKcoxHpkdjVT/hFNJM9hK0MrGxjMUAaZiFUjBBGeePWgDCsvGN/cy6IzW9uY7/AE2W7ZI2y29RkKPaofDXizXNTt3u7mG0ktGsmuzNGGUQNziJv7x4PI9K1k8CaJZW8n9mW32W6EciwTF2fyS4IO0MSAOegrD8I+BtT0W7spJ50tIbVGjliguZJlvMjALB+E9cAfjQBf0Lxpcao2hGWCBE1LTpbt9rn5WQrwM9iG/SqXhrxtqGqa7DY3rW0LXIkZYWidGTbjAVjxJnrkVuWngLw3ZahFfQaeVniDCPM0jKgb7wClsAH0xVyx8K6Pp09vNb2p3WwKwb5GcRA9doYnH4UAYHw/n166s3utT1iK6hkuJgI2iw4IbAAOegHbFdwelZFj4Y0fTrtrq1slSZpGk3bmO1m6lQTgZ9q1yoYEEZB4NAHnui6faXXjtLjRwsOnad56yyhwTdzyEFh6kL798DtXfC4ha4a3EqGZVDNHu+YA9Disuw8KaDpd6Lux0q2t7gZxJGmCM9aoDwkf8AhYj+KWudo+xi2WFM/Pznc3bjtigDqK4HS7ZbT4xaslpGY4JdOjknwxKtIW4PPTiu+rCj8I6LDqf9pR2ri837zL575J9DzyPbpQBxtzok9lriloY11S51pJor0yZd4OCygdcAAgjGOabp+sXVnrGpa9eWtu+7WRpxEjnzYovlVdg6dWDcdQfau+g0DTbfVpdUS33X0mczSOzlQeoXJwo+mKjbwzpDaz/aps1N5ndu3Nt3Yxu2527sd8ZoA4LW4L/SdUt2lhme/vNeRre78zK+Sf4AM5wEyCMe9emm7txdi0M8YuSu8RbhuK+uPSqS6DY/2sdTlV57oEmNpXLCHIwdg6LTjoWmtry62bVf7RWEwifJzsPbHSgDSooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooozQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVT1LU7LR7CS91C5jt7aMZaSRsAUAXKK8i1D4n+I9e8iHwRoDXC3BcJdz/dCqcbiOgGfU1Ja+D/iXq3mjWPGBsYZFU+XbIpZTkZHHQdcc+lAHq7OqfeYD6mkWWNmKh1LDqAeRXk03wWvb6czah411aUlcYUkAHsev41IvwSS3ukuLPxZrEUgHzMzlizevX0oA9YoryRfAHxB0mBxpHjTzG3HC3ILZHbqDiqttr/xW8OW1yuq6RFqsVocmZR80y+xX/CgD2WiuK8OfE7w94guRYG4+x6kAoa1uPlJYjop6N+FdrQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRSZA60ALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXBeO9EhutU0Sb7XfwPdX8dvL5F3JGrR7XOMA4HIHPWu9rP1PR7PV/shvEZ/slwtzFhiMOucHjr1oAxdR8SWXhia30eC1urt4bVriYJIGaGBersWOT9OprSsNTmv9UdY4HFibdJ4p2ZcSbh0A6jHv61DrXhHS9dvEu7oXCTCIws0E7R+ZGTko208j296sWXh7T9P1WTUraN1nkgS3I3kqET7oA7UAa1c148nntvB99PbXk1pcRgNFLFjO7IwDnsT1rpazdc0S08QaXJp16ZRBIQW8qQo3ByORQBxdlqer33iKyvblnjlh06dUsd7Ir3EbKHZ8Ajac/Ka3PCPiXU/FFtDqL6ZDbabNESj+fucyBsEbcDjg81fk8LadLqS6lJ9oa9S2+ypN57BlQg5xg9Tnr7CpNA8P2nhywNlZSXDQbiwWaUvtJOTgn1JoA1EkSTOx1bBwcHODTLm4jtLWW4lYLHEhdiT0AGao6NoFhoEd0lhGyC5na4l3MWy7detT6rplvrOmzafdhzbzjbIEcqSPTIoA4T4ea/c3ut6jHqF08r6iv261V9yiOMMV2AH2wePWvRUkSTOxlbacHBzg+lZUvhrTJb3TrvynSfTl227JIw2rjG0jOCD71LpOhWGiG8+wRGIXc5uJRuJBcgZIz06UAHiG+l0zw5qV/CAZba1klQHplVJFcjokM8V94fnm8UzzXt3E09xA/wA0dyCufkGMKF9q72WNJ4nilQPG4KsrDIIPUGsXSvCGk6PcRTWyTFoNwgWSZnWFW6hATgDgcUAbayI5YK6sVOGAOcGq2p263el3Vu7yRrJEyl42KsvHUEdDVbTfD+n6Tf6he2cLJNfyCWclyQzYxkA9KvXdrHeWkttLu8uVSjbWKnB9CORQB5gLnxAU8J217dz+THeRLPODt+2BkZ15B7YwfU101p4wugthd6lpy21hqErRQMkhd0IyVLjHAYAnjOK1n8L6ZIumIyTFNNbfbp574BAwCeecDpmmWfhPSbG6E8cUjbXZ4o5JWaOEsMHYhOFzk9B3oAy7LxjeT3WlTT6dGumarIY7WaObc6nBKl1IGAQO2cVZsfEeq32t3umrpEaiyuFSeY3PHlsMhlGMk+361b0zwlpWkzLJbxylY3Z4I5JWdIC3XYpOF/CptP8AD1rpuq3uowzXJmvG3zK8pZWIGBwemBQBjWPivUb2+tZ009X0q7uWto3j3GSMqSC78bQuRjrXYVj2/hnSbSTfb27xjzTN5azPs3k5J2Zx156VsUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4jrBm+KHxG1Dw3KZhodgAocfKFlU/McfxE9B6ele3V498Inu4fFHiizvbSJZ4bpw9z/y0clsgHjkY6EmgDsLy/s/AY0vTLHRxFpUocS3EfypAQvBc4/iPc4qC7+Io09ovtvh3V0ViA8kcQdEy21fmzg5Pp6il+JGt6XBoc2h3V4IL3UE2W4ZDhjkDrjA/E1Nc+ItK0+XU5l1Zb82kMYnsQVYo+QFcf3RyM9h1oA3NE8QWHiHRxqenO0sJ3ArtwwZeCpHrmuZtPitoE+n3N7cRX1rDby+TIZLcsQ30XJH4+tQ6Vf6d4d8PXSeHRbzudTxMJbhdiNI2S24E4XHStDWli0XV4bmzheS61m6hin+ZSiqq9dp9h2FAFq48e+H7S7a1nuZEm+zrconksTIjDOVAGSfUdagg+Jvg24fbHr1rnjqSAM9OtWtUSG+8TadbxvAwgWU3K4ViFK4APOV+tZfiPT/DsPhK6jbSrYWZTy0a2Vd5QfeYcfwjJx7UAL43+HuneLrM3VsI7bVUw8N3HwWxyAxHODnqOaxfhn46u9R1bUfC+uoltqNlIVgiLFmKKMEZPLY9T1Br0TSYoLfRrGG1l823jt41ik/vqFAB/EV5Jf6bD/w0zYTWxjVvsfnzru5J2svT1xtoA9oooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACo5IklKF1zsbcvsakooArXa3bNB9lljQCUGUOpO5MHIHoc45qzRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZ+tmYaJetbztBMsLMkigEqQMg88VoVT1OzfUNMubSOcwNNGUEgUErkdcGgDzr4e+I/EWrR2FzPPPqMM+ntNcmSERrHKGOxUYAZyM564xW3pHju51Kzm1W40Oey0aGCSR7mWQFg6EgrtHbg81t6D4dTQPDEWh293M0UMZjjlOA6A+n4nNVtK8H22neH7rRJ7u5vbK4VlZJyMgMSWwR6ljQBSs/Gsw+bVdOFpFLZve2zJLv3xqMkMMcNgj86wYta1j/hMX1aa08mKTR3uILb7UWVwpyCRjCnHpXTab4G0+xtxDcT3N8qWzWkRuHyY4m6qP8aksPBWnWVwJnuLy5ZbdrVBPMWVYW/hxQBHa+LHmvdIjktFSHUNPa8Lh8lCoBK479etGieJNV1aazmOjhNNvYpJYrlJc7AD8m8f7Q54qbT/AAVpWm3drcRPdyNaxPDAss5ZURuoAp2k+ErbR54zb3t6baEsYLZ5iY4w3UAdxycelAFfwXqus6xprXWpJbhfPnT92TkbZGUD0wAK6Z03xsmWG4EZU4I+hrF0bwva6Hcyy211dsryyyCJ5SUUu25sL9f51tOnmRsmWXcCMqcEfSgDzXQ9W1Kys9EuH1Ge4+16lJaTpcSFyyZOCM9CMdq3dK8aS6tdwLBYMbe5kkjjdQxKFcgF+MYJB6H0q/pfg7StJeBoRPL5BZoRPKXEbN94jPc+tSad4VsdKdfss14sKytKsBnJjVicnA9MnpQBlWHjC+vXs4fsESXMl9LaXEJc7oggJL+42jP4ipdI8ZNq2oWyRWTNaXUkiRyorEptzhnyMYOD0PpWtb+HdPtfEN3rcSMLq6jWOT5vl47gdieBn2qHTfCthpJQWk14sKSNIkBnJjUnrgentQBm6VBHYfEHVIYLyRoWs45pYJJmciQu3zAHoMYpYvGbyyWFz/Z5/su+uRbQTiT59xJAYr2BI9a07XwxZ2mtTarHcXjXMwCyb5iVZRnAx6DNV7Pwdp9lerMkk7W8cpngtGf91DIerKPrQBXh8V3RnjebTPLtGuntDKJQSrg/Kcf3T09qqQ+OLuWGxuTparbTmPzXMp3IHlMYwuOeQD9DUvhzwvLGbybWInDnUJbmCLztyAHG1sDvxV+LwZpUEPlRG5UbUUETHICuZF/JifwoArR+K7qa+cxaaZNPW/Nh5iMTJvBILFcYCgj8qrx+L9STUUS5023W1fUm08PHPuYEZwxGPY8VpQ+E7a21SS7t72+hilmNw9skuI2kJyWx79xTm8I6Ywfm4Be9+3bhKciXnke3J4oAo6HqmuX3i/Xbeb7M2m2syRxFScr8uSPr611tYB8IacNafVY5ryGeSQSyJFOVjdgMZK9DW/QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5L8RND1TQNbTxXoKN5MkkbX6RgkqVPEm0dRjg161SMAykEAg9QaAOc0LxLoXi21VoZradwSvltjJxjJUHnFasujaZM87yWFuzXEZimYxjLof4T6iuG8TfCLTdSuG1HQp30fU8lvMh+4zHnJHbn0rObXPib4XliXUNGj1qzX5We0OZGGMA/XNAHf23hPQLOzuLS20m1it7hBHNGsYAcDoD+dSWXhzSdPuEuLezRZ0Uqkh+ZlB7AntXDwfGGM6jDY3PhjWIJnZYzui+VXPUZ9BVuL4w6FLNOgsNW2w53OtoxGAcZ/PigDp/8AhE9G/t+bWxa7dQmTZJIrkbh9OmfeszUfA8S+HX0zQ7mWxJmMxJcuHzwyknkAjg4rLPxUS53rpfhjXL0jhSLcoD+fSnG6+IXiMiOGytvDlow+aaZhNN9Ao4H1oAbZTeP9I06PR4tF0+cxjy7e8+0nYkYOF3rjJIXHStbwv4N/snUrrXdVuRf69eYEtzs2qi44RB2HFbOgaKmg6THZJcT3LglpJ523PI56sf8ACtSgAooooAKKKr7pYIHeTMzAkgIvJGeBigCxRQKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoprbipCkBscEjOKUdOaAFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopCwVSScAcmgCteahZ6fF5t5dQ28f8AelcKP1qSG6guQTBNHJjrsYHFeRW+kN8Q9e1O91CORoneSHTZicpbRL8rNsPBYt0zWb4p0K++GfiDR9X8Oyyi3ufLt7wM4CSFF5yuMZYA/iPegD3WmebHuK71yOoz0rkPiF4ivNI8GG40kn7fePHBbELuKl/4sDrgZ6ZrnfD/AMPtTu/DHmalfz2mo3cTmYZLSB2GAxck9h0A70Aepgg8ilrzX4Yajq1rNe+GdYmeeTT/AJY5ZSN55+71ywxyDirvifQdV1LxYBa61qNpBNYv5YibEccykbTx1JBPHtQB3tFct4A1q41rwvH9u8w39lI1ndF0KlpE4LYPqCD+NYPg2PXJ/GGs3N1qN89gmoXUaQMwaIKuzbg4yOrcZ7UAej0V55qFx4pn8e6xp2l6mkcQsYpLdJ4gURiSGII5zx34qlqen/FkS3clhqumtGpXyI2iALA9ck9MUAeoUV53r2qeNdN8JaG1sbY6/NJ5dzE6Blc4OSMHjAGa3fEOt6ppvgQ6pZQRSamYoSsTj5S7lQR19/WgDpiAcEjOOlRrbwp92KNfooFcLPqnxFttVt7ddJ024tDEWkuUZlG7BONuSR26A1teGfFq6+GgubC506+QZMFwuNwHBKnuAfoR3FAHS0VgavrOo2WvaVp9lpy3Ed55nmTPJtEe0Z7A1yeo/E7WNLvmhufBd8IBOYVmWTcGwfvABc4wc0Ael0VxXhPx5J4og1lv7Ims5dNO0pI2d7fNx0/2R+dVfDvxB1HU9V0ux1Xw1daYuowl4biR8q7gZKgAZHGTzigDv6KxPFfiFPC3h251h7WW5WDbmKIcnJArn9U+KOmaV4Q0vxFLYX0lvqBxHFGql1PuM0Ad3RXBaZ8T4NSeTHh7Wo0jTezGBWxxnopJ6Cren/EzQNT8TL4etvtTageqmLCjjJyenAoA7KiuW0bxxYa74p1HQbS2uvN08sJpmQCPcGxgHOa3NU1Sz0bTZtQ1CdYLWBd0kjdh+FAF2iuf8PeNNA8VSzRaNfi5eBQ0gEbLtB6dQK0dX1iw0HTJtR1O5W3tIRl5GzgZ+lAF+iqOk6rZa3pkGo6fMJ7Scbo5ACNwBx0PPUVeoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKxfF109l4Q1a4jfY8dq5VvQ4rark/iXM8Hw71p42IbyMcdcEgGgDB+DugnTPDaXdxJcSXcsSI3nN9xfvbVX+EfNW74/wDCtz4t0mzs7aWBDDeJO/npuVlAIIx+NUfhgkcem6nHBv8As6XQWMOScDyk459813dAHGa5FKmuaQkDLvsoADCJNgYSOiZBOegVvzx3rsx0rzzWGz8SAsjzGPZaghU3KBukIB5yAWwen8Ir0OgDi7ePTk+JmoqVaK7e3hkLjgORkAE/0qaeaRvilaQwW7SKmnu1xI0hAjBYbSFzgknjp3qvLC9z8Qr2OHbGyxWzvICSxUEnGPT3qws5X4oywpAhL6cpeZnwQob7oXuScflQBoaRa2ln4h1n7IxPnvHLOobhJNuDx6kbTVTR0ZPF2rfZo3NtvPnSSTE7ZCFIVE6AYOSepqdV07SfGbMfMS61iIAEn5HaIdAOzbT+S0ulXM6+KNYtJbUojMk0cpYfONoXp1420AVoLaR/iJqEoeAwiyhDL/GrBmxkdMe9dVXM2qJ/wl+tz2rRyXiwwoVbjHGRk+nNYkt78SIfFdoDYafJozyeXL5TfMq/89DnkfSgDR8ZTSQax4de2tvtN2bmRYojgA5ibJJJHQVt6zZR3mjGzkEiRu0a4hQMV+YdAeMfyFYXxBgvbvTYbfT2cXREjRhMAsQh4yeR+Fa/iC6NlpEMm8o/2iBRyecuoIOOvBPFAGrbTrcQLIgO05Az7HFcrq2nadY+K4NWmlEErKNjqCXzkKwwOqkFc+/NdXA0TW8bQ48oqCmOmO1cl4pkuI/FugtbWX2tvLnBTHQZj5z2xyfwoAva8JBrelXCRSkWwkk3KQFJIACnv+QrogMgZAzVG8gjkvbOSVJDt3KCp+UEjvXK6x471TSLm6g/4Rq5naO4WKARsT5ynGXzjAAz3oA7C9jUWFyFVQWjbPQZOO5rmIYLiLwDZuyLazaeqSlTIJSix8kbvdQfzrb8Q3hsvC2pXjx5MVpJIUz6KTjNM0+Zj4XiluIlVVtwWVPn3KF5475GeKAKfjARX/gm7cSxiJo0lDs4CkBgwGffGPxq54cjhl8N2BNktuGjD+QV+4T7GsmHULPVfAt1LflBZx70L+WAjKp+VlB47DHvW/ogYaJZh9+fKH38Zx2zigDm/FmuPpHiLSIIhL/pBCkRxggAuq5Zj0HPp+Irqf7MsPtq3v2K3+1KMLN5Y3gfXrXLa9cwv40sLfYPPRYxvKZG1pFyM/hXZnpQB514O0a6sPib4uupbWKGC4MbxPHjEgJbJPfOQfxzWn8Q7a41XT9P0G2iMh1C7QSnoFiQhnJP5CoPA+rX2qa/4iF9DFG1tKsSGOTfldzkAn1GcY9q0wzXnxAZ0t98VhaiNpS/Cs5yQB9MZoAzrdYdP+KYgto7eGOfTRGwVvncqcjjHYfWq3xoz/wrHUdqbz5kWFxnd844rY8S3K2PiDw3OSo8y6aA5OB8y/zqn8T/ALNL4Ta2u4rh45pAN8D7WiI+YP74x0oA1vBQQeC9IZLSO0D2yuYI02qhPJAHbk1v1k+GUjj8LaSsJYx/ZIsFiST8o65rWoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBgcMzKM5XrxT6KKACiimqGDMScgngY6CgB1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcxres6lD4r0vRdP+zILuCaZpJgTgptwAB/vV09Z82kWtxrVpqrqTdWsTxRnPAV8Z/wDQRQBFpcetrg6rcWb8HK26MB7cmtWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiimIGC4ZsnJ5xigB9FFFABRRRQAUUUUAFcz8QbO4vvAWsQWv8ArjAWX8Dn+ldNTXRZEZHAKsCCD3FAHnXwo1m41K0vxdmXzJGS4h80AM0ZULkY7ZU0nxZvdVFvoumaE8i6nc3e+Mxy7DtRTnPtyKqX/hDxNok0kXhy5ZbESGa2kTaXgznMRU/ejyc+oqDTPB3inxF4g0zVvE8ogawblkYfvQpUgKn8IJGSevy0AX9ZRNM+Jmm6jd3Qi36aqTCQ/LIwlA/Mbifxr0oEEAg5B6VyvjvwZB4w0dYgVivrdvMtpiOjD+E/7J71w66v8Q9Ozokug3DWjRPCk9su5ojjC4fOCPf39qAOl8PST3fj7V72HY9nM+zzUcE4jGMHuBntUFrf3A+N2oWn2iLyjYxYidhux8xJUfXGau/Dzwpd6HZG91VI49RniWJoozkIi9Mn+Jj1JrFm0bXf+FzHV00f/QXEUIvSwOEUEtgdRnOKAOm8fQBNHttXQAXGl3UVyjlsBV3BXz7bC1bELWn9vyhLdBcNbIzTA8lSzYH8zVrUbKHUtNubKeNZIpoyjK3QgivNfh6viw+LJU1ywuLa1s9PWz8yQHZM6udrIT/s9aALRv7iL4t/YorgJDLLvlEXO8iJQEf0I6j616VXkNnHrL/G+9kbR5/7LaYMtzKh2qyxhSVPTnj9K9eoA5PxBc3J8V6Xp8ewwTW8zur8DcuMHPUdav8AijVo9Ks7UtBHPLcXKQwxu2MuehH0xXDfEfWdT0rxjp02nxSF0spFiYRs4Z2YDGAPTnmul8cXDQf8I662bXEranGgKrkxblYFvwBNAHSaQXOjWRkI3+Qm7AwM7RmsS6eWXxxG8U7qlvbrEY8Ahmclj1/2QOay73xneaVJZaXa6NeXkrqQJl+f92PlEnHLZPJA5qfwjoOqC8m1fXZ3kuTNI1sjfKVRyOq9uAAB2FAGtqV0r+IrSyR3aZYzMY84UDON3ufSt+vMvFviTT9N+I1tFql3JbWltY+f8qEiRw2Que/0FR33xy8P2flKun6jLK55jEYUp6E5NAHa+MLyKw8H6tczRLLGlq+6Nuj8dPxp3ha9j1PwzZXSBBHIhwijhRkjb746Vx2q+N9N8VfC3xHfQ28kaQQtC6S4OGKjB+XPTI/Ktn4W6nHq3w/065jiEfDIwAxllYgn8TzQBlXL2h8B+KtHtLNonsXmTyIhubBO5Wx7jn6V2fhwMvhrTAzMxFtHksME/KO1cL8RfEkfgvUjcG3Hk6xaSW7yDjbKoO1j68HH4Cu48Mbv+EX0zfMJ2NshMgOQ3HWgDmLibTJ/iwsUsNxLfQ20flrgiNQSTvz0JFd2/wBxuccHmvKdT8TPH8cLXRJGdYmSExmJwOfmJDDqRXqN2QtnOxOAI2OfwoA4/wCGN+t54cuFaFUnt7qSOWTABl5yrHHqpFXLPxRbw2a3s1rMY7qSRlkhTzMgNhc7fbFcv4I1y2g+EN5q4mVHSJ0ZkTafMVdi/UnC/ia6r4f2zW3hCyHmBkZdyKBgKPT+tAFHxRr1rdaMl9YgSPYXsDSrLHgqC2DjPfmm/Ei+itbPTIntDctLckhQ+3aFUlm9yADgd6l+I9vDJo9lNOXMUV7GzQq4QSnnAY+mRVPxJ9h8QeHtCmugyX7/AOkWqwvkrIqEkA9xwRQB22nLEul2iwbvJEKCPd127RjP4VaqnHf2gAia5hEiBdy7xkZ6fnVlJEkyEdWx1wc4oAfRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZuv6lJo+gX2ow2z3MltC0iwp1cgdK4628Ya5L4X1PWEbSbqOCyFxE9u5IWT+KN1znI9a6TxfqVvp+gXCPq8GmXE6lLeeU9H7cdTXGWsnhm/vNSEmu6dDNqdktmUtkMYLAElyTwTk/kKALc/jLxJHFZ3EVpYyRSaWL6SPDBy2QNqjPvVzUfGOrHUJv7KsYXs7Sw+2StMGBmOcFIyOMg8HPesto1hgt/tvibSHuvsy2FuA52OAwO5uT82B7CtLXJtNjkcWes6XALi1e1hgGdu9mDFjtPt6fjQBqweJLu816wt4YYo9PlsnuZ5ZCdwdSAY19wTzVXQ/E+oahoGsXtxCsU9uJLi1BGQ8BUtExwe4GD9KwfEF5pt/qCLbeJNOsXS1lt5Ivsblt8mN7deOlXH1LQzdRx2mvWMFtcacbIQGJwrnkKwORwMsPx60AWNL8Ua9q1tssk0+4uJdPW7ikQHZG5/5ZuMk89jn8KseFfEus+IL6APDarbRW/+nEKwaO4zjyxk9uvNUdO1Lw5oWq2q2/iC3iWK2W1ubd0YeYy/db2I6fTFXfDN5YWesajjU4bltTuPtCJDbOu3IxyeRj3oA6HS9bh1a71G3hhnjaxm8mQypgOcZyvqK1KzNKstRtLi+a91H7XHNNvt18sKYUx93I6/WtOgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEwM5oIB6ilooATAznvS0UUARvDFIcyRox9WUGojYWfmiX7LB5gG0N5Yzj0zVmigCm2lae9tPbtY2/k3HM0flDEh9WHepba0t7KAQWtvFBCOkcSBVH4Cp6KAM7VtC0vXEiTVLGG6WFi0YlXO0nqRV2KKOCFIokVI0AVVUYAHpUlFAGBN4M0CfxLF4hfTk/tWM5W4DMDn3GcGti6tory1ltZ13QzIY3XOMqRgip6KAORs/hv4bsvDNz4eitpv7OuJvOkQzNktx3HbgV0WmabaaPpsGn2MXl20CBI03E4A9zzVyigDB8W+F7bxfoTaVdzSwxNIsm+I4bKnIrLufh/DLp+jWtvq17bPpQZYp4yN7hsghie3NdlRQB5fffCFr11eTX5GkikR4na3HO0YG8KwD47HA79a2vhz4KvPBtnqUd7epdy3d0Zg6g8LjABzz/APrrtqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAgntbe5KGeCOUxncm9Qdp9RQbO2Ygm3iJHT5BxU9FAFc2NodhNtD+7OU+QfL9Kf9ng/wCeMf8A3yKlooAjMEJO4xRk+u0Uht4Dj9zHx0+UcVLRQBEbeAnJhjJ9dopwjRfuoo7cCn0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWT4jvb/T9BubnS7UXN6oURREHBJYDJx2Gc/hWtTXLbGKAFscAnAJoA86uPGPihLG9ki02yY2TTxTyqzlVaNQdxGOAeRXWaN4k0/VNPimF3D5v2dZ5FBxhSOSPb3rDs/D+t/8ACNeI7a6js1vNUeaWNI5SVUuPukle3rUc3g6+vpII5TDbRpoxsWkjbJ8w46DA4GKAOk0rxJp2sStFbPIsoBZUmjKF1/vLnqvuK0Lq6gsbSW6uZVighQvI7HAVR1JrC0XRL22l0+XUEsjNZW5t1kiaR2YY6gt93OBxz9a0tfWN/D2opM6pG1tIGZhkAbTyaAI7fxLo13bz3FtqEM0UEXnSNG2cJjO73HFEfiTSZZrSKO8RpLu3NzAoBy8Y6sK5fwto0uq6PoupNNbpHHoxs1EGTuZwASenTaOPUmpNG8J63Z6hoE13caeYdJt5LfbErbpAwAByenTpQBsab430DVlBtb3d9/O5CNu372c9Pxq1pvijRNXmMVhqVvO4XfhG6r6j1FZnhfRtS0HTdSh1N7WVZp5rkSRE5wxzggqOg71j+DtDa/stG1EPbJbWcdzHH5Tl2cSM3XgbcZ6c0AdPp/ivSNTvFtrW4Zmkz5TlCElxnIRjw2MHpTrPxVo1/dxW1teB3lZ1iO07ZCv3gp6HFY+k+Er+3ttKsr65t2ttJnaW3eEEPKMMFDZ6YDHOM59qj0bwpqOn3NvGHjtrWNpHlWOZpUkLgjCK4ymMg8H2oA37TxNpF9di2t7xXkZ2jU4O12X7wB6Ej2rWJABJOAK4bw/4Mu9HhsbaZLO5WymLx3LzSlsc4IjPyhsHrnFdtNGs0MkTZ2upU49CKAMm08U6PfXcdtbXiyPI7RxkKdrsvUBuhIrJtfEl9q3i+60/T2tks7CZYbgSoxkclSx244A4xzUGmeENUtl0eyuri0aw0q5aeJ48+ZIOdqkYAGMnJya1tI0nULHxHrF9OLY29/IjrskYuu1doyCuOfrQB0NcxpHjG31nVb7T4rK8ia2uWtlleE7GKjk57DPHNdPXL6Ro+taVruoMsti+mXd09yc7vOBb+HHT8c0AVvCni03q3Fpq1zF9ujv5bZSkZVG2n5QCeM4rQi16e68YDSrdIxbR2zSzF8rJu3ADaD1HPWsqPwpqqWCWwmtF/wCJwb9zlj+73Z2jI+9V3+ydcXxy+sgWDWRtvsyx+Y4k27g24/LjPHSgDQl8T6XFqn9nNK5mEixMyxsUVzjCFhwGORxWzXGDwtqY8QS6gk0EHmXayu8E0gEkYI+V4iCpbAxuBHGK7OgDCPi/RVtLu5e6KR2kwgn3oQUc9ARTjrJfxRb6bHJCInt2kZXDCRj2K8YI9azdQ8Kz3Pi+K/hkjTTZgsl7DzuklT7hGO2Dz9BVifRtUm8XR6z5lsIreAwQwljyGOWYnHBx25+tAF+88R6XYXLwXFxtdCofCkhC33QSOmaguNZm/wCEsstIt/J2NHJJceZkPhQMbOx5YZrNvfDWpT6xdXsM1vE0k0bRukjj5B1DoQVY+h461bvtL1WXxfZ6vAloYLa3kgCPKwZt5Q54UgY2/rQBJF4pt5fEl7o62tyXtPKDSiMlS0m7H4ADk9Oa6CufGn6vbeI76+tzaS290sSgSSOrRheDwAQepPaugoAwz4ntF8ST6I0U4nhiSQuIyVO7oOKlvvE2kadctBdXixujKrnBKoW+6GPQZ96qf2NqMPjG41e2mtvs1zbJFIkgbepU8YxwQazb7wnqNzca3bJJaHTtXdXlaTcZI+AG2jGDwODnrQB2lcfe65r15rWoW2gQ2kkOmKonFxuBmkI3bEI4HGOfeushiWCCOFSSsahQScnAGOa5W58P65aazqdzol7axW+pgNKJwxaGUKF3pjg8AcHHIoA0v+En0+3SJNQkFrclEaaJuRCW6BiOB+NZ/i3xP/Z1jMmm3sK30LRlleMuuGIwCRwCR0qt/wAIbcxate3G6G+hvFjMhuJpEYOqhckJwwOAecUl54Ov57nU44ru2+w6i0csiyIxaORcfdweV479KANrVfFWmaLKsN68om2h3SKJn8tScbmwOBnvSan4u0PR7z7Jf3ywTlPMVGByy/7Pr+FZWveGNZ1W41Ax6hD5VxbqkG8upgcdeF4ZT79KtXOjavc65oeoyLYt9ghcSL5jDLuApK/KeABxQB0cE0dzbxzxHdHIodTjqCMiuZ1rxLf6Vr01klvbSQLYNeKzOwYlcjb06kjiurrltX8NXWq+JWvWlhW0+wNbLyfMWTduDDjHBxQBdPiext7GznvWeB7iATeXsLFRjnOPSpL7xRoumiE3WoRRmZFdFJ5Kno2PTnrWRc6Brt9AFu723dzaGHh3VVk/v4XBbPcZGPes2aw1iHxRpsCRW0k40WS2eVt4hDbl6HBzwM4OKAOg8R+IDpllF9jeE3NxJGkLShvLO9gv3gOvPFWtb1iLTLVoxMq3kkTNChQvkgdSBzisDU/Curnw7o2i6ZcWflWTwySy3JbczRsrDaAOhIPWreqaHrNzqdtq9nPZR3gtGtJ4ZdzRlWbOVYDOR7igB1l4ws4PC+lalrdxFbz3kKvsTJycc4A5xXR21zDeW0dxbyLJDIu5HU5BFcG3g/V7TS9EghWCa5srU2zXENy0DpnuDghh7EVqXUeseGfACw2UkE+qWyBVbyGZZGz02qM8+uB60AddXMeNdW1bQ9LTUNNNqY0kVJUnDFm3MFG3HfJ6d637J55LG3kuoxHcNGpkQfwsRyPzrD8ZaRq2t6XFaaXJZoRPHLIbnd/AwcY2g91xQBfOp/2Zp9qdYniF1L8mIVJDt1+VevSmweJNJub63sobxHuLhGeNFychThvpg8Gs6/0jWrxtI1LfYjVbEybo8t5Lhxg4OMjGB29apt4NvPIt5I7qCK9a4llu3RSFIk+8qdxghf1oA2f+Er0fyJZRdFvKnNuyqhLeYP4QOpNX9M1K01ewjvbGYSwSZww9RwQfQiuci8M6rEull76CV453lvgFMYn3DAIIyQRxWp4W0V9B0b7DI6M3nSSZQkjDMSOvPegC1d61YWWp2unTz7bu6BMMe0ksB1P4Zqs/inSI/tIa6INtMsEq7DkSN91cY5JHNQ+KPD82uxWf2a6NrNBNlpV4YxMCrqDg9VP54rKHhTWItNtIhfQTXH2nzb9stF9pAXag3LlgQAv1xQB0H/CRaUdPS+F2pgeQwrgHcXBwVx1zweKsabqlpq1qbiymEsYcoeMEMOoIPQ1xkfgfUE0f+zpTZTxDUJLtT5ssbqrEn5ZBlgwJ69xXUeHdNvNL054L24EzmVmTBLFVPRSxALEepoATxP4ht/C+gXOrXUbyRwgfIgyWJOAPzp0fiKwOktqVw0lrbhguZ0KEk4wAD1yTgetQ+LtFuPEHhy40+1ljiuHKtG0oJXcrAgHHbiqeqaJrOsaNapcXNnHqNrcx3MYjVjCzIc7WB5I9+3B7UAbOmaxZaukhtJtzxHbLGwKvGfRlPIpNX1vT9CtFutRnEMLOIwxBPzHoOKz9B0O5s9V1LV9QaD7dflFZbctsVEGF64yfU4qv8QvMPgy7SKOSSR3iCqiFznzFPQduDQBp/wDCR6Z/ZtzficmG2z5wCncn1XqKp2fjbQb6C5uILwm3t4xK8xQhCp/uk9fwqpJ4XnltdbuopYPt+qW6xAlWVFAXA3DJyfenP4avb3wQdAvLi3hkWJIo5YFJUbQMEg47igC1F4z0iS0up3a4g+y4M0c0DI6qTgNtIzt9+lXxrdg15JaLKxnjgFwyBDnYeh/nWfB4ckn1S71DVpop5Z7P7HtijKKIySW7knJx9MUzQ/D99omn3LG6ju9TZBFFLLkJsTIjB6np1I6kmgCTw/r0moWeo3d/JaxQ21zIgKMRsRf7+ehqjpviqS58T6lDNPbnSYbJLqGVVIO0nkknr+FRw+FNSm0bWtOvLm1Q6lI0/nQBvkkYgkFT1GR6jI7U1fB9/ftqR1W5tlF5p4sQLYN8oB4bn+VAG5pfibTdXuvs1u8izNF5yLLGULx5xuXPUVs1xvhbwfc6HeRXFybGSWKHyDNGkhkkUAYOWYhenIArsqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCOWWOCF5pXVI41LOzHAUDkk1jWXjHw/qFrc3VvqsBgtQDM7ZQID0PzAcH16VP4ls9Q1Dw5fWmlzRw3k0RSN5Bleeo/EZGfeuBXwV4gaHWWNrao17pSWccbXTSYdSeSSOBg9hQB39j4j0bUzL9i1K3m8pN77X6L/e+nv0os9esdWjuBpN1BdTxLkLuIU56HOOR7jNcbb+GfEcJgaK2sYnTRPsJYy7h5uc9Mcj3qzoXh/XtH1t79baKSM6aIAkl2WbzFOQM4wAT6dKANfw74nlv9K1K71mO2sW0+6e3mMcu6MBQp3bjj1rTTxDpMriOK/hlkaD7QqI24tHjO4AdRXOeHrbUtEt9cm8SW1nBYXMz3jyJLvC7goKlcdAF60zwVopjtb2+hn3wsrWumM6EbLdSxXIPXlj+AFAG74f8WaX4k077bZPIECb3EkbKVHPtg9O1O0fXxq1xqeI0S1s5QiTiUHzBjJJH8OPes3wfpuvaLoaabewWRW2iKRtG5JlYE4J7AHjiq2g6NrofX49TtLW1i1N3dWhn8woSu3pgUAb+neJtH1aYxWV8kj7S4GCu5QcFlyBuGe4osPEek6reSWdldLLOqF9hRgGUHBIJGGGe4zWXo+harZaLFYTNYrc21q1vb3sUZ3jjAOD07ZqtpXhzWbXxFZatcvZs0OntaShd2ZGypDZPTlf1oA0fDWsahqN5q9nqNtbQS2FwsQFu5ZSCitnJA/veldESAMk4FczoOm6vY6xqd5dx2wTUJ1lYRuSYwsaoB7525ro5lLwyKoBJUgA9OlAFCz8QaVf3LW1texySqSNoyA2OuCeG/Cm2Wv6Vez/AGe2uQXywUbGUOV+9tJGGx7VzOheGtYtjBDKsdhaJFKk0Mc5mVy2cFAw+TGc0/w14OudFfToriKxnSyL7bklzIQc4IBOAeeaANy28XaJdzJFBeF3eV4QBC/Dr94Nx8uM98VN/wAJHpBexRb6NvtzslsVBIkZeoBAx+dUvDukX+lXepi5S0NvdXclyhizuG7Awc/Sq2l+FZ7PxLLczypJp0DyS2EX8Uby8vn6HOPZjQBpWOuG+8RXmnxLCbe3iVvMEnzliTkFccAY61JH4k0eXVf7MS/ja7OQEGcEjqA3Qkemc1i2Nl4ibxlcajdWFnBZSW622En3OQGY7unXkcVHoXh/VdKEelSWtjJYwSO0d8x/ekMTnCgcNz1zQB0EPiDTJ70Wkd0DKzsinawVmHUBsYJHoDTv7d0v7bHafbYvOldo0XPDOvVQem4enWua0DwXcaQ8EU4tLpbWdpYLmXeZMEk9M43c4zTbLwvqMeqI4jhtYo9Re7YrKZElUkniM8I5yMke/rQB3Nc2viRrrxHc6XaGBVtWWOUzK4ZmIyQvGOnfJrpKxbGz1GLXb65nS1+zzldm0neMDGT+lAFga/pZvjZi8Tzg/lnrt3/3d3Td7ZzVeXxVosFzLbyXuJopRE8fluWDHpwB09+nvWBb+C71LO40p7mMWD6ib1Zkz5oG7dt57571o2ulanB43vtUe3tWs7qOOHIf50CAkNjHOScYoA6isFfFdgfEd3opScTWwi3OImZSXzgZA46dTxzW9XKnR9btPGF7qtlJZPa3qwJIkytvQJnOMHknd3oANP8AGNq+rajp+pSw200F79mhGG+YYBUk9BnNb8mo2cMrxSXCK6Y35PC56ZPQZrltR8J6hd2esxJNbl72/juYnYH5UUqdp9/l/Wnz+Gbv+0tWcW1pdQak0cji4kbCso4G0fnQB2NcVd+MdS0/WNVgn0+3e208wsfKlYyOkhIBAxjII6frXZRgiNQ2NwAzjpmuctPD0q+MtR1i7htZIp44kh4y8ZTdzz67v0oA05te0y3vhZy3QWYsqkbTtUt0BbGAT6E1VfxfoUd29rJfqksdx9mfdGwVZOylsYGe3NZH/COanFqepL9nsbqyurwXkckzMGjbCjBUdcbciq+peD9UvINciRrLF/fRXUZdSdoTbkH3+Xr70AdXPrmm2179klulEwALKASEz03EcLn3p/8AbGnYu2+1xYtDtuOf9UfRvSuP1fw1rdzrd5JYRQW6XYi3XkdyykbccNH0en6l4Q1iTVr+fT79IYLto3dMkbmxskJH+709xQB0j+JtHS4SD7cjO8SzAqpZRG3RiwGAD7mpbzXNN0+byrq5EZABZip2oCcDc2MLn3Nc6PBQttevbiCK3lsbyCKFopS37oIMAAA4Ix+NOuvCdzJfas7Ja3lvqKoxiuC21HVQMYB+6SAcUAaN74x0yw8Rroswn80232kyrGWRVzgDI5JPtVp7O4sLORtFWN5Z5xK4upX2gMfmx1xx0HSsq50nV4fFVpqlpBZyx/YBayqzlQhDFsgc5HOK6pN2wbgA2OQOmaAOP13xZqOj6ze2y2to9tbWJvQzyFWcBgCvoDzxWlH4x0ldOtbq+mNk9xardCGZTvCnHAwOTz0HNQXHhyS88arq1zDazWa2pgVHGWB3Bt3p2xUOt6XrF1400W9tbOzfTrJJBI0kmH3OMcLjoAKANmfxFpNtFBLNfRxrPGJI92clD0bHUD3NRa3ri6ZbwNC9s0k0iKvnS7F2k4LZwc+w71l6loupDxDd3dpb29zbX1mts/mybTbkbuVGOQQ2ceorI18W9r4Si8MRyvcajZm1Ur5Zy4Dqdw9eAc0AdjqGvabpUscN3cbZXUsEVGc7R1YhQcD3NM1DxHpGmW8E95fRxx3AzEwy28eowDx79Kw9d8NXtz4iOrWsNvdpLZ/ZZLe4kZQPmzuBH6jvSt4e1O11PSb62gsHWC0azmtuVRFYg7kznpjoetAGjqfi3T9MuNKjIluI9SLeVLboZFCqpbd8ucj6VtW88d3bR3ERJikUOpKkEg9ODyK5bVdD1jzdBu9Mj0/ztOlbfCQyRlHUqdvpgHNdRa/aBax/avL8/Hz+UCFz7ZoAqarq1vpsJD3EMdw6MYlkJwxAzk45x6mqGieJ4L6y05b7bb6heW7XAgUFgVXqQemP1qDXdC1O61g39hPAVksntGinB+TOcOhHQ88/QVRi8Mazajw7cxT2j3emwPDMjA7ZAwxkHqKANd/Gfh+O2trl9QCwXO4RSNG4UlTggnHBzxzVbV/GunWXhltXtJVlDkpB5kciKzjs3y5Ue5FYreGfEFn4QsdPittOvbqHUPtLq7FE2+ZvwM55zxW14n0zVda8MnTLa2tYpLuMrOXfiE4zkYHzc8dqANG+8Q6fpENt/at1HbzTrlUUM24gZIUAZNK3iPSVsrW7F2HhujthMaMxY9+AMjHfPSsq+0/WdQl0GeWztUks7ppJ1ExICbSowcc53Zx7Vz0lpf8Ah/8Asiwmkjime+uZROu7y9jtkISOhOe/pQB6HZX1rqNsLmznSaEkgOhyMjrVDxD4jsfDVlHd35fZJMsKhFycscflTPC1wZtH2fY/sqwSvCq5JDAH7wJ55qHxlpF7rOhfZ7DyjcRzxTKkpwr7GDbc9s460AR6j4mjjtNN1G0uYhp890sMzzROGwcgADgg5x1FaB8Q6WunrffagbdpPKBVGLb8427QM5z2xVHVtM1PVtO04bbe3uIL2K4kQMSu1GyVB9T0rCl8HatJFdOrWfnDVZL2BZCxRlYEFWAI5xg0AdrY6ja6lC0trLvVWKMCCCrDqCDyD9aTUNSs9KtvtF7OsUZYKCcksx6AAck+wrP8NaVcaXZzLdQWUU00hkcWgbBPqSxJJpvifRbnV7ezezmjjurO5S5iEq5RivY0ASSeKdGht/OlvNiiYQFWjYOJD0UrjIz9Kfb+JtHutLl1KG+RrWJ9jsQQVbONpUjOenGM1y+r2lxo9ndapfPbC8vtQtiQiO0ahWAX3zycmpdQ8E3OoWF9J58KXlzqMV+qDcIx5e0BTjk5C8+5oA6KbxNpkOmXWoebK8NqSJlSFi6YGeVxkcc89qq2PjTQ9RtL28huJPsloFMk7xMqEHptOPm/CqsuhajJpevQxW+n29zqUZQMu47iy7SznPOAeMUXfh/VbjwPHo0NxDa3SLGjPHna6KRkZ6jIHWgC7N4s09dEv9SgWeb7Eu6SARMsgOMgbSMjNXNM1qDU9MS9WKeMGJZHR4XBXIzgZHzfhXNReD9TWDX41ubaIanEnl7QzGN1GOSTyOK39Nj12LR3S8Ngb1E2wiFXEeQON2Tn8qAK2i+IVvNIv9Tv7i0jtYLmRFkjLALGpx8+7BDZzkU6PxlojW17PJcyQpZqHmE0LqwQnAfBGSp9aw7Pwhq8vhDVNB1Ge0jN5JLMs9uG4Z33YIJ5Hb6VZ1LwxqesadfG6mtUvZ7A2UaxBvLGTksc8n29KAOh03XNO1aWaGyuPMkhCmRCjKQGGQcEDgjvV6WVIInllYJGilmY9AB1Nc3pGi6raeJpNQuWtPsz2UVvsjB3hk757jmtjW9N/tjRLzTvNMRuImjEgHKk96AILDxLpOpyJHa3W55IzLGrRspkQdWXIG4fSsrw14jvfEWo3M8bWyaYk0sEcRicTZQgFix4Gc9MZpmleHNU+36XeavLaPJpdu0MPkKQJCRt3HPTgdB61e8K6Tf6PDexXnkET3UlypiJ43nODn0oA6GiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCnqmpW2kaZcaheSbLe3Qu7ewrn7jxpHceCJvEWjQLctHCJvImJQgHk598Vta/YPqnh7UbCIgSXFtJEhPTcVIH61ykemeJpfh7eaHcaZaR3K2Yt4PLuNwlOMEnjjigDqtO13T9StDNFdwMY41eYK+fLyM81NZatYak0i2d1HM0YBcKeQD0rhLrwXq1w92kENraR3GjR2eY3wBKpB+YDqOMA1s+E9H1GyvJLnUdPit5zAsBlW6MpcL04wABQBt+IbyXT9Avb2K3juDBEZGikOAyjlh9cZrK0jxWLq+SzubIWqPYrepIjh0CE42nHQjitTxJa3d94b1GzsUje5uLd4kEjbRlhjr+NZ3hrTLrRvC6R/2VbQ6lFCI/LSXcJNowuXPr+lAFnQtautatL+YQ26GGd4oNsu4OF6FvTPpVXwr4nm1m11NtRigtptPuXglMbkp8vOcmq3hXTfEGk22oSX1tatPeTzXRRJs7WY/KmcYx71X0zwvqz6Xr1rqRgik1Wd5DJC5OwMOMDHboaAOi07xJpOqpM1leJL5QLMOQcDuAeo96i8PeKNO8S2qzWLPyu8q6kEDcQD+OM1k2Hh3Uri/gvNRjtrZ7SyeyiWBy3mggDc3HA46Vd8HWWs6Vo1vpmpwWqpaRiFJYZCxkA6NjHHFAG9cmZbaU2yo04U+WrnClscZ9q4/w543udXm063u9Pjhlv4ZZI2im3AFDggjqPrXZTGRYXMKq8oU7FY4BPYE1zXhHw9Noegwpd2todSiVwJIzngktjcRkcmgCbw1rWoandavbalbwQS2M4iHksWUgjOcmtGDXtKuBKYr+FxEpeTDfdUHBP0BrA0zSvEVrcavclLGKXUm8wYkZvJYLgAjHzCs/SvDGt2+sQ3t1bwuhsJbWdHmDZZiG3KAMYJHT3oA6+w1/SdUlMdhqEFw4XftjbJ2+v6is/wAP+M9J8R3E1vZPIJ4XdGR0IztbaSD0rC0DwrqunS+FjJb2sA0+KdLsxMMtuGFHHUdCfpW34b0jVdFNzbTtaSWkt3PcK6M28B3LAEEY4ye9AHSUVj2H9u/27qP277L/AGX8v2Py8+Z0+bdWxQAyRikbMFLEAkAd65HT/FWs3GpPZT6MvmRQwzSpHJ8yiRyo4PoqkmuxrnbLSdTg8YX2rS/Zfs11BHAFV23qELkHpjnd+lAD9E8Rx6kZYrrybe5W7mt44g+S+xiM/XAzirUPiLSp797KO7UzLJ5R/ul/7oPQn2rnNP0DVre3AlsrcyNrcl6+JfuxsWIIPc8jiptP8LX9pLDFILKa3gvHuImLPkbmJztxjdyRnNAHZHisq08R6NfXjWdrqVvNcKxUxq+SCOo+tanWvMdE0efV9Q1WK2jgtYbbXTcfalA3kKFyqgdM9M9MZoA7GXxjoMN7LZyX6LcRTLBImDlWbpn29+lPk19P+Ekh0qHyXBheWZjJhk2kdF79ap2mi3kHjLVNRktLF7S8SJRKSTIAgPGMepB/Cq93Ya/N430/VEsbT7HbpNbsTP8AMUcod2Mdfl6UAa8PinQrhlWLVLZizbR83U5x/PirE2t6bb3y2U15GlwxChGPc9BnpXEan4I1O7jDxQ2izKNoAkwuPP8AM9PSn6l4a8Uahqc5c2rQLex3ETvNhTGp+7sC9R6k0AdNN4y0CC6uLWXUY1nt2CyRkHcCfQY5HvVt9f0mP7Rvv4F+zOsc2W/1bN90H61lR6LfDx9c6w9tavaS2yW4dmzIoGSSBj1wKx5tPj1f4iH+z3WTTlAfVk2fKZoz+6GfXnJHoooA9ArJm8SaTBq6aXLeIt23AXBwD6E9AfatauKbwnqD/wBqafJJbtp19e/bBNk+anzBiuMeo4OelAF6w8WxHXtT0rU3traS2nSOAhz+9Drkdehqe+8VW1r4ksdEiCTT3DES/vApiGMjg9c+1ZN34Tvr2+12NxbC01CSBkkYkumwYJAxweODTNY1TT7nxToNpp6x3V7FelJ2CZaNVQ5LGgDop/Euk2upf2fNeItwMBhg4QnoCegzSaj4n0XSb2O0vtQihmfB2sfug9Cx7Z9652TwVdJq+rTotnd2+ozpNi5kkUx4ADDC8EYHFX5/Dt6Ne1W9ih0+7ttRiiRorrPysgI9DkdDQBck8XaTD4kfQ5J8XKQLMxx8oDHAH170ms+ImsNU0/TrVYZbm5mVXSVymIz1ZfU+1ULjRdVtfG6a1Y21rPHPaJbTB5dnlbSTkDHPWrGvaVq2p6tps9slosNhOJwZJGBc4wRgA4oA131vTY5LqN7yJXtV3zgn/Vr6n2qC58T6NaSWyTX0am5XfGRkgr2YnsPc1keIfDmo6nqdpc2ksMUc0f2bUo/78RIJ2+4xj8apav4QvZdbvJLSKKaw1C3SCWNpzEIggIAwAcqQRwKAOqv9c0vTADe30MAK7xvb+H1+nvVxBDNsnQI+RlXxnj2Ncbq3hzUJLsta2MLAacLOKRZhgHnh0YfMoPI711unxTW+n28Ny6POkaq7Iu1SQOcDsKAIzq1gLua0+1R/aIE3yx55RfU1WbxPoq28dx/aMJikzsYHOcHBP0BrE8SeGNWutUm1PRL1LeaSBVdGJHmOpyuTjpjg1Rl8H39nqFvLp9tDJBNZC1uYmnMYjJbczDg5BJNAHS6j4s0TSby2tb2/jhkuU3w5BxIPY96c/ijSIrS2uXuwqXA3RgqdxXucdQPesW88N6i0/hhoLaxdNK3+ZG7tsU7Cq7cjJxUfiXwzqd94hh1SzC3EctmbK5t2uDFsUsG3KwGfqKAOygniuYEnhkWSKQBldTkEeorJ1zxRp3h65sIL0y772QxxeWhboMknHarOh6edJ0S0sNkaCCMIEjJKqB0AJ5NZ3ifStSvbrSL3TBA81hcmVo5mKh1K4OCB1oA0JNf0yGwgvZbpY4Z13RlgQWH061dtrmC8t0nt5UlhcZV0OQRXManpeutq2m6xbx2Vxc28MkEtuzlUw5HzKSO2P51qeGtGbQdGFm8iu5lkmbYMKpdixVfYZxQBa1PV7LSY4nvJtnmvsjUAlnb0AFYupeJo47zR5YzazaTfK5aVid4KjI2jvVnxBo9/e6ppGpadLAs9hI5ZJ87XR1wwyOh4FVrrQtSutQ0K6xYxLp8kkksUe4A7hgBeKANN/EWkpYQXv2xGgn4hKclyOoAHNSnXNMGmpqDXsS2jkKsjNgE5xj657VzUfhjWLUaRdxNYvd2Es7NCCyo6yehxwRU9/wCHbzyNJmtrSzaSyu3uZbNGIjkLAjILdxnPPcUAamo629tJpktqkVzZ3NwIZZFbJXPQjHXnr6Vo2Go2ep2wubG4juISSoeM5GR1rmNS0G8udEtbSysFst1950yQXAUopJywPTJz0HrWn4XtdU0/TjY6jBaRrbnZDJbHAlX+8Vx8p/rmgDVvb+0063+0XtxHBFkLvc4GT0FQLremOtsy30BFy/lwnf8Afb+6Pf2rJ8WaPfajPo93ZQxXBsLrznt5X2rIMYzzxkdRWPceEtReze+jt7UaiupLqEdpv/djHG3OOCR1I70Ab+s+K9I0vRLvU5ZRcQWsgikWIbiJMgbcevNa1newX9stxbvvRu+Oh9K4i58J61ceG9ciCWcd9f3i3kUSuSqkbflJx/s9feux0qXUprMPqlrBbXBP+rhk3gD64oAj8Qa3beHNCutWu1doLZdzKgyx5xgfnWFrHjX7P4XOt6XAlxFDLGLlZiU8tGIyfcjcK2PFOmTaz4Y1DTrZkE08RVC5wM9Rn8qxdX03xBrXg19PltLOG6kkiBjEu5RGrKWJOOvHSgDfi17S5LCS9F9D9nix5jlsBCfWprDVbHVFc2dwk3lnDgdV+ori9W8GajfnxEkYhRb028luxfqYxypHb61t+GdJv7K6ub29tYIJbqNBIFuDK5Zc4ycAYwT0oA6G4uIrW3knnkWOKNSzuxwFA6k1lReK9DltLi7XUoRBbMFmdiQEz0znsfWneJ7LUNQ8O3lppbwpdSptUzD5SM8joeSMjNcgfCWuTaZ4kjkhtg+p2ccMSSTbyrIu3k4x70AdnYeIdJ1SK5ls72KVLY/vSDjYMZyc9sd6daazY6okw0y7guZY1ztVvXpn2Ncy3h3WF/tWW1is4JrrToIEycjzEGGBGMYxxmk0LRdb03W5b42FuqGwW3XdcAsWU5GdoxyfyFAGn4f8RT3Om6pc60ba2NjdvDI0ZOxVVVOcn61pQ+IdInliii1CB5JYTPGqty8Y6sPbisXRtOutHstWl1xbFbO7me6mw5bywygFTkYI461S8EaL+8ub5wsltAGtNLlKYJtid2fcZO0H0X3oA3dA8WaX4jtzLZSOAAzYdSPlDFc/jjP0o0PxA2s6jqUaxwraWrqsUqyZZwVySy/w1V8G6drWj6FBpmoQ2gW2Vo0eOUkuAflJGOMioPD+ma2us69e6rbW9umoMgjEMu/aFTbk/lQBt2fiLSNQuTbWmoQyzDd8qnk7epHripLHW9M1KVorK9indc5CHPQ4P5Gub8P6HrOlwQ6fNZadss4nSC/ViXbdnHy44681B4Y0DX9L1CzlvIbXy1ilSYpNn5mbIYKFAGcdKANjRNY1G88R6xpt/Dbxi0WJ4vKJOQ5frnvhRXR1yejafrsPizVNSvLWzjt7tIYxsmLNhN/I4/2q6ygAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQkKCScAckmqllqlhqUTSWV5BcIvDGKQMB9cVR8Wafdar4T1SwsX2XU9uyRHOPmI6Z9+lcFY+FNVuNDu4ksL7T9R/s1bRJZLiMIdpyVCpjryNx9aAPS49V0+VJXjvrZ0i/1jLKpCfXnipFvLZ3ZFuImZUDkBwSFPQ/T3ryYaD9tbxNodlpMNldSaTAotWKAFx3JUnr69a6Xw9pupxeIHvrvQ2toBpMVqyGRGLupHyjnkY7k0Ab+jeIRqkN/czW32S0tp2ijnklUrKo/jBHAFaf8AaNl5Mk32uDyozh38wYX6ntXnyaa2l+EfFljc6K1rZz/abqAMEMaL5a4GATg7gTjFInh241DT21GHTo54n0m3gSDcuLp8ht5zwNo4B69fagD0SK9tZ22w3MMjFd2EcE49fpTBqdg0csgvbcpF/rGEgwn1PavP08Lawmq3UkVmIopxeKHEijbvC7ORyBwemcVoJ4dlfSrgjSJI7j+zWtBE8ybZDjpgDB55yefagDq7fW9LumuFt9QtpWthmYJICUGM5PpUWieItL8RWi3Om3STI27AB5wGKk49Miub0HQNS07WdPeazQRLootJnVwQJQVOD3PTrV7wVY6ppGmrpt9p0MKwtKfPSUN5m5ywwMdMN39KAOg1O5mstLurq3hE0sMTOsZbaGIGcZ7VS8Oa7Dr2jWd4rwieaFZJIY5AxjJHQ1oX0LXGn3MCY3yRMi56ZIIriNI8L6p9k01ZIk06axsJrN2VgxmdhhW4/hGM8880Adjbazpt7dSWttf2808X340kBZfqKgs9bjvNTvrVIiILRVJut6lGJzkcHgjHeuT8JaHqmnS6dBf6ZMp06N0Fz9pQpIT1IUDcc/7RrR0izvYvEGvTTaRLHbah5fllzGV+VWB3AN3JFAHRw6rp9xdC1hvIJJzH5ojRwSUzjcPUUWuq6ffXE9va3kE01u22VI3BKH0I7VwWgaDrGn2vhya90+K2OnSXb3YRxhVcNt2gZyPm6e1R+ELyBrzRLi4tV86dZobfZ5RKx53q7gfMCV4PvnjmgD03pUEd7ayhDHcxOHYqhVwdxHUD1qfrxXmdl4f1qxv9LiTSAY7HU55zKJUCmKTpt7/UYoA9DTUbKS5+zJdwNPkjyxIC3HXikXUrJ797BbuE3aKGaEON4B6HHWuN0Pw/qVpqlvIbMJbx3MkpS5WNhEGLcxOvzZOc/N0qvYeG9TXV1F/YTS+VqMl3HcJPGqYLErn5d5ODgg+lAHS6r4lTTdf0rTBCkwvpTEzrMoaJtpYZXqQQp5roK4C00HWHuNLS6sY1k0/VZLiS6DgieNlkw3rn5hkGu/oAx7bxPpF3q91pcV7Gbu2dUkj3D7zDIA9TVwahYLe/YxdW4ujz5Icb/wAutcro2nalpPjPWZG0SOS2v7kTLfiZRtG3GCuM5rMbw1q8hn03+zIt76ot4dVeRfnjDBun3twA246e9AHpHSqKa1pckgjTUbRnY4CiZSSfTrV4jII9a8n/AOEO1WHRJ4bfRo0vENyYXSRFPzXCyLg9sqMe2KAPUJb+0huFgluoUmb7sbOAx+gpP7RsfP8AI+2Qebu2bPMG7d6Y9a4K88OarqEWo2U2mDzrq/iuI74yKdiKVODzuBABUYFM1Hw5qkjas8Gjgu+rQXNuwdMui43Nkng/rQB20+sRx6va6fDH57ylhKUkX9yAM5ZSc/kKI9d0t9bn0dbuIX8SK7wk4OGzj69K5/U4tVfx7pt9BoUr2dosiyXCSxgvvXHAJB496kWz1Gw8dX1+mkG6tb6K3RZ1kQGIqWDZB56Nnj0oA6WTUbKK8W0ku4EuWAIiaQBjnpx+FVp/EOjW008U+p2kcluVEqPKAULdMj3rkNQ8NaneDVrGWxSSS81FLiDUA4/cxgqQeu4Mu0gADHP1q42j3EnxBm1K50MXFqtpHaxzsyNuO4lnwenb3oA7VWDqGUgqRkEd6yV8Q6R/wkEujfaoRqEcayMhIBwTgDPr7VrgAAAcAdBXF3Njqdl8QpdVg0Rby2ubWODz0lRDGQ2SWB5P4UAaVl4ttp/E+q6JcLHbPY+VtkeZf3u8ZGAea1LnWtMsr+Cxur+3hup/9VC8gDP9BXEeIfD+sX154skj01ZTd2kEVjIrKCxXOQSTwcse3ao9R8NavdarqQnsp7m11RUOVuI1EACAbDuUkYIPK+tAHpVYeq+IotP1Kz0+BI7m7nlVHhE6q8aH+PB5I+la8CeVbxx4xtULjOeg9a5LxVb6nP4h0SWx0V7mG0uBPNOkiKcYxgAkEmgDqLnUbKzcJc3cELEZAkkCkj8aJdQs4DGJruCMyDKB5ANw9vWuG8T6FqWpa/NeW2nTlXsljwxikimOc+W6PyoHcqeamuNG1YXuoRSaXDcwX1hFbwujrttWVSrLhudvzZGM9KAOyfU7CMuHvbdTHneDKBtxjOfTqPzpt1q2nWTwpdX1vC03+qEkgG/6Z615/H4U1Ume3vtLgvI/NRVlcpllFtsLEHrlwDzz09Khl8Na6r2Tvp9xcxS6WljLGtxGHhYZ3ElgeDnqvNAHpM2oWduwWa6hjJQuA8gBKjqfpVHU/ENrp1rbToDd/aXRYo7dlLOGONwBPIGe1c3q+gyzav4Yj/sRrq1sY3E7llYAFdoU7iN3PNXPF+m3R03T7bRNGSV7e5ikXYEQRIrAkKSRg4z0oA6G/wBa03S3VL++gt2ZGdRI4UlV+8foO9OfVtPis4ryS9gS2lAaOVpAFYHoQe9c54j0nUtfvLRBZIunGI/aAZtkzEkfuyQCNhxzg89Kq6tY+IZmsGfS7aXZYyIRaso8mZsAAF/4MY5AzxQB0mpeI9K0mWxjvLuONr6TZB8ww3Gc/T3o1rW49J0z7VHGLqRiBFCkigyZPbJ5rjY9G1qz0fwnP/YpubjS0kjuLUzpu5UAEMeD0/WtPxlHrWo+G7WDT9DL3Tujugmj/cbSDjJ6/hQB1s15BbQpJdTR24bH+scAZ9MmmtqNkgUvdwLuTeuZAMr6/T3rmdRi1e51XR9WOkGaFIZI57J5E3Ru3Rhn5T0x171k2nhfU7ebw81xp0Mpiu7mW5KMrCCJwxWMbsZALDp6UAehRSxzxLLE6vGwyrKcgj2NRz3trasFuLmKIsCQJHC5A69aw/BFhd6Z4Zhsby1a3likkwhZSNpdmXGCeMEVleNikPijwtMtkt1O08sfljaGZSnTLdvagDrrnU7G0SF7i8giWZgsRdwA5PQD1pE1OwktTdLeQG3VihkEg2gg4xn1rhL3wvqZ8HWenPp4uCdSFxJbxyL+4h37tgJxnHtWzruk3Eg0e60/SkaG3u/PubH5EZ8qRu/ukg4PXtQB0M+q6fbWBv5r23S0HJmMg2fn0o/tfTv7N/tH7bb/AGLbu8/zBsx9elcNL4X1W0tVu7WwjlVdYN+NM8wKPLKbdoJ+UHPz46ZqfV9B1W80aym03Tl01ob43c+nwyJumyCPvEbQ2TnHIoA7VNRspLT7Wl3Abb/nqJBt/PpTH1bT4rF71763Fqn3pvMGwfj0rjZPDcsPhNol0+++1TXi3L4uEkmRv7/ICHHTb0plzo+tSaBLD/ZSMzXySkRskc0ijrIR9wNnt0oA7bTdUsNXtftWnXcN1Bkr5kLhhkdsirlcj4Ys9W0fTtYmvIIyXmaa3VgiSSDaP9YV+UHI7dq0fCPiB/E/hu21Z7NrR5SymIuGwVYg4I6jjrQBsXFxDaW8lxcSpFDGpZ3c4Cj1Jqja+INHvbI3ltqdpJbB9hlWVdu70z61U8WQ6ncaL5elQxzS+ahkjcLlowcnbuBG7pjNcXN4f8QtoXiO3bR1eW9uoZ4FFwhJA25zwAD8vP1oA9FtdV0++gkntb23mijJV3jkBCkdcntWXoPib+2tZ1ax8iNUsWj2SxzCQSq4JB46dOlctqnhnWry71trSwSCK5t7YrGZgFmdDllIHqOMmt7w3pd3aeJdYvn0xLG1u4bfy0Vl4ZQwYEL6ZH5UAdHf31tplhPfXkqxW0CGSR26Ko61R0TxLpPiHTxe6beRyxbA7c4KAjI3DtU2u2UmpaBqFjEF824tpIk3dMspAzXLw6dreo+B7jRptKj064S1SFT54YTMuMj5Rwpxj1wTQB1dhq+nap5n2C9gufLba/lSBtp98VZnnitomlnlSKNeWd2AA/E1yuiaXev4kXV59Mj0xFsltmiV1ZpGDZydvGB271s+JooJ/DGppcRxvH9mkJWQAj7p9aALSajp9zFK0d3byxou6QrIGCr6n2qK01nSbl4ILS/tZGli8yFI5FO5BxkAdq4zwJp11cx6brElglnAukpblQ6u1z0IJxwAMfXmpfDHhme10XVLVtLFhezPcPBdMIyU8wnaAVJPANAHWQ6/pFyt0YNTtZBagmfZKD5YHUn0qWPWNNmlgijvrd5LhDJCokBMijuPUVyWh+Hrz7XojT6ZHYjTbRre5kyrfagRt28fw5G7n16Uvhjw1e6brM6XdtD9g0wyJpjKBuZJDuI9scL+FAHS2GspqOp3NvbokltCilbmOZWVyeq4ByMe9VJvEgj8X2eiJHFIlxFI7TJMC0bKM7SvbjvWNo1trEninWrm40WTToL23SOKQSowVlBGSFP41V0TRtYsrzR4W0dIUgjuIbq5EincW6SDHJyeueaAO1ttZ028vJrO2v7ea5h/1kSSAsv1FXq888LeHtVsrzTV1DT3VtMLoswuU2OGDDcFC7jkEcMa9DoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGsyopZmCqOSScAVSXWtKeF5V1KzaOMgO4nUhSemTniqHjO3uLvwfqdtbWsl1LLCUEUTbXYE87T645rg9C8MWq2GrjXtPSy0iWzjt/Pu41hkJXPLAcZHGG70AekLDo9ve3GpgWcdy0Y864yobZ23H0qeLU7CckRX1tIVXedsqnC+vXp71514M02e68MaprN5AL65lt2srdYxxPDHkIcHufWrGgeFCnw0uNOj0Y2WqS2bITLgMztk4J/KgDu7t9OvLee0u3tpYTHmaKRlI2H+8PQ1LZpaw2yQWYiWCJQiJFjaoHQDFeT6xp98q6vq2o6T9lsDoC2khklAZpVYen04Ndn4c0V7PX7q/gtvsti9pDBHGXz5jLuJf8iB+FAHWEhQSSAB1JqoNU09opJRfWxjj++/mrhfqc8VX8RLev4evk063juLtoiscUhwrE8YP4ZriLTQNUZtVWbSMxS6StvGjbFEko7YHAx2NAHoUN9aXDOsN1DIyDLhJAdo9TjpTbTUrK/Lizu4Lgp94RyBsflXC6doGt6dLby2lhFHMdCFq5kYbROCDhh3zg8+9WPC+jarpXiKS9m090tZtPSLBkTKOjE7dq+uePpQBv6T4j+3z6tFeWwsf7NnETtJKCpBRWDZ4xwwrVjvrOZo1juoXaVd8YWQEuvqPUVyeixXSal4hn1nSWt7LUJRITK6sojWJVO7/vk1l+EdIFzb3tyiG6i0+KbT9OlDbRNESTx6cnbn2oA9Ag1CzuZWigu4JZVGSiSAkD6ClhvbW4kaOG5hkdeGVHBI/KuD8P8Ah3VbOaNPs5WNLGSLzbhV82Nm+6odeWA9TUnhfQb62bT3vtOuYrm0geIv9oXYSRgkActnrz0oA7iO7tZ5pIIriKSWPiSNXBK/UdqIbG1gffDbRRv6qgBrzvwnoeoW/iDT5/7Pnhht0lW4e7jCyZbOMOP9YPr2rtNJutZn1HU49SsYre1jlAs5Ek3GVMdSOxoA2KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqpc6bZXl1b3NzaRSz2xLQyOoLRk9SD2q3RQAUUUUAFFFFABRRRQA1lDKVYAg8EGkjijhjWOJFRF4CqMAU+igAooooAKKKKACiiigApjokqFHUMrDBBGQRT6KAGRxxwxrHGioijAVRgAU+iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKq3+nWeqWrWt/bR3EDEExyLlSR7VaooAjiijgiSKJFSNAAqqMAD0FSUUUAVr6xtdStHtb2COeB8bo5BlTg5qaONIY1jjUKigKqjoAO1PooAKKKKACiiigBjxpLGySKrowwysMgj0IojiSGNY4kVEUYCqMAD6U+igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqeqXsmnabPdxWk128S7hBBje/sM1cqC6nNtayzLDJMY1LCOMZZvYZ70AZmgeI4PENm13b2t1Bbgld9woX5gSGXGSeCK12ljUEs6gDgknpXmNvbapd/DnWtIfQr6K7fz5oVlUAMXkLKAQ3XnNWdP8Mtc3N1pd1p08Wn3ulxCQt937QByTz94etAHookQsFDqTjOM84oSRJM7HVscHBzivMLPQPEt3o2qXz2/wBj1q3sTptgd/Lhf+Wmf9rjH41oaBolxHYzOYtUt5zpfkSJ5ccYZ8dsdXBzgn1oA78yxhGcuoVc7jngY65qppurWOsWSXlhcpNA+SHU+lcH4R0i5ggubUWLhJNNMbTtGYt8pLAq6kkFuhLD1rQ+HunNpvhKPTLzQ7i1kihMc5lCnzjzkDB5BzxQB1FhrVvqV9e2sEc4Nm4R5HjwjEjPynvWgjo4JRlYA4ODmvN9KgXRbLxXGun3ek2M7GS2k2BVVQmMjBOMmpPC0UWntAxjaPVbnSx5VkhxExUZLZyfmPGSaAPQxIhLAOpK9cHp9aq2Gq2WqRySWVwkqxyPG2OzKSCPzFcB4XsdSt/Eelu+kXNpDJZTC9GwCNZmKkZJJLcKRk+tX/h/ZSaRaTaVc6BcW1wrzNLdlV8uXLk/KQc4IPAxQB1llq9vf6he2UUc4e0ZQ7vGQjZGRtP8VXvMQlgHXK9een1rivDdtdWU/iC1ttPubOO5lLWLOgCKPLAHfj5qoaJoN1FJpEiaZNbXMSyDVXkORcAg8Zz82T0oA9EWWNm2q6k4zgHtT6878P6RfLe+GrttKeza3a6iuBwCsZDbAeeRyK9Bk3+U/l434O3PrQAokRmKhlLDqAeRWH/wkqzeIH0mzsLi68lgtzcRsoSEkZAOTk8Y6DvXJ6DpOqi40Z5dPuLXU4buWTU7kt8k6kMOufmBJUgY4ArW8OaUtt4l1m/l0mS3+13m+BmQZGECsxweAxBIoA7SqFrrFhe3d1aW10ks9o4SZFPKsRnFX64Hwzp76V4l1W3n8Oyr5t+9xBfqqlNjKO+c568e9AHU6HrsGvWs08EUsQiuJICkoAbKHBOPStLzY9/l+Ym/+7nn8q8zttCvLWMX8OmXEeoHXy7SKAHNs0gLHr90rU1noupvquzULS9FzFqDXQuoBGElQudoL/eACkAr7UAek1nnVB/baaaltM+YjI06geWmD90n1rQrhoreS2+JD3ltpF9DaNC0U0yKojmkLZ3EZyfrQB2xkQOELqHPRc8mjzE8zZvXf1255/KvPbvTtSg8TXV3Z6bLdvJfRuBdRjCqMZZJAchcZ4I61N/Ylw+qXqzaXPJftqKXEV+XG0QhhgBuvABG3HegDvd64B3DB4Bz1phnhWYQtKgkbkIWG4/hXmM+n639nhS00i5jt42EqxnAZHF0TkYP/PNmP0q9JompHxDcm6trucvdi6huIEjC7M/Khc/MCBwQPSgD0BriGP780a/Nt5YDn0+tVJdXt4tZt9L2TNPMjOGRMogXruPb2rkTosN/8R7y51DRJ5bXy4hBK6gxiUcluvX3xVi8NxD8Sra7i0e8NqlpJFNcxou1nYqR3ycYoA60X1o1y9st1AZ0xviEg3LnpkdRUxljVwjOoY9ATya4e40q7fxRPdHw+pt0uEeHy3UCZ+AZZD1JUdB7VleKNH1S/wBfurlNOuPMjurYxS26Al4kYEkOx4IyeABQB6GNVsDqUmnfaovtkaB2iLYYKehqtea7DZ61YaX5E8st2W+eJcrFtGfmPaudksZbX4hXV9LoU13Fd28IjuFVSI2XOdxJ4PSk1GzEPxC0zULPRrkKvm/a7mOMYYsuFzzzQB2zSxowVpFVj0BOCaQzRhtpkQNnGNwzmvPdf0bU7rVNagfSXvGvgn2C73jZbFR3PVcHnjrVfV9BvJP+EkB0d5b9rCH7NeRKB5swUhmBzw27b+AoA9OqI3EAYgzR5HUbhxTbQsbKAuGVvLXIbqDjvXmereGtQm1TUZodKdvOvpmLgKC8ZhwpH/Av1oA9QaWNMb5FXPTJAzSs6L95gPqa81j0e9uGDanotxdmbTI4bYSYP2eQLhgxz8pJwcjNSaj4fuZ3+zX+lyX0yaPg3SgFTcLjaBz14oA7TWtbt9EtUmmimmaSVIligTc5LHGcenvU13q9hYXdpbXV1HFNdsVhRjyxAyf0FcVrNtfzeHvDsH9jXc9/F9llmnCqTGI2QupOc5OD9as6/DNfa34e1ltAubqCOOeOWAopkjL7dpYE4xwaAO3aWNQCzqAemT1pGljQ4eRV4zyccetcVrenzXviC0lv9Hmu9LNkVhiTB+zzZOSRnuMAHtisy80HUVsPCUN/p1xqElnI5ujG24hMHCsSRntxQB2ur+ILPSNIOpESXUXG1bUCRnyccAHkVoieMIruwj3Luw5AI+tcR4y02OLwpBpujaBPIzYMK28agW43Bjnnj8Kn1awOr+MdEvn0i4ktFtriOZpFA2kgbQwz7HH1oA7IzRKFJkQBvuksOfpUleUrotxND4dsp7aQSCyuYHhuME2yFgEfGeowBnmu+8MTWsvh2zFnJJJDGnlb5R8xK8HPvkUAarSIpwzqDjPJoeRI13O6qvqTgVxPiq2tm8c+HHktTO0iXEbKOrLs6H2zVNdD1ZNG0bTruzMsaTyStIcTNbDJ2LgnB4OM84oA7+S5giTfJNGi4zuZwBj1oN1biBZzPEIWwVk3jac9MHpXndn4Y1CWw8MQ32nGWXT76U3LSEH9y2/H1HzLx7U7UtG1ZLWzC6Y0lhY6jPL9kh2ktEwOwhW4OCelAHcatqg0rSLjUVglukhQyFICuSAMk8kCptPvE1HTre8jVlSeNZFDdQCM81yEdvd6Z8O761h0zUJpJllSG3OwyAODjgYCgZ6dq3vCzXCaDaWtzZzW0tvCkbCQDk7ecYNAGyzKilmYKB1JOBWTrOvw6NDaTNBJcRXFzHbb4SpCF2CgnJ6ZI6Vm+PrK5vvD6Q2trNcSfaYmKxANtAYEsVPDAdx3rnH0PUX8PC2/sol5tYt5WMa7NyK6FpGTOF+6eB7UAekNPDHC0zyosSjLOzAKB7mmxXdtPEksVxFJHJ9x0cEN9COtef3eiah9j1KC10mXyIdaS7FuXG24h2jfs+rZODUF14f1aaG61ew0wWrR3UM9hp79VIXYzMoOATnOPagD0vzY/m/eL8v3uen1oSWORSyOrD1ByK88udB1248O3809rG+rGePzjHgfbI0OTgdBn+lNl0O/n0DVbjTrO+gkvZ4ZnsLjZHlFPzIu3puHegDr9K8RW+ravqmmxRSJLp7ors2CrhhkFSOP61qXNxFaWstzO4SKJC7sewAyTXJeDbSeDWNcuG0ibTrW6aGSBJFUcBNpGAeDkfrXR63aG/0K/tBGrtNbuiq3QsVOP1xQBU1DxJaWnh5tat0kvbdUWTbb4LbWI5wfrmtSG5ingWVHXaVDHnoCM8+lcFZW94nw2vrGHw7cW96lh5GwhVaZ9u3jB6d8mqltpmsW32tLDR5E87RYowk2AhmH3lPJy2M0AeiQahZXUcklvdwTJH99o5AwX646VBpeuaZrcHnabew3Kc/cYEjBI5HUcg1ynh3SL6K91FZdLa1tZ7GOCPdsA3KDkbV6Dmp/ANvPpunwaZN4fexltYBFNdHaFmZTgbcckHk5NAHZs6ohZ2CqoySTgAVkxeJNPvdIbUNNlW+URtIkUTgNIFODgEjuK1XjSWNo3UMjAhgehFcP4OsL3TNBOmXGhNBNbpMnn7lw+SSNuOSDmgDqdE1iDXNIttRhVo1nj3+W5G5PY4p1hqseo3V7BHDMn2WQRmR1wsmRnKnuK4fw9ompaVP4bK6YYkSzmF+2BuJOSqnnGa2vD9xcpfXsDaBd2UFyxkiLBQgAXvg8EmgDqlnid9iyoX/uhhmpK888L+H7qz1fT5Tp8kcMAmaT7QFDwu2fuuv3wc457V6HQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAIWCgkkADqTTEmilUvHKjqOpVgQK5v4h2uq3vgbU7bRlka+kQBVj+8RuG4D8M1xOnaNfXOh62mlQ6lFJdWsahGgNtHlSNyruJO8jIz9KAPWBcwMpYTxlR1IYYpxmiBYGRAVGW+YcD1NeMWOmi9u/GGl6ZYTwstjbGKzcsrLIME9T14611GlWU0ninU9TvNIv4tPutKjilWYE73U8qFBznHp1oA7DStbtNXt7meDesUE7wM0q7QSvUj1HvV0XNuYzIJ4tgOC28Yz9a8102xMXw28SaZe2F1axKbuWISK6fu8kpgnv049qrNoUk2htNY6Tdy2M9rYgQAlS8isCzhe3y8E96APVVmicZSRG4zwwPHrSC5gZGYTRlV6kOMCvOYtDv00q9t9M066sZZ4LmNCzH5QHyi5J7qSBU66UZNLvpIdLv1lbTfK+yPDsQsO3X5mz3oA75bq3cSFJ428v7+1gdv19Kr6bqtjq1qtxY3KTRsWAKnngkHj6g1xWjabdR6+Gj0e5trefRBFK0i4UzAjhv9rAPPvV74d2r2OiQWM+gTadc20eyWaRVAkbcSdpByQTzQB2TyJEm53VFHdjgUnnxZUeamXGVG4cj2rK8V6OuveF9R01ly00DCPkjD4yp498VxGi6Trt1Nb31zpzoLCxZrCCY7TvZdvlN9Nuc/7VAHpDfZb6GSFjFPGw2umQwI9DVOw0rR7K7eSxgt0uNu1ihywHp7CuO8O2+rW2qRFtFmtrWTTCkpRQmycEkjk5OexqPwdpmpWuvWj3FlI8aQyB55oGhkhJ5CsckSZ9aAPSa5+38Ux3uuy6daWcs0EDmOe8DqI43C5I9T1H510FcL4W0dBJ4hjm0mW1+03k8kDSxlQUdVXr7kHigDtvOi+X96nzDI+Ycj1oWeJ32LKhbGcBhnFeb6VpGqhPDsdxpNwr6TBPbXTMwxIpXC7efmBx+tWvCum3dpD4bkudJu4ryJZ4p5GHKKc7d/PI6YoA75Z4ncxrKhcdVDDI/Cqtjq1jqUlxHaXMcj28pikVTyGABI/UVy/h+wNnexpcaHdC/juJS94W+RlYn5t38QwQMdsUzwbZz6XquqWlxoDwSyXs0wvUQCN0bG3BznOMDFAHUx6vbTaw+mx7nlSETM6jKAEkAZ9eDxVwTxNIY1lQuOqhhkfhXG6bbGx8c3c1rpd3BYzWiQq4hbb5okcsT/AN9DmqGlaXqry6XA+nTW9/ZXzSXd83Czx85IP8QYkcdsUAegLcQu2xJo2Y9gwJqkNZtW1tdKQSPOYjKXRcooBxgnsfauAstE1K1tbaa30a4iuv7eeXeTyluW5J5+6R2rftkkj+Is1zHpd1FZPZGFpvJIR5C4OfyB5oA65Z4nYKsqMTnADA5x1pq3UD3DW6zRmZAC0YYbgD6ivM7PSb+zgVoNJvYrlPEHm+YFP/Huz5JHP3duQR70Q6ppkniIXNzpt3HAuqusd+iZEzltiqzA52hsjHTgUAepUzzE8zZvXfjO3POPpT680NjPf65ctp+m3UOoW2qDF27nYIQcsM5wQR2oA9Ce+tI22vdQqdwTBcfePQfWntdW63K27TxiZhlYyw3EfSuNXR47n4g6g95o0hsngiEUpjzG0qkktx0Pv1qrJomoTX+rWrWMn26S9S4tdUIBVI9yfKG6gqAfl70Ad/5se/ZvXef4c80w3duLgW5mjExGfL3Ddj6V53bWr3uram9haSrqFvrYVLgbiqJtQyZJOMEbuPU1ZuNC1ObUL6O5tbl2k1AXUV3blATECNqbicrgcEUAdvJqNlGXEl3ApRgrAyAYJ7Gs2fxD9m8UWmiy2M4F0rGK6yNhKqWI9egrnDoUF18Sr+W/0KWWzntY1S4ZMxbxyScd/ep9bur0+N9FaHQ9QktLB5FkuEjyhDoVBHPIBPNAHZG6txuzPENpw3zjg+9SggjIOQa851vwxBN4vNrYeW0WrNHJqEe7PlCJt24DPG7O38a66a+1GDxHZ6bBpTNpjwM0l6G4jYdFxQBs0UUUAZOpeILHStT07T7mTbPqEhjhHbIGef5fU1oNdW6yeW08Yf8Aulxn8q8/8Q6XrGs3et3gtJo/sSxrp8flBjOynflTnj5gBVbX9Cvr+61nUU0iVbu70SNYtgJK3GTkD0YZXn2oA9LeaKNlV5EUt90MwGfpWTf6+bDXrHTZLGYx3jbEuQw2BsE7cdegrlfEmk6hqiSD7DK0yacqQzrGzOzdWA5ARsjr1qx4imv0vPDktromo3Udi4mlKICwBQrjk/ez1oA7kyRgsC6jaMnJ6D3phubdUV2njCt90lxg/SuI8W2crXtnf2Q8u61OP7DNbSuVJVhw2OmV5qtrnh2W2vdPgsLOdobKyMUeYDNDLkjKkA5Vjj73uaAO+nvbW1SNp7iKJZCFQu4AYnoBUjzxRKGklRFPQswANed6vpOqG6024udJkuLQaatsbeBVm+zzZGSFY+gxu7Ua1o+o/wDEmtIYb5re1smRmlhFwrE4G1wDwxAGGBOKAPRwQwBBBB6EVDc3ltZRh7qeOFCdoaRgAT6c1R8Nwz2/hzT4rm3FvOkCh4QxbYcdMnmsXxJZ3P8AwkVnfvpUmq2At2h+zoFby5CeHwfbjPagDY1zXrfRbOKZlNxNO6xwQRsA0rHoBnirun3T3tjFcSW7W7yLkxOQSvsSOK4S70i6tNE8P2d9pM+ozw3glZ4k8z7NHvLbc98DA4rvrVIo7WJYYjFHt+VCMFfbFAEF/Zadc7JL6KFtmQjSHGM9s/hUjz2en2iu8kNvbjABJCqK5nxha315qmlxxad51sgkdrgIZPLfgAbMgcjPJ4FZWn6RrX9keHDeaX9qjsxJHd2UrLnJ4VxuOGxjgZ70AdjqL6fFEmqywpcSwIWgK4LnPZPrVxbpfscdxIPK3oG2yEKQSM4PvXIeILFl8CT2Ntodz9oKMttboPNaM5yDuHC/nUWqWt5eweH9QfTLy5trHi408rtcuUwGwfvAH/GgDqNO1qG80hdQuQlohZ1IkkGF2sV69O2a0Y5ElQPG6up6MpyDXn17pt5/wj+n2jaJcxGO7ldVjRJ1hDFipZM/MuG6etdN4Stru00JIby0jtXEjsqJxlSc7iuTtJz0zxQBuO6RoWd1VR1LHAqL7ZbCETG4i8o9H3jB/Guf8aW15dWFnFBZNd24uke5VBllQdwuRu57VyMOk6mLGyt5NEungt9dMvllAAYD325+77UAemx3trLa/ao7iJrfGfNDjb+fSqGi60dXkv1+yvALS4MAcsGWUbQdykdua4iPQtUGl6pDDo8iWiayLhLHcFE9uMZC84AJBOO9dP4Pt7y2/tQT6YbC2muvPto2ZS21lXOQOnI6UAdJLLHBG0krqiKMlmOAKhiv7Se3e4iuYXhTIZw4wuOuT2rG8ZwXtzoQis7MXeZ4zLHgE+WDkkAkZOQOK5SLwtrK6NrsRtWxcagl5HAzIDPEAN0eF4BOOlAHocOoWdxbG4guoZYR1dHBH51DpWpjU9OF41vLaruYbZsA4Bxn6Gue04W9tpV/dw+Erm2jmKs1mEXfIwGOEBwMfrWNp2n6re/D19LbT7y2uI7hpJIJgUMsPmliit0yVOOtAHaabrkeo6hqVoIJIhZMoMrEFZAwyCpHbg1ftry2vEZ7a4imVTtJjcNg+nFcW2kyzaHrz22j3Vql/bJstldUk3KGBA9DjHWrPg7Tr2zv7uSSyWC1eGIIzQCGQtgkqyg4OM/e9SfSgDsGdUQs7BVHUk4ApnnK0btERKVB4VhyfSsfxlFHL4N1cSqGVbWRsEkchSR096xfC1lcjUY9TtYJbexksIxNExwJ5sA7lB6YHGe9AGp4a8Vrr8mrRy2bWcmm3HkSrI4PbOcit8SxsQFkUkjcAD1HrXBWGgak8Hi2N9ONs+sOzw7pFKj5Nozg5yTRo9nrBv7G7udGnt0tNHkspVEi5eQbMbeeQdpwfegDvEuIJW2xzRs3orAmpa878H6Pf2GuWbPaSG1js3UST25ikhJK4QnOJCeefb3r0SgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCC8ufslpLceTLN5a7vLiXczewHc1neG/ENr4m0ZdSto5Ioy7I0coAZCpwQR26Va1bUDpemzXgtLi78oA+TbKGkbnHAJGa4bw/bara/DrULJtHuGvXaWQW0oCbldyduVbk7T6igDsrLRNHtdWutWtLeNb25GJ5lckv9ecVfa5gSB5mlTyowSzZ4AFeUaP4d8QQReILWCyntkutOjW1chYgXHVSFYkNjjJz9a3LDSFbQdQtbDw7d6e8+nGF4ZnVY2kxgDAJyTz81AHYE6b4i0coWS6sbuLkBiA6MPbnkVYtltbWzjhtjGlvCoRQp4UDgCuD0rRLgfDifTtP0eTTNW/s5IHdtsZkcKcgMpPfPP8AtVU1Lw7cXHhi6bTNEns4W0t7f+zPlDvMXBVuDg4wTknPNAHpqyI+djq2OuDnFCyI+drq2OuDnFecReH9Tt/7cg0uxlsFvNMg8pl2geaB868HhiOM/rVzR9Eljsp7uGz1C2lexaA2jiOMFsdyudzejHNAHdpLG+Qjq2PQ5pWZUUszBQOpJrz/AMDaPqWl6lGJLTFoLPYZZYRFIjZB2/KxDn1bANdf4g0mLXdAvdMmAKXETJz2PY/gcUAaPmJlRuXLdOetRRXVvO0ginjkMZ2uFYHafQ+ledR6D4g1meyN3bR2D2dg5s5Ex+5kePy/LPrggt+I9K0PD3h+5ttUtbuayuLYRWrQzRjyljlPHUKMvk5wSR1oA7cXEBdUEyF3ztG4ZOOuKcsiMSqupI6gHpXAeC/DAg069urnSja6t51x9mllVQ0aMTtAKkgD6VH4Q0S+tL3Tp7yyvo7y2R4rhz5SxPnqxI+Z/UZoA9FPHNNSWOTOx1bHoc0kqrJC6OAVKkEHuK8x8Aadcy6Zo8+m2r2UMKXK3MpIAnJYhMAHnnnJ6Yx3oA9PWRGYqrqSOoB6UgmjYgCRSTwMGvNfCmkapb6lpyX9hqcdzaFxPOPJEM2erMw+Z/UZHetLwr4ctLPXNTe40WSJlv5JrKVlGxEP93njPPagDoYvEBudek0620+5lhhbZNdjaI43xnbycn8Aa2BIhcoGBYdRnmuU8Laa9ld6zMbKW1F5evLCjqPlwoG44J6nJrH0jS9ZMumxS6bNbX9pqDyXl+7qVnjJc8c5YEEDBAxQB6EJoicCRSc4696BPE33ZEPOOGHWuE0DQIB4i12e60KVD9sNzYyyKAvKKDt5+UlgewzVPQvCl/p0VgJtJHnRCB5JFkU/Opbc3XrggZ70AejGeETeSZU83Gdm4Zx9Kz9S1yDTb+ws5IZpHvZvJVo1yEOM5b0Fcfa+H7y41yZdS0+5+0RagLqLUIjHtZP4Vyfmx6rUWnaRqMGt2Elxosxuo9Skkur/ACh3xsGCkHO7bggEdqAPSqxLe38PT6pcLBBZte20v73CDckhG7P1wc/jW3XE6dYy6f441mSXQZJku7iOaC9VY9qjy1U8k7gcg9qAN/RtcTV3vU+yzWslrcNAVmxliP4hgnirsUdnbPM0QijaR90pXAJb1PvXAT6RqyXV9dR6ZP5p19JkZCu5oCMMQc/d9RWg2gWE/j3UJbvQJZILiOIi4KgxNIOSSM9R64oA7UzRh9hkUN/dzzS+YnPzrwcHnv6VwUnhm5uLjULK5sPMuZbwXcGqEgBVBXaufvAjGMAYNLLo+oW2q65DFpJmgvL63vYZVkUKNpXf15DDaT75oA7eGK2gklEKRI8jeZIFABZj3PvwKo6TrX9pvdJLaSWklvO0OyV1JfH8Q2k8VxkYs7rUrjVLtGW0ttXdVlhB3zNlUVWwclQ5IxjHy/nb1Tw7dyC6urbTQLs6vHcLKGXzHiBGTnqBjtnoKAO2a8tUultXuIluHG5Yi4DEeoHWpTLGASXXAODz0NcBqfhnU7ubV0Nistzd3ayWmoeYA1vGCMDP3hjB4HFVdf0TVJJNb0y30eS4+3yQzwXcexUBTGd+Tndkdcc5oA6+C/8ADtn4iu7OKa0h1aXY86kgO+7heT1+70FbtcXNpN1D46u9U/sKK8t7m2t0WQsgMbozbic88BgePSu0oAz/AO2tOOsvpP2pPtyRCVoe4UnANVtP8QRX2s6lpbwPbz2LKCZGXEgYZBXB/nWBNYz2vxHu71/D73tvd28QjukEZETpnOdxBHbpVXVPDl1d6p4pvv7MLTTxQLZTDbvyo52nPGD9KAO8kuoIZY4pZ40kkOERmALH2Hepq841fwzqV3cXjT291cm6WLyZ4TF5kW1cMpL52ZPOVr0C1Vks4FcMHWNQwdtxBx3Pc+9AGHqPjGw0vWJdNura9DQwC4kmWEtGsfTcSOwIP5VsrqFm8UEouodlwA0R3j5wRnj1rk9S0WXWPHkxube7TTW09bV5EICTHezFT324OD0qvrHhm6l1a/iOni60q5s44LdYDGj223goN3QHg5HSgDrms9MGqjUHSH7aE8sSM3zBfQelXXljjxvdVz03HFecX3hpj4lupF0Bp0GiiGOV2UgzA8DdnOccZxUmraRqF3Po9zPp85nt7Dy3jMSXEbNwGUgsCrHHDA9M0Ad99ttfPkh+0w+bEm+RN43KvqR2FNfUbKO3juHvIFgkICSGQBWJ6AHvXGXOhazHKt9p1jaw3E+nql1CxDKzRsCsZJGTuUspPbisvUPCF/pyaDFBazXNlBavBNBbrG/lSucmTbJwe4z1FAHpc11b2yK808casQql2ABJ6AVT1DXtL0q5tbe+voYJbokQq7Y3Y6/Qe9cDe+FtUjXS0EN9c2Mdq9s0bmGWaJi3D4YbenoeMVo3mh6pDbeGJrbTXu30yV/MSedTKVK4GWxj8KAO8jljmiWSJ1dGGVZTkEUrSIn3nC9+TUNlJLLZxPPb/Z5WXLQ7g2w+mR1rkvGltHJr3h+U2TXZ8yZJYUwWeIxNkYJAI3bf0oA7JpEUAl1APTJ61AmoWUlsLlLuBoCcCQSArnp16Vwd1ouqp4W8PabLYzT3Md+ryPGwP2eEOTtLZBxsIXAz0xW5qejMuq6Pe2enJLY2iyhrJQq4ZwMOAeMjB/OgDpXnhji815UWLGd5YAfnTvNj8vzPMXZ/ezxXEW2g6rZwaXK8H2iCC7lnksdykoG+4FJ4+X0qLW9Gv3sNNaw0qWK2gvnnuLNZEkeRWB+bDfKfmOcE9qAO8MsapvLqFPcnimPcwRwNO80axKMs5YBR9TXEXXh6Z9K0+2W01DYup+c25omMQYHnbypQE429u3Sq02gXy+ExHLpchcakbow2mwOyc4ZkbKEnjK9PSgD0OOVJow8bq6HoynINPrjvDtvq2jeF9Rlj0uP7SZZJ7W1+WNnB5AcKSqt9OK6mylmnsYJbiHyJnQM8Wc7CRyM0AWKr315Fp9hcXk5xFBG0jn2AyasVzfjC11TUNPtrHToS0c1wn2qRWXKRA5OA3DZxjHvQBpaFrNt4g0S01W03CG5jDqGGCvqD7g1fkkSKNpJHCIoyWY4AFcz4R0+/0i41WxuIZDZm6aa2nfaN27BYbR0+YsR9aseNNGu9e8NzWNm4EpdJNjMVWUKwJQn0OKANmG9tbm3NxBcxSQjrIjgr+Ypn9pWJgWf7Zb+SxCh/MG0k9BmuQ1bRb7UvD13DY6KthcO8DyRecuJwh5XjgDHHvVe+8N3t7dX99/YkAima3Edk7pklGyZDxgYGQAOtAHdpd20gJSeJgACSrg4B6GmtfWiWz3D3UKwR/fkLjavbk9q83u/DEml2+qT3VukenPp1yshJQAP5pePj0x09K6Cx0V4brUNTi06NbO509I109Nv7yQbiSQPl5BUZ9qAOjNxpmppJZma2uVePc8W9W3Ie5Hoap32s2Gj6Bd3dmIp4bBPmht3X5QO3tXM6F4Wu7f4czaXHYppmrvbNEZl2bmY8/eH5c0210O9fRblotBNpqH9nm2VZZkKO3phRg565NAHbWWo297ErRzRGTy1keMOCUDDIzSxanYzrK8V5byLF/rCsgIT6+lcf/wAI7qT30gitltIptD+yF0YYWbjHA645596rWPhq+OlzJdaVILv+zGszuuEMZOPlCqBzyAct0zQB3kF9a3MskUFzDLJHguiOCVz0yB0psGoWdy8iQXcErRkh1SQEqR1zjpXE6R4avLDUNFuY9JWAxaTJa3hR1XfJhduSp5+63PbdT/Deg3lhrFs40ww2sUTq/wBpEbPGSBhY3X5mHXO6gDpdL8QW+q3d/HAv7izYKbnepjc4ycEHt71o/bLUtGouIiZf9WN4+f6etcj4X0u8sta10XOjfZrDUJg8aq6FAAuDlR60mh+ETZ6rJ5luqW+nmVdPfg8S8k8cjHI/GgDrYb+znneCG6hklThkSQFl+oqzXA+GPD2p2dzp66lp+1tMLpHcLdDZLu3Avs25JIPOTXfUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUU88VtBJPNIscUalnZjgADvWL41NwvgzVvsxmWYwMFaEZdc9SPoK4nw9Dc32k67AtoLpZNNCpOnmLDO20/LsfkMO5FAHpGn6pY6paJdWVzHNC67gyt2/pVoOpbaGG7GcZ5xXmFjpa3vwru9M0zR7q0vltAGyhiLyr2B70T22rX0d9d6Za30BfRY4AzKVbzFYblH+1jPNAHd2euxXniHUNHFvNHLZRxyM7gbXD5wV/75Na9ea6NpFrqepa3BDZ31lp13pcEaSzqyMHUvk5JzuGQa0vh/8Aar5brUbxyzwhdPV1fKTeTkGUD/aJP4AUAduWA6kDPrSFlGASBnpWJ4v01tV8LX1tGJDKE8yMRnDFlOQB9cY/GuUs11y8ubm9vNLfzbOxZYUIKmTeOEwO6jOT60AehxXEM2RFNHJt67WBxSxzRygmKRHAOCVYHB9K840y2kgkvmtdM1C1gfR9gZIihMgPO0H+L0JrQ8GWsttqMMS2ZMEViFa5aMxMHJB2svQseST/AI0Ad3UUdxDMWEU0bleoVgcfWqusw3Vzol9DYuEu5Ld1hYnGHKkA/nXE6NZx/Y5I7HRdRsNWTTntXdwVjD7cjnoxJPBoA9BjnilLCOVHKnDBWBx9aUSI0jIHUuvVQeRXmWiaZcvJYJa6feWUdrYyxamZAVMzleAP7x3c5qPT7C5t59EudLtb2K5msLiG4llDAs4U7BJnvnGKAO9l1uBfEUWiSQPvmt3mEpxswpUEfX5hVuyisbOCO2slgiiwWSOLAGM8kAe9ec+HIHm8Q6VImkXsU6aZPBfSXEbBXnPl5yx65IbkU3wvYapDdeHUbSruKewt7q2uZGUhEZiGTk/eHB596APUVkRnZVdSy/eAPI+tUtO1vTdWaZbG9inMMjROEbkMvUYrkvB9vFbtp8V5p9/FrKRyC6dgdjMTyzHoc9qd4HsUsYr6z/suW2vYrqdlneHCYY5GG70AdussbSNGsil1+8oIyPqKo3erLaavY6f9nkdrssPMXG1MKW579q43QdMuEurI3kF/HrFrLKbiaOLEc28nBZu64xUmiWuoWMuhG40+5N39quBezMhYfMGwc56fdoA9AqMTxGYxCVDIBkpuG4fhTznBx1rgfDOn3Vo0H9s6ZeS6tHfTMbyNfkZWJwxOfu4wMUAd350ZlMQkQyAZK7hkD6UCWMuEEilyMhdwyRXmujWd7LJa2hsryDWba/L3V5Ih2PFuOfm6MCuBio/LMc2kXVvpl9Dc22tNExCMSsBY7snuh60Aen+Ynm+XvXfjO3POPXFIZ4hMITKgkIyE3Dd+VcDo8aQ+I7iLUtM1F9VXUJJYLpEJjMTcLl+m0Anj2qrb6fcS69Nb6nBqH9oxaibmO6t4MpJEWG0b+wC8EfWgD0Y3NuoyZ4x823lx19PrT2kRXVC6h26KTya4LTtI0+bx5rkF1p87wyyxzQB428kOqjc4PTJPesuHTpbXU0uv7OuTNB4gKiTaxKwN028/doA9GbVLddVi05Q7zSIzkoAVQD+8c8e1WRPEXCCVCxyAu4ZOOtchP9htPHYvo9KvVeOJ0muI4m2O7Yx9eB1rF/shrjWdWmstKuIbq21i3khnAKloyU8wgk428NnFAHfxWGmR30kkVvbC6PzOVA389zV+vLrGO1tPFaXd5LcQn7fORemNwLgM21Y2bpgE4A/2RXqNAHMyeNtPgv7m2uLa9hS2nWCa4kiAjRmGVJOeh9a6UEEAg5B6GvMr9NQ1RfFVpa6RfOdQuYoYXlTbGAoAZ8ntXZJqtxb+ILXRP7NuHhNrva9X/VqRxtPuaAMu78dfZdU1C0/sW8lj0+RVuJoyp2qy7gwXqeM8e1dcpDKCOhGa86m0+7tfF/iDVk0m/lnLRvZlB+7mKxFcN7ZNdYdau4tfsNKk0qcrcW5lku0/1UTD+H60AbdFYWreJ7XR9e0rSriGXdqTMkUwHyBgM4Pua3aAInuII3VJJo0dvuqzAE/Spa841rTLu71TxDaT6dc3E94sZ064X7ibR/e/hw3NN15LlLvVtOjjuJNQmsIJYZICQPtXzqGH93oD9BQB3kmrWEWpDTpLuJbwxecIS2G2Zxn6ZqrrGv22jS2cMkcs0t1MsSJCu4jPcjsPeuWl037P47srzU9NlvJJdJS3e4hhLKZQx3Z9OMVJ4yMCa7pD2unXTalHcRubmKFiFhAbcC3T8KAO3luIYSolmjjLdAzAZpZJ4YiollRCxwu5gM/SuD1m0hu/E1xLqmmX15ZXlokVoYYyTGerD/ZJPOar+KlmkmSAaNcu0Wm4tpPLMrEngp6Bhgc0AdVr3iJtCuLJX06ee3uJkha4RgFjZ2CrkdTya3q4bxCby88M6JBbabfzyCa0nkymWRUdWbcf72BXaQS+fAknlyR7hnbIuGH1FAA08Mb7HmRWxnBYA49aRrq3SNZWuIljb7rFwAfoa4D4hWVnN4k8O3F1pl7dRI8n2h7VGb5MfKrY6jOeKl1TThp2t2W3SLi70P7A0MNtChby5WOcEdsjjPagDsb7WNP017VLu6jiN1II4dx+82M065j095ILu6FuXiOYZZCPlz/dJrgpNKv7HTPCbahpL3q2tw/nKq+ZJArBti474yoJ9q0vEivd3GlSf2NOYUik8s+UXaN2G0IUHTjufSgDrbrUbOyEJubmOLz3CRbm++x7D1qvq+sw6VpbXoQ3OMbIomXdJkgfLk89a4O4sZ4vCHgu41HTbqd9PlUXcYiLyKpidTx1POK2vFEcd94KEOn6RdlnRRAiwYaJQwJJHbgUAdgJlFus0hEQKgneQNuexpXljjTe8iquM5JAGK4bxE00tx4ev5rC+m0mBmFzbrEd+7bhGZOpGayf7JuZbzQbfU7K7ms5r+4cROC3k27IQiuR0+bnHagD1FWV1DKwZTyCDkGnVxejX1z4e8C6hdy6fO0VjLcNb233XMKsSvX2z+FdPpGpQ6zpFpqVtuENzEsqBhyARmgC27qiFnYKo5JJwBUbXMCortNGEb7rFxg/Sub8byXH2Wyt0sZJ7eWcebLGhkMRH3TsH3hn8K5ew03Ub/RtBivdNuGms9XJnBh2AR5OTjP3cYoA9MFzAbf7Qs0ZhIyJA42n8elZvh/XV162uplh8r7PdPbEbwwJUDkEfWuLm0zVmjmjOkzvpsGteb9jHHmQbRgqO4D/ADYroPAttc2tpqy3GnzWSy6jLLCkigZRgMED8KAOpd0jRndgqAZLMcACore9tbq2+029xFLBz+8RwV468jisfxjDc3Gg+Rb2H20STRrLH3Ee7JYDvjA4ri/7C1ltF160isLnyX1CK4jhwIvPgAXcqgcDp0oA9Ma8txbvOJo2jUHLK4I+maq6Lqy6zpMeoC3lt0ct8kwwwAJGT+VY0FrplnpepSjQ7tLacK8tu0ZJc4xhUrJNrq1z8PBp8VpdQXUTB5Ldcq0kJkJMase5XigDqLDVYdbn1GylsyqWrqh8wqyyqRkMMduK1IZ4JlIgljcLwdjA4/KuEbTpBpvilU0m7tbae3iFukI2yMAhBwPUHt7Vb8GQTjVbyY6f5NuYIo1uGhMLSMucgoeOOOfegDtCQBk9KxrbxDDPrt5pjwmNbeFZhcFwUdWOOD2pvi60v77wrf2um83csYVQG2kjI3AHscZrnLLT5Lt9Rs00WaGxk0xYI/OTbmReq/1zQB3Xnw84lThdx+YcD1+lNW7t3bak8TNt34Dgnb6/T3ritGs7pdct5JdKvIbZNGFpIZQNu9SDjHfoefek8AaPZWeht52j3EN7sk8xpozl42kYqoJPpjigDpdO8QW2pXeowpFNHHYuEaeQARyEjOVbPIrTiuYJ8+TNHJjrsYHH5VweiadG+l+KreDRriGwuDvtbeRCvmAxKMKCeDuBqlomm3Gm2elGXS7ywVNIlhup14McgHVueT1INAHpUc8UpYRyo5U4YKwOPrUleceDYobfVdMub1J7W9nsmhig2EJIAd28nuxFej0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBHLLHDC8srBI0UszMcAAdSaydS8Tafp3h066pe6sAoffbLv+U/xcdql8S2Tah4X1WzRGkea0kREU4LMVOB+eK830y3kPwWu7Cz0zU4NQWxSKVTbvukcYBCBuv4UAesW86XNvHNGcpIoYfQjNPVlYfKwP0NeXppmuWdxqdtpKXlvC2iQ+RGwYr5/G7DHo2M8Zrf8Hxj7dLNAmoQW/kLGbe4tXiQOMZbLHLE880AdPqenW2radNY3YYwSjDhHKnH1HNOsoLS0s44LNY0giG1VQ8KBWb4vtb+88I6pbaYXF7JbssXlttbOOx9a4280xo/CWsiw0/VoGfTY444UjKBpQTyoBLb8nJPpjrQB6ZuUjIYYHU5oDqwyGUj1Brz2xtL2zutchj07UZbJtLhEdtuI82QrhgrMeG9ead4R8Pz/Y9Rt9St722lvLcK7bykUA6COMZzkdS3c0Aegb1/vD86UEHoQa8mfQr3UvDWo3Ci6kvdPibTrZYZnxNtYHzevLEcfnWloltqNhqN5KumaplorpFjkmYxsAUMYBJ+UnLYPufSgD0cMpzgj86r2V9a6hbLc2k6TQtnDocg157oFjqkOoSwmC5W2utGKqNsgVZgzZUs5zuwRzxmtX4fxw6f4aitP7IvrS5t4dlz50bDe467ST82T6UAdNZ6xaX2oXtjAzmWzKrLlCBkjIwehq8HVmKqykjqAelcL4ckuRf+ILeOx1C2W8JmsmmiZVA2Y6n7p3djUPgW2jintnk0nWLXUooWgvJpwRFIwOdxJJ3ZPQigD0KmLJG7siupZeqg8imXKyvayrAwWUoQhPY44rgvC2my2kaf8Sq/t/ECQyRXV1JzFNIRkOzZw4JAxjpnHFAHoQYHoQfxo3KehH515toEF6sthH9g1OKaCCZdWeUvtlYj+En75znBXpVfw/DdwweGdtlqsTyzTQ3v2hZCfL5xvJ6Dpg8UAeo7l45HPTmjIzjIzXD6RomoLqC6Zdxz/ZNLmee2uGkOJw+dinnJ2knIPHAqLw9ZagbjTmv4tRhv7a4la5YrmOYPvHLbsbcbSABxgcUAd7uU9CPzo3DOMjNcL4X0+NvFGu/aINRTydQMtn53miPaUUMVJ4ILbuOnpVfTrPUV1qIraXcvl6g7TG43xsitkht4JWRcYAGBQB2w1O3Orf2aBIZvK83dsOzGcY3dM+1XNwzjIz6VxtglxaeOb+WGwvUsJIFiVipMfmhslsE9PesW2s9Xmu4IZrPUI9bi1Dzpbws3kGDd2OdpBXjb1zQB6ZuXONwz9aWvKbOyu7O0h1BLHVxcDxA3JEjstuXP8BP3CCR0757V6tQA3eu/ZuG7rjPNZd3r1ta6vDpghuZ7iQBm8mIssSngMxHQVxMmm6rc3dyv2K9TXV1LzIr/AKRi335A3Zxt2cbeue1btikH/CfanctYXSb0jiW4aJ9kjgc4PTA9elAHX0wyRiQIXUOeQueT+FPrhLfSpf7fvpdW0y8muvtyy2l/AwIEXG1c5+UDncMcg96AOpGiab9o8024Z9+/DuzLuznO0nGc+1XvOiBIMiZBwRuHB9K4OKy1mQyxyWl4up/2sZUu2bMYg38dGxjy/lxjr2qW20NP+Fg6xLdaVcPZ3XkPFLjMRkUcsRnIOe9AHcGWMMFLqGPQZ5NPryvUfDt/9o1W6j0q9e/TV0ls7gSZxCSMlctwMZyK9TByM0ANLoGCl1DHoM81X/tOyF+1ibuEXSoHaIuNwUkgHH4GuB13RdQl8QaleQ2FzcStJF9nRshcDGSkqsNgPcEdq1ZNJiHj2a8ufDv2gTQReVdqqMqOu7O7OCDzjv2oA6W40/Tp9Rtr25hje6hBEDueVz1wOmferjSxpnc6rjrk4xXm/imy1PUby9nGhTm6tp4/sckRLeYqsDuDbgE4yCMZq1rGnw3vjuwjvNKvpbK5tMT7UcxGXORvI449+KAO9aaJCA8iKW6ZYDNY9o9hJ4svytrcR30UEayTPkJIhJK45weQa5zVNCmbxTdtfaXPqWmz2iRWZgIDWpXqASRtJ4O72pniTSby7udbmtbC/wDtI0uOKzkV/lMgLHghvvDcOT70AehVRn1bT7fUodOmvIo7yZDJHCzAMyjqQKsWpdrOEyBg5RdwbqDjvXI69YSp45sNUbRH1G2Nm1uxjRGMb7sgncRx70Adi0iJje6rngZOM0+uD1/Srm+1i9a+0ue8s5LNRYrG3+olA54BGDnB3V1Wg211Z6BYW19IZLqKBVlYtuywHPPegB2sakNI0u4vfJadoULiFCAz46gZqxFdxSWsNwzCNZUDAOQOozXCeL9K1W51bUGGlSapb3en/ZrMBk220pzuZgxGAfl+Yc8VFrOj6sLzT5J7K8vbNNPW2ENusUhjlP3mYOQM4xhh0xQB6IZ4lbaZUDYzgsM49arXOq2NpLaxz3MaPdNthBb75xnivPdV8L3949gtrpdx9osbErNc3Eqk3akf6gkHknu3ar2o6bLd2Xhe9i8MOq2UpE1htjLxKVxjk4Iz70Ad6ZohjMiDIyPmHIoM8SoJDKgQ9GLDB/GuI8ZaUb648OvHodxKkFyGnWDA8qLHzKcMMg8cCn67oa/2posP9jtdaBBFKrWsI4jkOCrFc8jqOOhNAHas6KoZmUA9CTSGaIIHMqBD0bcMGuDutM1CHTtD3wXn+jTzuYiguVCsSEV13AnAIwe2DVW50vW0s/D80mkbobdZUmsbQK3lliNj7HOOAD3OM0AekghhkEEHuKWuWiGpeHfBYXTdNur+8h+5b3EqB2ye7AkAc10lu8klvE8sZjkZAWQnO045FADLu0gvrWS2uYxJDIMOhJwR6cVDfXlpoWjTXco8u0tIixVB0VR0A/QCr1cr4yTULs6Xp1nY3EsE10j3M8W0iFVORkEjPOPXgGgDf0zUIdW0u11C23eTcxrKm4YOCMjIpuqarZaNYPe386wwIQC59ScAVgeCY9SsIb7SL20ukgtbh/stzNtxLEWJGME4x/Kl+Iej3eueD7m0sbaK4uA6SLG4HIVgTtz3x0oA6VLqB4jKsyGMHBbcMA1m61r8Gi2ltdPG08U11HbFo2GELttDHJ6ZIrm9et7/AFLwhDBZ+HHgjNxGZbVgnmBAclggYKTkdCay7vQ9Uk8J31iNDnkI1eG5WBzEBNHuQtgKdo4U0AemLNGyhlkQgnAIYcn0qvfXj21jPPbW7XckQ/1MTAMx9Mk4H41wFxoGrvpmp3dvp09qjahb3tpYRypvAXbvA5KqT8xwDWz4fttTsl1++OjzRm/uRPBbtIgfBQA5+bAOQe9AG9oWtRa5oVtqqRvBHMpbZKRlMHBBxx2qzNqVlBYzXslzGLaAFpJAwIUDrmuMh0rWrb4crox0tZLlVCyxvIpV1LEsFweoHrgVWg0LUX0XxVpq6TJFHdwD7N5giVZG2EY2qcA9OtAHoEN3BcW6zxSq0TKG3A9iMiqej6v/AGtaTXH2Wa2SOZ4x52BvCnG4exrN0g+R4aw/hyWDbAoe22RbpiBgjAbGeO9Y0eg6vL4E1XSI7A6fNPNJJCkc4xsaXdsyD8pK8enNAHci4hKFxNHtHU7hgU5Jo5c+XIj467WBrzjVPD19qOk6q1porWcclnHbrZlk3TSK4JbCnaOOM9TWxoWl3GneM5pY9Le0sZtOiUsm0J5qnkEA9cd6AOypiSxyZCSK2OuDnFVNZt7m60W9t7N9lzJCyxNnGGI45rj/AA5pl8t9p15/Y8ulrZ2bQXqOVJu2wMYCk55BO44PNAHSaZ4gXVb+4htrOc20MjRfa8r5bMpIYDnPBGM1ryqjxOsoUxlSGDdMd81y/gq0Szs7lBosmmb7mWRUZQMqzZGcEjOK6llV1KsAykYIIyCKAMDRpvDpha50ZoJSA6psfcx2/eVcngZ9OKuaBrkGv6TBfRIYTKG/cuwLrhipzj3FYfg7R7rRtMmsbnR0hkSWZop0MZDKzEgDByM1zmg6Dqdpd6F/xKLm0kEd7HdXA2fLvLFC3PPUEdelAHpkN9a3MrxwXEUkkZwyqwJBqxXDeFfDt9ZQaSdQsWju9O3xGUXC7ZQ2cvgDLE+hxXc0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTWbBUbScnHHb60AOooooAKKKKACsrT9dt9R1XUNNjhuIrixYLJ5qABgRkFeeQayviKupt4E1JdIE5vCqgCD7+3cN2P+A5rh9Ng+yWPig6Dpl7JHPa2/lCYOrPlQGYEnJxzxmgD1ue7t7e3luJpkSKEEyOTwoHXNFrd299bR3NrMk0MihkdDkEHoa8msNFvpLfxVYzWUsltd6ejQRiExxyOF5IySd2fXmt+0vItN+Gdxc2WiXsM8NmkcsXlmKR2CgEjHPHPIoA9BpoZS5UEbgMkeleefD52/4SDU1hjmSxe0t3iykgRny24jfznkZrutRmht9PnluIXliVPnjRNzMPQDvQBDpOsW+sRTyWyTBIZmgJlQruKnBIz1HvVu6tYb21ltriMSQyqVdT3BrhNK8+D4eanayLf2swefb5UZ81EZztK59iKl8DRvDqM8AEkscFukTTgOiFs5wVf+L1I4oA7Wzs7ewtI7W0hSGCMbURBgAVPWH4vi1KbwlqcWkFxftAwh2HDZx2PrXL2oaHwxfnQbDUoNSGmAZkUhfNC8AAnl8k8+1AHolHSvLbrzzo1/NogvotNGjyiZCrA/aR93aD827rkj2q5otux120NpDdm2utExNJIGCyS5/iz/ABc96AO/tbu3voBPazJNESQHQ5GR1qevO/CFzHpfhSSzi0O+i1GztXEuYdgkIJ4Vs8mqPhFiviEXBhuksJtNdrgukmPM3A4YsSSwG7mgD0S11W1vb+9soGdprNlWbKEAFhkAE8Hj0q9XmPhYWUcXi7TbSK8WCcme2SSJ1LRmIDKk++cd6raJaajZLor6bBqEV3c6PMl15+7abhVGzdnod27n0oA9XrNm1q2g1220h1l+03EbSRnZ8mF68+tcZ4bt72EefF9qW9WwdHia22KZRkguxPJz0qt4dkMvifQC0V59rSCdr9po3+WVh3J457Y4oA9OqhHq9pNrE2lI0n2qGISuPLYKFJwPmxgn2q8TgZrgNCubNPHetvbw3aWl7HFGrtE4R5gX34z07e1AHoFFeReHLQ2Q8PX1qNQW7OpTWl5u8wgxfPgMDxj7mDXrtAFeG9trh5VhnSRonMciq2SrDqD71U0TXLTX7OS6sxKI45ngbzU2ncpwfwrjvBsVrpniLVrObSrtL6a/lnWbyP3SoehD+4qlZWTwR6dc2lpfwuPEDl1YsdsZY7j/ALhoA9C/tWH+2xpPlz+f5BuN/lnywu7GN3TPtV+vPrK8sLL4o35hjvFimt1idxE/leeX6HtkjHPQc+tZG4Dxq+Iru6u/7X8zYYpEkij27fvZ2NGOoHvQB6xRTJMGNsgkYOQK8OtdO1C2vba4trPVYMyo5UtIRuExySM/3P0oA9zyN2MjPpS15qmnXlzr2oG+NzDdrfeZDLDAWJi4wEcnAXAOR9aqpAf3UiaXqUZ8yNsrkLuW5+8V/wBw5z/dNAHqlISFGSQB715oLG+S7lOy+/t+TVi6T/MYxb7+AT02eXxj1qaHSrHUfiPqhv7K9MKmI2xIdYWkA+ZhjgnI6mgD0QuocKWAY9Bnk06vKNTbULnXl1JtHuopbTVU3BEaR2gHG5WJwFP90UmoWVzFLr97BZakbiLVIJLV4ywIRtu4rzyOuRQB6JrWsxaJBbzTwyyRzXEcBZMYQuwUFsnpk1qV5hq0VxcaneW9zp+pPeSalbzW90ibo1tw6HAPYDDZGKbqz6hp6+JtOjs9QeW61CC5tXiUsrITGWAPbG1sj3oA9RoryHUNGlS3vXtLO/a7JmkEgL5DCYFcZPPyk4r0GTWrq31fStOXS7meO7hLS3an5YSB0b60AbtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUgAHSlooAKTrS0UAIAB0paKKACkAApaKACiiigBMCjpS0UAFJgUtFACYA7UtFFABSYHWlooAKTApaKAEwB0FLRRQAUUUUAJgegowM5wM+tLRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFDU9Z0/R0hfULqO3WaQRRl+jMegqrqXifSNLknjuboeZbxiaaONS7IhOAxAHArD+KUC3ngxrJjLm5uoI8RIWJHmLnoOMDJz7Vyd3pV1pl7r1vK13qV/PoccTzRwN+9fcwAXtwuO9AHoEXjTQ5IZJWuZIljdEbzoXQjecKcEdD69KuT+ItKttRlsJrxEnhgNzKD0jj9WPQfjXnOoWvn+HJNDu4dXubacwNJcyQsWjyQPKUYyQMZz0FJrXh+5W81qytYpbuYaZCGuGhOZAsgIT0J2igDvT4y0QaZcagt07w26CSQJE5cITgNtxkr74xVjRvEml68p+wXBZ1RXaORGRwrdCVYA4OOtchqscmt3upappltMLT+w5rXJgZWlkY/KgUjPGD271VsZNR0S0uZXsL65vLjTYYrW5W3OUwNpRlGMFWJbpyKAO0bxboq6Lcav9sBsbeUxTSBSdjBtpyAMgZ70+fxPpUCyk3DN5cAuSEjZt0f95cD5h9K4iTTbzRNC1TR7KwMsd1apPH5Nqdm7Kh1YNnlhk4+tXoLO70tdTs/sVy1hDpey1dELMd5z5YGOqntQB0n/AAmOi/Zbm4+1MVtoRcOvltuMZGQyrjLD3FNl8Z6HB5Jnu2iEtqLtDJE4HlH+I8cds+mRXKT6XearZ2v2a1utljosls5njMbSSOgAVQepGDntTLnF9o8d8NPuGs4tHFi4kgYSb2ZAVC9x8pycfSgDvzq9gNTh077ShvJovOSIdSn976VeyK4vS7VdH8Y2lrPJNdXU9lIBdGIgCNXGxGbpkDPucE1f8LpANS1t4rHU7Z2uiZHvXJWU/wB6PJOF/KgDpqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAyta0X+2UiX+0L6zEef+PSYx7s+uOtY8fgWOHAh1/XI1AAwL1uwxXW0UAczN4PMsrOPEGuID/Ct62BUf/CFN/wBDJr3/AIGtXVUUAcwvg9hIjHxBrZC4+X7YwBx64pH8Gszsw8R66oJztF62BXUUUAcvH4OZJFY+ItdcA5Km9bB9qcvhArceYfEGuFd2dhvWx9K6aigDmx4SIglj/t7WsyMCHN425cHoKifwaWOR4i11RgcC9aupooA5mPwi6TRSf8JBrTGMggNdkhsHPPrXSjgUtFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU1t/G3HUZz6U6igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApOlLXM+PNfj8O+Ery5MoSeZfIt895G4H0x1z7UAbWmapZ6xZC7sJ1mgLMgdemVOCPzFXK84+Hc9voer6l4RIjiliCXUKLKZNysoLfMcc7snGO9dJ46vNR0/wZqVzpSubxI/k8tSzDnkgeuM0Aa2q6paaLpst/fSGO2iALsFJxzjoKtqwdQynKsMg+1eS6ndafJ8PPEEmnazc6iJdOV3imLSrE44Y7j3JP3fbpVu21q9sYtVs9MvZrqaPQIruCKQbmEpBHygDjjbxQB6jVXUL6DTLCa9umKQQoXdgCcAdeBXm2m61e2ukX19peqf2jH/AGe0nkmVp5FnB+ZslQAADnb6jAFaVpcC48O6o0PiX+1YZdKdvKfaZFfa2WyuMDtjHagDurS6ivbOG6gbdFMgdDjGQelT15V4a8RamugXUTl11L+zlfTrYfNE8ar95GA5b1HarVrc6nNFnSdZur2KfSnkuGJDNBcADBU7cA5yNtAHpdMR0kXcjBhnGQc81wOkeIpL7xB4etxqplW70d2uIlK489QnPA4bl+Pak+GMumrpMVtHqMkmox+Z59s0mdhLkklccH60AehUVU1KeW10u7uII/Mmihd0T+8wBIFcH4c1vUJ59BEernUGvY5JNQiIX9xxwQQPlweMGgDs08QaVLrLaQl7G18oJMI5IwM1qVwvw7e0ePVfJvzNJ/aM5CGQHK/L82Ov413JGVIz+VAEbzxJDJKXHlxglyDnGOtR2F/a6pYw3tlMs1tMu6ORejD1rgvAU1nDLrNpLqkzXsV/dM9vJIp+XecMwA/WqHhjVJdLsPBscV8zLfLLC9u7DacDK44yDnigD1WivNPC2r6zc3to1/qkKXJuZEu7OabLgZOFCBBtI45zXpR6UAVP7Ts/7W/svz0+2+V53k99mcZ/OrlcNo95FbfEPUrV9YF3E9rG8XnNGWR2dgUUgA44HHNY+m67ez+J4g+pTzpLqLxr9mlUgKpb928RAKgcZYE9vWgD1GivMrDUdUuXjvlv7w6qNSMN5YnGyCDJz8uOgABDe9VYdb1BbqGWLxGTalY5i1wV25MpRlyF6Y4570Aer0V5zZ6xd3esSme/+y38OpBHtwzsWtgeB5YGBuz978c1JYRy33xD1axXxLeLb2rwTpbLKh3OQdycjO0BR8o9aAO3/tGzOpnTftCfbBF5xhz8wTOM/TNW64PT9UtoviXqSNqCvbtbxQxlwD++LOWjDY7DHy571SsrqK88YGeO81WKGO+ZVhcyE3DkHPyn5ViHbjmgD0mmB1Z2QMCy9RnkV5ZceKLmTxVC8V7MjrqiwPaySYZIScEmID7p7MTmtfSZ9LtvH+uQXV9cQ6hNcRNHDJKf3qheNoxyuc8UAdq+oWsWoQ2LzqLqZGeOPPLKuMn9RVquIutQis/iXp9uNX8xJ4ZjLbyOhETDYFA4yM88Z5rHm1HUH1LUJob+8GuxaiIYLAg+W1vvAB2Yxgrlt+evftQB6fRXlOo6tcxXurXMOsX5k03VoIhGxHlhHxvUgDkDJ5PpXqgIdcqeCOCKAHUV45rN1qOn2l5JZ+Ib9o4TdMQ77sMrKQudvGMngnpWnrOrXgvNWuG1S5h1KNVOjWsJ+SdCoO7byHyxIJ7AdqAPUKp32qWWnPbrd3CRNcyCKIN/G3oK811TWL6zi8VXp8QXKzadcW/lQ/KEjDBCykbeQSWHXtW34kmgj8S+HL77TMQ0mZ0yWiCbCQxXGAc96AO4LqHCFhuIyBnk0+vM/EFpYzfE6xvNR1G8tbR7D/RjHM8avJu+6Me3Ud6n1rWrtPE+p29zqdxp8EVij6cse3Fw5zk8j5j0G33oA9FqlqGq2OlJC99cJCJpVhj3fxOegFcNq3m3Wp+GxeahqFm95af8TBYXdB9wEdOEbfx2PWpvGEdrp99oDJf3hntrmENEZWZTCN252Hc9MsaAPQKK8+17U1utfurWLWLuOGTSDeQRwHarMpb5gwGew4zWXda1qU7abLc6hcQF9MWeJo3EaJJnDNLkc+woA9Voqrp8qz6dbyrcrcq8YImUgh+OoxxXLeJZDD4mtUk168sorizm2QRbdrSLtwRkE5+Y/XAoA7OivLdW1fUG0vRLPVr67sbqWyLz5k8gTORgAMFLbwRnao71Pm41ifw5HcarqC2l1YSLcSW7mPMq4xkgZB6/WgD0usvW/EGmeHbVbnVLpbeJjtBIJycZ7VxEGoX13pmhRanc3SWREiTTxs8btIpwgchcgY5zwDV3xJepafDS7hv71LmWeOSOBmVsyjJwMcEkL1PtQB3UM0dxBHPEwaORQ6MO4IyDUlUdIeF9JtPIdHjWFFBT7vCjp7Vzfi+XUNM1jStT0+G+unffbfZoZMRF2GUZx6ZByewoA7KivLHvr+30dPtt3fxW2qagzLI8rIbeIDlGfaSuW6VFHqd9e+CrCGC+ukmj1FonecyAMik4V5FXcAR/FjmgD1iiua8DyXT+HyLvzy6zuFaVy+VzxtYgEr1wSM1D48kuotItDFLdw2ZvIxfS2ufMSDnJBHIGcZI7ZoA6uivO766MGiwpp+qX95pUuoKtxcoGMkMLLkKr9WXOMtnIzWdfPqa6XKy3+omwi1iJLOQOwd4D98McZZQc8mgD1Ws7TNastXku47R3L2kphmDIVw349a4CXUNUs49esreXUXsINQiUyEM8sduw/eFG6kA9Dzio3GoWmk+JrjSG1CNlvYZYJVQlpY9qgklx8w4Oe9AHqlNLBVJJAA6mvPLzUdVu4/Fa6fNeSJvtzbsiNkQkYkMXHJHze+amuYbSfwh4gTSLjU7lJbTcsL+YGV9vO1mGcnuP8aAO9Vg6hlIIPIIp1ea6fKLD4dXsXhmXU7y8ijjVvtCyBkPAbYHHYZ4FNE+o2ukavJol/eXaNbRtHEySPJE2Rvbc4+9jPy/pQB3Nlrllf6pe6bC0n2my2+crxleG6EE9R9K06888FXFlN4y1mWxe/kt5LO3Ilu0kBZl3buXHuOBXUeHvEUXiFLx4rO7thbXDQH7TEU34/iX1FAG3VW/vrfTLCe+upPLghQu7YzgCrVQ3UMNxbSRXMayQsvzoy5BH0oAxIvGugzBvLvCXVC5j8tt4wu4jGM5xzitiwvYdRsIL22YtDOgdCQQSD04NcToK/an8VXBtyFnkZ7TMLrlVj2gjcBzVHwe8ttquk2Ty3/kT6KWnSQuVEgYYwTwpxu6YoA7+11S2vL68sofMM1myrLuQhcsMjBPB49KvVwHgy/RX8RQQXV/NBHNvtDdB2faIxnbv5I3Zqr4KuNQuNZtHmlurlWtnaSbzJFXkjHmxOMK+c4CnsaAPSaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiuM+Jf2238LrqVjcXUUlhcxTuLYkNJHuAdcDrwf0rmx4m1u+0/WdVNnqcPlxR2ps43J2SseZF9gpXPHrQB6vRXkWlarqdjo/iyG4u7iCdEjltpgsrxou0AlS3PXqBXRfD/UvtN3qNqJbqZY1jk8x5mmhLMDnYzcgnqV7UAd3THjSQYdFYehGawvGt/NpnhDUbu3S5aRI8D7McOuTjcD7Zz+FcBpOrazZaV4mhtJ7qaaGGCS2YLJIApAEjIX+8wHOPWgD1wRoH3hFD9N2OafXnaag0XhTVpNB1jUL6dbdXUSozvE+QHILDO7qdvakS8ltvC2oz+HNWvb+UQK/lyq0jRNkb2VmGSevy9qAPQhFGFKhFCnqMcGgRoG3BFBxjOO1eWNcGaG4bTdW1WTRzFFKZy77xcGRRtBPzYIzkDgVblutVtrq9tU1TUAj2F5KJJMkxvHIAmCRx8ufrQB6MRFBEzbVVFBLYHbvWfoupaPq1vNNpMkUkayFJSkZX5u4IIBzXLeEtTvo5IXutQmu9PfSYru4nn+YRSkcgN7jnHb8aTwfq+lXl14nSO8Xy5r2SUFcqTHsGWHf8aAOys7+wvZriG0mikktH8qUIP9W2M4p91cWumWU13Oyw28Sl5H28ADqeK4HwTqun2el6/b293M0iXM80Lyq7u8ePlfJGWFR6LqtxcxzQ6lPc3UcmnOzvFKZYnyM7ipHyN2C0AehWclpdWsN3aBGilQPG4TGQeh55qdY0QllRVJ6kDrXnWjavJbXmiWdjfSzx3ehtIsT5IWRAoXA6A/eBHtUOg398Y4rq11e5uL99Pk8+ylhkIa6C5BO7hMHjA65oA78axp7aydIFyPt4j80w7Tnb65xipnFrYQTTlEijUF5GVe3cnHWvPfDl2l54w0Wc3dzdTnTZlneZWG2TcCV5GBjpj2r0S7/48p/k3/u2+X146UARafPZX1pFe2JjeCZdySIuNwq5Xmvg+W9J0O2s5r0QPFP9vglVgsA+bbjcODuwBir+kDVp/FcenS3955WleY1yWc7bkOcw898DcCPagDuBFGGYhFBbqcdaQQxDbiNBt6cdKJpPKheTazbFLbVGScDoPevONC8QT32t6ZcTX11DFfvOBHM5JIB+VCuNqEc+/FAHpAjQOXCKGPVsc0+vLNK1m5g/sW5bWLy6ln1KW0ufMLFCoJwoUjA7c0lh4ilbxlYOb27Kz3ksM0UsjHyl2nYrIBtX5gMHrzQB39pquj3uq3On2s0L31rhpYwhDL78jn8K0VhjVtyxqGPcDmuFt9WsH+K94y34CJYR2vlhTtMxkPGcdeB+dMRNci8XJoJvr94RcfbxdmTObfGPKP8AwPj6UAd+EUMWCjJ6nHWqxnsBeLYmSAXLJvWHI3FQeuPTNcLbzQt4vlcXurJFFelSr+YTPIf4QMbViX9av2ep2r/E+6tkvDKBZ7drknZLv5VSenHYUAdoEUMWCjcepxzTRFGH3iNQ397HNea2Et+ix6gt7qTzJrXkMs7OVW3Z8EbcYIxnBq3aTrJ4mZjrFzGo1BhKxmYJKMYWJQRgDOO/JzQB6AIox0Reuenf1p2B6ClrzeS/u4vE2fOurqRtS2ARl0aOLkbShG1kGOvfrQB6L5Ue8vsXce+Oazxq+mvrn9mBx/aAQvsMZB2jvuIwevY1wIudQlvfNF1qH/CQrqPli2LOIvILcEr93bt71u31/br8SdPly/lxWU0TuImwHLLgZxQB2BghL7zEhbrnaM0iyQtOyBkMygFlBG4Dtkda821bxNeaamqafJeXY1KPVont40RmY2zNHnGByuN9XIRp9n8SNZur2K6EswtRbuqSEN8uCMjjGetAHZ3Wo6dZXltZ3EsaXF4xEUe3JkIGT0/mav1w9/c2Vv8AEeyYTXLERSGf5pGSNiFCjHQZFYuqahdprWsTNd6lHq8U6pp1tGWMTxnGDtA2kHnJPSgD08xoQQUUg9eOtL5abg21cgYBx0ryjVp7+OXxNcrdaol7ZTQy2kcZkZNzAblUdGXPFWvEmqXa+Ib4i7uGSO3iNvFAzxSqzZyYx91yfQigD0sxRtuyind1yOtP2j0FMiJMKE7s7R97r+NcHq6tceLdTg1S81O1hEMJ097bfsxxuI28Ft2Rz2oA74orEFlBK9MjpSNGjEFlUlehI6V5zr9zcvrmpQ3UmpRSQW0Z0vyHYLM5HJ+UYLZ6g0zU5r59Q1mC4vdRjkTSYrhViZ/knAJO3HGeOgoA9HaaFZ1haRBK4LKhIyQOpA/GnlQTkgH8K8x1OG1vta8K6prdpcyrNpbRyvHE/Ex8sgEL0531Y8Z6jK9xOlul/A1vprSW7HzPLkZgcYVOrghevrQB3t5d2dgInunSPzHEKErnLHovFVbzQoLy6e4FxcwtInlyrFJhZF9CD/MYNcTrdyJNL8O6oLq/GpqbdpI1MmPLP3i6AYz1681c8RhtR8UGA3upRWR0tpk+zPIg80NlenfHagDrXk03w3pUKMVtbKHbEgAJAycAcZPU0250O2utds9Ykkm+0WsbxxqG+TDYzkevA/KuE1rU5rvwP4du7iS9j1CSaDeYY33hA43lgB6DnNbGuL/aHi3S1iur8WN1ZXAlELOq5GCp9j1/KgDtWRHILIrEcjI6UoUAYAAryq+vr6bTdDt/tV+zzaY/zlnjZJRgLJJgHnrxXo2h5/sOy3Xn2xhCu64znzDjlqAEuNXs7bV7TS5S4ubpWeIbDtIXrz0zV9kRsblB+orgPiCNVbXdCGjoTdFbhQ20kAFMdRwpPQE96hluVu/+EWWA6rbWzvLBdRSNIH4Q8Oe/zAYNAHowAAwBgUteYJdXcml+Ho7ubVRpkd3cQ3kmGEhKswiDkfNt6c9+KihOtafa2WpRx6jeD7TcW9lFK7ZKNzC0g7jIIyegIoA9SKqwwQCPQilCqOgH5V5UsFxNHpt5cT6zBBqOqN5kKySL5Ue3AUgchcj9a6vwJLO2nX9vNJcyJbX0sULXAO8xg/Lyev1oA6ukIBGDyK5bx1cTRaXawwicefdIjyRFwEXOTv2/NtOMcetcdZyXGoWUaXNzqiSRalcxwiISoDGYiyZ77d2MZNAHrIUBdoAA9MUuB0xXkqX2rwo8M7X81g91ZtcyL5iuqNCCzL3xv6ge9aWo/wBrxaRezWTXx0+21GGW3YZMph48zAPJXJOAaAPSMD0pkkkcMTSSOqIoyzMcAD3ry/Wr29WPXJ4JdS8iW+tJbUoJPusPmAHUD1FWZImPhvxtpUKXDQR7zaxbX+6UBO0nr82aAPR43SWNZI2VkYBlZTkEHoRTwB2rhFvtPh8CXUWnzX9u628UbypDIzxswABAPPHfHSp/AqXUE99FLbBISqMkkTyGEnnIAfkN3PbkUAdrgCk4AzwBWL4te9TwpqLaeJDdeVhPK+91Gce+M1zOniaCW5lt5L6TQW0zMpnZ2YTf7IPzZ9aAOx0/VbfUnk+ypKY0JAlKYRyDg7T35rQAxXFfDSO0XwtamIXCXCoyypMHUr85I4b2xXS61cG00O+uA0qmOB2DRJvcHHUAdT7UAaFQ29zBdwrNbzJLG3R0YEH8a8+8GG+lv3t7+KS6ifTwskyPJ5bHP8Sv0duelN+H6WeneGZ4LXSrmPVbeGUShomQkgkhdx4JPbFAHpHHajA9BXknhxbyXVonhtrqGGWwnF24WQfvuSAzMTuYdiBVrwtcSW8Gmz2i6j9tubKYTx3AdvNlT7u4t0PoeKAPQn1a0j1uLSGLi7lhadBsO0qpAPPTPI4q+Mdq8s8NTCTxHpV1FFqM13Fpdx9s+1K+RMWQlctx1DAY7CneEy0niawuI7e5gS7tpTeAxykGQ7SFkZz1X5sECgD1LI9azbrWbez1iy0yaObzbwMY5AmUyoyQT2NcT4I0qz+06q8cFyLu1vJ2sxOHVEjYnaFz1B61U8NrNBrWjvNp1+2q+ZKupXFwGYIWHGDnGPTFAHqdFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUANZVdSrAEHqCKpadqmnam1yNPuYpjBJ5U3l/wvjofesT4g69deHfDP2u0YRySXMUDTldwhVmwzkewri7XUJdH0fxjfaPOl1dG9iVrmMDCoyoDJtHHGSaAPXGRWUqygqeCCODTY4ooVIijSNe4VQBXna6lMdP123/4SpUt4LeOWC7EiySo2OWYAYAJ7VnWGtazqPhvxRdajf3dvqFtY4FmgG1BsysqnHVuvtQB6uQrrggMpH1BoChQAAAB0ArgPDJhh+HWH8TXLyixjmlnMys1t8vIBxwMg9c1W0jW9Wh+G7eJJNY+33UtvFuTYNkBLAFsDnIU5PuKAPR0jSMHYirk5OBjJoSNI1KoiqDzgDFcI2u6hZy6ktrqsN7aR6eLlbqfAWKUtjaWHGMYIHvUdj4j1ZbHWWaSeS9t7ITx2s0a7lJH3gykgg9cdaAO/WKNU2KihfQDiob6zjv7Ke1k3BJ42jYqcHBGDg1yPhDWJru9gDa3Ffw3VmJijSIZEmyNwAXouM11Or3yaZo95fSyeWkELSF9pbbgZzgdaAHafptvpmmQafCCYIY1iXfySoGBn14qVLS2jOUt4lOMcIBxXnVj4j1iRL62k1AiUaOL6J3VN+7LchQcAEAcHkZq7c+J9T08vsnjuxNpP21GK4CuDg4x1Hf8ACgDsYLrTZL6WyhktzdQqN8S43Ip9R6VZSCGNSEiRQeoVQM1xfhiW1uPF09zHeRX002nxl7hNuc7uV4rtZdxhfa2xtpw2M496AK0E+nPePbwPbm4gHzImNyA/yq2qKuSqgEnJwOpriPhxaP8A2HNczXMM1xJcXAaUQhZCRKwyWzk9BxUfhu41nXPOvn1/K2s11AlrDEv71VZlRmOevGeKAO6WNFOVRQck5Ap9eb6T4tvJm8MR/b0uJ5oJlvrYAbzKiggH+6c5GK3PDN/d6l9n1CXWoJorjeHtFUfu27KCDnI75oA6iRBLE6Biu4FdynkVQ0XRYdEtGiSee4lkbdJPcPvdzjHJ+lc54Rkhie6jbVJZbn7XckWzyZJ5B5BGRjHHbBqjovijU5/7Lu5b2K5k1C+ktpLBEwbdQTz65ULk59aAPRKi8iIY/dJwdw+UcH1rj9N1++OqwJeXIb7VcSpGsaB4mVQSuxhyDgc571X8N69rOqPZ3j3EXlXE7rPbyMg8ledqqAd2760AdyIIsAeUmAdw+UcH1pBBCHL+Um4nJO0ZJ9aqQaxY3Gs3OlRTbr22RZJY8H5Vboc1oUAQ/ZoN+8Qx7id2dozn1rN02w0/TtTu0junmv5/3snnS73VMnAHooOcCtZ3VEZ2ICqMknsK8s0nVhL4vj8VKM2eo3clgJ/NBUxKMR/L1HzIx/4HQB6pgdcVGLeEPvEMe/Od20Zz615nH4k1e01CdpdcS4SHXFsPKaJVDRsPY9c1p3nia6i8QWcsGpK1lcamLE27RhdgA+Y5PJ56GgDr4tY0641afSorqJr6FA8kAPzKp71Tj8L6chKkSPB9oFysDPlEkzuyB/vc/WsxJdOf4kNMk9uJ0sTCQrDczFxwffiqstz4gg8TS6V9vZvMuIrm3YxDBtwT5qfUcc+4oA7iq/2i2+2/ZvNj+1BN/l5G7bnGfpmuFHiHUm1iNpb4LbyaqbVPs+102jI2Mv3lbjk4xU+nXNvb/E/UA2p/aEms0KeaVPlsXbKKQM46cUAdzsUOWCjceCcc0uB6CvPNQ8TanBr1yn2ljbx3qwI1uqukYz92Rc7tx9QMV6JQAzyo/N83y134xuxzj61Uu9W06xuI4Lq7hhmkxsR2wWycfzriNT8R6uZNXksr6KK9sb5IINPdRidCFP1y244PtVmMx3nxQuka/Rkjs4D5W1GCyb5MpkjIPGaAO5CICWCrlupx1pdi7w20bgMA45p1eY+KfFt7aatfvZ6g8cenyxJ5GEVSSRuLZO5hg9hQB6WoYFt2CCeMDtQYo2cOY1LjoSORQjrJGrowZGGQR0IrzrxVrmq2euX7QX7Jb2MKOkVu6bgx670blx/u+lAHo+4bsZGeuKMA155qiqfiQktxrdxYxvpKMoVwqk+YcgAjrwPemeM/EF1bXeox2N/PDNY28brGWCK5Yg7hwS/HGOBQB6KVBIJAJHT2qC7u7Wwha4upUhjGAXbgfnXCa/qOoJPePHrM1u1vpqXqwoAMuOoPH3T6Vm+Jtc1DUdI1dLm+S0hXTIpbeBUGblnXLEE9geMD1oA9UBDKCCCDyKXAPWvNvFviC5tWjtrOe4t2i00zK/miOOQkDbt4JdgR0H96n6pq8z614XaHxDc20Gp2zrKFCmMgIDuGejEng+1AHf3VxbWVtLd3LpFFGuXkboBUsbpLGkiEMjKCpHcHpXnfiXVJLRr/AEi51W5hitdNDxM6KXvGIOTk8N2BA713elOJNIsnU5BgQ/8AjooAdc3cOn2Ml1eyKkUSlnfHAFTQyxzwxzRMrxuoZGXoQehri/EmqgeIp9PvNRezt1sGlhjAAW4Y5ByT1x6VSvtWkt7vw9Zpemw0x9O8yORW2LNKFUKhbBwACTQB1uo+HrbUNQW+NxdQTiPymMEpUMmc4I/E1fsrO306yitLZBHDENqLmuF1DU9TjtdNuINWE999llee2t2GyWEZzKMj7y8EDvTNZmsZdE8M3reIbwaetyHe8aTaX+U/fwOOaAPRqTArhPE+sJb6Lot3pWvSKk12kSy7gwlRjhieOcCres3DaeNI059Yu4bS6kbff5UsSBlV3YwMn2oA7GivOLjWNVHhe0lbU18z+0Xhjkc+SbyIbto3EYB756Hb706613UDoOlIJLq3WW9eKe6mkC4C5IG8AgqTgBsc4oA9ForB8KS3Mulyfab+K9KzOEkjbdhc8KTgZI6ZqDxnd3FrpduLa9FrLJcIvLbTIP7obBC59TQB0tVNR1G00mxkvb2URW8Yy7kE4/KvPY9c1D+wIhLqF1bxPqn2e7umKubdCAQEcDDDOBuxxmtGHWxYaLr41bUN9hHM0Nlcz8GUNGDjPRsHIzQB2tpdQX9nDd20iyQTIJI3HRlIyDUrEKpJIAHUnoK81m1K/s/hZ4cvtIu/LNqbMXe3B/dfKrg/TNO1TU7nVfCvjMfbbh4YZSLaSAchCq5AIHKgk5oA9ILKqbyQEAzntiobS7tr63W5tZkmhfO10OQcVz9nPp9z4OVl1dxbi3QvcLIPl+XpkjpWLp+rPp/wwgns7yObY2x7iFB+6jMhBfaO4XmgD0HAqOdJHgdIZBFIRhX252n1xXm2qaneWej+Ijaa3d3NnaW8MsF2uC6yHIZd2MHjBxjjNdF4f1BV8R3ulf2rJdqLWG4jSflxuByQQBkfdP40AdUoIUAnJxyfWkKkspDYA6jHWsbxfc3Vn4S1O4sZvJuI4SySZA28jOM8ZxnFc7oet3Mmj6ndDUJLqGK1Q28e5Wnzt+Zmx79KAO9xilrzHwy17c6nf6bbapceXcadvE5lMpWckfMCQACOcgVJompeItQhu5EkunudJ097WaOQALPeDOGHHPAz/wACFAHpIAFLXnvgnVb7Ub+0ZtXS4T7KVuoC5dhMNvP3Rs6nI+ld5dTC2tJp2VmEaM5CDLHAzwPWgCaivJdA1W4ufEUQXV7pob61mMrGbeUkH3RjGEYDsK1PDus3iaz4fgl1O4uVv7efz0uAM7kJ2sMdOg/OgD0bAooooAKKKKACiiigAqlYW93b/aFurrzw0zNEduCiHop9cVdooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIpoIrmFoZ4kliYYZHUMpHuDUNtp1jZIyWtlbwKwwyxRKoI98Cuf8AiHqepaR4TkutMZ4386NJpkTc0MTNh3A5yQK52GXV76016y0zV726t7OKO4s78v8APJJt3NHkLgjt6jNAHopsbQwNAbaHyWGDH5Y2kfTpUghiAIEaAEYPyjkeleWDWddvPDOseKNPvb1YJRHFb2zrnyMYErgYJyDnH8q1bS5vxoWrTzeIEOntaiW2uEm3SRMByTIygcnHB5FAHcDT7IWrWwtIBA4w0XljaR6EYxT4LO2tbf7Pb28MMP8AzzjQKv5DiuN8Mya7feGbfVLfWoNQ1Ge2iLwXAAhjYjJ4T5g2D3NXL5/EY8OavJq89lZeXbNJDPYOwZWUE8l+OwoA6NdOsktWtVs7cWzfehES7D9VxipIrWCDd5MEUe772xAM/XFea2+q6xB8O/8AhIrfVpdQ1GW3iWVAQ0cGSNzhQMhgDk/yrVh1mbS9P1a6Ortf2McCSRGIiWaJm4JJK4xnnBzigDsrbT7OzZ2tbSCBnO5zFGFLH1OOtRR6jp97e3emLNFLcQKPPgPOFbpkHqDXBQ69rMUfiBLe4kllhsYp4BnzyGbduZeADxg4HAq14Rmt5vHWoGDV5NSxpsAMsuNxJdyegAxyPpmgDs49H0yHPl6daJlDGdsKjKnqvTp7VWs7nQJNQNlZSae15aIUMMWzfEvcYHIHtWjc/wDHrL++8n5D+94+Tjrzxx71574IkXS/hzLqj3cl1MIZHzFEhcDccEYGT+JIoA7+20+zs2Zra0ghZjljFGFJ+uBU7orqVcBlIwQRkGvM9E8SavLreqxRTtc7dKW5giknWXdLn/ZACnH8IJrS8N3LXlsZh4plvXu7NmltSBuhlxztwMoByMGgDsrXTrGyJNpZ28G7g+VGq5/KkttMsLORpLWyt4HbhmiiVSfqQK8++H8qWngqS6sNYudV1AWskjWUs4fZICSRjGQSfX1q94bvbm5uLFoPEE2oRXlvI96GC/6NJhcbRj5MEt8rUAdnFptjb3DXENlbRzuSWkSJQzH1JAzRBptjazNNb2VvFKxyzxxKrE+5Arivh9d6hrVuuoXXiQ3bRSzRm1QoQU3YUvgZ3cda7bUZZ4NNuZbWMSXCRM0aH+JgOBQBOIo1Yusahj1IHJrMWfQrbWvs6NYR6pNk7BsEr8ZPueB+lcr4c1i8uL7RRHqct814ksmoo44tyFOABj5AG+XHerPghYJtQ1yT7Ws8qanKVJ2EsuyMZyBnA6cUAdZBplhazGa3sraKU5y8cSqxz15AqpZXGhSajcRWT2LXu4mZYtm8sOpbHORWo4JRgOuDivKdFuLeSz8Kafauh1mC+drpV5dAN3mF8epxyetAHqS20CXD3CwxrM4CvIFAZgOgJ6mqVvr+lXWpSadBfwSXcZw0Stkg9x9R3FLp+uafql9fWVpP5lxYSCO4TaRsYjOOetefwafc23ifS9Ft7u1uFt9TkvZJLZCXjUgsVkOcLnOPf0oA9CXWdLmvWsUv7Z7kMUaESAtkDJGPXHasseIfDEOqxaIJLeO6WXy4oPIIAfB4XjGcZ6VydzZSQ+JLLRdPu7SdzrJ1GQx8yxJ95w5HC/3fUhsYro5ymt+PoYDb7rfRYvNaRl48+QYUD6Lk/wDAqAN86PpjEsdOtCWk80kwLy/97p196WTSdNluBcyafavOG3CRoVLZ9c4zmoIvEGmzeIZ9CjnJ1GCJZZIth4U9DnGK1KAIvs8O/f5Kbs5ztGc1nW1jDDrc1xNfPcXbofLikI/dR552ge+OfYVqlgqkk4AGTXmcGrwSa8ni15EET339nR7HyzQEbRlTjHz4b6c0Aehx6fZxXD3EdpAkznLSLGAzH1J6mpfs0Abd5Me7Oc7RnNeZxa7qwk03U21uVw+tS6e9syL5bxb3APAGCAFOfennxJqB8T2kqXU4tZNUNvIkkgyiYI2mNVwoyBhicmgDtIZvD8viKa0hjszq0a+bJiIeYB0yWx1/GtquLuNQs4vipCr3MSsdNaPlh97zM7fr7VDPe69b+J20RtRnLXM6T2kwt0KiAH96h+XGQO5oA7NrS2a5W5a3iM6jAlKDcB6Z61VYaTb6ksRW0jvrnMqrtUSSleC3qcZ6+9cZPrmoQ+IL121EvFHqEMCQ27q21CVBVoiN2TuPzA9MHtV+a/sT8TLSAXYaRLaXesjAhHJQBVz90kHPB5oA7Wqs2m2M8zSzWVvJKy7Wd4lJK+hJHSvO9c8Q31h4o1GUam7W8E8CR28Eo3oDgMphYfODkncDXpitvQMARkZwetAAqqihVUKqjAAGABWZf3WjWWoWxvjbJdznZCzoC7fQ9cf41x2pahqzXmuGXUruzvrWZf7OtYUBWWPAwdv8eTnPpitB4h/wtaBjdyF5NJkBjLAiI74+gxwTyefSgDrpbO1nmjnltoZJY87JGQFlz1wT0qRoYnYM0aFhwCVGakrzTxprVyuq6jBDd3FsbGKFox5rIpZmzvCqpLgA4OeOKAPRzDGxJaNCSMHKjpTJLO2ldHkt4neMEIzICVB649KW1cy2kMhYOWQEsBjPHWvP/FuqX8fiK5jt9SeO3htlDQxzmF42JzvUFSJTgYAzQB6E0UTbd0aHb93Kjj6VmahrGj6fqFnYX0scdxcnbAjRk7j6A4wK5fXbuU6vm+1K8sbdbJZNPSIshmmIO7dgcsPl+U8cniovEWsBtN8KW+puI9We7tp5oQhyPlbceB0BoA7+S3hmKmWGNyn3Syg4+lOyqFUBA9BXC674glg1id11GSLTrvSGayaNSQ84LfdOPvY28d6ybi+QXvg/VNZ1G7t4XsZFll3Mg8wjvgZBNAHoup32n6ba/a9RkiihVgoeQdCTgAfU1aaKN1CtGjKOgIBArhfiHrNpp+iae8V4ftEk0JgR2JSRdy5Zxg5AHPrU3iLXY112zhn1Ke00m4s3eG4tc/vJsgBdwB7EkCgDtfKjLBii5AxnHb0pDDEU2GNNn93aMV5rb3mrXV/pdtqer3lk0+jyyyBGCNvVhscjHDFckj2Ndr4Vv5tU8MafeXEqSzSRAu6dC3f8aANUwQsoVokKjoCowKgv7mzsbGS4vnjjtohlmccAVzfiS/aLxPpljd3c9ppk0TsZYmKbpQeFLDpxzjvWJr817P4P06bVr2a1uBqaeXtZUMsYk+Utkf3ee3SgDvLC8sdY0+O5tCk1s33SUwOOOhHFWZBEsDeYq+WoyQRkYHtTbXZ9nQxy+ap5D7gd2ee3Fcz4x1W402+0dJJZbbSZ5mW8uos7kO35F4BIBPegDe0nVNP1ewW60yZZbbcyBlUgAqcEYPvVx40kXa6Kw9GGa8wlvjY+H9Mht5pV0uW6uBd3O94m3Bvl3Mq7hk55wKvXF5qUfhuxEWpXE2rG5MdokQcJOByFkLAEgDq3FAHfOIIYdriNIumCAFpxijKBDGhQdAQMCvMNTmTVvhwVll1S/lGoIt2F3eZCwkG4Dbj5V7Y7Vt+KrqHSvANzeaVeXcDQyq8MrM5bcXA/i5I56HigDtFijVCixqFPUBRg0ojRU2BFC/3QOK42+zpOgJcwaxfSwXd4hurtiXMaHhio/gGQBwOMmsy8fVH0rWIYNXuWsftcYs7vY7MVIyyFl+bZnjeKAPRTFGY9hRdn93HH5UixRqpVY0CnqABg1wl7f6i/h2b7Ityq/bI0upUkd9sJ++0TEbsD6VteFpmNxqMMd9Jc2KMhtRIj7kUjnLuPm5HvigDoRFGqFFjUIeqgDFKI0DbgihsYyBzWJ4xvZLDwrezxG4V9oQPb/fTcQN3Q4AzknHAzXD2V/dJpfiG2tr+/igtfs0sEu6WVvmI37XYbmB/IUAej6tpVvrOnSWNy0ixOQcxPtYEHIIP1FZmgw6UNSu1t7uS71C1AgneVQrIDyBgKB+NcvJdahp0niG0024v5IUt4J43dnkeMuf3hQuDyBzt7VpeDrhJfEmseVcXVzbPHA0E86t842fN8xHPNAHb4AHHArMstd0u/1CaytLhZbiMnzAinGRgH5sYJGR3q5fPFHYTvNIY4ljYs4ONox1rhfh5Pp954Llt4L6d5EE4mAdwyBpHIIPYkc8c0AegKiJnaqjJycDGadXnng6yk1DwWt4+oalNqP2F7eVXldcEgleD/ABAEfMOfeq+jaxqBfRY0t9Tlu10mRWaRZBGZ1HCvu4zn+I+tAHpKoi/dVR34FMQwy/PGUbaSuVwceorj/C1zb3kcLmXVhqDxOLmG4SQJv75yMDB6bTiqPgny9M8K3sNnaXUWrKbiR4ZkkILBjgjdxzx0PNAHodFeb+Hrqdrqynsr3UJpZrZ5NXS48xvKfZkbVYYVtx4UdqPCN1fTX9vvW9mka3lY3BMqKScbfNSQYDE5xtOBz2oA9IzRXmfhKK/udS0+7uby9gvoi6ahbyQS4mc9ySdmBjggV6ZQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAhUMpDAEHqDSKioMKqqPQDFcn8StWv8AQvBN1qWm3P2e4gkj+cqGBBYKRz9f0rDt9Z1G4tfEtnJqk0tnZQLPb6nEdrq7Lu8vI4ODgfjQB6QEULtCgL6Y4qOS1t5YGgkhjaJuChUYP4V50dR1ax+HT69Bqt3fX08EaurDKwkn5mVQOCBUd3q+s6boGuXNjrX2yGK0jmtZM+bKrk/NnPG3p9KAPTI40iXbGioPRRiiWKOaJo5UV42GGVhkEV59F4l1Cxs9cS61Dz44LaCSC6SMExyy5UoexwwB9s1DpuqaiLTxVYXOrXG60tFngnaVWdcxliQw4xnGPSgD0WOCKKMRxxIkYGNqqAMUoijUECNAD1AA5rzix1LW7T4ev4iTVpNUvXs0BhUDZG5PLD3APP0qw2v6raaFd/YbyO+dLOOSOVnEsgcnDsQOMDOaAO2t76wnvZ7OCSNrmADzY1HKg9M1aWKOM5SNFPqABXDeEmV/GusMuofb99lbH7RgAOfmzjHFdZrbvHoV+8bujrbyMrR/eBCnke9AF1kSWNkYB0YYIPIIqGCxtLZSsFtFGpXaQigAj0rz7wvq8mn/AApF3aal/aF7DYq5UncYiepI68Zyc+laujavqS+KbTTRerqtjcWAuJLkADynzjt2b0oA7FIIoseXEicY+VQKbHbQQs7RQxoXOWKqBk+9RalBdXGm3ENncm2uWQiOUKG2t2ODXG+FdR1zVNR23t8yR2Ns0F/GYwP9JzwQfTbz+VAHY2kNhBLNHaJbpIGzKsQAIJ/vAevvUyW9vbiRkijjD5ZyFAz7muC0PVJIIfGNxZTw6jd2z7oZFA3TFYQQDjrg8Va8MajeXN9ZytrMd5b3NoZLmJ3DFJcKcIB0A5yDQB0ui3GjXMEr6K1q0YfbIbcDAb0OO9WTqdkNSGnG6i+2Mm8QbvmK+uPSuP8AD2p2sFz4smsjAQtyXgWMALIVhB4x15Hak8OXH9o69pmp3d7FPd3Ni7iMIoMWTyBjn25oA7lY0QkqiqT1wMZpqQQxHMcSIeeVUDryaWeVYIJJXOFRSxOM8CvOvDvie6uvFWnq2oyXFnqMMzgSFQBtIKYUfdOCRz1xQB6TUCWlvFO88cEayyffdVALfU1MSAMnpXn2leINRl1eF5tQaVLiSfyYY41aOZVGVCsOVP1oA7yO3ghkkkjiRHkOXZVwWPv61TsL3SZ767gsZrZrpGzcJERuB9WrlNK8QahcT6HKl4bmS+kdbu12j9wozk8cjB45qbSrmwuPilqqWssLvHp6A+Sv3Dv+YMRwTnHvxQB2ENpbQSySwwRpJIcuyqAWPualAXc2MZ74rzmHxRfL9mtJ9XiW9TXGt5Y2UBng3HAx24xzVjQWjTxxr4n1u5WT7dGEtHOA48pccenJ6elAHbb7NNR2ZiF7JHkjjeyA/wAs1arho7yFPistv/aEM5awb5Dt3RNv+6D/AEqlH4i1iVxdR3qvdNqn2Y6ZsGUizg++cc5oA9GqPyYsY8tMZzjaOteeSaprNneR3MurvKq64tp5OwbTA2BhsdxkkH2r0egCPyo8Y8tMZz90dfWl8qPJPlrknJOK4nT31fVPGOuWY190tdPniMUccS5+ZQzKx7jqKr2msX9xe3csmqLbXMWqGEW02dvkA4A24+8Rg5oA70wxFtxjQt67Rms+z0ZbbVbjUZbqe5nlG2PzSMQp12qB2yPrXDrr2sxanfsuqtcyW+ri2Sx8ofPEcccc5Gc5rQtpL268e6zp0mvXEVrH5EsMAIzuOSVB/u8cj3oA7X7HbC4Nx9nj84/8tNo3fnUnlRl9/lru9dozXnl1rmr3Gu3otbxYZ7O+SH7K7hV+zjaWcr1YncQCOmKk1LXr621+/L3zGOG5higigcZVSU3Bozyx+bqOx9qAO8NrA0/nGGMy4xvKjOPrU1ecSa3qX/CQ6k11qQsFtb1EhilYhGg45KgfMWyeai1fXr2G81ya11mdm0y6g2W+wBcPjKnuw5oA9JKoXBIUuOhxzVe5u7KylhNzLFFJO4ii3kAux6AeprjNSls4/iLI1/qd3ZLJYItsI5CEkO/LYwOvT86n8TTw2ni7QLh7zepuSjwSDKRKY3O8ehyBzQB29MaNGOWRSemSK848Q6nqh1DX/smsTxRWEVtc26xjht7HcpPcYxx71d1e61ZtXvEt9ZFqfKgeAnAjiTjeXB6k84/CgDvOnFZGr6/oujTRLqdxHFJIpZdyFsKOpJA4HPU1qxENEhDh8qPnH8XvXJeOr7TzpN3p76lHa37Q5VdgZ5FP8AyP4unFAG3qGt6Vp4hN5cR/vFMkeFLkqBksMA8Y71FP4j0OO/jtZbuI3DRrIny7vkYEg5xjBCsfwrlVuodH1yzvtUt/s1tJoKQpGVJVZAQWjHocED3xWI9lbW2i6TDe2Mv223s1ku5kU+YkLOdkOfU5IPoAfWgD1W1mtb+zhubfbJA6h42244PcA1O0UbqAyKwHQEZqrpN5DqGk2t3bxPFDLErIjrtZRjgEdq5HxNqF1J4wt9Kl1S40mxNm0sc8XHmy5xjPsOcd6AO3aGNwN0aNjplQcUpijKqCikL0GOlcJqOpXLaja2d1rFzb2P8AZxljvYF2efN05OOMDnHeqcV5reonw9ZXmqXdm95ZTvcGJdj7oyNrZ7Ejk0AejmNGbcUUkcZIpVVUXCqFHoBivPo9du7fS/D+vm/uLiyaM2t6uPvORhHK9juGD9RTbi71nSE0PTtU1CQrcQyPc3ZkKkSZyF3AccHge1AHobIr43KGxyMjNI8aOAHRWA6ZGa881i71Cz8O6FPN4hmS7kulhaa3HySoxOSVI5wO9XPEM97pcGjWVpq00olmZ5Xll2PNHgnAkxgYOOO4oA7C9vbXTLCW8u5FhtoVLO56KBUqNHcwpIuHjcBlJHBHY1wGv67Gnwzlupr65iuykot2cYeR1J2g4GG7fXrWlq2tq0Hh9kvZYNOu3InuIgVPC/KM4+UFqAOv8tCu0ou30xxS7V4+UcdOOleey6nqYm0SF7+4S2l1KWATdGnhCnaW/HvW74Kvrq6sb+3vLp7l7O9lt0lkGGZAflJ9frQB0oRVzhQM8nA60Misu1lBHoRxXJ+OdVbS4tKb7ZJBDLeCOZYmw7qQeh9jgn2FZR1i8tPBNoJNVkurme/Fu11E/wDqwXJCu2OPlABPqaAPQdildpUbfTHFAVQu0AAemK8ys73W9W8ParPbandxzaXqu5QuSZYF2lk5GWBG7FLq1/rcXhy51iyvLt7O+vlOZMk21r0JUDkA/mM0AemhQBgAY9KAABgAD6VyPgaWRobyNb/7XZhla1OWbYpHILty3NaXiy11C50CdtKup4LyD97GITgyFedh9jQBuEAjBAIPY1FPJDbW8k0oCxopZiFzwPYV59BrOpXvh/XfEEcuoxW91shsbcj54W4VmAP3RuP/AI7mpfBuqtbXeunULyRrGFIZleV2kUblO8gkc/N1oA7TStUsdasFvtPmWa3clQ4UjJBwRg81cCqowoAHsK8v0rU2k+G2qf2RczLew3E1wnkKQ2zzicjjkFc1Nc+ItUvLrWZNCu5bj/iVxywJg7UkzhyvH3sdqAPSyARgjINNSKOPOxFXPXAxXA6e8tjY6heWerXL2h08yMsqu7xznHz4P48CpvA+o3lxeGC7uLm4b7KreZ5/mxNzjdnHys3PHoKAO6ChegA+gpcAVm6895H4f1F9ODG9FtIYAoyd+07cfjXH+Elm/tDT2sJdRa2Nox1L7YW4lONuM/xZ3Zx2xQB10evabLqjadFPuulYowWNiAwGSC2MZ/GtPA64rh/AEcIuNadbi5dm1CZ0WRjtZCeG5H613NADQqqSQoBPXA60oAHQUtFACYFLRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBzvjXR9P1zwxcWeqXxsrHcrzTZAGFOQCT2zirdhd6LBofm29xZ/2fCuHkTaIxjuccVH4su9FsvDlzca+sb6fHhnRxkOQcqAO5yBxXB6docXiPwfrl3JqVlbXGoXKXbxxTgxW6oRsSTBIGQBuoA9L0+70+/tfN0+WCaAkjMJBXP4Vm+JtJtbzwvfWRu10y3ljIknjUAIO+e2K5vwPMTqHibXbh40sjIiI0DkwMsa/My8DPPfFddaaxpes6CNVt5Y7jTpIy4dh8pA65B+lAFW3udCsPDgdrmyawjjVZZQFCOSAMkDjJ/rVmyl0S+UxWZspg8IJSMKcx5IGR6cEfhXFaX/Z114I1nxFqlsxs9RlM0Nsh2kIh2xBNv8RYZHuRVz4cXWmbLuzht5odRGJbgSKcKCSoRWPJClSPqCe9AHbQ2drbQGGC3hiiPBRECqfwFLBZ2ttF5dvbwxR4xtjQKMfQVleLtYn0Hwve6jbR75olGzK5VSSBuPsM5rAu9V1nRfDF/etrFrqLiJJImWEBogxG5iAcFRnj9aAO1gtbe2XbBBFEvoiBf5VKQGBBGQeoNea6x4h1jTLHVhbaul3BBZRXcN7sQlWLAFWx8uGHI/Grk2q63eapr+kaXq0Tzx2cd7aSeWpMZbPyHsQcDn3oA7W306xtEdLezt4Vk++I4lUN9cDmnW1jaWYYWttDBu6+WgXP5VwI8X6i+lX3iO0uVuNNt9PjBhdAMXJOG5HPy5GRV7SdQ16eK8tp7vMZtTNDeMIhIr9SAisQVAxycUAdpMrvC6xyeW5BCtjO0+uKp6bpcOnWjwf61pWLzyMOZHPUmuV8M6hrVx4S/ty91m3mla0YiFo1WNWGcMzDkZxz2qTwr4g1HUbxrTUbl47n7N5xiks9g6gbkcMQyDP45oA6i0sNMtZJPsVpaQuvyv5MaqRnscVLDY2lsWMFrBEXJLbIwuSeucVyGka0bax8WXsa295c2MzMXt12+eViBAIyeR0/Co7PXNVEkRGq295HfafJeCQRALaFQpHAPKnJ6nPB5oA7OKxtLdVWC1gjVclQkYAGeuMUkWn2cE3mw2kEcnPzpGAeevNcnoOualJr2nW13qFvexahp5uQYowioykD5eTkHPeur1O6kstLurqKMySQxM6oP4iBnFAFogEYIyKqwaZYWzbrextomBzmOJVOfXgVxml61q/2rSlk1WK8/tO1kldVhUC1YJuGMHoD8pz371Loeu6pLrGipd30NzDqlrLIUSIII2jI+6QTnOeee1AHc1Th02wtZPNhs7eFwD8yRhSPXkVcrh/Ac15eQXtzd6z9pLXtwHt2UZXDkAdeAAOmO9AHXW0Nlua6tYoN0n3pY1GW+pHWlgsLO0kkktrWCF5Dl2jjClj7kda8x8LapfaNY6CVvo5LO+uJ4BZ+WBtILEMG6nGOlbHhrXta1C40u8muoZLW9eYTxs8aiEgkIqAfMWyO+epoA7UadYi6a6Fnbi4f70vlLvP1OM0/7Hbfajc/Z4ftBABl2DcR6Z61MehrgLDxTqZbSpp721nS71OaxeBIdjAKXAYHcemwZ470AdmNJ01br7UNPtRcE7vNEK78+ucZqVbG0S5a5S1hW4brKIwGP49a4WHxHqk/im2dNSVtNmvZLUReSirgA4OS28tkemKjtPEus/2xDLPqEMtudXfTDbrEFBUdHzknd+lAHoPkQ/8APJOTn7o6+tQpqVlJftYpdQtdqu8whhuAzjOK4jTPEOt3+oG7a5ghgF+beS2mljVUQHBAwSxc9R/KrTR2H/C3oZoZY4510pxKAwHmZkGMAdSMHP1FAHZR20EMkkkUEaSSnMjKoBc+pPeneTF5nmeUnmf3toz+dSV5wPFGpt4msntruaXTLzUDbjzI40RVAbKgZ3k5XqcUAdlpmh2+l3l/cxku95cGdtyjKkjkA+lWZnsLa6iabyI5522RlgAzn0B6muGj17WLXU1kl1hLmBdY/s57cwKo2seDuHORUV3qt1e63p11dataxwxav9mNiFXK4+6Sx53d+OMUAeiG1tzci5MEX2gLtEuwbgPTPXFZo1TQZdday860bU4/lIwN4J5259eM4rYrgLu40LVPE6WEU9lbRWWoLPcNvUST3WMKqjr3GT+HrQB1suo6R/aQspri1N7xiJiN/PIq59kt/MeT7PFukxvbYMtjpn1ry/xdp11ZXV3p8E0Mk2r6jFcW8iHNxGQw3LtA5VQOuRgHFehHXNOh1uDQpbtTqUkJlWLByyjqfSgB95qOmWt/a2lzLCLqc7YIiMufoPT3qlceIvDqX95a3F5aC4tE3ziTGUGM8k/UfmK4vV7270nxH4k1SK5RNQgNuLaCSIM00R6qO+CfTvU/iG/0i18RytJY4s4nWXUpUTzPOl27hHtPAwFDEj+6o5zQB6KkcDpuWNCHUc7RyO1ZuoeHLHU1uUmMojuQBMikYcAYxyDxgCtaNleNWX7pAI+lcTe6jc3ni7UtPbXDpZs0ie1jOwLLlQWZgwywycYBFAHZwQR20EcEKhY41Cqo7AdKSS1t5pEklgid0OUZkBKn2PauE1LxDqAvtf26oLZtMhjMFtsX9+SMlznkgngAfnTdS8Q6pDZ63dxarGk1lZwXS2nlLmNmUllbPJB/A0AegPGjjDqrAHPIzQ0UbghkVs8HIzmvPvEOu63pl/cQR33Gp2AfS1SAEpcLjKD1Bznntn0qO/1vXf7fm0ZLxobqysIpVZ2ijS4lIO5ju5KgjBAxigD0cAAYAwKZJDHLjzI0fHTcoNcRr+parJrHh2zs9disjqEUnniNEkHygHcmfc4z0qHXb/XLC4t9IstUlme3s2mubiNIjOW/hZkYjK/7vNAHc3MlrBCHumiSMMADJgAE8DrUpjRnDFFLDoSORXnuu6zHP4d8O3MupxSS3U9rmCREUSguAzbGG4Eex4rS1bXLh/Fj6UupDTrVNOa6Sfap8192OCcjC9SOvNAHXeREY/L8pNmc7doxnr0pzxpIu10Vh6MMivONP1zxDrN/osb6nHYreaXJcSqkKtuZXADLu6bgc4OcCuw8J6rNrfhew1G42+dNHl9nTNAGs8MUgAeNGA6BlBxQ0MTqFeNGUdAVBAriNZ1jUrfxbd2Saobe2EMDxpsTgs+0gEjnNRRa5qUmnabbS6t/pkk85aSCNCZY4yRgs3yoemeD9KAO8aGNkCNGhUdAVGBStGjJsZFKf3SOK86sdf1PUpfDKzao1umpwXKTLHsJ3JnawbH3sdccU/TfFV7Ja+Gri41FTbXVzcWtxPhdsm3cIyTjCscDj1oA9CaKN8b41bb0yM4qrfX1ho1nJdXcsVtAvLOeBXCWvie8m0q2tjrBlvpdRniWSJIwXjjY8EthVOMc802PxPHqXws1C41LUrc3LieEbpEBYgnC8cE49KAOr1y30a9s7TU767+zRwESwXSuEK7h6kEYINW9I07T7fTt1p++huj57SudxlLAYYnvxisK71bS1+HG6S+tQhsREC0q48wRj5fr7dapR6hcS/DzSr7QtUBNhbQNdRWypKzqqrvTno2M+9AHeBVXOABnrgUbF2bdo24xjHFcl4Y1yaXQNQ8Q6pqGdMkmkmtWkjCeXbg4GcevXnnpXTWF9balYQXtpKJbedA8bjoynoaAJ1VUUKoCqOgAwKgvL600+JZLy5igjZgitIwUFj0HPerNZOv6bpl/ZpNqkcTRWbfaEMpwqsAcE54/OgB0viDR7WNma/twqyJGQrA4ZzhRx6mtIqpXBUYIwRjtXky21oPhJZ3cRWOaSWCMzIR8o+1ZVvTjOa6e21IPq3iXSLzWGhtrVYXW4MiK8Qdfm5IwBnpkd6AOrs57O7t/Ms5IpIclQ0RBXIOCOPepkjSMYRFUewxXBeH9Wtrf4cXY0rVbEz2YkUSsVVYzuIDPjj8cYPWrvg/WL+91O4tb+4nd1t45RFKsbAZ43K8ZwQfQjIoA7IgEEEAg9jVK2vNPa/nsLaSH7TCoeWJMAqD0JH4VneNNSvtJ8Jahfacha6ijyhC7tnPLY74HNcfpmrWen6nrV2msNqZh0aOY3wKSMMM5ICrgcZBxQB6fTUdXGVYMPUGvMPDuu31zqt5p82r3E32jSjcoGmiaQSkkfJsyF4AOOasfD/VtKtPBiSLqc1ze29q8txbhy7oQTuymBg5oA9IAAGAMUtea+E/ED3XiqztU1Sa6hurF53E0yOd27jheFOO3NelUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBDcQQXMLRXEUcsR+8sigqfwNZ1pa6FqWlyRWcNjPYSsQ6wqpjYg98cHBFN8UMU0Gd/wC1hpYXk3BC46H5fm45rznSdZktvgpaajpl7b6ZcRSDzDAiYcmTaSQeASCTQB60tvCtv5CxIIdu3ywo249MVn2Eui3MNzpdgbSSK2zFPbRY2x5/hKjpnmuBu/GeraPN4gsReC7NmLZ4riSIZiWTG4kDqB1zT/CU8U2veMEi1mJ5GWBlv0MZ3LtPzYHy8H1oA9Cgt9OmsktYEtpLa3ZVWNMMsZQjAwOhGB9Kmgs7a2lmlgt445Jm3SMigFz6n1rzLRdZuNN+E+p3uiRxy3sdzPgRIu4AylfMKjjIHP4VtPrk2j6Hql6dfi1CAJH9ncIJHjkfAO7HBGSMDtQB3EkaSxtHIiujDBVhkEVUs9I06wiaK0sbeCNhhljjABHoa4VL/WJPDPimC51WV5re23wSkRiRQY9xI2cY9KuWmsz6H8OFvodRGqTQ20RDMVJTcBksR1xnPPpQB2C6Xp627262NuIXxujES7Wx6iobVdI/tKZLRbT7dBGscojC70Q8qDjkDiuTPibVrTTNVlSaK/8AItPOgk+TeWzj7qZyvPWpPDUsbeO9RV9Qjv7ptOgdp49oGC78YX6jn0xQB2MdjaQwSQRW0SRSszOgQBWJ6kjvmqVvpGh6HbzPDZWVlA4PmsEVFIPXJq1qjyR6TePE5SRYHZGH8JCnBrh9GzL8KZxeasuoGTTHkZZSpZSUJ5PXr60AdrDpeliye3gsrUWsyYZI412up9cdRTbTQtLsIZIbWwghjkTY6qgAK+n09q4nw3rN9pFlHFf6nDParoy3cfyqGjYcYAHJGPWn+HPFepX2tvp8115yz6abxHdEVkbIACqueOc880AdhpvhzRtGEn9m6Za2nm/f8mMLu+uOtLa+H9IsUuUtNNtYVugROI4gBID1z69TWB8Pbm5u/D1nPd60b2aSNmeJtu5GLnOcc8dMHpXYnpxxQBmW+gaLp5t5oNOtIDaIyQusYXylPJAPYVoRTRXESywyJLGwyGRgwI9iK4DwG7XWiy/bdcF35j3KvZybCeHPX+LgVQ8Eazeabp2iWAuIZ7e6trmSOMKAY9hJUAjk0AeiQ6Rp1s9w8FjbxtcZ84pGAXz6+tMg0HSrX7H9n062j+x7hbbIwPK3fe2+ma5Twtr2q6pc2F1LeQyQXQcTwMygxMM7QqgZGCAOfWu4l3+S/lkLJtO0sMgHtmgCSsu28PaPZ6lLqFtplrFeTZ8yZIgGbPXJ965fw94j1lpNJ/tO5trv+0HnRkt0AMOwnDcdsDBz0JFV9L8Y6je6/p8f2uB7G/knEeYwuEX7pXnJPrmgDtk0fTYxCEsLdRA5eICMfIx6kehog0fTba6kuoLC2juJG3NKsQDE+ua4LSvFWru+kX0uqQXcF9dy2r26xKoXbnBBHO7irPh/xFrGoara3UtyrW91K0U1m5jUW+CQNv8AEW4Gc+tAHdRXlrcyyQwXMMksfDojhih9wOlYnhnwlaeHknYpbz3Es8kxuBAFfLMScnJ9cfSsvTpNNtvilqaW8ltG0+nxMyoyje/mPk+56V2rAlSFOCRwfSgDKPhjQjeveHSLM3LyCVpfJXcXHRs+tPi8OaLA2YtLtFPn/aMiIf63+/8AX3rhtN8c6hfldJNwY9aW5ELt5A2bgx3IB6hRnPvVqHxZeXfieyNpfb7Ca7e1eOVERML1I53Fs9OgoA7caXYC8N59it/tJ6y+WN350g0nThP54sLYTZz5nlLuz65xXDQeJtWXXo4bq8Ajm1P7MnlKkkbR+mB8yt6k5r0agCvJe2sM8cE1zDHNJ9yN3AZvoDyaibStPeXzWsbcyBxJu8sZ3Doc+vNcpAsV98SdQR7qCT7PFAyK0SFgfnyoJ5yMZ49aq/8ACY3SG3t59St47r+2nsJFMQ+ZMnbx1HAHPvQB2zaVp7sGaxtyRJ5oJjH3/wC99fekk0rTppjPLY2zyk7i7RKWz65xXnza/qdnqS3T+J47i2TWRYSWxjjCqhP8RxnNa8evXd1q96v9tWtk1rerD9inVQTFlefUlsnGKAO3qi9tpgvFEkNr9pkbzFDKu9iP4h3OPWuKsJpl+I2ufa/EssCRy26w2UhTa6Fc4UEZ6kjIovr+zt/i1ZC61i1YLaSkRzbA0LEoAinqCck89aAO4XTrJL979bWEXbqFacIN5A7Z60rafZvfpftbRG7RDGs5Qbwp6gHrivPbnxZqhu9UdL9YL+1vlgg0llUmaLIGRxklgc5HAqPUPFerQS6vdJrEKf2ZqEcX2NkT542wNrHr34IoA9Gn+xLcwNceQJydsJkwGJ9Fzz+VNk0uwmDCWzgcNKJm3Rg5cYw314HNcb4hu7GL4geHVm1GCR2nf/R5dmYf3bYYHqMnFZuseI9W0/UPEBj14bNLurVliaOPlJWwyNxnAHfrQB6hVeaytZ5knmtoZJY/uO6Alfoe1cPqviDVl8Tz2lvex26xT26xBgvlNE4Bcsx538nA+nrXfFQ6bWwQRg+9AEE1hZ3EyzTWsMkq/dd0BI+hpJdPsp3keW0gdpF2uzRglh6H1rgNb13V9P17XoYtdSJbKKGe1tXhQ7y38HTcQenHNWNW1jUv+Et0bTI9eXT31K0Z5rdo0YwsFzldw6k8c5oA7ebT7OdrdprWJzbMHhJQHy2xjK+nFLPYWlzKks9rDLIn3XdASv0Jri9Z1u8s9curG41iSxitNPWSFzGv+lSnOTnHUbR8o9ap3ut619pt5rnWF00S6Ot39nKJxPnlQCMsDyCKAO8n0nTrq7iu57G3luIl2xyPGCyjrgHtTLzRNMv7uO6urGCa4iUokjoCyr6Z9K4jVPFmqHUIbVp4tNP9npODLIsYeVs8AsDkDA4HPNT+IPEN9az+Go/7ctrCS/ylzwrLjb95d3vwO1AHS6vN4csnthq50+Jm+SD7Qq5Psuau3Gj6ZdpAlxYW0qQHMQeIEIfb0ri/iEGh8ER2cuoR3F75sOZpYxvdN43EBRxx6VpeJ9Vv9Kms9Zt78nR2DQzxpEG2lgQkmcZ4bAx70AdO9jaSzLNJawtIq7VdkBIHoD6VJBbw20QigiSKMdERQAPwFUPD0epRaBZLq8wm1DygZ3AAG48kcccdKwfGOvSafqdhYwXk1tLNHJIcBVRgBxl2Bwc9gMmgDqZrC0uJPMntYZHwBudATgfWopNP0yO3Pm2lqsMZMh3RqFU92/8Ar1xEOv397ceFYv7a8lb+CYXBRVJZlGQQSODVS38Z3Wp2+kJNqkVtZyzXMdzeBBiTyzhVJPClqAO+sI9IvbeC9sIrSWHloZokUjk4JUj3qf8As6xFsbf7JbiAtuMfljaT646Zrn/hxJFL4JtDC6sqzTj5T0/fPVX4jhv7P0gtfS2dqNThNxNGcBVGSCx7DcF/OgDormLRongsbmOyVpnJhhdVyzdyF9am/sjTfKWH+z7XykbeqeUuAfUDHWuK12e2ubzwkbTVDKTqDxrdPgsTtOQMjFVJfGNwNAkhm1PFzFqr2P2qIKu5FPVmIIQkd6APQ59PsbiLy7i0gkj3btrxgjPrz3rO1HQTPp5s9LuV0uORv332eFQXUjBA9D7151da1ear8L7qSe8upZbfU1jEsQJdYxIMFjgbhjPOOa9M0KSCTT2+zahLfosjAzSnJz1xnHQZoAtGxtf7O+wSQo9r5flNG4ypXGMGoprrTdDtbaKWSG0gLLBAnQEnoqgVhfEl3j8CaiySzxD5A7QLuYKXAJx6Ac/hWP4olgvfCGnx2eqNdFdQtgLkAMV5zkcY6UAeiVHNBFcRNFNGkkbDDK4yD9RXmeo+INZ0yy12ytrm4u/st/FEblwfMjicZcg4/h7HBxXUeDpNQMV5Fd3gurdHU20jSGSTaRyGfAB5oA0bKfRri6vNLtYofNtCnnwiDaFJ5Xtg/hV6SwtJjK0lrC5lAWQsgO8DoD61keMpTZ+EdVu4nuIZooDIHteJCy8gZHPt9K5+G81O28AzazY6jcalfTQRFw5O2E8byq4yMAk49qAOzTSNNihlhjsLZIpRiRFiUBx6EY5pdP0qw0qDydPs4LaP+7EgUfpXF22oXtpo2tTQ6+kqCBZbeSXdIYGPUsxHTPbtVC11nVNS0bXLe01G5nube0WSOSB1kG/uVkXHXn5cUAelzPHHA7zECMKSxbpjvWRoN/4f1e0uG0Q2stsjmGUwx4Xd1I6c9f1rnNB8RT3Piq6aS9ln0g6XHKxaJtkUy/fGcdSMkj2pngnUdOvr3xTa2VyxM9200WyNkPlmJBuXIHQ8fhQB2tvpthausltZ28TAEBo4wCAe2RUkVna27SNDbxRmU5kKoBuPv61594Au7Ox8GsiajfS39taO08M29/KYFicKRjPsPSn+CdW1C61mFLy4urrzbZn81Jy8JIP3mQgeWx7AUAd/DZ21uAILeKPGQNiAY/Kp6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAq3+n2eqWjWt9bR3EDEExyLlSR04rN1Wbw/wCH9OQ6hHaW1pLKsQUxjazk4UYxWZ8R9avdD8K/aLGQwtLcxQS3AXJgjdsM/wCAriPEuryP4V1jT5L46nZ2l3ZpBfNgsCxUtlsYJXnkUAeu/Y7Ml5TbQ/vFAdig+ZewPtVc6JpT20kA0+1EMy4dUjADj3x1rznWdb1e48L+M7O3u5Xt7CBTbXyKNzEqNyZHBx6itSLXobD4bLd2muvNcfZ4IlkAWUwyMAAMDHf1oA7a10uwsTI1tZww71CvsQAFR0B/M0y0h0u5s3WzjtZLYsVYRKpUkHkHHoRXGaJrN9f2viDTr7Wxay2DRYuiY2ZAVBYnHy4zke2az9O1SbTPhPb3mnX0FvcJd4LLGMS7pyvIz3Bz+FAHpa2VqgYLbRAMuxsIOV9D7VHDpljb2zW0NnAkLja0aoApHoRXCP4m1bRNI8Sie6bUJrC4ijhl8sKVEiqSSM4wCxofxDr+laLcyS3EM7bYgkshR3iLtgu6oSNooA7PTINFjM1vpsVqDB+6lSFR8medp/wq3Bp9nayGS3tYYnIwWRACR6VyHgWJoNc8TRSXa3cguIi0yoF3koecDit7xXq8uheGb7UYEDSQp8u4ZVSSBuPsM5PsKANGO8tLm4ntI545JoQPNjByVB6ZHvg1Xs9D0vT4pIrSwt4UkzvVUGGz1zXntneXml3XjC+t9Tt7y+TTYLpLgRDYxAkb7oPI7flW9Brt/qOpXlkL+GFDpUdzC8agsshzuPXkDHT3oA6v+zrIMGFpBkJsB2D7vp9PaobGy0qN2exgtQyEozRKuVPcEj+Vcz4Ludc1XSoNXv8AXLeRJoCGgSIYjIJAcnPXjkdKqeHL/wCz+Ddfu7OS0S+juLmQui/KzL0YrnvQB29vp1naSPJb2sMTuSWZEAJJ61arzq08S6/GsRe5tb2S70NtQjRU2eXKoUgdTlTux+Bq54E1jVtWmMlxqAvNOa1jkjleDyneViSwAz90DGOO9AHVQaLplrczXMFhbxzTf6x1QAtnrSJpul6bEkqWtvAlsrbG2gCNTycelW7gMbeUI5Rihww7HHWuC8DtNP4IllvNZ+3mWGcvFKAWVstnJz+lAHa2MWnSxreWUduyS/MssSj5vfIq4wJUgHBxXnHhDVL2w0zRLcXMU9vLpk0ywBQH3I3GPUc4qx4Q1zW9Xl0/UJ50Nrehmmt5Sg8o4O1Y8HJxgg5oA6Pw54btvDth5X7uWbc7tP5YUncxP9f0qxa6TokUim2tLQOrF12AZBPUj8602AZSrAFSMEH0rzXwbo0t3PYalAUjgtLu7MkokO6TMjAJj0AGc0Ad9Ha6Ys3kRQWoliPmeWqrlCf4sdvrUVpHo0t9M1otm90rbpTGFLKx4ycdDXN+GNieOfEhmu4rmf8AchJsBWKlc7eDyBSaQbCx+IHiNrNYFDWsDlIsDe/z56dSaAOr/srT/PWf7FB5ytuDiMbgfXNXMg/hXm2m+Kdbkl0HU2ukuodXuzbyaekO1rZfm5znOV2/NmrnhCab+29Ze88QO5TVJoVtH2jPA2j14AoA7U2Np5yzfZofNVi4fYMhiME59arQwaPNLmCOyeQNuygUkH1471onGDnpXmHh3RpNU1e7nsWtbSGx1uV3khPzyIP4MDgDPrQB3NtcaFJrEtpbNZnUYh5kkaAb1B7mteuHhexb4sM9s9tuTTGWUpgMWMi4B9TwapL4suptfsjBfyG2udTa0CyRqibFVgQBncTuH3ulAHdjTrNbkXItYhOCSJAo3ZPXmmHTNPa7NybO3M5IJkMY3ZHQ/WuHtPE+rBrTUZ9Rhlgk1eTTHthEFG0O6q2c5z8oqfRLyBPGuvRXeuSRSi/Hk2jygBwY14wecfSgDs20uwYMGsrchn3n92OW9fr70r6dZSz+fJZwNLx85jBbjpzVquA0q41u+8W6zpJ8QgQ2EsciYhUuwYElDz0GPrQB20lhZy3IuJLWF51xiRowWGOnNRyaVp805nlsbZ5iQTI0SlsjvnFcM3inUIZVt5tTgaaLxAtnKBGFPksAQCM+/Wqi61qUbJenX5ZXi182BgZVCNEW24IHOccg5oA9JNjaNdC5NtCbgcCUoNw/HrUbaZYO0jNZW5MhBcmMZYjoT61cryW88WajYXWq6BPrdwNWNzi2m+zjy41J+RffcD+lAHp8umWE8wmls7d5RgB2jBYY6c0r6dZSNKz2cDGXHmExg78dM+tedDxBrU2u31s2qQ291aTpDFBLIiI4CjczKfmIbJxjpitS8l1q88e3mk22vC0shaRT48tWdXLMNq57HGTmgDbvvCtvfS3YkncW14Q00G0ckKF4bqvAHSt2KNYokjQYVAFH0FeeXfiPWLjXNbtre8js202SJIluGRFkXClmYHkg7jgj0FehxtvjVsg5AOR0NAGPH4btU8SXOtO3mS3CIhR0BC7ehB6itKWws551nltYZJl+7IyAsPoa898Rat4h0zxHe6TDezM+pRo2lFYwQj7vnU+wHPNSeLfEd/pcGoCy1STztMtoy6+WgDSHuxJ5BAPAFAHaXt/o6albWN7NbfbJeYIpQCzfTP41Uv8ASdNTxFb65fTxq6wi0ijlC7cs2RjPfNYXizUtOOpeFfNuLYXn9oRSMCRvClH59cZNJ45kt3vvDsxv4nik1CLFq4VlccneO4x6+9AHW6mumR2pu9UjtvIg+YyToCE9+elPksbC+WKWW1t5wFHls8YbA6jGa8+8ea0kr63ptxqgtLaHTg0UJCgXLNzkE9QOmBXWjxDpejaHoz312kSXaxQwt1DMVGBQBuNBC+N8SNgYGVBxWbf6FFqN5bSTzy/ZYOfsa4EbsDkMw74Na1FABUU1vDPt86GOTacrvUHB9RmpaKAK/wBitcxn7NDmPOz5B8ueuPSm/wBnWPkGD7Hb+SW3GPyxtz649atUUARQW8NtH5cESRJknaigDJ+lLNDFcRNFNGkkbdUdQQfwNSUUAQGztmEYNvERGd0Y2D5T6j0qM6bYmJ4jZ25jkbc6GMYY+pHc1booAiW3hRPLWFFQ/wAIUYp6Ika7URVHoBinUUAMdElRkdQyMMFSMgimR2tvFEIo4I0jHRFQAD8KmooAZ5Ufzfu1+b73HX60qIka7UVVHoowKdRQA1lDAhgCD1BpFijRSqIqg9QBgU+igCI28BjaPyY9jcMu0YP1FNtrO1s0KWtvFApOSsaBQT+FT0UAMEaKpVUUKeoA4NIkMUZzHEin1VQKcrqxYKQSpwfY06gBixxoWKoo3dcDGaEhjjz5caJnrtUDNPooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAjmhiuIWhnjSSJxhkcZBHuDVaLSNOgsRYx2FstqOkIiXZ+WMVdooAgSzto7Y28dvEkBBBjVAFOevHSoBo2mLYyWS6farayDDwrEoRh7jHNXqKAM+PQ9JiWRY9Ms1EihXAgXDAdAeOacukaYkZjXTrQI2MqIFwcdOMVeooArfYLPEo+yQYm/1v7sfP/vev41DBoul21vJbwadaxwyLtdEiUBh6H1q/RQBSsNJ0/S0KWFlBbKQARFGFyB0zirMsUc0TRSorxsMMjDII9CKkooAzLXw/o9ijpa6XaQq6GNgkKjcpzkH25NFp4e0ewjaO10y0iV1KtsiAypGCM+ntWnRQBmWfh7R9PtZbWz0y1ggmBEkccYAce/rUNn4U0DTxMLPR7OATIY5AkQG9T1B9RWzRQBi3fhjS57J7eC2jtXNsbWOaFAGjjP8I9vaqOleDodN1uLVDJAJIbf7PHHbWwhXbxktgnd0GPTmuoooAKy7Xw9o1jNPLaaZaQyXGRKyRAF89c/WtSigChDo2mW72zw2FvG1qrJAVjA8tT1C+gNJa6JpdlcPcWunWsMztuaRIlDE+ua0KKAGuiujIwyrDBHqKqWGk2Gl27W9jaRW8LEkxxrhST14q7RQBl2nh3RrGQyWml2kLli29IlByepzUNr4T8P2d2Lu20eziuA28SJEA2c5zmtqigCjBo+m2t7JewWNvHcyEl5VjAYk9eaSPRdLiv5L5NOtlu5WDPMIl3kjjOfWr9FACFQylSMgjBFUNN0PS9HMx06wt7UzHdJ5SBd59T61oUUAUk0nTo5vPTT7VZc7vMEKhs+ucVEug6QlwZ10y0ExkEpk8ld28d8461pUUAZbeHNFZERtLtNqTfaFHlDiTOd3196snTbE3QujZW5uAc+cYl3/APfWM1booAKoRaNplvfyX8NhbpdyHc86xgOxxjJPXpV+igDOOh6U1+1+2m2jXbYBmMKljjpzipf7L0/n/QLXl/MP7leW/vdOvvVyigAqo+nWUlwbiS0haYlSZCgLEr059qt0UAV2sbR7kXT2sDXAGBKYwXA+vWmnTrJrn7SbO3M+QfNMS7s+ucZq1RQBTuNK066uBcXFjbTTAYDyRKzY+pFWwABgdKWigCKS3hlljlkiRpIiSjEZKk9celU7rQtJvrr7Vd6baTz7SvmSRKzY9MmtGigCjLpGmTMrS6daSMqhVLwqSAOg5HSnS6Vp05Qy2FrIUUKheFTtA7DI4FXKKAKc2l6fcpGk9hayrGMIHhVgo9BkcUlzpWn3sMMNzZQSxwsHiRkBCMOhA7VdooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAI/NQRmQ/KoySSMU/OeaWigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorL8QaU+uaJcacl1JambaDLEcMoDAnB9wMfjQBqUV4xoVhdT+EvEN8dWvitkLy1EbzE5C/cIPbbium8PeKJ9D8O2VtrsRDxaSLzzVfeWVeu736UAeg0VyHhfxZea3cQLc2aiO6hM8UkIbbGvGFcnuR6V1F5dJZWU91ICUhjaRsdcAZNAE9FcZpHjS9v7KLVrrSTBo09q90tysm4xqvOHHqR6elQ2Xjq8lnsvtelrDBqkDy6dIku7eQu4K4/hJGKAO5org9K8a6zfLpbzaRbIuqJKbbZcZw6DOG9M0608cahd3mj2yaXF5l0ZheL5vNsYz83Hfjp9RQB3VFcTovjuXU76yim04Qw6kJGsnV952rnmQAfLnFT+H/Euua3qMsLaTBBb2dxJbXkhmyQ69Ng7jBX86AOvorjNG8bS6vrRs/scMKec0Wx5cSrt7lT1z7U7Q7m+l8f63FfeYnlwRmKMTb4whPUDsT3oA7GiuLh8bXUkcV++mY0ye++xRSCT95ndsDFfTdxUFp411dr63W70aCK0fUTp7SJcbmEmTg49OlAHd0UVxp8a3AmN4dN/4kv2o2guRKC5fdszs/u5oA7KivPLSC/1f4jap9vgdorCSHyNl0Qkalc529yfSvQ6ACiuQm8V6o+uXNtp+hvd2FncpbXEqyfOGYAkqvcAMM1FeeNbyD+0ryLTFfS9OuxazyNJiQnIDMq+gLD60AdpRXHyeI9fk8UzaNZaVayJHHHOZ3nKgRMSOn97g1WvvHN7p9zqjTaWjWen3cdu7pJl3D4wQPxoA7mikB3AEd65G+8Y3Fv4rl0ZLSKNIhEfNuHKeaGbBKduB696AOvorktM1HW7vxxrls0ls2m2hhjSMghlym4nPcnI/Kq+p+Mbq01828IsWso7hLd8uxkd2xnGOAR6GgDsw4LsuDkdeKdXIXGv66/inUdEsbKzdoIY7iKWSQgbCcEEev04ol8Q63eaxe2ujafbSxac6R3PnSENIzDJCY6YHc0AdfRXm39uXvhrXPFd0tu93p1vcQPKGlJdAyjdsHoMk/hXpCsHUMOhGaAForirvVvELfEabSbGWx+yJYLMEl3EgliCTjvwf0p2peMb2C91eHT7GG6j0iJXui0hVixGSqj6UAdnSEhQSSAB1Jqtpt7HqWmWt9ErLHcRLKobqAwzzXBeP9Zn1HTvEejW1riPT7ETzXDSFSGOSoXHXgGgD0eiuJ1TxbdWN2ljYRRSPa2iT3CyBizhgdqpjv8AL1NGu+LdS0m5tisFuIb+AfZllyHim44kHZOetAHbUVxF/eeID4y0Kyjv7eKOSyklnRVJSRx/T0qx4j13X9J1nS7SwtbO5h1DdChkYqVlCk5J/u8fWgDr6K4+TW/EB1O30hILGO9SxN3dyOxKZ3bQq/j1JrNuPHeqXOn6Vc2FlBbpdW7zzTXG5402nG0beeeTn0oA9Corg7rxtqMs2i2Vhb2q3l9aG8kaQs8YUfwqV5JNdXoeoy6ro1tezWz20sq5aF+qHOMUAaNFcf8AEea+g8KTSWzxrACouCXZX2kj7hXoaueItXu9EtNNjsIlkWaURPNKGYRIFJ3EDk9MfjQB0lFZPh7VjrejxXxEQ3lhmF9ykAkAg/0qr4t1i/0OwtruyhgmU3KRSxykgkMcDaR3ye9AHQUVyF9rHiS0ksdN8rTv7TvZpBG+X8pY1GcnvnFVV8YaoW01GtbUM2q/2bekMcA4GGT16jrQB3NFec6x4m1jU/DkxsGWwu11tdPEmCQyiRRkHtnv+NdNrq6w3ha4FncWv2zy38yRtwXbtOduOQ3SgDfBBGRyKWvP7bV77RPh94bl0yGKWS6MMBW5kY4Lg87upwRSXXj2+0rSr1NStITqdverZKYAzRuzDKtjrjHagDv2ZVUsxAA6knpQjq6hkYMp6EHIrkdE1WbxXompwavpxjij+TeyMizDbnIB5GKy/A1zeaZ8IoLqwh+2zwLM6Ru/+sAkbgH6dKAPRKK5zw94lbxDfT/Zoo2sI4YmFwrZ3SMuSv4DH50eK9T1fTl09dIFkXubjyXN0TgZUkEY69DQB0dFeb6L8Q7+fT76fUrW2VooY5YRCxwS7bQGz0571Pe+L/EGljVrK7trCTULSx+3QyRb/KZAcFW7g+lAHoNNDAkgEEjg+1crpWv6reap/Zt1DbRTz6et7DJGSyrkgFT69Rz9ar+GbhotE8RXgMcdyl7cmR9zMhZON2OoGF6CgDtKK4Lw14gv7H4br4g1m5+1LHZ+ftVfnPXqffir+neINUe/021v1tf+JnbNPA8Gf3RAzhge2D19aAOuorgtB17xDc6Zc61qE9o1jZmeN4YYjvm2E4YHt06VFoHi/Xbryr68tPP0+5s3ugYotghKjcqAn72Rn8aAO/8AMTzNm9d+M7c8/lSswUEkgADJJrzrRru81LxvoGqXv2ZJL3S55BHAxOF3RlQ3qQD/ADr0R0WRGRwGVgQQe4NADYLiG6iEtvNHLGejxsGB/EVLXlfg3Ur/AEW306yhNtLp95eT28cKjEkBDHDe6+tbmk+IvEF3r8Gj3EVmLiB5DfkA/LGMbGX/AHs0AdxRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFZuv3lxp3h/Ub21RHnt7d5UVzgEqpPP5Vw51HV9a+DtxqGpOqSSaaJ0nt5mWQttzk4A2/gaAPSqK830HxpeaX4bt11azEhi0db5ZIpi7SDO3DZAwc/Wtnwz4p1PVdUay1HSzCHgFxHPEr+WAf4GLAfMPbg0AdfUcqCWKSIkgOpUlTgjPpVHXtXj0HQr3VZY2kS1iMhROrY7VxdhrN1p/iLV9W1WNoANGivJLaOdpUU7pOmQACQBnAoA6i08IaTY6Ld6TbRSJbXe7zv3hLMW+8cnuc0ReEdKia2OyV0t7Q2SpI+5TEeoPrWfpPinVb6d4Z9HWLNp9oSUSN5at/cdiox9Rmq/hnxXqc/hCXXtet7aO2jjeTzLZyxYKxH3cfrmgDc0jwxYaIR9ke6Kr9xJJ2ZUGMYA6YrXliSaJ4pFDI4Ksp6EHqK5fRPFN9q04hfS/K863+0W8oZmjI7K7bRg454zVPT/Fuv3un6he/2FbJFY+dG/wDpmS8seeF+X7p9Tj6UAbGmeENL0qH7Pb/aGtQrIttJKWjVW6gD0pbPwjpVlNBJGkr/AGaNordZH3LArdQg7Vkaf42vrjX4NKu9JjhaSR4i6XG8BhGJF4wOCrDPv60aDf3r+IPFTTGUy2zJst2uQ8a/JuAGFG3OeetAGna+C9Js20swidf7MZ2tl83gFuufWrlp4c0uz1a91OG3xdXnErkk/XA7ZwM/SsLQvGd/qd9p6XekC3tdQt3mt5o5S+CvUP8AKAvtzTtG8cNqmvJpz2kEYuBKbdo7pZWOzrvC8KD25NAGxp/huy0xYo7V50ghYtFD5nyJ14HfHJ4zSaL4ZstCmu5LSW6b7W5klEsu4Fj3+vFZnhLWdf1aa9Oo2tktvFcyxB4ZWLKVIAXBUZ7/ADZ/CodDvtUm8cavHquYPItInSCO48yEKzP82NoIb5eetAGpb+EdMgubW4Y3E7Wjs9uJpdwjY9SO/wCZp9t4YtbXWZtVjur03UwUSFpQQwHRSMdKzrTxlJcSWUzaay2GoymKymEgLO2CQWX+EHBwcmksPF95cajYR3elLbW19I8MLicO4kXruAGAPxz7UAaVv4V0u1lQxpKYo5jcRwM+Y0kJzuA9c80z/hEdN4O654vvt4zJ0l9enT2rdZgqlj0Aya4+38byzfZb1tOC6Nd3f2SG5835w24qGZSOFLAjrnpQB2VYf/CK6b527E3k+f8AaPs2/wDdeZnO7b9efrWBbHU9T+JOpJNNdJZ2Hk+XFFchUwyk5ZcZbJ967ugDIt/D9ta6xcapHPdCe5KmUGQbWwMAYx2rXrj4vE+uz+Jr/R4NChkFnJGXn+1YXy2GQeR972/WqcfxGSfXJra1shPZxXYsmkjdjL5mQCdm3G0Z67uxoA6J/DVi15cXMclzA1y6yTpDKVWRhgZP4ADjHSorjwfo9xdSzSQybZpVmmhEhEcrjozL3PT8q5vXvENxqd5ZNYR3MFra61DaPcCXasx3gMu3qR25xWjfeNbixOqNLYwiPT9RhtZHMxGY5Ap39Oo3jj9aANtPDtnH4ik1tHuFu5I1idRJ8jKvQbarXXg7Sr1L5ZVnzezpcSsJMHen3SPTFRReI76+1u7tdO0xZ7OylWGedptjFiATsUjBAz3Iqvqd/qUPj3RreQNFp0wlWPypgfNcLn5129B2waAOrVdiBck4GMnqayLnw1p95eS3EwlYTFWliL5RyvQkHp0HTFYM/jPVLSS/muNJgWzsr9LR2WclyrEfOAVx/EOM1bfxdcf2+NPisEdRei0ZfN/eqCpbzCuOE465oA1W8Oac2sSaoElW5kC+ZslZVcrgAkDqQBio7nwlot1JI8tnnzJvPYCRlBk67sA4zW3XH6h4wu7LWby0awijht5I0SSeUp5+7GSp27eM9C1AG/baLZ2ur3OqRo/2u4RY3dnJ+VegAqvJ4Z0x9Ul1FYpIrmYYmaKRlEvGBuA64rHvfGN3ayaqo0+JvsF3DDkz43pIPvdOo9P1ou/GV3Brl1YxadHItvdQ2+3ziJX8z+MLj7o9c9jQBo3nhDSr5dTEwnA1IRi4CykZ2fdx6e9bsaeXGqAkhQBk9a5PxH4xn0O8lWKzguLeAxLKRNmTc7YC7QDjjnLYBp2seINdtvEMOj6Zplpcy3Fu1xHJLcFAgUqDuG0+vagDVvvDOmX+qpqcsTreKnlmSKQoXXsGx1FNu/C2k3t1NPNbsXniEM4DkCZB0DDvisfV/GN3per/AGB7O2TESN5s8zJG8jdUVtpHA7kiuvjfzIlfj5hng5H50AJDFHBCkMSBI41Cqo6ADoKytR8L6PqtxNPeWgeSeIQykOy70GcK2Dz1NZur69rDa7NpWhWlrLNaQLcT/aXKhwxwFTHQ8Hk8VFqnifVFur2HS7S1L6bbJc3i3MhBO4E7F2g84H3ulAGteeHNLmliupFkheGNUMkczJlFzhWIPIGe9LP4Y0e8klmntBM81uLZ2d2OY/7vWsGfxZeXrtbQ6RbzQS6QuoFZZ8FlYHKEbcZ49ag1TWNeuNX8LR6E8FnbXlvJLJb3SHnaowpxyMZHSgDo5vCWi3C2SyWh/wBCQx27CVwyKe2Qcn8alvPDml30lnJcWxZ7IYtyJGHl8Y4wetYeueJtXs9Ui0mxgtXu1tPtU0kgdlbnG1FUE5J7mnzeJdZe+jsINOtobmXTmvFFxK3yMpAKMAPU+tAG7f6Hp2pur3VvvdUMYYMVJU9QSDyKQaDpgkidLVY/KhMCLGxVRGf4cDjvXJ3PiTW9WbwjLpUtvZR6n5j3CzJv5VCdv0yD79K7eF5I7SJrySIS7QJGQ4Td7Z7ZoAzj4X0cxWca2mwWSGO3MbspRT1AIPStGzs4bG3WC3UrGuSAWLH8zzViuf1/xJ/ZF/YWEUAkuLveQX3bVVRk52gn9KANHVdGsdatvs2oQmaHOSm8gH64PNRSeH9OlNqzxSFrXd5Lea+V3DB78/jXM6r4y1PTtPstTazjW3llMElrsbzmbOA0ecZXucgYGasL4l1qC30COW10+5udVeRS8FwREmFLrg4OeFOaAOl0zSrLRrIWen26wQBi2xc9Sck8+ppuqaRY6zbrBfwmWJHDhdxXkdDwa5e68Z6gmhWV/b6dC051EWF3atLyr7ih2NjB55ye1T32va7p0dha3VtZR6hfXTxxsjM8axqM5xgEsR29aAN+70SwvorZLiEv9mO6Jt7BlPT7wOaik8N6TLp6WD2am3SQTKNxBD5zu3Zzn3zWDd+KdctPDsN0+jN9tkujBt2uVVM8SlVBbHtUp8W3Q0D7aLe2llN19n/cO8iqBjLMoXcMc/LjIoA1V8KaKumXGnCyBtbiXzpULsdz5B3ZzkHIHSpY/D2mw6UNMjgdbTJOwSvk565Oc9/WufuPG8v9lWNxbxwSSXt+bSN4iZVAALbivBzhfu8cmnTeKdYttGgebToo7+5v/sUHmkpGwIJEhHUDA6UAa6eFtENjFZLb7raCRZI4/NYhGXpjnjFEnhHQ5lmEtiHM0yzuS7ZMi9Gzngisf4fWtzaJrsd2YvP/ALSkLCENsBwPu7ucVv6/qh0fR5rtPJMowsSzPtVmJwBxk/gBQA46Dp7WVzZtFI0Nz/rQZXJb8c5H4VSXw/8A2FoM1n4Wht7WU48pZ2Zo155459TWNa+LtYn0XV5BYwyXtjOsMbKjqkuQCSFI3cenftWv4U1y51uC7a6EQaGbau1HjbaQD80b/Mp69etAFvw5oVv4d0aPT4MEhmkkcLje7HLNj6mrF9pthqxhW7iWY20olj+Ygo46Hj61W8Ta02gaFNfxwrNIHjjRGbaNzuFGT2GTXEW+p3nhy88XaldJbvfolvIyQFjESwAB55780AdpH4S0KJZVTTowssP2dxk4aPOdvX1py+GNIWyubT7JuhuYxFLudiWQdFyTnFZEeu69La3x+zwQ+RAs0d3cRtHE57rtJyPrTdF8TajrejapqAWC3WCI+TE6HzFcLklxn7pPT1FAG3b+G9KtblLiC2KTJbfZVfzGJEX93rTNM8LaPpBufsVp5Yuc+cpkZg+epIJPJrP8L3Ou3fgq2vbu8tbi/ntFmjPlFRuYbgGweeoHGKztH8V69N4Rn8TanaWcdtFaySfZoi3meYhIOSeADg0AdDp/hTRdLt5re0slSGaMxvGXZlK+mCeBz2p9j4Z0jTZvNtrTa/leQGLsxVP7oyeB9KybLxDqsV3Z2+oxWkrXdk90ptshY2UA7SSeQcjniqei+LdUuS0uoR2saizkuGthFJHKrKTx83DDA6igDpNI8O6Vocc0enWohjlJLpvZgSevBJplh4Y0fTLx7qzsljlfOTvYgZ64BOB17Csbwx4m1XWLq0aeyJs7yAziYRlFh9EyT8598CusnlFvBJKwYqiliFGScDsKAMWw8F6BpmppqNnp4iuo9wRxI5ChuoAJwB7Vv1wfhfxZrOsy2V1JaCTT77zG+WFkNsADtGSSHJxzjGDUui+KtX1O70ppIbSO31FpiqLuZokTHBbpuJPTFAHSQaBpdpdm8tbKGK6IIEgXlc9cDtUOi6O2nzXNzeXSXeo3B/eTiMIdg+6uB2Fc3Z+LtUuLfRbh3slW61KS0uFIIO0EgbeevFWdNW4X4ha5AZ4TO1lEyyhW+XLHAKliOPbGaAO0orjdO8Q6tcXdvpchtnv4rt4r0rGQFiVch8bsjdlcZ7n2qpb+MLmXxBp4W5STTr67kgjYxBFKqpIIJbcTlcZxg9qAO3W5ge4e3WaNpkALRhhuUH1FTVxtkLRPitqH2cQq76ZGZPLxkt5j5zjvVey8Sa1qt1e3FjHG1vbX/wBl8lwqEIDgsSWzu7gYoA7qivNLbxPrMUTX11qtvNHDrQ09rdYQgaNmCgk5JBGc/hV3Tbp4/H3iL7Tr5giSa2CWsjLtIK9FB6ZPHHWgDvqKoS6zp8Orw6TJdxrfzRmSODPzMo6mr9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBXvLaG9sp7W4GYZo2jcZxlWGDz+Nc/Z+BdD07RrrTVN01lPD5DJLdyMEj/urk/KPpWj4j0X/AISDR3043MlukkiM7R9WVWBK57ZxivH9J0KCf4e6/q91eXT+Sbq38uSZmU7ZPkPJ4IxigD1GDwLocPlfuppEjs/sQSSdnUxehBPP1q5o/hfTtEkEls11JIq7Fa4uXl2r6DcTgcVi+Hdf1KbUJdBuUthcw2EVxBKitswwAAbJ65rO8CanfR2Xiq4vVe5urW+k3RwklWIUHagY5H0zQB3t9Y22pWM1leRLNbzoUkjYcMp6iuftfBmgaOtxcP5zRPam2mN3dPInk5JwdxxgZP0qDwl4rvfEFyBcW9rDG9v5yojsJY2yAUZWA6eo4ro9UsI9U0m7sJceXcwtE2RnG4YzQBkaHpGg22G067e5WSPdGr3jTKI24+VSxAXinWXg3SrC0ls4vtLWcsbxm3knZowrHJAUnA/pVKPwpFo8BuoZyDbaQbIBF2527iGyOh5rE0C5v7KTwncLfXVzHqcLRXMEspfkDIkAPTHfFAHX6J4bttDg8iC7vpo1BWJbi4Z/LX+6M9vrmorXwhptppV9pqPdNa3u8zK87Ekv94g5yCa1Z/s99a3NuJFcbSkgR+VyOnHQ15/4MX7WNHnvWvIWtvNit7h7k7bg+ZIvl7c84VQfwFAHWR+E9Lhu4btROJ4H8xHMzEhvLEeeT/dA/nVfT9F0a31Ke4tdTlkuNQUmRTd7/OAG3IBPbpx0renVLy2uLdZV3FDG205Kkjv+dcd4e8APo11oN1JfebLpdpLbMAuBIHbIPtQBtW3hDTbWKyija68uzV0iQztja33gRnkc96bY+DtL0++sruA3O+yRo7dGmYoit1AXpW3ctOttK1sivOFJRXOAT2BNcXpPjTVNSm0yA6dax3E88sV3CZjugEfVvcf4igDa03whp+k6pJfWk98u92f7ObpzCpbJYhM45JJ+tOtfClja6vPqcc961zcBRKZLhmV1GcLgnGOTx71kad42uLvxPb6XLa23kXMkyRSwSlyNgJBJxjkA8A8VJotqth8Q9dggaXypLSCco8hYB2aTJGenQUAX9P8ABumaddJLCbgxROZLe2eUmKBj1KL2/p2ot/BmlWwtBEbkfZbh7mI+exIdvvE5PP0rNsvG9xd2ej3JsY1S+vpLSQCTJj27sEcc/dNSaP4vvNVurJ10w/Yb2SRYpEJLRhTjc/GOcUAdf1rBt/CGkW1wJEikMa3DXKQPIWiSU9WCngHOT9a365K2vdRl+Ij2V6pihjsnlgEM5KSLvUZdOzDNAGtb6BbWut3GrQzXInuSPOBkJRwBhRg+nbFa9cTD44uZfE76a1lBFAt0bX97MVlYjPzKpGCpx2Oea7agDIt/D9pa6xcapFLci4uSDKDMSrYGAMdOKrDwhpqXdzcQSXlv9plE0scNy6IzjvgHjOOcdayYfGt89gtzJpsSY1b+znxLnjdjcP8ACluPHMsXiGfT0sk2w3CW+yRykkm7A3LkbSBnpnJwaANC68EaXd3puGku442mW4a3inZYzKpBD4HQ5Hbr3puq+BND1i8uLm8W5zclTNGl06JIygBSVBwSMDn2rM1P4gNZa1f2lvYm5isZY4ZVTcZHZsZ2gDGAGXrVDxPqk2tKs0cPk2+m6xb26SCUh2k8xQ+QONuDjmgDqbjwhptxqD3iyXsEsmzzBb3Txq+3gFgDycD8alvfDNnf6rbajNNd+fa58nbOwVMjBwOnIrbrlI7/AFubx9e2cU1o2m29tGTEc7wzHOT74oAsXPgrRboakJYp/wDiYzJNcbZ3GXXGCMHjoOlZLeEtVXWb28guUimuLlJFu1uJAyxrtG0x/dY4BHJ7mptR8YXtq+rXdvZRSadpMgiuNzkSueCxUdAAD3612EbiSJJF6MoYfjQA8VgXXhDSr2+nuphcH7Q6vNCJ3EbsvQlc47D8q5LxhrF7qqXH2W3EVrpWq20BuPOKuzl03YUcEYYDn1Nad74zvV1m9t9Pt1uI7KeO3eEQuXkZsFiGHyqAD39KANm/8GaJqd9LdXVvIzSgebGJnVJCv3Syg4JHY1k3XhPUTq+o3VnJFE915ax3XnyB4VUYA2D5WI5xk9+akGoeIZ/HeoafazWgs4oIZQkyMSoJ+bGD1/SoNV8aXsOu3tpptsk8WnFFuIvKdpJS3OEI4GB60AaN74E0bUJpprn7SZLgIbjy7h41lZRgMyqQM1du/C+n3mtWerO90t1aRiKMx3Dqu3OcEA4OT1z1xWZq2t+If7fTSdItLEvLZm5WS5ZvkwQMMB7nHFYN5408VW1/NZi20oyoJlx85w8UaSN36ENgUAdbqHhDS9S1C4vJ/tKvcoqTrHOyJKq9Ayg4NbkcaQxJHGoVEAVVHQAdBXDapdX194j8Jyy7Y7G5YyLGpdJFkCZIbnBHPTFT6z4m1+012/sNP0+zlis7UXZeSRtzp3UAd6AN3VPDOl6vdx3V1A3nouzzIpGjZk7qxUjK+xplx4T0W6mjlksgHji8j5HZd8f91sH5h7HNczq3j+8FzbW2k2YaY2Ud7LHLC7sQ+NqAKeD15PHFdtptxNeabbXNzbNbTyRq0kDHJjYjkZ9qAKFx4X0u5vbm7eOQST2f2JgsrBRFzwADgdeook8MaRPZ2lnPC0q2aFYWeVjIoIwfmzu5HvWde+L10/xNd6VeeTbxpFE1vI+cytISB+AIOa5+31bVH1a71qC2tYZ/7KW5uUdmdWVWYqFweCQOtAHZTeGNJmltpfszRyW0fkxvFIyME/ukggkfWnf8I3pPnxzfZf3kcJt1Ikb/AFZ6jrzmsO88WX91PYWWjQwC9ubL7cy3ALAJ/dGCOSabL4m8QO1hbxabaWt3d2kkxjuZCTGydsDqDQBsT+ENCudKtdNl09GtLQ5gTc2Y+vQ5z3NU/FfhIa54Nfw/p7x2iZQRuwY+UFIORg5z+Na3h7VTrfh+y1MxeUbiIOUznae4/Os/xLrF9ZSW1npUliL2bc5W53NhFHUKvPXjJIFAG3ZW7WljBbtK0rRRqhkbq2BjJqjrOhadrfkC8DrNESYZYpWjkTPXaykGl8OapJrXhzT9SljWOS5hWRkXoCR2rnfExuk+IPh1rKGKSYw3A/ekhQNuc8UAbq+FdHEttK9s0s1tu8qSWVnYFhhjknnIrIv/AARb+boVvpkS2+n2F09xJGs7q3zIy4Ujnq2cZH60j+MpJ/D9pfQLDBcTSurxOGlbCEhiiry3Ssu+8Sa5qvhPw/e6fPBZz3+pRwPJsJBTeRkDPGdvIPqaAOqvvCmk3+mQadJDJFbQTCdFhlZDvGeSQck5Oee9T3Oh6Zd2FvYXkXnxwkNEZZCXDDoQ2d2ffNZmq65qWlppGnlbaXVNRuDCJACIkCgsWxnOduOM9axfEB1efWvCkpitbbUhdzx5bLps29cAg8jnFAHVXfhrTLu0S3MUkYR/MSSGVkcN67gc5qNvCmltZR2yJNF5cxnWWOZlk8w8FiwOSSPWneG9Yl1nTpZZ0RZoLiS3fZ91ihxkegNQeKdem0ZNPtrREa91G5W1gaUExox7tjtigCd/C2jz6W2nXFoJ7dpPNbzWLMz/AN7dnOeOtJH4Z0I6QdNjsoXsi4cpuLfMDkHdnOR65rmdc1fWdR8J67ZgQQX9g6xTuobZMrKD8nOQTnGCf511fh7So9H0mO2jgt4Tksy26FVye+CTz0zQA/StB03RDcHT7byjcP5krb2Yu3qSSal1PSbHWLdIL+3WaNHEigkgqw6EEcg1neLtdm0DRVuLaON7maeO3h804QM5wC3t1rO1TxBrmh6LcS3ttaSXbXEdvashIRy/G5hyQAaANNfB+hJbT24ssxzyiaQGRyTIDkNknIPHWtCx0y003zfs0WxpW3SOzFmc4wMk8muYHiHXIrHXLO7WyTV9PgE8csSsYXUgkZBOQeDxmqM3iDxdZ+CZvEM/9lM0lvDNbwKj4XdtyGOeeDQB3N7ZW2o2ctneQpNbyrteNxkMKy7PwdoNj9sEGnpi8QR3G9mfzFHQHJNVPD+saxP4g1DSNYSzL28EM6SWoYAh9wIIJPQqa1tev7jS9CvL20txcXEMZaOIsFDHsM0AVYvCGgw6e1gmmw/ZnwGQ5O4A5wSeSParUGhabb3txeRWiLPcxiKVsnDIOgx0wK5m08WXeo6DqWZIYNQt7EzFWjZGRiOpQ9vQ5q14VvtRtPAdvqOt6hDcSC0E7SnsME/MR17UAamneFtF0m3uILGxSGOdSkgVjyp7DngfSp9P0DTNL059PtLVUtHBDQkllIPXg59awPDHiTVtYu7i2uY7cFbUTJIkbIA5YjGCcsvGQeOlV/D+ueJr/R2129ewFnDDPut40O+RoyRu3Z4yVPHoaAOhsfC+iaXbzRW1hFHFIhjcMSw2HqvPQe1SafoGlWGHtLcYEflLudnAT0GScD6Vy1vJ4h13w1czX89hNp2oac8q+WCrQuVyFGDyPfOal8J6pq1tdaXouoC0eKTThNG8AYFdpxg5PNAHSad4c0jSbh57DT4YJHJJKDpnrj0HsK09yklcgkdRQ2dpwcHHBrjPBwubfxP4ogvp4Z7gSwyedGu3crIcAjOOMdqAN+z8N6Pp9895aafBDcOdxZV6HuQOgzk9KoT+F44/EOn6npsNjaiAyGYCD55N+M4IIA6Z6GsrTfF19ceJYrK+eC2jmmkjiheFh5ijO0pJkqxIwSPSu6oAyx4d0YXa3Q0qz+0LJ5ok8ldwf+9nHX3pF8OaOmqnVF063W9PWYJhjznJ9T71zGneJNYfXEW/mhgtrm5eCGFogVIHQrIp5J9DUWm+L9SuP7EE9zaMbrVJ7SXauCyKG24B6HgUAdmllp0GqS3iQwJfToEeQAB3UdAe5qm+neHI9SSN7bTVvpG81EZUEjEc7gOvrzXP+GrOabxt4lurhraUxXaIGMZ3qPKUgKc8Yz/OmeHbOSb4g+I57m7hnkt7iMJthTIUxDAz1GOlAHUR6JokOrteR6fZJqL5cyrGokOepz1qU6Hpbagb82Fv9qblpdg3E+p9TXPQl/8AhaE3mTWsqLp42sQolQlz8gxzjvz61fbW9dGoGAeGZDb+Zt8/7WuNv97GP0oA0P7A0c7s6XafNMJ2/crzIOjdOvvUsmk6dNfLfS2Nu92o2rM0YLgfXrV2igCq+n2cl9HfPawtdRKUSYoC6qeoB6gVaoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIbm3S7tpbeQsEkUqSjYIB9D2rnbXwDoNp4fvtEjinNjesWmVpiSSTk4PbmtXxDq6aB4ev9WkjMi2kLS7B/FgcCsTw5rHibVLWX7fp9pbvLbrPaXEblo23dFYdcjjNAGna+FtNtLuW6hE6zS2q2rP5pyUXp+PvVDTfh/omlLfLam8AvkZJ91yx3Z6t/ve9c94N16XT/AAx4l1nUXmnmtr2XzU8wsuV4wmfuj2q9/wAJrq8FlqM0ulJN9nszeRypuSIj/nmSw+9j04oA3ND8JWmi3hu/tNzeXKxeRHLcvuaOPOdo9uB+VdDXLaf4lvbm9exurKOC4fTxfQESblweCrehBIqt4B1DWNf8JwXmsTWsy3SPhoGO7BdhgnpwOOKAOov7KHUrCeznLiKZSjFG2tg+hHSs7R/Cul6J5BtY5Ga3jMULTSFzGh6gZ6CsLwiLnTtO8RxWSy3ZtdQmW2gllJOB0XcxrS0PxYuu3VpFb2bBZbYzTPvB8hgcbGHrmgC7Y+GNM01NSS0jkjGoyGSciQ5LEYJHpVHS/AWiaRcWk1utyzWjtJCss7OqswIJwe/J/M1vX95Fp1hcXs5PlQRtI+Bk4Aya57TPFF9c2X9p3mmrFpr2bXkc0cm4hRghW7BiDnj0oA09K8PWmkalqd9bvMZNRlE0qu5KggY+Udq164u38aX5gt5LvR/KF9bvcWW2XduVVDbXP8JwfpTNM8Z6nfi2WTSIoZtQtWubBDcbt+0DKvgfL1oA7esOy8KaZYa9qWswxN9r1BQspJ4Axzgds8Z+lZFj4zu7pNLZtOjUzxTSXiCXLW/l5zgY55FS6B4wuNYv4LeXTtiXMJnikiYsEXsJDjAJ9s0AP0zwBpWl3NpPFNev9ikeS1jeY7Yt33gB3zk9as2ng3TrLWpNXhnvvtchG9muWIYAkgEenJ4qppPibWdU1SW1GhqsFrctBc3AuFKrxkFe7cEZ9M1J4Z1fWNT+33N4LEWUV5NEhRm3KiHb6YPINADv+EE0YXy3Si4QJdG7jhSYiNJCOSF9+fzq7Z+GbCwnD2zXCRrIZFgEx8tWPXC1mab4wn1GWyni08vpt9IywzREsyBc/M4xgA49azDr11q2veG76ET2tlcTyxKPNBE6gHG5e3IoA9ArDTwtZJrb6utxei8ddhbzzjbu3bceme1blcl4b1jX9T1fWBdxWQsLW+a2jCMd6qqg56YOcj9aALR8H2Umoi6nnuJ41uTdRwSNlUkJzkHrjPOPeujrjrXxnczTQ3b6eqaNcXRtIbgS5kL7ioJTspIPvXY0Ac5P4I0Se+ku2imVpJ1uGjWUhDIpyG29M0+fwlZXN80081xJCZxc/Z2fKeYOhHfHA4rnpNfuNe1XT7yzhkh0+LU/sqzCbBmIJDZTuuasR/EIXGrTxW1kZrKK8FjvQkyNLkAnbjG0Z9exoA15/B9hLqd1fRXF5bvd83KQTFVlOAASOxwBVa9+H2hX19LdyC7R5ZVndI7hlRpFxhivTPAot/Euoza3daM9naxX8EqsoaY7Zbc/xqcfeH92ltdU1m48c6tpwW1+w2sVuyBmIbDbsngdeP0FAHUgYAA7Vh3vhPTL7Wjqz/aI7tkVHaGYoHVTkBgOtZ8viLXW8V3mi2mkW0iwRxzLM9ztzGxI5GOvBp+qeKbzTjeXS2Mb6fZOsczmX94zEgHavtnvigCze+DNGv7ye4mil/0lke4iWUiOYr0LL3roAoVQoGAOAK47UvGc9l4i/stLOEZeJYzPIUMwb7xQ428ehPeifxjdf25dW9rYSSW1nKsEimNvMlc45TjGAD3PNAF6/wDA2ialfXF3PDMHuCrSrHKVRmXGGKjjcMDn2qW58IaRdaib5opUmfHmiOVlWbAwN4HWt4dK5Sx1DWbj4h6tZmaA6ZawwhYjkMCwyW6cntQBo3XhbTLrWItVYTx3UaqmYpSodV6BgOtR33hDSr/Vm1JxcR3DhRJ5MzIsm3puA61n6j4wubUarc29gktjpcwindpNrscjdtHtnv1rrI3EsSSL91lDD8aAMs+HdOOuR6uY5PtccIgQ+YdoQHOMVWl8GaHPNezSWpMt4ztK+85BdQrY9MgCuQGq6j4b8T+LL6KA3emQTW7TJJcndGGXLFFPHfOM9q1tZ8Y6lBf3a6TZC7js5FhkhCOZJHKhjyBhRtPU9TQBp6r4F0fWLi1numvA9qoWHy7hlCYGMjHfHerMnhPTZb25vG+0edc2otJG848xj+vvWJqXjHU4NZns7OwhkaB4kNs7kSy7wDuXAxtXJz9KteKZ7wa14bh8ww2816BIIpCGLBScHjBWgDQm8IaTO1jI6TebZx+VHKJSHZP7rEfeH1rZt4I7W3SCJdsaDaoznArj9b8TazZ6nrEFlBZGHTLeO5ZpWbc6NnKjAwDxXXWdyl7Y291GCEmjWRQeuCMj+dAGXrHhXR9euVuNRtBNKsLQA5I+UkE/qP51I/h7R3mYtax+Y9sLZgDgtEP4celYeualrkXj3TdN069s47aazlmeKZTyVZBkkfXj8ap67Lc6b46n1C0EbSJorzN5jttOxicY6cgdaAOkuvCmkXcVnG1sU+xrsgeNyrIv93I5x7Ux/COjvd2l0IZFltIZIISsh+VX+9+NYWpeNdR3WMOnWSmWWwF9LlHkwD0RQo5JPeuq0LUJ9V0Ozvrm0e0nmjDPA/VD6UAO0fSbXQtKg02yDi2gBCB2LEDOep+tVtV8N6brN5b3d3E/n24KpJG5UlT1U46g+lYXxJl1GHw+JbZ4/sayx/aUEjJK4LrgIw6d81b8Ua5qOlSafbaZDCROrGSeVWdYgoGMhQTzzz7UAbekaRaaHp0dhYoyW8edisxbGe3PaqmueGNN8QyW0t8swltiTFJDKUYZ4IyOxrD/AOEt1DUptIstJSwN3e2zXMkrSlolCnBVSByc/lVSXx7qDW8dxb2VmFCASpLMQ3meZsO3A5Gec0AdHL4Q0SS3s4BaeUtnkQGJirKD94ZHY9/WmSeCtBfRTpK2Xl2gm89VjcgpJ/eU9jWdc+KtRig023NvGl9dzyxMY1aVRsyeAOTkCq+p+JPE1to+l3Vtp1qtzPeC1mt7lyhbLYVlPYHrg880AdBceF9JutJj06WBmhifzEfed6v/AHg3UHk80tv4Y0q2a1ZbctJayNLFI7lmDsMFsnuay/Ek2sWnge7mvDavNFE7XIgd03R4PCNjIbpzUmt6rdaTo2nSWUsKCUBNs2XkclflVB/E2aANvTNJsdHhkhsLdYY5JGlZVPVm6mk1bSLLWrP7LfQ+ZGGDqQcMjDowI6EVhza/e2eiWIuJrQ6rO/lusQL4I+8FVeSQO1Y974t1S68EW2p20kVpdHUktZNy9R5u08HoSO1AHTN4R0VtMOntak27TCd13nMjj+Jj36D8q17W2jtLdYIQQi9ATmsPW31WHwjqEn2i1+2JHI24bgm3nj1Bx39azrTWH07wv4at7QAS6hHHGss7lkjOzcdzHkkjOPU0AdRqOm2mrWMlnfQLPbyfeRh+R+tZg8IaP/ZE+mSRSywT43mWVmfI6EMeRjtXO3ni/W4Umt4obI3MGpx2LTMT5cgdchhjoR3FbnhzXbu8GqW2ri3judNm8uWWFj5bAjIPPI49aALMHhXSYNLuNP8AIaWG5AE5lcs0oHTc3U09vDOkvoz6Q9oGsHABhLEjAxgfTgVo2l3b39qlzaTJNBIMpJG2VYexqegDNtND06wv5L63t1S5kiSF5MnLIowoP0qXU7Cz1TTZ7K/RXtZV2upbHfjn61DrWkQ61awwTzzRRRTrM3lOV37c/KSOxzXm4tv+LZXmqrcTG5dxD88rFSFuBt7+nH0oA9D0vw1pmkQypbxNI0yeXJJO5kdl7KSe3tTLPwnolhZ3Npb2CJb3CeXLHkkFfTrwOawbjxffaKdbjvo4bj+z7SO4iaEEFt3GCPr3rU8O6xquoXjx3tqBbGBZY7gIUyx6rg9cetAEqeGNA0iWfU1tlhcQGOWcu3EYHIPPQCk0BfDdnHHp2jSQeXPB9oSFGLBoifvAHsSTW1eWsd7ZT2kufLmjaNvoRg1ykuhaf4LsZtdtllmfTdJFrHGzdUTLD8STQBsWnhTRbFJktrFY0mVkdFY7cN1AGeM1PbaBptpdW9zDbBZraIwRNk5VD2rnLXXvEDX1vp8osJZ72wa5t3hJ2xuuPlb1ByMH61X0zxnqOoT27Ilu0UNg9xqCKDujkUkbB6Zx3oA7xlDoVbkMMGsHTvBfh/Sb/wC3WWnJFc4IMgZiTxjuayvDeu61q1zbzuAbG8hMil4xGYSRkKOcv78Co/DGp+JdSa4ubu8s5baxuJ7dooYf3lzszhhz8pzgY5oA37Hwro2nSwSWtkitAWMOSSIy3UrnpW1XPaJruqas+258O3umrggvcMnDduAckdKxfDGua9rU9+813Z+Vpl9NBLHHHkzqv3cHPykcetAHRWfhbRbDUXv7bT4o7l2LF+TgnqQOgNWDoelm5FwbCDzlk80Ps5D+o965Hwx4m13WBZXskUbWtzM6TI2xPJUE42/NliMc5FP0/wAW3cviO1ia5jmsbw3HlFY9oPljgAk5zkY5HPagDp7LTNI0i7ZbWKGC4uXaQru+aRjyxwevSp7fSNPtbyS7t7SKO4lJMkijBYn19a8/s9Vk1vxT4U1e4ntv9IluFigRRuhAjcFWbqT0+hr06gDN/sDSv7QN/wDYIPtbHcZtvzE/WtKiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCve2dvqNlNZ3cSy28yFJI2HDA9RWJpngvSdJikjtGvAGiMKl7uRjGh7Jk/L+Fa+qy3VvpN3LZRpJdJEzRI7bQWA4ya84+Hsk9v4Pl8YX93d3N1NBJJMJ70iNmViAAp+VegANAHX6d4H0PTILm3t4ZjBdIUnjlnd1kz1Ygn7x9alg8IaTBps1hi6lhliaFvOuZHIRhggZPFczoHxPOoW+qzahp3kpYWouiYGZuD0U7gp3fTI9629M17X7izu7jUdFhtYxa/abd1uNwPGQj8cNjGeooAv2nhbTrPUYL+P7Q08Nr9jUyTMw8rOcEHg/Wo9I8I6ToaTJYLcRpIGUKZ3KxhjkhBnC8+lY3h3xjfP8Pv+En12CFYVt2n3W7li4DN/DgY4A71Np/izVLm5SyudMgiu7qza9sik5aN1GPlc7cqeR6igC9YeFrXw1De3OjpPNdygvsurt2R3PUnOQCfXFN8IaJJpNvd3N4ltHf6jObiaO3+4meiqe/1qhoWu6r400QmXSfsVleWskZuPOyVk5XhcZK+hqXQvB8+katpl2135q2em/Y3GT87bshgO3FAHWyxJNE8Uih0cFWU9CD2rEs/CWl2MZhiFy1sY2iFtJOzRKjdQFJ6fyrdzmqOs38mlaNd38Vs1y1vE0nkq20uAMkA/SgDNsvB2mWJ+R7uQLbm1iEs5YRREDKr+Q560tj4P0rT59NngE+/To2ity8pbajdQc9azW8XrqiadZ21s5bU4isjQXGJLQmMPzx1wy4Pqaj8Ja5cw2uj6Vfw3Ty3Vs7xXN1MHeQpjO7A46jBzQB0VroFjZ39/dxI5e+/1qs2V6c4HbPeoNN8MWOlSQm2mvBHDu8uFrhii5/2fT0HaszQNWln8R+JPtb3SizZAY2cPDGNufkOBz3NS6N4jvtcEcp0qS30+8V/s1ysmWAXPzOuPlzjjrQBb0TwxFod9eXMGoX0y3crSvDM6lFdjkkAAHsB1p9j4V0zTtRnvbb7QrTOztEbhzFuY5YhM45JNc/4P8STrDp2mXy3Vw91PdRx3srqS7Ru+QQOg2rxXcsNykZIyMcUAY+neGNP0qRTaG4SJGZkg89vLQt1wuent0qtb+CtItb22uovtQNrK00MZnYxxs3XC9Me1Yfg3xJeRaVp0GqRyypdXc1tDdvNvdmDNt3DHAwDzk9K0YvGbv4kg0yaxWKK4leGNvPDOWUZ3FQMBSPfPtQB11Y1v4Y0211i41OEXCzTv5kiCdxGWwBu2ZxnAFY9h45Goa2NPjs4lP2gwFGuQsyAdXMZA+X0wTXY0AYNv4R0m1vRcwxzKFma4WDzW8pZG6sE6e/1Nb1efeHvE13pxuYdRhubi0fWZrKG7abeykuQoKnkL2zk/StCLx/ay6jNCto5tkufsqTJIGd2B2kiMDIUHqc0AX28GaP9vjvFW4jaKf7SkaTsEWT+8FzgZ79qk/4RPTkubiWF7qAXEwnljhnZFZ/XA6ZxzjrWXZ+Pre9vkWC3D2b3RtVkSTdJuBxuKAcL+OaF8eeXcEXOlyQ2q6idOefzQ21+MNgDocj86AL8/grSJ2mZvtIea6F2zrOwYSAYBB6gY7dKsTeFtOn15dZLXSXYVFby7hlVwudu5QcHqetbdca3jmaHVdQhudFmisbCdYLi889Tt3AFW2Yzg7l78ZoA2o/DllF4hl1xHuReSoI3/fHYVHQbemKZceFdKubyS5eKQebIs0sYkISR16My9M1nT+JdWPie80az0mGfyreO4imM+1SrEghuODwcAZ+tUbv4iJBrxsYrQzRR3C20gjDtJ5h64AXbhfUkUAb1x4U0y7u5Z5xcOs0qyyQmZvLZ16Hbn6U+fwzplxqsmoukwmlQLIqTuiPjoWUEAntmudvvHGp2U2rWp0y2N7Z3UEUERnP7+OQ4DDjOfarmp312PHOh2Fx58EMvmvE1tcfJKVQHbIuM46457UAdfWLceFtMudcOsMk6XjIqO0c7oHC9NwBway7nxlPBLqVwmmhtM0yfyLqczYcnCklUxyBu7mn3XjRbax1W5GnvIunXUdu4EgG4Ptww4/2hxQBdu/COkX17NczxSN57K00QlYRyMvQsvQmtwAKAAAAOAK5DVvGlxYaw9nDpyPHD5ZkM03lNIH6eXkbWx3yRS6tG8fxA8OXCXNyqzrMjwGU+WcRkg7emfegC/c+DNHvNZl1OeOdpZmVpY/PcROVHylkBwcYq1c+GtJutQe+ktSLiRAkjRyMnmAdNwUjdj3rI1nxo2jXGqQS6WzyWcUUsCiYA3Ku235eOCDgY56j1rqYXeSCN5E2OygshOdp9M0AchqXhbUbrUtRlimhRbrYI7lZ5IpIFAxgKvDYxxk1o6n4N03WHt5b6a9aeBV2SR3TphgMbgAcAn1rB8ca1PfaXrNjZ2zhdNeLzrj7QYyHJUjaF+8MHnJFXfE13ei68O2Qmnt7S7njV5raYrIWAztI2n5T35FAG43hnSZI7hZbYy/aYFt52kkYmRF6AnNadvbxWltFbwrtiiUIi5JwBwBzXK+JfF9xomsx2EdrGEe3aUXFwWEbMDwgKggH3JApbrxRqct4tlpGnQXdwunreylp8Kd3CohHXJB56UAbGqeG9I1q4jn1CzWaaJCiPvZSFPUZUjipJdB0yeV5ZLUM8lv8AZnbe3MX93rWVe+Jb631C7so9ORpodLF8qvLjc2SCh446dazrrxzdLZ6bPBp8caXtl9pEtw7CMN/zz3AHB9zxQB0LeGdIMdsgtCPsqlIWWVwyKe24HOPbNaNtbRWlukECbI0GFGSf1Nchr/jW60h7ALZwiG5tjMbiRnaMN2QMin8zgUl340uzc29rYWkDzmxW9n5eUAE4CpsHzZPftQB0er6DpuuxJFqVuZ40O5V8xlGfX5SM1TvfB2j34hLx3EckKGOOWK5kVwhOSu7OSD6Vi6t4ivNW0RrC10tor+405rqaG4maHyEzjG5Ru3Z7cVu+DpHl8F6JJI7PI1lEWZjkk7RyTQBHN4O0FrWyhFkIEsc/Z2hkaMoO43A5we+af/wjnh6/ijmW0hkiCBEMchCbQcjGDjrz9apePbq4g8PxQW8skX2y6itZJI8ZVHOGwT044qp4n02W1ttJsLCBptNhyJdPtpvJmkVRwUIIzg8kZGaAN1vDOkvAYXtmdPO89d0rko/qpzkfgaW48M6RdWUVpNZ7oYpfPQeY4Ik/vZzkn8a5JfFE+l6VomnadO93d6g8u2e9jkcxKpJIZVyWI+71961B4r1Jv7HjGliOXUJpbc+eWTayAkOFIztYKTjr0oA3r/Q7DU7FLK7jkkt1GNnnONwxjDYOWH1preH9LeCCGS0EiW7+ZD5jsxjb1BJyKwm8ZXa6BZ3z6W0M0941o4kJ2RFSwLnAJ25X9RUk/im8Oi2dxDFZR3dzK0e1pWlXC5G5Qg3MOnHGM80Aax8NaN5NtELJVW2cyQlGZSjHqQQc80j+F9FewnsW0+P7NcS+dLGCRufOd3BznIrj9W1O71zwnoWsrbtHqK6hGixpK8a53FTuHXBx0INbcviu8i0599pbx6jFdi1kieY7PXcuBuYYOcYzQBqz+GNIutMOmz2hktC5kMbTPyx6knOT+dMXwnoa6V/Zf9nobLcGETOzBSBgFSTlePSsi38Z3EukWt29lGsj6qNOlTecD59m5cjPocGrY1/VWNzGtlbb01D7IjGUhQu3dvbI+gwO5oAut4V0M6bFp/2BBaxSiZEDsPnHRic5J+pqaHw9pVu980dkgN//AMfWSW83jHOT6VyniHUrnUPBg1O508w3NreoIoxcMqyESBd2Rg7T1we1dF4f1q51S41K0vLeKG4sJxExicsrArkEZFAGlp2m2ekafDYWECwWsI2xxJ0Ude9W6QEHkVm6/qY0fQL6/wBpZoYmZFUZLNj5QB6k4FAF24t4ru2kt50DxSLtdc9Qayo/CWhxaRJpS2C/YJCC0BkcrkHPGTxz6VjfDq7uBpVzpN7dS3F1ZSDMk0bI7I43jIYZ4yR+FdkjrIoZGDKehByKAM0eHdJF3cXf2GNprmEQTMxJ3xjopBOMUmleHtJ0VmOnWiwkqF++zYA7DJOB9K0ZJY4U3yOqLnGWOBXG+HtOgt/iH4idGnOyKAqrzuyqX3FsAnHOBQB21RzRRzwvDKivG6lWRhkMD1BFJFPFOGMUqSBWKsUYHBHUHHelSWOUMY3VwrFTtOcEdRQBnaV4c0nRWZtOso4GK7cgliF9ASTgew4qaz0jTrCa7ltLOGGS7fzLgqv+sb1NXJJEiQvI6og6sxwB+NcPbMtr8U7+zt5pw1xpwuEV5naLzN2Mlc4/KgDprPw7pGn3Mlxa6fDFK5JLAdCeuM/d/DFLpnh7SdGd306yjt2fO4qTzk5PU+tYHg/WPFGug3WoR6ZDZxTywOIlcvKVJG4ZOFGexzXWQ3dtcySxwTxyvC22RUcEofQ46UAT1kaT4Z0bQ7m4uNNsUt5rg7pWVmO49c8k1pJPFJK8SSo0keN6hgSuemR2qQgEYPegDPt9O0iG7eW2tbRLhmLMyIu4t3P1pyaLpcUiSJp1qrpIZUYRLlXPVh6GuT0HR9OsPiH4g+w2ltDILeEoQg4ZgST+J61Doni/XLi+077cunyWt3ez2TfZ0ZWV0BIYEsQQcHNAHXL4e0ZL1b1dLtFuVcuswhXcGPUg+prTrjfB9zrN3fa3NfalHNbJqUsUUJjwyKoGADnpz6Vl6P4u13VNWa6hEcmmNqD2hiaIIsUasV3mQtncSB8uO9AHo1FcHpmreJNT8U6zpKX9okenXcbb/JBMkTLnZjPBHr1rUXxJrTXsMX/CJXohecxPM08fyLnh8Z5FAHUUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBWvrX7bYzWvnSQ+ahTzIjhlz3BrntL8B6Zp3hqfw881zd6bMCvlTvnaCcnBHvzR8RdXvND8DahfWD+XcrsRJB1Tc4UkfgaydPlu9B8VRaNa38l3Hd6Y11sunLssw/iz2VvSgDTsfh7o1pdz3UrXV5NNbm1k+0TFg0fZSOnHar+neFbTT0kjF3fTxNGYUjnuGZY0P8ACB/XrXK+AoNTHh+61+4gSS/uIncSvcs3mMGPBB4UDHaj4arqd34cl12QyTX935rDzbotE77yAAv8IGMZ9KAOk0fwZp2kaHJo3m3N1p7xtF5FzKXVUP8ACB0qXS/CllpIlMU11LIYjBFJNKXaCLsiE9AK5rwx4lvLLwn4m1nW/OeaxvrjfDv3BQoBCp7c1r/8JVfWHh+fWdXsI0tI7JLpWt3LZLfwHPfpz05oA1PDXh238L6Sum2k88tujFk85slcnJGfrWzXNeHPEV7q1yYbuw8sGBZlmjDbOf4ST3qfxkt0fCl+1jPJDdKgMTxvtIbIxk+nrQBT8K+H9Q0XVdcuLm6L2l7c+dBAXLmP1O4+vp2rqHRZI2RhkMCDXAf2nfxavaarql5NFDa6ZLI1imU82ZCA7EHqO4qza+Orx7W4M2klrmKyF55cLHaASNqFjxuIIPHvQBpaT4G0jR5PMthMZPsrWpd3yxUkknPrzj6AVLaeErWzfSWS6uWOmRPFDvYElWABz+Q/Ks2z8cSi9urfVdONmlvFNI0iyBx+62luns64/GrNl4tmmvLK1vdMayl1GFpLPfKG3lRnacdDgg0ALpHgm30jWLzUk1K/uJL0EXEc8u5JOMDI9hVzSfDMOjFY7S9vBaIWMVqZcomew9vQGs7w34r1HX3kkOmRw2lvLLBcS+cDh1P8I7il0nxm2q6kbRNNYKUldXWYNjYcfNjpntQBYsvBtrY3GmyxXdwRYTTzIrY+Zpc7s8dPmP510h5HpXI6f43N1NpxudNe2gvlm2SmVW2mMEtkDthTg1mWusXer+MvD+oi1ltra6tLlokabPmqNm1io6ZBz+NAG5beC7K2tLC2S6uilldtdx7mBJZs5B9vmNEHgqwt5rN47m6CWU5mt08zhCeoz1IOe9U4PHfn2VhcDTZFa7W5ITzASrQ9R75p+m+NJ724s1m0o28NyUXzTOp2lxlRigCzY+C7CyuIZTPcTiC4a4hWRh8jsSevUjk8HiumorkPDOq+INR1bWftgszY22oNbxhch1QKD9D1H60AXLbwdYQXjzNNczRm8a9WB3+RJWzkgd+vQ0608J22n3c0tnd3MEM05uGgRht3Hk44yATyQKpw+NRKttdnTpV025vTZx3G4Z3bioYr1wWBFdWwypGSMjqKAOdtvB9lZam11aXN3bwNIZjZxS7YS55JwPU1WbwHaMJ1/tG+2TXwv2XzAR5g/DpwOPauX0PUfE8mgR21zdyowvhJ9sJ3GS3ZyAgPZu1b0XizXZ/FF7oVrokUps3jMk5uMKIm7n/a6nFAHb1xFt4UnvPFGvTan566fc3MM8USS/u5tiKPmHXquSOh4rtdyhguRk9BTqAOe/4RZB4nbXo9SvY5nVUaFXAjZF6KVx05NSSeFLB7qedJLuH7RJ5syQzsiu3rgVzes+JZ7b4hWix3ZFhbMtrPbjOHklGQ3p8vA/Gu/wBy7tuRu64zzQBjXfhfS73xJZa7LETe2iFI2zwQemR3I7VDf+ErbUNZGqzX1+tzF/x7lJyqwZGG2jpyOtdAelecWFzPrf2jWbjW7iyl/tY2lrAGPloEbGxl7lsH8xQB0Vx4K0+41We7M92sNy4lubNZSIZnGOWXv0H5UzUfAul6lqE9zJLeRxXBVp7aKcpHKy42sQO4wPyrpvMQSCMuu8jO3PJHrin0Ac5qPhC11O5Z5r28FvIVMtssv7uTb0z3q1d+G7K91CC9kku1mt8+TsuGUR5GDgA8cV57qtz4j0vTvEkNpe3Elo1yzRXLEs1sqsAyZ988Guhl8W31hDfPbaetxYaSiLdO8p81iVBJUdDgHvQBoXOjzaz4utLq8sEjtdJy0E7PuadmXHTsB157gV1VcRfeN7yOLUNQstOjm0rTpFS4keTbI2QrMVX2DDr1pNX8QeKYvFw0bS9PsJYp7T7TBNNKRgKwDbh+IAxQBs6p4Q0nWJriW5SdTchROIZmjEu3oWAPJGB+VR614QttbmtpZb+/hNqB5AgmKiNh0Ye+KytS8a39pe39tbWC3EmnKgniRWZpXYBiEx0wD3rsoJxNbwyspjMqBgjdRkZxQBkXHhawu5fNnkumlaAW8ridl81R/eA4Jptz4Q0ma4t7iGOW0nggFsj20rRnyh/AcdRW6zqpUE4LHA96801O31Syv/FA0u8lW1uY2BIfP2WUR7y49NwyPqBQB2V/4X03UJ0nlFwkq2xtS8U7IWiP8JIPNM/4RLS1hjhjFxFHHbi1xHOy7ox0B556muck8XTaHoFgbeCOeKPSheymWRmkJxnHHrzyav6t4wu9Mnj3WkC29zZefau7HLy8ZjIHfkYoA15/CumXFxFMRPG0UH2YCOZlUx+hAODUGoeFNCnW081Dam3TyYXgnMLbf7mQRke1bVlJPLYwSXKKk7oGdEzhSR05rzrx7Feap4oSzsbNb4W2nySzQyvsWPcfldD3fg0AdhqPhPStU+z+ek6tBG0SPFOyNsbqpIOSPrWhpem22j6Zb6fZqy21ugSNWYsQo6DJ5qh4ZvLd/COkz/aXaNreNRJcHDMcY5z3zW5QBna1pVtrWlTWN1wkgG1+6MPusPcGs2bw1b3Nrp02s3ksl9YqVW7ilMBJPBJwe4rH+KqxJ4Whun80TRXkIiaNyu0s4zn1GBU/i7T5bq80e6ubSS90mEOLqFHxglflcjuBQBqXfhLQ7jSre0kgMcFoxlikSUo6Mep3g55yc81MdA0uWOxkUvi0l86CRZzwxXaTnPOQSK4KC41LVdE8K6fIFlgvLicyR3DkB449xQEjkjAH1q/NPc+ILPQb6KwkOl21xPBfWMDcZUFAw9VDDP40AdJd+FNNa1gtY7y6s5FnklhmS4PmbnyWAJ6g+lSx+ENLS0tIGE7tauzpMZW8wsxy2WHJB7jpXKWf2i++D091fTtDcWqzzW1wzEvHsdijZ+gA+ldto2oNP4bsb+9dInkt0kkZjtAJAz1oArN4S0k6OulrHMlqs/2hAkzBlfOcg5yOadN4W0qeO3UxSI8ExuElSRlfzCMFiw5JIrZVgyhlIIIyCO9cz4j8SXukarbWdrawzLLbyzsZGIOExkD65oAtr4S0hdMudPED+RcTfaH/AHjbhJx86nqDkZyO9Z974OgitY4tJQxBrgTXIMzK0xCkAlxznOD+FRyeLbl7G7ijFrBqEN4LRRJuZWJRXyAOSQrfpUMXjDUf+Ea/tVrKJ0t7421yxJX90H2mUDtjrg0AXbHwikuiy6bqryyQG5E8cYuHYptIIG8nJ5GfStW30KzsZ9RubZHM9/zN5kjMrEDA47fhUPh3V7rWI7yaaGJLeOdo7eWIkiZR/EM9s0/xJrP9haNJegwbwyogmfapJOMep+lAEXhXRX8OaAljNceYVd5CcnagY52gnnA96tavo9h4i04Wt3vkg3rIpilKnKnIIK+9Y+kasfE2laxb38ERS2kaFiu4K/y56HkYzWZ4R1C60j4R2d7HbPczxQsY4i+S/wA5AGT/ACoA6aHw5p0Oszasizfa5oFgdjKxBRRgcZxn396m0XRLDw/py2GnRNHbqxbDOWOScnk81yq+ObmHRbueQWc93FPFbRKhZAXkIHzhuVA5+uK1/D+uXtzrN/omppCbyyjjkaaAHy2DjIHPQigDW1jTrDVdMls9SRXtZMBgzbee3PY1Do/h/T9Egljs1kJmx5kkshkdsdMsecDtWb8QkD+A9W6bliDKT2YMMGshfGN9oNjew6xDBPNZ2KXSy22QjKxChSDyDnvQB1Oh+H9O8OWc1rpsTRxSzNO4ZyxLt1OT9Ky/B/hebw2dVkluFc3941yIY87Igewyep6mpNB1TWrjVHs9StongNstxHeQgqjEn7mD1471o+Ir2807w5qF7YRJLdW8DSxo/RiozigC5e2dvqFlNZ3UQlgmUo6HoQaoaV4b07RmL2scjS+WIvMlkMjhB0UE849qxNM8WXl1d2yTRQCOXRl1D5Tg7ySCPpxVHR/G+oypcy6nFbrttHu1tY1ZZkC9sH7w9xQB1Wl+HdO0aeWWxjki8zcWTzGK5JyTtPGc0umaLpWj31/JYxJFcX0nn3A3ZLN0zjsK5nSvF2qzRxaheWo/sx7J7qRgm1oiBkKOfmyKr6Bql7qXjXTry8+wkXumSTRfZydyR7kIVieGIz296ANrR/CZ0vxrrWvLNti1BUUQITjIHLnPcn0rqaK4TwRf65crq9zqWoQ3EMV9cIsQHzKFbAA9BweKAOht/Ceh2uqyanDp0KXsjbmmA5Jot/Ceh2r27QafEhtpmuIcfwSN95h7mue07xXqc8mj3zvbzWeqz+SLaMfPb9cHPfpzXd0AZUHhzSLbVZtThsIUvJjueULyT6/WgeG9GGpNqI063F2xyZNnJOc5+vvWrRQBkW3hjRrTV5dVgsIo76Vi8kwHzMT1JrXoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAqalp1rq+nT6fexCW2nQpIh7isiy8FaPYR3IgScS3EQgedpmMgjHRQx6Ctq7a5W0lNmkb3IX92srFVJ9yASB+Fea+FvEWrWfw61zX3El/eQXc7GC4ucqqo2Cqtt6YHpQB22m+F7HSNIl0uzluo7V1KhTLuKA9dpPSo9G8KWug6VPpthd3iW0ikIDICYc5yUOODk5rA0r4hXRtZptb0xLdRp66hCbaUyB4ycbeQMNn8KXQ7zU5PG+ozSwyobjTI7hLKS53qrbsADjCn6ZoA3tL8IaZpdleWiGeeG9LtcLPJvEhb7xPuaLbwhpdrZTWR+0zW0sBtjFNOzKIz2A/rWH4R16QaB4h1nUZrxjbXk5kt7gqfI2KCUQjgj0rX0TxBqt/btPf6KbWFrb7TC6TBwwOcKemGxg+nPWgDR0nQbPRreKG1M7LECqebMz4U9uafrejwa7pklhcyTRxOVJML7W4OetYGkeNv7WF/EtvAlzb2puVSOcSgdRtcgYDZHQZp/hzxDfnwWut+IRBGiwGd5YWJyvP8OOOKANWfw1p91qcOoXCySzRQNbgO+VKMMEEe9UT4Lszp89k1/qLQSI0aAz/6lDj5V47Y4zmq+g+OItZ1eDT5LMwNdWxurZhKsm+P/aA+6cYODXR6lerpumXN68TyrbxNIUjxuYAZwM96AMUeCdJExfNwVfzfNjaXKy+YoV9w98CjSvBljpd3FdG6vbua3Qx2zXUofyFPULx+ppuh+NLTXfsyw2d1BJd2pu7VZgoEqA4PIJAIJHB9RVXRfG11qru0ugXNta28ssV1ctKpSJkzn3YcdRQBc0jwXp+j2l5axXF5Nb3m8zRzS5DMxyzdMg1Hpvgaw0u4sZba8vgLKN4oo/MG0o38LADn69eKgtPH1tNNZtcWM1vY36s1ldM6sJtoJIIBypwOPWp9G8YNq2pxWg0m5ijuIDc28xdSrRjjLYOVJJHFADrDwRp+nrpyx3Fy6WEk0kauwIYy53BuOR8x/Op7Lwhpljqdvfwm48y2Vkt0aUlIkbGVUenAqloXi6+1q7niOgz28VrO8F1O0ybY2UZ4/ve+OlSaZ4xj1K7sQtmy2uoGQW0wfcTszyy/wg4ODQA1PAOkR3bTrJdhQ8jwxed8kJkBD7R75qWDwVY211bTxXV4vkNGwj3gqxQYXPFR6X40j1bWfsdvYSmAyPEJxIhKspwd6Z3KPQkU3RvGqa1qkltbafKbdZmgMvmKWVl6lkzlV9DQB1lYlp4Ys7LV7rUYJrpTdSCWWHzf3ZcDG7HrgD8q2iQASeAOtcnD42Et/b7tMnXTLu5+y218HUiSTJH3c5CkggGgCzbeDNPttS+1Ce6kgExnjs3kBhjkJzuVcepJ6966JhuUjJGRjIrhoJL/AFj4h6jBci/httNaHyVguFWMhlLEuM5bJ7V3dAHOHwZpw0SLSUnvEginE6MsvzBwc9cdM9qLTwhaWPii61+C9vVuLrHnxGQGN8DAyMZ4+tUtB8Q67qXijV7KbTIxp9rdGFLhZQCoAzyOpJqnoXiWayn1lNRS6lto9XNul07KVTdtCrjOcAnsO9AHSTeHrabxRBr7XFz9oghMKxCT91g5ySvrz1rYrj5/H1pDq7W/kFrJLgWr3QlXIlzjAj+8RkgZxXYUAc0PA+k/2dfWUrXUsV9c/api8vzF85GD2AwPyq7/AMI7a/2/bawZrk3Fvbm3RDIdhU9yO596oXHiq5Go3cNjo815b2c6QTyxuNwZsZ2r1O3IzUWo+NRY3V06aZPcabZyCG6vI3XEbkgYCk5bGecUAdZWK/hjT3v3uR5yCSUTSQI+I3kBBDEevArHu/G13ZTXhn0ORba0uI4ZJvOX5g5AVlHfryO1Tz+L57aXU7ebTljurSaKOKJrgDz1kbarA445oA1G8O2T+KU8QkzfbEtzbgeYdm0nOdvrWvXHy+PrNL+SFIlkhhultJWSUFxISAcJ1IBIB/HiprnxZew+KJ9Ch0Oe4mWFZ45ElUKyE4JJP3eh4PWgC1J4O0mXT9RsXW4MGoS+bcKZm5b29KmXwvpa3LzeU58yNY5Yy5KShRgFh3PHWsu98aNb63d6XDp6yTWqxsyPcpG8m/8AuKfvY+tR6pfak3j7Q7NluLWyfzGVo5FKzkISVdeoxigDTn8H6PcX8920Mim4KmeJJCI5SMYLL0PQflUkvhfTpfEaa8fPW/SMRBllIXZ/d29MVn3/AI0Ftc6oLXT5Ly20oA3sscgyhIyQq/xELyelULvx9cQXV8yaUrWFi0DSz+f8zxy42lFA5PI4OKANvUPCOlajqbajItxHcOAJDBO0YkA6bgDzxxVbxH4audXv9Bls7gWyadciVz5jAsoGNuBwc+9dMrB0Vh0IyK5nVPFk1nqOoWtlpUl4NOhWa6cSBMAjICg/eOOaAOo4rFXwtpKf2niBh/abbrr943znGPXjgVzfiDULrXNS8PW1lvWxvkN0DHd+RI+FyAeCcDIPHeu5gQxW8SMSSqhTubJ4Hc96AMG78D6HdrsNvJEhtxbMsUzKHjAwFbnkDtUUvhqa61HT7ecWzaLp22S3RstK0ijA3EjGBz9aTxD4wXRNXj01bVJZ5LZrhTLOsQfBwEXPVie30qtrGva9D4q0XTtNtrRku7aSaaKeUhhjHUgHAGfxoA7KsjU/Del6vdRXN3bkzxjaJEdkJXupweR7VmeKPFF1obQw20FlJO0TTOtxdeXwvUKMEk+nGKrar4w1K0TRJLHRPtSaqu2NTOFZJCpYA9sccnNAF7xV4Th8R+H4dIikFnHFNG6PGOYwhz8uO9dFGvlxom4sQAMnqcd65W58T6rb3VhpI0u3k1q4t5LiWAXP7uNVIH3sZOSRjis7UrzUj4w8M3sFpOlxc2dwJrKW42ohGw89QSCcZ96AOi8QeFNM8TCBdTWaRIWDLGkpVSQcgkDrUl54b06/0+CwuVme1hORGZmww9G5yw9jUug6zDr+jw6hDG8ayZBjfqrA4I/MVk+LdY1fTdQ0G10mKCQ3t35c3mtj5AuSAe31oA2LvRNPvbKK0ltlEMOPKCZUx4GPlI5HFQ3PhvTbnTIdOEbw2cLBhFA5QH2OOSD3qnq+vX9reWWl2FjDNql1G0uyWUrEiL94lgCe4A4q54d1n+3dJF21ubeRZZIZIywba6MVbB7jIoAbrHh+PVrC30/7Q9tYxuplhhUASoOiE9l9fWjxLoo13w1d6QgiCzx+WPMztX349Kbr2qzWc1np9raPc3N8XQASeXsUD5m3dsZFcjpXiSfw94c0rT3k+0aheXE4ja8lYKiKxyWfBJA4AOOaAO80jTxpWkWlgJWlFvEse9zktgdarar4d07WbqG4vI3aSGN41KuV+VhhgcVzkXju6Gh22t3WmpDpyyPDeyGQ7oiDgMox8yH14PtT9a8Ra/b+ChqcFraQX09xHHAplMiiN3AVicdcHpQBqyeDNFkknkMEgkmmWcusrBldV25Ug8fKMH1qDUvDc0GjT6b4cjs7WO9dvtT3G9+GGGYDnLfWna/r2q6B4f8A7Tk06CVo50WWFJznYxC5U7eWyRwcD3pt34g1fTtNR7zTbcX1zdi2s4UuCUfcCQWbb8uADng9KANzStOg0nS7XT7cYht41jX6AVX13w/p/iOxW01GJnjSQSIUYqysOhBFYcvjaSy0+/N7pzLf2E0cM8Ublo/nAIcPj7uDnJHFQzfEGG20WfUJ7aEAXS2tuY7lZI5Wbodw6D1yM0AbFp4Q0ezguoY4ZWS6IMwedyXIHUnPX1px8JaL/Y02kR2rRWUuMxxyMMYOQQc8c+lR+GPEMuupeR3FukVxaSCN2iYvE+RkFGIGR+Fb4IIyDmgDGTwrpIsp7WW2Nwk6KkrTuWd1X7oLdeO1TaPoGn6FHItlEwaUgySSOXdyOmWPPFalVNRgludPnhhupbWRl+WaIDch9RkEfpQA+9srfUbKWzvIVmt5l2yRt0YelUY/DekR2lxaixjMNwgjlViW3KBgDJOcVzPh3UdWtPhxca3cXs2p3hheZFn2qAVJGBtA44re8LatqmsaVFdalpYsTJEjoRMriQMuSQB0+hoAuWGh6dpcgks4DGwj8oZkZsL6DJPpV+SNZY2jdQyMCrA9CD1FMupJYrWWSCAzyqpKRBgu49hk8CuT8Oa9dDw/resau87fZrqctb4VmgVOCilfvdDzQBrReENCg3GLT0UtA1t99jiNuqjJ4FJpXhLSdIuBPBFLJKIvJRp5DIUj/ujPQUaF4mi12TEVlcRIYhKkrFWRge25SQGHcGti4nW2tpZ5ASkaF22jJwBmgDLsvCuiadcST2unxxySAhuWIIPUYJwKZYeENA0y+ivbPTY4biIFY3DN8oPUAE4ArHsfHUl5pl9qR0oC1gtWuYil1G7yAdioOVP1q7pni4alqOnWyafMkd9p329ZGYZUAgFSOufmFAHT1j2XhfRtP1Ge/tbJY7ieQyyMGbBcjk4zjJrO8NeMV8SSP5OnyRxDcUfzo2PykDDqDlWz2I7UmmeN7W/WweayurVL7eIJH2srMnVflJweDjNAGvZ+H9J0+8ku7SwhhnkOWZR374HQfhWnXJaT4uutUNrdx6YzaZeTNHDNGxZ0C5+aRcYUEj1qXQPEep63dRzf2SsWlTmQRXAmy6lCR8644yRxgmgDqKK5Xw9q2s6lqOptOtm1jBfPbpsZg6KqjsRySxH61Hpvi+41S6sZLawd9PupJEMoR8xKmfmYlcYJHr3oA63Ipa8/h1a78SazoeprbPaad9qkWB1nbzJQAR88YG3acZ5OelegUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEVxKYIJJRHJLsUnZGAWb2GadHJ5kSPtZdwBwwwR9az9R068ur+yubXU5rVIHJlhVQUmX0Oen1FadABRRRQBXvLc3dpLbiaWAyLjzIWw6+4PrXMad8PdO07Rr7SY7/AFGSyvVcSxySg8scswOMgmt/WtWh0LRrvU7hJHitozIyxrliB6CuZm8fW914Gm8Raeph8gRtKl1Ew2BiMjtk4PUUATwfDvR4XUtLdzKLD7AySS5DRDpnA6j1q3p/hCLTr976LVNQe5a0ForyyK21B0OMckepzVq08UaRd211Ol4oW0RXuNwK7ARkHB7Yog8U6Tdabd39tcGWK0j8yVQjBguMg4IzyBxQBV03whb2NnfWs19d3kV+Xa6SYriRnADHgAjgdjRb+DrSHT5NPe/1Ce0e2NqsUs+QiH0wM56DJyeKl8L+LdO8WWAurETodoZo5omUqDnHJGD07VrX17Dp1hcXtwSIYIzI5AydoGTxQBgaV4Is9M1Ke/N7eXMstv8AZSszLtEfYAAD86XT/BFhp+m3Wmm91C5sJ4mh+z3E+9I1PZRjio4fGtvqXhS61jTIX82G2+0CK5RkGMZGTj0HatbT9esL3TlujcwqRAs0o3YCAjOee3vQBR8PeFjoCRR/2pc3UUC+XCkiINqdgSqgtj3Na+qRyzaTeRwoHleF1RT0YlTgVW0nxFpWuPKmn3QlaLlhtZTj1GQMj3HFaMsscMTSyuqRoMs7HAA9SaAOV8JeHZbe00rUNTec39rZC2SJwqiJTjcMLwTlRz6AVoaB4cbRLa9tpL+W8huZpJisiKCpcksMgDjmmaf4oiv9evbKPy2tLe3SdblCcYOchs9OmR7VasvEulalHcPZXJn8hSzKqMGYDuoIG4fSgDIsPCKWNvE1rqE15FZiQ6fBKV2RFgeCQMtjtmsvwtouv6Pq9oqxOtm6Ob03CQgBicgRlPmPPrxiuk8NeJ9P8Rab9rtIp4IV3ZE0ZTABwfarVr4g0y8YrDcgnazLlSN4XqVz94fSgDP0PwvPo17fSNq09za3kskz2skUYUM5GTkDPQY61JpPhaLRkit7TUb1bKFy8VruXYuSTtzjcV56ZpV8aeH3tftKaijQiN5WdUYhVX727jgj0PNWbPxLo9/fixtb5Jbkpv2AHpgH064IOOtAGbbeDoYtYh1Ke582eJ2cSLCkcjk8AO6jLADsags/AVtb6lZ3s99PPJZyNJExVVdsno7gZYD0NX9N8T2+o3urIjJ9lsMBnwwfOMtlSOnpjrVzTvEOlaq8S2V4kplj82PgjeucEjPXFAGmVDKQRkHg1zFl4Lt7O9ib7bcSafbzG4trB9uyGQkncDjceSSATgZrUs9f06+uvs9vOWk+bHyEBtpw2CRziq2ieKbDXrm8gtFnDWs7QOXjIBKgZwfxoAgs/DF1Z+JrzWF1q4Zbx1MtuYo9pVQQqg4zgZ+vFdJWJpmty6jr+pWYijW2tFj2udwkLMDnIIxjjg1JaeJNJvrpra3ut8gLAfIQrleu04w34UAV7Lwz9h16/wBRh1K7EV5IsslqNuzeBjOcZ59M1SuPBKXFvewDUrmOO61BL9gqp8rKQdoyOhKirtn4w0e+vYbaCaUmZmjjdomVS69Vye9b9AHMW/g6O01G5uLbUbmGC4lM7QKsZxITkkMVLAH0zXT1iweKtFuL77HFfIZfNMIOCFaQdVDdCfasubXdUuvF8umWE9pFbWpjEyywOzvuyTgggAYGAfWgC9L4Vh/tK5vbTUL6y+1ur3EcEgCyMO/IJUnHOMZqtceCraa+nZb24jsLmQTXNiMFJpB/ESRuGccgHmuprnovFcMvim70L7FdeZbiPMwTKHf/ACA9aAIr7wXZagdREt5ehL+SOSRFkACFCNu3jjpVu88M2V7r9lq8ry+faoU2g/LJ3UsO+DyPeo7bX4oppIbyUuzXxtUdY8KrEDap/PrST+MdJt777M7ykC5W0aVVBRZWxhSc57jt3oAji8H2lrPePZXl7aR3lx9pmihdQpk4yRkEjOOcGnN4anHi/wDt+PVrhAYVhe12IUZBk4zjPUk9a6KsGTxdpUWoC0Z5cGbyDOE/dLJ/cLetAEOqeEY9Vvp5Z9Ruha3CgS2wCFSR02sRuX8DT7vwpFda5b6r/aWoRy2wIgjV1McYK7TgFT1FQP470iO2upXS7DWt0tpLF5J8wSN93juD6irFx4v0m2vJreR5B9ndI55NnyRM3QMc+/agCOXwbYPe3U8U9zCl8wa9hjfC3BAx83GRx1xjNRah4F07UW1Yy3V4q6mIhMiSABRHjbtGOOgqS+8b6VYa5Lozx3kt/GiyGKGAsSrfxD2HerUni7w/FdNayavapcLJ5TRl/mD+hHrQBq20H2a2igDvII0C73OWOB1PvWFf+DrO+1S9v/td7A97CsNzHDLhJFHTIIODjjIxRf8AjPTtO1VtNmt757sKHWOK3L70JxuGO1OvvGGmafdSwzecVgjWS5lCjbAG+7uyep9KAFm8KWrajp15BdXVq2nwmC3SErtVCMEEEHPAFdBXO6v4uttIBkktp5LVESSS4GAiqxwDzyfpVLxb4mexs7qLTJZI7y38pml8kPGu9gArE+ue3OKANLVPDFvqt3NPLd3SCaHyZIlYFCvPQMDtPPUYpt/4Tsb2WxmjuLy0ns4/KjltpirGP+6x7jit1M7F3EE45xXI+J9b1O28TaRpFiLiKK6SWSSeKJJCdoGFAb65NAFzVPBenapqH2yWe9ikaEQTCGcqJkHQP6/WpLjwpbzf2Ti+vY/7L5t8SA84xlsg544puteJv7ASNZLC8vNsXmTSxqoCKOCx5/QUmpeL7WxlhitrW5v5pIBctHbLkxxH+M5/l1oAn1fwza6vfWl+1xdW17ahljuLaTY21sZU9iDgdqa/ha1fUdPvmurwyWMUkSAzZDB/vFs8k9PyFRX3iZ7fUtFt7eyklj1OOSQMflZdse8Lg9zUl74ojtNT/s+Oyubi4jtvtU4jAxCnOM+pODgD0oAuaBodr4c0eHTLIyGCIkqZGy3Jycn8ah1/w5beIY7UTXF1by2svmwzW0mx0bGOtZuoeO7Gyi0qdLK+urfU1/0eWCMEFiMhSM5BNdBp149/YRXL20ts0gyYZgAyexxQBj3vg+zvorJpLy/W8s1ZIr1JyJsN94E9Dn6VraXplto+nx2VorLEmT8zFmYk5JJ7kkk5qrrWuxaKIA8LSNMSFw6qBgZ5JPtWPqPjWSK38PT6dpsl0NYmEYUttMY2kn+R/KgDV13w3a6+1rJNPdW1xaszQz20pR13DBHoQR61UHgbR0060s4vtUZtHL2863DebET1wxOcH06V0MLvJCjyIY3IyUJztPpWTqniBNK1nTrCa1kKXxZI7gEbVcDIU/UUANl8K6dOsK3BupxFJ5oWW4dgzerAnB+lRN4P09/Dj6J5139maXzUbzTvjbduG09gD0FV7fxpBcaNDqQsZ0SecwRLI6rkg43Ek4A4qObx5Yw+GYNe+x3L2r3H2eRUALRtu29O4z6UAW77wjb6l4f/ALIutS1KSPzBI05n/eMQcjJxjGQOMdqnv/DVrqWjQ6dc3F23kOskVz5x85HHRg3ryfzqHVtY1CLw3f3lvpk6zw7wEeRUO0D76nntyBVdfEb2OgaKY45tRv8AUIV8hGIQyHYGJY9F456UATv4Qsm0/wCzrc3iTNMs8l2JczSOowNzHqMcY6VFN4F0i5066tLjz5GuZxcvPv2uJB0ZSMBSPYUv/CZWywwNLaTrK16LCaMYPkykZ5Pce4pJPGlpBBqTz2s8bWF0ts6tj5mb7pB9PegDSsdEisrGW1a7vbnzV2vLPOWc8Hoe3XtTtB0S28O6NDplo8zwQ52tM+5jkk8nv1p+l6mNTjmdYSixybA24Mr8dVI6iovEmpzaN4b1HUreBZpbWBpVjZsA4GeTQBq1WvraS7sZreO4ktnkQqJYwCyZ7jORWXp+rareeHvt502Jrh41eKKO5BEmQD97GB1Pr0rE0nxJqUfgyzv1tpdTu57homjllWMqctxkDBAxjpQBr6X4Vi03w7Lohvrq4tXiaIebtygOc4IA5571Y8P6HLodjFavql3erFEsSeftwqr0xgDtxWLH8QIf7Jnv59OliEduksa7w3mFjt2ggdd3FXbPxZ5lvqUl5YSwmwhEz+XlwwwSVBwMkYxigDfuopJrWWKKdoJHUhZUAJQ+oByK53TfCEun2F3af23eyLdiVpWKop81zkuCFGD7dKueHvEJ11CTaeSREkoKyrIpDZwMjocDkEd6vaxqttomk3Go3ZPkwqCQoySScAD3JIFAGXoXhODRtRkvxOZJ3iER2RJGpAOdxCgZYnqa3bq3F1aywM7oJFKlo22sM9wexrh7HxBqFvrfiK91C3lSK2sIbhbMTbwg2knHGATiuhg8RpcanaWKWziS6sftkbFhj/dP59aAKtt4J0+O9NzdT3F4/wBma1Al2geW3UHaBuPuaZY+BrKx1KzvV1DUpHs7draBHn+VY27cDJxxjJ7D0pvh3xNquvukn9iLDaB5IZZWuBlXUkcDHI460mgalcXN74lk2zvdW06x/ZpJw0akRhgEOPlBzzkdaAL+n+FrbT7u2uftVzcSW6MkZmK5w2M5IALdO5NYnhDwhJb2Wnz6wLj7VYvKIbd5FMabmPzAL1JHrmrWjeMp9SbTZLjTlt4NRt3mg2zb3BXkgjHoetTaP4ufVL2ztm05ozdwmdWWUOI0Bx8/ofagC/a+GNOsnj+zfaIoo5DIsCXDiME9flzjHt0pbLw1p+n3Mc1qLiMRszJEJ38tS3X5M4/Stmud0O61q7utTN89obSO5eOERg7woAxk9O9AFm18M6dZatLqVuJ45ppDJIgnfy2YjBOzO3OPaorHwjpGm373dpFNEzOX8sXD+UpJySEztHPoKwvCuq6rDa6ZDOkT2c91dwF3cmQbXkKH34XGKu6Tr+q6rd2l3BFHLpV1NKmfLKtCqkgEknkkr0x3oAvQ+DtJt7iGaAXUfkTNPHGtzIEV264XOMH06V0FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGX4j0t9b8N6jpkcxhe6t3iWQdiRxXKt4Z8Tan8PpdA1GfTY7gxRxo0asVwpB+b8u1dzcXENrbyXFxIkUMalndzgKB1JNZFl4v0DULK5u7bU4Hgtl3zNuxtXseex7HvQBhXvhPW5b3VZ7S9tIBdWUNvGdpzlOufY9KTw94O1DSp9caV7VYdQt0jREZ2KMqkclu3NbcPjLQLjTJtRTUI/s8BAlYggx56EjqAfWrJ8S6KIbiZtSt1jttvnMz4Cbvuk+xoAoeDrDXdM0e1sdXFiEtrdIU+z7ixK8ZJPHQCtvUrU32l3dorBWnheMMRwCVIz+tV/7e0r7abL+0LcXKxecYt43BMZ3Y9PeobPxNo99FdSwX8RjtRmZmOAq/3ue3vQBi22h+IW8GXGiXL6ejfYfssLpuPzYwWb2x6VTk8G6pcTXsLy20dvcaPHYiRc58xe+PSurt/EOj3bslvqVrKVi85gkgOE/vfSnWeu6VqCSvZ38EyxLvkKODtHqfagDE8NaLqdnfR3mo21jHMlotozwuzMyqeMZ4APU1qeJ9GbxB4bvtLWXynuI9qv2B6jPtkc+1Jo2uxavb3d3HJbNZxSlI5oZg4ZQBknHQ+1Txa/pM0M80eoW7RQJvlYOMIvqfbjrQBzVpoevahaatDqcNnZfbdPFmn2dy2wgMN30O79KteHfDN1pV7bXFwtuWhtRbF0kduBjGAeAK6C01bT7+V4rS8hmkRQzKjAkA9D9KsTzxW0DzzyLHFGpZ3Y4CgdSaAOU0/wAP66NOvdG1CeyOmzJKkckG4SjcTjPbjNQeGvCeoaW9g97FYvJYQPbxzI7lnQ9Dg8AnvXT2ut6XfM4tb+3mMaCRhHIDhT0P0qOz8RaNqEscVnqdrPJIpZFjkBJA6n8KAOW0jwxq6eCNY0S6trO2nuzP5ciPuBMrMctj0DD8quaf4X1CHUra6uGssW9wJVEQYEjyBHz6nI/Wuhsdb0zUpWisr6Cd1ySsbgng4P60yz1/StQvHtbS+gmmTOURs9Dg49cHrQBj6Xpmuw+INSv7tLIQXyKAkbHMZVcDPrmq2jeFtW0210WF7iz/ANCWdJHRDuIfO0qfbNdBbeINKvNQewt72KS5TOUB64649cd8VJDremXF79iivoHuef3auCeOv5UAc1pPhrXLG/0u4nubKX7M0i3EhDF5VbPzDsD0q94e0XVtFvr+OS4tZbC4u5LlWwfN+fHyntx/KtG08SaTfX32O3u1eYlgoAOHK/eCnocd8VpySJDE0kjBUQFmJ6ADvQBzen6TrFv4p1PUZmtDaXyxrsUtvQIpH05zWZo3hXWrX+zdPvLi2/s/S5zNBLDkSSjnaremAefWujtfE+h300cNrqtrLJKQEVJASxIyMfgCasJrOmy6i2npfQNdocNCHG4HGcYoA5e18K6zEtp5lxZboNVe9IUNho27c967ZhuUj1GKzf8AhINI/df8TG2/fTGCP5x80g6qPf2rToA4a08HalCLHTpri0bTLPUGvUdUImb5i6qe33jye4rRsNJ1q18Z6lqkr2TWd4scaqu4OqpuwT2yd1ah8QaWNUGmi7Q3RbZsHOGxnaT0BxziszV/FUVtq1jp9lPBJM16lvcowJKhlY8EcZ+WgDp65Q+H9WtfGN3qunXdslrfCP7QsqszjZxhe3Io8ReKxp1/p9pYSxSzSXscFyhUtsVs9xwDx3rq6AOQPhC7kSUS6irsdVTUUJToFIOw/kOamt/CRtdauLlJLZrWaf7TskgDSLJkEkN+H4VffXY/+Enh0dZIldonkZJNyu2O6cYYc880yLxfo0141qtw/mLcfZSTEwUS/wB3OMZoA3a4geCr5RJpov4W0Vrz7WI3jzKDu3FM9MZ79asz+KppvG76BZvaRpbRxvO05bdIXJ+VAB1AGc1ry+JdKhvGtpLnDLKIWYKSiyHopboD7UAZl54PF140t9b+0lbVFVpbTHEkq/cf8BVVfBNxBr99eQXsBsr6dZ5oJ7cSNuAxwx7cVqXvjDSLC/ubGV5jdW4VniSFmbax+8AByPU1G/jrw8kzxNfhXRyhBRhkjrjjnHf0oArDw7qkXxBuPEUU1mbea3jtTGytvEasWY56Zya3zo2mG4kuDYWxmkOXcxDLH1J/Cq1x4l0q1uzbS3OHDIjMFJVWf7oLdBnI/Oq8/ihIfFf9grp93LILdbhpo0ygDMVAP5H8qAGvod+fGi64l5ELcWwtvs5j525Jzu9cmqN94Mkk8QXWo2V1BFDf7DeQTwCUOV6EZ6Gresa9cWnibR9JgXYLt2MkksTFWUDO1WHAb61Pf+K9N0+8mtpDNIbdQ1w8UZZIAem8jgUAZ2peCmv579v7UeOG88otGYVfZs6Bc9B7VW1fwPe3s999k1gw22oPFLcQyRBsSIV+ZfTO0ZFaV/400+wvbm2NvdzNawpPM8UJZVjbo2ehHWuhilSeFJomDRuoZWHQgjINAD1BCgE5wK5vV9A1K/8AEun6rbalHBHZIyrE0IYtuI3ZP0FP1jxlpeiaqmm3aXZupU3wpFbs/neoXA5I7ipLvxXZ2t3HbmG4dzb/AGqUKnMMfqwPI6HjrxQBR1vwhcarql1cxan5MV3b+RLG0QcqMdUJ6Z70TeE72C7sr7S9VNtdxWqWlwXjDrNGo4O3sRSa3ql/Dqfh+7sL9P7PvrlIZIDDnerDO4NnI/KtbU/EFvptz9nMM9xMI/NdIU3FEzjcaAKGteGbzUJdHu7TVDBf6a7ETSRBhIGXawIpt94UuJtUj1O01WW3vWthaXTmMMsyDJzt6BgScH3q0nizTZbqK3i86QzWbXkTrGSska4zg+vI4pk/iyBdItNQt7C+uUuozJGiRbWCjHLbsY4OeetAFHVvBs8tnoNvo2ofYl0eTfGJE3h/lwMj8T+ddYgYRqHIZwBuIGMmuen8Z6fE9nHDBd3Ul5bG6hWCItlB156CoNQ8ZpFpujX+nWM97BqNwsWVUgxqc5JHXPHSgCbXPCMes6tFqS3slvcRwNAvyB1Ab+IA8Bh61BJ4LeTRNLshrN0l1pkm+C9CLvHylcEdCMEiuohk82FZNjJuGdrjBH1rD8U+I5fDlvYyQ6dNfPdXSW4jiIBG7PPP0oA17K3ltbKKGe5e5lQYaZwAXPrgVn+JfDtv4m0k2FxLLAQ4kjmiOHjYdwfoSPxqC+8UJp9rYGbTrw319nybFFDScDJzg4GB71o6VqttrFl9pttwUMUdHXDIwOCpHYg0AZl94TtrpNMEUpiOnAiIFA6nIxkqeCe+fWs2fwPc/wDCMx6Nb6w3y3gujLJAp6Nv2gDgDNbXibWbnRNKW6tLE3kzSpEsYcLyxxnJqHUdaubRNLne1nh8+58mS32h2OQcdPfBoAl1HR77VPD/APZ8uqvBcOu2a4hiA3gggjaeAMGs6LwY0emaXbHWLlrnTJN1rdbFDKu3bsK9CMcVduPFVlb6fHcskgkkuTarA+FbzB1HPHQZz6Ve0rV4NXilaEFWhk8uRSQcNgHqODwRyKAMiXwXbSaabdbydblrxb17rALNKO5HTHbFQ2vgqa2W+f8Aty6kuLy6W5kkaNCOBjbt6FcV0Gp6gNNtBP8AZ5rglwixwrkkn+Q9zWS3jKxj0K51SSCcCCc25hUBmaTOAq44OTQBb0DQItBiuVSd5nuZjK5KhQPZVHAFXdU0+LVtKu9PnLCK6haFyvUBhg4/OsdvF9vBo91f3tjeWjW0ixvBLH85ZsbQMcHOe1Wm8QC2sbm61CxuLMQOqYkKneWxjaQcHk4oArab4ZudL8OnSrfXLreFVIrgouY1HQBenSodJ8GR6Xpo086ndz26TCeLfgMjck8jrkk0h8TWB+16lLDdK+n4jkjiYSDD4IOFJB/pVx/Ekb2mqeRbyC8sYTKYJhtLDaSpB9DigClF4A0mOyms2kuZIJYhFtaT7gDbgV9CD3q9aeH57WyuYW1m9mlmj8tZZCD5foQOmffvUWh69fX3hlNWvtO8ljAsqpHIG35GSB6fjWZq3iee78M6/wCRHcadqVhaiccqxAZSVIIyOcGgDc0vw/FpuoTX5meS6mhSGQhQiEKSQdg4B5PNW9X0u01vSrjTb1C9vcLtcA4PqCD2IODWRofiZ9Stvs8llcQ6mlmtwIJ8KZQR1BHHXj2yKk8L3F7f2moS30swma6dPJbb/o+ABsUqSCB1z70AQWHgu3tJ7qW5v7u8a6tvssomYYaMAhRj1APWk0jwVFpV/HdnVLy4eCBra3EjDEUZ7e5HrTvCt7eTJrUc80t0bXUJYYd5G7avQZ4FS+HtSuNQvtZMrzZguBELaRVHlEL0DKTuB9aAJ9B8OQ+HrKa0t7u6ljldpP3z7irMckg/Wq2j+EIdGkvnh1K/la9JaYzS7iWK7d2fUDH5VD4X8QaxrOnzXV3p0SqkkyDypBklGIC4Pc+tWdM8VRapNYwxWNwklysjSI5UG32NtIcZ9elAENl4NtNJi05rKe5afTIJYbYyyZDB+cN6jIH5Vj+FNA1nSGsUVHiw7m/Mzq4cnn933xnmu8lkSGJ5XOERSzH0A61zNj4vN1c6e0tg8VlqTlLOfeCXwMglR0BGaAOprGsfDlrp+r3moW890DdndJAZSYw2MFgvY1geHrjVtS8a6zNfCRY7K4+zxRxz/u1jK5BK45JP5V3FAGFB4T0mAWQSKQ/Yrh7mHMhO12zuPv1P51Lb+GNJtb83kNrskL7wAx2hsklgvQE5NUfDOr6lrEuqreQQrBb3stujI/OFC4GPx61R8L6tcpYwQmMNAdTurPc8pZwFdyp5/wB0j8qAO0orkLfxXfXUtvcQaf5tnNeva4UN5iBSRvbIwBx6119ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHP8AjTQp/EnhHUNJtphDPOg2MThSQQQD7HGDXPT+EtS17Qrm11DTtP0y/wDKhSO4tpi4l8s5CsNowvtzXb3+oWml2Ul5fXEdvbR43yyHCrzjms//AISvQzpt3qEepQzW1oMzvCd+we4XJoA5q68I61qUGs3VwbKG91C0itUhjkYogUgklscnj0qxD4NupfE2sXl89u9jqGmx2flqxJBUcnBGK1tP8b+HNU8w2eqwyJHD57vghFT1LEY/DrVmz8T6LfW808Oow+XCu+UudmxexIbHB9aAOR0vwLqdz4b1W01u4jGozwCwguE+bbboMKfXJ5Jrf0zRLmJpbq8sLUXkdqbWFluXkDoCSAQwAAJ+ppmmeL0u9Q1kXP2aPTbFI5o71JCVZHBPzZHBGM/Qit2LVbCed4Y7uJpFiExXd0jPRvp70AcvoXhu80/wC+kS6bZC9EDREb/kl3dcsBkZyateHtF1PS7grJt+xJarGkUrLJJuHYOAPlHTBzW1ba5pd4sxt7+CUQruk2vnC+v096g0DxJp/iSyF3p8jNGSfvKR0OM0Ac7p/hnVJtA8Q6VdpFYf2nNLLFJBIHCBgABjA9KY3hjVruyR7i2tIbm00ySxgSOckTllCgudvC8Zxg8mu8JCgk9BzWNpHiK31aLUp1VUgsp2iMgkDbgqgliP4evQ+lAGPoei6xp+paK81pZiC20tbSdklO9HB7cfMOB6Yya6jUUjfTbpZVVozCwYMMgjB61ieE/FD+KYHvIre3SybJhZLje5GcDeuPlzjNdISACTjHfNAHn/AIP0uW+l0zW1sbSzggsngWOBw3nZPGcAYHHvVvw14ZvdP0HVLKaytbO5upZpI5YGBxv6DIAPFdJa65pV3LLFbX0EjwqXcI2cKOp+lFlrulajIsdnfwTOy71Ct94eo9R9KAOd0nwxfK2iG8itrX+y7eS3b7O+TNuUKDnAwDyxHripdA0XVNNt7fSpbDT1tbRXijvFkJkZG7hSOGJxnntVuLxXBceNE0C38iZGtXmM0UwYqysoKlQOPvetdBNLHBDJNKwSONSzMegA5JoA4zw74Y1HT5rBL62s5BpkLQW9yk7kup7+XjAJ7nJqPw94b1mx1C3lmSG3hiMheLzRNHznHlgjchPU81051ywksoLi2u4ZBdAi1Jb5ZWAJAB/Cqvh7xHb6zZW3mT24vpELNDExI4ODtJ64oAo6X4ZvrDUbSfzoY4opJJJUR3dXLZ+6rD5OvY109xGZbaWNcbmQqPxFZkXifRptSk09L1DcISpG1gpYdVDYwT7A5ptj4q0TU75bOyv0mlcEptVtrY6gNjBIwcgHNAGBofhLVNNh05JzYt9lS3QspbdiMOD2/wBvimwaD4hTWLe5lS0cRahJPI4l2CSNgQDtC/eA9evrXd1njW9MOoCwF7EbksUEeeSwGSPTPtQByekaVZ6n4yutQsX36XBJ5xQx4U3Z4ZlJ9B1967s9OKz49a0yQxLHeQkzStDGAfvSL1X6isT/AISqe58ZSaLZfYjBbFFuWldxJubnCgDHTuT3oAzV8JeIf7Uhu5r60uCmom7bc7qpTBAUIBgMBjkk8irKeFNXSdIRd2jWUGpG/hZ1YyncWLK3b+M4PsOKmfxfNc+NpdBsFstlqYxctPKQ5LAnCKBzgDv61oHxIjeMk0CMKSLdpZCwcMCCuAuRtIw3JBoAw5vB+sLL9ngurJ7Ear/aIMm4SjJJK8Ag8k4Nd3WXL4h0uC9a0ku1WVXEbEg7Vc9FLdAx9M5qOfWhH4mtdHQRlpYXmcliGUDpgYwfzoAo/wBh6lN43XW7mW0NtbwNBbRKG3gMRuYnpnjHHrVKPwpqhhuobm6tJo5NXS/QYcEIGU7T7/KMdq1ZfFulRas+nF5i8biOWYRExROeis/QE5qw3iLTFujbG4IlWcW7ZRsLIcYUnGBnIx65oAo2+k6rB4zvtXzaNa3MMUAXewdVQsc9MEkse9Z8ng6/kkvrE31v/Y95dm8ceWfPVi24qDnGMjr1rWfxXYJ4iuNEaO5+0QJE7OsLMvzkgDIHt16VvUAcvDomrW/jq41dJbI2E8CQsjbvNAX07dazb3wdqt3Ffxm5sT58tw0bOrMUWRAo69+PyroLvxVo9lfS2c1y3nRFFkCROwQt90EgYGafd+JdJsbl4Li62NGVWRtjFIy3QMwGFJ9zQBzeo+B76/imU38O8zW8sTuHwgj2nZtBAxlevXk1q3/h7VJPECaxp2qw2sr2yW86SW3mBgrFsr8wx94+tWJ/F2kQahNYtLMZoJEjm2wOVjL/AHctjGDxT5vFWk2w1AzzSR/2eyrcBomyu77pAxyD6igCpq+gapqOvadqEWpW8cVgWaOFrcsWZhgktuH5YqK88JXE13qLQX8UVtqar9rhMG7LAYLKc8ZHrmrV/wCMtJ06dY5ftLjaryvFAzLArdDJ/dpNT8a6PpN+llcvcGeWETQrFAz+cp/uY60AVrjwdJLd6tJHqJjhv7FLMR+UCYwoIDZzz1rodPtPsGnWtnvMnkRLEGIxnaMZ/Ssu88WWFnL5Iiup5hbi5kihi3PHGehK5B/AZNQ6r4gmi1bSLKzUxrdyKzyzwMUaMgnapyMPx0NAD9V0G9vPE+maza30UP2OKSIxSQ7/ADA5GecjH3RTb/wubnxENat7wQXBgEDhoVkBAJwVz0PJqfUPFGn6bqL2LrcTTRxCabyIi4hQnAZj27+p4NQ3PjHT7XUbiy8i8la3gW5lkjiyixt0bOenX8qAF1Xw5cam9gx1MxfYpFmjxCDl1HU89PamXXhUXWpDUmulF49sLactCGSVQcj5SeCD71vwTxXNvHPC4eKRQyMOhB6Gufv9ek0vxM0E5mkszZGfZHCD5ZVgCxb0wen5UAM1rwtHqlhYWR1GS2uLckLJCAheM8Om0cAFTj24NO1fwfBqd1bzJcmFYLVrWOJoxIig/wAQB43cdatX/iWws4bS58i6uUuITPG9vCWxGACWJOMcEcdTTrjxNYQrp5jEtw1/GZbdIVBLqACTyQP4h+dAFSDwmLafTpo76RZLK0e0UiMYZW747EcVX/4Q2a20HTLCw1aSK406bzYp3jDBsk5DqCM9fWulsrtb6yhukjljWVQwSVdrD2I7Gs3WfEtrot1bW0kF1czzhmEdtHvZVUcsR2FAGlZxTw2ypcXBuJR96QqFz+Aqjruirrdtbp9okt5ba4S4ikQA4dTxkHqKpS+MtM+w2NxaCa8lvs/ZreFf3j7fvcHGNuDnNWm8SWa6fZ3flXO68fZBbmLErNzkbT0wATyelAEF74bkvbnTb1tRkXULEybLgRLhg/VSvp079qu6Lo1volm0ELPI8kjSzSyHLSOxyWNUx4t00y6VGVuVbU5Hig3QkYdc7lY9jwfyqC88b6baaGmsCG6ls2uTbOyR/MjBiuSuc9RjjmgDQ8Q6Iuv6atqbmS2eOVJo5owCUdTkHB4NQQ6Dd4sTeaxNdyWtwZt8kSDeCMBSAOMZzmm3Piq30/SDqmo2N7aWwlEZ3xhmAPRiFJOP19qYvi2E2DXTadfxs1x9nt4pIwj3DHoVBPQ++KAK7+CoJNNktnvZjN9te+hnCLuikb2OQRyRg9q2dI0x9MtTE95LdOcFndEUZx2VQAKzU8Y6c1tC2yc3ck/2Y2cYDypKBkqcHHA5JzirHhe7ub3SGlu5JXlFxMmZkCOAJGABA4GABQA7X9BXXY7QG5kge1nE6bRlWI7Mp6ismPwHCum6jYy6lcPHeXP2tCEVTBLnOVwPXsa6+igDnb/wt/bGkz2GrajPdByrI4VUMTLyGXHfPPPHtTJfCZv9HlsNW1e8vmd0dZmCIY2Q7lIAGOvrnNamuammkaNc3rFQY0OwE8Fjwo/E4rO8F6zda1oAk1BVXULeV7e6C42+Yp5Ix2wRQBT1Lw7ew+ENQsI7u41C5nQKuEiiP3h0wFGcep7VpaboKxR3Ut5NLcXF7EI5S+F2oFxtAHA7/jV/VdTg0bSrnUbrd5Fuhd9oycVmW/iUXej3l5HYzxS29sZ/Ll24b5SQAykg9PWgBi+D7QaG+jve38lmyCNVaQZjAORggfzzTF8FWQGql7y9lbU7cW8xkdcBQMDaAoAwDTbPxa0fg/8A4SDVrKS3gSATSGMhsg9cDNWW8X6TH5hlkkjVLNLwsy8GNumPfkcUAT2Ph+3spvtAnnluvsy2qzORlEHoAMdcHp2FR6b4bj0uG7ig1C9K3TySOWZMh3OWYYXg5/Csiy1+/HiTXhMl3Na21lDcwWnlKJAW35UYPJO0dTWrpXii31e9tLeC2uFFzZC8EjgAKpONrDOQ3+BoAXQ/DMOgeeLfUL6YTu0snnurbnbq2doOaZovhl9Hu7m5/tW6uHupmmnWRUCuSMDgDjH1rS1fUl0jSbnUHhkmWBN5jjxuYe2eKpHxLa/2jp9ksbPJeRs4KspEZVdxVsHg4oAr6b4Xi0Ca5urC7v5t5kkFnLMPK3scnAxxz71H4S0SexbUNUv7SK1vtSlErwRvvEIAA27uhOck47ml0zxct/q89hLZiEpC0ybJ1lYqpwQwX7p9OaZ4e8XnxBeqkVhstpELpKJ1ZlAOMOg5Q5z+VAHTsodSrAFSMEHuK57T/BWl6bcwzQvdOlszPawyS7o7csMHYP8AHNdA7rGjO5CqoJJPYCuY0bxi2sSLPHpNxHpUqSPDfFwVYJ1LL/CD2559qAL+l+HItK1G7vIr68ke7k82ZZWQqzYwOigjArbrk7Lxm90LCeTTWjsdRkaO0mEwYs3O3cuPl3Y45NLpfi+W9urGK60xrVbxZihMu4qYyc7hjjOOOaANLT/Ddjpmp3d9bNcK91IZZImmJjDkYLBexNRweEdHtvJEMEi+Tdtep++fiVs7j16HJ46c1hxa3LrHiPw9fRme0s53uFhj80kXKhDhmUcDkZGcn6Vq2nilphpyzWZjkvL2a0A39PL3/MOOQdnt1oAvt4c0lrprk2YErSCZiHYAuP4iAcZ/CtWuX0bxDqusTG5h06BtLe5eGOQTESKqkguwIx1HQUuk6hrd34o1e3ma1OnW0ypGArbwCuevQnNAHT0Vw9j4zvtQv1mtrTztPa7NqY0gk3phtpcuflIB7eneq2p6zfa3eWE1usVvptvrUduGdyJZmVirYA4257d8GgD0GiiigAooooAKKKKAIzGxnEnmMFCkbOx96koooAKKKKACiiigAooooAKKKKAOX+Izwp8O9dM6b0+yMNucc9v1xXNeH/Dt/fac2uLDapLcaMlnbwRTfJLlfvucdefTtXf6td2lhpN3d34U2kETSShlyCoGenesnwz4x0PX/D66lYzJBbRpmSNxs8keh7CgDm7DwPqs3wsPhe+W1tbyJQsU0T71fDbhu4Bx2qvqXgbXteiur27+yWl8LSO2it4pC0UwVgx38dDjGPevQ7HVbHUt4s7qOYpjcFPI+oq27rGhd2CqBkknAFAHFW/h3V7q38Rpc29pYnVLVIoxDJ5ihxGVJII4HI/AVm23hPxFdvdi+jsrTz9HGmrJDKXZSucN0HB3cj2ru7XV9OvbeSe2vYJYY873VxhcetQQa5aanaXMmjzw300II8tJAMt2BPb60AYehafqSxJb3eiWlnNDZm0N5HIDvwPl2qB93JJ5pnw+07XNE0ePSNSsIY4rYuouFm3GXLEghccDBrT8MeIbjxBoct81gYLiOaWEwFsgsjEcN0PTrUvhnX31/Tri4ntDaTW9xJBJGWDAFT1BHWgDYlZ1ido03uASFzjJ9M1x2gW+uadJr89zosf+mXBuYo0uAc/u1UL06/Lyfeust7+0uywt7mKUry2xwcVBaa1pl+062l9BM0BIlCPkrjrmgDC+H2n6jpPhxbHU9PjtJkd3AjcMuGdmCj02g4rpb1Z3sLhbUqLgxMIt/TdjjPtmqGieJdK8Qw+bp1yJRlsDGCQrFSfpkGtegDzfSPC/iNdWtby+WNPL0+a2kxMCvmN0KqFAAzUlv4U1pYNChMFvA9nZXEE0kcvAZ1IUjjnk5roU8UxyeL49Ejjikikt2mW4jmDYKnBUqOlbNvqNndSmK3uoZXAJKo4JwDigDifDekazFrWjT3mkRWcen2MlnLIswYysdmHAA6HYevrXeyRrLE8b8q6lSPY1n6br2n6q86Ws4LwTvbsrcHeuM49RzUlprWm39zJbWl7DNNF99EbJFAHF6V4M1uyubGO6u4Z7Gx3tbwAkBGUFY8fUElj6mrWgeG9W00eHRNBaZsknS5ZXyw35xtOOevSu5rLttYFzql1bpGhtYIwxuRKCN3dSOoxQBy+leGNUtdRt4LuytJrO0uJJ7e5S4dWBYkgmPoW5xmm6Z4a1yEaG9xDZrLY6lPPL5chw0UiuNw4+98/T2rsLbV9OvJ/Itr2CaXbu2pICcetXqACuBstA1mz8QxGG28q2e7a5mLXAkhCknhEIyrHIPB9a6jT/ABHpmqahfWFpcBrqylMMsZ4O7APHqOareHPFFtr1mHfy7e686SE25kDMCjEH+WaAOag8L+IrfVFCw6e9nBqzX0UhkYOVfqMdiK1ND0PU7Dxvruq3FrB9m1Ex7HWbLKEBHIx3rUt/EKXfimfRoIhIkEIklmD/AHGJwFK9fxq4uuaW+oHT1v7c3Y4MQcbs+n19qAMTSNP1G38Ya3fzadEttdvEscvmgthFI3Yx3z69qh1aw8Rv4ztNVsbKxktrWJ4F8ycqzhyhLdOMbeldgSAMnpWPZ+KtCv2dbXVbaUowVtr9CTgD8+KAMeLQ9c07Wr+S0Gn3Njf3K3LC4B3QNwGxj73A4pNVs/Ej+M7XUrLTrCS1tomiDSXBV2DdTjHGK6F9c0uPUBYPfQi6JC+Vu5yeg+tQ23ifRLy8Npb6lBJcBzGY1bncO31oAxIvCFxDrl3cH7Hc2l1cC6P2hGMkcnHAwcEcDHFV7nwjq1xd6tI1zaCO61G3vYgFbKiIplW57hK6CLxVok98lnFqETzvIYgBnAcfwk9j7VNNr+mQX5s5bpVlDKp4+UMxwqk9Mn0oAyp9J1qHxpcarYGyNrc2sMMnnbtylHYnAHqGP411NYkvi/QYbx7N9ThFwkqwmPJ3bycAYrboA5K18PappfiDVbuwlsntNSmWeRZ42LowGDgg8j09Kqar4Q1W7bWra3u7QWeryI8pkjJePAAYLzjoOK7iigDgb3wdrckHiOC0vrSJNSEIt3KMWjCAL83POQDyO9aeo+FJ9R1zT9QN0iII1j1CELkXAQ7kx6YYk1SvPE/iaLxE2mw6RabJPPa2MjsHlWNVOfTktgfSr2n+L4f7TvrLU2+zywzRIqlDhN6KQGbp94kZoAqap4Oupta1G7smsGg1RUW6S7hZyNowNuCARwODU9z4f1f/AIS7TtVt3sDb2lr9mKSRsGOfvFcHArVv/FGk6bcywXNyFaFVaYgZEQboWPbNF54p0ixvY7Sa6zK6h/kUsFU9CSOgNAGdr/he51e/kuYp7VGMQijd4T5kI/iKsCPyPpS6zoes302mR213aG2sSk2biNmeSVQQCcEDHQ/Wr+oeKdK0y5eC4nO6NA8pVSyxKejOewrXikSaJJY2DI6hlYdCD0NAHNXPhzUJdRub2G9hhfULRLe8HllsFQw3R88fe75qvJ4NuEub02uoiOC50xdPCvHuZQAQGznk8mrPivxRHo1pcW9nNG2qrD50cLIWGM4+bHQE8Zqxqfiuy0OK2/tJZhJJEJJPJjLrEvQsx7DNAGlpNk2m6RaWTyCRoIljLgY3YGM4rJ1Xw5dajq9xeJfiOGWwez8kpnBY53Zzz0FRa341tNH1jStP+y3N02oI0iNbpuwoGc471o3/AIj07TGhW6eRJJYjME2ElVA5J9MUAYdx4MvJobKD+0InggsFsmSSMkAgY8xRnG7gdaSbwPJNp2jWctxbXEem2whCz2+4FgAA4IOVOB64rsIJo7m3jnhcPFKodGHRgRkGs3WvEFnoYiFylxJJLkxxwRF2IGMnj0zQBPo+ntpWk21i1xJcNCgUyydWrO1bQru41y11jTb1ILqKFreRJU3o8ZOenUEGn3fi/RbK3sLme62wX4Jt5ApKtxnH19qZL4v02LTbS8KXTfa1LxQLCfNYDqdvXAoAypfAckKaNNpmo/Zr/TXlYTvEHEgkyXUjsCTV7V/DupagmlXMOqrHqWnzGUSmEbJFIIZSo7EGt3T9QtdVsY72ymWaCQZV1/UVX1jWYNFt0lmhuJjI21I7eIuxOM9B7CgDK1fw9qGo2+mzrewDUrC7+0xOYcRkEFSpUHP3WPOc5rPPgi/Phh9J/tdA5v8A7YsnkDC/Pv24zzz3q7q/jmy03QtP1a3t7i9gvZ1hQQJlhk4OR6g8Y9ak1rxhHpHh+11b+zruRbi4SAQMmyRSxxkg0ASa9oOoa74bXTXv4o52ZWlmEOQ2054XPHSjVfD11qllp7vfrHqljJ50VysQK78EcoeMYNWpfENvDptveSW12n2htiQtCRJn0I7VEvizS30qG/R5GWaYwRRBf3jyA4Khe5yKAM6bwheSw2lymppDrFtM8y3MVuqo5ddrBkHXI/HirGl+G9Q0/wAN3+mNrc0lxcvLJHdBArQs5zxj0Yk0yXxAb06TeWM00UD3zWs9vJDhmOCCDnkYIzVpfF+ltpz3ZMy7bo2flMmHMwONoH6/SgDQ0ezudP0i2tLu9kvbiJAr3Egw0h9TV+sNvFelR6dJeSTMqxTeQ8e3LiT+5gd6i8J6tNq9tqEs0xlEV7JEhaLyyqjopHqKAJvEOhS68tnD9taC2hnWWeIIGE4XkKc9s1X0DwudC1rWLyK7LWuoSJIlqqBViIXBIx61d8S6w2geG7/VVtzcNawtIIl/iI7VVt/EyJoEep6naTWZZYx5Tr8zyOBhVHfk4FAF/W7CfU9IuLO2uvs0sgAEuwMByCQQeoPQ/WsnSPCX2CTUZLm73/boRC8MKeXEgC7cqvqR1NaGkeILbV7i5tVimt7y12+dbzptZQwyD7g88+1XNSvDp+l3V4sRlMETSbFPLYGcUAYdn4QWDw7d6Hd6nc3tnPEYUWVUHlJjoMDn8azo/h801rPFqGryzNJZrZI0cSpsjUgofcjA+tWovEl5qng+TVFtptNc2onWRwGGf7oHetPS/EUF+jReTcJeRwLO8Eke12UjqB35oAz7DR9Q0S/1HXL69k1S4ltkiMMMCozBCxGB3PzU7wboI0yO9v3tXtZr6Yutu7bjBHkkIPTklserGpNB143ematf3s+Y7W6lVk8oq0KIAdpHc45z71c0fxFa62+22inVTEsyu6YVlbpg+vHSgDTurdLu0mt5PuSoUb6EYrldI+HunaTHIn2q5n8y2NuxkYZOercfxY4zXSapqMeladNeyxSyRxDcyxLubHsKx4PG2kz3r2pM8UiByfMjIA2ruYfXHNAEGj+Ck0ie1kXVLqYW1u1siMqgFD0zgdR61NpPhGLTdSg1CW/ubqe3hMERkwvyk5+baBuPuaitfHFnPp5vntZ47cxPNGwwxdFGScDpxyM0WXjizuZYFns7q0jmUkSzqAudu8D8UBagDp5EWWNo3UMjAqwPcGuZ0XwYmiBbeDVb59OQsYrJmGxAc5XIGSOehpbDxpDe3trA2m3kCX0byWUsigCcKM4HoSORmm6N40GtapLp8ejX8UtvKYrppFASE4yMt3z7UATad4M0/Tntts13NFaMzW0M0xZISfQfjx6U+z8IWFkbAxzXRFk8rxq0pIPmZ3A+o5PFV4PGBl1yHTzp0qRTySQxTGRTudBk8dgR0NLYeMluri1S5024tEuppII5JGUjegJIwPXBxQBNp3hCx0u7tpree58q1eRoIGkyke8EED254FJH4K0qPU1vc3TGO4NzFE07eXFI2dzKucc5Oayx4jn1PxP4fksjcRabcyXEWHwFuAqEhgOuAV4Pertt4x8+KylawkVbjUZbBgGBKMhYbvcEp+tAF6DwrplrePcW6zQh5fOaGOZhGZP72zOM1JF4b0+HVZtQjEyyzSiZ1WVghcDG7bnGaxY/HD/aUgm01kZ/LfiQH927lFb65HSuw3qHCFhuIyFzzQBjweFtJt72a6igZWmlEzp5jbC/97bnANV7vwTod7eG5kgmVzcC6xHO6r5oGA+AcZroqKAEHFLRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAUdZsm1LQ7+xTbvuLeSJd3QFlIH868403wx4nvPh03hy60210ya1SJYZVmD/aSjA/OAOAcV6rRQByGg6FqaeLbvX9RSK2aWzjthBFJuBK8lj/AErU8XaVda34U1HTrKbybm4hKI2cDPofY9K26KAPPTomqan4Z1HSx4fg0q4m05YPO85SJJF4C4X+HryfWrGk2GrpqR1yTQ1spoLH7KLKKVP9IbcDuyDtAHOM88mu6ooA47wnFrekaLPb3ejkSl5blFWdDuZ3LbOvBwevSqek6Zr58N6vpk1k9hcX7XE8c6zI3lM5+VTg9ffpXe0UAeaaF4V1QaUIZ7G4sr2OxezWZrmMoSV+9hOTz681t+HNNvoWgW70C1s5IbT7K9yJVZpcY6BeqkjPPNdhRQBxfgDTda0TSItK1OwiQ27Sj7UsinzAXLLtA5xz39K6nUreS80u7toZPLlmheNHz90lSAat0UAeX6LoWv2mrac0fh6CyNnp8tsbgyoySSH7rHB3EE+vNXPCekeIrPXrO51DTFhiFtJDMyvHgOWDblC87Tg8HJr0SigDhvDmna7pVxq9pNpkG+e6nuYNQDLs+cDaNud3YZqt4e8Pa7beINLvtRs1X7PbyxTNHOgQOxB3KigcHHfnmvQqKAEPQ8Z9q4bSLDVf+Eq1e+n0Q2lrewrAqiSP+EHLHae/513VFAHmvh7w3q+nXHhl5dGhgaymuUuHidMiNg208fe6j8q9KoooA5HRtP1DTPFuss+lI1re3P2hL0Onyjy1Urj72cqaxrTQNZ2ac0ukxQXMWtSXMs6OgPkncc8c85Ax7V6PRQByFnY65H47u9Wl0+3WyngW3BWcFwFOdxH9KzYfCmoxa/b3ENjDBCuofap90ivGwyeVGNwbofTNeg0UAIRkYry9/BWuLpd1Yx2diN5mKSrJhjuuBIueP7teo0UAec3fhvxLcTJ5kFnIV1VLsSq4QeUvAUgDJbB71cg8NataSzNDb2RDa39uBJ5MR69uGFd1RQBxE3g/UTJcvFNZjzNYj1FQSwG1cfKeOp2/rUkPhK+tbvUgklpPaXt8l8POZw8bgqSOBgjKjHSuzooA4210TVE+IV9q8+nWDWU8UcEcm4GRFTcd2MdSWH5VsfY9a/4SsXn9oxf2N5Gz7H5fzeZ/e3VtUUAFFFFAHL6ppGsXXjbSdUtWtVsbKGRHV2Idy+ARwOwANZuo+D9Yuv8AhI44ryz8nU7iG4g3ht0bJsyGOOR8gx9TXdUUAcLfeCLufX7y9jawntb8Rm5iuVfIKqB8oU4YcDg07WPCOpXWpXNxpsltaSTRRxrcJI6lAo6FMFW9q7iigDiL7wTdy6xfXVtd2zwanAkV7Fcxs3zIPlZQCOPUV19nA1tZQQMULRxqhKLtXgY4HYVYooA4TW/B2sT6zq95pN/axR6rFEk32gMWjKZxsx2Pf8aPEPgnVNcubkDVIktrq2SFldWYwsuMlACAQe+a7uigDkr7w1qjX2i6hY31ut5p8Jgk82I7JEIwSAOh4qLXvC2q6xdB/t1u8b2pt3WRWXYT1ddp5z6HiuyooAz9EsZtM0OysJ5UlktoViLoMA7RgcfhWL4l8NahrGqW13aXsccSQvC8Mu/aN38Y2kZboMHiuqooA4aTwfq0Og+G7C0u7J5dImWRmnVgsgUEDAGcdTV3xJ4Tm1nVtP1eC5RLq1jaJopS3lOrfe+6QQa6yigDO0XTjpWlQ2R8n93nHkx7F5OeBk1l+I/Dd5rV/a3EGptBFBG6m3IJRmYYDnBBJHp0rpaKAOFj8C39n4Gs9CtdTie6srpbmGeWIhSQ5bBAJ9TWrrHh3UNa0S1t7jU40vre6W5EyQfISpOFKk8jBrpaKAOW1Tw1qWrxWJutURpLWZpGQRFYpQRwGAOeKo2vga6tNItII9UjF/Z3sl3BcfZ/lXfncpXPIwSM129FAHM3Xh7Ur3+zpZtTiFxZ332oGO32qy7SuwjPox5qhN4Flm026ibUx9pfUzqUEvkgrG5/hK55GCa7WigDj7rwZcXFlbldUWG/guluo5YrdVj3gYOUB5B+taHhfQLvQk1D7XqAvHvLprn5YtgQt1AGTXQUUAUdY0yLWdHu9NnZliuYjGzL1Ge4rAm8J6hf+H20/Uta8+5jkjltrhLcJ5TxkFTjPPI5rraazKilmICjkkngUAYui6DJp15c6je3hvNRukRJZQmxQqZ2qq5OOpP41q3dut3Zz2zkhZo2jJHUAjH9anooA5OLwdOPC9xoVxrE00EkAgjbylBjAPB9zVmPw5dW+sS6nBqWJm09bNN8QIDKc7zzzz2ro6KAOU0Xwpe6ZpmoWcurmVr5pJZJVgCssj9WHJGBjpTvDvhOXRNSmvptQEzPEIRFDCIo8DoSoJBb34rqaKAM/WrCbU9GurK3uTayzRlFmC7th9cd65mLwEU1ZL6TUfMBkkaZDF99Xj2MM549c121FAHJ2/gkW2jy6UuqTm1aFoI18pAVU8cnGWwKhPw/hea2Mup3MkMLq/kso2tiLyiPbKn867KigDmtM8JJp82ntNfz3Uemqy2iSKB5YYY5I+9heBUmh+HJ9Im1OSfUmuhfzvO48oLtLccEHsMV0NFAHLWHgaw0+9sriO7vGFkzNBGzrtBYfNnjLZ96sWXhKysorZFnuZPIuZLkF2B3M+cg8dMHFdDRQBy+n+C7aw1G1uBf3bw2Ts9pbsRsh3Ahh0yR8x+lWI/B+lxXrXMZuFzdfa1jEnyJKQQzKO2cnP1roKKAOVk8A6RKE3SXZaMRqr+b8wCOXXt6sfwrVOgWTeI49dYzG8jgMC/vDs2nvt6Z961aKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACimswRSzEAAZJPamW9zBdQrNbzJLE33XjYMD+IoAlooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQgEYPNLRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFICCMggj2oAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBGUMpUgEEYINVdPtrKztRbWEcUcEZICRYwpzyKt1TsdMs9NM5s4BF58hllwT8znqeaALlFFFABRRRQAUUUUAFFFFABRSEgcmloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAK97FLPYXEMEnlSyRMqSf3WIIB/A155beH9avbfSLG9szajTYZVeQ3e4XLFcLgDnrzz0r0o52nHXtXh8t7Db3rza619e6mzlZrdWkS4t23YBgAwrp370AeueGrW7sfDlha3xJuoogsmW3c/XvWrWV4ce/k0C0bU0KXRT5gTzjtn3xjNatABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADI5Y5QTG6sASpIOcEdRT6aFC8AAd+KdQAUUUUANZVdSrAEHqCKXpxS0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFNfcUOwgN2yOKUZx70ALRRRQAUUUUAFFFFACNkKSOTjivOJvGl1eyaTpwvrDS9VlWVrtp0DeSUx8m0kEE59elejkgAk9BXlja7L4g11Lg+G9G8lgWsZdQH7y6AJxsfBCnI+6eaAO/8ADupzaxoVtfTwGGWRTuXscHGR7HrWrWZoOqxa1ottfwxmJZFwY/7jA4I/AitOgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiimIGVcM24+uMUAPqOJ3ffujKbWIGT94etSVB9qg+2fZPMHn7PM2d9ucZ/OgCeiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvPo/DvhTxTa3skF1etZ21y3m2kc7KkciE5wgPHOenWvQa4618GXGlWzS6VqC2+otNI7SmPckiuxbay98Z4NAG/oUumzaLbNpGz7DtxEEGAAO31rSrK8PaLFoGjQ6fE5fYSzORjczHJOPqa1aACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKjR3aR1MZVVPysSPmqSigApu0bt2BnGM06igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooryp7TXNT11PPl1uHUhqDrIYiY7eG252sv8LdB1yeTQB6rRWR4cbVDpWzVxm6ikaPzCAPNUH5XwOmRWvQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUANfdgbMZzzn0p1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTFdHLBXVipwcHOD70APooooAKKKKACiiigAooooAK84vfHuotYXSWYsoNVj1YWS2typL+WWwG2ggtxg54GK9HrjLjXbP7Rc3cGkQPq0d+dOiaQhS7ckEtjIBAoA0/CWqX+q6XcPqYg+1QXUtuxgQqrBTgEAkn9a6Csfw7qw1nTXnNuLeaKZ4Zo1OQJFOGwe4962KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopoDB2JbIOMDHSnUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRxwxxNIyIqtIdzkD7x9akqOVZGC+XJsIYE/LnI9KAJKKKKACiiigAooooAKKKKACuLutI8MeNdTu03TreabdBZ/JkMR8xehOOvXrXaVzR8IxR/bJbS9mtru4unuRcRgbkZuq4/iHsaANLQptMm03OlMrW6uyEjrvBw2ffNadZmh6NFoenfZY5XmdpGlllfq7sck+1adABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q=="
ffmh0100	1	{"lines_data": [{"Word": "Mr. A. C. Moore", "Confidence": 0.96875, "X1": 0.09198, "Y1": 0.0452, "X2": 0.25493, "Y2": 0.045, "X3": 0.25493, "Y3": 0.0608, "X4": 0.09198, "Y4": 0.0618, "page": 0}, {"Word": "-2 --", "Confidence": 0.5535, "X1": 0.477, "Y1": 0.0472, "X2": 0.50854, "Y2": 0.047, "X3": 0.50854, "Y3": 0.0598, "X4": 0.477, "Y4": 0.0598, "page": 0}, {"Word": "August 11, 1969", "Confidence": 0.994, "X1": 0.71748, "Y1": 0.0472, "X2": 0.88173, "Y2": 0.047, "X3": 0.88173, "Y3": 0.0638, "X4": 0.71748, "Y4": 0.0648, "page": 0}, {"Word": "No attempt at this time has been made to formulate definite conclusions from", "Confidence": 0.99323, "X1": 0.09198, "Y1": 0.0962, "X2": 0.90407, "Y2": 0.096, "X3": 0.90407, "Y3": 0.1118, "X4": 0.09198, "Y4": 0.1088, "page": 0}, {"Word": "this data; however, a direct relationship seems to exist between the over-", "Confidence": 0.98367, "X1": 0.0933, "Y1": 0.1132, "X2": 0.88042, "Y2": 0.113, "X3": 0.88042, "Y3": 0.1278, "X4": 0.0933, "Y4": 0.1248, "page": 0}, {"Word": "read factor and reducing sugars content. Perhaps further experience could", "Confidence": 0.9954, "X1": 0.09198, "Y1": 0.1282, "X2": 0.88305, "Y2": 0.128, "X3": 0.88305, "Y3": 0.1438, "X4": 0.09198, "Y4": 0.1408, "page": 0}, {"Word": "lend greater insight to the proper application of this relationship.", "Confidence": 0.9939, "X1": 0.09198, "Y1": 0.1442, "X2": 0.81603, "Y2": 0.144, "X3": 0.81603, "Y3": 0.1598, "X4": 0.09198, "Y4": 0.1578, "page": 0}, {"Word": "The acids and acids plus lactones content of the syrups were determined", "Confidence": 0.99517, "X1": 0.14323, "Y1": 0.1762, "X2": 0.90145, "Y2": 0.176, "X3": 0.90145, "Y3": 0.1908, "X4": 0.14323, "Y4": 0.1888, "page": 0}, {"Word": "by aqueous acid-base titrations to the phenophthalein end point. The data", "Confidence": 0.98764, "X1": 0.08936, "Y1": 0.1922, "X2": 0.88042, "Y2": 0.192, "X3": 0.88042, "Y3": 0.2068, "X4": 0.08936, "Y4": 0.2058, "page": 0}, {"Word": "from these determinations are attached to this memorandum.", "Confidence": 0.90388, "X1": 0.08936, "Y1": 0.2082, "X2": 0.71091, "Y2": 0.208, "X3": 0.71091, "Y3": 0.2228, "X4": 0.08936, "Y4": 0.2208, "page": 0}, {"Word": "The acids and acids plus lactones content of the syrups after isomeri-", "Confidence": 0.99575, "X1": 0.13535, "Y1": 0.2402, "X2": 0.89093, "Y2": 0.24, "X3": 0.89093, "Y3": 0.2558, "X4": 0.13535, "Y4": 0.2528, "page": 0}, {"Word": "zation varied within reasonable bounds. A relationship exists between the", "Confidence": 0.9866, "X1": 0.09067, "Y1": 0.2572, "X2": 0.88173, "Y2": 0.257, "X3": 0.88173, "Y3": 0.2728, "X4": 0.09067, "Y4": 0.2698, "page": 0}, {"Word": "acids and acids plus lactones content and the percent conversion. One sample,", "Confidence": 0.99492, "X1": 0.09067, "Y1": 0.2732, "X2": 0.91984, "Y2": 0.273, "X3": 0.91984, "Y3": 0.2878, "X4": 0.09067, "Y4": 0.2858, "page": 0}, {"Word": "taken while the isomerization process was running at one-half rate, had a", "Confidence": 0.99642, "X1": 0.08936, "Y1": 0.2882, "X2": 0.86991, "Y2": 0.288, "X3": 0.86991, "Y3": 0.3038, "X4": 0.08936, "Y4": 0.3018, "page": 0}, {"Word": "higher conversion (31%) and a correspondingly higher acids and acids plus", "Confidence": 0.995, "X1": 0.08804, "Y1": 0.3042, "X2": 0.87122, "Y2": 0.304, "X3": 0.86991, "Y3": 0.3208, "X4": 0.08804, "Y4": 0.3188, "page": 0}, {"Word": "lactones content.", "Confidence": 0.993, "X1": 0.09067, "Y1": 0.3202, "X2": 0.2707, "Y2": 0.32, "X3": 0.2707, "Y3": 0.3338, "X4": 0.09067, "Y4": 0.3338, "page": 0}, {"Word": "The acids and acids plus lactones content of the samples of effluent", "Confidence": 0.9955, "X1": 0.14192, "Y1": 0.3532, "X2": 0.87122, "Y2": 0.353, "X3": 0.87122, "Y3": 0.3688, "X4": 0.14192, "Y4": 0.3668, "page": 0}, {"Word": "from the granular carbon columns tended to be lower at the beginning of", "Confidence": 0.99515, "X1": 0.08936, "Y1": 0.3692, "X2": 0.84625, "Y2": 0.369, "X3": 0.84625, "Y3": 0.3838, "X4": 0.08936, "Y4": 0.3818, "page": 0}, {"Word": "the runs with a gradual increase to a plateau as more syrup is passed", "Confidence": 0.9945, "X1": 0.0933, "Y1": 0.3862, "X2": 0.82654, "Y2": 0.386, "X3": 0.82654, "Y3": 0.4008, "X4": 0.0933, "Y4": 0.3978, "page": 0}, {"Word": "through the column. This may be a chromatographic effect and not related", "Confidence": 0.99375, "X1": 0.08936, "Y1": 0.4012, "X2": 0.86991, "Y2": 0.401, "X3": 0.86991, "Y3": 0.4168, "X4": 0.08936, "Y4": 0.4148, "page": 0}, {"Word": "directly to colored materials. A comparison of these values with the", "Confidence": 0.96509, "X1": 0.09067, "Y1": 0.4172, "X2": 0.82654, "Y2": 0.417, "X3": 0.82654, "Y3": 0.4318, "X4": 0.09067, "Y4": 0.4298, "page": 0}, {"Word": "optical density values for the same samples should be of interest.", "Confidence": 0.99555, "X1": 0.08673, "Y1": 0.4332, "X2": 0.80683, "Y2": 0.433, "X3": 0.80683, "Y3": 0.4478, "X4": 0.08673, "Y4": 0.4468, "page": 0}, {"Word": "As expected, the downward adjustment of the pH of the feed syrup for", "Confidence": 0.99508, "X1": 0.14323, "Y1": 0.4652, "X2": 0.86991, "Y2": 0.465, "X3": 0.86991, "Y3": 0.4808, "X4": 0.14323, "Y4": 0.4778, "page": 0}, {"Word": "the carbon columns did increase the acids and acids plus lactones content of", "Confidence": 0.99515, "X1": 0.08936, "Y1": 0.4812, "X2": 0.90013, "Y2": 0.481, "X3": 0.89882, "Y3": 0.4958, "X4": 0.08936, "Y4": 0.4938, "page": 0}, {"Word": "the syrup, with the total content being proportional to the final adjusted", "Confidence": 0.99475, "X1": 0.08936, "Y1": 0.4972, "X2": 0.88042, "Y2": 0.497, "X3": 0.88042, "Y3": 0.5118, "X4": 0.08936, "Y4": 0.5098, "page": 0}, {"Word": "pH. The percent increase in anion load is dependent upon both the initial", "Confidence": 0.99454, "X1": 0.08673, "Y1": 0.5132, "X2": 0.88042, "Y2": 0.513, "X3": 0.88042, "Y3": 0.5278, "X4": 0.08673, "Y4": 0.5258, "page": 0}, {"Word": "acids plus lactones content of the syrup and the final adjusted pH.", "Confidence": 0.99275, "X1": 0.08804, "Y1": 0.5292, "X2": 0.80158, "Y2": 0.529, "X3": 0.80026, "Y3": 0.5448, "X4": 0.08804, "Y4": 0.5438, "page": 0}, {"Word": "A. test which is presently being used as an indication of the stability", "Confidence": 0.97346, "X1": 0.14192, "Y1": 0.5612, "X2": 0.89093, "Y2": 0.561, "X3": 0.88962, "Y3": 0.5768, "X4": 0.14192, "Y4": 0.5748, "page": 0}, {"Word": "of the finished Pensweet product is to heat a solution containing 50% solids", "Confidence": 0.96638, "X1": 0.08673, "Y1": 0.5782, "X2": 0.90145, "Y2": 0.578, "X3": 0.90145, "Y3": 0.5928, "X4": 0.08673, "Y4": 0.5908, "page": 0}, {"Word": "at 200\u00ba F for five hours and determine the change in optical density. This", "Confidence": 0.95679, "X1": 0.08804, "Y1": 0.5942, "X2": 0.88699, "Y2": 0.594, "X3": 0.88699, "Y3": 0.6098, "X4": 0.08804, "Y4": 0.6068, "page": 0}, {"Word": "test was applied to a sample of isomerose and a sample of Pensweet that had", "Confidence": 0.99573, "X1": 0.08936, "Y1": 0.6102, "X2": 0.8883, "Y2": 0.61, "X3": 0.8883, "Y3": 0.6248, "X4": 0.08936, "Y4": 0.6238, "page": 0}, {"Word": "been passed through the granular carbon column. In addition to the optical", "Confidence": 0.99483, "X1": 0.08673, "Y1": 0.6262, "X2": 0.88962, "Y2": 0.626, "X3": 0.88962, "Y3": 0.6408, "X4": 0.08673, "Y4": 0.6388, "page": 0}, {"Word": "density measurements, acids and acids plus lactones were also measured. It", "Confidence": 0.99118, "X1": 0.09067, "Y1": 0.6422, "X2": 0.8883, "Y2": 0.642, "X3": 0.8883, "Y3": 0.6568, "X4": 0.09067, "Y4": 0.6548, "page": 0}, {"Word": "was noted that the values for Pensweet and isomerose were equal before the", "Confidence": 0.99115, "X1": 0.08541, "Y1": 0.6592, "X2": 0.88042, "Y2": 0.659, "X3": 0.88042, "Y3": 0.6738, "X4": 0.08541, "Y4": 0.6708, "page": 0}, {"Word": "heat test. However, after heating for five hours, the values for Pensweet", "Confidence": 0.96158, "X1": 0.08673, "Y1": 0.6752, "X2": 0.87911, "Y2": 0.675, "X3": 0.87911, "Y3": 0.6898, "X4": 0.08673, "Y4": 0.6878, "page": 0}, {"Word": "more than doubled while isomerose showed only a lesser increase of about", "Confidence": 0.98892, "X1": 0.0841, "Y1": 0.6912, "X2": 0.85808, "Y2": 0.691, "X3": 0.85808, "Y3": 0.7058, "X4": 0.0841, "Y4": 0.7038, "page": 0}, {"Word": "40%. These results are also contained in the attached tabulation.", "Confidence": 0.9943, "X1": 0.08673, "Y1": 0.7072, "X2": 0.79106, "Y2": 0.707, "X3": 0.79106, "Y3": 0.7218, "X4": 0.08673, "Y4": 0.7198, "page": 0}, {"Word": "One further test was attempted. Samples of Batch 147 during enzymatic", "Confidence": 0.99591, "X1": 0.1406, "Y1": 0.7382, "X2": 0.89093, "Y2": 0.738, "X3": 0.89093, "Y3": 0.7538, "X4": 0.1406, "Y4": 0.7518, "page": 0}, {"Word": "conversion were taken before the batch reached its final dextrose concen-", "Confidence": 0.99591, "X1": 0.08673, "Y1": 0.7552, "X2": 0.86728, "Y2": 0.755, "X3": 0.86728, "Y3": 0.7698, "X4": 0.08673, "Y4": 0.7688, "page": 0}, {"Word": "tration. This material was studied to determine the effect of the addition", "Confidence": 0.971, "X1": 0.08936, "Y1": 0.7712, "X2": 0.88962, "Y2": 0.771, "X3": 0.88962, "Y3": 0.7868, "X4": 0.08936, "Y4": 0.7848, "page": 0}, {"Word": "of enzyme to a batch in which the first enzyme has been destroyed. The", "Confidence": 0.99621, "X1": 0.08673, "Y1": 0.7882, "X2": 0.84757, "Y2": 0.788, "X3": 0.84757, "Y3": 0.8028, "X4": 0.08673, "Y4": 0.8008, "page": 0}, {"Word": "conditions were as follows:", "Confidence": 0.993, "X1": 0.08541, "Y1": 0.8032, "X2": 0.37714, "Y2": 0.803, "X3": 0.37714, "Y3": 0.8178, "X4": 0.08541, "Y4": 0.8168, "page": 0}, {"Word": "Sample A, Run 147, as is;", "Confidence": 0.99533, "X1": 0.1406, "Y1": 0.8352, "X2": 0.41261, "Y2": 0.835, "X3": 0.41261, "Y3": 0.8498, "X4": 0.1406, "Y4": 0.8488, "page": 0}, {"Word": "Sample B, addition of 0.1% Novo II enzyme;", "Confidence": 0.98475, "X1": 0.13929, "Y1": 0.8512, "X2": 0.59001, "Y2": 0.851, "X3": 0.59001, "Y3": 0.8668, "X4": 0.13929, "Y4": 0.8668, "page": 0}, {"Word": "Sample C, heat to 200\u00ba F, cool to 140\u00ba F, add 0.1% Novo II enzyme;", "Confidence": 0.9298, "X1": 0.13929, "Y1": 0.8672, "X2": 0.84363, "Y2": 0.867, "X3": 0.84363, "Y3": 0.8838, "X4": 0.13929, "Y4": 0.8818, "page": 0}, {"Word": "Sample D, heat to 200\u00ba F, cool to 140\u00ba F, add 0.1% Novo II enzyme", "Confidence": 0.89427, "X1": 0.13929, "Y1": 0.8832, "X2": 0.83574, "Y2": 0.883, "X3": 0.83574, "Y3": 0.8998, "X4": 0.13929, "Y4": 0.8978, "page": 0}, {"Word": "and 0.02% Tenase enzyme.", "Confidence": 0.99675, "X1": 0.17083, "Y1": 0.8992, "X2": 0.4297, "Y2": 0.899, "X3": 0.4297, "Y3": 0.9158, "X4": 0.17083, "Y4": 0.9138, "page": 0}, {"Word": "50902 6593", "Confidence": 0.988, "X1": 0.96452, "Y1": 0.9682, "X2": 0.95926, "Y2": 0.968, "X3": 0.94087, "Y3": 0.9668, "X4": 0.94481, "Y4": 0.8698, "page": 0}], "words_data": [{"Word": "Mr.", "Confidence": 0.998, "X1": 0.09198, "Y1": 0.0482, "X2": 0.12352, "Y2": 0.048, "X3": 0.12352, "Y3": 0.0618, "X4": 0.09198, "Y4": 0.0618, "page": 0, "Index": 0}, {"Word": "A.", "Confidence": 0.998, "X1": 0.13141, "Y1": 0.0482, "X2": 0.15637, "Y2": 0.048, "X3": 0.15637, "Y3": 0.0618, "X4": 0.13141, "Y4": 0.0618, "page": 0, "Index": 1}, {"Word": "C.", "Confidence": 0.882, "X1": 0.16294, "Y1": 0.0472, "X2": 0.1866, "Y2": 0.047, "X3": 0.18791, "Y3": 0.0618, "X4": 0.16294, "Y4": 0.0618, "page": 0, "Index": 2}, {"Word": "Moore", "Confidence": 0.997, "X1": 0.19317, "Y1": 0.0462, "X2": 0.24967, "Y2": 0.046, "X3": 0.25099, "Y3": 0.0618, "X4": 0.19448, "Y4": 0.0618, "page": 0, "Index": 3}, {"Word": "-2", "Confidence": 0.998, "X1": 0.477, "Y1": 0.0472, "X2": 0.49409, "Y2": 0.047, "X3": 0.49409, "Y3": 0.0598, "X4": 0.477, "Y4": 0.0598, "page": 0, "Index": 4}, {"Word": "--", "Confidence": 0.109, "X1": 0.49671, "Y1": 0.0472, "X2": 0.50723, "Y2": 0.047, "X3": 0.50723, "Y3": 0.0598, "X4": 0.49671, "Y4": 0.0598, "page": 0, "Index": 5}, {"Word": "August", "Confidence": 0.996, "X1": 0.71879, "Y1": 0.0482, "X2": 0.78449, "Y2": 0.048, "X3": 0.78449, "Y3": 0.0648, "X4": 0.71748, "Y4": 0.0648, "page": 0, "Index": 6}, {"Word": "11,", "Confidence": 0.997, "X1": 0.79106, "Y1": 0.0482, "X2": 0.82917, "Y2": 0.048, "X3": 0.82917, "Y3": 0.0648, "X4": 0.79106, "Y4": 0.0648, "page": 0, "Index": 7}, {"Word": "1969", "Confidence": 0.989, "X1": 0.83574, "Y1": 0.0482, "X2": 0.88173, "Y2": 0.048, "X3": 0.88042, "Y3": 0.0638, "X4": 0.83574, "Y4": 0.0648, "page": 0, "Index": 8}, {"Word": "No", "Confidence": 0.998, "X1": 0.09198, "Y1": 0.0952, "X2": 0.11301, "Y2": 0.095, "X3": 0.11301, "Y3": 0.1088, "X4": 0.09198, "Y4": 0.1088, "page": 0, "Index": 9}, {"Word": "attempt", "Confidence": 0.994, "X1": 0.12089, "Y1": 0.0952, "X2": 0.19711, "Y2": 0.095, "X3": 0.19711, "Y3": 0.1098, "X4": 0.12089, "Y4": 0.1088, "page": 0, "Index": 10}, {"Word": "at", "Confidence": 0.998, "X1": 0.20499, "Y1": 0.0952, "X2": 0.22865, "Y2": 0.095, "X3": 0.22865, "Y3": 0.1098, "X4": 0.20499, "Y4": 0.1098, "page": 0, "Index": 11}, {"Word": "this", "Confidence": 0.991, "X1": 0.23784, "Y1": 0.0942, "X2": 0.28384, "Y2": 0.094, "X3": 0.28384, "Y3": 0.1098, "X4": 0.23916, "Y4": 0.1098, "page": 0, "Index": 12}, {"Word": "time", "Confidence": 0.986, "X1": 0.29172, "Y1": 0.0942, "X2": 0.33771, "Y2": 0.094, "X3": 0.33903, "Y3": 0.1098, "X4": 0.29172, "Y4": 0.1098, "page": 0, "Index": 13}, {"Word": "has", "Confidence": 0.998, "X1": 0.3456, "Y1": 0.0952, "X2": 0.37976, "Y2": 0.095, "X3": 0.37976, "Y3": 0.1108, "X4": 0.3456, "Y4": 0.1098, "page": 0, "Index": 14}, {"Word": "been", "Confidence": 0.991, "X1": 0.38765, "Y1": 0.0952, "X2": 0.43233, "Y2": 0.095, "X3": 0.43364, "Y3": 0.1108, "X4": 0.38765, "Y4": 0.1108, "page": 0, "Index": 15}, {"Word": "made", "Confidence": 0.987, "X1": 0.44021, "Y1": 0.0952, "X2": 0.4862, "Y2": 0.095, "X3": 0.4862, "Y3": 0.1108, "X4": 0.44021, "Y4": 0.1108, "page": 0, "Index": 16}, {"Word": "to", "Confidence": 0.998, "X1": 0.4954, "Y1": 0.0952, "X2": 0.51774, "Y2": 0.095, "X3": 0.51774, "Y3": 0.1108, "X4": 0.4954, "Y4": 0.1108, "page": 0, "Index": 17}, {"Word": "formulate", "Confidence": 0.994, "X1": 0.52825, "Y1": 0.0952, "X2": 0.62418, "Y2": 0.095, "X3": 0.62418, "Y3": 0.1108, "X4": 0.52825, "Y4": 0.1108, "page": 0, "Index": 18}, {"Word": "definite", "Confidence": 0.995, "X1": 0.63338, "Y1": 0.0962, "X2": 0.72011, "Y2": 0.096, "X3": 0.72011, "Y3": 0.1118, "X4": 0.63338, "Y4": 0.1108, "page": 0, "Index": 19}, {"Word": "conclusions", "Confidence": 0.993, "X1": 0.7293, "Y1": 0.0972, "X2": 0.84757, "Y2": 0.097, "X3": 0.84757, "Y3": 0.1118, "X4": 0.7293, "Y4": 0.1118, "page": 0, "Index": 20}, {"Word": "from", "Confidence": 0.989, "X1": 0.85808, "Y1": 0.0972, "X2": 0.90013, "Y2": 0.097, "X3": 0.90013, "Y3": 0.1118, "X4": 0.85677, "Y4": 0.1118, "page": 0, "Index": 21}, {"Word": "this", "Confidence": 0.994, "X1": 0.0933, "Y1": 0.1112, "X2": 0.13272, "Y2": 0.111, "X3": 0.13272, "Y3": 0.1248, "X4": 0.0933, "Y4": 0.1248, "page": 0, "Index": 22}, {"Word": "data;", "Confidence": 0.996, "X1": 0.14192, "Y1": 0.1112, "X2": 0.19711, "Y2": 0.111, "X3": 0.19711, "Y3": 0.1258, "X4": 0.14192, "Y4": 0.1248, "page": 0, "Index": 23}, {"Word": "however,", "Confidence": 0.996, "X1": 0.20499, "Y1": 0.1122, "X2": 0.29435, "Y2": 0.112, "X3": 0.29435, "Y3": 0.1258, "X4": 0.20499, "Y4": 0.1258, "page": 0, "Index": 24}, {"Word": "a", "Confidence": 0.996, "X1": 0.30355, "Y1": 0.1122, "X2": 0.31406, "Y2": 0.112, "X3": 0.31406, "Y3": 0.1258, "X4": 0.30355, "Y4": 0.1258, "page": 0, "Index": 25}, {"Word": "direct", "Confidence": 0.996, "X1": 0.32457, "Y1": 0.1122, "X2": 0.39028, "Y2": 0.112, "X3": 0.39028, "Y3": 0.1258, "X4": 0.32457, "Y4": 0.1258, "page": 0, "Index": 26}, {"Word": "relationship", "Confidence": 0.993, "X1": 0.39947, "Y1": 0.1122, "X2": 0.52825, "Y2": 0.112, "X3": 0.52825, "Y3": 0.1268, "X4": 0.39947, "Y4": 0.1268, "page": 0, "Index": 27}, {"Word": "seems", "Confidence": 0.847, "X1": 0.53745, "Y1": 0.1132, "X2": 0.59264, "Y2": 0.113, "X3": 0.59264, "Y3": 0.1268, "X4": 0.53745, "Y4": 0.1268, "page": 0, "Index": 28}, {"Word": "to", "Confidence": 0.998, "X1": 0.60184, "Y1": 0.1132, "X2": 0.62286, "Y2": 0.113, "X3": 0.62286, "Y3": 0.1268, "X4": 0.60053, "Y4": 0.1268, "page": 0, "Index": 29}, {"Word": "exist", "Confidence": 0.997, "X1": 0.63338, "Y1": 0.1132, "X2": 0.68594, "Y2": 0.113, "X3": 0.68594, "Y3": 0.1278, "X4": 0.63338, "Y4": 0.1268, "page": 0, "Index": 30}, {"Word": "between", "Confidence": 0.996, "X1": 0.69645, "Y1": 0.1132, "X2": 0.77135, "Y2": 0.113, "X3": 0.77135, "Y3": 0.1278, "X4": 0.69645, "Y4": 0.1278, "page": 0, "Index": 31}, {"Word": "the", "Confidence": 0.998, "X1": 0.78187, "Y1": 0.1142, "X2": 0.81472, "Y2": 0.114, "X3": 0.81472, "Y3": 0.1278, "X4": 0.78187, "Y4": 0.1278, "page": 0, "Index": 32}, {"Word": "over-", "Confidence": 0.997, "X1": 0.82392, "Y1": 0.1142, "X2": 0.87911, "Y2": 0.114, "X3": 0.87779, "Y3": 0.1278, "X4": 0.82392, "Y4": 0.1278, "page": 0, "Index": 33}, {"Word": "read", "Confidence": 0.992, "X1": 0.0933, "Y1": 0.1272, "X2": 0.13272, "Y2": 0.127, "X3": 0.13141, "Y3": 0.1408, "X4": 0.0933, "Y4": 0.1408, "page": 0, "Index": 34}, {"Word": "factor", "Confidence": 0.997, "X1": 0.14323, "Y1": 0.1282, "X2": 0.20762, "Y2": 0.128, "X3": 0.20631, "Y3": 0.1418, "X4": 0.14192, "Y4": 0.1408, "page": 0, "Index": 35}, {"Word": "and", "Confidence": 0.998, "X1": 0.21682, "Y1": 0.1282, "X2": 0.25099, "Y2": 0.128, "X3": 0.24967, "Y3": 0.1418, "X4": 0.21551, "Y4": 0.1418, "page": 0, "Index": 36}, {"Word": "reducing", "Confidence": 0.996, "X1": 0.2615, "Y1": 0.1282, "X2": 0.34823, "Y2": 0.128, "X3": 0.34691, "Y3": 0.1428, "X4": 0.26018, "Y4": 0.1418, "page": 0, "Index": 37}, {"Word": "sugars", "Confidence": 0.997, "X1": 0.35742, "Y1": 0.1282, "X2": 0.42181, "Y2": 0.128, "X3": 0.4205, "Y3": 0.1428, "X4": 0.35611, "Y4": 0.1428, "page": 0, "Index": 38}, {"Word": "content.", "Confidence": 0.995, "X1": 0.43101, "Y1": 0.1292, "X2": 0.51905, "Y2": 0.129, "X3": 0.51905, "Y3": 0.1428, "X4": 0.4297, "Y4": 0.1428, "page": 0, "Index": 39}, {"Word": "Perhaps", "Confidence": 0.995, "X1": 0.53745, "Y1": 0.1292, "X2": 0.61367, "Y2": 0.129, "X3": 0.61235, "Y3": 0.1438, "X4": 0.53745, "Y4": 0.1438, "page": 0, "Index": 40}, {"Word": "further", "Confidence": 0.993, "X1": 0.62286, "Y1": 0.1292, "X2": 0.69908, "Y2": 0.129, "X3": 0.69777, "Y3": 0.1438, "X4": 0.62155, "Y4": 0.1438, "page": 0, "Index": 41}, {"Word": "experience", "Confidence": 0.993, "X1": 0.70828, "Y1": 0.1292, "X2": 0.81472, "Y2": 0.129, "X3": 0.81472, "Y3": 0.1438, "X4": 0.70696, "Y4": 0.1438, "page": 0, "Index": 42}, {"Word": "could", "Confidence": 0.998, "X1": 0.82523, "Y1": 0.1292, "X2": 0.88042, "Y2": 0.129, "X3": 0.87911, "Y3": 0.1438, "X4": 0.82523, "Y4": 0.1438, "page": 0, "Index": 43}, {"Word": "lend", "Confidence": 0.981, "X1": 0.09198, "Y1": 0.1432, "X2": 0.13272, "Y2": 0.143, "X3": 0.13272, "Y3": 0.1578, "X4": 0.09198, "Y4": 0.1578, "page": 0, "Index": 44}, {"Word": "greater", "Confidence": 0.997, "X1": 0.14192, "Y1": 0.1432, "X2": 0.21813, "Y2": 0.143, "X3": 0.21813, "Y3": 0.1588, "X4": 0.14192, "Y4": 0.1578, "page": 0, "Index": 45}, {"Word": "insight", "Confidence": 0.997, "X1": 0.22733, "Y1": 0.1432, "X2": 0.30486, "Y2": 0.143, "X3": 0.30486, "Y3": 0.1588, "X4": 0.22733, "Y4": 0.1588, "page": 0, "Index": 46}, {"Word": "to", "Confidence": 0.998, "X1": 0.31406, "Y1": 0.1432, "X2": 0.3364, "Y2": 0.143, "X3": 0.3364, "Y3": 0.1588, "X4": 0.31406, "Y4": 0.1588, "page": 0, "Index": 47}, {"Word": "the", "Confidence": 0.998, "X1": 0.3456, "Y1": 0.1432, "X2": 0.37976, "Y2": 0.143, "X3": 0.37976, "Y3": 0.1588, "X4": 0.3456, "Y4": 0.1588, "page": 0, "Index": 48}, {"Word": "proper", "Confidence": 0.997, "X1": 0.38896, "Y1": 0.1442, "X2": 0.45466, "Y2": 0.144, "X3": 0.45466, "Y3": 0.1598, "X4": 0.38896, "Y4": 0.1588, "page": 0, "Index": 49}, {"Word": "application", "Confidence": 0.994, "X1": 0.46386, "Y1": 0.1442, "X2": 0.58081, "Y2": 0.144, "X3": 0.58081, "Y3": 0.1598, "X4": 0.46386, "Y4": 0.1598, "page": 0, "Index": 50}, {"Word": "of", "Confidence": 0.998, "X1": 0.59001, "Y1": 0.1442, "X2": 0.61235, "Y2": 0.144, "X3": 0.61235, "Y3": 0.1598, "X4": 0.59001, "Y4": 0.1598, "page": 0, "Index": 51}, {"Word": "this", "Confidence": 0.988, "X1": 0.62286, "Y1": 0.1442, "X2": 0.66491, "Y2": 0.144, "X3": 0.66491, "Y3": 0.1598, "X4": 0.62286, "Y4": 0.1598, "page": 0, "Index": 52}, {"Word": "relationship.", "Confidence": 0.991, "X1": 0.67543, "Y1": 0.1442, "X2": 0.81603, "Y2": 0.144, "X3": 0.81603, "Y3": 0.1598, "X4": 0.67411, "Y4": 0.1598, "page": 0, "Index": 53}, {"Word": "The", "Confidence": 0.994, "X1": 0.14455, "Y1": 0.1752, "X2": 0.17477, "Y2": 0.175, "X3": 0.17346, "Y3": 0.1888, "X4": 0.14323, "Y4": 0.1888, "page": 0, "Index": 54}, {"Word": "acids", "Confidence": 0.998, "X1": 0.18528, "Y1": 0.1752, "X2": 0.24047, "Y2": 0.175, "X3": 0.23916, "Y3": 0.1888, "X4": 0.18397, "Y4": 0.1888, "page": 0, "Index": 55}, {"Word": "and", "Confidence": 0.998, "X1": 0.24967, "Y1": 0.1752, "X2": 0.28384, "Y2": 0.175, "X3": 0.28252, "Y3": 0.1898, "X4": 0.24836, "Y4": 0.1898, "page": 0, "Index": 56}, {"Word": "acids", "Confidence": 0.997, "X1": 0.29304, "Y1": 0.1752, "X2": 0.34823, "Y2": 0.175, "X3": 0.34691, "Y3": 0.1898, "X4": 0.29172, "Y4": 0.1898, "page": 0, "Index": 57}, {"Word": "plus", "Confidence": 0.991, "X1": 0.35742, "Y1": 0.1752, "X2": 0.40079, "Y2": 0.175, "X3": 0.39947, "Y3": 0.1898, "X4": 0.35611, "Y4": 0.1898, "page": 0, "Index": 58}, {"Word": "lactones", "Confidence": 0.995, "X1": 0.40999, "Y1": 0.1762, "X2": 0.49671, "Y2": 0.176, "X3": 0.49671, "Y3": 0.1908, "X4": 0.40867, "Y4": 0.1898, "page": 0, "Index": 59}, {"Word": "content", "Confidence": 0.996, "X1": 0.50591, "Y1": 0.1762, "X2": 0.58213, "Y2": 0.176, "X3": 0.58081, "Y3": 0.1908, "X4": 0.50591, "Y4": 0.1908, "page": 0, "Index": 60}, {"Word": "of", "Confidence": 0.998, "X1": 0.59133, "Y1": 0.1762, "X2": 0.61367, "Y2": 0.176, "X3": 0.61235, "Y3": 0.1908, "X4": 0.59001, "Y4": 0.1908, "page": 0, "Index": 61}, {"Word": "the", "Confidence": 0.998, "X1": 0.62286, "Y1": 0.1762, "X2": 0.65572, "Y2": 0.176, "X3": 0.6544, "Y3": 0.1908, "X4": 0.62155, "Y4": 0.1908, "page": 0, "Index": 62}, {"Word": "syrups", "Confidence": 0.997, "X1": 0.66623, "Y1": 0.1762, "X2": 0.73062, "Y2": 0.176, "X3": 0.7293, "Y3": 0.1908, "X4": 0.66491, "Y4": 0.1908, "page": 0, "Index": 63}, {"Word": "were", "Confidence": 0.989, "X1": 0.73982, "Y1": 0.1772, "X2": 0.78318, "Y2": 0.177, "X3": 0.78187, "Y3": 0.1908, "X4": 0.7385, "Y4": 0.1908, "page": 0, "Index": 64}, {"Word": "determined", "Confidence": 0.991, "X1": 0.79238, "Y1": 0.1772, "X2": 0.90145, "Y2": 0.177, "X3": 0.90013, "Y3": 0.1908, "X4": 0.79106, "Y4": 0.1908, "page": 0, "Index": 65}, {"Word": "by", "Confidence": 0.998, "X1": 0.09067, "Y1": 0.1912, "X2": 0.1117, "Y2": 0.191, "X3": 0.1117, "Y3": 0.2058, "X4": 0.08936, "Y4": 0.2058, "page": 0, "Index": 66}, {"Word": "aqueous", "Confidence": 0.996, "X1": 0.12089, "Y1": 0.1912, "X2": 0.19711, "Y2": 0.191, "X3": 0.1958, "Y3": 0.2058, "X4": 0.12089, "Y4": 0.2058, "page": 0, "Index": 67}, {"Word": "acid-base", "Confidence": 0.995, "X1": 0.20499, "Y1": 0.1912, "X2": 0.30486, "Y2": 0.191, "X3": 0.30355, "Y3": 0.2068, "X4": 0.20368, "Y4": 0.2058, "page": 0, "Index": 68}, {"Word": "titrations", "Confidence": 0.994, "X1": 0.31537, "Y1": 0.1912, "X2": 0.42181, "Y2": 0.191, "X3": 0.42181, "Y3": 0.2068, "X4": 0.31406, "Y4": 0.2068, "page": 0, "Index": 69}, {"Word": "to", "Confidence": 0.998, "X1": 0.43233, "Y1": 0.1912, "X2": 0.45335, "Y2": 0.191, "X3": 0.45204, "Y3": 0.2068, "X4": 0.43233, "Y4": 0.2068, "page": 0, "Index": 70}, {"Word": "the", "Confidence": 0.998, "X1": 0.46386, "Y1": 0.1912, "X2": 0.49671, "Y2": 0.191, "X3": 0.4954, "Y3": 0.2068, "X4": 0.46386, "Y4": 0.2068, "page": 0, "Index": 71}, {"Word": "phenophthalein", "Confidence": 0.991, "X1": 0.5046, "Y1": 0.1922, "X2": 0.65572, "Y2": 0.192, "X3": 0.6544, "Y3": 0.2068, "X4": 0.5046, "Y4": 0.2068, "page": 0, "Index": 72}, {"Word": "end", "Confidence": 0.947, "X1": 0.66491, "Y1": 0.1922, "X2": 0.69777, "Y2": 0.192, "X3": 0.69777, "Y3": 0.2068, "X4": 0.6636, "Y4": 0.2068, "page": 0, "Index": 73}, {"Word": "point.", "Confidence": 0.997, "X1": 0.70696, "Y1": 0.1922, "X2": 0.77398, "Y2": 0.192, "X3": 0.77267, "Y3": 0.2068, "X4": 0.70565, "Y4": 0.2068, "page": 0, "Index": 74}, {"Word": "The", "Confidence": 0.998, "X1": 0.79238, "Y1": 0.1922, "X2": 0.82523, "Y2": 0.192, "X3": 0.82392, "Y3": 0.2068, "X4": 0.79238, "Y4": 0.2068, "page": 0, "Index": 75}, {"Word": "data", "Confidence": 0.952, "X1": 0.83443, "Y1": 0.1932, "X2": 0.87911, "Y2": 0.193, "X3": 0.87779, "Y3": 0.2068, "X4": 0.83443, "Y4": 0.2068, "page": 0, "Index": 76}, {"Word": "from", "Confidence": 0.988, "X1": 0.09067, "Y1": 0.2072, "X2": 0.13141, "Y2": 0.207, "X3": 0.13141, "Y3": 0.2218, "X4": 0.09067, "Y4": 0.2208, "page": 0, "Index": 77}, {"Word": "these", "Confidence": 0.635, "X1": 0.14192, "Y1": 0.2072, "X2": 0.1958, "Y2": 0.207, "X3": 0.1958, "Y3": 0.2218, "X4": 0.14192, "Y4": 0.2218, "page": 0, "Index": 78}, {"Word": "determinations", "Confidence": 0.993, "X1": 0.20499, "Y1": 0.2072, "X2": 0.35742, "Y2": 0.207, "X3": 0.35742, "Y3": 0.2218, "X4": 0.20499, "Y4": 0.2218, "page": 0, "Index": 79}, {"Word": "are", "Confidence": 0.642, "X1": 0.36662, "Y1": 0.2072, "X2": 0.40079, "Y2": 0.207, "X3": 0.40079, "Y3": 0.2218, "X4": 0.36662, "Y4": 0.2218, "page": 0, "Index": 80}, {"Word": "attached", "Confidence": 0.995, "X1": 0.40999, "Y1": 0.2082, "X2": 0.4954, "Y2": 0.208, "X3": 0.4954, "Y3": 0.2228, "X4": 0.40999, "Y4": 0.2218, "page": 0, "Index": 81}, {"Word": "to", "Confidence": 0.998, "X1": 0.50591, "Y1": 0.2082, "X2": 0.52825, "Y2": 0.208, "X3": 0.52825, "Y3": 0.2228, "X4": 0.50591, "Y4": 0.2228, "page": 0, "Index": 82}, {"Word": "this", "Confidence": 0.988, "X1": 0.53876, "Y1": 0.2082, "X2": 0.58081, "Y2": 0.208, "X3": 0.58081, "Y3": 0.2228, "X4": 0.53876, "Y4": 0.2228, "page": 0, "Index": 83}, {"Word": "memorandum.", "Confidence": 0.992, "X1": 0.59001, "Y1": 0.2092, "X2": 0.71091, "Y2": 0.209, "X3": 0.71091, "Y3": 0.2238, "X4": 0.59001, "Y4": 0.2228, "page": 0, "Index": 84}, {"Word": "The", "Confidence": 0.998, "X1": 0.14192, "Y1": 0.2392, "X2": 0.17477, "Y2": 0.239, "X3": 0.17346, "Y3": 0.2538, "X4": 0.14192, "Y4": 0.2538, "page": 0, "Index": 85}, {"Word": "acids", "Confidence": 0.997, "X1": 0.18397, "Y1": 0.2392, "X2": 0.24047, "Y2": 0.239, "X3": 0.23916, "Y3": 0.2538, "X4": 0.18397, "Y4": 0.2538, "page": 0, "Index": 86}, {"Word": "and", "Confidence": 0.994, "X1": 0.24836, "Y1": 0.2392, "X2": 0.28252, "Y2": 0.239, "X3": 0.28252, "Y3": 0.2538, "X4": 0.24836, "Y4": 0.2538, "page": 0, "Index": 87}, {"Word": "acids", "Confidence": 0.997, "X1": 0.29172, "Y1": 0.2392, "X2": 0.34691, "Y2": 0.239, "X3": 0.34691, "Y3": 0.2548, "X4": 0.29172, "Y4": 0.2538, "page": 0, "Index": 88}, {"Word": "plus", "Confidence": 0.991, "X1": 0.3548, "Y1": 0.2392, "X2": 0.40079, "Y2": 0.239, "X3": 0.40079, "Y3": 0.2548, "X4": 0.3548, "Y4": 0.2548, "page": 0, "Index": 89}, {"Word": "lactones", "Confidence": 0.993, "X1": 0.40867, "Y1": 0.2402, "X2": 0.4954, "Y2": 0.24, "X3": 0.4954, "Y3": 0.2548, "X4": 0.40867, "Y4": 0.2548, "page": 0, "Index": 90}, {"Word": "content", "Confidence": 0.994, "X1": 0.50591, "Y1": 0.2402, "X2": 0.58081, "Y2": 0.24, "X3": 0.58081, "Y3": 0.2548, "X4": 0.5046, "Y4": 0.2548, "page": 0, "Index": 91}, {"Word": "of", "Confidence": 0.998, "X1": 0.59001, "Y1": 0.2402, "X2": 0.61104, "Y2": 0.24, "X3": 0.61104, "Y3": 0.2558, "X4": 0.5887, "Y4": 0.2548, "page": 0, "Index": 92}, {"Word": "the", "Confidence": 0.998, "X1": 0.62286, "Y1": 0.2402, "X2": 0.6544, "Y2": 0.24, "X3": 0.6544, "Y3": 0.2558, "X4": 0.62155, "Y4": 0.2558, "page": 0, "Index": 93}, {"Word": "syrups", "Confidence": 0.997, "X1": 0.66491, "Y1": 0.2402, "X2": 0.7293, "Y2": 0.24, "X3": 0.72799, "Y3": 0.2558, "X4": 0.66491, "Y4": 0.2558, "page": 0, "Index": 94}, {"Word": "after", "Confidence": 0.997, "X1": 0.7385, "Y1": 0.2402, "X2": 0.79369, "Y2": 0.24, "X3": 0.79369, "Y3": 0.2558, "X4": 0.7385, "Y4": 0.2558, "page": 0, "Index": 95}, {"Word": "isomeri-", "Confidence": 0.995, "X1": 0.80289, "Y1": 0.2412, "X2": 0.88962, "Y2": 0.241, "X3": 0.88962, "Y3": 0.2558, "X4": 0.80289, "Y4": 0.2558, "page": 0, "Index": 96}, {"Word": "zation", "Confidence": 0.994, "X1": 0.09198, "Y1": 0.2552, "X2": 0.15243, "Y2": 0.255, "X3": 0.15243, "Y3": 0.2698, "X4": 0.09067, "Y4": 0.2698, "page": 0, "Index": 97}, {"Word": "varied", "Confidence": 0.983, "X1": 0.16163, "Y1": 0.2562, "X2": 0.22733, "Y2": 0.256, "X3": 0.22733, "Y3": 0.2698, "X4": 0.16163, "Y4": 0.2698, "page": 0, "Index": 98}, {"Word": "within", "Confidence": 0.997, "X1": 0.23653, "Y1": 0.2562, "X2": 0.30355, "Y2": 0.256, "X3": 0.30355, "Y3": 0.2708, "X4": 0.23653, "Y4": 0.2708, "page": 0, "Index": 99}, {"Word": "reasonable", "Confidence": 0.958, "X1": 0.31275, "Y1": 0.2562, "X2": 0.42181, "Y2": 0.256, "X3": 0.42181, "Y3": 0.2718, "X4": 0.31275, "Y4": 0.2708, "page": 0, "Index": 100}, {"Word": "bounds.", "Confidence": 0.996, "X1": 0.4297, "Y1": 0.2562, "X2": 0.50854, "Y2": 0.256, "X3": 0.50723, "Y3": 0.2718, "X4": 0.4297, "Y4": 0.2718, "page": 0, "Index": 101}, {"Word": "A", "Confidence": 0.993, "X1": 0.52562, "Y1": 0.2562, "X2": 0.53745, "Y2": 0.256, "X3": 0.53614, "Y3": 0.2718, "X4": 0.52562, "Y4": 0.2718, "page": 0, "Index": 102}, {"Word": "relationship", "Confidence": 0.991, "X1": 0.54796, "Y1": 0.2572, "X2": 0.67543, "Y2": 0.257, "X3": 0.67543, "Y3": 0.2718, "X4": 0.54796, "Y4": 0.2718, "page": 0, "Index": 103}, {"Word": "exists", "Confidence": 0.997, "X1": 0.68594, "Y1": 0.2572, "X2": 0.75033, "Y2": 0.257, "X3": 0.75033, "Y3": 0.2728, "X4": 0.68463, "Y4": 0.2728, "page": 0, "Index": 104}, {"Word": "between", "Confidence": 0.959, "X1": 0.75821, "Y1": 0.2582, "X2": 0.83574, "Y2": 0.258, "X3": 0.83574, "Y3": 0.2728, "X4": 0.75821, "Y4": 0.2728, "page": 0, "Index": 105}, {"Word": "the", "Confidence": 0.998, "X1": 0.84625, "Y1": 0.2582, "X2": 0.87911, "Y2": 0.258, "X3": 0.87911, "Y3": 0.2728, "X4": 0.84625, "Y4": 0.2728, "page": 0, "Index": 106}, {"Word": "acids", "Confidence": 0.996, "X1": 0.09198, "Y1": 0.2722, "X2": 0.14323, "Y2": 0.272, "X3": 0.14323, "Y3": 0.2868, "X4": 0.09198, "Y4": 0.2858, "page": 0, "Index": 107}, {"Word": "and", "Confidence": 0.998, "X1": 0.15243, "Y1": 0.2722, "X2": 0.18528, "Y2": 0.272, "X3": 0.18528, "Y3": 0.2868, "X4": 0.15243, "Y4": 0.2868, "page": 0, "Index": 108}, {"Word": "acids", "Confidence": 0.997, "X1": 0.19317, "Y1": 0.2722, "X2": 0.24967, "Y2": 0.272, "X3": 0.24967, "Y3": 0.2868, "X4": 0.19317, "Y4": 0.2868, "page": 0, "Index": 109}, {"Word": "plus", "Confidence": 0.988, "X1": 0.25887, "Y1": 0.2722, "X2": 0.30355, "Y2": 0.272, "X3": 0.30355, "Y3": 0.2868, "X4": 0.25887, "Y4": 0.2868, "page": 0, "Index": 110}, {"Word": "lactones", "Confidence": 0.994, "X1": 0.31275, "Y1": 0.2722, "X2": 0.39947, "Y2": 0.272, "X3": 0.39947, "Y3": 0.2878, "X4": 0.31275, "Y4": 0.2868, "page": 0, "Index": 111}, {"Word": "content", "Confidence": 0.996, "X1": 0.40867, "Y1": 0.2732, "X2": 0.48489, "Y2": 0.273, "X3": 0.48489, "Y3": 0.2878, "X4": 0.40867, "Y4": 0.2878, "page": 0, "Index": 112}, {"Word": "and", "Confidence": 0.998, "X1": 0.4954, "Y1": 0.2732, "X2": 0.52825, "Y2": 0.273, "X3": 0.52694, "Y3": 0.2878, "X4": 0.49409, "Y4": 0.2878, "page": 0, "Index": 113}, {"Word": "the", "Confidence": 0.998, "X1": 0.53745, "Y1": 0.2732, "X2": 0.5703, "Y2": 0.273, "X3": 0.5703, "Y3": 0.2878, "X4": 0.53745, "Y4": 0.2878, "page": 0, "Index": 114}, {"Word": "percent", "Confidence": 0.996, "X1": 0.57819, "Y1": 0.2732, "X2": 0.6544, "Y2": 0.273, "X3": 0.6544, "Y3": 0.2878, "X4": 0.57819, "Y4": 0.2878, "page": 0, "Index": 115}, {"Word": "conversion.", "Confidence": 0.994, "X1": 0.6636, "Y1": 0.2742, "X2": 0.78318, "Y2": 0.274, "X3": 0.78187, "Y3": 0.2888, "X4": 0.6636, "Y4": 0.2878, "page": 0, "Index": 116}, {"Word": "One", "Confidence": 0.998, "X1": 0.80289, "Y1": 0.2742, "X2": 0.83574, "Y2": 0.274, "X3": 0.83443, "Y3": 0.2888, "X4": 0.80158, "Y4": 0.2888, "page": 0, "Index": 117}, {"Word": "sample,", "Confidence": 0.986, "X1": 0.84494, "Y1": 0.2742, "X2": 0.92116, "Y2": 0.274, "X3": 0.91984, "Y3": 0.2888, "X4": 0.84363, "Y4": 0.2888, "page": 0, "Index": 118}, {"Word": "taken", "Confidence": 0.997, "X1": 0.09067, "Y1": 0.2872, "X2": 0.14323, "Y2": 0.287, "X3": 0.14192, "Y3": 0.3018, "X4": 0.09067, "Y4": 0.3018, "page": 0, "Index": 119}, {"Word": "while", "Confidence": 0.998, "X1": 0.15112, "Y1": 0.2872, "X2": 0.20631, "Y2": 0.287, "X3": 0.20631, "Y3": 0.3028, "X4": 0.15112, "Y4": 0.3018, "page": 0, "Index": 120}, {"Word": "the", "Confidence": 0.998, "X1": 0.21551, "Y1": 0.2882, "X2": 0.25099, "Y2": 0.288, "X3": 0.25099, "Y3": 0.3028, "X4": 0.21551, "Y4": 0.3028, "page": 0, "Index": 121}, {"Word": "isomerization", "Confidence": 0.991, "X1": 0.26018, "Y1": 0.2882, "X2": 0.39947, "Y2": 0.288, "X3": 0.39947, "Y3": 0.3038, "X4": 0.26018, "Y4": 0.3028, "page": 0, "Index": 122}, {"Word": "process", "Confidence": 0.996, "X1": 0.40867, "Y1": 0.2892, "X2": 0.48489, "Y2": 0.289, "X3": 0.48489, "Y3": 0.3038, "X4": 0.40867, "Y4": 0.3038, "page": 0, "Index": 123}, {"Word": "was", "Confidence": 0.998, "X1": 0.49277, "Y1": 0.2892, "X2": 0.52694, "Y2": 0.289, "X3": 0.52694, "Y3": 0.3038, "X4": 0.49277, "Y4": 0.3038, "page": 0, "Index": 124}, {"Word": "running", "Confidence": 0.996, "X1": 0.53614, "Y1": 0.2892, "X2": 0.61235, "Y2": 0.289, "X3": 0.61235, "Y3": 0.3038, "X4": 0.53614, "Y4": 0.3038, "page": 0, "Index": 125}, {"Word": "at", "Confidence": 0.998, "X1": 0.62155, "Y1": 0.2892, "X2": 0.64389, "Y2": 0.289, "X3": 0.64389, "Y3": 0.3038, "X4": 0.62024, "Y4": 0.3038, "page": 0, "Index": 126}, {"Word": "one-half", "Confidence": 0.994, "X1": 0.65309, "Y1": 0.2892, "X2": 0.73982, "Y2": 0.289, "X3": 0.73982, "Y3": 0.3038, "X4": 0.65177, "Y4": 0.3038, "page": 0, "Index": 127}, {"Word": "rate,", "Confidence": 0.997, "X1": 0.74901, "Y1": 0.2892, "X2": 0.8042, "Y2": 0.289, "X3": 0.8042, "Y3": 0.3038, "X4": 0.74901, "Y4": 0.3038, "page": 0, "Index": 128}, {"Word": "had", "Confidence": 0.998, "X1": 0.81209, "Y1": 0.2892, "X2": 0.84757, "Y2": 0.289, "X3": 0.84757, "Y3": 0.3038, "X4": 0.81209, "Y4": 0.3038, "page": 0, "Index": 129}, {"Word": "a", "Confidence": 0.996, "X1": 0.85677, "Y1": 0.2892, "X2": 0.86859, "Y2": 0.289, "X3": 0.86859, "Y3": 0.3038, "X4": 0.85677, "Y4": 0.3038, "page": 0, "Index": 130}, {"Word": "higher", "Confidence": 0.995, "X1": 0.08804, "Y1": 0.3042, "X2": 0.15375, "Y2": 0.304, "X3": 0.15375, "Y3": 0.3198, "X4": 0.08804, "Y4": 0.3188, "page": 0, "Index": 131}, {"Word": "conversion", "Confidence": 0.994, "X1": 0.16294, "Y1": 0.3042, "X2": 0.2707, "Y2": 0.304, "X3": 0.2707, "Y3": 0.3198, "X4": 0.16163, "Y4": 0.3198, "page": 0, "Index": 132}, {"Word": "(31%)", "Confidence": 0.994, "X1": 0.28252, "Y1": 0.3042, "X2": 0.33771, "Y2": 0.304, "X3": 0.3364, "Y3": 0.3198, "X4": 0.28252, "Y4": 0.3198, "page": 0, "Index": 133}, {"Word": "and", "Confidence": 0.998, "X1": 0.34428, "Y1": 0.3042, "X2": 0.37976, "Y2": 0.304, "X3": 0.37976, "Y3": 0.3198, "X4": 0.34428, "Y4": 0.3198, "page": 0, "Index": 134}, {"Word": "a", "Confidence": 0.995, "X1": 0.38896, "Y1": 0.3042, "X2": 0.40079, "Y2": 0.304, "X3": 0.39947, "Y3": 0.3208, "X4": 0.38765, "Y4": 0.3198, "page": 0, "Index": 135}, {"Word": "correspondingly", "Confidence": 0.991, "X1": 0.40867, "Y1": 0.3042, "X2": 0.5703, "Y2": 0.304, "X3": 0.56899, "Y3": 0.3208, "X4": 0.40867, "Y4": 0.3208, "page": 0, "Index": 136}, {"Word": "higher", "Confidence": 0.997, "X1": 0.57687, "Y1": 0.3052, "X2": 0.64389, "Y2": 0.305, "X3": 0.64389, "Y3": 0.3208, "X4": 0.57687, "Y4": 0.3208, "page": 0, "Index": 137}, {"Word": "acids", "Confidence": 0.997, "X1": 0.65309, "Y1": 0.3052, "X2": 0.70959, "Y2": 0.305, "X3": 0.70828, "Y3": 0.3208, "X4": 0.65177, "Y4": 0.3208, "page": 0, "Index": 138}, {"Word": "and", "Confidence": 0.998, "X1": 0.71748, "Y1": 0.3052, "X2": 0.75164, "Y2": 0.305, "X3": 0.75164, "Y3": 0.3208, "X4": 0.71748, "Y4": 0.3208, "page": 0, "Index": 139}, {"Word": "acids", "Confidence": 0.995, "X1": 0.75953, "Y1": 0.3062, "X2": 0.81472, "Y2": 0.306, "X3": 0.81472, "Y3": 0.3208, "X4": 0.75821, "Y4": 0.3208, "page": 0, "Index": 140}, {"Word": "plus", "Confidence": 0.991, "X1": 0.82392, "Y1": 0.3062, "X2": 0.86991, "Y2": 0.306, "X3": 0.86991, "Y3": 0.3208, "X4": 0.8226, "Y4": 0.3208, "page": 0, "Index": 141}, {"Word": "lactones", "Confidence": 0.991, "X1": 0.09067, "Y1": 0.3202, "X2": 0.17346, "Y2": 0.32, "X3": 0.17346, "Y3": 0.3348, "X4": 0.09067, "Y4": 0.3338, "page": 0, "Index": 142}, {"Word": "content.", "Confidence": 0.995, "X1": 0.18397, "Y1": 0.3202, "X2": 0.2707, "Y2": 0.32, "X3": 0.2707, "Y3": 0.3338, "X4": 0.18397, "Y4": 0.3348, "page": 0, "Index": 143}, {"Word": "The", "Confidence": 0.996, "X1": 0.14192, "Y1": 0.3522, "X2": 0.17477, "Y2": 0.352, "X3": 0.17477, "Y3": 0.3668, "X4": 0.14323, "Y4": 0.3668, "page": 0, "Index": 144}, {"Word": "acids", "Confidence": 0.997, "X1": 0.18265, "Y1": 0.3522, "X2": 0.23916, "Y2": 0.352, "X3": 0.23916, "Y3": 0.3668, "X4": 0.18265, "Y4": 0.3668, "page": 0, "Index": 145}, {"Word": "and", "Confidence": 0.998, "X1": 0.24836, "Y1": 0.3522, "X2": 0.28252, "Y2": 0.352, "X3": 0.28252, "Y3": 0.3668, "X4": 0.24836, "Y4": 0.3668, "page": 0, "Index": 146}, {"Word": "acids", "Confidence": 0.997, "X1": 0.29041, "Y1": 0.3522, "X2": 0.34691, "Y2": 0.352, "X3": 0.34691, "Y3": 0.3678, "X4": 0.29041, "Y4": 0.3668, "page": 0, "Index": 147}, {"Word": "plus", "Confidence": 0.988, "X1": 0.3548, "Y1": 0.3532, "X2": 0.40079, "Y2": 0.353, "X3": 0.40079, "Y3": 0.3678, "X4": 0.3548, "Y4": 0.3678, "page": 0, "Index": 148}, {"Word": "lactones", "Confidence": 0.991, "X1": 0.40999, "Y1": 0.3532, "X2": 0.4954, "Y2": 0.353, "X3": 0.49409, "Y3": 0.3678, "X4": 0.40999, "Y4": 0.3678, "page": 0, "Index": 149}, {"Word": "content", "Confidence": 0.996, "X1": 0.5046, "Y1": 0.3532, "X2": 0.58081, "Y2": 0.353, "X3": 0.5795, "Y3": 0.3678, "X4": 0.5046, "Y4": 0.3678, "page": 0, "Index": 150}, {"Word": "effluent", "Confidence": 0.995, "X1": 0.78187, "Y1": 0.3532, "X2": 0.86991, "Y2": 0.353, "X3": 0.86859, "Y3": 0.3678, "X4": 0.78055, "Y4": 0.3678, "page": 0, "Index": 151}, {"Word": "of", "Confidence": 0.998, "X1": 0.5887, "Y1": 0.3532, "X2": 0.61235, "Y2": 0.353, "X3": 0.61104, "Y3": 0.3688, "X4": 0.5887, "Y4": 0.3688, "page": 0, "Index": 152}, {"Word": "the", "Confidence": 0.998, "X1": 0.62155, "Y1": 0.3532, "X2": 0.65572, "Y2": 0.353, "X3": 0.6544, "Y3": 0.3688, "X4": 0.62024, "Y4": 0.3688, "page": 0, "Index": 153}, {"Word": "samples", "Confidence": 0.994, "X1": 0.6636, "Y1": 0.3532, "X2": 0.73982, "Y2": 0.353, "X3": 0.7385, "Y3": 0.3688, "X4": 0.66229, "Y4": 0.3688, "page": 0, "Index": 154}, {"Word": "of", "Confidence": 0.998, "X1": 0.74901, "Y1": 0.3532, "X2": 0.77267, "Y2": 0.353, "X3": 0.77135, "Y3": 0.3688, "X4": 0.7477, "Y4": 0.3688, "page": 0, "Index": 155}, {"Word": "from", "Confidence": 0.987, "X1": 0.09067, "Y1": 0.3682, "X2": 0.13141, "Y2": 0.368, "X3": 0.13009, "Y3": 0.3828, "X4": 0.09067, "Y4": 0.3818, "page": 0, "Index": 156}, {"Word": "the", "Confidence": 0.998, "X1": 0.14192, "Y1": 0.3682, "X2": 0.17346, "Y2": 0.368, "X3": 0.17346, "Y3": 0.3828, "X4": 0.14192, "Y4": 0.3828, "page": 0, "Index": 157}, {"Word": "granular", "Confidence": 0.991, "X1": 0.18265, "Y1": 0.3682, "X2": 0.2707, "Y2": 0.368, "X3": 0.2707, "Y3": 0.3828, "X4": 0.18265, "Y4": 0.3828, "page": 0, "Index": 158}, {"Word": "carbon", "Confidence": 0.997, "X1": 0.27989, "Y1": 0.3692, "X2": 0.3456, "Y2": 0.369, "X3": 0.3456, "Y3": 0.3828, "X4": 0.27989, "Y4": 0.3828, "page": 0, "Index": 159}, {"Word": "columns", "Confidence": 0.991, "X1": 0.35611, "Y1": 0.3692, "X2": 0.43233, "Y2": 0.369, "X3": 0.43101, "Y3": 0.3838, "X4": 0.35611, "Y4": 0.3828, "page": 0, "Index": 160}, {"Word": "tended", "Confidence": 0.997, "X1": 0.44152, "Y1": 0.3692, "X2": 0.50591, "Y2": 0.369, "X3": 0.50591, "Y3": 0.3838, "X4": 0.44021, "Y4": 0.3838, "page": 0, "Index": 161}, {"Word": "to", "Confidence": 0.998, "X1": 0.51774, "Y1": 0.3692, "X2": 0.53745, "Y2": 0.369, "X3": 0.53745, "Y3": 0.3838, "X4": 0.51643, "Y4": 0.3838, "page": 0, "Index": 162}, {"Word": "be", "Confidence": 0.998, "X1": 0.54665, "Y1": 0.3692, "X2": 0.56899, "Y2": 0.369, "X3": 0.56899, "Y3": 0.3838, "X4": 0.54665, "Y4": 0.3838, "page": 0, "Index": 163}, {"Word": "lower", "Confidence": 0.995, "X1": 0.5795, "Y1": 0.3692, "X2": 0.63338, "Y2": 0.369, "X3": 0.63338, "Y3": 0.3838, "X4": 0.57819, "Y4": 0.3838, "page": 0, "Index": 164}, {"Word": "at", "Confidence": 0.998, "X1": 0.64389, "Y1": 0.3692, "X2": 0.66623, "Y2": 0.369, "X3": 0.66491, "Y3": 0.3838, "X4": 0.64258, "Y4": 0.3838, "page": 0, "Index": 165}, {"Word": "the", "Confidence": 0.998, "X1": 0.67543, "Y1": 0.3692, "X2": 0.70828, "Y2": 0.369, "X3": 0.70828, "Y3": 0.3848, "X4": 0.67411, "Y4": 0.3838, "page": 0, "Index": 166}, {"Word": "beginning", "Confidence": 0.991, "X1": 0.71616, "Y1": 0.3692, "X2": 0.81472, "Y2": 0.369, "X3": 0.8134, "Y3": 0.3848, "X4": 0.71616, "Y4": 0.3848, "page": 0, "Index": 167}, {"Word": "of", "Confidence": 0.998, "X1": 0.82392, "Y1": 0.3692, "X2": 0.84625, "Y2": 0.369, "X3": 0.84494, "Y3": 0.3848, "X4": 0.8226, "Y4": 0.3848, "page": 0, "Index": 168}, {"Word": "the", "Confidence": 0.998, "X1": 0.0933, "Y1": 0.3842, "X2": 0.12089, "Y2": 0.384, "X3": 0.12089, "Y3": 0.3978, "X4": 0.0933, "Y4": 0.3978, "page": 0, "Index": 169}, {"Word": "runs", "Confidence": 0.991, "X1": 0.13009, "Y1": 0.3842, "X2": 0.17346, "Y2": 0.384, "X3": 0.17346, "Y3": 0.3988, "X4": 0.13009, "Y4": 0.3978, "page": 0, "Index": 170}, {"Word": "with", "Confidence": 0.98, "X1": 0.18134, "Y1": 0.3842, "X2": 0.22733, "Y2": 0.384, "X3": 0.22733, "Y3": 0.3988, "X4": 0.18134, "Y4": 0.3988, "page": 0, "Index": 171}, {"Word": "a", "Confidence": 0.996, "X1": 0.23784, "Y1": 0.3842, "X2": 0.24836, "Y2": 0.384, "X3": 0.24836, "Y3": 0.3988, "X4": 0.23784, "Y4": 0.3988, "page": 0, "Index": 172}, {"Word": "gradual", "Confidence": 0.996, "X1": 0.25887, "Y1": 0.3852, "X2": 0.33509, "Y2": 0.385, "X3": 0.33377, "Y3": 0.3998, "X4": 0.25887, "Y4": 0.3988, "page": 0, "Index": 173}, {"Word": "increase", "Confidence": 0.995, "X1": 0.3456, "Y1": 0.3852, "X2": 0.43101, "Y2": 0.385, "X3": 0.43101, "Y3": 0.3998, "X4": 0.3456, "Y4": 0.3998, "page": 0, "Index": 174}, {"Word": "to", "Confidence": 0.998, "X1": 0.44152, "Y1": 0.3852, "X2": 0.46255, "Y2": 0.385, "X3": 0.46255, "Y3": 0.4008, "X4": 0.44021, "Y4": 0.4008, "page": 0, "Index": 175}, {"Word": "a", "Confidence": 0.995, "X1": 0.47306, "Y1": 0.3862, "X2": 0.48357, "Y2": 0.386, "X3": 0.48357, "Y3": 0.4008, "X4": 0.47175, "Y4": 0.4008, "page": 0, "Index": 176}, {"Word": "plateau", "Confidence": 0.995, "X1": 0.49277, "Y1": 0.3862, "X2": 0.56899, "Y2": 0.386, "X3": 0.56767, "Y3": 0.4008, "X4": 0.49277, "Y4": 0.4008, "page": 0, "Index": 177}, {"Word": "as", "Confidence": 0.998, "X1": 0.57819, "Y1": 0.3862, "X2": 0.60053, "Y2": 0.386, "X3": 0.59921, "Y3": 0.4008, "X4": 0.57819, "Y4": 0.4008, "page": 0, "Index": 178}, {"Word": "more", "Confidence": 0.988, "X1": 0.60972, "Y1": 0.3862, "X2": 0.65309, "Y2": 0.386, "X3": 0.65309, "Y3": 0.4008, "X4": 0.60841, "Y4": 0.4008, "page": 0, "Index": 179}, {"Word": "syrup", "Confidence": 0.998, "X1": 0.6636, "Y1": 0.3872, "X2": 0.71748, "Y2": 0.387, "X3": 0.71748, "Y3": 0.4008, "X4": 0.6636, "Y4": 0.4008, "page": 0, "Index": 180}, {"Word": "is", "Confidence": 0.998, "X1": 0.72799, "Y1": 0.3872, "X2": 0.74901, "Y2": 0.387, "X3": 0.74901, "Y3": 0.4008, "X4": 0.72799, "Y4": 0.4008, "page": 0, "Index": 181}, {"Word": "passed", "Confidence": 0.997, "X1": 0.75821, "Y1": 0.3872, "X2": 0.82392, "Y2": 0.387, "X3": 0.82392, "Y3": 0.4008, "X4": 0.75821, "Y4": 0.4008, "page": 0, "Index": 182}, {"Word": "through", "Confidence": 0.997, "X1": 0.09198, "Y1": 0.3992, "X2": 0.16426, "Y2": 0.399, "X3": 0.16294, "Y3": 0.4138, "X4": 0.09067, "Y4": 0.4138, "page": 0, "Index": 183}, {"Word": "the", "Confidence": 0.998, "X1": 0.17346, "Y1": 0.4002, "X2": 0.20631, "Y2": 0.4, "X3": 0.20368, "Y3": 0.4148, "X4": 0.17214, "Y4": 0.4148, "page": 0, "Index": 184}, {"Word": "column.", "Confidence": 0.969, "X1": 0.21551, "Y1": 0.4002, "X2": 0.29435, "Y2": 0.4, "X3": 0.29304, "Y3": 0.4158, "X4": 0.21419, "Y4": 0.4148, "page": 0, "Index": 185}, {"Word": "This", "Confidence": 0.988, "X1": 0.31406, "Y1": 0.4012, "X2": 0.35742, "Y2": 0.401, "X3": 0.35611, "Y3": 0.4158, "X4": 0.31275, "Y4": 0.4158, "page": 0, "Index": 186}, {"Word": "may", "Confidence": 0.998, "X1": 0.36531, "Y1": 0.4012, "X2": 0.40079, "Y2": 0.401, "X3": 0.39947, "Y3": 0.4158, "X4": 0.36399, "Y4": 0.4158, "page": 0, "Index": 187}, {"Word": "be", "Confidence": 0.998, "X1": 0.40867, "Y1": 0.4012, "X2": 0.43101, "Y2": 0.401, "X3": 0.4297, "Y3": 0.4158, "X4": 0.40736, "Y4": 0.4158, "page": 0, "Index": 188}, {"Word": "a", "Confidence": 0.998, "X1": 0.44152, "Y1": 0.4012, "X2": 0.45204, "Y2": 0.401, "X3": 0.45072, "Y3": 0.4158, "X4": 0.44021, "Y4": 0.4158, "page": 0, "Index": 189}, {"Word": "chromatographic", "Confidence": 0.993, "X1": 0.46255, "Y1": 0.4022, "X2": 0.62286, "Y2": 0.402, "X3": 0.62155, "Y3": 0.4168, "X4": 0.46124, "Y4": 0.4158, "page": 0, "Index": 190}, {"Word": "effect", "Confidence": 0.996, "X1": 0.63206, "Y1": 0.4022, "X2": 0.69777, "Y2": 0.402, "X3": 0.69645, "Y3": 0.4168, "X4": 0.63075, "Y4": 0.4168, "page": 0, "Index": 191}, {"Word": "and", "Confidence": 0.998, "X1": 0.70565, "Y1": 0.4022, "X2": 0.7385, "Y2": 0.402, "X3": 0.7385, "Y3": 0.4158, "X4": 0.70434, "Y4": 0.4168, "page": 0, "Index": 192}, {"Word": "not", "Confidence": 0.997, "X1": 0.74901, "Y1": 0.4022, "X2": 0.78187, "Y2": 0.402, "X3": 0.78055, "Y3": 0.4158, "X4": 0.7477, "Y4": 0.4158, "page": 0, "Index": 193}, {"Word": "related", "Confidence": 0.995, "X1": 0.79106, "Y1": 0.4012, "X2": 0.86728, "Y2": 0.401, "X3": 0.86728, "Y3": 0.4158, "X4": 0.78975, "Y4": 0.4158, "page": 0, "Index": 194}, {"Word": "directly", "Confidence": 0.995, "X1": 0.09198, "Y1": 0.4162, "X2": 0.17346, "Y2": 0.416, "X3": 0.17214, "Y3": 0.4298, "X4": 0.09198, "Y4": 0.4288, "page": 0, "Index": 195}, {"Word": "to", "Confidence": 0.998, "X1": 0.18397, "Y1": 0.4162, "X2": 0.20499, "Y2": 0.416, "X3": 0.20499, "Y3": 0.4308, "X4": 0.18265, "Y4": 0.4298, "page": 0, "Index": 196}, {"Word": "colored", "Confidence": 0.997, "X1": 0.21551, "Y1": 0.4162, "X2": 0.29172, "Y2": 0.416, "X3": 0.29172, "Y3": 0.4308, "X4": 0.21551, "Y4": 0.4308, "page": 0, "Index": 197}, {"Word": "materials.", "Confidence": 0.994, "X1": 0.30092, "Y1": 0.4172, "X2": 0.41261, "Y2": 0.417, "X3": 0.4113, "Y3": 0.4318, "X4": 0.30092, "Y4": 0.4308, "page": 0, "Index": 198}, {"Word": "A", "Confidence": 0.995, "X1": 0.42838, "Y1": 0.4172, "X2": 0.44021, "Y2": 0.417, "X3": 0.4389, "Y3": 0.4318, "X4": 0.42838, "Y4": 0.4318, "page": 0, "Index": 199}, {"Word": "comparison", "Confidence": 0.995, "X1": 0.45204, "Y1": 0.4172, "X2": 0.55848, "Y2": 0.417, "X3": 0.55848, "Y3": 0.4318, "X4": 0.45072, "Y4": 0.4318, "page": 0, "Index": 200}, {"Word": "of", "Confidence": 0.998, "X1": 0.56767, "Y1": 0.4172, "X2": 0.59001, "Y2": 0.417, "X3": 0.59001, "Y3": 0.4318, "X4": 0.56767, "Y4": 0.4318, "page": 0, "Index": 201}, {"Word": "these", "Confidence": 0.998, "X1": 0.59921, "Y1": 0.4172, "X2": 0.65309, "Y2": 0.417, "X3": 0.65177, "Y3": 0.4318, "X4": 0.59921, "Y4": 0.4318, "page": 0, "Index": 202}, {"Word": "values", "Confidence": 0.665, "X1": 0.6636, "Y1": 0.4172, "X2": 0.72799, "Y2": 0.417, "X3": 0.72799, "Y3": 0.4318, "X4": 0.66229, "Y4": 0.4318, "page": 0, "Index": 203}, {"Word": "with", "Confidence": 0.983, "X1": 0.73587, "Y1": 0.4172, "X2": 0.78187, "Y2": 0.417, "X3": 0.78187, "Y3": 0.4318, "X4": 0.73587, "Y4": 0.4318, "page": 0, "Index": 204}, {"Word": "the", "Confidence": 0.998, "X1": 0.79238, "Y1": 0.4172, "X2": 0.82392, "Y2": 0.417, "X3": 0.82392, "Y3": 0.4308, "X4": 0.79238, "Y4": 0.4318, "page": 0, "Index": 205}, {"Word": "optical", "Confidence": 0.994, "X1": 0.08804, "Y1": 0.4322, "X2": 0.16426, "Y2": 0.432, "X3": 0.16294, "Y3": 0.4478, "X4": 0.08804, "Y4": 0.4468, "page": 0, "Index": 206}, {"Word": "density", "Confidence": 0.996, "X1": 0.17214, "Y1": 0.4322, "X2": 0.24967, "Y2": 0.432, "X3": 0.24967, "Y3": 0.4478, "X4": 0.17214, "Y4": 0.4478, "page": 0, "Index": 207}, {"Word": "values", "Confidence": 0.997, "X1": 0.25887, "Y1": 0.4322, "X2": 0.32457, "Y2": 0.432, "X3": 0.32457, "Y3": 0.4478, "X4": 0.25756, "Y4": 0.4478, "page": 0, "Index": 208}, {"Word": "for", "Confidence": 0.998, "X1": 0.33377, "Y1": 0.4322, "X2": 0.36794, "Y2": 0.432, "X3": 0.36794, "Y3": 0.4478, "X4": 0.33377, "Y4": 0.4478, "page": 0, "Index": 209}, {"Word": "the", "Confidence": 0.998, "X1": 0.37845, "Y1": 0.4322, "X2": 0.4113, "Y2": 0.432, "X3": 0.4113, "Y3": 0.4478, "X4": 0.37845, "Y4": 0.4478, "page": 0, "Index": 210}, {"Word": "same", "Confidence": 0.988, "X1": 0.41787, "Y1": 0.4322, "X2": 0.46518, "Y2": 0.432, "X3": 0.46518, "Y3": 0.4478, "X4": 0.41787, "Y4": 0.4478, "page": 0, "Index": 211}, {"Word": "samples", "Confidence": 0.994, "X1": 0.47175, "Y1": 0.4332, "X2": 0.54796, "Y2": 0.433, "X3": 0.54796, "Y3": 0.4478, "X4": 0.47175, "Y4": 0.4478, "page": 0, "Index": 212}, {"Word": "should", "Confidence": 0.997, "X1": 0.55716, "Y1": 0.4332, "X2": 0.62286, "Y2": 0.433, "X3": 0.62286, "Y3": 0.4478, "X4": 0.55716, "Y4": 0.4478, "page": 0, "Index": 213}, {"Word": "be", "Confidence": 0.998, "X1": 0.63075, "Y1": 0.4332, "X2": 0.6544, "Y2": 0.433, "X3": 0.6544, "Y3": 0.4478, "X4": 0.63075, "Y4": 0.4478, "page": 0, "Index": 214}, {"Word": "of", "Confidence": 0.998, "X1": 0.66229, "Y1": 0.4332, "X2": 0.68725, "Y2": 0.433, "X3": 0.68725, "Y3": 0.4478, "X4": 0.6636, "Y4": 0.4478, "page": 0, "Index": 215}, {"Word": "interest.", "Confidence": 0.993, "X1": 0.69645, "Y1": 0.4332, "X2": 0.79369, "Y2": 0.433, "X3": 0.79501, "Y3": 0.4488, "X4": 0.69645, "Y4": 0.4488, "page": 0, "Index": 216}, {"Word": "As", "Confidence": 0.996, "X1": 0.14323, "Y1": 0.4642, "X2": 0.16294, "Y2": 0.464, "X3": 0.16426, "Y3": 0.4788, "X4": 0.14455, "Y4": 0.4788, "page": 0, "Index": 217}, {"Word": "expected,", "Confidence": 0.994, "X1": 0.17214, "Y1": 0.4642, "X2": 0.27332, "Y2": 0.464, "X3": 0.27332, "Y3": 0.4788, "X4": 0.17214, "Y4": 0.4788, "page": 0, "Index": 218}, {"Word": "the", "Confidence": 0.998, "X1": 0.27989, "Y1": 0.4642, "X2": 0.31406, "Y2": 0.464, "X3": 0.31537, "Y3": 0.4798, "X4": 0.27989, "Y4": 0.4798, "page": 0, "Index": 219}, {"Word": "downward", "Confidence": 0.994, "X1": 0.32194, "Y1": 0.4642, "X2": 0.40867, "Y2": 0.464, "X3": 0.40999, "Y3": 0.4798, "X4": 0.32194, "Y4": 0.4798, "page": 0, "Index": 220}, {"Word": "adjustment", "Confidence": 0.991, "X1": 0.41787, "Y1": 0.4642, "X2": 0.52825, "Y2": 0.464, "X3": 0.52825, "Y3": 0.4798, "X4": 0.41787, "Y4": 0.4798, "page": 0, "Index": 221}, {"Word": "of", "Confidence": 0.998, "X1": 0.53482, "Y1": 0.4642, "X2": 0.55979, "Y2": 0.464, "X3": 0.55848, "Y3": 0.4798, "X4": 0.53482, "Y4": 0.4798, "page": 0, "Index": 222}, {"Word": "the", "Confidence": 0.998, "X1": 0.56767, "Y1": 0.4642, "X2": 0.60053, "Y2": 0.464, "X3": 0.60053, "Y3": 0.4798, "X4": 0.56767, "Y4": 0.4798, "page": 0, "Index": 223}, {"Word": "pH", "Confidence": 0.992, "X1": 0.60972, "Y1": 0.4652, "X2": 0.63206, "Y2": 0.465, "X3": 0.63206, "Y3": 0.4808, "X4": 0.60972, "Y4": 0.4798, "page": 0, "Index": 224}, {"Word": "of", "Confidence": 0.998, "X1": 0.64126, "Y1": 0.4652, "X2": 0.66491, "Y2": 0.465, "X3": 0.66491, "Y3": 0.4808, "X4": 0.64126, "Y4": 0.4808, "page": 0, "Index": 225}, {"Word": "the", "Confidence": 0.998, "X1": 0.67411, "Y1": 0.4652, "X2": 0.70828, "Y2": 0.465, "X3": 0.70696, "Y3": 0.4808, "X4": 0.67411, "Y4": 0.4808, "page": 0, "Index": 226}, {"Word": "feed", "Confidence": 0.987, "X1": 0.71616, "Y1": 0.4652, "X2": 0.76084, "Y2": 0.465, "X3": 0.75953, "Y3": 0.4808, "X4": 0.71616, "Y4": 0.4808, "page": 0, "Index": 227}, {"Word": "syrup", "Confidence": 0.994, "X1": 0.76873, "Y1": 0.4662, "X2": 0.82523, "Y2": 0.466, "X3": 0.82523, "Y3": 0.4808, "X4": 0.76873, "Y4": 0.4808, "page": 0, "Index": 228}, {"Word": "for", "Confidence": 0.998, "X1": 0.83311, "Y1": 0.4662, "X2": 0.86728, "Y2": 0.466, "X3": 0.86728, "Y3": 0.4808, "X4": 0.83311, "Y4": 0.4808, "page": 0, "Index": 229}, {"Word": "the", "Confidence": 0.998, "X1": 0.09067, "Y1": 0.4802, "X2": 0.12089, "Y2": 0.48, "X3": 0.12089, "Y3": 0.4948, "X4": 0.09067, "Y4": 0.4948, "page": 0, "Index": 230}, {"Word": "carbon", "Confidence": 0.996, "X1": 0.13009, "Y1": 0.4802, "X2": 0.19317, "Y2": 0.48, "X3": 0.19317, "Y3": 0.4948, "X4": 0.13009, "Y4": 0.4948, "page": 0, "Index": 231}, {"Word": "columns", "Confidence": 0.994, "X1": 0.20368, "Y1": 0.4802, "X2": 0.28121, "Y2": 0.48, "X3": 0.28121, "Y3": 0.4948, "X4": 0.20368, "Y4": 0.4948, "page": 0, "Index": 232}, {"Word": "did", "Confidence": 0.998, "X1": 0.28909, "Y1": 0.4802, "X2": 0.32326, "Y2": 0.48, "X3": 0.32326, "Y3": 0.4958, "X4": 0.29041, "Y4": 0.4948, "page": 0, "Index": 233}, {"Word": "increase", "Confidence": 0.992, "X1": 0.33246, "Y1": 0.4812, "X2": 0.41919, "Y2": 0.481, "X3": 0.41919, "Y3": 0.4958, "X4": 0.33377, "Y4": 0.4958, "page": 0, "Index": 234}, {"Word": "the", "Confidence": 0.998, "X1": 0.4297, "Y1": 0.4812, "X2": 0.46255, "Y2": 0.481, "X3": 0.46255, "Y3": 0.4958, "X4": 0.4297, "Y4": 0.4958, "page": 0, "Index": 235}, {"Word": "acids", "Confidence": 0.997, "X1": 0.47175, "Y1": 0.4812, "X2": 0.52694, "Y2": 0.481, "X3": 0.52694, "Y3": 0.4958, "X4": 0.47175, "Y4": 0.4958, "page": 0, "Index": 236}, {"Word": "and", "Confidence": 0.998, "X1": 0.53482, "Y1": 0.4812, "X2": 0.56767, "Y2": 0.481, "X3": 0.56767, "Y3": 0.4958, "X4": 0.53482, "Y4": 0.4958, "page": 0, "Index": 237}, {"Word": "acids", "Confidence": 0.997, "X1": 0.57687, "Y1": 0.4812, "X2": 0.63338, "Y2": 0.481, "X3": 0.63338, "Y3": 0.4958, "X4": 0.57687, "Y4": 0.4958, "page": 0, "Index": 238}, {"Word": "plus", "Confidence": 0.988, "X1": 0.64126, "Y1": 0.4822, "X2": 0.68594, "Y2": 0.482, "X3": 0.68463, "Y3": 0.4958, "X4": 0.64126, "Y4": 0.4958, "page": 0, "Index": 239}, {"Word": "lactones", "Confidence": 0.994, "X1": 0.69514, "Y1": 0.4822, "X2": 0.77924, "Y2": 0.482, "X3": 0.77924, "Y3": 0.4958, "X4": 0.69382, "Y4": 0.4958, "page": 0, "Index": 240}, {"Word": "content", "Confidence": 0.996, "X1": 0.79106, "Y1": 0.4822, "X2": 0.86728, "Y2": 0.482, "X3": 0.86597, "Y3": 0.4958, "X4": 0.78975, "Y4": 0.4958, "page": 0, "Index": 241}, {"Word": "of", "Confidence": 0.991, "X1": 0.87516, "Y1": 0.4822, "X2": 0.89882, "Y2": 0.482, "X3": 0.89882, "Y3": 0.4958, "X4": 0.87385, "Y4": 0.4958, "page": 0, "Index": 242}, {"Word": "the", "Confidence": 0.994, "X1": 0.08936, "Y1": 0.4972, "X2": 0.12089, "Y2": 0.497, "X3": 0.12089, "Y3": 0.5108, "X4": 0.08936, "Y4": 0.5108, "page": 0, "Index": 243}, {"Word": "syrup,", "Confidence": 0.996, "X1": 0.13009, "Y1": 0.4972, "X2": 0.19448, "Y2": 0.497, "X3": 0.19448, "Y3": 0.5108, "X4": 0.13009, "Y4": 0.5108, "page": 0, "Index": 244}, {"Word": "with", "Confidence": 0.981, "X1": 0.20237, "Y1": 0.4972, "X2": 0.24967, "Y2": 0.497, "X3": 0.24967, "Y3": 0.5108, "X4": 0.20237, "Y4": 0.5108, "page": 0, "Index": 245}, {"Word": "the", "Confidence": 0.998, "X1": 0.26018, "Y1": 0.4972, "X2": 0.29172, "Y2": 0.497, "X3": 0.29172, "Y3": 0.5108, "X4": 0.26018, "Y4": 0.5108, "page": 0, "Index": 246}, {"Word": "total", "Confidence": 0.994, "X1": 0.30223, "Y1": 0.4972, "X2": 0.35611, "Y2": 0.497, "X3": 0.35611, "Y3": 0.5118, "X4": 0.30223, "Y4": 0.5108, "page": 0, "Index": 247}, {"Word": "content", "Confidence": 0.996, "X1": 0.36531, "Y1": 0.4972, "X2": 0.44152, "Y2": 0.497, "X3": 0.44152, "Y3": 0.5118, "X4": 0.36531, "Y4": 0.5118, "page": 0, "Index": 248}, {"Word": "being", "Confidence": 0.998, "X1": 0.44941, "Y1": 0.4972, "X2": 0.5046, "Y2": 0.497, "X3": 0.5046, "Y3": 0.5118, "X4": 0.44941, "Y4": 0.5118, "page": 0, "Index": 249}, {"Word": "proportional", "Confidence": 0.992, "X1": 0.5138, "Y1": 0.4972, "X2": 0.64258, "Y2": 0.497, "X3": 0.64258, "Y3": 0.5118, "X4": 0.5138, "Y4": 0.5118, "page": 0, "Index": 250}, {"Word": "to", "Confidence": 0.998, "X1": 0.65309, "Y1": 0.4972, "X2": 0.67411, "Y2": 0.497, "X3": 0.67411, "Y3": 0.5118, "X4": 0.65309, "Y4": 0.5118, "page": 0, "Index": 251}, {"Word": "the", "Confidence": 0.998, "X1": 0.68463, "Y1": 0.4972, "X2": 0.71616, "Y2": 0.497, "X3": 0.71616, "Y3": 0.5118, "X4": 0.68463, "Y4": 0.5118, "page": 0, "Index": 252}, {"Word": "final", "Confidence": 0.996, "X1": 0.72668, "Y1": 0.4982, "X2": 0.78187, "Y2": 0.498, "X3": 0.78187, "Y3": 0.5128, "X4": 0.72668, "Y4": 0.5118, "page": 0, "Index": 253}, {"Word": "adjusted", "Confidence": 0.996, "X1": 0.79106, "Y1": 0.4982, "X2": 0.87648, "Y2": 0.498, "X3": 0.87648, "Y3": 0.5128, "X4": 0.79106, "Y4": 0.5128, "page": 0, "Index": 254}, {"Word": "pH.", "Confidence": 0.998, "X1": 0.08804, "Y1": 0.5122, "X2": 0.12089, "Y2": 0.512, "X3": 0.12089, "Y3": 0.5268, "X4": 0.08673, "Y4": 0.5268, "page": 0, "Index": 255}, {"Word": "The", "Confidence": 0.993, "X1": 0.1406, "Y1": 0.5122, "X2": 0.17346, "Y2": 0.512, "X3": 0.17346, "Y3": 0.5268, "X4": 0.1406, "Y4": 0.5268, "page": 0, "Index": 256}, {"Word": "percent", "Confidence": 0.996, "X1": 0.18134, "Y1": 0.5122, "X2": 0.25887, "Y2": 0.512, "X3": 0.25887, "Y3": 0.5268, "X4": 0.18134, "Y4": 0.5268, "page": 0, "Index": 257}, {"Word": "increase", "Confidence": 0.996, "X1": 0.26938, "Y1": 0.5132, "X2": 0.35611, "Y2": 0.513, "X3": 0.35611, "Y3": 0.5268, "X4": 0.26938, "Y4": 0.5268, "page": 0, "Index": 258}, {"Word": "in", "Confidence": 0.998, "X1": 0.36662, "Y1": 0.5132, "X2": 0.38765, "Y2": 0.513, "X3": 0.38765, "Y3": 0.5268, "X4": 0.36662, "Y4": 0.5268, "page": 0, "Index": 259}, {"Word": "anion", "Confidence": 0.997, "X1": 0.39816, "Y1": 0.5132, "X2": 0.45072, "Y2": 0.513, "X3": 0.45072, "Y3": 0.5268, "X4": 0.39816, "Y4": 0.5268, "page": 0, "Index": 260}, {"Word": "load", "Confidence": 0.985, "X1": 0.46124, "Y1": 0.5132, "X2": 0.50591, "Y2": 0.513, "X3": 0.50591, "Y3": 0.5278, "X4": 0.46124, "Y4": 0.5268, "page": 0, "Index": 261}, {"Word": "is", "Confidence": 0.998, "X1": 0.51511, "Y1": 0.5132, "X2": 0.53614, "Y2": 0.513, "X3": 0.53614, "Y3": 0.5278, "X4": 0.51511, "Y4": 0.5278, "page": 0, "Index": 262}, {"Word": "dependent", "Confidence": 0.995, "X1": 0.54534, "Y1": 0.5132, "X2": 0.64389, "Y2": 0.513, "X3": 0.64389, "Y3": 0.5278, "X4": 0.54534, "Y4": 0.5278, "page": 0, "Index": 263}, {"Word": "upon", "Confidence": 0.989, "X1": 0.65177, "Y1": 0.5132, "X2": 0.69645, "Y2": 0.513, "X3": 0.69514, "Y3": 0.5278, "X4": 0.65177, "Y4": 0.5278, "page": 0, "Index": 264}, {"Word": "both", "Confidence": 0.991, "X1": 0.70565, "Y1": 0.5132, "X2": 0.7477, "Y2": 0.513, "X3": 0.7477, "Y3": 0.5278, "X4": 0.70565, "Y4": 0.5278, "page": 0, "Index": 265}, {"Word": "the", "Confidence": 0.998, "X1": 0.75821, "Y1": 0.5132, "X2": 0.79106, "Y2": 0.513, "X3": 0.79106, "Y3": 0.5278, "X4": 0.75821, "Y4": 0.5278, "page": 0, "Index": 266}, {"Word": "initial", "Confidence": 0.995, "X1": 0.80158, "Y1": 0.5132, "X2": 0.87648, "Y2": 0.513, "X3": 0.87648, "Y3": 0.5278, "X4": 0.80158, "Y4": 0.5278, "page": 0, "Index": 267}, {"Word": "acids", "Confidence": 0.995, "X1": 0.08804, "Y1": 0.5282, "X2": 0.14323, "Y2": 0.528, "X3": 0.14323, "Y3": 0.5438, "X4": 0.08804, "Y4": 0.5438, "page": 0, "Index": 268}, {"Word": "plus", "Confidence": 0.988, "X1": 0.1498, "Y1": 0.5282, "X2": 0.1958, "Y2": 0.528, "X3": 0.1958, "Y3": 0.5428, "X4": 0.1498, "Y4": 0.5438, "page": 0, "Index": 269}, {"Word": "lactones", "Confidence": 0.952, "X1": 0.20237, "Y1": 0.5282, "X2": 0.29304, "Y2": 0.528, "X3": 0.29304, "Y3": 0.5438, "X4": 0.20237, "Y4": 0.5428, "page": 0, "Index": 270}, {"Word": "content", "Confidence": 0.997, "X1": 0.30092, "Y1": 0.5292, "X2": 0.37845, "Y2": 0.529, "X3": 0.37845, "Y3": 0.5438, "X4": 0.30092, "Y4": 0.5438, "page": 0, "Index": 271}, {"Word": "of", "Confidence": 0.998, "X1": 0.38633, "Y1": 0.5292, "X2": 0.40999, "Y2": 0.529, "X3": 0.40999, "Y3": 0.5438, "X4": 0.38633, "Y4": 0.5438, "page": 0, "Index": 272}, {"Word": "the", "Confidence": 0.998, "X1": 0.41787, "Y1": 0.5292, "X2": 0.45335, "Y2": 0.529, "X3": 0.45335, "Y3": 0.5438, "X4": 0.41787, "Y4": 0.5438, "page": 0, "Index": 273}, {"Word": "syrup", "Confidence": 0.998, "X1": 0.46124, "Y1": 0.5292, "X2": 0.51643, "Y2": 0.529, "X3": 0.51643, "Y3": 0.5438, "X4": 0.46124, "Y4": 0.5438, "page": 0, "Index": 274}, {"Word": "and", "Confidence": 0.998, "X1": 0.52562, "Y1": 0.5292, "X2": 0.55848, "Y2": 0.529, "X3": 0.55848, "Y3": 0.5438, "X4": 0.52431, "Y4": 0.5438, "page": 0, "Index": 275}, {"Word": "the", "Confidence": 0.998, "X1": 0.56767, "Y1": 0.5292, "X2": 0.60184, "Y2": 0.529, "X3": 0.60184, "Y3": 0.5448, "X4": 0.56767, "Y4": 0.5448, "page": 0, "Index": 276}, {"Word": "final", "Confidence": 0.997, "X1": 0.60972, "Y1": 0.5292, "X2": 0.66491, "Y2": 0.529, "X3": 0.66491, "Y3": 0.5448, "X4": 0.60972, "Y4": 0.5448, "page": 0, "Index": 277}, {"Word": "adjusted", "Confidence": 0.996, "X1": 0.6728, "Y1": 0.5292, "X2": 0.76084, "Y2": 0.529, "X3": 0.76084, "Y3": 0.5458, "X4": 0.6728, "Y4": 0.5448, "page": 0, "Index": 278}, {"Word": "pH.", "Confidence": 0.998, "X1": 0.76873, "Y1": 0.5292, "X2": 0.80158, "Y2": 0.529, "X3": 0.80158, "Y3": 0.5458, "X4": 0.76873, "Y4": 0.5458, "page": 0, "Index": 279}, {"Word": "A.", "Confidence": 0.712, "X1": 0.14323, "Y1": 0.5602, "X2": 0.15769, "Y2": 0.56, "X3": 0.15637, "Y3": 0.5758, "X4": 0.14192, "Y4": 0.5758, "page": 0, "Index": 280}, {"Word": "test", "Confidence": 0.988, "X1": 0.16163, "Y1": 0.5602, "X2": 0.20499, "Y2": 0.56, "X3": 0.20499, "Y3": 0.5758, "X4": 0.16163, "Y4": 0.5758, "page": 0, "Index": 281}, {"Word": "which", "Confidence": 0.994, "X1": 0.21419, "Y1": 0.5602, "X2": 0.2707, "Y2": 0.56, "X3": 0.26938, "Y3": 0.5758, "X4": 0.21288, "Y4": 0.5758, "page": 0, "Index": 282}, {"Word": "is", "Confidence": 0.998, "X1": 0.27989, "Y1": 0.5602, "X2": 0.30223, "Y2": 0.56, "X3": 0.30092, "Y3": 0.5758, "X4": 0.27989, "Y4": 0.5758, "page": 0, "Index": 283}, {"Word": "presently", "Confidence": 0.994, "X1": 0.31143, "Y1": 0.5602, "X2": 0.40999, "Y2": 0.56, "X3": 0.40867, "Y3": 0.5768, "X4": 0.31143, "Y4": 0.5758, "page": 0, "Index": 284}, {"Word": "being", "Confidence": 0.998, "X1": 0.41787, "Y1": 0.5612, "X2": 0.47306, "Y2": 0.561, "X3": 0.47306, "Y3": 0.5768, "X4": 0.41787, "Y4": 0.5768, "page": 0, "Index": 285}, {"Word": "used", "Confidence": 0.989, "X1": 0.48226, "Y1": 0.5612, "X2": 0.52694, "Y2": 0.561, "X3": 0.52562, "Y3": 0.5768, "X4": 0.48095, "Y4": 0.5768, "page": 0, "Index": 286}, {"Word": "as", "Confidence": 0.998, "X1": 0.53482, "Y1": 0.5612, "X2": 0.55979, "Y2": 0.561, "X3": 0.55848, "Y3": 0.5768, "X4": 0.53482, "Y4": 0.5768, "page": 0, "Index": 287}, {"Word": "an", "Confidence": 0.998, "X1": 0.56767, "Y1": 0.5612, "X2": 0.59133, "Y2": 0.561, "X3": 0.59001, "Y3": 0.5768, "X4": 0.56767, "Y4": 0.5768, "page": 0, "Index": 288}, {"Word": "indication", "Confidence": 0.995, "X1": 0.59921, "Y1": 0.5622, "X2": 0.70696, "Y2": 0.562, "X3": 0.70696, "Y3": 0.5768, "X4": 0.59921, "Y4": 0.5768, "page": 0, "Index": 289}, {"Word": "of", "Confidence": 0.998, "X1": 0.71485, "Y1": 0.5622, "X2": 0.73982, "Y2": 0.562, "X3": 0.7385, "Y3": 0.5768, "X4": 0.71485, "Y4": 0.5768, "page": 0, "Index": 290}, {"Word": "the", "Confidence": 0.998, "X1": 0.74901, "Y1": 0.5622, "X2": 0.78318, "Y2": 0.562, "X3": 0.78318, "Y3": 0.5768, "X4": 0.74901, "Y4": 0.5768, "page": 0, "Index": 291}, {"Word": "stability", "Confidence": 0.995, "X1": 0.78975, "Y1": 0.5632, "X2": 0.88962, "Y2": 0.563, "X3": 0.88962, "Y3": 0.5778, "X4": 0.78975, "Y4": 0.5768, "page": 0, "Index": 292}, {"Word": "of", "Confidence": 0.994, "X1": 0.08673, "Y1": 0.5762, "X2": 0.11038, "Y2": 0.576, "X3": 0.11038, "Y3": 0.5908, "X4": 0.08804, "Y4": 0.5908, "page": 0, "Index": 293}, {"Word": "the", "Confidence": 0.998, "X1": 0.11958, "Y1": 0.5762, "X2": 0.15243, "Y2": 0.576, "X3": 0.15243, "Y3": 0.5908, "X4": 0.11958, "Y4": 0.5908, "page": 0, "Index": 294}, {"Word": "finished", "Confidence": 0.995, "X1": 0.16163, "Y1": 0.5762, "X2": 0.24704, "Y2": 0.576, "X3": 0.24836, "Y3": 0.5918, "X4": 0.16163, "Y4": 0.5908, "page": 0, "Index": 295}, {"Word": "Pensweet", "Confidence": 0.616, "X1": 0.25624, "Y1": 0.5772, "X2": 0.3456, "Y2": 0.577, "X3": 0.3456, "Y3": 0.5918, "X4": 0.25756, "Y4": 0.5918, "page": 0, "Index": 296}, {"Word": "product", "Confidence": 0.994, "X1": 0.35348, "Y1": 0.5772, "X2": 0.43101, "Y2": 0.577, "X3": 0.43101, "Y3": 0.5928, "X4": 0.3548, "Y4": 0.5918, "page": 0, "Index": 297}, {"Word": "is", "Confidence": 0.998, "X1": 0.44021, "Y1": 0.5772, "X2": 0.46255, "Y2": 0.577, "X3": 0.46255, "Y3": 0.5928, "X4": 0.44021, "Y4": 0.5928, "page": 0, "Index": 298}, {"Word": "to", "Confidence": 0.998, "X1": 0.47175, "Y1": 0.5772, "X2": 0.49409, "Y2": 0.577, "X3": 0.49409, "Y3": 0.5928, "X4": 0.47175, "Y4": 0.5928, "page": 0, "Index": 299}, {"Word": "heat", "Confidence": 0.991, "X1": 0.50197, "Y1": 0.5782, "X2": 0.54665, "Y2": 0.578, "X3": 0.54796, "Y3": 0.5928, "X4": 0.50197, "Y4": 0.5928, "page": 0, "Index": 300}, {"Word": "a", "Confidence": 0.995, "X1": 0.55716, "Y1": 0.5782, "X2": 0.56767, "Y2": 0.578, "X3": 0.56767, "Y3": 0.5928, "X4": 0.55716, "Y4": 0.5928, "page": 0, "Index": 301}, {"Word": "solution", "Confidence": 0.995, "X1": 0.57819, "Y1": 0.5782, "X2": 0.6636, "Y2": 0.578, "X3": 0.6636, "Y3": 0.5928, "X4": 0.57819, "Y4": 0.5928, "page": 0, "Index": 302}, {"Word": "containing", "Confidence": 0.994, "X1": 0.6728, "Y1": 0.5782, "X2": 0.78187, "Y2": 0.578, "X3": 0.78187, "Y3": 0.5928, "X4": 0.6728, "Y4": 0.5928, "page": 0, "Index": 303}, {"Word": "50%", "Confidence": 0.998, "X1": 0.78975, "Y1": 0.5792, "X2": 0.82392, "Y2": 0.579, "X3": 0.8226, "Y3": 0.5928, "X4": 0.78975, "Y4": 0.5928, "page": 0, "Index": 304}, {"Word": "solids", "Confidence": 0.997, "X1": 0.83311, "Y1": 0.5792, "X2": 0.8975, "Y2": 0.579, "X3": 0.8975, "Y3": 0.5928, "X4": 0.83311, "Y4": 0.5928, "page": 0, "Index": 305}, {"Word": "at", "Confidence": 0.998, "X1": 0.08936, "Y1": 0.5922, "X2": 0.11038, "Y2": 0.592, "X3": 0.11038, "Y3": 0.6078, "X4": 0.08936, "Y4": 0.6078, "page": 0, "Index": 306}, {"Word": "200\u00ba", "Confidence": 0.635, "X1": 0.11958, "Y1": 0.5922, "X2": 0.16557, "Y2": 0.592, "X3": 0.16557, "Y3": 0.6078, "X4": 0.11958, "Y4": 0.6078, "page": 0, "Index": 307}, {"Word": "F", "Confidence": 0.993, "X1": 0.17083, "Y1": 0.5922, "X2": 0.18265, "Y2": 0.592, "X3": 0.18265, "Y3": 0.6078, "X4": 0.17083, "Y4": 0.6078, "page": 0, "Index": 308}, {"Word": "for", "Confidence": 0.998, "X1": 0.19185, "Y1": 0.5922, "X2": 0.22733, "Y2": 0.592, "X3": 0.22733, "Y3": 0.6078, "X4": 0.19185, "Y4": 0.6078, "page": 0, "Index": 309}, {"Word": "five", "Confidence": 0.991, "X1": 0.23653, "Y1": 0.5932, "X2": 0.28121, "Y2": 0.593, "X3": 0.28121, "Y3": 0.6078, "X4": 0.23653, "Y4": 0.6078, "page": 0, "Index": 310}, {"Word": "hours", "Confidence": 0.996, "X1": 0.28778, "Y1": 0.5932, "X2": 0.3456, "Y2": 0.593, "X3": 0.3456, "Y3": 0.6078, "X4": 0.28778, "Y4": 0.6078, "page": 0, "Index": 311}, {"Word": "and", "Confidence": 0.998, "X1": 0.35611, "Y1": 0.5932, "X2": 0.38896, "Y2": 0.593, "X3": 0.38896, "Y3": 0.6088, "X4": 0.35611, "Y4": 0.6078, "page": 0, "Index": 312}, {"Word": "determine", "Confidence": 0.806, "X1": 0.39816, "Y1": 0.5932, "X2": 0.49409, "Y2": 0.593, "X3": 0.49409, "Y3": 0.6088, "X4": 0.39685, "Y4": 0.6088, "page": 0, "Index": 313}, {"Word": "the", "Confidence": 0.998, "X1": 0.5046, "Y1": 0.5932, "X2": 0.53745, "Y2": 0.593, "X3": 0.53745, "Y3": 0.6088, "X4": 0.5046, "Y4": 0.6088, "page": 0, "Index": 314}, {"Word": "change", "Confidence": 0.997, "X1": 0.54665, "Y1": 0.5942, "X2": 0.61235, "Y2": 0.594, "X3": 0.61104, "Y3": 0.6088, "X4": 0.54534, "Y4": 0.6088, "page": 0, "Index": 315}, {"Word": "in", "Confidence": 0.998, "X1": 0.62024, "Y1": 0.5942, "X2": 0.64258, "Y2": 0.594, "X3": 0.64258, "Y3": 0.6088, "X4": 0.62024, "Y4": 0.6088, "page": 0, "Index": 316}, {"Word": "optical", "Confidence": 0.996, "X1": 0.65177, "Y1": 0.5942, "X2": 0.72799, "Y2": 0.594, "X3": 0.72799, "Y3": 0.6098, "X4": 0.65177, "Y4": 0.6088, "page": 0, "Index": 317}, {"Word": "density.", "Confidence": 0.995, "X1": 0.73719, "Y1": 0.5942, "X2": 0.82654, "Y2": 0.594, "X3": 0.82654, "Y3": 0.6098, "X4": 0.73587, "Y4": 0.6098, "page": 0, "Index": 318}, {"Word": "This", "Confidence": 0.996, "X1": 0.84494, "Y1": 0.5952, "X2": 0.88699, "Y2": 0.595, "X3": 0.88699, "Y3": 0.6098, "X4": 0.84363, "Y4": 0.6098, "page": 0, "Index": 319}, {"Word": "test", "Confidence": 0.988, "X1": 0.09067, "Y1": 0.6102, "X2": 0.13009, "Y2": 0.61, "X3": 0.13009, "Y3": 0.6248, "X4": 0.09067, "Y4": 0.6248, "page": 0, "Index": 320}, {"Word": "was", "Confidence": 0.998, "X1": 0.13798, "Y1": 0.6102, "X2": 0.17214, "Y2": 0.61, "X3": 0.17214, "Y3": 0.6248, "X4": 0.13798, "Y4": 0.6248, "page": 0, "Index": 321}, {"Word": "applied", "Confidence": 0.996, "X1": 0.18265, "Y1": 0.6102, "X2": 0.25887, "Y2": 0.61, "X3": 0.25887, "Y3": 0.6248, "X4": 0.18134, "Y4": 0.6248, "page": 0, "Index": 322}, {"Word": "to", "Confidence": 0.998, "X1": 0.2707, "Y1": 0.6102, "X2": 0.29041, "Y2": 0.61, "X3": 0.29041, "Y3": 0.6248, "X4": 0.2707, "Y4": 0.6248, "page": 0, "Index": 323}, {"Word": "a", "Confidence": 0.998, "X1": 0.30092, "Y1": 0.6102, "X2": 0.31275, "Y2": 0.61, "X3": 0.31143, "Y3": 0.6248, "X4": 0.30092, "Y4": 0.6248, "page": 0, "Index": 324}, {"Word": "sample", "Confidence": 0.997, "X1": 0.32326, "Y1": 0.6102, "X2": 0.38896, "Y2": 0.61, "X3": 0.38896, "Y3": 0.6248, "X4": 0.32194, "Y4": 0.6248, "page": 0, "Index": 325}, {"Word": "of", "Confidence": 0.998, "X1": 0.39685, "Y1": 0.6102, "X2": 0.41919, "Y2": 0.61, "X3": 0.41919, "Y3": 0.6248, "X4": 0.39685, "Y4": 0.6248, "page": 0, "Index": 326}, {"Word": "isomerose", "Confidence": 0.994, "X1": 0.4297, "Y1": 0.6102, "X2": 0.52562, "Y2": 0.61, "X3": 0.52562, "Y3": 0.6248, "X4": 0.4297, "Y4": 0.6248, "page": 0, "Index": 327}, {"Word": "and", "Confidence": 0.998, "X1": 0.53482, "Y1": 0.6102, "X2": 0.56899, "Y2": 0.61, "X3": 0.56899, "Y3": 0.6248, "X4": 0.53482, "Y4": 0.6248, "page": 0, "Index": 328}, {"Word": "a", "Confidence": 0.998, "X1": 0.57819, "Y1": 0.6102, "X2": 0.59001, "Y2": 0.61, "X3": 0.5887, "Y3": 0.6248, "X4": 0.57819, "Y4": 0.6248, "page": 0, "Index": 329}, {"Word": "sample", "Confidence": 0.996, "X1": 0.59921, "Y1": 0.6102, "X2": 0.6636, "Y2": 0.61, "X3": 0.6636, "Y3": 0.6248, "X4": 0.5979, "Y4": 0.6248, "page": 0, "Index": 330}, {"Word": "of", "Confidence": 0.998, "X1": 0.6728, "Y1": 0.6102, "X2": 0.69645, "Y2": 0.61, "X3": 0.69514, "Y3": 0.6248, "X4": 0.6728, "Y4": 0.6248, "page": 0, "Index": 331}, {"Word": "Pensweet", "Confidence": 0.992, "X1": 0.70565, "Y1": 0.6112, "X2": 0.79238, "Y2": 0.611, "X3": 0.79106, "Y3": 0.6248, "X4": 0.70434, "Y4": 0.6248, "page": 0, "Index": 332}, {"Word": "that", "Confidence": 0.989, "X1": 0.80289, "Y1": 0.6112, "X2": 0.84494, "Y2": 0.611, "X3": 0.84494, "Y3": 0.6248, "X4": 0.80158, "Y4": 0.6248, "page": 0, "Index": 333}, {"Word": "had", "Confidence": 0.998, "X1": 0.85414, "Y1": 0.6112, "X2": 0.8883, "Y2": 0.611, "X3": 0.88699, "Y3": 0.6258, "X4": 0.85283, "Y4": 0.6248, "page": 0, "Index": 334}, {"Word": "been", "Confidence": 0.987, "X1": 0.08804, "Y1": 0.6262, "X2": 0.13009, "Y2": 0.626, "X3": 0.12878, "Y3": 0.6388, "X4": 0.08673, "Y4": 0.6388, "page": 0, "Index": 335}, {"Word": "passed", "Confidence": 0.997, "X1": 0.1406, "Y1": 0.6262, "X2": 0.20499, "Y2": 0.626, "X3": 0.20499, "Y3": 0.6398, "X4": 0.13929, "Y4": 0.6398, "page": 0, "Index": 336}, {"Word": "through", "Confidence": 0.994, "X1": 0.21551, "Y1": 0.6262, "X2": 0.29304, "Y2": 0.626, "X3": 0.29172, "Y3": 0.6398, "X4": 0.21419, "Y4": 0.6398, "page": 0, "Index": 337}, {"Word": "the", "Confidence": 0.998, "X1": 0.30223, "Y1": 0.6262, "X2": 0.33377, "Y2": 0.626, "X3": 0.33377, "Y3": 0.6398, "X4": 0.30092, "Y4": 0.6398, "page": 0, "Index": 338}, {"Word": "granular", "Confidence": 0.991, "X1": 0.34297, "Y1": 0.6262, "X2": 0.43101, "Y2": 0.626, "X3": 0.4297, "Y3": 0.6408, "X4": 0.34297, "Y4": 0.6398, "page": 0, "Index": 339}, {"Word": "carbon", "Confidence": 0.997, "X1": 0.4389, "Y1": 0.6262, "X2": 0.50329, "Y2": 0.626, "X3": 0.50329, "Y3": 0.6408, "X4": 0.4389, "Y4": 0.6408, "page": 0, "Index": 340}, {"Word": "column.", "Confidence": 0.989, "X1": 0.51511, "Y1": 0.6262, "X2": 0.59133, "Y2": 0.626, "X3": 0.59001, "Y3": 0.6408, "X4": 0.5138, "Y4": 0.6408, "page": 0, "Index": 341}, {"Word": "In", "Confidence": 0.998, "X1": 0.60972, "Y1": 0.6262, "X2": 0.63075, "Y2": 0.626, "X3": 0.63075, "Y3": 0.6408, "X4": 0.60972, "Y4": 0.6408, "page": 0, "Index": 342}, {"Word": "addition", "Confidence": 0.996, "X1": 0.64126, "Y1": 0.6272, "X2": 0.72668, "Y2": 0.627, "X3": 0.72536, "Y3": 0.6408, "X4": 0.64126, "Y4": 0.6408, "page": 0, "Index": 343}, {"Word": "to", "Confidence": 0.998, "X1": 0.73719, "Y1": 0.6272, "X2": 0.75821, "Y2": 0.627, "X3": 0.75821, "Y3": 0.6418, "X4": 0.73719, "Y4": 0.6418, "page": 0, "Index": 344}, {"Word": "the", "Confidence": 0.998, "X1": 0.76873, "Y1": 0.6272, "X2": 0.80158, "Y2": 0.627, "X3": 0.80158, "Y3": 0.6418, "X4": 0.76873, "Y4": 0.6418, "page": 0, "Index": 345}, {"Word": "optical", "Confidence": 0.995, "X1": 0.81078, "Y1": 0.6272, "X2": 0.88699, "Y2": 0.627, "X3": 0.88568, "Y3": 0.6418, "X4": 0.80946, "Y4": 0.6418, "page": 0, "Index": 346}, {"Word": "density", "Confidence": 0.996, "X1": 0.09198, "Y1": 0.6422, "X2": 0.16163, "Y2": 0.642, "X3": 0.16163, "Y3": 0.6558, "X4": 0.09198, "Y4": 0.6548, "page": 0, "Index": 347}, {"Word": "measurements,", "Confidence": 0.968, "X1": 0.17083, "Y1": 0.6422, "X2": 0.31275, "Y2": 0.642, "X3": 0.31275, "Y3": 0.6558, "X4": 0.17083, "Y4": 0.6558, "page": 0, "Index": 348}, {"Word": "acids", "Confidence": 0.996, "X1": 0.32194, "Y1": 0.6422, "X2": 0.37714, "Y2": 0.642, "X3": 0.37714, "Y3": 0.6558, "X4": 0.32194, "Y4": 0.6558, "page": 0, "Index": 349}, {"Word": "and", "Confidence": 0.998, "X1": 0.38633, "Y1": 0.6422, "X2": 0.41919, "Y2": 0.642, "X3": 0.41919, "Y3": 0.6558, "X4": 0.38633, "Y4": 0.6558, "page": 0, "Index": 350}, {"Word": "acids", "Confidence": 0.997, "X1": 0.42838, "Y1": 0.6422, "X2": 0.48357, "Y2": 0.642, "X3": 0.48226, "Y3": 0.6568, "X4": 0.42838, "Y4": 0.6558, "page": 0, "Index": 351}, {"Word": "plus", "Confidence": 0.988, "X1": 0.49146, "Y1": 0.6422, "X2": 0.53614, "Y2": 0.642, "X3": 0.53614, "Y3": 0.6568, "X4": 0.49146, "Y4": 0.6568, "page": 0, "Index": 352}, {"Word": "lactones", "Confidence": 0.995, "X1": 0.54534, "Y1": 0.6422, "X2": 0.63206, "Y2": 0.642, "X3": 0.63075, "Y3": 0.6568, "X4": 0.54534, "Y4": 0.6568, "page": 0, "Index": 353}, {"Word": "were", "Confidence": 0.987, "X1": 0.64126, "Y1": 0.6432, "X2": 0.68331, "Y2": 0.643, "X3": 0.68331, "Y3": 0.6568, "X4": 0.63995, "Y4": 0.6568, "page": 0, "Index": 354}, {"Word": "also", "Confidence": 0.986, "X1": 0.69382, "Y1": 0.6432, "X2": 0.73719, "Y2": 0.643, "X3": 0.73719, "Y3": 0.6568, "X4": 0.69382, "Y4": 0.6568, "page": 0, "Index": 355}, {"Word": "measured.", "Confidence": 0.994, "X1": 0.74639, "Y1": 0.6432, "X2": 0.84625, "Y2": 0.643, "X3": 0.84494, "Y3": 0.6578, "X4": 0.74507, "Y4": 0.6568, "page": 0, "Index": 356}, {"Word": "It", "Confidence": 0.998, "X1": 0.86597, "Y1": 0.6442, "X2": 0.88699, "Y2": 0.644, "X3": 0.88699, "Y3": 0.6578, "X4": 0.86465, "Y4": 0.6578, "page": 0, "Index": 357}, {"Word": "was", "Confidence": 0.998, "X1": 0.08673, "Y1": 0.6572, "X2": 0.11958, "Y2": 0.657, "X3": 0.11958, "Y3": 0.6718, "X4": 0.08804, "Y4": 0.6718, "page": 0, "Index": 358}, {"Word": "noted", "Confidence": 0.994, "X1": 0.12746, "Y1": 0.6572, "X2": 0.18265, "Y2": 0.657, "X3": 0.18265, "Y3": 0.6718, "X4": 0.12746, "Y4": 0.6718, "page": 0, "Index": 359}, {"Word": "that", "Confidence": 0.989, "X1": 0.19317, "Y1": 0.6572, "X2": 0.23653, "Y2": 0.657, "X3": 0.23784, "Y3": 0.6718, "X4": 0.19317, "Y4": 0.6718, "page": 0, "Index": 360}, {"Word": "the", "Confidence": 0.998, "X1": 0.24704, "Y1": 0.6582, "X2": 0.27989, "Y2": 0.658, "X3": 0.27989, "Y3": 0.6718, "X4": 0.24836, "Y4": 0.6718, "page": 0, "Index": 361}, {"Word": "values", "Confidence": 0.997, "X1": 0.28909, "Y1": 0.6582, "X2": 0.3548, "Y2": 0.658, "X3": 0.3548, "Y3": 0.6718, "X4": 0.28909, "Y4": 0.6718, "page": 0, "Index": 362}, {"Word": "for", "Confidence": 0.998, "X1": 0.36531, "Y1": 0.6582, "X2": 0.39816, "Y2": 0.658, "X3": 0.39816, "Y3": 0.6718, "X4": 0.36531, "Y4": 0.6718, "page": 0, "Index": 363}, {"Word": "Pensweet", "Confidence": 0.995, "X1": 0.40736, "Y1": 0.6582, "X2": 0.49409, "Y2": 0.658, "X3": 0.49409, "Y3": 0.6728, "X4": 0.40736, "Y4": 0.6728, "page": 0, "Index": 364}, {"Word": "and", "Confidence": 0.998, "X1": 0.50329, "Y1": 0.6582, "X2": 0.53614, "Y2": 0.658, "X3": 0.53614, "Y3": 0.6728, "X4": 0.50329, "Y4": 0.6728, "page": 0, "Index": 365}, {"Word": "isomerose", "Confidence": 0.994, "X1": 0.54534, "Y1": 0.6592, "X2": 0.64126, "Y2": 0.659, "X3": 0.64126, "Y3": 0.6728, "X4": 0.54534, "Y4": 0.6728, "page": 0, "Index": 366}, {"Word": "were", "Confidence": 0.987, "X1": 0.65046, "Y1": 0.6592, "X2": 0.69382, "Y2": 0.659, "X3": 0.69382, "Y3": 0.6738, "X4": 0.65046, "Y4": 0.6738, "page": 0, "Index": 367}, {"Word": "equal", "Confidence": 0.994, "X1": 0.70434, "Y1": 0.6592, "X2": 0.75953, "Y2": 0.659, "X3": 0.75821, "Y3": 0.6738, "X4": 0.70434, "Y4": 0.6738, "page": 0, "Index": 368}, {"Word": "before", "Confidence": 0.945, "X1": 0.76741, "Y1": 0.6602, "X2": 0.83311, "Y2": 0.66, "X3": 0.8318, "Y3": 0.6738, "X4": 0.7661, "Y4": 0.6738, "page": 0, "Index": 369}, {"Word": "the", "Confidence": 0.998, "X1": 0.84363, "Y1": 0.6602, "X2": 0.87648, "Y2": 0.66, "X3": 0.87648, "Y3": 0.6748, "X4": 0.84363, "Y4": 0.6748, "page": 0, "Index": 370}, {"Word": "heat", "Confidence": 0.987, "X1": 0.08804, "Y1": 0.6742, "X2": 0.13009, "Y2": 0.674, "X3": 0.13009, "Y3": 0.6878, "X4": 0.08804, "Y4": 0.6878, "page": 0, "Index": 371}, {"Word": "test.", "Confidence": 0.997, "X1": 0.13929, "Y1": 0.6742, "X2": 0.19448, "Y2": 0.674, "X3": 0.19448, "Y3": 0.6878, "X4": 0.13929, "Y4": 0.6878, "page": 0, "Index": 372}, {"Word": "However,", "Confidence": 0.995, "X1": 0.21288, "Y1": 0.6742, "X2": 0.30355, "Y2": 0.674, "X3": 0.30355, "Y3": 0.6888, "X4": 0.21288, "Y4": 0.6878, "page": 0, "Index": 373}, {"Word": "after", "Confidence": 0.955, "X1": 0.31143, "Y1": 0.6742, "X2": 0.36662, "Y2": 0.674, "X3": 0.36531, "Y3": 0.6888, "X4": 0.31143, "Y4": 0.6888, "page": 0, "Index": 374}, {"Word": "heating", "Confidence": 0.633, "X1": 0.37582, "Y1": 0.6742, "X2": 0.45072, "Y2": 0.674, "X3": 0.45072, "Y3": 0.6888, "X4": 0.37451, "Y4": 0.6888, "page": 0, "Index": 375}, {"Word": "for", "Confidence": 0.998, "X1": 0.45992, "Y1": 0.6742, "X2": 0.49409, "Y2": 0.674, "X3": 0.49409, "Y3": 0.6888, "X4": 0.45992, "Y4": 0.6888, "page": 0, "Index": 376}, {"Word": "five", "Confidence": 0.989, "X1": 0.50329, "Y1": 0.6742, "X2": 0.54665, "Y2": 0.674, "X3": 0.54665, "Y3": 0.6898, "X4": 0.50329, "Y4": 0.6898, "page": 0, "Index": 377}, {"Word": "hours,", "Confidence": 0.997, "X1": 0.55585, "Y1": 0.6752, "X2": 0.62155, "Y2": 0.675, "X3": 0.62155, "Y3": 0.6898, "X4": 0.55453, "Y4": 0.6898, "page": 0, "Index": 378}, {"Word": "the", "Confidence": 0.998, "X1": 0.63075, "Y1": 0.6752, "X2": 0.6636, "Y2": 0.675, "X3": 0.6636, "Y3": 0.6898, "X4": 0.63075, "Y4": 0.6898, "page": 0, "Index": 379}, {"Word": "values", "Confidence": 0.997, "X1": 0.6728, "Y1": 0.6752, "X2": 0.73719, "Y2": 0.675, "X3": 0.73719, "Y3": 0.6898, "X4": 0.6728, "Y4": 0.6898, "page": 0, "Index": 380}, {"Word": "for", "Confidence": 0.998, "X1": 0.7477, "Y1": 0.6752, "X2": 0.78055, "Y2": 0.675, "X3": 0.77924, "Y3": 0.6898, "X4": 0.7477, "Y4": 0.6898, "page": 0, "Index": 381}, {"Word": "Pensweet", "Confidence": 0.995, "X1": 0.78975, "Y1": 0.6762, "X2": 0.87648, "Y2": 0.676, "X3": 0.87648, "Y3": 0.6908, "X4": 0.78844, "Y4": 0.6898, "page": 0, "Index": 382}, {"Word": "more", "Confidence": 0.931, "X1": 0.08804, "Y1": 0.6902, "X2": 0.13009, "Y2": 0.69, "X3": 0.13009, "Y3": 0.7038, "X4": 0.08673, "Y4": 0.7028, "page": 0, "Index": 383}, {"Word": "than", "Confidence": 0.988, "X1": 0.1406, "Y1": 0.6902, "X2": 0.18265, "Y2": 0.69, "X3": 0.18265, "Y3": 0.7038, "X4": 0.1406, "Y4": 0.7038, "page": 0, "Index": 384}, {"Word": "doubled", "Confidence": 0.996, "X1": 0.19185, "Y1": 0.6902, "X2": 0.2707, "Y2": 0.69, "X3": 0.26938, "Y3": 0.7048, "X4": 0.19185, "Y4": 0.7038, "page": 0, "Index": 385}, {"Word": "while", "Confidence": 0.997, "X1": 0.27858, "Y1": 0.6902, "X2": 0.33377, "Y2": 0.69, "X3": 0.33377, "Y3": 0.7048, "X4": 0.27727, "Y4": 0.7048, "page": 0, "Index": 386}, {"Word": "isomerose", "Confidence": 0.994, "X1": 0.34428, "Y1": 0.6902, "X2": 0.44021, "Y2": 0.69, "X3": 0.44021, "Y3": 0.7048, "X4": 0.34428, "Y4": 0.7048, "page": 0, "Index": 387}, {"Word": "showed", "Confidence": 0.997, "X1": 0.44941, "Y1": 0.6912, "X2": 0.51511, "Y2": 0.691, "X3": 0.5138, "Y3": 0.7058, "X4": 0.44941, "Y4": 0.7048, "page": 0, "Index": 388}, {"Word": "only", "Confidence": 0.988, "X1": 0.52431, "Y1": 0.6912, "X2": 0.56767, "Y2": 0.691, "X3": 0.56767, "Y3": 0.7058, "X4": 0.523, "Y4": 0.7058, "page": 0, "Index": 389}, {"Word": "a", "Confidence": 0.994, "X1": 0.57687, "Y1": 0.6912, "X2": 0.58739, "Y2": 0.691, "X3": 0.58739, "Y3": 0.7058, "X4": 0.57687, "Y4": 0.7058, "page": 0, "Index": 390}, {"Word": "lesser", "Confidence": 0.991, "X1": 0.5979, "Y1": 0.6912, "X2": 0.6636, "Y2": 0.691, "X3": 0.6636, "Y3": 0.7058, "X4": 0.5979, "Y4": 0.7058, "page": 0, "Index": 391}, {"Word": "increase", "Confidence": 0.995, "X1": 0.67411, "Y1": 0.6912, "X2": 0.75821, "Y2": 0.691, "X3": 0.75821, "Y3": 0.7068, "X4": 0.67411, "Y4": 0.7058, "page": 0, "Index": 392}, {"Word": "of", "Confidence": 0.998, "X1": 0.76741, "Y1": 0.6922, "X2": 0.79106, "Y2": 0.692, "X3": 0.79106, "Y3": 0.7068, "X4": 0.76741, "Y4": 0.7068, "page": 0, "Index": 393}, {"Word": "about", "Confidence": 0.998, "X1": 0.80026, "Y1": 0.6922, "X2": 0.85545, "Y2": 0.692, "X3": 0.85545, "Y3": 0.7068, "X4": 0.80026, "Y4": 0.7068, "page": 0, "Index": 394}, {"Word": "40%.", "Confidence": 0.991, "X1": 0.08804, "Y1": 0.7062, "X2": 0.13141, "Y2": 0.706, "X3": 0.13141, "Y3": 0.7208, "X4": 0.08804, "Y4": 0.7198, "page": 0, "Index": 395}, {"Word": "These", "Confidence": 0.995, "X1": 0.1498, "Y1": 0.7062, "X2": 0.20368, "Y2": 0.706, "X3": 0.20368, "Y3": 0.7208, "X4": 0.1498, "Y4": 0.7208, "page": 0, "Index": 396}, {"Word": "results", "Confidence": 0.995, "X1": 0.21419, "Y1": 0.7062, "X2": 0.29041, "Y2": 0.706, "X3": 0.29041, "Y3": 0.7208, "X4": 0.21288, "Y4": 0.7208, "page": 0, "Index": 397}, {"Word": "are", "Confidence": 0.998, "X1": 0.30092, "Y1": 0.7072, "X2": 0.33377, "Y2": 0.707, "X3": 0.33377, "Y3": 0.7208, "X4": 0.29961, "Y4": 0.7208, "page": 0, "Index": 398}, {"Word": "also", "Confidence": 0.986, "X1": 0.34297, "Y1": 0.7072, "X2": 0.38765, "Y2": 0.707, "X3": 0.38765, "Y3": 0.7208, "X4": 0.34297, "Y4": 0.7208, "page": 0, "Index": 399}, {"Word": "contained", "Confidence": 0.994, "X1": 0.39816, "Y1": 0.7072, "X2": 0.49277, "Y2": 0.707, "X3": 0.49277, "Y3": 0.7218, "X4": 0.39685, "Y4": 0.7218, "page": 0, "Index": 400}, {"Word": "in", "Confidence": 0.998, "X1": 0.50329, "Y1": 0.7072, "X2": 0.52562, "Y2": 0.707, "X3": 0.52562, "Y3": 0.7218, "X4": 0.50329, "Y4": 0.7218, "page": 0, "Index": 401}, {"Word": "the", "Confidence": 0.998, "X1": 0.53482, "Y1": 0.7072, "X2": 0.56767, "Y2": 0.707, "X3": 0.56767, "Y3": 0.7218, "X4": 0.53482, "Y4": 0.7218, "page": 0, "Index": 402}, {"Word": "attached", "Confidence": 0.995, "X1": 0.57819, "Y1": 0.7072, "X2": 0.66229, "Y2": 0.707, "X3": 0.66229, "Y3": 0.7228, "X4": 0.57687, "Y4": 0.7218, "page": 0, "Index": 403}, {"Word": "tabulation.", "Confidence": 0.993, "X1": 0.67411, "Y1": 0.7072, "X2": 0.79106, "Y2": 0.707, "X3": 0.79106, "Y3": 0.7228, "X4": 0.6728, "Y4": 0.7228, "page": 0, "Index": 404}, {"Word": "One", "Confidence": 0.998, "X1": 0.14192, "Y1": 0.7392, "X2": 0.17214, "Y2": 0.739, "X3": 0.17214, "Y3": 0.7528, "X4": 0.14192, "Y4": 0.7518, "page": 0, "Index": 405}, {"Word": "further", "Confidence": 0.997, "X1": 0.18265, "Y1": 0.7382, "X2": 0.25887, "Y2": 0.738, "X3": 0.25887, "Y3": 0.7528, "X4": 0.18134, "Y4": 0.7528, "page": 0, "Index": 406}, {"Word": "test", "Confidence": 0.991, "X1": 0.26938, "Y1": 0.7382, "X2": 0.31406, "Y2": 0.738, "X3": 0.31275, "Y3": 0.7528, "X4": 0.26938, "Y4": 0.7528, "page": 0, "Index": 407}, {"Word": "was", "Confidence": 0.998, "X1": 0.32194, "Y1": 0.7382, "X2": 0.35611, "Y2": 0.738, "X3": 0.3548, "Y3": 0.7528, "X4": 0.32063, "Y4": 0.7528, "page": 0, "Index": 408}, {"Word": "attempted.", "Confidence": 0.991, "X1": 0.36531, "Y1": 0.7382, "X2": 0.47306, "Y2": 0.738, "X3": 0.47306, "Y3": 0.7538, "X4": 0.36399, "Y4": 0.7528, "page": 0, "Index": 409}, {"Word": "Samples", "Confidence": 0.995, "X1": 0.49146, "Y1": 0.7382, "X2": 0.56767, "Y2": 0.738, "X3": 0.56636, "Y3": 0.7538, "X4": 0.49146, "Y4": 0.7538, "page": 0, "Index": 410}, {"Word": "of", "Confidence": 0.998, "X1": 0.57687, "Y1": 0.7382, "X2": 0.60053, "Y2": 0.738, "X3": 0.59921, "Y3": 0.7538, "X4": 0.57687, "Y4": 0.7538, "page": 0, "Index": 411}, {"Word": "Batch", "Confidence": 0.997, "X1": 0.60841, "Y1": 0.7382, "X2": 0.6636, "Y2": 0.738, "X3": 0.66229, "Y3": 0.7538, "X4": 0.6071, "Y4": 0.7538, "page": 0, "Index": 412}, {"Word": "147", "Confidence": 0.998, "X1": 0.6728, "Y1": 0.7392, "X2": 0.70696, "Y2": 0.739, "X3": 0.70696, "Y3": 0.7538, "X4": 0.67148, "Y4": 0.7538, "page": 0, "Index": 413}, {"Word": "during", "Confidence": 0.997, "X1": 0.71485, "Y1": 0.7392, "X2": 0.78055, "Y2": 0.739, "X3": 0.78055, "Y3": 0.7538, "X4": 0.71485, "Y4": 0.7538, "page": 0, "Index": 414}, {"Word": "enzymatic", "Confidence": 0.995, "X1": 0.78844, "Y1": 0.7402, "X2": 0.88699, "Y2": 0.74, "X3": 0.88568, "Y3": 0.7548, "X4": 0.78844, "Y4": 0.7538, "page": 0, "Index": 415}, {"Word": "conversion", "Confidence": 0.991, "X1": 0.08804, "Y1": 0.7552, "X2": 0.19317, "Y2": 0.755, "X3": 0.19317, "Y3": 0.7688, "X4": 0.08804, "Y4": 0.7688, "page": 0, "Index": 416}, {"Word": "were", "Confidence": 0.991, "X1": 0.20237, "Y1": 0.7552, "X2": 0.24836, "Y2": 0.755, "X3": 0.24836, "Y3": 0.7688, "X4": 0.20105, "Y4": 0.7688, "page": 0, "Index": 417}, {"Word": "taken", "Confidence": 0.997, "X1": 0.25887, "Y1": 0.7552, "X2": 0.31275, "Y2": 0.755, "X3": 0.31143, "Y3": 0.7698, "X4": 0.25756, "Y4": 0.7688, "page": 0, "Index": 418}, {"Word": "before", "Confidence": 0.997, "X1": 0.32194, "Y1": 0.7552, "X2": 0.38633, "Y2": 0.755, "X3": 0.38633, "Y3": 0.7698, "X4": 0.32194, "Y4": 0.7698, "page": 0, "Index": 419}, {"Word": "the", "Confidence": 0.998, "X1": 0.39816, "Y1": 0.7552, "X2": 0.4297, "Y2": 0.755, "X3": 0.4297, "Y3": 0.7698, "X4": 0.39816, "Y4": 0.7698, "page": 0, "Index": 420}, {"Word": "batch", "Confidence": 0.997, "X1": 0.4389, "Y1": 0.7552, "X2": 0.49277, "Y2": 0.755, "X3": 0.49146, "Y3": 0.7698, "X4": 0.43758, "Y4": 0.7698, "page": 0, "Index": 421}, {"Word": "reached", "Confidence": 0.997, "X1": 0.50329, "Y1": 0.7552, "X2": 0.57819, "Y2": 0.755, "X3": 0.57819, "Y3": 0.7698, "X4": 0.50329, "Y4": 0.7698, "page": 0, "Index": 422}, {"Word": "its", "Confidence": 0.998, "X1": 0.5887, "Y1": 0.7552, "X2": 0.62024, "Y2": 0.755, "X3": 0.61892, "Y3": 0.7698, "X4": 0.58739, "Y4": 0.7698, "page": 0, "Index": 423}, {"Word": "final", "Confidence": 0.997, "X1": 0.63075, "Y1": 0.7562, "X2": 0.68331, "Y2": 0.756, "X3": 0.68331, "Y3": 0.7698, "X4": 0.63075, "Y4": 0.7698, "page": 0, "Index": 424}, {"Word": "dextrose", "Confidence": 0.996, "X1": 0.69382, "Y1": 0.7562, "X2": 0.78055, "Y2": 0.756, "X3": 0.77924, "Y3": 0.7698, "X4": 0.69251, "Y4": 0.7698, "page": 0, "Index": 425}, {"Word": "concen-", "Confidence": 0.996, "X1": 0.79106, "Y1": 0.7572, "X2": 0.86597, "Y2": 0.757, "X3": 0.86597, "Y3": 0.7698, "X4": 0.78975, "Y4": 0.7698, "page": 0, "Index": 426}, {"Word": "tration.", "Confidence": 0.995, "X1": 0.08936, "Y1": 0.7712, "X2": 0.17346, "Y2": 0.771, "X3": 0.17346, "Y3": 0.7848, "X4": 0.08936, "Y4": 0.7848, "page": 0, "Index": 427}, {"Word": "This", "Confidence": 0.991, "X1": 0.19317, "Y1": 0.7712, "X2": 0.23653, "Y2": 0.771, "X3": 0.23653, "Y3": 0.7848, "X4": 0.19317, "Y4": 0.7848, "page": 0, "Index": 428}, {"Word": "material", "Confidence": 0.995, "X1": 0.24573, "Y1": 0.7712, "X2": 0.33377, "Y2": 0.771, "X3": 0.33377, "Y3": 0.7848, "X4": 0.24573, "Y4": 0.7848, "page": 0, "Index": 429}, {"Word": "was", "Confidence": 0.998, "X1": 0.34297, "Y1": 0.7712, "X2": 0.37714, "Y2": 0.771, "X3": 0.37582, "Y3": 0.7848, "X4": 0.34297, "Y4": 0.7848, "page": 0, "Index": 430}, {"Word": "studied", "Confidence": 0.995, "X1": 0.38633, "Y1": 0.7712, "X2": 0.46124, "Y2": 0.771, "X3": 0.46124, "Y3": 0.7858, "X4": 0.38502, "Y4": 0.7848, "page": 0, "Index": 431}, {"Word": "to", "Confidence": 0.998, "X1": 0.47175, "Y1": 0.7712, "X2": 0.49277, "Y2": 0.771, "X3": 0.49277, "Y3": 0.7858, "X4": 0.47175, "Y4": 0.7858, "page": 0, "Index": 432}, {"Word": "determine", "Confidence": 0.994, "X1": 0.50329, "Y1": 0.7712, "X2": 0.60053, "Y2": 0.771, "X3": 0.59921, "Y3": 0.7858, "X4": 0.50329, "Y4": 0.7858, "page": 0, "Index": 433}, {"Word": "the", "Confidence": 0.958, "X1": 0.60972, "Y1": 0.7712, "X2": 0.64126, "Y2": 0.771, "X3": 0.64126, "Y3": 0.7858, "X4": 0.60841, "Y4": 0.7858, "page": 0, "Index": 434}, {"Word": "effect", "Confidence": 0.736, "X1": 0.65177, "Y1": 0.7712, "X2": 0.71616, "Y2": 0.771, "X3": 0.71485, "Y3": 0.7858, "X4": 0.65177, "Y4": 0.7858, "page": 0, "Index": 435}, {"Word": "of", "Confidence": 0.998, "X1": 0.72536, "Y1": 0.7712, "X2": 0.7477, "Y2": 0.771, "X3": 0.74639, "Y3": 0.7868, "X4": 0.72405, "Y4": 0.7868, "page": 0, "Index": 436}, {"Word": "the", "Confidence": 0.998, "X1": 0.75821, "Y1": 0.7722, "X2": 0.79106, "Y2": 0.772, "X3": 0.78975, "Y3": 0.7868, "X4": 0.7569, "Y4": 0.7868, "page": 0, "Index": 437}, {"Word": "addition", "Confidence": 0.996, "X1": 0.80158, "Y1": 0.7722, "X2": 0.88699, "Y2": 0.772, "X3": 0.88568, "Y3": 0.7868, "X4": 0.80026, "Y4": 0.7868, "page": 0, "Index": 438}, {"Word": "of", "Confidence": 0.998, "X1": 0.08804, "Y1": 0.7872, "X2": 0.11038, "Y2": 0.787, "X3": 0.10907, "Y3": 0.8008, "X4": 0.08804, "Y4": 0.8008, "page": 0, "Index": 439}, {"Word": "enzyme", "Confidence": 0.993, "X1": 0.11827, "Y1": 0.7872, "X2": 0.18397, "Y2": 0.787, "X3": 0.18397, "Y3": 0.8008, "X4": 0.11695, "Y4": 0.8008, "page": 0, "Index": 440}, {"Word": "to", "Confidence": 0.998, "X1": 0.19317, "Y1": 0.7872, "X2": 0.21551, "Y2": 0.787, "X3": 0.21419, "Y3": 0.8008, "X4": 0.19317, "Y4": 0.8008, "page": 0, "Index": 441}, {"Word": "a", "Confidence": 0.998, "X1": 0.22602, "Y1": 0.7872, "X2": 0.23653, "Y2": 0.787, "X3": 0.23653, "Y3": 0.8008, "X4": 0.2247, "Y4": 0.8008, "page": 0, "Index": 442}, {"Word": "batch", "Confidence": 0.997, "X1": 0.24704, "Y1": 0.7872, "X2": 0.30092, "Y2": 0.787, "X3": 0.30092, "Y3": 0.8008, "X4": 0.24573, "Y4": 0.8008, "page": 0, "Index": 443}, {"Word": "in", "Confidence": 0.998, "X1": 0.31275, "Y1": 0.7872, "X2": 0.33377, "Y2": 0.787, "X3": 0.33246, "Y3": 0.8018, "X4": 0.31275, "Y4": 0.8018, "page": 0, "Index": 444}, {"Word": "which", "Confidence": 0.998, "X1": 0.34297, "Y1": 0.7872, "X2": 0.39816, "Y2": 0.787, "X3": 0.39816, "Y3": 0.8018, "X4": 0.34166, "Y4": 0.8018, "page": 0, "Index": 445}, {"Word": "the", "Confidence": 0.998, "X1": 0.40736, "Y1": 0.7872, "X2": 0.44152, "Y2": 0.787, "X3": 0.44021, "Y3": 0.8018, "X4": 0.40736, "Y4": 0.8018, "page": 0, "Index": 446}, {"Word": "first", "Confidence": 0.997, "X1": 0.45072, "Y1": 0.7872, "X2": 0.5046, "Y2": 0.787, "X3": 0.5046, "Y3": 0.8018, "X4": 0.45072, "Y4": 0.8018, "page": 0, "Index": 447}, {"Word": "enzyme", "Confidence": 0.994, "X1": 0.51248, "Y1": 0.7872, "X2": 0.58081, "Y2": 0.787, "X3": 0.5795, "Y3": 0.8028, "X4": 0.51248, "Y4": 0.8018, "page": 0, "Index": 448}, {"Word": "has", "Confidence": 0.998, "X1": 0.58739, "Y1": 0.7872, "X2": 0.62024, "Y2": 0.787, "X3": 0.62024, "Y3": 0.8028, "X4": 0.58607, "Y4": 0.8028, "page": 0, "Index": 449}, {"Word": "been", "Confidence": 0.988, "X1": 0.62943, "Y1": 0.7882, "X2": 0.67411, "Y2": 0.788, "X3": 0.6728, "Y3": 0.8028, "X4": 0.62943, "Y4": 0.8028, "page": 0, "Index": 450}, {"Word": "destroyed.", "Confidence": 0.994, "X1": 0.68331, "Y1": 0.7882, "X2": 0.79238, "Y2": 0.788, "X3": 0.79106, "Y3": 0.8038, "X4": 0.68331, "Y4": 0.8028, "page": 0, "Index": 451}, {"Word": "The", "Confidence": 0.998, "X1": 0.81209, "Y1": 0.7892, "X2": 0.84494, "Y2": 0.789, "X3": 0.84494, "Y3": 0.8038, "X4": 0.81209, "Y4": 0.8038, "page": 0, "Index": 452}, {"Word": "conditions", "Confidence": 0.994, "X1": 0.08673, "Y1": 0.8032, "X2": 0.19317, "Y2": 0.803, "X3": 0.19317, "Y3": 0.8178, "X4": 0.08673, "Y4": 0.8178, "page": 0, "Index": 453}, {"Word": "were", "Confidence": 0.988, "X1": 0.20105, "Y1": 0.8032, "X2": 0.24836, "Y2": 0.803, "X3": 0.24836, "Y3": 0.8178, "X4": 0.20105, "Y4": 0.8178, "page": 0, "Index": 454}, {"Word": "as", "Confidence": 0.998, "X1": 0.25756, "Y1": 0.8032, "X2": 0.28121, "Y2": 0.803, "X3": 0.27989, "Y3": 0.8178, "X4": 0.25756, "Y4": 0.8178, "page": 0, "Index": 455}, {"Word": "follows:", "Confidence": 0.992, "X1": 0.29041, "Y1": 0.8042, "X2": 0.37714, "Y2": 0.804, "X3": 0.37714, "Y3": 0.8178, "X4": 0.28909, "Y4": 0.8178, "page": 0, "Index": 456}, {"Word": "Sample", "Confidence": 0.994, "X1": 0.14192, "Y1": 0.8352, "X2": 0.20499, "Y2": 0.835, "X3": 0.20368, "Y3": 0.8498, "X4": 0.1406, "Y4": 0.8488, "page": 0, "Index": 457}, {"Word": "A,", "Confidence": 0.994, "X1": 0.21419, "Y1": 0.8352, "X2": 0.23916, "Y2": 0.835, "X3": 0.23784, "Y3": 0.8498, "X4": 0.21288, "Y4": 0.8498, "page": 0, "Index": 458}, {"Word": "Run", "Confidence": 0.998, "X1": 0.24573, "Y1": 0.8352, "X2": 0.28121, "Y2": 0.835, "X3": 0.27989, "Y3": 0.8498, "X4": 0.24442, "Y4": 0.8498, "page": 0, "Index": 459}, {"Word": "147,", "Confidence": 0.991, "X1": 0.29041, "Y1": 0.8362, "X2": 0.3364, "Y2": 0.836, "X3": 0.33509, "Y3": 0.8498, "X4": 0.28909, "Y4": 0.8498, "page": 0, "Index": 460}, {"Word": "as", "Confidence": 0.998, "X1": 0.34428, "Y1": 0.8362, "X2": 0.36662, "Y2": 0.836, "X3": 0.36531, "Y3": 0.8498, "X4": 0.34297, "Y4": 0.8498, "page": 0, "Index": 461}, {"Word": "is;", "Confidence": 0.997, "X1": 0.37714, "Y1": 0.8372, "X2": 0.40999, "Y2": 0.837, "X3": 0.40867, "Y3": 0.8498, "X4": 0.37582, "Y4": 0.8498, "page": 0, "Index": 462}, {"Word": "Sample", "Confidence": 0.997, "X1": 0.1406, "Y1": 0.8522, "X2": 0.20368, "Y2": 0.852, "X3": 0.20237, "Y3": 0.8668, "X4": 0.13929, "Y4": 0.8668, "page": 0, "Index": 463}, {"Word": "B,", "Confidence": 0.991, "X1": 0.21288, "Y1": 0.8522, "X2": 0.24047, "Y2": 0.852, "X3": 0.23916, "Y3": 0.8668, "X4": 0.21156, "Y4": 0.8668, "page": 0, "Index": 464}, {"Word": "addition", "Confidence": 0.994, "X1": 0.24836, "Y1": 0.8522, "X2": 0.33377, "Y2": 0.852, "X3": 0.33246, "Y3": 0.8658, "X4": 0.24704, "Y4": 0.8668, "page": 0, "Index": 465}, {"Word": "of", "Confidence": 0.998, "X1": 0.34297, "Y1": 0.8522, "X2": 0.36662, "Y2": 0.852, "X3": 0.36531, "Y3": 0.8658, "X4": 0.34166, "Y4": 0.8658, "page": 0, "Index": 466}, {"Word": "0.1%", "Confidence": 0.988, "X1": 0.37714, "Y1": 0.8522, "X2": 0.41919, "Y2": 0.852, "X3": 0.41787, "Y3": 0.8658, "X4": 0.37582, "Y4": 0.8658, "page": 0, "Index": 467}, {"Word": "Novo", "Confidence": 0.989, "X1": 0.42707, "Y1": 0.8522, "X2": 0.47175, "Y2": 0.852, "X3": 0.47043, "Y3": 0.8668, "X4": 0.42576, "Y4": 0.8658, "page": 0, "Index": 468}, {"Word": "II", "Confidence": 0.93, "X1": 0.48226, "Y1": 0.8522, "X2": 0.5046, "Y2": 0.852, "X3": 0.50329, "Y3": 0.8668, "X4": 0.48095, "Y4": 0.8668, "page": 0, "Index": 469}, {"Word": "enzyme;", "Confidence": 0.991, "X1": 0.5138, "Y1": 0.8532, "X2": 0.59001, "Y2": 0.853, "X3": 0.5887, "Y3": 0.8668, "X4": 0.51248, "Y4": 0.8668, "page": 0, "Index": 470}, {"Word": "Sample", "Confidence": 0.994, "X1": 0.14192, "Y1": 0.8672, "X2": 0.20499, "Y2": 0.867, "X3": 0.20368, "Y3": 0.8818, "X4": 0.1406, "Y4": 0.8818, "page": 0, "Index": 471}, {"Word": "C,", "Confidence": 0.997, "X1": 0.21288, "Y1": 0.8672, "X2": 0.23916, "Y2": 0.867, "X3": 0.23784, "Y3": 0.8818, "X4": 0.21156, "Y4": 0.8818, "page": 0, "Index": 472}, {"Word": "heat", "Confidence": 0.986, "X1": 0.24573, "Y1": 0.8672, "X2": 0.29172, "Y2": 0.867, "X3": 0.29041, "Y3": 0.8818, "X4": 0.24442, "Y4": 0.8818, "page": 0, "Index": 473}, {"Word": "to", "Confidence": 0.998, "X1": 0.30223, "Y1": 0.8672, "X2": 0.32457, "Y2": 0.867, "X3": 0.32326, "Y3": 0.8818, "X4": 0.30092, "Y4": 0.8818, "page": 0, "Index": 474}, {"Word": "200\u00ba", "Confidence": 0.513, "X1": 0.33377, "Y1": 0.8672, "X2": 0.37845, "Y2": 0.867, "X3": 0.37714, "Y3": 0.8818, "X4": 0.33246, "Y4": 0.8818, "page": 0, "Index": 475}, {"Word": "F,", "Confidence": 0.994, "X1": 0.38502, "Y1": 0.8662, "X2": 0.4113, "Y2": 0.866, "X3": 0.40999, "Y3": 0.8818, "X4": 0.38371, "Y4": 0.8818, "page": 0, "Index": 476}, {"Word": "cool", "Confidence": 0.986, "X1": 0.41919, "Y1": 0.8662, "X2": 0.46255, "Y2": 0.866, "X3": 0.46124, "Y3": 0.8818, "X4": 0.41787, "Y4": 0.8818, "page": 0, "Index": 477}, {"Word": "to", "Confidence": 0.998, "X1": 0.47175, "Y1": 0.8672, "X2": 0.49409, "Y2": 0.867, "X3": 0.49277, "Y3": 0.8818, "X4": 0.47043, "Y4": 0.8818, "page": 0, "Index": 478}, {"Word": "140\u00ba", "Confidence": 0.583, "X1": 0.50329, "Y1": 0.8672, "X2": 0.54796, "Y2": 0.867, "X3": 0.54796, "Y3": 0.8818, "X4": 0.50197, "Y4": 0.8818, "page": 0, "Index": 479}, {"Word": "F,", "Confidence": 0.998, "X1": 0.55585, "Y1": 0.8672, "X2": 0.58081, "Y2": 0.867, "X3": 0.5795, "Y3": 0.8828, "X4": 0.55453, "Y4": 0.8818, "page": 0, "Index": 480}, {"Word": "add", "Confidence": 0.998, "X1": 0.58739, "Y1": 0.8672, "X2": 0.62155, "Y2": 0.867, "X3": 0.62024, "Y3": 0.8828, "X4": 0.58607, "Y4": 0.8828, "page": 0, "Index": 481}, {"Word": "0.1%", "Confidence": 0.984, "X1": 0.62943, "Y1": 0.8672, "X2": 0.67411, "Y2": 0.867, "X3": 0.67411, "Y3": 0.8828, "X4": 0.62812, "Y4": 0.8828, "page": 0, "Index": 482}, {"Word": "Novo", "Confidence": 0.987, "X1": 0.68331, "Y1": 0.8682, "X2": 0.72799, "Y2": 0.868, "X3": 0.72668, "Y3": 0.8838, "X4": 0.682, "Y4": 0.8828, "page": 0, "Index": 483}, {"Word": "II", "Confidence": 0.937, "X1": 0.73719, "Y1": 0.8682, "X2": 0.75953, "Y2": 0.868, "X3": 0.75821, "Y3": 0.8838, "X4": 0.73587, "Y4": 0.8838, "page": 0, "Index": 484}, {"Word": "enzyme;", "Confidence": 0.994, "X1": 0.76741, "Y1": 0.8692, "X2": 0.84363, "Y2": 0.869, "X3": 0.84231, "Y3": 0.8848, "X4": 0.76741, "Y4": 0.8838, "page": 0, "Index": 485}, {"Word": "Sample", "Confidence": 0.895, "X1": 0.1406, "Y1": 0.8832, "X2": 0.20368, "Y2": 0.883, "X3": 0.20368, "Y3": 0.8978, "X4": 0.1406, "Y4": 0.8978, "page": 0, "Index": 486}, {"Word": "D,", "Confidence": 0.972, "X1": 0.21288, "Y1": 0.8832, "X2": 0.23916, "Y2": 0.883, "X3": 0.23916, "Y3": 0.8978, "X4": 0.21156, "Y4": 0.8978, "page": 0, "Index": 487}, {"Word": "heat", "Confidence": 0.988, "X1": 0.24573, "Y1": 0.8832, "X2": 0.29172, "Y2": 0.883, "X3": 0.29041, "Y3": 0.8978, "X4": 0.24442, "Y4": 0.8978, "page": 0, "Index": 488}, {"Word": "to", "Confidence": 0.998, "X1": 0.30092, "Y1": 0.8822, "X2": 0.32326, "Y2": 0.882, "X3": 0.32194, "Y3": 0.8978, "X4": 0.30092, "Y4": 0.8978, "page": 0, "Index": 489}, {"Word": "200\u00ba", "Confidence": 0.566, "X1": 0.33246, "Y1": 0.8822, "X2": 0.37845, "Y2": 0.882, "X3": 0.37845, "Y3": 0.8978, "X4": 0.33246, "Y4": 0.8978, "page": 0, "Index": 490}, {"Word": "F,", "Confidence": 0.993, "X1": 0.38633, "Y1": 0.8822, "X2": 0.40999, "Y2": 0.882, "X3": 0.40999, "Y3": 0.8978, "X4": 0.38502, "Y4": 0.8978, "page": 0, "Index": 491}, {"Word": "cool", "Confidence": 0.986, "X1": 0.41787, "Y1": 0.8822, "X2": 0.46255, "Y2": 0.882, "X3": 0.46124, "Y3": 0.8988, "X4": 0.41656, "Y4": 0.8978, "page": 0, "Index": 492}, {"Word": "to", "Confidence": 0.998, "X1": 0.47043, "Y1": 0.8822, "X2": 0.49409, "Y2": 0.882, "X3": 0.49277, "Y3": 0.8988, "X4": 0.47043, "Y4": 0.8988, "page": 0, "Index": 493}, {"Word": "140\u00ba", "Confidence": 0.46, "X1": 0.50197, "Y1": 0.8832, "X2": 0.54796, "Y2": 0.883, "X3": 0.54796, "Y3": 0.8988, "X4": 0.50197, "Y4": 0.8988, "page": 0, "Index": 494}, {"Word": "F,", "Confidence": 0.995, "X1": 0.55585, "Y1": 0.8832, "X2": 0.58081, "Y2": 0.883, "X3": 0.58081, "Y3": 0.8988, "X4": 0.55453, "Y4": 0.8988, "page": 0, "Index": 495}, {"Word": "add", "Confidence": 0.998, "X1": 0.58607, "Y1": 0.8832, "X2": 0.62155, "Y2": 0.883, "X3": 0.62155, "Y3": 0.8988, "X4": 0.58607, "Y4": 0.8988, "page": 0, "Index": 496}, {"Word": "0.1%", "Confidence": 0.944, "X1": 0.62943, "Y1": 0.8832, "X2": 0.67543, "Y2": 0.883, "X3": 0.67411, "Y3": 0.8998, "X4": 0.62812, "Y4": 0.8988, "page": 0, "Index": 497}, {"Word": "Novo", "Confidence": 0.991, "X1": 0.682, "Y1": 0.8842, "X2": 0.72799, "Y2": 0.884, "X3": 0.72799, "Y3": 0.8998, "X4": 0.682, "Y4": 0.8998, "page": 0, "Index": 498}, {"Word": "II", "Confidence": 0.635, "X1": 0.73719, "Y1": 0.8842, "X2": 0.75953, "Y2": 0.884, "X3": 0.75953, "Y3": 0.8998, "X4": 0.73587, "Y4": 0.8998, "page": 0, "Index": 499}, {"Word": "enzyme", "Confidence": 0.995, "X1": 0.76873, "Y1": 0.8852, "X2": 0.83443, "Y2": 0.885, "X3": 0.83443, "Y3": 0.9008, "X4": 0.76741, "Y4": 0.8998, "page": 0, "Index": 500}, {"Word": "and", "Confidence": 0.998, "X1": 0.17214, "Y1": 0.8992, "X2": 0.20368, "Y2": 0.899, "X3": 0.20368, "Y3": 0.9148, "X4": 0.17214, "Y4": 0.9148, "page": 0, "Index": 501}, {"Word": "0.02%", "Confidence": 0.997, "X1": 0.21288, "Y1": 0.8992, "X2": 0.26938, "Y2": 0.899, "X3": 0.26938, "Y3": 0.9148, "X4": 0.21156, "Y4": 0.9148, "page": 0, "Index": 502}, {"Word": "Tenase", "Confidence": 0.997, "X1": 0.27989, "Y1": 0.8992, "X2": 0.34428, "Y2": 0.899, "X3": 0.34428, "Y3": 0.9148, "X4": 0.27858, "Y4": 0.9148, "page": 0, "Index": 503}, {"Word": "enzyme.", "Confidence": 0.995, "X1": 0.3548, "Y1": 0.9012, "X2": 0.4297, "Y2": 0.901, "X3": 0.42838, "Y3": 0.9158, "X4": 0.35348, "Y4": 0.9148, "page": 0, "Index": 504}, {"Word": "50902", "Confidence": 0.996, "X1": 0.96452, "Y1": 0.9172, "X2": 0.96321, "Y2": 0.917, "X3": 0.9435, "Y3": 0.9168, "X4": 0.94612, "Y4": 0.8708, "page": 0, "Index": 505}, {"Word": "6593", "Confidence": 0.98, "X1": 0.96189, "Y1": 0.9642, "X2": 0.96058, "Y2": 0.964, "X3": 0.94087, "Y3": 0.9638, "X4": 0.94218, "Y4": 0.9268, "page": 0, "Index": 506}]}	"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"
ffmh0100	8	{"lines_data": [{"Word": "MEQ. ACIDS/ML", "Confidence": 0.988, "X1": 0.55059, "Y1": 0.0952, "X2": 0.69251, "Y2": 0.095, "X3": 0.69251, "Y3": 0.1108, "X4": 0.55059, "Y4": 0.1108, "page": 0}, {"Word": "MEQ. ACIDS & LACTONES", "Confidence": 0.98875, "X1": 0.75296, "Y1": 0.0952, "X2": 0.98029, "Y2": 0.095, "X3": 0.98029, "Y3": 0.1108, "X4": 0.75296, "Y4": 0.1118, "page": 0}, {"Word": "SAMPLE", "Confidence": 0.997, "X1": 0.05388, "Y1": 0.1132, "X2": 0.12221, "Y2": 0.113, "X3": 0.12221, "Y3": 0.1278, "X4": 0.05388, "Y4": 0.1278, "page": 0}, {"Word": "@ 30% SOLIDS", "Confidence": 0.98233, "X1": 0.55059, "Y1": 0.1122, "X2": 0.68594, "Y2": 0.112, "X3": 0.68594, "Y3": 0.1268, "X4": 0.55059, "Y4": 0.1268, "page": 0}, {"Word": "PER ML @ 30% SOLIDS", "Confidence": 0.9862, "X1": 0.76347, "Y1": 0.1122, "X2": 0.9724, "Y2": 0.112, "X3": 0.9724, "Y3": 0.1268, "X4": 0.76347, "Y4": 0.1268, "page": 0}, {"Word": "B 014", "Confidence": 0.8355, "X1": 0.00263, "Y1": 0.1452, "X2": 0.05782, "Y2": 0.145, "X3": 0.05782, "Y3": 0.1598, "X4": 0.00131, "Y4": 0.1588, "page": 0}, {"Word": "0.071", "Confidence": 0.956, "X1": 0.59527, "Y1": 0.1422, "X2": 0.65177, "Y2": 0.142, "X3": 0.65177, "Y3": 0.1588, "X4": 0.59396, "Y4": 0.1578, "page": 0}, {"Word": "0.083", "Confidence": 0.997, "X1": 0.81866, "Y1": 0.1442, "X2": 0.87385, "Y2": 0.144, "X3": 0.87254, "Y3": 0.1588, "X4": 0.81866, "Y4": 0.1588, "page": 0}, {"Word": "015", "Confidence": 0.991, "X1": 0.02365, "Y1": 0.1762, "X2": 0.05913, "Y2": 0.176, "X3": 0.05913, "Y3": 0.1918, "X4": 0.02365, "Y4": 0.1918, "page": 0}, {"Word": "0.023", "Confidence": 0.994, "X1": 0.59396, "Y1": 0.1752, "X2": 0.65177, "Y2": 0.175, "X3": 0.65177, "Y3": 0.1898, "X4": 0.59396, "Y4": 0.1908, "page": 0}, {"Word": "0.025", "Confidence": 0.994, "X1": 0.81735, "Y1": 0.1752, "X2": 0.87254, "Y2": 0.175, "X3": 0.87254, "Y3": 0.1908, "X4": 0.81735, "Y4": 0.1898, "page": 0}, {"Word": "016", "Confidence": 0.991, "X1": 0.02365, "Y1": 0.2092, "X2": 0.05913, "Y2": 0.209, "X3": 0.05782, "Y3": 0.2228, "X4": 0.02365, "Y4": 0.2238, "page": 0}, {"Word": "0.061", "Confidence": 0.907, "X1": 0.59264, "Y1": 0.2072, "X2": 0.65046, "Y2": 0.207, "X3": 0.65046, "Y3": 0.2228, "X4": 0.59264, "Y4": 0.2228, "page": 0}, {"Word": "0.072", "Confidence": 0.994, "X1": 0.81735, "Y1": 0.2062, "X2": 0.87516, "Y2": 0.206, "X3": 0.87516, "Y3": 0.2228, "X4": 0.81735, "Y4": 0.2218, "page": 0}, {"Word": "017", "Confidence": 0.994, "X1": 0.02365, "Y1": 0.2412, "X2": 0.06176, "Y2": 0.241, "X3": 0.06045, "Y3": 0.2558, "X4": 0.02365, "Y4": 0.2558, "page": 0}, {"Word": "0.064", "Confidence": 0.993, "X1": 0.59396, "Y1": 0.2392, "X2": 0.65046, "Y2": 0.239, "X3": 0.64915, "Y3": 0.2528, "X4": 0.59396, "Y4": 0.2538, "page": 0}, {"Word": "0.074", "Confidence": 0.994, "X1": 0.81735, "Y1": 0.2392, "X2": 0.87516, "Y2": 0.239, "X3": 0.87385, "Y3": 0.2538, "X4": 0.81735, "Y4": 0.2548, "page": 0}, {"Word": "018", "Confidence": 0.995, "X1": 0.02365, "Y1": 0.2732, "X2": 0.05782, "Y2": 0.273, "X3": 0.05782, "Y3": 0.2878, "X4": 0.02365, "Y4": 0.2878, "page": 0}, {"Word": "0.065", "Confidence": 0.994, "X1": 0.59396, "Y1": 0.2702, "X2": 0.65046, "Y2": 0.27, "X3": 0.64915, "Y3": 0.2858, "X4": 0.59396, "Y4": 0.2868, "page": 0}, {"Word": "0.076", "Confidence": 0.997, "X1": 0.81735, "Y1": 0.2712, "X2": 0.87385, "Y2": 0.271, "X3": 0.87385, "Y3": 0.2868, "X4": 0.81735, "Y4": 0.2858, "page": 0}, {"Word": "0.065", "Confidence": 0.997, "X1": 0.59396, "Y1": 0.3022, "X2": 0.64915, "Y2": 0.302, "X3": 0.64915, "Y3": 0.3178, "X4": 0.59396, "Y4": 0.3188, "page": 0}, {"Word": "019", "Confidence": 0.994, "X1": 0.02497, "Y1": 0.3052, "X2": 0.05782, "Y2": 0.305, "X3": 0.0565, "Y3": 0.3198, "X4": 0.02497, "Y4": 0.3198, "page": 0}, {"Word": "0.075", "Confidence": 0.997, "X1": 0.81735, "Y1": 0.3022, "X2": 0.87385, "Y2": 0.302, "X3": 0.87385, "Y3": 0.3188, "X4": 0.81603, "Y4": 0.3188, "page": 0}, {"Word": "020", "Confidence": 0.998, "X1": 0.02628, "Y1": 0.3372, "X2": 0.05782, "Y2": 0.337, "X3": 0.05782, "Y3": 0.3518, "X4": 0.02628, "Y4": 0.3518, "page": 0}, {"Word": "0.063", "Confidence": 0.995, "X1": 0.59264, "Y1": 0.3352, "X2": 0.65046, "Y2": 0.335, "X3": 0.65046, "Y3": 0.3508, "X4": 0.59396, "Y4": 0.3508, "page": 0}, {"Word": "0.083", "Confidence": 0.997, "X1": 0.81603, "Y1": 0.3352, "X2": 0.87385, "Y2": 0.335, "X3": 0.87385, "Y3": 0.3508, "X4": 0.81603, "Y4": 0.3518, "page": 0}, {"Word": "021", "Confidence": 0.958, "X1": 0.02365, "Y1": 0.3692, "X2": 0.05256, "Y2": 0.369, "X3": 0.05256, "Y3": 0.3848, "X4": 0.02365, "Y4": 0.3848, "page": 0}, {"Word": "0.063", "Confidence": 0.995, "X1": 0.59264, "Y1": 0.3672, "X2": 0.65177, "Y2": 0.367, "X3": 0.65046, "Y3": 0.3828, "X4": 0.59396, "Y4": 0.3828, "page": 0}, {"Word": "0.077", "Confidence": 0.997, "X1": 0.81603, "Y1": 0.3672, "X2": 0.87516, "Y2": 0.367, "X3": 0.87254, "Y3": 0.3838, "X4": 0.81603, "Y4": 0.3838, "page": 0}, {"Word": "022", "Confidence": 0.994, "X1": 0.02628, "Y1": 0.4002, "X2": 0.05782, "Y2": 0.4, "X3": 0.05782, "Y3": 0.4158, "X4": 0.02628, "Y4": 0.4158, "page": 0}, {"Word": "0.064", "Confidence": 0.997, "X1": 0.59396, "Y1": 0.3992, "X2": 0.65177, "Y2": 0.399, "X3": 0.65046, "Y3": 0.4148, "X4": 0.59264, "Y4": 0.4148, "page": 0}, {"Word": "0.077", "Confidence": 0.937, "X1": 0.81735, "Y1": 0.3992, "X2": 0.87385, "Y2": 0.399, "X3": 0.87385, "Y3": 0.4158, "X4": 0.81735, "Y4": 0.4158, "page": 0}, {"Word": "023", "Confidence": 0.994, "X1": 0.02628, "Y1": 0.4332, "X2": 0.05782, "Y2": 0.433, "X3": 0.05782, "Y3": 0.4478, "X4": 0.02628, "Y4": 0.4478, "page": 0}, {"Word": "0.062", "Confidence": 0.993, "X1": 0.59527, "Y1": 0.4312, "X2": 0.65177, "Y2": 0.431, "X3": 0.65177, "Y3": 0.4478, "X4": 0.59527, "Y4": 0.4478, "page": 0}, {"Word": "0.074", "Confidence": 0.996, "X1": 0.81603, "Y1": 0.4302, "X2": 0.87385, "Y2": 0.43, "X3": 0.87385, "Y3": 0.4478, "X4": 0.81603, "Y4": 0.4488, "page": 0}, {"Word": "02", "Confidence": 0.873, "X1": 0.02497, "Y1": 0.4652, "X2": 0.05256, "Y2": 0.465, "X3": 0.05256, "Y3": 0.4798, "X4": 0.02497, "Y4": 0.4798, "page": 0}, {"Word": "0.063", "Confidence": 0.998, "X1": 0.59527, "Y1": 0.4632, "X2": 0.65309, "Y2": 0.463, "X3": 0.65177, "Y3": 0.4798, "X4": 0.59527, "Y4": 0.4788, "page": 0}, {"Word": "0.075", "Confidence": 0.997, "X1": 0.81603, "Y1": 0.4622, "X2": 0.87385, "Y2": 0.462, "X3": 0.87385, "Y3": 0.4798, "X4": 0.81603, "Y4": 0.4798, "page": 0}, {"Word": "025", "Confidence": 0.991, "X1": 0.02628, "Y1": 0.4962, "X2": 0.05782, "Y2": 0.496, "X3": 0.05782, "Y3": 0.5118, "X4": 0.02628, "Y4": 0.5118, "page": 0}, {"Word": "0.064", "Confidence": 0.996, "X1": 0.59396, "Y1": 0.4942, "X2": 0.65046, "Y2": 0.494, "X3": 0.65046, "Y3": 0.5118, "X4": 0.59264, "Y4": 0.5108, "page": 0}, {"Word": "0.074", "Confidence": 0.994, "X1": 0.81735, "Y1": 0.4952, "X2": 0.87516, "Y2": 0.495, "X3": 0.87516, "Y3": 0.5118, "X4": 0.81735, "Y4": 0.5108, "page": 0}, {"Word": "02", "Confidence": 0.886, "X1": 0.02497, "Y1": 0.5292, "X2": 0.05256, "Y2": 0.529, "X3": 0.05256, "Y3": 0.5438, "X4": 0.02628, "Y4": 0.5448, "page": 0}, {"Word": "0.018", "Confidence": 0.993, "X1": 0.59264, "Y1": 0.5272, "X2": 0.6544, "Y2": 0.527, "X3": 0.65309, "Y3": 0.5428, "X4": 0.59264, "Y4": 0.5428, "page": 0}, {"Word": "0.021", "Confidence": 0.955, "X1": 0.81866, "Y1": 0.5272, "X2": 0.87254, "Y2": 0.527, "X3": 0.87254, "Y3": 0.5428, "X4": 0.81735, "Y4": 0.5428, "page": 0}, {"Word": "027", "Confidence": 0.991, "X1": 0.0276, "Y1": 0.5612, "X2": 0.0565, "Y2": 0.561, "X3": 0.05519, "Y3": 0.5768, "X4": 0.02628, "Y4": 0.5758, "page": 0}, {"Word": "0.058", "Confidence": 0.997, "X1": 0.59396, "Y1": 0.5592, "X2": 0.65309, "Y2": 0.559, "X3": 0.65177, "Y3": 0.5748, "X4": 0.59396, "Y4": 0.5748, "page": 0}, {"Word": "0.068", "Confidence": 0.925, "X1": 0.81866, "Y1": 0.5592, "X2": 0.87516, "Y2": 0.559, "X3": 0.87516, "Y3": 0.5748, "X4": 0.81735, "Y4": 0.5748, "page": 0}, {"Word": "028", "Confidence": 0.991, "X1": 0.02628, "Y1": 0.5942, "X2": 0.05913, "Y2": 0.594, "X3": 0.05782, "Y3": 0.6078, "X4": 0.02628, "Y4": 0.6078, "page": 0}, {"Word": "0.058", "Confidence": 0.996, "X1": 0.5979, "Y1": 0.5912, "X2": 0.6544, "Y2": 0.591, "X3": 0.65309, "Y3": 0.6068, "X4": 0.59658, "Y4": 0.6078, "page": 0}, {"Word": "0.068", "Confidence": 0.993, "X1": 0.81866, "Y1": 0.5912, "X2": 0.87516, "Y2": 0.591, "X3": 0.87516, "Y3": 0.6068, "X4": 0.81866, "Y4": 0.6078, "page": 0}, {"Word": "029", "Confidence": 0.994, "X1": 0.02497, "Y1": 0.6252, "X2": 0.06045, "Y2": 0.625, "X3": 0.05913, "Y3": 0.6398, "X4": 0.02497, "Y4": 0.6388, "page": 0}, {"Word": "0.071", "Confidence": 0.873, "X1": 0.5979, "Y1": 0.6232, "X2": 0.65046, "Y2": 0.623, "X3": 0.65046, "Y3": 0.6398, "X4": 0.59658, "Y4": 0.6398, "page": 0}, {"Word": "0.082", "Confidence": 0.994, "X1": 0.81866, "Y1": 0.6232, "X2": 0.87516, "Y2": 0.623, "X3": 0.87385, "Y3": 0.6388, "X4": 0.81866, "Y4": 0.6388, "page": 0}, {"Word": "Run 145, Slow Rate,", "Confidence": 0.9915, "X1": 0.00263, "Y1": 0.6562, "X2": 0.20499, "Y2": 0.656, "X3": 0.20499, "Y3": 0.6738, "X4": 0.00263, "Y4": 0.6738, "page": 0}, {"Word": "0.088", "Confidence": 0.994, "X1": 0.59527, "Y1": 0.6562, "X2": 0.65177, "Y2": 0.656, "X3": 0.65177, "Y3": 0.6718, "X4": 0.59527, "Y4": 0.6718, "page": 0}, {"Word": "0.106", "Confidence": 0.997, "X1": 0.81866, "Y1": 0.6552, "X2": 0.87516, "Y2": 0.655, "X3": 0.87516, "Y3": 0.6718, "X4": 0.81866, "Y4": 0.6718, "page": 0}, {"Word": "31% Conv.", "Confidence": 0.9965, "X1": 0.02497, "Y1": 0.6742, "X2": 0.11695, "Y2": 0.674, "X3": 0.11695, "Y3": 0.6898, "X4": 0.02497, "Y4": 0.6888, "page": 0}, {"Word": "B 030", "Confidence": 0.9815, "X1": 0.00263, "Y1": 0.7052, "X2": 0.06045, "Y2": 0.705, "X3": 0.05913, "Y3": 0.7198, "X4": 0.00131, "Y4": 0.7198, "page": 0}, {"Word": "0.069", "Confidence": 0.995, "X1": 0.59396, "Y1": 0.7032, "X2": 0.65177, "Y2": 0.703, "X3": 0.65177, "Y3": 0.7188, "X4": 0.59527, "Y4": 0.7188, "page": 0}, {"Word": "0.085", "Confidence": 0.994, "X1": 0.81997, "Y1": 0.7032, "X2": 0.87385, "Y2": 0.703, "X3": 0.87385, "Y3": 0.7188, "X4": 0.81997, "Y4": 0.7198, "page": 0}, {"Word": "031", "Confidence": 0.943, "X1": 0.02628, "Y1": 0.7362, "X2": 0.0565, "Y2": 0.736, "X3": 0.0565, "Y3": 0.7518, "X4": 0.02628, "Y4": 0.7518, "page": 0}, {"Word": "0.067", "Confidence": 0.997, "X1": 0.59527, "Y1": 0.7352, "X2": 0.65177, "Y2": 0.735, "X3": 0.65046, "Y3": 0.7508, "X4": 0.59396, "Y4": 0.7508, "page": 0}, {"Word": "0.074", "Confidence": 0.996, "X1": 0.81735, "Y1": 0.7342, "X2": 0.87516, "Y2": 0.734, "X3": 0.87516, "Y3": 0.7508, "X4": 0.81603, "Y4": 0.7508, "page": 0}, {"Word": "032", "Confidence": 0.994, "X1": 0.02497, "Y1": 0.7702, "X2": 0.05913, "Y2": 0.77, "X3": 0.05913, "Y3": 0.7848, "X4": 0.02497, "Y4": 0.7848, "page": 0}, {"Word": "0.063", "Confidence": 0.997, "X1": 0.5979, "Y1": 0.7672, "X2": 0.65309, "Y2": 0.767, "X3": 0.65309, "Y3": 0.7838, "X4": 0.59658, "Y4": 0.7838, "page": 0}, {"Word": "0.077", "Confidence": 0.994, "X1": 0.81997, "Y1": 0.7682, "X2": 0.87385, "Y2": 0.768, "X3": 0.87254, "Y3": 0.7838, "X4": 0.81866, "Y4": 0.7838, "page": 0}, {"Word": "034 -", "Confidence": 0.5415, "X1": 0.02497, "Y1": 0.8012, "X2": 0.07753, "Y2": 0.801, "X3": 0.07753, "Y3": 0.8148, "X4": 0.02497, "Y4": 0.8168, "page": 0}, {"Word": "0.064", "Confidence": 0.993, "X1": 0.59658, "Y1": 0.7992, "X2": 0.65309, "Y2": 0.799, "X3": 0.65177, "Y3": 0.8158, "X4": 0.59527, "Y4": 0.8148, "page": 0}, {"Word": "0.086", "Confidence": 0.993, "X1": 0.81866, "Y1": 0.7992, "X2": 0.87516, "Y2": 0.799, "X3": 0.87516, "Y3": 0.8158, "X4": 0.81866, "Y4": 0.8148, "page": 0}, {"Word": "0.059", "Confidence": 0.994, "X1": 0.59658, "Y1": 0.8322, "X2": 0.65177, "Y2": 0.832, "X3": 0.65177, "Y3": 0.8468, "X4": 0.59527, "Y4": 0.8478, "page": 0}, {"Word": "0.076", "Confidence": 0.955, "X1": 0.81866, "Y1": 0.8322, "X2": 0.87648, "Y2": 0.832, "X3": 0.87648, "Y3": 0.8478, "X4": 0.81866, "Y4": 0.8478, "page": 0}, {"Word": "035", "Confidence": 0.994, "X1": 0.02365, "Y1": 0.8342, "X2": 0.05782, "Y2": 0.834, "X3": 0.05782, "Y3": 0.8488, "X4": 0.02365, "Y4": 0.8488, "page": 0}, {"Word": "036", "Confidence": 0.994, "X1": 0.02628, "Y1": 0.8662, "X2": 0.05782, "Y2": 0.866, "X3": 0.05782, "Y3": 0.8808, "X4": 0.02628, "Y4": 0.8798, "page": 0}, {"Word": "0.064", "Confidence": 0.997, "X1": 0.59396, "Y1": 0.8642, "X2": 0.65177, "Y2": 0.864, "X3": 0.65177, "Y3": 0.8788, "X4": 0.59527, "Y4": 0.8798, "page": 0}, {"Word": "0.081", "Confidence": 0.941, "X1": 0.81866, "Y1": 0.8642, "X2": 0.87254, "Y2": 0.864, "X3": 0.87254, "Y3": 0.8798, "X4": 0.81866, "Y4": 0.8798, "page": 0}, {"Word": "037", "Confidence": 0.991, "X1": 0.02628, "Y1": 0.8992, "X2": 0.05913, "Y2": 0.899, "X3": 0.05782, "Y3": 0.9128, "X4": 0.02497, "Y4": 0.9128, "page": 0}, {"Word": "0.065", "Confidence": 0.993, "X1": 0.59527, "Y1": 0.8952, "X2": 0.65177, "Y2": 0.895, "X3": 0.65177, "Y3": 0.9118, "X4": 0.59527, "Y4": 0.9128, "page": 0}, {"Word": "0.081", "Confidence": 0.787, "X1": 0.81866, "Y1": 0.8962, "X2": 0.87254, "Y2": 0.896, "X3": 0.87254, "Y3": 0.9118, "X4": 0.81866, "Y4": 0.9128, "page": 0}, {"Word": "50902 6600", "Confidence": 0.9925, "X1": 0.97109, "Y1": 0.9692, "X2": 0.96978, "Y2": 0.969, "X3": 0.95138, "Y3": 0.9678, "X4": 0.95138, "Y4": 0.8708, "page": 0}], "words_data": [{"Word": "MEQ.", "Confidence": 0.981, "X1": 0.55191, "Y1": 0.0952, "X2": 0.59658, "Y2": 0.095, "X3": 0.59658, "Y3": 0.1118, "X4": 0.55191, "Y4": 0.1118, "page": 0, "Index": 0}, {"Word": "ACIDS/ML", "Confidence": 0.995, "X1": 0.60315, "Y1": 0.0962, "X2": 0.6912, "Y2": 0.096, "X3": 0.69251, "Y3": 0.1108, "X4": 0.60315, "Y4": 0.1118, "page": 0, "Index": 1}, {"Word": "MEQ.", "Confidence": 0.981, "X1": 0.75427, "Y1": 0.0962, "X2": 0.80026, "Y2": 0.096, "X3": 0.79895, "Y3": 0.1118, "X4": 0.75296, "Y4": 0.1118, "page": 0, "Index": 2}, {"Word": "ACIDS", "Confidence": 0.997, "X1": 0.80552, "Y1": 0.0962, "X2": 0.86202, "Y2": 0.096, "X3": 0.86202, "Y3": 0.1118, "X4": 0.80552, "Y4": 0.1118, "page": 0, "Index": 3}, {"Word": "&", "Confidence": 0.981, "X1": 0.87122, "Y1": 0.0962, "X2": 0.88436, "Y2": 0.096, "X3": 0.88436, "Y3": 0.1118, "X4": 0.86991, "Y4": 0.1118, "page": 0, "Index": 4}, {"Word": "LACTONES", "Confidence": 0.996, "X1": 0.89093, "Y1": 0.0952, "X2": 0.97898, "Y2": 0.095, "X3": 0.97898, "Y3": 0.1118, "X4": 0.88962, "Y4": 0.1118, "page": 0, "Index": 5}, {"Word": "@", "Confidence": 0.958, "X1": 0.55191, "Y1": 0.1122, "X2": 0.56373, "Y2": 0.112, "X3": 0.56373, "Y3": 0.1278, "X4": 0.55191, "Y4": 0.1278, "page": 0, "Index": 6}, {"Word": "30%", "Confidence": 0.998, "X1": 0.57293, "Y1": 0.1132, "X2": 0.6071, "Y2": 0.113, "X3": 0.6071, "Y3": 0.1278, "X4": 0.57293, "Y4": 0.1278, "page": 0, "Index": 7}, {"Word": "SOLIDS", "Confidence": 0.991, "X1": 0.61629, "Y1": 0.1132, "X2": 0.682, "Y2": 0.113, "X3": 0.682, "Y3": 0.1268, "X4": 0.61629, "Y4": 0.1278, "page": 0, "Index": 8}, {"Word": "PER", "Confidence": 0.995, "X1": 0.76478, "Y1": 0.1122, "X2": 0.79632, "Y2": 0.112, "X3": 0.79632, "Y3": 0.1278, "X4": 0.76478, "Y4": 0.1268, "page": 0, "Index": 9}, {"Word": "ML", "Confidence": 0.998, "X1": 0.8042, "Y1": 0.1132, "X2": 0.83049, "Y2": 0.113, "X3": 0.83049, "Y3": 0.1278, "X4": 0.8042, "Y4": 0.1278, "page": 0, "Index": 10}, {"Word": "@", "Confidence": 0.943, "X1": 0.83837, "Y1": 0.1132, "X2": 0.8502, "Y2": 0.113, "X3": 0.8502, "Y3": 0.1278, "X4": 0.83837, "Y4": 0.1278, "page": 0, "Index": 11}, {"Word": "30%", "Confidence": 0.998, "X1": 0.86071, "Y1": 0.1132, "X2": 0.89356, "Y2": 0.113, "X3": 0.89225, "Y3": 0.1278, "X4": 0.86071, "Y4": 0.1278, "page": 0, "Index": 12}, {"Word": "SOLIDS", "Confidence": 0.997, "X1": 0.90276, "Y1": 0.1132, "X2": 0.96846, "Y2": 0.113, "X3": 0.96846, "Y3": 0.1278, "X4": 0.90276, "Y4": 0.1278, "page": 0, "Index": 13}, {"Word": "SAMPLE", "Confidence": 0.997, "X1": 0.05519, "Y1": 0.1132, "X2": 0.11827, "Y2": 0.113, "X3": 0.11827, "Y3": 0.1288, "X4": 0.05519, "Y4": 0.1278, "page": 0, "Index": 14}, {"Word": "B", "Confidence": 0.673, "X1": 0.00263, "Y1": 0.1452, "X2": 0.01314, "Y2": 0.145, "X3": 0.01314, "Y3": 0.1598, "X4": 0.00263, "Y4": 0.1588, "page": 0, "Index": 15}, {"Word": "014", "Confidence": 0.998, "X1": 0.02234, "Y1": 0.1452, "X2": 0.0565, "Y2": 0.145, "X3": 0.0565, "Y3": 0.1598, "X4": 0.02234, "Y4": 0.1598, "page": 0, "Index": 16}, {"Word": "0.071", "Confidence": 0.956, "X1": 0.59396, "Y1": 0.1422, "X2": 0.64915, "Y2": 0.142, "X3": 0.64915, "Y3": 0.1588, "X4": 0.59396, "Y4": 0.1588, "page": 0, "Index": 17}, {"Word": "0.083", "Confidence": 0.997, "X1": 0.81866, "Y1": 0.1442, "X2": 0.87254, "Y2": 0.144, "X3": 0.87254, "Y3": 0.1588, "X4": 0.81866, "Y4": 0.1588, "page": 0, "Index": 18}, {"Word": "015", "Confidence": 0.991, "X1": 0.02365, "Y1": 0.1762, "X2": 0.05782, "Y2": 0.176, "X3": 0.05782, "Y3": 0.1918, "X4": 0.02365, "Y4": 0.1918, "page": 0, "Index": 19}, {"Word": "0.023", "Confidence": 0.994, "X1": 0.59527, "Y1": 0.1752, "X2": 0.64915, "Y2": 0.175, "X3": 0.64915, "Y3": 0.1908, "X4": 0.59527, "Y4": 0.1908, "page": 0, "Index": 20}, {"Word": "0.025", "Confidence": 0.994, "X1": 0.81735, "Y1": 0.1752, "X2": 0.87254, "Y2": 0.175, "X3": 0.87122, "Y3": 0.1908, "X4": 0.81735, "Y4": 0.1898, "page": 0, "Index": 21}, {"Word": "016", "Confidence": 0.991, "X1": 0.02365, "Y1": 0.2092, "X2": 0.0565, "Y2": 0.209, "X3": 0.0565, "Y3": 0.2238, "X4": 0.02365, "Y4": 0.2238, "page": 0, "Index": 22}, {"Word": "0.061", "Confidence": 0.907, "X1": 0.59396, "Y1": 0.2072, "X2": 0.65046, "Y2": 0.207, "X3": 0.65046, "Y3": 0.2228, "X4": 0.59396, "Y4": 0.2228, "page": 0, "Index": 23}, {"Word": "0.072", "Confidence": 0.994, "X1": 0.81735, "Y1": 0.2062, "X2": 0.87254, "Y2": 0.206, "X3": 0.87254, "Y3": 0.2228, "X4": 0.81735, "Y4": 0.2228, "page": 0, "Index": 24}, {"Word": "017", "Confidence": 0.994, "X1": 0.02365, "Y1": 0.2412, "X2": 0.05782, "Y2": 0.241, "X3": 0.05782, "Y3": 0.2558, "X4": 0.02365, "Y4": 0.2558, "page": 0, "Index": 25}, {"Word": "0.064", "Confidence": 0.993, "X1": 0.59396, "Y1": 0.2392, "X2": 0.64915, "Y2": 0.239, "X3": 0.64915, "Y3": 0.2528, "X4": 0.59396, "Y4": 0.2538, "page": 0, "Index": 26}, {"Word": "0.074", "Confidence": 0.994, "X1": 0.81735, "Y1": 0.2392, "X2": 0.87385, "Y2": 0.239, "X3": 0.87385, "Y3": 0.2538, "X4": 0.81735, "Y4": 0.2548, "page": 0, "Index": 27}, {"Word": "018", "Confidence": 0.995, "X1": 0.02365, "Y1": 0.2732, "X2": 0.05519, "Y2": 0.273, "X3": 0.05519, "Y3": 0.2878, "X4": 0.02365, "Y4": 0.2878, "page": 0, "Index": 28}, {"Word": "0.065", "Confidence": 0.994, "X1": 0.59396, "Y1": 0.2702, "X2": 0.64915, "Y2": 0.27, "X3": 0.64915, "Y3": 0.2858, "X4": 0.59396, "Y4": 0.2868, "page": 0, "Index": 29}, {"Word": "0.076", "Confidence": 0.997, "X1": 0.81735, "Y1": 0.2712, "X2": 0.87385, "Y2": 0.271, "X3": 0.87254, "Y3": 0.2868, "X4": 0.81735, "Y4": 0.2858, "page": 0, "Index": 30}, {"Word": "0.065", "Confidence": 0.997, "X1": 0.59396, "Y1": 0.3022, "X2": 0.64783, "Y2": 0.302, "X3": 0.64915, "Y3": 0.3178, "X4": 0.59396, "Y4": 0.3188, "page": 0, "Index": 31}, {"Word": "0.075", "Confidence": 0.997, "X1": 0.81735, "Y1": 0.3022, "X2": 0.87254, "Y2": 0.302, "X3": 0.87254, "Y3": 0.3178, "X4": 0.81735, "Y4": 0.3188, "page": 0, "Index": 32}, {"Word": "019", "Confidence": 0.994, "X1": 0.02497, "Y1": 0.3052, "X2": 0.05782, "Y2": 0.305, "X3": 0.05782, "Y3": 0.3198, "X4": 0.02497, "Y4": 0.3198, "page": 0, "Index": 33}, {"Word": "020", "Confidence": 0.998, "X1": 0.02628, "Y1": 0.3372, "X2": 0.05782, "Y2": 0.337, "X3": 0.05782, "Y3": 0.3518, "X4": 0.02628, "Y4": 0.3518, "page": 0, "Index": 34}, {"Word": "0.063", "Confidence": 0.995, "X1": 0.59396, "Y1": 0.3352, "X2": 0.65046, "Y2": 0.335, "X3": 0.65046, "Y3": 0.3498, "X4": 0.59396, "Y4": 0.3508, "page": 0, "Index": 35}, {"Word": "0.083", "Confidence": 0.997, "X1": 0.81735, "Y1": 0.3352, "X2": 0.87254, "Y2": 0.335, "X3": 0.87254, "Y3": 0.3518, "X4": 0.81735, "Y4": 0.3518, "page": 0, "Index": 36}, {"Word": "021", "Confidence": 0.958, "X1": 0.02365, "Y1": 0.3692, "X2": 0.05125, "Y2": 0.369, "X3": 0.05125, "Y3": 0.3848, "X4": 0.02365, "Y4": 0.3848, "page": 0, "Index": 37}, {"Word": "0.063", "Confidence": 0.995, "X1": 0.59396, "Y1": 0.3672, "X2": 0.65046, "Y2": 0.367, "X3": 0.65046, "Y3": 0.3828, "X4": 0.59396, "Y4": 0.3828, "page": 0, "Index": 38}, {"Word": "0.077", "Confidence": 0.997, "X1": 0.81735, "Y1": 0.3672, "X2": 0.87385, "Y2": 0.367, "X3": 0.87385, "Y3": 0.3838, "X4": 0.81735, "Y4": 0.3838, "page": 0, "Index": 39}, {"Word": "022", "Confidence": 0.994, "X1": 0.02628, "Y1": 0.4002, "X2": 0.0565, "Y2": 0.4, "X3": 0.0565, "Y3": 0.4158, "X4": 0.02628, "Y4": 0.4158, "page": 0, "Index": 40}, {"Word": "0.064", "Confidence": 0.997, "X1": 0.59396, "Y1": 0.3992, "X2": 0.65046, "Y2": 0.399, "X3": 0.65046, "Y3": 0.4148, "X4": 0.59396, "Y4": 0.4148, "page": 0, "Index": 41}, {"Word": "0.077", "Confidence": 0.937, "X1": 0.81735, "Y1": 0.3992, "X2": 0.87254, "Y2": 0.399, "X3": 0.87254, "Y3": 0.4158, "X4": 0.81735, "Y4": 0.4158, "page": 0, "Index": 42}, {"Word": "023", "Confidence": 0.994, "X1": 0.02628, "Y1": 0.4332, "X2": 0.05782, "Y2": 0.433, "X3": 0.05782, "Y3": 0.4478, "X4": 0.02628, "Y4": 0.4478, "page": 0, "Index": 43}, {"Word": "0.062", "Confidence": 0.993, "X1": 0.59527, "Y1": 0.4312, "X2": 0.64915, "Y2": 0.431, "X3": 0.64915, "Y3": 0.4478, "X4": 0.59527, "Y4": 0.4478, "page": 0, "Index": 44}, {"Word": "0.074", "Confidence": 0.996, "X1": 0.81603, "Y1": 0.4302, "X2": 0.87254, "Y2": 0.43, "X3": 0.87254, "Y3": 0.4478, "X4": 0.81735, "Y4": 0.4488, "page": 0, "Index": 45}, {"Word": "02", "Confidence": 0.873, "X1": 0.02497, "Y1": 0.4652, "X2": 0.04731, "Y2": 0.465, "X3": 0.04731, "Y3": 0.4798, "X4": 0.02497, "Y4": 0.4798, "page": 0, "Index": 46}, {"Word": "0.063", "Confidence": 0.998, "X1": 0.59527, "Y1": 0.4632, "X2": 0.65046, "Y2": 0.463, "X3": 0.65046, "Y3": 0.4798, "X4": 0.59527, "Y4": 0.4788, "page": 0, "Index": 47}, {"Word": "0.075", "Confidence": 0.997, "X1": 0.81735, "Y1": 0.4622, "X2": 0.87254, "Y2": 0.462, "X3": 0.87254, "Y3": 0.4798, "X4": 0.81735, "Y4": 0.4798, "page": 0, "Index": 48}, {"Word": "025", "Confidence": 0.991, "X1": 0.02628, "Y1": 0.4962, "X2": 0.0565, "Y2": 0.496, "X3": 0.0565, "Y3": 0.5118, "X4": 0.02628, "Y4": 0.5118, "page": 0, "Index": 49}, {"Word": "0.064", "Confidence": 0.996, "X1": 0.59396, "Y1": 0.4942, "X2": 0.64915, "Y2": 0.494, "X3": 0.64915, "Y3": 0.5118, "X4": 0.59396, "Y4": 0.5118, "page": 0, "Index": 50}, {"Word": "0.074", "Confidence": 0.994, "X1": 0.81735, "Y1": 0.4952, "X2": 0.87385, "Y2": 0.495, "X3": 0.87385, "Y3": 0.5118, "X4": 0.81735, "Y4": 0.5108, "page": 0, "Index": 51}, {"Word": "02", "Confidence": 0.886, "X1": 0.02497, "Y1": 0.5292, "X2": 0.04731, "Y2": 0.529, "X3": 0.04731, "Y3": 0.5438, "X4": 0.02497, "Y4": 0.5448, "page": 0, "Index": 52}, {"Word": "0.018", "Confidence": 0.993, "X1": 0.59396, "Y1": 0.5272, "X2": 0.65046, "Y2": 0.527, "X3": 0.65046, "Y3": 0.5428, "X4": 0.59396, "Y4": 0.5428, "page": 0, "Index": 53}, {"Word": "0.021", "Confidence": 0.955, "X1": 0.81866, "Y1": 0.5272, "X2": 0.87254, "Y2": 0.527, "X3": 0.87254, "Y3": 0.5428, "X4": 0.81866, "Y4": 0.5428, "page": 0, "Index": 54}, {"Word": "027", "Confidence": 0.991, "X1": 0.02628, "Y1": 0.5612, "X2": 0.05519, "Y2": 0.561, "X3": 0.05519, "Y3": 0.5768, "X4": 0.02628, "Y4": 0.5758, "page": 0, "Index": 55}, {"Word": "0.058", "Confidence": 0.997, "X1": 0.59396, "Y1": 0.5592, "X2": 0.65046, "Y2": 0.559, "X3": 0.65046, "Y3": 0.5748, "X4": 0.59396, "Y4": 0.5748, "page": 0, "Index": 56}, {"Word": "0.068", "Confidence": 0.925, "X1": 0.81735, "Y1": 0.5592, "X2": 0.87385, "Y2": 0.559, "X3": 0.87385, "Y3": 0.5748, "X4": 0.81735, "Y4": 0.5748, "page": 0, "Index": 57}, {"Word": "028", "Confidence": 0.991, "X1": 0.02628, "Y1": 0.5932, "X2": 0.05782, "Y2": 0.593, "X3": 0.05782, "Y3": 0.6078, "X4": 0.02628, "Y4": 0.6068, "page": 0, "Index": 58}, {"Word": "0.058", "Confidence": 0.996, "X1": 0.59658, "Y1": 0.5912, "X2": 0.64915, "Y2": 0.591, "X3": 0.64915, "Y3": 0.6078, "X4": 0.59658, "Y4": 0.6078, "page": 0, "Index": 59}, {"Word": "0.068", "Confidence": 0.993, "X1": 0.81866, "Y1": 0.5912, "X2": 0.87254, "Y2": 0.591, "X3": 0.87254, "Y3": 0.6078, "X4": 0.81866, "Y4": 0.6078, "page": 0, "Index": 60}, {"Word": "029", "Confidence": 0.994, "X1": 0.02497, "Y1": 0.6252, "X2": 0.0565, "Y2": 0.625, "X3": 0.0565, "Y3": 0.6398, "X4": 0.02497, "Y4": 0.6388, "page": 0, "Index": 61}, {"Word": "0.071", "Confidence": 0.873, "X1": 0.59658, "Y1": 0.6232, "X2": 0.65046, "Y2": 0.623, "X3": 0.65046, "Y3": 0.6398, "X4": 0.59658, "Y4": 0.6398, "page": 0, "Index": 62}, {"Word": "0.082", "Confidence": 0.994, "X1": 0.81866, "Y1": 0.6232, "X2": 0.87385, "Y2": 0.623, "X3": 0.87385, "Y3": 0.6388, "X4": 0.81866, "Y4": 0.6388, "page": 0, "Index": 63}, {"Word": "Run", "Confidence": 0.998, "X1": 0.00526, "Y1": 0.6572, "X2": 0.03811, "Y2": 0.657, "X3": 0.03679, "Y3": 0.6738, "X4": 0.00394, "Y4": 0.6738, "page": 0, "Index": 64}, {"Word": "145,", "Confidence": 0.989, "X1": 0.04599, "Y1": 0.6572, "X2": 0.09198, "Y2": 0.657, "X3": 0.09067, "Y3": 0.6738, "X4": 0.04468, "Y4": 0.6738, "page": 0, "Index": 65}, {"Word": "Slow", "Confidence": 0.982, "X1": 0.09593, "Y1": 0.6572, "X2": 0.14192, "Y2": 0.657, "X3": 0.1406, "Y3": 0.6738, "X4": 0.09593, "Y4": 0.6738, "page": 0, "Index": 66}, {"Word": "Rate,", "Confidence": 0.997, "X1": 0.1498, "Y1": 0.6582, "X2": 0.20499, "Y2": 0.658, "X3": 0.20499, "Y3": 0.6748, "X4": 0.14849, "Y4": 0.6738, "page": 0, "Index": 67}, {"Word": "0.088", "Confidence": 0.994, "X1": 0.59527, "Y1": 0.6562, "X2": 0.65046, "Y2": 0.656, "X3": 0.65046, "Y3": 0.6718, "X4": 0.59527, "Y4": 0.6718, "page": 0, "Index": 68}, {"Word": "0.106", "Confidence": 0.997, "X1": 0.81866, "Y1": 0.6552, "X2": 0.87385, "Y2": 0.655, "X3": 0.87385, "Y3": 0.6718, "X4": 0.81866, "Y4": 0.6718, "page": 0, "Index": 69}, {"Word": "31%", "Confidence": 0.997, "X1": 0.02628, "Y1": 0.6742, "X2": 0.0565, "Y2": 0.674, "X3": 0.0565, "Y3": 0.6898, "X4": 0.02628, "Y4": 0.6898, "page": 0, "Index": 70}, {"Word": "Conv.", "Confidence": 0.996, "X1": 0.06439, "Y1": 0.6752, "X2": 0.11695, "Y2": 0.675, "X3": 0.11695, "Y3": 0.6898, "X4": 0.06307, "Y4": 0.6898, "page": 0, "Index": 71}, {"Word": "B", "Confidence": 0.969, "X1": 0.00263, "Y1": 0.7042, "X2": 0.01445, "Y2": 0.704, "X3": 0.01445, "Y3": 0.7198, "X4": 0.00263, "Y4": 0.7188, "page": 0, "Index": 72}, {"Word": "030", "Confidence": 0.994, "X1": 0.02365, "Y1": 0.7042, "X2": 0.05782, "Y2": 0.704, "X3": 0.05782, "Y3": 0.7198, "X4": 0.02365, "Y4": 0.7198, "page": 0, "Index": 73}, {"Word": "0.069", "Confidence": 0.995, "X1": 0.59527, "Y1": 0.7032, "X2": 0.65046, "Y2": 0.703, "X3": 0.65046, "Y3": 0.7188, "X4": 0.59527, "Y4": 0.7188, "page": 0, "Index": 74}, {"Word": "0.085", "Confidence": 0.994, "X1": 0.81997, "Y1": 0.7032, "X2": 0.87254, "Y2": 0.703, "X3": 0.87254, "Y3": 0.7188, "X4": 0.81997, "Y4": 0.7198, "page": 0, "Index": 75}, {"Word": "031", "Confidence": 0.943, "X1": 0.02628, "Y1": 0.7362, "X2": 0.05519, "Y2": 0.736, "X3": 0.05519, "Y3": 0.7518, "X4": 0.02628, "Y4": 0.7518, "page": 0, "Index": 76}, {"Word": "0.067", "Confidence": 0.997, "X1": 0.59527, "Y1": 0.7352, "X2": 0.65177, "Y2": 0.735, "X3": 0.65177, "Y3": 0.7498, "X4": 0.59527, "Y4": 0.7508, "page": 0, "Index": 77}, {"Word": "0.074", "Confidence": 0.996, "X1": 0.81735, "Y1": 0.7342, "X2": 0.87385, "Y2": 0.734, "X3": 0.87385, "Y3": 0.7498, "X4": 0.81735, "Y4": 0.7508, "page": 0, "Index": 78}, {"Word": "032", "Confidence": 0.994, "X1": 0.02497, "Y1": 0.7702, "X2": 0.05782, "Y2": 0.77, "X3": 0.05782, "Y3": 0.7848, "X4": 0.02497, "Y4": 0.7848, "page": 0, "Index": 79}, {"Word": "0.063", "Confidence": 0.997, "X1": 0.59658, "Y1": 0.7672, "X2": 0.65046, "Y2": 0.767, "X3": 0.65046, "Y3": 0.7838, "X4": 0.59658, "Y4": 0.7838, "page": 0, "Index": 80}, {"Word": "0.077", "Confidence": 0.994, "X1": 0.81866, "Y1": 0.7672, "X2": 0.87385, "Y2": 0.767, "X3": 0.87385, "Y3": 0.7838, "X4": 0.81866, "Y4": 0.7828, "page": 0, "Index": 81}, {"Word": "034", "Confidence": 0.998, "X1": 0.02497, "Y1": 0.8012, "X2": 0.05782, "Y2": 0.801, "X3": 0.05782, "Y3": 0.8158, "X4": 0.02497, "Y4": 0.8168, "page": 0, "Index": 82}, {"Word": "-", "Confidence": 0.085, "X1": 0.0657, "Y1": 0.8012, "X2": 0.07622, "Y2": 0.801, "X3": 0.07753, "Y3": 0.8148, "X4": 0.06702, "Y4": 0.8158, "page": 0, "Index": 83}, {"Word": "0.064", "Confidence": 0.993, "X1": 0.59527, "Y1": 0.7992, "X2": 0.65177, "Y2": 0.799, "X3": 0.65177, "Y3": 0.8158, "X4": 0.59527, "Y4": 0.8158, "page": 0, "Index": 84}, {"Word": "0.086", "Confidence": 0.993, "X1": 0.81866, "Y1": 0.7992, "X2": 0.87385, "Y2": 0.799, "X3": 0.87385, "Y3": 0.8158, "X4": 0.81866, "Y4": 0.8148, "page": 0, "Index": 85}, {"Word": "0.059", "Confidence": 0.994, "X1": 0.59527, "Y1": 0.8322, "X2": 0.65046, "Y2": 0.832, "X3": 0.65046, "Y3": 0.8468, "X4": 0.59527, "Y4": 0.8478, "page": 0, "Index": 86}, {"Word": "0.076", "Confidence": 0.955, "X1": 0.81866, "Y1": 0.8322, "X2": 0.87385, "Y2": 0.832, "X3": 0.87385, "Y3": 0.8478, "X4": 0.81866, "Y4": 0.8478, "page": 0, "Index": 87}, {"Word": "035", "Confidence": 0.994, "X1": 0.02497, "Y1": 0.8342, "X2": 0.05782, "Y2": 0.834, "X3": 0.05782, "Y3": 0.8488, "X4": 0.02497, "Y4": 0.8488, "page": 0, "Index": 88}, {"Word": "036", "Confidence": 0.994, "X1": 0.02628, "Y1": 0.8662, "X2": 0.05782, "Y2": 0.866, "X3": 0.05782, "Y3": 0.8808, "X4": 0.02628, "Y4": 0.8798, "page": 0, "Index": 89}, {"Word": "0.064", "Confidence": 0.997, "X1": 0.59396, "Y1": 0.8642, "X2": 0.65046, "Y2": 0.864, "X3": 0.65046, "Y3": 0.8788, "X4": 0.59527, "Y4": 0.8798, "page": 0, "Index": 90}, {"Word": "0.081", "Confidence": 0.941, "X1": 0.81866, "Y1": 0.8642, "X2": 0.87254, "Y2": 0.864, "X3": 0.87254, "Y3": 0.8798, "X4": 0.81866, "Y4": 0.8798, "page": 0, "Index": 91}, {"Word": "037", "Confidence": 0.991, "X1": 0.02497, "Y1": 0.8992, "X2": 0.05782, "Y2": 0.899, "X3": 0.05782, "Y3": 0.9128, "X4": 0.02497, "Y4": 0.9128, "page": 0, "Index": 92}, {"Word": "0.065", "Confidence": 0.993, "X1": 0.59527, "Y1": 0.8952, "X2": 0.64915, "Y2": 0.895, "X3": 0.65046, "Y3": 0.9118, "X4": 0.59527, "Y4": 0.9128, "page": 0, "Index": 93}, {"Word": "0.081", "Confidence": 0.787, "X1": 0.81866, "Y1": 0.8962, "X2": 0.87254, "Y2": 0.896, "X3": 0.87254, "Y3": 0.9118, "X4": 0.81866, "Y4": 0.9128, "page": 0, "Index": 94}, {"Word": "50902", "Confidence": 0.996, "X1": 0.9724, "Y1": 0.9172, "X2": 0.97109, "Y2": 0.917, "X3": 0.95138, "Y3": 0.9168, "X4": 0.95269, "Y4": 0.8718, "page": 0, "Index": 95}, {"Word": "6600", "Confidence": 0.989, "X1": 0.97109, "Y1": 0.9642, "X2": 0.96978, "Y2": 0.964, "X3": 0.95138, "Y3": 0.9638, "X4": 0.95138, "Y4": 0.9268, "page": 0, "Index": 96}]}	"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"
ffnp0113	0	{"lines_data": [{"Word": "C", "Confidence": 0.994, "X1": 0.93131, "Y1": 0.1632, "X2": 0.95376, "Y2": 0.163, "X3": 0.95509, "Y3": 0.1818, "X4": 0.93131, "Y4": 0.1808, "page": 0}, {"Word": "2046299030", "Confidence": 0.994, "X1": 0.86262, "Y1": 0.9312, "X2": 0.86129, "Y2": 0.931, "X3": 0.82959, "Y3": 0.9298, "X4": 0.83091, "Y4": 0.7928, "page": 0}], "words_data": [{"Word": "C", "Confidence": 0.994, "X1": 0.93263, "Y1": 0.1632, "X2": 0.94716, "Y2": 0.163, "X3": 0.94584, "Y3": 0.1818, "X4": 0.93131, "Y4": 0.1808, "page": 0, "Index": 0}, {"Word": "2046299030", "Confidence": 0.994, "X1": 0.86394, "Y1": 0.9272, "X2": 0.86129, "Y2": 0.927, "X3": 0.83091, "Y3": 0.9258, "X4": 0.83091, "Y4": 0.7948, "page": 0, "Index": 1}]}	"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"
ffyc0221	0	{"lines_data": [{"Word": "H2O", "Confidence": 0.602, "X1": 0.331, "Y1": 0.16332, "X2": 0.374, "Y2": 0.16312, "X3": 0.372, "Y3": 0.18987, "X4": 0.33, "Y4": 0.18845, "page": 0}, {"Word": "BURLEY STEM", "Confidence": 0.9915, "X1": 0.117, "Y1": 0.17609, "X2": 0.236, "Y2": 0.17589, "X3": 0.236, "Y3": 0.20264, "X4": 0.117, "Y4": 0.20264, "page": 0}, {"Word": "> EXTRACT DISCARDED", "Confidence": 0.669, "X1": 0.463, "Y1": 0.16899, "X2": 0.655, "Y2": 0.16879, "X3": 0.655, "Y3": 0.20122, "X4": 0.463, "Y4": 0.20406, "page": 0}, {"Word": "Furnish Mod", "Confidence": 0.843, "X1": 0.028, "Y1": 0.21722, "X2": 0.04, "Y2": 0.21702, "X3": 0.059, "Y3": 0.21966, "X4": 0.047, "Y4": 0.35441, "page": 0}, {"Word": "EXTRACTION", "Confidence": 0.991, "X1": 0.3, "Y1": 0.19594, "X2": 0.407, "Y2": 0.19574, "X3": 0.407, "Y3": 0.22108, "X4": 0.3, "Y4": 0.22108, "page": 0}, {"Word": "Partially", "Confidence": 0.716, "X1": 0.363, "Y1": 0.24559, "X2": 0.425, "Y2": 0.24539, "X3": 0.425, "Y3": 0.2693, "X4": 0.362, "Y4": 0.2693, "page": 0}, {"Word": "EBR PROCESS", "Confidence": 0.9975, "X1": 0.669, "Y1": 0.23992, "X2": 0.891, "Y2": 0.23972, "X3": 0.891, "Y3": 0.28065, "X4": 0.669, "Y4": 0.28207, "page": 0}, {"Word": "Leached", "Confidence": 0.86, "X1": 0.361, "Y1": 0.2697, "X2": 0.434, "Y2": 0.2695, "X3": 0.433, "Y3": 0.29484, "X4": 0.361, "Y4": 0.292, "page": 0}, {"Word": "Burley", "Confidence": 0.84, "X1": 0.366, "Y1": 0.29807, "X2": 0.416, "Y2": 0.29787, "X3": 0.415, "Y3": 0.32179, "X4": 0.365, "Y4": 0.31753, "page": 0}, {"Word": "Stem", "Confidence": 0.646, "X1": 0.369, "Y1": 0.3236, "X2": 0.41, "Y2": 0.3234, "X3": 0.409, "Y3": 0.34448, "X4": 0.369, "Y4": 0.34306, "page": 0}, {"Word": "LAMINA FINES", "Confidence": 0.9585, "X1": 0.108, "Y1": 0.32502, "X2": 0.226, "Y2": 0.32482, "X3": 0.226, "Y3": 0.35015, "X4": 0.108, "Y4": 0.35157, "page": 0}, {"Word": "TO", "Confidence": 0.997, "X1": 0.928, "Y1": 0.34914, "X2": 0.961, "Y2": 0.34894, "X3": 0.961, "Y3": 0.37569, "X4": 0.928, "Y4": 0.3771, "page": 0}, {"Word": "H20", "Confidence": 0.669, "X1": 0.332, "Y1": 0.36616, "X2": 0.374, "Y2": 0.36596, "X3": 0.373, "Y3": 0.39696, "X4": 0.332, "Y4": 0.39554, "page": 0}, {"Word": "Extract", "Confidence": 0.727, "X1": 0.424, "Y1": 0.36332, "X2": 0.483, "Y2": 0.36312, "X3": 0.483, "Y3": 0.38845, "X4": 0.423, "Y4": 0.38703, "page": 0}, {"Word": "VACUUM", "Confidence": 0.669, "X1": 0.538, "Y1": 0.37041, "X2": 0.606, "Y2": 0.37021, "X3": 0.606, "Y3": 0.39413, "X4": 0.538, "Y4": 0.39413, "page": 0}, {"Word": "CONCENTRATED EXTRACT-> SIZE", "Confidence": 0.796, "X1": 0.662, "Y1": 0.37892, "X2": 0.967, "Y2": 0.37872, "X3": 0.967, "Y3": 0.41115, "X4": 0.662, "Y4": 0.41257, "page": 0}, {"Word": "EVAPORATOR", "Confidence": 0.994, "X1": 0.517, "Y1": 0.39878, "X2": 0.628, "Y2": 0.39858, "X3": 0.628, "Y3": 0.42391, "X4": 0.517, "Y4": 0.42391, "page": 0}, {"Word": "EXTRACTION", "Confidence": 0.99, "X1": 0.302, "Y1": 0.40446, "X2": 0.407, "Y2": 0.40426, "X3": 0.407, "Y3": 0.43101, "X4": 0.302, "Y4": 0.43242, "page": 0}, {"Word": "FLUE-CURED STEM", "Confidence": 0.8885, "X1": 0.093, "Y1": 0.42006, "X2": 0.252, "Y2": 0.41986, "X3": 0.252, "Y3": 0.44661, "X4": 0.093, "Y4": 0.44661, "page": 0}, {"Word": "PRESS", "Confidence": 0.998, "X1": 0.911, "Y1": 0.41155, "X2": 0.978, "Y2": 0.41135, "X3": 0.978, "Y3": 0.4381, "X4": 0.911, "Y4": 0.4381, "page": 0}, {"Word": "Process", "Confidence": 0.832, "X1": 0.458, "Y1": 0.43424, "X2": 0.509, "Y2": 0.43404, "X3": 0.506, "Y3": 0.45086, "X4": 0.455, "Y4": 0.43384, "page": 0}, {"Word": "REACTION", "Confidence": 0.72, "X1": 0.454, "Y1": 0.45836, "X2": 0.519, "Y2": 0.45816, "X3": 0.516, "Y3": 0.47356, "X4": 0.451, "Y4": 0.44945, "page": 0}, {"Word": "Fiber", "Confidence": 0.781, "X1": 0.342, "Y1": 0.45977, "X2": 0.389, "Y2": 0.45957, "X3": 0.389, "Y3": 0.48491, "X4": 0.341, "Y4": 0.48349, "page": 0}, {"Word": "Additives", "Confidence": 0.955, "X1": 0.449, "Y1": 0.47396, "X2": 0.517, "Y2": 0.47376, "X3": 0.514, "Y3": 0.49058, "X4": 0.446, "Y4": 0.46647, "page": 0}, {"Word": "Solids", "Confidence": 0.806, "X1": 0.339, "Y1": 0.48531, "X2": 0.396, "Y2": 0.48511, "X3": 0.395, "Y3": 0.50902, "X4": 0.339, "Y4": 0.5076, "page": 0}, {"Word": "450 ft/min.", "Confidence": 0.88, "X1": 0.54, "Y1": 0.50516, "X2": 0.639, "Y2": 0.50496, "X3": 0.639, "Y3": 0.53455, "X4": 0.54, "Y4": 0.53313, "page": 0}, {"Word": "YANKEE", "Confidence": 0.996, "X1": 0.714, "Y1": 0.5463, "X2": 0.791, "Y2": 0.5461, "X3": 0.791, "Y3": 0.57427, "X4": 0.714, "Y4": 0.57285, "page": 0}, {"Word": "PULPING", "Confidence": 0.995, "X1": 0.268, "Y1": 0.55339, "X2": 0.35, "Y2": 0.55319, "X3": 0.35, "Y3": 0.57994, "X4": 0.268, "Y4": 0.57852, "page": 0}, {"Word": "Wire", "Confidence": 0.979, "X1": 0.359, "Y1": 0.55765, "X2": 0.403, "Y2": 0.55745, "X3": 0.403, "Y3": 0.5842, "X4": 0.359, "Y4": 0.57994, "page": 0}, {"Word": "REFINER", "Confidence": 0.995, "X1": 0.269, "Y1": 0.58318, "X2": 0.349, "Y2": 0.58298, "X3": 0.349, "Y3": 0.60689, "X4": 0.269, "Y4": 0.60689, "page": 0}, {"Word": "DRYER", "Confidence": 0.992, "X1": 0.717, "Y1": 0.5775, "X2": 0.786, "Y2": 0.5773, "X3": 0.786, "Y3": 0.60406, "X4": 0.717, "Y4": 0.60406, "page": 0}, {"Word": "Gravity", "Confidence": 0.993, "X1": 0.407, "Y1": 0.58885, "X2": 0.47, "Y2": 0.58865, "X3": 0.469, "Y3": 0.61682, "X4": 0.406, "Y4": 0.61398, "page": 0}, {"Word": "Suction", "Confidence": 0.888, "X1": 0.477, "Y1": 0.60446, "X2": 0.549, "Y2": 0.60426, "X3": 0.549, "Y3": 0.62959, "X4": 0.477, "Y4": 0.62675, "page": 0}, {"Word": "Drain", "Confidence": 0.67, "X1": 0.414, "Y1": 0.61722, "X2": 0.461, "Y2": 0.61702, "X3": 0.461, "Y3": 0.64377, "X4": 0.413, "Y4": 0.63952, "page": 0}, {"Word": "Felt Press", "Confidence": 0.675, "X1": 0.578, "Y1": 0.61722, "X2": 0.665, "Y2": 0.61702, "X3": 0.665, "Y3": 0.64377, "X4": 0.578, "Y4": 0.64235, "page": 0}, {"Word": "CONCENTRATED", "Confidence": 0.991, "X1": 0.106, "Y1": 0.62431, "X2": 0.238, "Y2": 0.62411, "X3": 0.239, "Y3": 0.64945, "X4": 0.106, "Y4": 0.65228, "page": 0}, {"Word": "Drain", "Confidence": 0.872, "X1": 0.486, "Y1": 0.62857, "X2": 0.539, "Y2": 0.62837, "X3": 0.539, "Y3": 0.6537, "X4": 0.486, "Y4": 0.65086, "page": 0}, {"Word": "EXTRACT", "Confidence": 0.993, "X1": 0.133, "Y1": 0.65126, "X2": 0.212, "Y2": 0.65106, "X3": 0.212, "Y3": 0.67214, "X4": 0.134, "Y4": 0.67498, "page": 0}, {"Word": "Drum Dryers", "Confidence": 0.828, "X1": 0.559, "Y1": 0.66545, "X2": 0.669, "Y2": 0.66525, "X3": 0.669, "Y3": 0.69342, "X4": 0.558, "Y4": 0.692, "page": 0}, {"Word": "TASTE", "Confidence": 0.962, "X1": 0.049, "Y1": 0.70516, "X2": 0.114, "Y2": 0.70496, "X3": 0.116, "Y3": 0.72888, "X4": 0.051, "Y4": 0.74732, "page": 0}, {"Word": "Additives", "Confidence": 0.813, "X1": 0.057, "Y1": 0.70375, "X2": 0.142, "Y2": 0.70355, "X3": 0.145, "Y3": 0.73455, "X4": 0.064, "Y4": 0.77001, "page": 0}, {"Word": "Size", "Confidence": 0.787, "X1": 0.191, "Y1": 0.71793, "X2": 0.235, "Y2": 0.71773, "X3": 0.235, "Y3": 0.74164, "X4": 0.19, "Y4": 0.74023, "page": 0}, {"Word": "do", "Confidence": 0.681, "X1": 0.244, "Y1": 0.71793, "X2": 0.3, "Y2": 0.71773, "X3": 0.298, "Y3": 0.75015, "X4": 0.244, "Y4": 0.7459, "page": 0}, {"Word": "Press", "Confidence": 0.965, "X1": 0.188, "Y1": 0.74346, "X2": 0.24, "Y2": 0.74326, "X3": 0.239, "Y3": 0.76718, "X4": 0.188, "Y4": 0.76576, "page": 0}, {"Word": "15-20%", "Confidence": 0.994, "X1": 0.47, "Y1": 0.77609, "X2": 0.536, "Y2": 0.77589, "X3": 0.536, "Y3": 0.80122, "X4": 0.469, "Y4": 0.80122, "page": 0}, {"Word": "Moisture", "Confidence": 0.267, "X1": 0.466, "Y1": 0.80304, "X2": 0.543, "Y2": 0.80284, "X3": 0.543, "Y3": 0.82675, "X4": 0.466, "Y4": 0.82533, "page": 0}, {"Word": "FINAL", "Confidence": 0.998, "X1": 0.739, "Y1": 0.8002, "X2": 0.8, "Y2": 0.8, "X3": 0.8, "Y3": 0.82533, "X4": 0.739, "Y4": 0.82533, "page": 0}, {"Word": "PACKING", "Confidence": 0.991, "X1": 0.859, "Y1": 0.81013, "X2": 0.94, "Y2": 0.80993, "X3": 0.94, "Y3": 0.83668, "X4": 0.859, "Y4": 0.8381, "page": 0}, {"Word": "THRESHER", "Confidence": 0.996, "X1": 0.583, "Y1": 0.81438, "X2": 0.691, "Y2": 0.81418, "X3": 0.691, "Y3": 0.84235, "X4": 0.582, "Y4": 0.84093, "page": 0}, {"Word": "DRYER", "Confidence": 0.991, "X1": 0.737, "Y1": 0.83141, "X2": 0.803, "Y2": 0.83121, "X3": 0.804, "Y3": 0.85654, "X4": 0.737, "Y4": 0.85937, "page": 0}, {"Word": "TUNNEL DRYER", "Confidence": 0.996, "X1": 0.296, "Y1": 0.86829, "X2": 0.444, "Y2": 0.86809, "X3": 0.444, "Y3": 0.89625, "X4": 0.295, "Y4": 0.89625, "page": 0}, {"Word": "570260458", "Confidence": 0.991, "X1": 0.052, "Y1": 0.90233, "X2": 0.05, "Y2": 0.90213, "X3": 0.027, "Y3": 0.90193, "X4": 0.029, "Y4": 0.73597, "page": 0}], "words_data": [{"Word": "H2O", "Confidence": 0.602, "X1": 0.331, "Y1": 0.1619, "X2": 0.369, "Y2": 0.1617, "X3": 0.369, "Y3": 0.18987, "X4": 0.33, "Y4": 0.18703, "page": 0, "Index": 0}, {"Word": "BURLEY", "Confidence": 0.994, "X1": 0.117, "Y1": 0.1775, "X2": 0.181, "Y2": 0.1773, "X3": 0.181, "Y3": 0.20264, "X4": 0.117, "Y4": 0.20406, "page": 0, "Index": 1}, {"Word": "STEM", "Confidence": 0.989, "X1": 0.188, "Y1": 0.1775, "X2": 0.229, "Y2": 0.1773, "X3": 0.229, "Y3": 0.20264, "X4": 0.187, "Y4": 0.20264, "page": 0, "Index": 2}, {"Word": ">", "Confidence": 0.021, "X1": 0.465, "Y1": 0.17325, "X2": 0.472, "Y2": 0.17305, "X3": 0.472, "Y3": 0.20406, "X4": 0.465, "Y4": 0.20406, "page": 0, "Index": 3}, {"Word": "EXTRACT", "Confidence": 0.992, "X1": 0.477, "Y1": 0.17183, "X2": 0.551, "Y2": 0.17163, "X3": 0.552, "Y3": 0.20264, "X4": 0.477, "Y4": 0.20406, "page": 0, "Index": 4}, {"Word": "DISCARDED", "Confidence": 0.994, "X1": 0.556, "Y1": 0.16899, "X2": 0.652, "Y2": 0.16879, "X3": 0.653, "Y3": 0.20122, "X4": 0.556, "Y4": 0.20264, "page": 0, "Index": 5}, {"Word": "EXTRACTION", "Confidence": 0.991, "X1": 0.301, "Y1": 0.19736, "X2": 0.4, "Y2": 0.19716, "X3": 0.4, "Y3": 0.22108, "X4": 0.301, "Y4": 0.2225, "page": 0, "Index": 6}, {"Word": "Mod", "Confidence": 0.746, "X1": 0.036, "Y1": 0.22431, "X2": 0.039, "Y2": 0.22411, "X3": 0.059, "Y3": 0.22817, "X4": 0.054, "Y4": 0.27356, "page": 0, "Index": 7}, {"Word": "Partially", "Confidence": 0.716, "X1": 0.364, "Y1": 0.24701, "X2": 0.423, "Y2": 0.24681, "X3": 0.423, "Y3": 0.27072, "X4": 0.363, "Y4": 0.2693, "page": 0, "Index": 8}, {"Word": "Furnish", "Confidence": 0.94, "X1": 0.028, "Y1": 0.27821, "X2": 0.035, "Y2": 0.27801, "X3": 0.054, "Y3": 0.28207, "X4": 0.047, "Y4": 0.35441, "page": 0, "Index": 9}, {"Word": "EBR", "Confidence": 0.998, "X1": 0.67, "Y1": 0.24275, "X2": 0.722, "Y2": 0.24255, "X3": 0.721, "Y3": 0.28349, "X4": 0.669, "Y4": 0.28349, "page": 0, "Index": 10}, {"Word": "PROCESS", "Confidence": 0.997, "X1": 0.736, "Y1": 0.24133, "X2": 0.882, "Y2": 0.24113, "X3": 0.881, "Y3": 0.28207, "X4": 0.735, "Y4": 0.28349, "page": 0, "Index": 11}, {"Word": "Leached", "Confidence": 0.86, "X1": 0.365, "Y1": 0.27254, "X2": 0.429, "Y2": 0.27234, "X3": 0.429, "Y3": 0.29484, "X4": 0.363, "Y4": 0.29342, "page": 0, "Index": 12}, {"Word": "Burley", "Confidence": 0.84, "X1": 0.366, "Y1": 0.29807, "X2": 0.415, "Y2": 0.29787, "X3": 0.414, "Y3": 0.32179, "X4": 0.365, "Y4": 0.31753, "page": 0, "Index": 13}, {"Word": "Stem", "Confidence": 0.646, "X1": 0.369, "Y1": 0.3236, "X2": 0.402, "Y2": 0.3234, "X3": 0.402, "Y3": 0.34448, "X4": 0.369, "Y4": 0.34306, "page": 0, "Index": 14}, {"Word": "LAMINA", "Confidence": 0.995, "X1": 0.109, "Y1": 0.32644, "X2": 0.171, "Y2": 0.32624, "X3": 0.171, "Y3": 0.35015, "X4": 0.109, "Y4": 0.35299, "page": 0, "Index": 15}, {"Word": "FINES", "Confidence": 0.922, "X1": 0.176, "Y1": 0.32644, "X2": 0.225, "Y2": 0.32624, "X3": 0.224, "Y3": 0.35157, "X4": 0.176, "Y4": 0.35015, "page": 0, "Index": 16}, {"Word": "TO", "Confidence": 0.997, "X1": 0.933, "Y1": 0.34914, "X2": 0.96, "Y2": 0.34894, "X3": 0.961, "Y3": 0.37569, "X4": 0.933, "Y4": 0.3771, "page": 0, "Index": 17}, {"Word": "H20", "Confidence": 0.669, "X1": 0.332, "Y1": 0.36616, "X2": 0.371, "Y2": 0.36596, "X3": 0.37, "Y3": 0.39696, "X4": 0.332, "Y4": 0.39554, "page": 0, "Index": 18}, {"Word": "Extract", "Confidence": 0.727, "X1": 0.426, "Y1": 0.36474, "X2": 0.483, "Y2": 0.36454, "X3": 0.483, "Y3": 0.38987, "X4": 0.425, "Y4": 0.38703, "page": 0, "Index": 19}, {"Word": "VACUUM", "Confidence": 0.669, "X1": 0.538, "Y1": 0.37183, "X2": 0.601, "Y2": 0.37163, "X3": 0.601, "Y3": 0.39554, "X4": 0.538, "Y4": 0.39413, "page": 0, "Index": 20}, {"Word": "CONCENTRATED", "Confidence": 0.905, "X1": 0.665, "Y1": 0.38034, "X2": 0.799, "Y2": 0.38014, "X3": 0.798, "Y3": 0.41257, "X4": 0.664, "Y4": 0.41257, "page": 0, "Index": 21}, {"Word": "EXTRACT->", "Confidence": 0.496, "X1": 0.803, "Y1": 0.38176, "X2": 0.912, "Y2": 0.38156, "X3": 0.912, "Y3": 0.41115, "X4": 0.803, "Y4": 0.41257, "page": 0, "Index": 22}, {"Word": "SIZE", "Confidence": 0.987, "X1": 0.92, "Y1": 0.38318, "X2": 0.962, "Y2": 0.38298, "X3": 0.962, "Y3": 0.40973, "X4": 0.92, "Y4": 0.41115, "page": 0, "Index": 23}, {"Word": "EVAPORATOR", "Confidence": 0.994, "X1": 0.518, "Y1": 0.39878, "X2": 0.622, "Y2": 0.39858, "X3": 0.622, "Y3": 0.42533, "X4": 0.517, "Y4": 0.42391, "page": 0, "Index": 24}, {"Word": "EXTRACTION", "Confidence": 0.99, "X1": 0.303, "Y1": 0.40587, "X2": 0.401, "Y2": 0.40567, "X3": 0.402, "Y3": 0.43101, "X4": 0.303, "Y4": 0.43384, "page": 0, "Index": 25}, {"Word": "PRESS", "Confidence": 0.998, "X1": 0.911, "Y1": 0.41155, "X2": 0.971, "Y2": 0.41135, "X3": 0.971, "Y3": 0.43952, "X4": 0.911, "Y4": 0.4381, "page": 0, "Index": 26}, {"Word": "FLUE-CURED", "Confidence": 0.786, "X1": 0.093, "Y1": 0.4229, "X2": 0.195, "Y2": 0.4227, "X3": 0.194, "Y3": 0.44803, "X4": 0.093, "Y4": 0.44661, "page": 0, "Index": 27}, {"Word": "STEM", "Confidence": 0.991, "X1": 0.201, "Y1": 0.42148, "X2": 0.243, "Y2": 0.42128, "X3": 0.242, "Y3": 0.44803, "X4": 0.2, "Y4": 0.44803, "page": 0, "Index": 28}, {"Word": "Process", "Confidence": 0.832, "X1": 0.461, "Y1": 0.43566, "X2": 0.509, "Y2": 0.43546, "X3": 0.505, "Y3": 0.45086, "X4": 0.456, "Y4": 0.43526, "page": 0, "Index": 29}, {"Word": "REACTION", "Confidence": 0.72, "X1": 0.455, "Y1": 0.45977, "X2": 0.519, "Y2": 0.45957, "X3": 0.514, "Y3": 0.47356, "X4": 0.451, "Y4": 0.44945, "page": 0, "Index": 30}, {"Word": "Fiber", "Confidence": 0.781, "X1": 0.341, "Y1": 0.45977, "X2": 0.387, "Y2": 0.45957, "X3": 0.387, "Y3": 0.48491, "X4": 0.341, "Y4": 0.48349, "page": 0, "Index": 31}, {"Word": "Additives", "Confidence": 0.955, "X1": 0.451, "Y1": 0.4768, "X2": 0.516, "Y2": 0.4766, "X3": 0.513, "Y3": 0.48916, "X4": 0.447, "Y4": 0.46789, "page": 0, "Index": 32}, {"Word": "Solids", "Confidence": 0.806, "X1": 0.34, "Y1": 0.48531, "X2": 0.393, "Y2": 0.48511, "X3": 0.393, "Y3": 0.50902, "X4": 0.34, "Y4": 0.5076, "page": 0, "Index": 33}, {"Word": "450", "Confidence": 0.994, "X1": 0.542, "Y1": 0.50658, "X2": 0.573, "Y2": 0.50638, "X3": 0.572, "Y3": 0.53455, "X4": 0.54, "Y4": 0.53455, "page": 0, "Index": 34}, {"Word": "ft/min.", "Confidence": 0.766, "X1": 0.58, "Y1": 0.50658, "X2": 0.639, "Y2": 0.50638, "X3": 0.639, "Y3": 0.53455, "X4": 0.58, "Y4": 0.53455, "page": 0, "Index": 35}, {"Word": "YANKEE", "Confidence": 0.996, "X1": 0.714, "Y1": 0.54772, "X2": 0.785, "Y2": 0.54752, "X3": 0.786, "Y3": 0.57569, "X4": 0.714, "Y4": 0.57427, "page": 0, "Index": 36}, {"Word": "PULPING", "Confidence": 0.995, "X1": 0.269, "Y1": 0.55481, "X2": 0.344, "Y2": 0.55461, "X3": 0.344, "Y3": 0.58136, "X4": 0.268, "Y4": 0.57852, "page": 0, "Index": 37}, {"Word": "Wire", "Confidence": 0.979, "X1": 0.361, "Y1": 0.55765, "X2": 0.402, "Y2": 0.55745, "X3": 0.401, "Y3": 0.5842, "X4": 0.36, "Y4": 0.58136, "page": 0, "Index": 38}, {"Word": "DRYER", "Confidence": 0.992, "X1": 0.718, "Y1": 0.5775, "X2": 0.778, "Y2": 0.5773, "X3": 0.779, "Y3": 0.60547, "X4": 0.718, "Y4": 0.60547, "page": 0, "Index": 39}, {"Word": "REFINER", "Confidence": 0.995, "X1": 0.27, "Y1": 0.5846, "X2": 0.344, "Y2": 0.5844, "X3": 0.344, "Y3": 0.60831, "X4": 0.269, "Y4": 0.60831, "page": 0, "Index": 40}, {"Word": "Gravity", "Confidence": 0.993, "X1": 0.407, "Y1": 0.59027, "X2": 0.467, "Y2": 0.59007, "X3": 0.466, "Y3": 0.61824, "X4": 0.407, "Y4": 0.61398, "page": 0, "Index": 41}, {"Word": "Suction", "Confidence": 0.888, "X1": 0.479, "Y1": 0.60587, "X2": 0.543, "Y2": 0.60567, "X3": 0.543, "Y3": 0.62959, "X4": 0.478, "Y4": 0.62817, "page": 0, "Index": 42}, {"Word": "Drain", "Confidence": 0.67, "X1": 0.413, "Y1": 0.61722, "X2": 0.459, "Y2": 0.61702, "X3": 0.458, "Y3": 0.64377, "X4": 0.413, "Y4": 0.63952, "page": 0, "Index": 43}, {"Word": "Felt", "Confidence": 0.676, "X1": 0.579, "Y1": 0.61864, "X2": 0.609, "Y2": 0.61844, "X3": 0.609, "Y3": 0.64377, "X4": 0.578, "Y4": 0.64377, "page": 0, "Index": 44}, {"Word": "Press", "Confidence": 0.674, "X1": 0.613, "Y1": 0.61864, "X2": 0.663, "Y2": 0.61844, "X3": 0.662, "Y3": 0.64377, "X4": 0.612, "Y4": 0.64377, "page": 0, "Index": 45}, {"Word": "CONCENTRATED", "Confidence": 0.991, "X1": 0.107, "Y1": 0.62431, "X2": 0.236, "Y2": 0.62411, "X3": 0.236, "Y3": 0.65086, "X4": 0.107, "Y4": 0.65228, "page": 0, "Index": 46}, {"Word": "Drain", "Confidence": 0.872, "X1": 0.488, "Y1": 0.62999, "X2": 0.536, "Y2": 0.62979, "X3": 0.535, "Y3": 0.6537, "X4": 0.488, "Y4": 0.65228, "page": 0, "Index": 47}, {"Word": "EXTRACT", "Confidence": 0.993, "X1": 0.135, "Y1": 0.65126, "X2": 0.21, "Y2": 0.65106, "X3": 0.21, "Y3": 0.67356, "X4": 0.136, "Y4": 0.6764, "page": 0, "Index": 48}, {"Word": "Drum", "Confidence": 0.993, "X1": 0.559, "Y1": 0.66545, "X2": 0.6, "Y2": 0.66525, "X3": 0.6, "Y3": 0.69342, "X4": 0.559, "Y4": 0.692, "page": 0, "Index": 49}, {"Word": "Dryers", "Confidence": 0.663, "X1": 0.609, "Y1": 0.66687, "X2": 0.668, "Y2": 0.66667, "X3": 0.669, "Y3": 0.69342, "X4": 0.609, "Y4": 0.69342, "page": 0, "Index": 50}, {"Word": "TASTE", "Confidence": 0.962, "X1": 0.056, "Y1": 0.708, "X2": 0.109, "Y2": 0.7078, "X3": 0.11, "Y3": 0.73171, "X4": 0.057, "Y4": 0.7459, "page": 0, "Index": 51}, {"Word": "Additives", "Confidence": 0.813, "X1": 0.064, "Y1": 0.708, "X2": 0.135, "Y2": 0.7078, "X3": 0.138, "Y3": 0.74023, "X4": 0.069, "Y4": 0.76718, "page": 0, "Index": 52}, {"Word": "Size", "Confidence": 0.787, "X1": 0.194, "Y1": 0.71793, "X2": 0.231, "Y2": 0.71773, "X3": 0.231, "Y3": 0.74164, "X4": 0.194, "Y4": 0.74164, "page": 0, "Index": 53}, {"Word": "do", "Confidence": 0.681, "X1": 0.248, "Y1": 0.71509, "X2": 0.288, "Y2": 0.71489, "X3": 0.286, "Y3": 0.74874, "X4": 0.247, "Y4": 0.7459, "page": 0, "Index": 54}, {"Word": "Press", "Confidence": 0.965, "X1": 0.189, "Y1": 0.74346, "X2": 0.238, "Y2": 0.74326, "X3": 0.237, "Y3": 0.76859, "X4": 0.189, "Y4": 0.76576, "page": 0, "Index": 55}, {"Word": "15-20%", "Confidence": 0.994, "X1": 0.471, "Y1": 0.77609, "X2": 0.531, "Y2": 0.77589, "X3": 0.532, "Y3": 0.80264, "X4": 0.47, "Y4": 0.80122, "page": 0, "Index": 56}, {"Word": "FINAL", "Confidence": 0.998, "X1": 0.742, "Y1": 0.80162, "X2": 0.794, "Y2": 0.80142, "X3": 0.793, "Y3": 0.82675, "X4": 0.742, "Y4": 0.82533, "page": 0, "Index": 57}, {"Word": "Moisture", "Confidence": 0.267, "X1": 0.467, "Y1": 0.80304, "X2": 0.541, "Y2": 0.80284, "X3": 0.541, "Y3": 0.82817, "X4": 0.466, "Y4": 0.82533, "page": 0, "Index": 58}, {"Word": "THRESHER", "Confidence": 0.996, "X1": 0.585, "Y1": 0.8158, "X2": 0.681, "Y2": 0.8156, "X3": 0.681, "Y3": 0.84235, "X4": 0.584, "Y4": 0.84235, "page": 0, "Index": 59}, {"Word": "PACKING", "Confidence": 0.991, "X1": 0.86, "Y1": 0.81155, "X2": 0.936, "Y2": 0.81135, "X3": 0.936, "Y3": 0.8381, "X4": 0.859, "Y4": 0.83668, "page": 0, "Index": 60}, {"Word": "DRYER", "Confidence": 0.991, "X1": 0.738, "Y1": 0.83282, "X2": 0.798, "Y2": 0.83262, "X3": 0.799, "Y3": 0.85796, "X4": 0.738, "Y4": 0.85937, "page": 0, "Index": 61}, {"Word": "570260458", "Confidence": 0.991, "X1": 0.053, "Y1": 0.89807, "X2": 0.051, "Y2": 0.89787, "X3": 0.027, "Y3": 0.89484, "X4": 0.029, "Y4": 0.73597, "page": 0, "Index": 62}, {"Word": "TUNNEL", "Confidence": 0.997, "X1": 0.298, "Y1": 0.8697, "X2": 0.37, "Y2": 0.8695, "X3": 0.369, "Y3": 0.89625, "X4": 0.297, "Y4": 0.89625, "page": 0, "Index": 63}, {"Word": "DRYER", "Confidence": 0.995, "X1": 0.375, "Y1": 0.8697, "X2": 0.438, "Y2": 0.8695, "X3": 0.437, "Y3": 0.89767, "X4": 0.375, "Y4": 0.89625, "page": 0, "Index": 64}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCALBA+gDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCE2luWLGCMsep2jJqRUVAdihc9cDFOooAgeztnYs9vEzHqSgJNMfTrGRGR7OBkYYKmMEEVaooAyZvDOg3Ehkm0XT5HIALPbITx+FRDwf4aG7Ggab83J/wBGT/CtuigDm5PAHhKUjf4d047en7hRUD/DTwW7lm8N6fknJ/dCurooA5WP4b+D4mzHoNonGMKuAfwpf+Fd+E927+xYM5z3x0+tdTRQByz/AA+8Pb1a3tprQD7y2lw8Qf8A3tpGaB4B0UR7fM1InGN39ozZ/wDQq6migDjp/hvpE0SIt9rMRXq8eoy5b65aktfh3aWTM1vrmvIzDBJ1Bz/OuyooA4qfwFdyODF4y8RRLgDaLhTz68rRXa0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWfa6vbXeq3mmxiUT2gUybkIUhhkYPetCkwAc4GTQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVmPetPq72FvcxK8UQklQqSwyeD6YoA06KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAI5ZUhTe5wMgdKkoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKy5ri2s9ftozaYnvUZftIAH3RkKT1+lalZeqaa9/dadIkrRG1uBMSBncAOV9s0AalFFFABRRRQAUUUUAFFFVbrUbOymtorm4SKS5k8uFW6u2M4H4CgC1RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcf4r0jVNV8UeGHtIojZ2Vy9zcSM2GXClQB65zXYUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUV598WPGWreCdF0+/wBLgilEl0I5vMUkbcZx7E+tAHoNFeRL8SvH7RpIvw5uWVxkEOx4/wC+aUfErx9hs/De8z2wzf8AxNAHrlFeTR/Erx1sk834cXwbb+72liM+/wAvSqdr8RviUhf7T8Pp5cn5diuuB78HNAHstFeRf8LK+IH/AETe7/76f/4mj/hZXxA/6Jvd/wDfT/8AxNAHrtFeOy/Ej4jFX8r4d3KsVwpO84PqeOait/iB8UQ6yzeA3eJRhkCspJ9qAPZ6K8fT4k/EQMxf4c3JHYAuMf8AjtP/AOFlfED/AKJvd/8AfT//ABNAHrtFeRf8LK+IH/RN7v8A76f/AOJqre/Ev4joiyRfD6eJEOZNwdsj244oA9noryNPiT8QJMbfhxdcjPLsP/ZaT/hZXxA/6Jvd/wDfT/8AxNAHrtFePyfEn4iMF8v4dXKncM5LnI7j7tP/AOFk/EA/804uh7l2wP8Ax2gD12ivO/hd451rxtHqUup6dBbRWsnlq8T5JbupB9PWvRKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKqahqdjpNqbnULuC1gBx5kzhRn6mprm4itLaW5ncRwxIXdz0AAyTXnWhaT/wn+rS+JNftXbTY5Nuk2U/3Ng/5ale5b3oA2db+JnhnRNFTVnvDdWrz+QGtRv8Am6n06Cqf/C5PAu2Jv7aX94wXHlPlc9zxwKw/j1ZwL8PomSCMeVeRlcADGeDiux0bwxoFz4csDJolifMtY9wa2UE5UZ7UAUv+Ft+Bf+hht/8Avh/8Kon42+BRMsf9qv8AM23d5D4HOMk46V0dp4I8LWG/7NoGnR7sbsW68/pU8nhbw7LG0b6NpxVgVI+zpyPyoA5mf4z+BYJEX+2d+9sZSFyBz1PFLL8Y/A8cxQa4jBV3EiFyD7A4610DeFPC5j+xHRtMwU/1XkJnb9MZxSx+DvDMMKwpoWnKiAgD7OvAP4UAY/8AwtvwL/0MNv8A98P/AIUf8Lb8C/8AQw2//fD/AOFav/CFeFQEX+wdN+RCijyF4U9R0qoPh14KYlR4c0wkcECBeKAMu6+M/gW1Gf7ZEvIH7qF2/pUDfHDwIoJ/tOU4OOLd/wA+ldXB4S8N2sKwxaJpyIvRfs6f4UQ+E/DdtGIotE05VBPH2dP8KAOen+MfgWG187+20fp8iROW/LFSL8XvArRCT+34RkZ2mN8/TpXRHwxoAHOjaeP+3dP8Kzn+Hfg6SRnfw3ppZjkn7OvJoAwZvjf4FhZR/akj7lDfJbucZ7HjrVk/GTwKLVZ/7bU7sfIIn3DPqMVuweDPC9vKXi0LTlcqFJEC9B0HSpl8MeHUGBo2nDkn/j3Tr+VAHPXHxh8CwQNL/bscmP4Y43LH8MUy4+MvgWCBZf7bWTcQNqROWGfUYrpv+Ea8Pf8AQH07/wAB0/wqjL4I8IGWS6k0HTAzA73MKjg+tAGKfjP4FFo0/wDbP3Tjy/JfefoMU+H4x+BZrZZv7bVMnGx4nDDn0xW7D4O8L2zNNFoempuUZbyFwQOnapo/Dnh2aMSRaTproejLAhB/HFAHPR/GHwLJE0n9uxrjPytE4Jx7Yq94G8cWfji0vrmzhkSK2uWiV2UgOvVT9cdqvX3hXQX0+5T+x7Bd0TDPkKMcHnOK86/Z7IXw5rMIPCX5wNpx90d+9AHsdFFFABXlH7QCKfAVqxHzDUIsH8Gr1evJ/wBoHf8A8IJaYxs+3x7vybFAHqFj/wAg+2/65L/IVYqvY/8AIPtv+uS/yFWKACiiigArJ8S6wfD/AIbv9WEInNrEZPLL7d3tntWtXJfE1S3w215VBJ+zHgDPcUAUtF+IT6t8N7rxa2lmDyEkcW5lzvC+jY/pWp4D8WHxp4Xi1k2n2XzJGTyt+7GPfArxjw74Kt7v4H3esfb9UW58mVhFHcMI8A/d2dCD3rovht4u0/wb8F4tS1RZEVbiRY48YaYnHC+tAHs000VtBJPNIscUalndjgKB1JryWf4xapqN5dP4X8KXGqaZZOVnuQ2N2P7oA/Hvx2qC7+J0HjK3uPCd3o19pM+sW5jsZpeQ+4HYTwMA8etYXw58d2nw30C+0HxNp95aXcEzyR/uf9dnHAP9c9KAPWfA/jmx8cabNc2lvPbS28nlzQTD5kbFdVXjvwS07UpbvXvElzbta2epz7reEjaD8xycfjivYqACiiigApCMjBpaKAPKPgzII7vxbYpFhItTZg3QHOeMV6vXkfwcY/8ACQeNFwP+QhnP5165QAUUUUAFFFFABRUbyxxuivIis5woZgCx9B61JQAUVx2q/E/wjomsTaVf6ssV1CcSLsYhTjOMgYqtF8X/AARMiuusAK0nlAmFwM/XFAHdU1QwzubPPHHQVzviLx14d8KpbNq2oLD9pG6IKpYsPXA7Vk23xf8AA104VdcjQkE/vI3X+lAHdUVyB+KPgkKT/wAJFaHAzgbj/StPw74u0TxVZy3ej3yXEUTFX4KlT15B5oA3KK5/RPGugeIp72LTNQjmNkcTnBVV98nqOOtZEnxc8ERakbFtci80PsLBGKA/72MUAdvRXD3Hxd8D2z3CvrkRaFgp2Izbj/s4HNa/hnxroPi8XB0W9+0G3x5g2FSM9Oo9qAOhork7v4leEbDVbrTLzWYYLq1O2VZFYAH0zjmn3PxE8K2ulwaidXiktZ5fJjeIF8v6YAyKAOporjtR+KXg7Sr4Wd1rMQnP3lVWbZ9SBxWpceMfDttoiaxLq9sthICUl3/fx2A6k0AbtFct4f8AiH4X8UXZtNK1RJbgDIiZSjEe2RzWhB4p0S51+XQ4dRhk1KIEvbrncMdfagDZorjpvij4Mtrue1n1yCOaCQxurK3DDr2p0HxO8H3EEE0OtwMJ5fKRcENu9xjge5oA6+iuesvHPhnUdUOm2es2s14CQIkbJOBk4PQ/hWR/wtzwQLhoH1tI5FlMTB43GCM5zx04oA7iiuKf4teBkuPKOvwE7d24KxX6Zx1rX8PeMdB8VJI2jajHcmP76jIYfgaAN6iiigCPdJ5oG1fL2nLbuc8YGPzqSiigAooooAKKKKACiiigAooooAay7sckYOeKdVLVryXT9Ju7yC1e6lgiaRYEOGkIGdo+tP0+5e9062upIHgeaNXaJ/vISM4P0oAtUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFVNT1CDSdLutQuTiC2iaVz7AZNAHGeOpZdd1rSvBtpIVW6b7TfumfkgT+E/7x4/Cu6hiSCFIo1CoihVUDgAVw/wAN9PubiLUPFWpRul7rMxkjV+sduP8AVrjtxz+Nd5QB5V+0ArN8OcqM4u467zwmHHhDRxICHFnFnPX7orhfj2ceAYf+v2L+dejaQwbRbFh0NvGf/HRQBHrpK+H9RZSQRbSEEf7pr5DsDG3hW81C6udfF/G5+zyQgm3xx95u3Of0r7D1K2a90y6tUYK00LRgnoCQRXjdn8K/Hdl4Xl8NQeI9NTS5i29BAxbDHJ5oAy/AGpX2qfEbwxeXupG7mm0Zt435KkHGG9+9Q/EGB28b+M3W+uYxb6WkyRrOygscds9B6Vup8Er7w4thqXhTVxDrVshErzDKTE9eOwpq/BvxBqVlrN9rGuQya3qUYj3hTtQZ5BPoRxxQB5ddX2lQ+G7DULLXNdfxJlD5cgIiLZ7E9cCvVfhTHqsXxH8RLqs7SXD2kMsq78hXbaSMdjW94q+GU2v+AdK0SGe0h1CwMZFwI8KSowenPSsLTPht4/0fXb3WLDxBpUV3eIqTEwswIUADr9BQBg/E6K0HxfWPV9R1G0sZrFZUNhln3DgfL+B/Kmad4L07xLZ6nJ4X1jxA+rWe2aOa/DRozddvueK6Sf4d/EO58Tw+IZfEWktqEMJgVjbHbsJJxj8a7bwhp3jDT726HiPULC7t2RTEbWHyyHyc59eMUAeWw65r3xX1fSfDr29zYW2nnOrujlcsvHB/pXsXiOG5tPBd7b6ZeLa3EdqY4J5nxtIGASx71i+CvB1/4c8S+JNRup4nh1K48yFUJyB6mui8S+H7TxRoN1pF7u8mdcblOCp7EUAfJ5ZrTQ7m51ibxDBrJlJgnDHyG+p+ueldZq3guCzsPB88fiC7vJNZuxFczxTttYMw+6D0xkiuzf4V+NH8Pnwy/iaxm0QnAEsBaVVyDwe3NbN/8KGNl4QtNPv1SPQp/MkMgOZclSxGOhyD+dAHl/jbwjY+FvH+n6SNT1p9PuYDM4hcySg5IAUd+lM1PR9Hj8C6ve6RfeInvI2ijeC/DJtLN04+8a9Q8c/DzxJr/jW08Q6JrdvYyWsAji3oSynnPTrnNVL/AMBfETWrGOx1PxPpz26ypK2y3IdypyCT3oA5Ob4kD/hRb6bcGQauD/ZzKThxwTuI69OPrXb/AACaV/huDKzt/pkm0sc8YWq958GIrrx8fEH2qM2zJveB1JLT7cbvTGecV1Xw48K33g7wx/ZN7dx3JSZ2jMa4AUn9TQB1kuPJfPTaev0rxH4NeKNC0DRdYttV1S2tJm1F2CSvgkYHNe2zqHt5VPRkIP5V89/Bnwb4f8Sr4gk1jT47t4rrYnmA/KOvBoA9i/4WL4P/AOhhsf8Av5UUXxL8GzFwviGz+RtpyxHNVP8AhUPgX/oAW/5n/Gmf8Kf8CmUSf2FFwMbdzY+uM9aANEfEfwcWKjxDY5HX5685+Nfi7w/rXgmC203Vra6nF7G5jibJ2gNk12g+DvgYTtL/AGJGdwA2FztHuB61xHxp8IeHtA8DWtzpmk29rNHeRoJI1w23DZGe/QUAez6ZIJdLtHAIDQoRkYPQVbqnpUqz6RZyqDteFCM/QVZlkWGJ5XOERSzH0AoAfRXJ2PxJ8IahbPPFrtqioxUrK2xgR7GtfS/Eui63K8WmanbXciKGZYpASAe9AGrTXRZEKOoZSMEEZBrm7j4geFLS8ubW412zjntv9ajScrTLX4j+D7xcw+IbE9RzKB/OgDpEt4Y4fJSJFi/uKoA/KuA+LWr6L4c8HI99pNteu0oW0t5Y8xiTrk46cZrpP+E58LZx/b+n/wDf9avajLpEmmi81I2j2SgSCWcKUAPQ5PFAHgfgDV9I8SePrHV/FOoy/wBt7hHY2ItykMQH3AD/ACr6Hms7a5IM9vFKR0LoD/Os910CKCLVXXT0iCh47kqgGOxDVTsfHvhXURMbXXbJ/JyX/egYA6nmgDoURUUKihVHQAYAp1c7/wAJ34UDBf8AhINPyRkfvhVu08T6HfW89xa6raSw25xLIsg2ofc0Aa9Fc9ZeOfC+o3v2O01yymuMgBFlGST2HrV238QaXd6vJpcF3HJdxqxZFPTaQCPqNw/OgDUorK0/xHo+qald6dZX8M93aHE8SNlkPTmtWgDwX4Z+L9P8P+LvF1prN/a2kDXRlV5OCzbiCB+Fek3XxT8FWmzzNftTv6bCW/kK8z+GOh6Xrnj7xhFqml292kc5ZHlTO07zwK9KX4U+CFkdx4ftcsCD1xz+NAFsfEbwcQD/AMJDY8/9NKgn+J/gu3iaR/EFoVU4IUkn8sVCPhN4HEez/hH7bH45/n7U6D4UeCLeZZY/D9tuXpuyR+WaAG/8LZ8D/ZTcf2/b7A23GDuz9MVJP8U/BVvbpM/iC1Kv0Ckk/lirp+H/AIRP/MvWH/foVDb/AA38HWseyPw/ZYyW+ZMn9aAPKvi14k0zUBpXibw94pgludOkVksg33skfMB6+ue1el/Dv4g2PjzSTJCDFfW6qLqEjgMe49Rwa84+LmnaVHqFj4T8PeHbZNS1BlL3EcHKLnAAI/WvSfh78P7DwFo5t4W869nwbm4/vkdAPQCgDzKW0vD8avFMGk2+j3IkiR5f7TxsUkKePfP8q2NSs9Oh+HesQeNG0WOQSs1sNN2qTJt+XAHO7Ndbqnwk8KaxrFzql1b3P2u5YvI8dwy5P4VBbfBjwZbXcVx9inlaN94WadmUn3B60AeW/Cx7ObxvEnjbz31b7PGNMF7yuzHAwe+OldHrVlp8X7R+lQNY27Qy2YzGYxt3ENg49a9J8Q+AtB8TXFnc31qVubRlMU0TbWAB4BI6iprvwXot74qtvEk0Mh1K2ULG4c7QBnHH40AeQ29rrWn/ABW8WweFfD2l3aRiLelyNqxjaDhfcnP5Vyfh7XE0Dw7431KRzZa5dTC0jtI+BGWYlto68fMPwFfSen+G9P0zXdS1i3Rxd6js89i2QdowMDtXOzfCHwfca2+rS2EjXLz+ewMp2F85yR9aAPmtv7e8FWzyrp17YJqVmbeZrgfLITySv+e9eu+D4PAX/Cm47nWILN9kLi5yV8/dnkL3z6V6t4j8KaR4rsIrLVrcywRSCRFDYwR/SuZl+C/gmW8NydNkGX3mJZSEz/u+lAHlPiqz0CX4PaNfaRpMlrD/AGltja4w0jKep3dwa+hdG06wsLCM2NnDbiVFZvLjC7jgdapax4O0TXdJtdKvLQCytnWSKGM7ApHTp2rdVQihVGAowB7UAeFeGF0gfGrxpHrf2MQyZCi6K4ILds15bqcMcfiq/k0tGHh631ZSoTlT82MJ68DoPavozVvg/wCENb1W51K9tJ2ublzJIyzEAk+1a7+AfDj6HZ6ONPVLO0lWaIIcEOvRie59aAPEvDmiK9xr1z4T1GyvLZiUubPWIfLkwQTw2cj0yK4/w/d6S3jTRRqtk9toMM5R4pJGki8zPzEE9s4/Kvo/WfhZ4U1zUGvrmykjncfObeQxh/cgdTVq8+Hfhe+8OwaFLpiLYQNujVDhlbuc9cmgDjfHms+BPDHiLS9YmtRNq0SMYPsTgAADjeBxjnivJNF1LVdG1vTfHFxYX0QmvWe7vZOYpInPQDrnG78hXs178KPBek2nlvo95ffbbmOHeHLvCCRznsoxzXb6p4W0nWPDn9gXVsP7O2qoiQ7doXpg9ulAHz94dg1W7+IXiy58PabpWsRM7SFrvlArMSNp9a4u2g02SCfUbkpDqaatGn2ZQPKEZPzfgK+qfC3gTQvByXSaPbyRrc480PIWzisSf4L+CbiaeV9McNM/mNiUgA5zx6CgDgPjBPokE+g3Xhj7N/bzTKElsiCwUDgHb7msj4XxIZddGpWugzN9qKsb51R0f5slQeozXtHh/wCGfhTwzeG807TFFz/DJKxcr9M9Ky7z4KeCr68nu5bGfzJnaR9s5AyTk0AeeJ/Y6fGLRYNU/siW3bTPLnMIT7OJACeOw6Ve8IW1lbftB6jF4cFuulpafOLcgp0XOMf7Vdi/wO8DOqD+zpl2jGROcn610/hrwToHhKN10ewSB3ADyE5dgPU0AdBRRRQAUUUUAFFFFABRRRQAVRsdWstSnvIbScSSWcxhnAH3HAzir1RRwQwtI0USI0jbnKqBuPqfU0AS0UUUAZPiHRE8QaS1hJdT20bOrM0DbWIByVz6Hoa1FUIgUdFGBTqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiqGs6kuj6Nd6i6F1t4zIVzjOO1Q+HNWfXfD9lqjwCA3MYkEYfeAD70AatcJ8VJppfDtno8DBDq99FZuxUnajHJPH0ru682+IbC28c+BbuV2EIv3iIAyNzLhaAPRYIlggjiX7qKFH0AqSiigDzj406PqeteB1ttJspbu5W6jcRxLuOAeuKydM1v4uCxiQeF7BI4YkULNKFdwAB68GvXaKAPMYtf+KqwJdSeE9PdQMPbi6AcnPUenamr4s+J4ndm8CW5iIG1BeLkHvk969QooA8n/wCEj+LqMrt4RsHRwTsWcAr6ZOarTeKvjBDE0jeELNgvZH3H8g2a9hooA8jh8T/F0SI8vg6zePgsomCkj67uKtzeLviaE3J4ChGCCf8ATVbI7gD1r1GigDyObx/8SY7mNf8AhXkm0jJAlLZzjHzAYHvSnxJ8X5JGKeEbCNDkgNMDj2zur1uigDyEeJfjDnnwjY/9/R/8VUn/AAknxekdVXwjYRgnq0wIH/j1etUUAeLnxv8AFsyrCvguPcXK79jbTz1znge9Wv8AhJfjF/0KVj/39H/xVevUUAePt4n+MKjP/CI2R5xxID/7NT18SfGFmC/8InYLnuZRj/0KvXaKAPGz4y+LcaMreCoWckhWUnAx14z37U+HxV8YJolkXwhaKGGcO20/iC2RXsNFAHj8niP4xPGyjwnYgkEZ8wcf+PVL8ENC13QINdt9bsZbR3uQ6hx8rEjkqe4r1uigAooooAK8o/aBbb8PYGxnF/Gf/HWr1evKP2gjt+HkJ9L+M/8AjrUAekaJcfa9CsLjYU8y3Rtp6jKijW4/N0HUIxn5reQcf7ppmgTG48PadMW3F7aNifX5RVu8tUvbKe1kJCTRtGxHUAjFAHyz4J8Py6roBMPgKHWPJndGu3vjCSePlx7VvfEfTLPwKmjat4bl/sfXJbfyprC3beQpU7iT7HjPf8K721+Buh2kMcMWs62kK5LRx3W1WJ74A4ra0H4W6BoOstqitd31yYjCGvpBLtHtkccZH40Acb8LPBHhLWvh6mo3tnDqN/OZGuJZSSyPk/L144xXIeBfDXh3U/hr4tub+1gF1aSSCO5fOYwB8oHbr/OvZvDnw30rwtqepXOm3N2trfoVls2ceWCSeRxkcHFM0f4ZaPo3hvV9CinupLPU3ZnDvymew+mKAPneZR/wrBDL4JaJBgprS7hvbPU+1dD4t1AWngLwp4QGoz3KXard3UsQLssZ6Lt6nH9K9yfwJYyfD5fB7XE5tFhEIm434ByD6VmeDfhRovg7Uv7RhuLq8vBGY1kuGB2L7AdKAPAbPxD/AMJE/hnwZq7yQ6ZZXhjkkZthdGbjcD0I5H416V8QvAfw70W80M3DS6b5kgjENrGZPtCgjhucjr1966/Xfg34X1/XbjWLn7ZFdTncfIlCqGxgEDHXjNQaD8IbSw1yHVtY1m+1qe1YG1W5bKxgDuDnP6UAcbF4L8Kz/Gy+0GXR0Ng+nJNHErFQjbQSeuec15w3kfZE0aMGPTJNdKygS/wjgKfXjvX04ngmxTx3N4sFxObyW3+zmMkbAMAZHfoBWLb/AAi0GPw3f6JPLczxXl0boykhXjfttOOKAOQ+Kvw+8LaB4IfV9ItEsr61aLyZI3OW5HvyfeuF0z/hJYPFV94rtoFWfSore5u7WJy3mo6LvP1I+Yj6+les2/wS0tr23m1XW9W1OG3x5dvcTZUY6D6V12keC9K0XV9V1G2EzSapj7RFIwMeBxgLjgYoA8m+CV/Bq3xH8W6lApEVyTKm4cgM7GvfK43wl8ONH8Ga1qOo6Y84+2gDyXIKxgEnA49TXZUAeM/CM3Nt8Q/G1hMoVVn8wj/a3Hv9K9mrxT4RPJ/wsrxrGzPt83dtZs87+te10AFFFFABRRRQBE0ELyrK0SNIv3XKgkfQ1LRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVT0+O+jhkF/PFM5kYo0SFQEz8oPuBVyigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5XxLoGuXM39oeHdcmsb5VwYZv3lvIPdD0PuK6qq19ewabYz3ly5SCFC7kAnAHsKAPEb74meMFtNd8P6potk2oWyiGWWOQqNsnyhgv8XXtivYfDOmf2N4Z03Tt5f7PbqhYjBJx6V5bBqPh34heIdP1bUdAnt4pLkQWV9HcAGRkJIWRRyORnn2r2gDFABXmnxjEtlpOja8iO8ek6jHPKqHB2dDj869LrnPHel/2z4G1mxDbTJbMVPuoyP1FAG5aXMd7ZwXULbo5o1kQ+oIyKnrjPhXrv9v8Aw80u4YASQx/Z3AGBlPl/kBXZ0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVxvxL8Gz+OPCn9lW1ykEyzrMrOMrxkYP512VFAHlEHwr8S29mIIfiDq0eyNViVSdq4HTGelNf4YeMvLXZ8SNSD4G7cGxn2+avWaKAPIv+FX+Of+ik3/AP3y/wD8VTk+GHjX5xJ8R9RzxsK7vxyN1et0UAeaf8Ky17v8Q9e/7+VWu/hh4qIX7H8RtXU/xecS35YIr1SigDyU/DLxuNwj+JF/tYfxKxP/AKFUOoeD/Gvhnw3qeqr49vrq5toGkSN1GwhRkg7s/pXsFcz8QrGXUfAOtWsUixu9q/zMcAADNAHEeDdL8W+LPCllrr+NdRtri4jbEXkoUB3EZxjnpWu3gvx15LbfiDN5m75SbNMbff3q58Hrl7n4XaM8m3Ko6DaMcByBXbTTRW8LSzSJHGgyzOcAD3NAHmh8B+PTMJ/+Fiz+aBtx9mGzH+7nGfelXwL4++1LM/xEmOBtKragDH0zjPvivRkvrORgqXUDM3QLICTVigDzubwJ4sd0mj+IOoidOBmFNmD1yo4JxUlz4I8WOoe38f6gsy/d3wRlOeuQAM16BVdr21Ty91zEPNbbHlx8x9B6mgDzp/BPxCZGU/ERsEY4slB/nSr8NvE8KiSH4h6x9pUZHmYZM+6nqK9MqimsabJKkSahatJIxREEqksw6gDPWgDifh78OLzwZreq6jeasuoSX6jcwi2HdnJPU16JRRQAUUUUAFFFFABRRRQAUUUUAFISACT0FLRQAyN1kjV0OVYAg47U+k6cUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFVdRufsenz3IZFESFyz9AB1JoAtUVzmi+OfDuv2M15Zanb+RC5RmkcJ6c4Pbmro8TaCxAGsWBJ4H+kL/AI0Aa1FZ91rmlWU6QXWo2sMr42pJKATnpxUTeJdEDMi6tYtIMjb565J9OtAGrRVSDUIJdOW+aSNIdm9nLgqo789Kox+K/D8sayJrVgVYZB89en50AbNFcxrfj3w9omlvfPqVtOEZV8uGZWY7mA6Z7Zz+FdJHIssSSIcq4DA+xoAfRUU88VtA880ixxRqWd2OAoHc1lad4t8P6tCJbLV7OVWzjEoB468HmgDaorPttd0m8m8m21K0mk/uJMpP5Zplz4h0eyvHtLrU7WC4RQzRyShSAeh5oA06Kz21zSViSVtTsxG/3WMy4P05q1bXVveQia2njmjPR42DD8xQBNRVa8v7PT4xJeXUNuhOA0rhQfzqmvibQnYKusWJJOABcLz+tAGrRTVZXQMjBlIyCDkGq93qNjYLuvLuC3HrLIF/nQBaorHg8U6BdMFh1mxcltoAnXJPp1rQur21srRrq6uI4bdRlpHYBQPrQBYorOj17SJYWmj1SzaNPvOJ1wP1pieI9Eddy6tYkAhcidep6DrQBqUVUudTsLKNZLq9t4EbBDSSBQfzqhD4t8PTyPHFrVizo21h569fSgDaopAQyhgQQehFULjW9KtGK3GpWkTDqHmUH+dAGhRVC01nTL+Qx2eo2s8gGdsUqsfyBq/QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVwXiT4g3Hhe/lt9W8O3b2Z3GK7gIeNlAyN3oeO9dvcSvDbSSxwtM6KSsaEAufQZ4rx3x3qXjfVftsD6LqljojWzKiWiRzSSvx/rME7VPI4oAm8N+F7/AMQ+NNN8VpZQaXpES/aFt43VhNIwPOFOM4PU17FXnXwrstIsrCdNJtNctF2r5sWoqwUNjnZkY/KvRaACorhFktpUdQyshBB7jFS1zfjvWjoHgzUr6N9tx5RjgxyTI3yqAO/JFAGF8GXRvh3bokIjEdxMpwPvfOea9BrmPh/oc3h3wRpmnXJBuVj3zcfxsSxH4ZxXT0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFYPjO3N14M1eEStHutX+ZTg9K3qxfF0Mtx4P1iGAEyvZyBQDjnaaAOa+C3/JKtI/7af8AobVZ+Li7vhdrnXIiUjB/21qt8Ff+SVaR/wBtP/Q2rpfFeiyeIvC+oaRHP5DXUXliTGdvIoA+ZBYwXPhTRZPDuka9/b7sGN1ljExX723tit60+OviyEwLcppxVZxBLHsO8Y4JNe86N4bg0zwbb+HTMWiitvs7yxfITxgkY6GvMYfgNci2ksJPEgWwE/nxKlopfdnjcx5P50AZ/wDwmfxC8Zajrei6O2nRwWqsZJwNp8s9ME98HrXGaCNXTS/Ct/qBil0611h0izMS7OcEgj0+Xr717t4R+HS+FxrBk1WS9k1QASOYRGV4I4wfeuYX4FKbG10+TxTfGwtpmnjhSFVKs3Uhs5zxQBy+n/HbXbjUrRrq2sTZXNx5D28WfMjBIGd348Vx2lxXVrrOg6ro8cJv5ZrqaFZ2JBKswwfU4Br0+H4FXNtALeDxN5cMN2bi2Q2qsQeOWJ5JwPpWvZfDBfCg0zU4LqTUpNHW4kERiAabflgqjnByT+dAHPzfGDV9T0Lw/BoyRt4jurkpc24jyoCnByOwNe3Qeb5Efn7RLtG/b03Y5x+NeM/CTwjenxZq/izUtHbTorgn7JBMvzLuOSQDyK9naaJJFjaRA7fdUtyfoKAJKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArmviB5h+H+uiJWeT7HJhV6niulrl/iM7x/DrX3RirCykwQcEcUAeE/C/4W6R4y8KXeoahqc9tK05hRI2AACgHJB69a69P2c9CblPEN2cHqqJ/jXDfCz4aHxvo15dnXLmwEEwjEcIyDkZyeRivVtC+E2o+HmC2fi67kgeeOWaKWHO8Ic4B3EjNAHnfj3w3b6x8cLHQ7q7mt4JoYo/OOCRhONv5Vu6p+z/omnafdXX/AAkVyskUTSDzFUcgZ9a5j4jabc6v8el09LxrZ53hSOYNzGNo5HPFdnqnwDu76ByfGN9cTEYAuVJUj0PzGgDlfhbf6hq3gHxhodzcyNYxWTPETzsYg5APvSfCv4U6F428KT6lqFzcrcLcNEBEwAUAAg+/WmeANZvNN0jxd4IEcKXCW9w8Vyi87kBBDHuMDio/hX4T8Wa74ZvLnQvFD6ZEkxUQc4Zto5Pp2oAX4o/CLT/BXh2HVtO1CWTEoikjmAyxOSCMfSvb/hjrF1rnw80m+vM+eYtjEj7204z+OK+e/iR4U8Y+H2s7zxRqb6pZSOF3pMSoPdcHGDgdcV9NeFJrS48KaXNYQLBavbIY4l6IMdKAE8RWP2nRdVEszNBJZunlY4BwTmvnX4P/AA60nxtaapPqM11E9rIiIYH28MDnP5V9K63/AMgLUP8Ar2k/9BNfLXwz8IeJvE9hqx0DXf7NSN0WVN7L5hOSOV9MUAWfiZ8OY/hq2najpOrTv50pUBvldCOQQR24qv4tibxT4/8ADMuohl/te0szMU77gFYj8jXe2fwL1vVdThufFviQ3kMbDMaM7llHYFsbfyrC+KukmH4s+HdM0iVbFvs0EMEnaL5mUHn0oA6yX9nXRnXauuagqBsqpAIA7CuL+Gl/f+EfihqGgR6hJPptus++POVfYpIOOxrrtW+G3xM+ystp43a5DKdyOxjJ9gcf1ri/haqSjxXoz2m/X3tJfKuy25sjhlB7fXvQA/R9N1n45eL7y6v7x7bSbUg7FyVRSeFUep65rsdY/Z10h7Qto+pXUFyoJUTYZWPbntUP7Ol/ax6drGkviO/SYSMpPLLjHT2P869xd1jRncgKoySewoA8I+FHj+90htV8K+IGZ20qKWWORzyqx8FP8K5Lw5oeq/GnxnqGoajevDYROGkAJOFJO1EHTpUOnaUfGXxI8Yy6bK7KYLqWF043EtwOexGRXUfs56rb215rGiygJdOVlXJ+8BwR+H9aAL/ij9n7TrfRJrnw9dXf2+FS6RyHd5mP4Rjoaz7+bxDP8AdUs/ElpdW9xYSxLC8w2mRNwwD64r3PXtVGh6DfaoYvNFrC0uzON2O2a8S134iy/EH4R+I5ZNL+xi1eJdyy7gxLjA6Z6CgDO+Hvwk0LxT4Ss9VudcuInlZhPbxMAODjHPTjH511tv8AAPwhFLHu1S7kG7lPNUbznI6e1ch8Pvg8nirwfa6uPEV3ZmdnBhiTKqQxH94eldnpPwNTSNYs9SPie+uPskyzCJo+G2nOPvd6APM/Ecdtrfxnm0bxFqElpo9vMbeMltqxxKDtAz/Ou01v4J+F7nwzLdeGL6We+RN0O2cOJT6Y9avpP4E+L3ie6sLvR7221O3jIad2EbEKcY4JyfqKydY+A91omnT32ieJ50e3DTCN1KDAGeCp6/hQBf0PUvGOlfBLXI9Tt7m0vdPQpazSDDlO/wCXrXG/DbwP4V8Z6RNd69r0q6gspDwGYKQvZsnrnmul+Hnxaml8J6s/i7fe2tnsXzFi3OwbjDAcY96u23wh8E+OtHh13QZrzTorpcrGPmVGBwcqeex70Ac5rnw71T4e+L9K1vwhHdalZbwxEfzlSOCrY6gg19HQs0kMbsu1mUEr6HHSvmnxJpPir4MXWnahZ+IXvLWV2RYHLbcDkgqTjp3FfQ/h/Vk17w/YarGpVLuBZQp7ZFAGnRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXHeIfHkeka3Homm6VdaxqZTzJILUgeUvYsT0rpNTbUFsmOmC2NyCMC5zsx36c145qGreJ/CnjO+8Zajo2nS2k9qtruhvQqvgjDITz9RQB6j4e1vVNXacah4eutK8vGwzyo+/wCm01v1U026e+0y1u5I1jeaJXKK4cKSM4BHX61boAzNc1q38P6W+oXasbeMjzCpUbR3bkjgfnXnmjJqvxI8Vx61fKYfC+nTF7GDBH2p1PyyMCORzmu38X+FrDxd4fn02/jZgVLRspwUfBwRWJ8JtTN94Ft7KXeLrTJHspw+MhkPH4Yx+VAHdUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZ+uB20HUAhw5t3wfQ7TWhVDWgW0O/AYqTbvyO3ymgDjPgpGE+FmlkH7xkY/8AfZH9K7fUlL6VeKsphJhcCQdU4Pzfh1rhvgkQfhbpnBGHk6k8/Oa7u/tzeafc2yuEM0TxhiM4JBGcd+tAHnXwPeSTwLPcz3k1zNJeSl2lYsRg4HX2GfxrltQ+Pd/Hql69jo9q+lWc3lyGacLMwzjIGf5A1paV8KfGPhuD7HofjRbezlkLyr9m6E9xyc1HF8C7u3s76zj1+2eK+IMzzWCtID3KtnjNAFLVfj/PdXQXwzpMU0McBlnN64QgjqF+YZx+Zq3Z/G/Utf8AsFl4c8PC91WSBpLmFpNqoR/dJ6+v4iqw+AF1p1xMNJ12EQXMRhlN1ah3RSOSp9am0r4Iax4UuYdT8OeJUTVFDI5ntwYyp44FAGDrvjnxXq3j/wAOS2ujXNlqESyKNOuJGWKVgXBbtkYz+Va//DQ6mx+znQWXWfMMXltKBED0BLHB69v1rb0D4Q3+meLNO8RX/iF766hDGZZE4DMD9zngZPSqLfAWFreWd9Sjk1T7ablJ5YdyMnXY6555oApWP7QTLpt/Hqekxrq0JCwRQSZjlYnGM89PrWaup+ItW+M3hW48UaUunyMv7iOJyQw6568c4rpr34GQ6uby91HU0XVJNv2eS0txFFDt/wBgda0dJ+HfiJ/F+la94i122vjpqmOGKODb8uMA59elAHqFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVi+LNIm17wpqelQOiTXVu8SM/QEjvW1WN4ou9WsfDl5c6HaLd6kiZhhfox/MUAeJaH8J/ib4bgkg0fX7K0jlYM6xytgn15StKbwl8aIImkj8TwTtjARZRk/mgFbVpr/wAYRIkk/hnTJIyMlPM2np67qv8A/CS/FH/oTdP/APAr/wCvQByfiT4WeONZ8U2WuQ6hYfare3hAkmY5Eirg8BSDzk1K/gr4ySBg3i22w2QcSkdf+AV0U3in4pQqZD4LsXUD7iXGWJz9arza/wDF+SffD4Y0yOIjiMy5I/HdQA/wb8JpfDGg6y1xeLd61qVu8TSfwLkepGeT1Nanwk8G6l4K8MTWOqfZ/Pmn83ELFsDAGCTx+VZQ1/4uhkJ8LaZgMCw877wxyPvcVPL4j+KzbPK8I6amGBbNxnK9x1oAu/F3wdq3jTwtDZaS8XnQziVo5G27xgjAPrzWp8NtM1nRfBVlpeuQxRXNqDEoibcCg+6SfWufl8T/ABSSF2HgywJCkjbc5P5ZrOGt/Gdhn/hH9KGecFv/ALKgD1HWLWa+0W9tbdgs00LojE4AJGK86+Dvw91XwRDqb6v5Pn3JTZ5UhYbRnOe2elVV1v4zBgW8P6UVzyN3X/x6rkviL4sM4MfhLTUXHINxnnP1oA9RryTxX8Otf1r4s6Z4kiktm023eIYc5aMKMk7eM/N796LvXfjFJIxt/DmmQx9l8zcR+Japf+Et+KkpWGPwTaRyMgcSPN8o9j83WgD1avG/Dvwv8QaD8VJ/Ecc1iumzTSFokdg3lt7YxmrKa58YwzbvDmlMCCFHmYwfX71Xf+Ek+KnlY/4Q/Tt+MbvtPf1xmgDJ8X/CDUm8THxH4M1JdPvnJeRHcqNx/ukDgexrHvPCfxk8Rwx6bqeqQ21kV2SOkqjcO+7aMmupl8Q/FlrdVi8KaakoxlzPkH14zSv4k+K8lqRH4R06OboHafOD64zQBv8AgD4daZ4C0+WK2d7i7nx59xIMFsdgOwriPFPwVvV8Qf274L1IaddPIXeNmKKmf7pAJ/A1c/tr40f9C/pX/fX/ANlR/bXxo/6F/Sv++v8A7KgDBn+HvxV8QtLpeueIol00gbnEmRJj2AB/Oux1b4VwQfDG68L+HvLiuZzG0k0x/wBaykEliB9cVSttV+MkspEmi6NGqgn53Iz7DBNRrq/xmRZA2h6Q5GCp3f8A16AOd0X4Y/FLQrOOw07xLaWlmHLbI5CQuep5StRvBXxfjuwIvGUDxBhh2Ygkf7u3+tXn1j4zJtxoejtuXPyt09j83Wpl1/4uiBVbwvphlGcv53B9ON3agCr4l+Dl9faxb+IdD1hLDW1QNOwTCSSgYLDH3c/SqFz4P+Md7C1pP4nsvJddrkPjcCMEfczWyNf+Lv2ZkPhfTDMcbX87gevG6rVtrnxVeDbL4Y0lZC20M1wRjPfAPQUAW/CPwo0fw/4SutGu1+1yX6bbyU8bvZfQDtXKWXw08feD7q5g8IeIrZdNlbcsd3yV/AqRn3GK6Aav8WLH5Z/D+jXxbkNBOyhfY5NL/wAJL8Uf+hN0/wD8Cv8A69AHMzfCvxt4w1izufGuuW0lpbEHyYBnIzkjAAAz0zXtVraw2NpFa28axwxKERFHAA6CvOJfEfxUaMiPwfpyP2Juc4/Wur8HXfia80qR/FNjb2l6JSESBsgp2PU0AdHRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFW/u7axsJrm8cJbopMjEE4H4V4b/wikumC/ni1KzvdG1C1mGmW2oT+Ubcv0YBvT1r3e4BNvIFVWbacBuhPavBrHwbo3xEEWseI/FUo1JXMc9kWRfKKsRsAzwDigD2jw1aQ2HhnTbSB0kjht0QOjZU4HUHvWtVXTbC30vTbawtF229vGscYznCgYFWqACvP/h7Ctv4n8bxo5Zf7TVs+5QE/zrvZHEcbueigmvO/g/i70rXNXODJf6rM5I6FQcL/AFoA9HoqtPfWltcRQT3EUcs2TGjsAWx1x+dTCRGXcHUj1BoAfRTVkRhlWU/Q00yxqpJkQAcEkigCSiohcQN0mjP0YUC5gIOJoyB1+YUAS0VGk0UnCSI2PRgac0iIuWdVHqTigB1FRC4gY4E0ZPswoFxATjzo8j/aFAEtFRrPC5wkqMfQMDQs0THCyIT6BhQBJRUEl3bwyrHJPEjt91WcAmnfarf/AJ7xf99igCWioI7y2ldkjuInZTghXBINRT6pp9sQs17bxk9A8oGaALlFUE1rS5HCJqNqzHgKJVyf1oh1nTJ9hi1C2feSFxKOcdcUAX6Ki+1W/wDz3i/77FQy6lY24zNeQR9/mkAoAt0VVOo2Ii8z7ZBswG3eYMY9aV7+zjTe91Aq+pkAFAFmis3SNc03XoJZ9MukuYopWiZ0PG4dRWlQAUUUUAFFFFABRRRQAUUUUAFUtY/5At9/1wf/ANBNXaz9bcR6Ffu2cC3cnH+6aAOE+BMrSfDG2UsW2XEqj2GQcfrXpdeZfAcEfDG3JYnNxKfpyK9NoA8RX4peNrq01260/R9OnttJuGSWRnKsFH+z3rsvAHxKsfF+mWX2ox2uqXG/FuCcNtPJWvDki0i0l8Twa7Ya0Li5upBatahghJzjI6HmrHhi18Q+CtV8M6x4isblNHiaTyVSLLxhuu4Dnn3oA991H4ieFNKleK81q3SSOTynUZJVvQ8Vymh/FqPXvHt9YWxtR4etLYzvfMSpwAOTntk4ryW9E+vT38MGlXgj1HXY5i0luwPlYPfHHNdH8RPC99d+KvEFpoOnOscelwHbEm0OFcFlGBhjjB/CgD1e2+K/gm6kdE1+2Up1L5UH6Vr3ni7QrDULCyudQjjn1BQ1sDnEgPTBr5ltvB134rvbGPbdRWdpYlJ7iS0ECxuoJVcn7xJKjJ55rsPhHZ3/AI28T2+rawUmtPD8C2tupB5cdD9R1/GgD6GooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDnPHd5qGn+CNWvNKZkvYYC8bIu4jB5OD7Zrh9Lu/hYz6cLiXTrzVbiRMSPD+8eVuQWAGAc+1dPqni3TdQ8M6pILjULOKG5ayNxbw733KRlkAzkc9frXJ/DfQodW8SatqOo3MmsRabcCLTrqaIKpyMswGBlhwM0AevgADA6UtFFAGJ4u1CPS/COq3ks3krHbOQ/occfrWV8L9Pj034caLHGxbzIBMxPdn+Y/wA6xfjbdyReAZ7RB8txJHHI2M4BcD1rudB0+PSdA0/T4WLR21ukasepwBzQB438XND/ALZ+KvhWzmu5o7e9jMRETYZME5I9zkflXSRfBSyhUonijxAsRAARbrAAqn8RCB8YfAuVz8z969doA8sj+CltDMph8Wa/HDtwY1uTknsc/wD1qbJ8D7GUuknibXngbkxtcZy3qfX8q9VpsnEbEehoA8qj+BWjIf3XiDW1IP8ADcgf0pD8B9HVGWPX9bTdgN+/GCM9+Kj+CbS3Nz4su7i4mmkOotGPMkLAAFumenWpvjV4nudP0/TdB0vUFs7/AFK4UNKJNhijBxkkcqCT19jQAsHwP0y0ffbeJNdhBGG2XO3PpyKlm+C1jcRGObxR4hkjPVXu8g15zN4k1DU/gNdWyX1w19pl8sVxKszM0iEkg5646Ctuz+JE8XwNkjNxN/biN9gUFsylj0bB5+7QB0kfwJ0WNt8Wv62rdNy3IB/lUb/AfSyN1v4i1mNyfmYzbs/yryjT7zVE0bw8tprerRNObpp0E5G1kx074x1zXR/DPx1quh6BNaa21wtlqaytp+ozSZVJQpypJ6ZP60Ad1D8DNJtn8yHxDrsT4xuS52nH1xTf+FHWMQL2fifXYJiMCQXGeM+2K4zVfFWoWnwZ0Wyi1SZtT1udhJcXFwchNxBwx6LwB+ddz8EPFT634TfTLu4aa/01zG7M24shPynOefSgCG4+BWj3UyTXWv63NMowHkuAWH0JFM/4UNoJ6a7rH/gQP8KxfjTqD2/jvw5byanfafaPE3my2bN5gBbHCg8muP1vS9O07R59R0XXvE4nt7iESi9DQgh2xkZAOetAHpcHwG0O3mMlvrusxy5yWjuAGz9QKjk/Z/8ADMrE3Gq6pKQMAyTKcfpXnfhrxVqXhT4jatqbyX2paLBJ5N3K8vmGNGI2secEggc1h6/qtxqg17Vl1e9b/ibhd9vMRE0Tbtu1SQcjHFAHsEP7PvhOI8X2ol8HDCZQQfXgUwfs/eGVkXGr6mHXkYlXI/SuBttM0+W+hi0TVfFw1x4jLbm7QRxhwP4i3Y+vvXL3b31hpR1G7ufEVvr4uOZ3H+jH5uof1/MUAe2/8KD0P/oN61/3/H+FRyfs++Hph+91bVn/AN+VT/SvQvCV3NfeE9Mubi6iup5LdTJNEwZWbHPIrboA8j/4Z98PGPy/7W1bZjG3zRjHpjFSD4B+HNoEupatKoOdrTjB46dK9YpG+6fpQB5N8BrS2s/DusQwyszJqLoyE52heF/MV61Xifwp8TeG/Dmka4dS1a2tbqXUZnaKSQBiASBgV6voHiPSfE+n/btHvFubcNtLKCMN6EGgDVoopo3ZbOMZ4x6UAOooooAKKKKACiiigArO11Gk0DUEVgrG3cAkZx8p7Vo1l61cQtpl/arcRi5+yu3l7gWAwedvXFAHF/A1SvwvsSZVkzLKQFH3Pm+6ffv+NekV5F8F9YsNH+F1rJql7DaRy3skcTTuFDE44Gfxr1tXWRQ6EMrDIIOQRQBwvjj4i2vhfVLLR4dLm1XU7rDR20OMgdj9ap2vxb0p9G1S41fTriwvtNwZtPmx5jDsVBxmuQ+LA0+4+JulW97PcaJJ5H7vWYnwB14YcdORnNcJqWnx6lfeKWluG8Q29paiQawFKsrjGBkZBHbFAH01o/iTTtZ8P2usxzLDbXCbx5rAFfY+9Xv7RsvKjl+1weXINyP5gww9Qe9fJLLoc+t6emlyxRaWLRTIupySCB7gL844759OKyNMt7zVb3Q7G/kkbS5L7yImJYKAWUOEJ7dKAPrLxBB4c8WaN/Zl/qML2txIu3yrhVLMDkAH8KueGvDGl+E9JXTdJhMUAYsSxyzE9ye9fKOpaJpFt4f1jU7Izq9rrYtbdi/3YcMRx1zx1r640Z1k0SxdHZ1aBCGY5J+UdaAL9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVV1E3A025Nooa58pvKB7tjirVFAHg+hz+Mfhv4cuJ73wrJqE10XnkuEudwh3HOCmOOSScVr/CPxB4iNhbWV54Zvfs11LJPJqTyALuYls7TzivX2UOpVgCCMEHoaFUIoVQAo4AA4FADqKKrX9ylnYXFy7hFijZizdBgUAeO/ELVU1429hFFFcre61HYxui7XCxkMwz3+avaVUIqqOgGBXj0emWM3xC8GaZLIkk0EM+oy7DyZG+dSR6f4V7HQB498TJo7f4ueBZJXCoJGGT6k4H6mvYa8b+MtjqreKfCepabp1xffZZi7RwrnOGU49sirlx8SfHGV+zfDu8xj5vMfv7YoA9YprDchHqMV5H/wALJ+IP/RPJ/wDvo0f8LJ+IP/RPJ/8Avo0AM0f4e+PfDNzqR0PxBp0EF7ctOyyW285JOOT7Gn23wt1rW/G8GteOL6z1WCCDYkUcewEg8Ar0xyTT0+JPjvYd/wAPLrdzjaxx7Uj/ABS8YRjyH+H18LuQ5iG47SB1z+tAFPxR8HNUutZvD4avbTTdIvNjS2gVgpde+Bx19K0pPhLJL8RbLxG09t9ljhXzoFTGZVTbn3yeaim+JPjvzT5Hw8uvLwMb2Oc9+lRf8LM8f7wv/CvZ9xGcbjQBQj+D3iC3vdP26lYyW0Ulyz5jIZBL1x/ePT0rZ034V3Z+FF14S1W4t5LkTPJaTKMrEeNp9fXP1otviT41wftXw7vs5GPKft3605viZ4vEm3/hXmo4LcDeM7eM/j1/SgCh4c+Dd5Fqelv4mu7O/wBO0u3aKC1SM7WJYnLZ4P3j+QrY034dXfh74o/27oYs7XRZ4dlxapkEHHYdOtVrj4k+Mefs3w71DOOPMcdc+3bFVf8AhZPxB/6J5P8A99GgDf8AF3gW81/x34d1+C4hWHTmxNE45IznIq78RvB914z8PxaZaXUVti4SWUumd6jt7VysfxJ8feYPM+HlxszztY5xT4fiT458/wDffDy78nn7jfN7deKALXg/4WPoOseIJNRngvNO1RPLFuVP3c8bvwrkJPgFqY0/ULO31W1jjmu1mgXYx2qN3B9eCP1roW+JPxA3Hb8PLjbnjLHOKT/hZPxB/wCieT/99GgBdR8CfELXNKOkal4m037C6hHMdmA4UdMEc9qyH+FXjuHRJfC0Ov2Uugud26WP94OeQM5I/Otb/hZPxB/6J5P/AN9GmN8RfiO7oYvh/IqrkuGJ+YegoA9G8JeHYvCnhmy0aGZpltkx5jDBYk5J/WtuvHLj4j/EdoWEHw/lSTszEkflVSX4hfFZpCY/BG1OwKMf60Ae3UjfdP0rxVfiJ8UhCoPgXMgbJba2CPTGaZH4/wDiuTufwSpRSNw2EEj25oAr/D/wvoGpeEfEup3ulW11fR3N0okmj3bQCSMZroP2f4Uj+HbSr96W7kLAHOMY7dqh+FWjaxa+EfEsGs2M9g93PJIkcg6BlOcfiaX9n6LyfB+ow5yI791z64AoA9booooAKK4n4razq2geA7rUtGmWG5ikTc5AOEJwcZ/CuAsfiT8T7jRbR4fB5uXZdxudhxKOxAB4oA91orw9viF8Vyfl8EgDH/PNv8aT/hYXxZ/6Eof9+2/xoA9xorw7/hYXxZ/6Eof9+2/xpV+IXxXAbPgkHjj923B/OgD3CvKviT4I1Q6m/jPw9dOdRt7cpLaPkrMgByBj2J471jWXjn4uSSBH8HI+W6uhTg/jWpF4z+J8d2bW48EQzMqEl45CEP0OaAPO/hX8P9Q8Zx20mtNInh/TZ2eO3ZSPOdsbgPb5Rn8q+m440hiSONQqIAqgdAB2rymbxP8AFHYgsfBVnbpySrSZ6/jxUZ8U/FvCIPCFnv5LNv4I9OtAHp2p6NputW4g1Oxt7uIHcEmjDAH15ptroOk2Onyafa6daw2cgIeFIgFYH1HevMrjxv8AFGCWdP8AhB4zmPdGVckL65OeT7VUh+IvxOWFlm8Bs8meGAYAD6ZoA9SfwtoMmmJpr6RZNZIcrAYV2A+wqymj6bFBBClhbLFb/wCpQRDCfT0ryq2+IPxNhhDXfgMyl/u+WSMY9RmmTfEL4nzzKlr4EMQbCjzMnBz1znpQB6jd+HNFv7VrW60qzlgZ/MMbwqVLeuPXmtGKKOCJIokCRoAqqowAB2rx6bxh8XYJEQ+ELZi4JBTJAwO/NZ2o/Ef4k6ZqmjWup6PZaet/cLGu4Z3DIyOTx1oA92opq52jPXHNOoAKKKKACiiigAooooAKKKKACiiqeo6nZaTZveahdRW1un3pJWwBQBcorFTxd4dkRXXW7AqwyD569KsS+INHhjjeXVLNVk+4TMvzfTmgDSorHPirw+G2nWbHOcY89f8AGppfEOjQyLHLqtmjsMgGZeR+dAGlRWVceJNFtGhWfVbOMznEeZl+Y+1LceItFtZAk+q2UbEZw0y9PzoA1KKy28SaIkKTNq1kI3ztYzrg4/Go/wDhLPD3/QasP+/6/wCNAGxRWXZeItF1GMyWeq2cyKcErMvBqSfXNJttvnanaR7jhd0y8n86ANCisc+K/D4ODrVh/wB/1/xp8fiXQ5Ud01eyZUxuInXjPTvQBq0VTXVdOYZW/tT24mX/ABpf7TsB/wAv1t/39X/GgC3RWZN4h0a3AM2q2aZGRmZf8ajtPE+h6hqI0+z1W1uLsoXEUcgY7fXigDXooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAorhvGur+NdN1G3Xw1pVrdWjQM80s7YCMvPb26V5vp/wAV/iG3hq48QSaTYXGnW0pjlkwVIx14H86APoGivEpPFXxe1PSINZ03RrKO0lUukSqHcr1BIPtXY/DPx+3jXTbmO+gW11ayk2XEAz/31g9Ocj8KAO8ooooAKKKKACiiigAooooAKKKKACiiigArD8WxG48N3NtukXz9sRMYycEjNblY2v3E8A00QqSJL6JJCDjCk80AcX4f06Kf4061dhQF0zT4bSIdxkf4V6bXnXw/u31Lxt42vdiiH7XFCrqchiikHmvRaACiiigAooooAKKKKACiiigAppB3AhsAdRjrTqKAGlQWDEcjpTqKKACiiigAooooAKKKKACiiigAooooAo6xK0GiX0qDLJA7D67TXmH7PcjS+DL+RvvPfOx+pAr03W38vQdQfGcW8hxnH8JrzD9nmRX8FX5BAJvWOM9MgUAev0UmR6ivK/iL438QeDfF+kXZtf8Aim+UuJEBbduxkn0I7DvzQBp/Gtivwu1PB6lAeM/xV0fgj/kR9F/69I/5Vy3xZv7XU/g/qF7ZzJNbzJGyOhyCCwrf+HNw9z8PNClkXDG1UYxjpQB1NFFFABUF5P8AZbKe427vKjZ8euBmp6gu0WWznjYZVo2UjGcgigDhPAfxDuvFvhjV9VnsI4pbGR1WONid4C5FHwv+Itz49h1E3Omi0e0cLlXyDnPHPcYrzT4W+B49esNfu21rVLBIbp4hHZylFI5zkc1vfBa5s/DfhjxVqd3dOLG3vDuZ15wuefUk0Ae315bf/F6W58RT6P4V8P3OtSWxKzSIdqgj09uDzT9G+N2g6zrFrYfYr+1jvJDFb3M6ARu3TGc+4/OuQ8DeJrL4Z+IfEel+KbeSza4uTPDciIsJFz0BA5HcfU0AeieAPiPB40lvbKeyfT9Us2xLbO2TjOMj+td1Xhvwwjl8UfFXXfGUFrLbaawaOIsuBIWxz9cDJ+te5UAFFFFABXj/AMZEEnirwOjdDfn+a17BXj/xkCnxX4HD/d+3nPOO60AewV578TfH994GOkm008XS3cxR9xx0/hB9T/SvQq8V/aIdf7I0GNjIi/bSzSIMlQFPI96AOgt/H/i1b21XUPA9xbWksgWS4EwIiU9WPsBzXYHxb4eWzjuzrViLeViqSecu1iOoFeC6J4h8E6ZrsN3L4s8SXdugKPbXUbtHLkEEnn7vtiua0ay0yPxnb65qej3ieDZ7xxb+ah8td3TPsO/0oA9o8I/GLT9budaGqvaafb2D/upTN/rUyRnn6dvWugPxT8FC1W4/4SC02FtoG7nP061806rHoD3GtWMNlJb3U2qJ9kOwkJASQQPzFa3j7Q7HTfHtvY2ljb6baxWajzrpW8ucheWwB1P86APpi48VaFa6QmrTarapYuMrMZBhvpXC/Ev4k2Gn+EIrzQNTtrmd7yJR5MoJAB3EHHqBj8a+evCS2r69Ytr8c8vh+GcC44fy03d+Oma1PGFp4blutSu/DOj3o0yGZIheeYTCvrgEZOcHGTQB9b6TqMOraVa39u6vHPGHBU56jpV2ud8CjSP+EL0w6GgTT2hDRrgjk/eznvnNdFQAV5x8cGVPhjfMY0cmSNQWGduWAyPfmvRsgcZrzf46f8kvvP8ArvD/AOhigChoHwV8G3fhvTp7izmknmtY5Hk80jLMoJOPxq5H8CvBi7A8N5IFXaA1wcfX612/hn/kVNH/AOvKH/0AVq0AeTn9nvwcTnzNQ/7/AA/wpG+Afg3zVElzfl+wa4GT+les1458YLO50jxF4e8XQSyiG3uEhnVXwACeDjpQBdl+Afg9yu6bUARnGbjt+VWLX4GeCQu547q6PPzyXGf5f55rz/4ga/NrXibV9VivbpNI0yFLWH7NcGNJp3xxuHXrk/SsjTviJf8Ag3wTqvhiK8EurC6HlXQkLqEZRuKH1GO/rQB6ZJ8BfBcsxQXF6OSRELkfL7AYpE/Z/wDBbMQs18xU8gTjj9Ky3+D93baTa6zY+LbuDXm2ytcXMv7osw5Hr3qb4L/aZPFnjB7248+5S4CM6SFkJy2Svtn2oA0j8CvBazM6XF9Eu4ZRbrAHtUsnwL8F/aBJK17tLArG1z8v0FeP33+m6pqF411dwh/EKwFFnYqE69M8mvUvjQzwt4RSGR1B1BV4YjIx3oAuD4D+CHvWlVbsqp5hE/yj26ZqJvgH4LaZ1Se+QscmNbgcD6Yrlvhz4gk0X4veItM1K6IhuHmCmSUlA6Nu6n2zUHwp1C68QfGbVtUurqch4ppYUkPDIXAXHbgenpQB2g+AXhQdLrVB9Lj/AOtVm1+BnhG3LeZ9vuM9PMuTx+Vel0UAeV3HwC8HzzM+7UEB6IJ8gfTIrjPAPh3T9F/aBv8ATbJZFg0+3bytz5JJRQSf++jX0PXiOkyR3n7Teon5Yjb2pUCM48w7F+96nDfoKAPbqKKiuJ4rW2kuJ5FjhiUs7scBQOpoAloqrp+oWmq2MV7Y3EdxbSjckkZyrCrVABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFICD0INAC0UUx3WNC7sFUDJJOAKAIb+UwaddTKoZo4nYA98AmvDPCekXmv/AvxDBZoWurm6mdYz0yGzgV7lb39le71t7qCfadrCNw2D6HFOt4bWzi8q2jhhjyTsjUKMnrwKAPKPDvxn8O6d4QtoNW8621S0hWGS0ELZZlGBj64p/wb0zUbjU/EPiu+tpLWPVpswRSJtYpknd+oH516PdaDol9crcXOm2M06sGEjwqWyOnOK0I5oSCsckZCHaQpHy+1AEtFMSRJASjKwBxkHPNPoAKKKKACiiigAooooAKKKKACiiigArA8Wx3LaVDPayxxvb3McxMjYXAPNb9Vr+0jvrCa2kRXWRCMMMjPb9aAOE+D7LP4f1a8MSpLPq1wXx3w3FeiV518G45IPC2o28zKZ49VuBJjHXIr0WgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAM7XiB4f1EkZH2aTj/gJr57+EfgGXxP4avb628R6npT/aNnl2km1TgdWHfrX0TqyCTR71Cm8NA425xn5TxXkn7PEEcWg62VJDm8CtGTnYADj/PtQBYb4Na4ww3xD1gjIPJbr/33XDfE7w/DoFnb6GvinXdZ1m6K4s5Jt8fXqV9z0FfTFc6/grQ38Xp4nNov9pJHsDjoT/eI7nHGaAPIdS8IXvgn4C6nb6ldSy3F08bGAMSkGW6D09/evU/hksa/DfQhEGCfZV+91rL+NKq3wt1XIB27CPY7hWv8OLUWfw80OFWLAWqkEjB55oA6qiiigApOtLRQBVs9Ps9PjaOytYbdHYuywoFBY9Scd65zxyfD2keCtVn1ewV9PcZnhhXaZWJwORjknHNdbVe8s7bULZra8t454H+9HIoZT+BoA+YdD1LQfGniXRodQltND0nTJVSy0+MO8kxZgcFsdyBya+nLvTrHUIvKvLSC4jxjbLGGH61Rl8LaBNPDPJo9i0sLbo3MC5Q9cg49q2KAI4YY4IljijWNF6KgwB+FSUUUAFFFFABXiHx8dE1XwiZTsiW6LNISAAAy5r2hbu3e7e1WZDcIoZ4wfmAPQ49ODXjfx4sxqGreELNhlZrtkYY6glc0AelWPjbwvdw/uNf05hGAGzcKMce5qOXxf4Pu2MU2taVKUYDDzIQCR71mp8JPA4QA6Bb5xz1/xpf+FSeBv+gBb/r/AI0AaB1LwVLIha80JnX5lJki47ZH50t54t8HWcKQXWs6SsTfdj81GXj2FY918G/A10Uzowi2nP7qVlz9cHmm33wd8F3FtIsOjRRTeW6xsGbAYjAJ55waANKy8W+BtUlY2+qaQ8iHkuyKeP8AexVp/FHhC9uPJl1fSZpUB4eZDj8TXmHw58D+Gr+TVdB13RrSfVdJm8uSaPO10P3TnPXjmu8/4VJ4G/6AFv8Amf8AGgDVfU/CD28lu19ohhlGHjM0W1vqM81B/avgjyDpP23Q/I27jb+ZHsx06dKy7r4OeBrqLYdFWLnO6KRlP5g0z/hTPgb7MsH9jj5f4/Nbefqc5oA6BfEvhTSbAJHrGlW9rCMKkc6BVHsAaYPHXhVpXjHiHTtyLuYeevArLHwk8DhQP7BgOPUk/wBaP+FSeBv+gBb/AK/40AcN8UfEM2meI9F8V6Rr9rdWFowSWziuFY/MeSFB5yPyrS+J/iLTfFPwVuNV02QzW8kkXGcMjbxww7YrlvH3hrw5J4jtvBHhjw9FFq9yVaS8YNthTrkc8+9b/jDwfZeBvgZf6ZbtvlYxtPMf+WkhYc+woA9M8ITi58G6LKBgNZRcZ9FArbrl/CMkWk/DfSppXLQ2+npIzAc4C5PFcZB+0H4WlVy9lqa4YgbYg2R2PXj6UAet1g+MfDy+KvCt/o5ZEa4j2pI65CN2OK5rwx8X9B8V+JItFsLe8SWSNnDzIFGR2x9KNf8AjH4Z8Paxd6bcpezS2hCzPBEGRCe2c0Ac/Z/Be8i0nRdFn1WF9Ltbprq9jERzO/GAM9BgY/Gn+MvgPpmu6haz6HJBpCKNs6JGWDc8EDPB6/pXZ6p8RNC0vwhb+J3eabT7gqEMSZbJ7EGsXSfjZ4S1bUbeyV7u2ec7Ue4i2rntk570Ac1c/DDx5rdjbaDrXiS0bQ7cqF8tCZGC8Lngc496sy/CnxF4Y1ia48AazDYWt1GqTxXOWII7jINburfGvwhpV/Laefc3bxNtke2i3Ip785rRvPip4UstIsdVe9kezvGZY5I4y2GHUN6GgDjY/gdKfB1zZT6xnWZ7kXZuQp2K47Yz39atp8OPFviC+0pvF2uWj2emOrxQWcXzMVGASxHX1rotO+Lng/U9SgsIL+RJ522x+bEUBPpk1e8R/ETw94W1m10rVLl0ubhdwCIWCjtnHPPagDhta+Dd9rWhX0E97AdQk1Z7yCc9onwGVsDrgZx0yBXS+HPAV3oHjk6sk9t9gTTY7JURSHcqBliOgyRn8az5Pjv4ThlWJ4dTEpJBjNthgR2xnvViX44+C47RZlubmWUjm3SA+Yp9CKAPSKK4aD4seF7vw9fava3MkgsoxJNbFNsqgnHQ+5rl7z9oTw+kcDWem30peRRI0qhFRT1Oec0Aew14jZy2WlftJarNcXEVnE9luZ5pAqsxC9yeOn6V7LYX9tqdjDe2cqzW0yh45F6MK8O1Hwzpvi/9oPU9O1iB3tksg6qrlCSAuDkfU0Aeyf8ACT6B/wBBzTf/AAKT/GsPxjqOma74R1PS7DxFpcNzcwlEdrlCPp179Kwn+A3gppHZYLxQduFFw2Fx1/OqHiX4b/DzwZ4eudZvNLmmSCPYFMznexGBxnr70AUfgn4zt7S3k8F6pcxpfWsrC2IcFJF/uqw4Ndr8T/HB8D+FzdW6o9/cP5Vsjcjd6kdwBXl3wa+GQ1C/j8XalEYbRJS9lbHOWOeGOew7etdv8b/C194g8LW11psTzXWnziURIMllxg4Ht1oA5b/hYvxK0GPTNX8RaRAdGuXXf5MXz7Tz2JIOOatt8T/Gvi/VLpfAujRSabbMFaecDc3X1IAz6VUvPiX4k8S6Jpvh7RNF1Cy1mVo457mSE7VAGCwyOMn9M1V8J6/c/BzUdW0nxNp93Ol1N50N3bx5WU45P48fSgC9e/GXxBp3h/V7XUdPtrHxFp8kahX5V1bOSFzyeOxxzWhqHxX1CT4R2viHTZLb+1TOkFyGT5UYnnjPANed+NNI1PxlDrXj2XT7m0sy0SWkLqdzr03Y9On51d+IXgO80/RtM1XRbG5Sxv4IRfWdvHkI4A+Ygdz9KAN8/FTx34t1RtM8Iabb74IR58uA2W4ywLHAGeg5rP1j4y+N7Syg06TTFtNYhuzFPL5P7uTHRBnjJ5zg9MYqTwXc3Xwj1e9Oo6LqM+m6jDHJBNBHvK8Zw3oe2KwfGP8AwmHimwh1zV7a9GjTaifIs0gzLEmD83A444570AegX3jX4p6fYPey6Ho7Qww7pNkwJ+7ktjf29Kf8N/izdeItD1tNUmg/te1jkuYE2hVdApIAHfBH5Vxbf8ISsF3HpvhXxLHfGB0tJJBIwd2QjlScD9al0/4c3yfCK217TbeaDxBE0jsqxESSRMSpUj6c0AT2/wARfiifBcniYfYH0wSFfNaMb+uOFHYVLe/En4naVoWl61dRaWbHUGCwsE5Yn1GeOlWbBdUsv2a5YbaG4S6aZo2jERL7S/IxjNP+IOlTXngHwJpf2VgkkkaSSxwkGLK4xjt1oAu6h8SfHfhrXNFi8QWWki0vJBE4tn3MeQCevB5qT4qfFjVfC3i200jSVt/LRUluDJyWJP3eOgx/OuV8e+Arb4f+IvDup6XDqGowef5k6SKZeVKkDp35/Kmx/D/XvibJr/it5n08zSMtva3MR3Oq4IXPGBwBnHagDf1rx78U9H1bT4pdO0srqTf6JFF8wfj7u7IqG48f/FGy8YQaFc22kpeSRCVYGwEcdcbs9fxrK0TVr7UR4D0yaw1BpdJvnS4nkhbavYLnHYYq98W9Nhm+KtlPqmn6lPpRtVEj2UbM3foRQBp6z8QvifpemXeo3WhaVa2tumGcSB8EkAEAOTUI+KnxA0K207UPEWhWa6VdyRgXK/3W54wx5xk8iuSvLbw1baLq0Gg6L4onu57bYjXcJ2LyCTjHbFaWua7rHxE8M6H4QsPDd9DcwNEZbiVCkY2rtJ6DA5zQB734g1OWx8JahqlkytLFaPNCSNwJC5H1rw/wn4z+Kms6G99Z3Gly2yyN++vWRGJz0HI4HTmvZbqybQvh5PZQRvctaaa0SoMkuVTFfNfheDwZBocp8T6Vr0l+ZTzboyxqD90dRyaAPVv+FkeJ/Ceu2UfjuztINMu7fKz2algsg55OeT7CqOm+Ofib4unu9R8NaTZrpCyFYPtS4Lj2ORn1qldM3xZfT/Cun2V7puk6bD50s91HiRjjCqM8fjXSfCbxPfwySeCtY06a3u9PDLBN5ZCyRqe56Z9+9AGF4b+IHxO1y+1a3t9M0mZ9Oby5xJlAjDI4IPPQ1T0fx98Utd0C81uyTR/sVozrKZAFIKjJ4J9K6P4ZWd5a6x8QJpbSdVlvGMW5CvmYMn3c9eo/OuG8I/DJNf8Ahvq+ou+pxaikswjtkbakjKOBt785FAHeR/FW6PwabxRNHDHqe426LxteQNjIHp3xVDSvjHeL8K5tcuoVudYjufsoQR7ELNypOD6fSuF8P6F4k8WafoHhFtMudN06znkmuLtoCPnyTnnqR0qj468A+JdA8XLaWf2zU47h1uI5I4iFZx6gcZGPagDvbjxv8W9F0xNY1HQbOWyf/lmiZdAehIUkjrS3XxD+JmlXmhaffaVpQu9Vb9wG3AtnHDDPy/eFTap8SvEGu6BaaJ4d0LVbfXJNkc80kBVYtuNxBPBzip/HNvdxfEH4bxXTvPcRSBZ5tpwzZTJz05INAHoHh7Udas/Dst341axs7hJTl4nxGEJG3JPfJxV9vFXh5QCdd03BOB/pSf41Lr2g6f4l0ibS9ThMtpLgsoYqeDkciuK/4UZ4F/6B9x/4FP8A40AdXceJtCntp4ofEGmpKVKh/tKfKSOD1rx7wH4r/wCEC8Z33hzXtXhvrS/kWWC+in8xAxPfk7c55rurr4VeANIs59QuNGUwwRbn3O7cL3xnrXl3gzwTp3xF8ZS6tBo/9meGrMgRomf37A8Ak+vfFAH0mrB1DKQQRkEd68g+PFn4iutM07+y1u5NMDst5HaAlznGMgdRjPtXr0caRRpGgwiKFUegFeb/ABK8K+IbvUtP8SeF52N9Y/6y0aQhZ1ByOOhPJGO9AHmHhe28Lv4p0ebwprF1o99FcBbm11RtpmU4ztIBGTyMGtnwv4I0fxAPEl7qmq6hbQ6fqUi+ZHdEAxjnBz/Srd14c8YfETVtObWPDNjoUVpOJZbtQPMfGDtHJrLvPh98RRoF/pltbWwtb+/aeeNZsO6joCfQ0AReCvBMnibxXdatpd/qlr4Zs5CIZJZ28yZl9D6e9YPhh/BQi1iXxTqmqw3S3r+X9mdwsi59h169e1em2Oq/EnRra00ez8E6bFaCMRKY5TsTtuY5/Gsfwr4c+IHhTTb23/4RjSNRjuLpp9k8uWViO3tQB23wnh8MjRbyfwxd6hcWsk+JPthPDgZ4yPQivQq47wDqGv3tpdrrfhyDRBG48qOHpJkcnqfauxoAKKKKACiiigAooooAKKKKACiiigAooooA818FmfSfib4t0Wfy1iuGS/gUHGQ3BwP516VXmXxNsrvRNR03x1pSA3Gnt5V2uM74G4PHtmvQ7C/ttTsIL20lWW3mQOjqcgg0AcF8XvGWr+DdL0q60mJXaW72yFuQQB93Hvk/lWLF8Z9ZMSGTwJqhfA3FM4z7cVN8ev8AkBaB/wBhSP8Aka9MvL5dN0SW+aN5Ft4DIyJ1IAycUAeSr8ZvEvlybvAl5v3fJgNjb78dag/4XN4xz/yIs35P/hW5ZfHTRr+3EsGi6xIOjeXBuAPpkVv+CviJbeNdQ1G2ttNu7VbIDc04AJJ7Y7GgDk0+M2tcb/Amp/dGcZ69+3SopvjD4oiyh8B3gkyDzuxtPPp1xiu38O+PIPEHizV/D4064tp9NGXaUjDcjoB9c1zOqfHLSdJk1GCbSNQNzY3BgdFAK5yQDuzgZwaAMy4+M3iTn7N4Eve2PMDfj0FPi+MHilojE3gK9N4xxGF3bPbORWvpPxp0rVNRtNO/sfVYby4YKEeHhSfU+ld9rOr2eg6TcanfyiK2gQszH+VAHkzfGDxdFtWbwHch95DY3YwPTjrVpfi74ltxm+8A6gu/mPy88r78daji/aA09ws8nh3U0si+03OAVAz1rp/C3xS0nxb4sutD0+GVhDD5yXORskHy9O4+9+lAHKf8Lm8R7Zv+KEvt2f3XDYx/tcfyqI/GPxfJKqQ+BLgljgBg/X8q3L/4y2Wl3euR3WlzmLSr1LVmjYEsG3fNg+6nimXvxrsdOubX7d4f1a0s7kZjubiMIp4z3oAzpfi34wtN8V54BuluCAYwu4r+NVZPi/42ikO/wJKAPlIw/XrVm3+P1teeYbPwvqlyiNtLxbWH6U4/H22S6FpJ4X1VLll3JEQu5h9KAKX/AAubxj/0Is35P/hTj8YvGci/ufAs2cAEsH612Xg34p6R4v1J9LFvcWGpKpb7NcgAsB1x+HNaPjnx1YeBdMhuruKS4muJPLht4iN7nuRn04/OgDho/ib8Qnj84fD6UxFcg5ai4+KXj21jEk3w/mVCQAcseT9Kku/jqLG9isrrwjq0NzMAY4nChnB6YHeoV/aAt3u3tF8LaobiPO+Ibdy49RQBXk+MXjOKQo/gSYMOow9XdK+Jfjy682efwHPLbhhtERKsMjjr16VHY/HaXUXme18IanPbxkLuiwxDdwewq9o/xqg1PxbYaHc6Jdacbs7d90wBBP3cAep4oArTfFLxv85h+H9ziFf328nhsZOMdqhl+K3jiOEynwBOEVQzElu/Suo+IPxRsPAVzZ2stpJd3NyC+xGA2r0ySfeu4hl8+1jmAxvQNj0yKAPO/hp421Xxvomt3epwww/Z5DFHFGpBX5TkHPWsb9n+32aX4gn358y/xtx0xn/GqXwTuSf+Eytyx2i5d8dv4hVn9n3f9h8SZzs+3Db6Z+bNAHs9FFFAHAfGj/klurfRP/QhWx8P4Xg+HuiRMy7haJyowORWP8aP+SW6t9E/9CFanw3umvfhxoczDDNaqPy4oA8Rt9Y1vUtT1I3PxOXSvKu5Y1t53bcAGOMY4xWrqus+OvCkej+KZfEY1zRCyrcG3OIyN2MY7/X1pNH8OeIND1LXPtXw+TWUvLx5YpZmA2rk9PrmtKfQPGXjeDTfDV7oCeHPD8B3T+S+Q6g8KB6/1oAm0Sbxt8S7668S6Vq7aDppUW9tEw8zeB94/XPesvQ7z4i6vr3iPTf+EtWJtFBEjmHIkIz0HbpXUfDzw94p8D+Lb3QXikuvC77ntrgkYiPUfnnB96f4S8K6/aeNvG99dWy29nqRdYCxyZCd2CPbmgDz7SdY8U654Kvb24+IUVm0TSD7PKcSvt9D1wa6HSviNrFr8C5NTu7hhqfnG0s52+9IeMH3xz+VP8HfCKCXwXq0ev6Cg1Z3l+zSu/z4/hI9Oa5nRPhz4x1yLR/DWtabJY6NY3DzSzZAJDYzj1PGB9aANtfitr2lfD64gu5Vk8S/bvsu6THyKyghgB1x/UU3VvDHxZ0CGLVbLXZ9QubgkTQQnIjyeODwRyaxvGvwW1uz8Sxr4ZguryxKCTzZpAxR+4J/AVvav/wsrxzFp/h6bRptH+zsGub0SsquMccj+Q70AUpNL+JFj430rQZfGU3nX0Jn37iVjAHII71n23i/xR4L1Dxba3eqz6jqETR20DyHK72bAbB6cV6FfeGNd/4XHoGpQWjyabZWYhku5GyDwc++cmuV1j4a+IPE/jPxfN5BtFdlms5H+5K4OVw1AD9U0n4l6D4Wfxdc+KWNxHEJJrMjIVf5Zwa5uf4x6v8A8JlpOqxahO+niGI3lmD8gPKvx+v4ium1DUvibregv4Nn8MMsjoLea/Ykqy8c56Vb8N/CmXRPHsVtPpwudFbSjBcXDgFXkbJbH49KAJ/CF4+pfHzWbu2vvOsZbFZU2NlWUhSo/DJqb41SpB4l8EyyuURb4ksO3K0/4bfD/UvBfxE1rzIHfS3gAtbktkbd3CnvkD+VUfj7/wAhPwh/1+H/ANCSgD21SGUEcgjNLTIf9RH/ALo/lT6ACub8X+L7PwnpyySK1xfTnZa2kfLyv2GPT1NdJXjXjfxXpGhfF7SdRnRb9LaxeKZIB5j2rbs7yB7H+dAHXfDnwxc6NaX+rarGqavq85ublF6Rg9EH0rrry/tLBEe8uYoFdtqmRgoJ9OaoeG/EVp4o0oalYRzLaOxEbyoV3gdwD2rybxX4k0DX/iXLp/iKVU0LR4mVlfdsknboSR0xQB7erBlBBBB5BFOrwbwx8SrDwhrI0y516PVNBnDNA8Qd3tT2U5GStewaP4q0LX2C6XqltdOY/M2RuCwXOMkdqANmimq6vnawbHBwc06gCBrO2a7W7aCM3CqVWXaNwHpmuI+M1u9x8L9WCOE2BXORnIDDIrvq8/8AjTcC3+F+qbgx8zZGNp6EsBz7UAa+gQG3+GNjEzq5GlryBwcpmvDfhtDqY8KTPZeKNF04G6ZhbXsKszEADkn+E+le9+EbYJ4G0e1nZHzYxhsdCCg/oax3+E3gR4WjOg2wLfxhjuH0OaAPOfGhbw3c+FPHKz2NzNbP5F9LYBVSU88AD2yPwFcVdm78SXYWz0hr6+1m6fUZoUOD5I4VTjp619GweBPDcHhkeHRp8b6aHLiGQ5+YnOc9c1b0vwnoGi3ou9P06G3uBEIhIuchB2GT0oA+azq97bfDXXfCWqQtbXNndQS21vPwyK0gyv6iuv8AEnw/8ceLtCsWvItJtobG2aSFLT70jbRtyfcCvXNV8DeFtc1A3+paRbXF2QAZXzkgdOhroI1jiiSKPaqIoVQD0A6CgDxT4Mal4YsfAM0Wq3NhHdLcSCdbgKGx6HPJ4ryW6leSRxpkm2wl1vfYQyDKlsjn6fdFfSOp/CjwXq+pvf3Olp50hy4jcqrH1wKu3Hw88Kz2+mW7aZGsWmv5lsqMQFOc8+vIoA8U8Vw6tD8QvDSePPsEFgX3obIBAqg87iOetZ2tRan451rxN4i07R5b6CB1S0u0k2iARnOQP4sgH86+itc8JeHvEskMmsabBePCpWMyE/KD24NS6L4c0jw/pb6ZptqkFnIzO0YOQSetAHhd34kste8ZfDrWFSN2kHk3ICjPm5CnI+pz+NXvh9Pp2j/FXxdF4jW2tLiWQvbi5QKCu9jlc8cgrXpVh8LvB+m3sF5a6YqXFvP58b+YTtb/AAq14m8AeGPFdzHd6xZJJPGu0Sq+0lfQnvQB4F8VZLa68b6ndeF5omgFgDfPARsIyARxxnpUviez8ZWXwmsPta6W2iGONQ8CqZcZ+Ulq96svAHhTT9HutLttJt0tbpQs47yAdMnrV658MaHd+Hk0KexhfTEUKsHYAdKAKXw8Fuvw90MWpJh+yLgn17/rmuH0/wD5OX1L/sGD/wBlr1HStNstF0yDTrBBFawLtjTdnArya2g+0ftOXEiy7fJsd5AP3vkAx+ufwoA9nqC6tbe9t2guoI5om+8kigg/ganooAZHGkMSxxIqIowqqMACn0UUAMEaBtwRQfUCmy28M+POhjkx03qDj86looAjMMZi8sxoY+m0qMflT9oxjAx6UtFADWRXGGUMPQjNG1SMbRj0xTqKAGeWmQdi5HTinAADA6UtFADQiBdoVQPTFIyI4G5QQDkZHQ0+igBrIr43KGxyMjNKAAMAAD2paKAGLGi/dRRk54HelKq3VQfqKdRQA3Yg6Kv5UBFXkKB9BTqKACoTa25GDBGRnONg61NRQAxYo0YsiKpPBIGKPLTfv2Lvxjdjmn0UAIAB0AFNSNI1wiqoznAGKfRQAgAHQUYBOcDIpaKAGhVByFAPrikeKN2VnjVmU5UkZIPtT6KACiiigBjoksbI6hlYYKkZBFR2tpb2VusFrBHDEvRI1CgfgKnooA8/1f4u6BofiK80W9t7/wC02pXPkwGQNkA54+ooHxj8InR7jUTc3CLBIsckDQkSgnodp5x7159qf/CUr8dfEL+FLW0uLsW6CQXONoTanTJ65xXL+PfAGv2Wkaj4u8TPBDe3M6Itta8qCe5xwBgUAeyt8Z/C0awPOmpQRzYKyS2jKoB6MT6Vc1T4reFtI1V9OnuLh51hWYeTAXDqRkbSOteU+M9a8bp8NorLUfD9qmkyW0Q+2wvvKrxjPoas2NrqC+PNLi8IS2i3EOhRFjqA3KQR09jQB6Vpvxb8L6g8wL3lqsMRlZ7q2aNSB1wT39qpD43eD/ORXkvo4nbas72rCM++fSsTxJ9vHhK/i+I2oadDptxtjibS4SZFkyCCfbjpXM6hpvinRfAgmMul+JPCggEiCRQkiR44x3BHtnvQB6p4i+KXhjw3cW1vc3MtxNcxiWNbWMyEqeh49al8H/EfRPGd1dWtgJoZ7fBaO4XYzA+gryTTIdN8aappGoeDL+30jXbGxEbWd5EWDhRj5WPDY6flWvod3dWPxms7XxXpVmusSQkQXdgdqMCOrL3780Ae6UUUUAFFFFABRRRQAUUUUAFFFFABRRRQBHNFHcQvDKgeN1KsrDIIPavNfCNnqHgrx3c+FUSa40O8ja7s5DyLYg/Mn0r06igDyT49/wDIu6IADvOpx7TnocGvRNY3jwjfcZcWMnbOTsNcR8dM/wDCCW+3AP8AaEOJCcBOvNd5Be2P9mxie8tmTyQHLSLgjHOeelAHhnwn8J+LNR8KLe6X4qbSrOS6Ym3SBXJKnk5PT6VseAPEmjaN448aSatqdtA5uEAlnYK0gUYYjt17CvWdOXRNNtfJ042NvAxL7YWVVJPfiqUuh+Ep5Xll03R3kclmZooyWJ7k0AeR+DfGvh2z+K3i7Wb3VYLa1ucRwFzxJggEgjjHy/rXDavcx6rp3jHWLZWisLzVoDBKVwD80hyPoCDX0Rd+DPAl6wefSNHJUYGFRf5VdGjeFX0RNJFtpp00EMsAK7M5yDQB5TBf3X2i0k074p2V1cMgFtbTW6AyPjAVmHI545qp4vh+K+q+CNRt9e0+wFnEokkaMgyOAc/KFJr2KHQ/CVvKksOnaPHIhyrpFGCp9Qa1ft9hLH/x92zowx/rFII/OgDyCz+JnhPTfhBBHGLW6uYbdYDpkg5eTvkHt3zXGfDzxDYaD8UrrVNbtIdAtruyzFDghFDbSMfUAmvabvQPh3FfR3t1a6DHOTuRnaNckHrjODzVjV4PA3iGCOXVJNGu4oTtR5JoyFPpnP6UAfP+v3cOqaP4yvbWQPZ3muRG3lCEBj8/JbHTBHFbfxF03xDpo8KDxLr0N/pUs8YaJYhGke3bknueD1r3CHTvCceljTorfSTYwNnyMRlFbHUj1x3p9ynhbxFbxpctpd/DbvlAzpIqH29KAPBfh9q8eipr89v4xsNJtpLh0W2lh35zwsi464HpUln4j0SH4xaNqN14hS7jtLQpc6nIpVJnw2MAdOuK9uPh3wXIcf2XohKntFHxVSTQvh8kjNLZaArW67WyIhsB9f8A69AHmmmzWnjP9oODWfDwL2FnDuubgIVVmAYZHrnI/Ktz47S2TWWkW2oWU6wvcAjU4yT9l+YbuB1JH8q7/S73wlpNiyaXeaRbWqYDeRNGqg9skHr9aW/1vwrqNvJZX2o6XcwtH5jxSSo6lM4ye3WgD5+sgln8TvCraf4jPiWF2AiMwJaBMkYOScEda7rwdGX+OfjG8yojt1O5SoLN9D2ru9OtfAnh6TdY/wBh2Uqc7w8auu73JyM1bh1fwhb3M1zDqGixzz/62RZog0n+8c80AeAeEtXjW58QSp46bw473zvFbvEHRwSckg9/pVPXrceJPFz6jomsjUrrS9LS7a7KEGeSJufl9cY/AV722lfDzUXLfZ/D8zREyMU8rj1Jx/WrWmweCbPcumrocbeSVbyTFny++SOcUAfNPii4v/GunSeNtUnSALcxWEEAXqApLH8Dz+NfWljgabb85Hkr/KsF4PBU9kNPb+xGtUIuRAGj2gjnfj+ta66vpW5IU1Gz3Mm5EWZclfUDPSgD598DfDweMNQ8Q3lt4hu9MhS9eMQ2zEORk8uAR+Feu/Dv4fR+ALO/gj1B7w3cokLOm3AAOO5z1rkfgbJbvfeLPIYYN+SE7heea9joAKKKKAOQ+Jui3viDwBqWnadF5t1IqlI843YIOBXnXh+P4xaHoen6TZaJp6W1rHsUyupYj/a+avdKKAPIBq/xqedD/YGlIgyCC64PufnzUiax8Z26+HtHXkDmQfn9+vW6KAPLZ9U+LcFhLdy6boMSQxGR1LsTgLk9DXP+GPFfxW8S6Zb63YW+l3Vn57I0GRGz4JB5J4Ar2HX/APkXNU/69Jf/AEA1wfwH/wCSaQ/9fU3/AKGaAC51H4t3KB7XRNGtAOsclx5jH8cgVSj1X4zEMG0LR8pgZMg+bnt8/wCNetUUAeTTa38ZFISPw3pJK5DOJgQ/PUfOMUy4vvjPcW5eHTNJtmd1XZ5gZk45brjBPPrXrlFAHk9vdfGVozayWGjrJG+ftbuMSD02g/rxSDU/jPHLJEdG0aQJkiTeMN7D5s16zRQB5JJrHxnjcqvh7R3H95ZBj9Xp73PxnvLZQtjolm5IJO7LDr7kf/rr1iigDx9Yvja7vEZdHUIciQ4w+R2+lc/4j8LfFTxLfaXDrNnY3MFlcrMJrd0XjIz1OeMV9AVz1/4vsNLvp7a+t72BYV3vcGAmEL/e3jjH60Ab0YKxIp6hQDT64pPi14Ge2e4HiC3CIcEFWDH6DGTWLqnxv8NQWjjTftF5eOp+zRiI4lPbpyOfagDb+Jfiubwx4ZP2FHk1S9cW1miLuPmN3x9M1B8PPh7ZeFtGEt3Ctxq95Hm9mlG4ktyV57c496xvBPhHWdX8Sf8ACb+Lwq3jr/oljji2HYkHvjp3r1SgDn/E2rQ+D/CN5qFtawhbWPMVuCI1YkgAcdOtePeFvG/gO+stR0nXtOkjuNRuGnuQoMscjE9FZOcCvTfiD4G/4TeCwt5rx4rO3kaSeFB80vy8AHOAQfWvL4vhl4khstI1U2LTvZxtALK3lFrOihjhvMGQxI65oA7q7+GWnXuuLrumfZkthpptrW1WPaoJBAbd9D6ZrzyfwH4q8OaHGtl4dMd9CWeW+0y7G+aJs742B5BxjGB2qHxJd/EGexl8S3E1zptjaXMdrbWDTOshwwGcDh89yetdzZfFHXvFNxc2XhbRrdbqyi3Tx6nJsd27qiA9fcnFAHndx4tuvC8E8fg+y1xJ7ps3cl+ruYD/AHFByM9fmNdLp/jnx3N4av7zSmtb9VcH97MktzbLxuyigbvX1r02Dxfb6Xpent4vktdI1K6QsYS+UBBwQG6dxxmqeo+EfBPi+Y3kTWrXCnMk+nzhXYY5DFDyCPWgDAsvilHouiWkuq3M2s3F8N1s9pZGJcnjYxY4zmuo1nRJfiF4EWx1GObSJLra8keA7x4bOPTtXL6z4IvtY0Z4vB2s2L6JMvliwuYQ8MZHG6NgMqQf1rvPCOkXWg+FNO0u+uBcXNtFsklBJDHJ7nmgDztPgdNGionjfWlRQAqhiAB6D5qePglcggjx1rmR/tt/8VXrlFAHk/8Awpi9+0ef/wAJ5rnm7t2dx6/Tdii9+D+rXQaT/hPtZM4XapbIH4gNXrFFAHkX/Ck7tsNJ471suR8xDtjP/fVL/wAKRuP+h61z/vtv/iq9cooA8kX4J3KsGXx1rgIOR87f/FUsnwWvJQu/x3rh2jaPmPA/76r1qigDxyH4IaiHfzvHerlc/JsZs49/nqwfgndFQp8da5henzt/8VXrdFAHkf8AwpG4/wCh61z/AL7b/wCKpJPghPLD5UnjjWnj/usxI/8AQq9dooA8bT4IakGbf471fbg7cM3XPH8fpipx8EbnAz461vPf52/+Kr12igDyP/hSNx/0PWuf99t/8VVvwr8Hh4Y8Zw+ITr9zfOiMrLOnzOSMctk16jRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFNYkKSBuPp60o6c8UALRRRQAUUUUAFFFFAHMWngmxtPHl54rSaU3d1CsTR/wjAwT75wPyq14t8LWPjHQn0nUHmSB3V90TAMCPrW7RQBgav4S0/WvCX/COXTTCz8tY9yMA4C4wc49q5OX4J+HZJbaZL7VYpoYhC0kdztaRR2Jx6V6XRQB5t/wpTww1+kkr3s1mFO60mnZlZzwGznqBVOX4F6NJcrGNZ1ZdKGMaeJiUz9T2/CvVaKAOF1n4U+HNWh05IhdafJp8flQS2UuxwvoT369aTw18K9G8OayusG7v9Q1FAVSe7mLFQRiu7ooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMXxN4V0nxdpq2GsQNNbq4kAVypDAY6j61ya/BHwUqBTZ3TYGMm7fn9a9GooA80g+Bng2KWR3jvZFY/KjXTgJ9MH+dSr8EvBQJzZ3RycjN2/H616NRQB5c/wH8JNO7h9QVCRiMXJwP6//rq7/wAKS8EgY+xXP/gXJ/jXolNVlYZUgj1BoA89/wCFJeCf+fK6/wDAuT/Gj/hSXgn/AJ8rn/wLk/xr0SigDzYfA3wSXYvZ3Lg9A1y+F+nNOT4G+B1QKbC4b63L8/rXo9FAHnf/AApLwR/z43PP/T3J/jSL8EfBCj5bC4A9rqT/ABr0WigDzZ/gd4MaZJFt7xVXO5BdPhvrzmmv8CvBbyh/s92ozyouXw315r0uigDzdPgb4HVNpsLg+pNy/P607/hR3gb/AKB0/p/x8v8A416NRQB5yfgf4GPXT7g/9vUn+NInwO8DLFsOnTMc53G4fP8AOvR6KAPOR8D/AAMvTT5xn0un/wAaB8D/AAMOmn3A7f8AH0/+NejUUAedj4I+BgrD+zpueM/aXz/OpX+DHgh4wn9lyLjoy3DhvpnNd/RQBy/hLwHovgprw6RHKgumDOskhbGOwzXUUUUAFFFFABRRRQAUUUUAZ+uKG0DUVPQ2so/8dNcB8B3Q/DhEVgSl1MGHp8xrvtf/AORc1T/r0l/9ANecfs/QSxeAp5XI2S3shj57DAP6g0Aen6hfQaZp9xfXLbYIEMjt6AVy+kfE/wAI6xp6XcerwW4YkeXcMEcY9RWv4thjn8IavFLGZI2tZMqO/wApr5y8ARwWvhZ7q6+HU2uo0rH7aACAvHyge1AHvmp/EfwppUFzLNrFvIbYoJEibc3zdMev4V01vcRXdtFcQOJIZVDo46EEZBr5K8T22maZqvieC20xLWNrS3lt42BLwM2wlfbhiDXbJ448d+CdH8M3+tR2Y0OZY4xAi/vfLCjk++OaAPoSivmnUfi54l1yTUdT03W7PSrSzI8izZcyTjP06029+Lfi7xVqejWHhy5FveTxiOWFE483ucnt39qAPpiisHwfb6/beHIIvEs8c+pgnzHjORjPHNb1ABUF3aW99ayWt1Ck0Eg2vHIuVYehFT0UAchdfC/wXdy+bJ4esg2MfIm0fkKu6N4E8MaBcm50zRrWCY8eYEyR9CeldFRQAUUUUAeQfEP4ga08up6R4UtPtEFlD/xMb6MjMGc5C54zirXgTxnpfhv4b6Yddv2F24ZhCSZJmBPB2jnp613Z8K6J/Zd7pq2ESWt6xa4ROPMJOSSetcV/wpuy0zVTq3h7VLixvUJ8lZVEsSA9VIPUUALpvjTTvHHi1xDeQR6BpkYeaO7VUM0xPy8N0C4z9al1vRPC3jDxaunwWSvci3a5n1SwmCNHk7VUsv3ieeD6Vwsvwi1/QfEZ1h7Oz8TxzsWmgZzF8xOc46Guk8NWOu+G/BniO60/w3LZ6nfXzC0tVAJjUgBTn+6p3GgDfNno0vw61Cx0q2XUUsDLbr/aLZxKDhmLPngHn8K4iL4V/wDCPfDuS5fTzfeI2c+UbSdwnzHCk4xkAc1o/EW58TWTaN4btbm08rVIR9oEmIg0iYLgv/t1tWPiLVPFj3Wk/ZrjQ5tGaKW5lhlEgcDJMYx1ytAGfqvijX/DT22hQnTtJjtbOOT7XeRkx3D4+ZFI4B/WtPSfiza3GnWKXGnXt1qktqJ5orCDeqAsQO/GcZqTVfiFoWrWVnb6Xph1+4uWBFrsH7oA4LSE8Lj3re0B/DX9pagNGexXVXRTdRwOGKkDAHHYe1AFvw/4q0zxIJ0snkW4tiFnt5oykkRPTcDW5XG+BPCt9ocmqaprM6zavqc++dkPyBVyFA/CuyoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACoLW1hs4BDboEjBJCgk8k5P6mp6KACiimM6qyqzAFugJ60APooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAM7X/+Rc1T/r0l/wDQDXB/Af8A5JpD/wBfU3/oZrvNf/5FzVP+vSX/ANANecfs/wB0ZvAM0JGBBeSKD65+b+tAHpmq2jX+kXlojBXnhaME9ASMVyPw80xPA3ha30DVdRsherKzhVlHIY8YzzXU66t6+g366dIY7wwN5LgZw2OOK+WLSx0lbXU/+E4tvEKa6rHZdBSyx9xnPv8A/WoA9M8Z/CLXPEviPX9Ut7yzRL5IhArE5+UrnPHH3aanwt8X64NIsvFus2b6RphBWOMEtIPQn8APpUOmfEjWdG8K6BoGn/Ztc1+9Q/Z5Ekyix5wu8nBLcHjjpVTxR8RdXvPDmveFvE2lLp2sw2qzJJDL8rYdSMY9j6npQBoP8J9d0u41Sx8N3ujnStSYkrdRb5IFPHyn6VLpHwg/4Q/xdoGqW1/bfZ7UH7VJO21pXP8AdH0rhPCfiz/hB9Uv9QlS4u5IdNiRY5LglNzKCAMk9Tn6VP8AEHxf4w1630KTVNFfSLSWXdDJGxPmbsD8OOlAH06CCAQcg9DS186av8ctb02+m0zRbK0Frp8Yi33efMk2gAnGRz7V7R4F1668TeDNO1e9gEFxcoS6KCBwSMjPY4oA6OiiigAooooAKKKKACiiigAooooAqX2mWOpxrHfWkNyinKiVA2D6jNU9P8OabpUmoy2EPkS6g5knYHOWxjIz0rXooA81f4aS6R8PNV0TQblf7TvmZ5LtvkZ8nOCR0GOK4jRLCw8HPcWBt/7B8YvaHy7u4m3Wzn/ZPcn09a+gao6lo+m6vB5Oo2Nvdx/3Zow2PpnpQB5X8GtS1PxV9r1TVde1C4uLKYxtbkqIDuBwRgZPf9K9iqhpmjabosBg0yxgtImOSsKBQT74q/QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRVOCwEF/cXf2i4kafAMbvlEx/dHarlABRRRQAUUUUAFFFFAFe2W5VpvtMkbgyExBFxtTsD6mrFFFABRRSblBwSM/WgBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKi8hPP805LYwMnIH0HapaKAKVxp0c1wk6yzQyK6uxjfHmBeit6jnpV2iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAq6hALnTbqAnAlhdD+IIry39n5NnhDU0/u6g4/QV6reSpBZTyyNtjSNmY+gAya8r+ADB/CWqMpyDqMhB/AUAek6/pQ1zQL3TDK0P2mIxiRTypPQ141Y2fxU8IWD+G4NJs9bsGLLFcSnICkHI5YED617vRQB4Db/AAc17wxbaP4h0KWGTX7VzNc2zNiNgf4V+gyPfNNu/AXin4g3mseJda0xLK5e1EFjYySYwwIGSewHJ9ya+gKKAPnaz+DHiG+g1GPUYLWCRrGFLWQSbsSoB1wPrzS6/wCG/il4ssNKsNR0i3hTTJVKTxSqHftuxkjgDPQV9EUUAfN+r/CvxT5+qW02iW2szXsgeDVXudjw8Yyw4z9Mdq9k+HOg6p4a8E2OlavLHJcw7v8AVkkKpOQue+K6yigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiio5ZUgheWRgsaKWZj0AFADZ7qC2aJZpUjaZtkYY43N6D3qavnXx94+uPGGuadBo8cg0Gy1CJHuwMeZKTxg9QMZqt8Sdev5fi1cWdhq2qw20ECpL/AGfukZTjJ+UH1xmgD6Tor5ffxdeReGoNM0PxdfX2patfLCftWUktlHGOpxksOR6Vd8Q23iv4ZeJvDt/P4jutVluTskhdmIIyNy8nkHPFAH0nTFljd2RZFZl4YA5I+tZ+q6hJZeHbrUEt5JJI7cyCJPvE4zivkSxn1q503xBrqNqw+YCSaCbailm6SdyO3FAH2dUL3MEc8cDzRrNJkohYBmx1wO9cL8INV1TUfAVp/atnNCYFCxXErZ89OSGH06V5b4t8dE/EePxlZ20l5pGlP9ii/eFBJIVYkj26/pQB9JVVudQtLKWCO5uI4XuH2RB2xvb0HvXjo+Oeqi8isJPBtwL64jWS3h87l1IznGPSuU8eeN4/HWi6JefZbrT7u11IRNFuODnHzK2OtAH0vRXhuo/GnXLfT9RGmeGJWg05vIe8lkLKhHGW4616n4M8RDxX4TsNZ8kwtcJlkPZgcHHtkUAb9FFFABRRRQAUUUUAFFFFABVe7vbWwt2uLy5it4VwDJK4VRn3NcP47+KWl+FEfT7Rje61IpEVvCN21u27HT6VxFn8P/G/xEktr7xtqj2un53Cyj+VivXoOAfrk0AdH4n+OWhaTdSWGjwTavfLwvkf6st6bup/AVgy+Kvi54saNNG0FdGhOH82VQCRjoS/9BXp/hzwP4e8LW6x6XpsUbgAGZl3SN7ljz3NdHQB4wvgf4s3tyst542jtww+byCfl/4CABVd/gj4jvNRS9v/ABzdSTgkmRVfcPTad3Fe30UAeIj4X/EfS5d2leO3kVmy3nu46dOu7NWI3+NHh+8WSZLLXbY8vGpRcAdgcKQfzr2aigDxmy+OctjrbWPi3w/Po8YGPMwzEN9CBx7jNel6H4v0DxISukapb3ThdxRD8wHuDzV3UdI07VofK1Cxt7qMHO2aMMM/jXmGvfBG1SWXUfCOoT6RqJfeoVz5eP7oxyKAPXaK8M0L4m+JfBmqxaL8QbR/s7Nsj1Db09yR94frXtlneW+oWkV3aTJNbyqGSRDkMDQBPRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGXrssR0m9tDKonntJvLjJ5bCnOB36ivLPgbfWmi+AL661K4jtoDqDKJJGwCcAY/OtX4leF9eXU08aaDqLtdabCf9Bdcqyfx7fqOv0rxvwRoGvfEOBPD0f+jaRBcvdT3G04DNj5fQn0FAH1ojq6B1IKsMgjuKdVTTbGPTNNtrGJ3dLeNY1ZzkkAYyat0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVj+J9CHiXw9d6Qbua1W5XaZYvvAVsUUAfP+v/AAU1TRdHtINE1i/vYzeo7wBFAj/6afUVdl8O+Pfh/wCKpdU0uNvE1tdpsk8wASZx/Fj+de50UAfND/CnxfqiXHi8WkdlrBvFnh05QFwA2SfbkDArcudE8d/EjxHosmuaKmkWuluJGlbq5BBOB74r3uigCC5RzZTJFzIY2C59ccV4ToPg7xKvwu8YaVc6TNFfXM/mwo2P3vOTtr32igD55i1b4rQ+E08OxeE5Y7dbT7KJQh3gYxuznrWn4q+HGqWHwo0HR9Isnu76C7W4uhHyd5B3H6AnFe50UAeRTeF9buPjJoGtTac32SGxQSzD7qOFwR9ea4K48D+LpTd20egXRVtbFykjYC7M9h6V9NUUAeOaD4W15PAXjixu9OkS9v5pmt4258zIOCD3p3wnuPHenmx0DVvD/wBl0e2iYGeRdrA8kfXk4r2GigAooooAKKKKACiiigAryf4nfEq5025j8M+FlW71u6yjGM7mhz0AH96ul+JPjS38G+GJpRIDqFwpitYgfmLHjdj0Fcv8Hfh9Lo9q/iXWgz6tfDeqyjJiU85Of4jQBe+HPwstfDax61q5a712Zd8jy8iIt1A9/evTaKKACiiigAooooAKKKKACiiigDH8SeGdL8V6TJp2qW6yxNyrY+ZD6g9jXkE+paz8EtUhsXeXUPCs5HktIPmiYn5lBHoOfevd6y9f0Cw8S6NcaXqMKyQTKRyOVPZh6EUAGna9ZaqYGsWaeGaHzlnQZjAzjBPY+1aleA6HeXvwh+IbaTrU4bQtRjxBKnCoF4VivY9m+ua97SRZY1kRgyMAVI6EUAPooooAKKKKACiiigCvBbyQzzu9w8qyMGVG6RjHQe1SRs7BvMQKQxAwc5HY1JRQBD5/+mfZ/Kkxs3+Zt+TrjGfWpqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxfFouf8AhEtUNpdtaXC2ztHOp5QgZzXh/giT4teIvCpudJ1u3No8jIsl24aUEYzgkHivedfBPh7UQBk/ZpP/AEE15P8ADa4vLT4B39xp9wLe8g+0PHJtDbGAB6GgBsfh/wCNsbIf+EgsG2kHDMpzj1+Smr4d+NqzGT/hIrI5OdpZcD/xys/R9e8d3ngX/hKD43sEYBpBZ3MMaltpI2598elQfDf4m+KfFvxKsbbULkLaNbuHgiTCNhSd31zQBvSeF/jHvjvh4nsWuMsDbdEUH/gODSWnhv4z2kLSf8JJYSyZ2iGXDDHrnbU/j7xJ4o0/4n6bpGk6uLa2urRnEZhVwGAbqDyelbPwb13Vdf8AC13cavqDXlyl46fMACgHbigDnLbQPjbbzmX+39Plzn5JCpX/ANAplt4Z+NEd75p8R2YVpd7KzhlGfbb09qqajrPjnUfilruhaR4pt7GK2w6C6ChduBwuQeea5LWfix480S5vNEfV7W6ltpgGvoIlb/gIOMY/DtQB6NBofxj/ALV8+41vSZIM7GgkXMTKRgkgLn9auN4e+JdhCYNGuPDVjFuaQra27IHY46gg+9cfdfFXxD4d+JATU52udEEEJmijQHy1dFO/IHByf6V0Pir4g6joPxItCl5JLoEmnfazbpGp3cHHOM8nHegCvPoXxsnLn+3tPj3EH92QMY9PkqWHQfjTZEhPEGnXIdRky4+U+g+UVnaZrHxN8aWTa/Y63pui6bM5S3il2847ZIPP411Xws8Y67rl1quieI1ia/04j99GABIpOM8cH6igDz3Wr34k+F/GPhy01nxGZvt1wuFt8FQN4DAjaM8Gvo0dBmvG/i6Y7f4h+BbqQqyrdbTH35dOa6D4pePtQ8DwaU1jZLMt1Ptklf7qqCMr9SCfyoA9Foryzxr8Wn8LeLNK0aKyhkjuVje4lZzlAxxgAd+h5pPHHxZvfDXidND0vRBqEptxOzebjgjPQDsKAPVKK4fwb8RbDXvDNtqWr3VhptzMW/cPcBflB4I3HOK2bvxp4ZskiefXLFVlOEImVs9u1AG/RUUE8NzAk9vKksTjcjowKsPUEVLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVzPj/AF2bw34H1TVLZczxQkR84wTxn8M5oAm1bxx4Z0OQx6jrVnBIG2FDICwPoQORWVb/ABZ8EXL7E1+3U8n5wy9PqK88+Hvwg07xBo8XiTxTLPfXN+fPWMyFQAf7xBySa6TxH8DPCl7o86aTaGxvghMUokdhu9CCelAHV2XxF8IX1pHcxeILBEcEhZZgjDnHKnkVI/xA8Ixyxxt4j03dISFxcKRx6nPH415p8JNO8PeKdEudK1zQrCbVNHkMDyGBcsuSBkgcnIIr0X/hWfgv/oW9P/78igBh+J3goS+X/wAJFZbtxT7/ABke/T8aVviZ4LSSND4iscyDK4fI/E9vxqWP4c+Dog2zw5pw3DB/cjpV1/B/ht4jE2g6aUIwR9mTp+VAED+PPCaKWPiPTMD0uVP9ajm+IfhC3aMP4i07MjbV2zq3Pvjp+NL/AMK/8JFFX/hHdOwo2j9wvSiH4f8AhKCPZH4d04Lu3Y8hTzjFAFV/ih4KjUlvEVlgMU+VieR9O3vVdPi74GeaSL+34AUx8zKwBz6HHNXh4E8Iabbzzx+HdOAVCzfuFOcA+31rxD4aeAdK8f8AiPWNY1Cz8jS4ZysNpANiEk9MjsB6UAevWXxf8D3119nj1uNH3bQ0qMin8SMYrs7W7t761jubWZJoJBlJI2DKw9QRXA3nwS8D3NnLDDpRt5XUhZUmclD6jJxXJfCfUNR8K+PdT+H99cS3NtEGe2ZhgLgZJA7Aj9aAPcqazBFLMcADJJ7U6sDxrq0mheDNW1KJVaSC3YqGOBk8f1oA8a3QfE348JJGHk0rSgMsBwxT392/lX0IOK8j/Z/0hrXwddarMi+bqFyzhtuDtHHX0zk165QAVxev/EvQ/Dviyy8PXi3H2q5K/OqfJGGOAST7+ldpXBfE74fWvjbRfMVxb6laAvBOAORj7p9j+lAF7x/44sfBWiJcztK1xct5dukKhmJ7nBIGB/WsHwF8X9P8Yam2lPaXMF6WYx/u8qyDu2Cdp/SvI/Dtxcahp2q+LPE9+bg6JCLSwSQ7lafBCn0JGAc96wdC1b/hE9W0LxFDb3q3QdmvfNjKxurMcFW7gqf0oA+iLb4m2918Tn8Hx2jL5QcPcFgQXAzgAdqPEPxV0bwz4ql0W+juMw2puHeNN2TjO0c9cA9a8Y8Q+Hr3XvixrU2jsIrpIRqNsi/8tBtDAcetVL/xJH4w8T6rqU0DW9wNDkilEi4xKqHceOlAH0Tp/j3RL/wg3icyvbacN2GnAVm2+gz19K4jUPj94ah+yyR6dqzozFg3lhAR07n5hyfyrxa0g1caBoOo+Ioru68IQXDIscLjjn5vpk8c/SvS/ifHa6rB4E1Hw3b2s1m8ojt4pABHkldqsOuOoIoA6yD49+C5ly8l9EdwXD25PXvxmqo/aE8Ji7niNvqHlRnCSrECHHrjOR+NN0nTPHkfiK1TUfDHhxdNllDTPbRLmIAYyD1z+dcF4BtfE0t54kj0HQtG1G2F43mHUVBIIJwo7/0oA9r8G/EXRfHMt1HpKXSm2UM/nRhRz6cmuvrh/hwmuLaX51vSdL0yTzR5cFgFGBjndtJruKAMLxB4Y0nXpbW61KME2QkILH5djKQwPtj+VZHw+12C/tb3Ro7qK8bSZBCLmAgxyIRlcY7gcH3FdmQGBBGQeCK8j0G+Tw98Y5/C1rp9tZ20ySXHmpw0wbDKv4EtQB67RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBna623w/qLYzi2kP/jprxT4Xi4m+B/iNLWFnndpgiqCSxKdAK9v1ZQ+j3qspYGBwVHf5TXk/wT1S30b4cateX8phs7S8kZiw+4oAzQBm/Cv4W6JrXglbnxFpNwLw3LgCR3jO0AY49M5qDxZZ6j8N/ilb+J9O0d30H7OsBjtV4ChQCp9DkA5r0uP4reB5IlceIrNdwzhmwR9RV298d+ErWyt57zWrJbe6TfEWbIdfX9KAPJbbUtX8ffES38UW/h+7ttOtLCaMM/Jf5W6dMnJrP+G/jq98DaTeWF14U1a5ea5MoeOErgHsfl5r2C0+JfgmYvDb67ZKseBwdqnPPHrUafFTwM4J/wCEgs1IJGGODQB5b4V0Gz+JHxO13U9c0S/trOWESQpLvjIYFR94Yzxmtv4o+BNE8M/DG7j0PS9kj3UTO4BeQ/N6nnFdynxS8Es7qmv2h2RmRiDxge/r7VtaV4g0fxFon9p2N1FcWJBLOei465B6YoA8d8GeH73VPHWuw6lpNzFpeqaWiGWaPG07FAx79fyrB074f+IIfiBfeG7triW1fT5Le2vZFJRYiQVwenUYxXsy/FHwe0FrMNXjEdzM0EbFSBuXGc+g5HPvVmX4jeD4bxLV9fsvOcgACTP60AeKWt+NH8JTeCfGnh3Vpkspy0FzaKcDn5QCB+tafwJ0u+sfGusSz6beWdvLa5hFwrZ27xgZPU4r1KT4leCCp3+ILAgdcvnoa2dE8SaN4jgkm0fUILxIztcxNnafegDyT4zqg+IvghmU83ABx1P7xMV2Xxi0M638OL7y0Zp7PbcxheuV6/oTXD/HRrlfGng57OETXKys0UROA7B0wPzrXu9Z+LdxHNHJ4Y09raQFWh8zJKHgrnPpQB594c0K68feFvFHibUVM+o20KR2hxjaY1ByD9Kb4JW98RweLvFmqlppbbTmgU8KCxXGPbAFei6aPHunWg07SfBGlWOnCMmWBrjiQkfMM+9QadH4z0rSLjSrL4daZFY3BYyxC7OG3dc0Aea+G/Dml694p8HabqEeLa504tIqHaZGDPgZHrgVlWGj28Gt+JdNlg01Rb+bFD/aUzK0eGONmOrdOTXq9hp3izTL6zvbT4cabHcWUZit3+2E7FOeB+ZqLXdF8T+Irs3eo/DPSZbojHm/ayCfrjrQB0nwIuru5+HEQundxFcPHDv7IMYA9s5r06vIY9T+KNlbQWul+D9MsrWFAixLMCMCq0mrfGny7gDStPQyODG2V/dj0680Aez0V4ot38cDA5Ntp4ZcdVTJ57Vbj1n4zKuG0LTnPruA/rQB7BRXjyaz8ZlZy2hacwJyBuHyj061ZXX/AIuiVmbwxp5Qx7QnnAYb+9n+lAHrFFeMjVvjSWhI0jTyE++Mr8/68VKuv/GMyOn/AAjth8uOSwwc+hzzQB7DRXkP9t/GT/oX9O/77H+NM1fxp8T9H8OXV5e+GbCLyImZ7kTZ2++3vQB7DRXhugeOPit4j0ZNS03RbCa2lJCSnC5xweM+taNvrnxkgiCT+H7CdyMB9wGD6nBoA9horyA+IPjE0m1fDdgvbJYY+vWpP7d+MPlbf+Eb07fuzu8wdPTGaAPW6K8hm1v4xyW8yR+H9Pikb7kgkB2fhnmobfV/jTEhEujafMeOSVHb2NAHslFeOtqfxpiu/MOlabJEU/1alcAn3znIp7a78Y1RmPh/TsAE/fH+NAHr9FeDeEPHnxS8SLevZWGnXS20pSQSYjKsM/L+lbR174xJIhbw7YOoOWCsOQOoznjNAHr9cn8RvDEni3wVe6XA4S4OJIiehZe341x4174wFX/4pvT8tjb+8Hy8/Xnjir3/AAk3xR3A/wDCGWGMcj7X3oA5/wCHvxQsPDWlR+FvFiTaZd2C7FlmUlXUdPcV0Xi/4w+FtO0C4+wakt5eSxYijt85G4cEk9MVy/iD/hMdXYt4k8EaHNAW/diW5EbKf9/qazdI0SaaVza/D3w7IjqV51ANyD9aAN/4LQ6T4Y8LSanqmsWKX2qyCQq067lUZwDznJ5Nehf8LB8I/wDQwWH/AH9rzDUPDt2beSNvA/hKQLjMUV9tcEH1zWQvh2UwtH/wrvw8Bndk6nyT6A5oA9m/4WD4R/6GGw/7+1FL8R/B0CqX8Q2WGYKMPnk/SvHRoWoxL/ovgLwzGozuEt6JC2fTJ4p02n6xJKFXwR4Shjwo2NOpJ7ZzmgD2X/hYPhH/AKGGw/7+0p8f+ElAJ8QWHPI/eivJZfDurNakSeFPBbgZ3pHcqrOPQHPH1qafQtRfT7f7P4Q8HxNAjbEa8DNyCCDzyeaAPT5/HXhG6t5Lf/hIbEeapTIlHcYrxzwJ43svhl4k1Xwzqt0tzprz+ZDeQEMqk9zg9MYq7b6JrEsSu3g/wZDsPzRyTruce3PFFtouszQ3Bn8IeDR2RGuFB/DB59KAPQtR+MXgnT7R5l1iO5cJuWKFSWb0HSuN+F1tf+KviPq3jq7s5LazljK2vmd88cevAP51zNpFewaxItn4N8LfaZHASE3KuVYdhk13o1r4qrGIbTwlplsgYbQJhtVfTFAHrFeY/Hi5mt/hnMIZGQS3Mcb4P3l5OP0FZV/q3xnuJGNro1haruyAGV8DHTJ/OuR+Jl58Sb/we6eItJtLfTY5keSSEgndyB36c0Ae5+C7VbLwXo1upiIS0jGYh8p+Ucit6sLwX/yJGif9eUX/AKCK3aACoLu3F3Zz25dkEsbJuXqMjGRU9MlJWFyOoUkUAeVH4E6Q2jQ6W+r6g1tHctckfL85YKCDx/s/rXaa/wCDNN17wk3h1wYLXYqI8agsgXpjNeNeEPFnxU8VHUItHvrOUWUhDm5RQ3JOB+lTXHxY8Vx+EdcsL1FtvEOmzKrzJGMeWSQePUHvQB6L4L+Fmn+Ddam1SLUby9uJIvKzcYO0fgKqXXwa0S41vVdTiu7qBtShkikiTbtXeMEjiuMvfEXxV0zwsNem1bRmsRErhxsLMD0H1qbwH8Uta0/VYbXxzKVtdUjE9ndMoCqMng+38qAPTNF8CaVpPgr/AIRWYNe2BDBvPAydxz29K4uX4B6Y9vFar4g1VLWGVpYYgVxGxxkjj2H5Vg6r8QPGHiW78Ral4UvYrbQdJgPzvHky+pX34OP/AK9Loeu/FLWNFtdStdd0PyrhNwWd0V1xxyD34zQB1Nl8G/sPyweMdfSMtlkScAN+lR23wRt9PluG07xVrdmk7lnWKUDcfc45rkrzxP8AEpPHOneHU13TzeTQrKSqKIeRkgn+LFWL7xp8QPBfi3T4tevtP1C2vZhH5NvjpnGQByvWgD0HwR8NbfwVqd7exavfXrXShWW4YY65ycdTXdUUUAFeL/FBLvRfir4S8QWrRHznFpsIyfvcn8mr2ivFvi95jfEjwSsb7T5wIz0+/QB7TRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBS1ZBJo96jEqpgcEqcEfKa8C8IfL8APF0YYsqSTBcntgV9A34VtOuQ4BQxNnPTGDXj/AMMtDXxH8I9b0VJY7dbq6niEiR5Kg9z60AcHp2s6Yfh7bQ3vw+lupVt5Ui1KOP5SefmJHXHHX0rnbS2Syi8Hyx241iSaSSVrFeQfnx5f14zj3r6V0XwMdI+G8nhIaiWLwyxfahHgjeTztz7+tcHb/AnULKDTBZeJEgubK4kmFwtt8w3Yxjn27+tADNGt47jUpRe/Cr+zCYZHS82krGdpOTu4Fcd8PoVuND1J5fAA8QJFcMRcRthwx/hI7j6V6XdfD74gysYl+ITvbzArNvtgrYIxwB/iK6T4beDLjwP4dk025uo7mR52l8xAQCD04PegDxTVNHsrfxjrsEGiQWmdBadbN+BC+3JznuKm8A6tffDu0tl1cK/hzxBAXWccrDJgj5v5H2rvvEfwfvfEHifXNUGtpBHqMSxonllmTGMgnPTjt610j/DqxvPhtb+EL6QSLDEFW4RMFXBJDgfjQB85Jbx/8IP4fvngW7iTWZkNr3mBEZx+OMfjXqWj2OnXut29vL8JpLCydT5l3OCPK4PJB4xSr8D9Yj0bSrOHX7WKbTruSeKRbc9GIOTnqw2jqK2U8DfEgqizePUdW3LKhtgRtIxxwM/pQB5p4OvdHsPD+sxXfgmfXIlv2Czww5VF5wC3UV1X7P1rC+peINRtpvIhd/LWw5JjG7IJPt0r0j4deDZfBXht9NuLmK5mkneVpI02g56dazfAvw8uvBvibWtQa+gubXUSXVRGVkQls49Mc0Acz8WpWh+JvgR0ZlIuDyoyfvp2r2gdK8d+L1tBL468CySElvtu3b2xuQ/zFexDpQAUUUUAFFFFAFa/uDZ6fc3KoXaGJpAg/iIBOP0r540NdR+IkOteJvE3iW60vSbWXaiQSkLG2eOB2GRX0XcQpc20sEn3JEKN9CMGvnrT9J8W/DW+1LSZfCx8Q6DfSlwiKXDY6HgHHGOCKALPhTxZqfhHWtThPiKHxJo0No1ypWcNISOwycg+vatNvj9P9mW/Twnef2c58tJy/DSdlzjFcRY+A/Fd5q2rajbeE3sYL+1lEFszBVjDduTkH0GK6vxB4K8U3Hwo8M6VaaWWW1bffWQYCVju4IP0oAu6p8e7rRkjh1HwndWt66CQRyyAKQT1HfH4VueJ/iraQ+HdKFjp91d3OvWrmGOBxvjJGPzBJ6elea2ng/Vbzx1YXyeCtSj0aRTbPDey+awUqyliW+7jOR9BWx4B+GPiax1zUbzVIJY1srSe30zzJB99gQpXngck59TQBymieNfFOn3Hhkwx6vPaxyOnklyftbhjuVfXGcY9q9v8MfFC012XWLe90+bSrrS4zJNDdMAcDr9K8jXw74w0Oy8I36aHe3EthczPLGiktkyE846Ag9ad8Xo7S88aWzaFfRrqGpItrqFrG/zKxxw3+e1AHsPw58ez+O7S9uX0l7OGCXZHLu3JKPY+o7/WrXxQBb4aa+ACT9kbpWr4W0KDw14asNIgGFt4grH1bqT+da0kaTRtHIiujDDKwyCPQigDwr4bfFTwv4W8AadpmpXE63cbSb0SBm25ckcgehrpF+PvhAorMt+pLYKm3PA9ar+NvFdtofi2z8LaH4T0y81O5UNmeNETnOAOPasyz8cTaJ4lttE8deENLsvOUbbyKJSgHY9CMduvFAHQr8ePBRUEzXqn0+yvx+lKfjv4KHWe9/8AAV/8K6Zp/BY0aTV9mjNp0Zw9ysUbIPxAqtq2teAdIjgm1GTRohOgeLMSMXU9CABnHvQBz8nx58HBMwm/mfIwi2zAn86hb4/eEhO8aw6iyqPlcQffPoB1/OneIPiH4S8P6hof9lWWlXiahLseeDYphTgbuB79DjpR4a8T2Oq/ETXdIn0jRY7DT1MsV0saBiMjBz37nP0oAm/4Xt4MBw0l6pwCR9mbj26dqST46eDdrKz3ygr8pNq/P6V0VlrXgbVtVeytJ9GuLxhkqqxsXz6HHze9VtT8Y/Dy2kEN/qGjs8R2BCiybPbgHFAHK/AORLjTPENzGDtl1AupIwSDkivYKo6UummxjuNKjtltZwHVrdQquPXir1ABWL4r1xPDXhbUdXdWb7NCWUAZ+boP1IrarmfH2gSeJvBOp6VAyrNLHmMsTjcOe30oA8j8F+B734qQy+JvF2p3TWssrC3tonKrx1I/uiuj1r4DaIumyv4fu72y1BFzG7TEqT6HAzzS/CDx7p39gR+GdVmisdT07MWyUiMSKD1Ge/rXc69478OaBp0t1d6tanapKxxyhnc+gAOTQB5J8LPCfhjxdZaha63pLJrOny+XcYlcFweMnJ65BzXeT/BLwRNC0a6fNET/ABxztuH51hfBLSbstrniq/jkh/tactb+Y33o9xOfzIH4V659pg37fOj3dMbhmgDzyD4G+CYXVjaXUuF24kuCQffjvVj/AIUt4G/6BLf9/m/xrvfOj/56L+dRi6t2laJZ4zIoBZA4yB7igDhx8GPA4IP9lNx/02b/ABp83wc8ETytIdI2luySsAP1rsjqNiGlU3lvmIZkHmD5B7+lIdTsFaNWvbcGUZjBlX5/pzzQByMHwh8EWySAaKjh1wS8jHH054ryDwx4D0n4h+PdZlt1On6FYyeWsELEO2OB16ZwSa+i7qa0njlsnuYlkljK7d4DYIIzjrXg/wAOvEEPwy8Zax4W8RfuVuZw8V0cbcnoSfQjHNAHb3nwL8IyWQSyS6tLtBmO5SYlg3Yms34b+I9d0jxle+A/Elw13NChe0uScllAzyepyPX0r0TUPF/h7S7F7y71izSFBnImVifoBya8h8BCXxx8Zr/xhDbSDSYFZYZZARk7doA9+c4oA96rjvijoy638OtXtydrRwmdDnunzfyBrsarX1nDqNhcWVwpaG4jaKQA4yrDBoA434Q662u/DnTpJMebbg274GB8nA/TFd3XhXwa1QeG/FeueCL0NG4uGkttwPOOCOe2MGvdaACmuMow9QadRQB82eBPiFpPgDV/ENld2F7M814xDQKG5UsCOecVm6omqaroHjLxXNpMsNpq80K23mg7sbmOR+GPavphNI02O489NPtFmJJ8xYVDZPXnGatlEK7SilfTHFAHzZrXwzisfhLDr1tqGoPKYopmsnYtGD3+Wuk8b29h4o+Aun65JbKl1aQxmLyxt2HO1hj0717a8UckTRPGrRkYKEZBHpimPZ20lt9me3ha3wB5RQFfy6UAeWavp8dr+zq0VjaiN5NOid1iTBYnaWJxye9eY6I3wzXwvapq+la0NURQZjErfO2eQD0wetfUqxosYQKAgGAoHAHpik8iH/nlH/3yKAPm+HTdD8cfFbTIIIdQsNH/ALPVIPlaF8ouAAx/HmjxP4Yj+GnxN0DUYHnvLGaQZa8YPjnBGT7HNfSPloCCEXK8DjpUdxZ2t3s+020M2w5XzEDbT6jPSgCVHV0V1OVYZB9RTqTpS0AFeKeJL5df/aE0PSGQPDpi7yV67iu7n6EivZLu5jsrKe6lOI4Y2kY+wGTXjXwciXxN4s8R+MbuGR5pJzHbSSDhVPUDt0wPwoA9sooooAKKKKACiiigAooooAKKKKAGkkMAFJB6n0p1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNZgqljnAGeKdRQAxHEkauM4IyMjBp9FYni3xBH4X8LX+sSKrfZoiyIxwGbsPxNAG3RXjul/tAaPO1uuo6ZeW0TovmXQXMYfvx6Z75rb8T/GLQtAvbaytYLjVbmZVkKWvO1WAIPueelAHo9Febr8ZNCu/DGqatYwzvcacgaWzmGx+WxVmX4n2a/DZPGEFv58YZVltw+CjE4Iz6igDv6K8w1L43+HrGC0MNpeXlzc24nFvCoJQHoGPY8VDefHTQYvDcmpW1tcPdxypG9lL8jruzz7jAP6UAeq0V5b/wvHRwVU6HrYZl3hfsx5Hr9K0PB3xNtvFnhbVNQSLy73T45HkhxjgAlT+IFAHoVFeMWH7QekDRopr7Tb9roL+8McYEZb2NLe/tDaRFHbva6NfOJHAdpBtAXvj1NAHs1FeVx/G/SzrlhZ3GkahZWd0dv2q7jMYViRjg9R6mrXj74rR+CfEel6d9i+1RXEZlmKH5wDwoX3JFAHpVFeQ3Px6sbW4jhl8M6sjSpmMSLtZ2/ugEc/Wqo+Pi/wBufYT4X1DBjyI8Hzgcf3cdKAPaKK8Nvf2hJLe3jx4WuornzAsizMQuPQcda0rL47W1x4k0/S73QrvTYrlwjyXB+YE8KQMDjPU0AewUUgOelLQBWvopJ7C5iiCmR4mVd/TJHGa8U8J+Dfir4VgmsdNn0e3tZpWmYud/J9PlzXulFAHmUen/ABeaNWfW9DRiMlfIzg+nSpf7P+LXlbf7Z0HdnO/yDnHp0xXpFFAHmL2HxfVsLrOhsMdfJx/SoJbT4yjygmpaI28fORHjZ/47zXqtFAHltvpPxfiCq/iDR3wvLPDk5z/u1ZWw+LQjdTrWgknGGMByv6V6TRQB5Zd2fxjgRTb6nolwSeR5W3H5rUER+NaK4f8AsKQsuFJ42n1GB/OvWqKAPHrhPjaloXWbSHkyRsjVd2PXJGKYkPxvaYTm50lQyAeUduB/471r2SigDwnVfB/xM1/XNB1HXI9NnGn3avi3IDBdykk5AB6V7sOlFFABRRRQAUUUUAFNZgqlj2GadUN0pe0mRThmRgD6HFAHjsPxo8Qah9vOk+DZryKzmZXmRyVCg9xjr9K7TwX8SdG8ZWk8kRaymtmCzQ3JClSff65rzL4MeJtJ8Or4kg1jUo7ZjdllSVsBsZzgVwd5BDqui+Ldet0kgtpNQjFqVGAxZ+Rn6c0AfV66xpjByuo2hEZw5Ey/KcZ55rmvHnjN/Dvgu71rRja300LopAfeqgnGTtNeB+LPDWl6Br/hqw06OSa6uraGW7guJysErMOu/PA61h37y6PdeKNOk8i3SWFR9mt5zLGDvUgA55IGf1oA+sdL1+3n0KzvdSntrOeW3WaWN5lGwkZPU9Kz7TwX4PuNZPiK002zmvZH8wXKNvG7+8OcA14v4d8M6VrXjTxHbX1qZorbTFlhj3nCuU64rr/2eJSfCuqQksfLvMAE9BigD2OiiigDwP4g3Hh2++Laab4jsZLBREoi1aK4ZGA25U46cHIrnvFOoat4T1uy07QvFcviOG6t2UW8rCUAMCMZz6c9q+hNc8LaH4kEQ1jTYLvys7PMXJGa43xL/wAIt8JbCPW7PwxE3myCFmgwpXuOv40AeQy6zYwfABtH+2JHqTakTJalsPjdk8elTfD+PSpfGN5D46htJIxp6tbtcyDy0UAbdgPqP610beJPh3PImp6/4FurIX8m4XE0O9Hz/FnivTdR8K+BtesbO7vbLT3gSFGgkYhP3Y6DPpQB89azZeD49CtNU0WyvVjbWPKaW95RogMkDHGOnHWqXicEeIvFB8MTRtpp2ySfZBhfJJH6AkA19N3WheC7rSbbSLi20prEOHgg3IF3Y6gZ64rnpNQ8LaJ8RovC8PhiGOa/tNr3aKqoYgpOCMcj5aAPKfFS+E76HwoPBP2ePXHkVZTbqU2nA5f8c/hRo3hbTrz4VeL9SuoYrnVbW5bFyBkrtPOM9Aa9x0fwv4F0m8+26VaaXFPJ8ivG6k5PZeev0rUtfB/h+y0280+20u3jtL0k3ESrxJn1oA534MszfC/St0gfAYDHYbuld9VPTNLsdG0+Ox062jtrWP7kcYwBVygAooooA8z+KOj+AoLOHU/FFk0bSShFmtExIxx3IxkV59a6d8E7nVLazim1CV5WAUlpNmeynvzXT/tB28kmk6DKjbtt7t8lvuuSOM0viDXvFnhrw4+oN4L0e2treHBlSUMyEjCsBjoDQB0tx8IPDM0fltJqawJ9yEXsmxB6AZ4Feeppnwea3u7ptR1KOO1nELs80mSxBxjHUcH8q5eDx54v0mxsfEzalq1wtzMBcLcQ/wCjOBn5VNc5e6XJqXhvX/EMM7QWq6oFNmy8nduIJ9CM4oA9+s/g74Lv7OG7tpNQkgmQPG4u3wykZBrg9RtfhFpGs3On3j67FcwkrIxeQAkduuf0r2L4eaZfaV4L062vtRW/YRKY5FXAVMDCj1x615Bbahq2m/GfxRFp2gxa1NKSxilIBVR3BNAGz4V8E/DDxuk8mkz6jJKo/fRy3Dq4HQZ55H410jfA3wc5Qsl+xjGFzdt8o9vSvINf0fxp4WvbnxgF/sB9Qu/IW2gfkBh7cY4qPxNB4s8JeIotA/4SPULj+0oo7m5NvuZssTuwBycYNAHsn/CjvB5cOVvy3TP2t8/zpZ/gf4OujuuIr6WTgB3unLYA4GSeleIJ4x8U6Pp+teHrDV7hreMq6zXRaKdUBAwgPIzkce1XdF8X+MNC12XT49WuWkuLMlk1VigR9uflzxkdj3oA9Xs/gD4PtrgyTG+ul3ZWOWbCj24AzXo+maXY6PYpZadaxW1sn3Y4lwK+RrPxh4osZbHUZNb1USG6wRKzeSyg84bofpX1/aTi5s4JwVIkjV8r0ORnigCeiiigDxn4taTc+GfEGm/EDRbdjPbvtvsAbSnABP1Bx+Ven+G/EFl4n0K21awk3wzrnHdW7qfcVd1Gxh1PTriyuI0kinjKMrjIOR3FeBeHtT1f4L+KX0fXlMnh+8ctFLEuVUk8EenuKAPoeioba5hvLaO5t5FkhkUMjqcgg1NQAUUUUAFFFFABRRRQAUUUUAFFFcj8QPHNn4G8PveSbZbyT5ba33cu3r9B3oA4r45+MVs9Kh8L2F4qX1+6ifDY2RE45PbJ/QV6N4P0C18M+FrDTLRVCRRAsy/xseS34mvmvxJ4SvT8P5fHOvPKdV1K9Qxo5PyRkMcke+BgemK+nPDcgm8M6ZIGLBrWM5Ixn5R2oA1aKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBoYFiuRkDJFFOxRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5d8ebW+uPh6WtQzQxXKSXKr/cH+BxXqNRTwRXMDwTxrJFIpV0YZDA9jQB4xrfj3wCfhtaQGC01STy4YzYINjlhjJPcYPNc18HtR0bQfGGtjXo49LnmVWtI7wYKLknaCfbb+Vew2Hwu8GadP58GhW5k8zzAz5bafbJrQ8QeCvD3igD+19LhuHAwJMbXA9MjmgD5s8fW1tr/i7xVq+jXAXTbWJN0kK4SVuAV4465P4UmuaTrfgzwRHHGTPoevQROd54hlHJ4/rX0zZ+E9BsdEbRrfS7dLBxh4duQ/1PU1zuv+JvANjcJ4Q1yS2RI0Qi3mQ+Wo/hG7oKAPJPhPLZeBvF9xB4qEFsbuzR7W5l5UhsEYPuKT4p6ro+vy6nLoOjwslncQ/adXjb5W/hCgfU/pXf+IPG/wAKdXi/szUzDcw2wVY3SBtqjoNrAdBWtq198OfCfhyxs7q3tF0rUGV4Y44y6yYwQ5xyQOOaAOfj1S9ig867+IGiTwJA6mGKFVcrsOAG7HOK8w0Kw1XQvBE3jLR8zxzmeyv4mPGxshWwPT1r04a38E45vN8jTw+Sebd/5YxWpY/ET4Xadp0mkWd1BFYyAl4VgfYc9e1AHCW3kQ/sxTStbRSO8zIGZeVJfqD6ir/xGii/4VH4QlsraOItLCATGOCUIyfxr0bQrrwJ4h8OyaRoy2NzpwJL2anGO5JU8iqWi+OfB/iPXJvCdpaxyW9jHujMsYMRKdQufTHWgDzTxxH4g07xZ4SHjnUrC70v7QH/AHUWxFUFd24fSub1Sw174iat4g1/TbD7XDbzYhnE2PJjTJAVe+RivYfEHxL+Gt9qMVhqrxX32eQFZfs5kjjbp94DFRWnxa+GugWs1ppzeTB5rApBbNtcnqw45FAHH3XiWDxV4l+HF4rq06ny7hD1WReDx9RVbxlcG1+PF5KNfj0NhbLi8kTcB8vT8a9J8EH4d+JL6S88O6XALqyfeZDAylS3cZrqdT8F+G9Zv/t2o6Pa3N1gDzZF5IHSgDwDxtq1tJ4Zs1k8XWuvzrqkczPGgV412nOfUVb+Kmv6N438QeGYPDci3t4r7WKLwAWGA35V7dF4A8JQPI0fh+wBkOWzEDn8+n4Va0/wn4f0m/e+0/SLS3uXGGkjjAP4en4UAa8QKxIp6hQDT6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmuiyIyNyrAg/SnUUAeft8GPBDzmZ9LZ2Y7julJyc5/Wt668D+HLrQl0R9LhXTlkEghQbRuHfiuiooA5zWvA3hzxBBbQ6lpcMyWqeXD2KLjAAIrHX4PeBljCnRI2IGNzOxY+5Oetd3RQBz+neDNE0q8vru1tSJ72MRTOWJJQDGB6DFP8M+EdH8I2s1vpFuYkmkMkhZixY/Wt2igAooooAK8n/aF/wCSdR/9fsf8mr1isjxD4b0vxTpwsNXtvtFsHEgTcRyOnT60AeYfEHV9Ib4JW1q91am7lt4lhiVgW3ADIA7Vx+k+DRrnjnRtL1m8uJbQ6IlxNGJChAAOFA9uK9b0/wCD/grTtSF7DpW91xsSWQsikdwD3rcg8IaTB4pn8RiORtQmiEOXfKovoo7UAfKcOlpPo/iO8t7W5uIdPn229411tEC7iB8p5YkAdK6u4Daiugyi7BnXwtKzSPLyGBbv64r1+f4NeDri+url7S4C3LFngScrFk9woqfT/hF4N06Jki01nLRNEXklYnaetAHhOs+ELHSvg/o3ii2uLpdRuJl3fvTt5z0HbGK+m/DUrzeGNMlkcu7W0ZZieSdorIv/AIc+HNR8PWWhTWsg06zk8yKFJCOfQnriumt7eK0to7eBAkUShEUdgOgoAmooooAKKKKAOM+IXgiXxvY2FtHfi0+y3An3bN2cVu6toNrrnh2XRdQZ5IJohFIwOGPHX61rUUAeSaV8E1tpYrXUvEF3e6JbzebDpx4TqSN359qtXfwW0+40fWbBNUuU/tG7F2CFAEbDdgY7j5q9RooA53wX4dufCvhq30m51J78w8K7rjavZR7CsfRfh2NK+Iup+LH1GSZrsMEgI+7nrk9/au6ooA4z4h+Bm8c6fZWy37Wv2a4E33cq2B0IqDxl8NbTxVcWmowX0+navaIEiuoT2HQEfWu6ooA8mHwL0u80+7Osapd3urXO0tfN95GX0H04/AU7T/gnaTzTTeJ9WuNZk8owwF/l8pex+or1eigDxWX4CNNJFZv4luTosEhkhtSmSmffpXslpbR2dnDaxDEcMaxr9AMCpqKACiiigArG8TeGdN8V6NNpmpwh4nB2t/FGf7ynsa2aKAPn/Stf8QfBvXTouvJNe+Gmb9xcqpPlgnjB/mK9u0bXtL8Q2KXml3sVzC3dGyR7Edqn1DTrPVLOSzvraO4t5Bho5FyDXjeo/CLX/Cl7caz4D1h45MswsXGBtP8ACCcg/jQB7fRXiekfHG60thaeNdCurKUZAnijOGx1JU/0zXo2kfEDwrrkSPZa3aFmUN5byBXXPYg8g0AdNRTVdHAKsGB5GDTqACiiqd9qun6bs+3XsFtvzt82QLn6ZoAuUV574j+MnhHQImEd8NRuQcCC0IY59z0FcX/wnfxF8fl7Lw1oh0u2kGftkuQQv+8Rj8qAO88d/ErS/CNlJBBLHd6y4CwWaHJLHgbsdBXJeEPhrq/iDWk8V+PpWmuQxaCwfpHzxkdAPatnwX8HdN8PXa6tq851XVyd5klGUR+pIz1+pr06gDzP46xRH4X3OYd3lzxFCP4DnGfyJH4123hhVXwrpSoCFFrHgE5/hFcj8cP+SV6l/vxf+hiuq8If8ido/wD15x/+gigDaoprhihCkBscEjNIgYRqHILY5IGATQA+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr578U2mpXfx+uU0lNLe7W1QquprmM/L2Hr6V9CVy2s/Dvwtr+qPqepaWs14wCmXzHU4HToaAORk002vhbWn+INv4et7KSIIsmmxYfPbt1zjFef/AAkh0yPxdHD4mW4fzYT/AGKt+CUZCxHAPAJA/wA8V6/J8I/BUi4bSMjOeZ5D/M1sa74N0PxHaWlvf2YK2bK1u0ZKNHt6AEcgcdKAPNfFtno6/HLw5YXWmW/2WS1YLGsShGcluoHXgVzc9vdR/HPWovDGgadqEkUW3yJwEiiOAGOOBnNe33ng7RNQ8R2WvXNoX1GyTZDJvPA7cZwep/On2PhLRdN8Q3mu2tmE1G7z5024ndnrxnFAHzZpfiF/DUvja9vZILPxBKotooIFAVWZvmKY7D2rn0fXPB9nHqa6fcW6avZyQme4GfM3ZyyenHrX09dfC7wbeanJqNxoscl1JJ5ruXfls5zjOK2dd8L6N4ksI7LVrGO5t4mDIhyNpHpigDyHwlP4DtPgk897bWk8nlOLyP5RO8mcYUnkcFcEcVg+I7Pw9P8ADbwhLpOlyWlpcansY3SK0rKWOcsOoNeuP8IvAzzrL/YMIKkHaHYKeO4zit698KaHqFhZWNzpsL2ti6yW0QGFjK9MAUAW9L0nTtLhYWFlBbCXDP5UYXccdTjrV+kAAGB0paAGSb/Kby8b8HbnpntXkPh7x/r3h7xvP4d8cx7Wvp82d2uBCoxwAfQ8fQnmvYa5bxx4I07xxo32G93RyxnfBOn3o2x/L2oA6gEEZByDS1438N/Gl/oetN4B8VblvbdilncuT+9XnAyeoxjBr2SgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAyD4o0JdQmsH1eyS7g/1kTTKGX65PvWjb3VvdxebbTxzRnjdGwYfmK+atE8Dab4y+L/AIp03U5LiFIpJZUELYbO8c5P1/WmvrF98HPHes6Rofm6hafZ1cRXDEhSQDuIHpn2oA+naK+epfi/8RIPD1vr0miacumXD7I5yrYznHTdmu28U+N/EOjX3haKzSzkl1G1eWeJ1O1mCggKeo60Aen0V83xfGbx8ulpr81hZvpKXRgfCYy2M7DzkfWum8IfE3xbc+OdP0rxJp0UVtqsAmtUhQZRSMhs5zjAOc0AewX+oWel2j3d/dRW1un3pJXCqPxNVk8Q6LIqsmr2JVhkEXCc/rXD/HVQ3wwuyQCRPGR7cmvOT8HNKm+FsfiSC/uo782YuSsjAx56kYAz+tAH0erB1DKQVIyCOhp1fOGl/E3xdb6T4Y0jQIIbu4uLRo/LlTcSytgEEkdB+Fdj4U+IviW38ZHw945trWxc2pljkUbQxHOc5IPAPT0oA9eor5vu/jl4rv8AX59N0gaUkYndYZpBtDICcEljjkCrA+Pmt/8ACOTzm204alb3IjZNrFHjIPI+bqCD+lAH0RRXzdrXxS+J+ixWsuoWtnaRahh7ZzEpAB7df511fwd8fa3r+vatouvT/abiMedHIpUqgBwVBHUcjFAHs1FFFABRRRQAUUUUAU7/AEuw1WHyr+yt7qPGNs0YYfrXmms/AHwpfxytYNdafcMPlKPvQH1Kn/EV6vRQB4d/wpTxTp6odK8d3SsOCHMiADHbDGn3fgP4tm1MEXjSOVQwUfOUJUd923Ne3UUAeIv8M/iZdkSz+OzHJgArHJIAMcdsVL/woabVLqOfxJ4svtQ2gfLg5B7gFif5V7TRQBxOkfCbwXo0scsGjRySowZXnYyEH6E4/Su0ChFCqAAOgFOooAKKKKAPPfjXG8vws1QIM7TGx5xwHFdD4Fne48C6JK8fls1nHld2cfL61mfFmGOb4X66JEDbYQwyOhDLg1f+H5hPw/0I28Zji+xx4UnOOKAOlooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiuN8b+P7Twj9nso4HvNXvOLW1jHUngE+gzWh4P0zU9O0cyazdGfUbuQzz4PyRlv4V9AKAOiooooAKKKKACiiigAooooAKKKKACiiigDg/iX4Ej8WaT9ss1Ka5Yr5lnKjbSWBB2k9+nFQ/C7x1N4p0qWw1YJDrdg3lTxHhnA/jx/OvQq8V+K/hPUtE1iLx94Yyl1bkG7ijBy4z9446jsaAPaqK5Twp4507xP4T/tmGQboIi11Cv3o2AyRj+VaPhnxRpXi3Sl1HSZxLEThgeGQ+hHY0AbVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVzHirx94f8IQO2p3yCcDK2yHMjfhXAD443upXjf8ACP8AhK+vrNB80mDn9KAPZqK8UHxx1TTzA2ueELu0gkfBlG7AXPUAjk16J4a8feHPFcKtpmoxNMQCYJDtkX2waAOnooooAKKKx/EviPT/AArok+qajLthiXIUH5nPYAdzQBqySJFG0kjqiKMlmOABXmfif44eGtG32+mM+q3oyFSAfJnPQt/hXKxx+LPjTcx3LtJo/hdHKgI5DTjP6nj6V6BpngfwV8PtPl1E20ESxKPNu7o7yPxPTmgDiB8SfiR4ijX+wPCJt16tJMhOfpuxUkWtfG2XdnR7NNoz86IM/TmtbU/jnokV0bLQdPvNYnztXyEwhPse9Z3/AAt7xdHctJP4Cu1s1GSQG3j9MUARf8LM+IehWjjXPBjzvGcmaIEDB9lzXReE/jP4d19Ut9Rf+ydRJ2mG44Un2b/GpvDvxk8La9IttcSSabdOcCG8XaD/AMC6VreJPh74Y8Y2oa7sovMI/d3NvhWHTkEdelAHmdv4Q+I2j+OdZ8R6JHptx/aDuElklBBjLZHH0Aqynwq8WXdpreuapf21x4jvoPJiQ/cRTjIz64GB6VHeSeLvg1dFoDLrfhZiSFfJa3GehPb+Veu+GvEmn+KtFg1TTZQ8Uqglc/Mh7qR2NAHm+ofDTWr34MWHhtZIU1O0YS7N2VYg527v61nWngz4g6r4o0C+1y208W2lKIlAlyduMFvc8CvcaKAPB7z4U+J4/hhJ4egW0mu5NVN0f3uAE24HOOtbn/Cv9fi+JPhnXIRbi2sbGOC6bf0ZUKkKtetMwVSzEADkk9q838TfGzwv4funs4Gl1K6QlWS2GVB9N3SgDX+J+iat4i8E3OlaMkb3E7qGEjYG0HJ5/KvO7Pwn8VZfDcPhWWWws9K8vyXlDBnCdxnGanb4ueO5GL2/gOUwtyhIfJHbtWpZ/Gz7FNFF4q8PX2kh0z52wspPfjrigBln8MNR0b4h+HL6wELaPp1sInO7D7sHc2O+Sa5j476jo2t6vZaVYfaG8Q2swhKrGQpRx0z35x+te56Jr+l+IrBbzSryK5gYdUPI9iO1Sz6PptzexXs1jbvdQtujlMY3KfXNAHimr/Bi7tl0G/0TTtPunt7VY7yyuz8ssmCSxPfk/oKw5vgl4luNCv5TY2MOpT3atHBE4EccQBzg445OMe1fStFAHjfjr4b6/rX/AAj13aJbXy6fAkUunXMhWMkDk5HWovhh8N9a8MeL77XtUjtdOtWiZVtoJdy8+pPQDrXq+t61Y+H9Kn1HUJlighQscnlsdh6mvF4JPF3xovZJ7e4l0Pw1GDFwTunB6/U/oKAOx8SfGrwvoayQWcr6nfK5jEFuONw9W/wrnW+JnxB8QW4Tw/4Okt5AQWlnUkYA5GGx61py/wDCt/hLZeTIkE2oKBlSoknc9c/7NUV+OV7qZkGg+D7+6Ea8lv4WOcZx2oAq/wDCTfGq2/fS+H4JI05ZBGvzD04OaqWvxO+Jeki4uNY8KPPbklx+6K+UvoMdR9a07P45X1osEniPwreWVu+czxqxX2wCK9D8M+OPDvi+2VtMvo5HYfNbyfLIPqpoA5jQ/jd4Z1W5tLO7Fxp13Pwy3C4RD2+b3r0iKWOeMSQyJJGejIcg/jXOeJfAXh3xTAV1HToTMEKxzouGTPcYryNtN8bfBzUpLy0abWPDSj51LH5FJ6kfwkY69OaAPoOisPwt4q03xdosGp6dMCsg+aMn5kPcEVuUAFFFYPifxfovhCyjutZuxAkjbUUDczH2AoA3qK8Rf476hqk88XhvwpcXwQ/I5zyvqQBxVVvi58QbUTT3HgpvJHIyjjYPrjmgD3iivLtB+OXhrVLiCzv1n027kGHFwuERvQtXplvcQ3duk9vKssMg3I6HIYeoNAEtFFFAHHfFX/kmGvf9e4/9CWofhHci5+GGiMN3yQ+Xyf7pI/pU/wAUjt+GWvHAP+j9D/vCqnwdaNvhbo3lKVARgcnqdxyfzoA7uiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqtc6hZWW37VdwQbjhfNkC5Ptmq2ra/pOhW6z6nqEFrG33TI4Bb6DqfwoA0qKxL7xd4e0wZvtYsrc7Q22WUKcEZHB55FYulfFLwzrviOLRNKuJryeQE+bHCfLGBnkmgDtaK8s8a+L4ru8ttMsdfubJJ4iwjsbfzZ7lg23YjZwtdj4NFrHoS29te3V28TbZzdT+bIkmASrN0yPQUAdFSHgGlpCQCMkc9KAPEtGZda+JnhnUbxobmaW2uJJSeWjmVsbcdgBjAr26vLPG/wDwh1zcyXdjq1rZ+JrNmljkszmV2UElHC9QcYOa6n4e+KJvF/hG21W4SNJ2JWQRBtuR6ZoA6qiiigAooooAKKKKACiub8deJ/8AhEPCF9rKxpJJCAI43JAZiQAOPrXjsPxg+IUWjDXrrw/bto7yri4WJgAu7kfe79M9M0AfQ1FeTWXxMupvii9jdTW9r4f/ALPW4V5SE6qpDEk++K7i38c+Fru4jt7fxBp0s0h2oiTqSx9BzQB0NFcofiP4S/txNHGt2zXjnaApJXdnG0t0B/GuroAKwvFHinR/ClhHda1N5VtNJ5QOwtyR3A7Vu1zHjW88KWelxyeLDaG2V98Udwu7cwH8K9zzQB8+ax4n0nwh4h1DUfBmrR31jqqSJcWTRsgi3Drz1xnivYPgZpMGnfDe1uIyTJeu00hPrnAH6Vx0fxB+FSnZbeDZJULElhYIfxGTXYH4k+HX8Aajc+GLi2guLK0Z0spE2GL/AIAP6UAO8afGLRvC95/Z1nG2p6irgSQQnhB3y3TI9KwLT9oC1ju44ta8P3thGT88n3tvccYye1N+FmlaF4c8FP45154vtl2zzPcTYYoNxGE9zz70zVfjRo+rtJDb+DrrWNORyHmeEFSoHUDBx+OKAOvHxn8BkA/22oz6wv8A4VuWvjvwreA+Rr+ntgAkGdQR+dcB4Ul+FXjiV7eHQ7S21B1DSWsyeW2R2XBwfwrcv/gj4Gvi5XTZLZmGAYJmG36A5FAHbW2taXeRmS21G1lQHBZJVIz+dWUureXPlzxNjrhwa8ovP2e/C8qKLS91G1IPJEgYH8xVZf2fLG3ik+xeJtUgkZcZGMfiBjNAHsisrqGVgwPQg5p1eLw/BzxTpsMMGmeP72OFSQUIdQqn0AY1HL4G+Llm0cVl4zhnhQDDSsQfocqSfzoA9sorySy0v4zWdsIW1bRbgh93mTAlv93hRxVK71v42WruBommzhW2hogCD7jL9KAPaKK8VtfH/wAUtLLLrHghrsvgxm2UjaB1ztLf0rQX4va7axs+qfD/AFeFf4TGC2frlRQB61RXkzfHbTLSUR6p4e1mydkV1DwglgfYkcVInx98JFWaS31OIAj79uOc/Q0Aeq0V55a/G3wLczeX/arxcZ3SwOB/KtW1+KHgm8LCLxFZDb18xin/AKEBmgDrqK56Dx14UuJlih8Q6a8jdFFwvP61spe2skQlS5haMjcHDggj1zQBYoqNZ4XxslRs9MMDTwwYZBBHqKAFrhPih45/4QzQFW2R5NTvt0VoqAEq2PvY9iRXd14H4oaPxD+0fpel3zuLazCeWgOQWC+Z+HP8qANb4dfCdZlj8TeMBLe6rcfvBBcHcEz0LZ6nHY9K9ftbO1sYRDaW8UEQ6JEgUfkKm6UtAEU9tBdRmO4hjmQ9VkUMPyNeTeOvgxZXaNq/hUf2bqsGZVjiyFlYcgD+6cjjHFevUUAecfCv4gzeK7KfS9XXyddsDtnjKld6g43Y9exr0evDdSh/4R79pawnQ+VDqkPzEkAMSpB/NlH4mvcqAI5ZUhheWQ7URSzH0A618/21ldfGn4i3F1NLKPC+muAi8qHx2/3jzz6V6D8Z9em0P4fXK2rAXF64tl65w3XGO+K0fhj4Yh8L+B7G3WLZcTxia4JGGLsM8/QUAdMRZ6NpbFEjt7S2iLbVAVVUDNeG6dPrHxx1+5W4mksvCdnIC0KcNK3YE9z39BXafHPU5dO+Gt0kW8NdSpCXRsbQTk5+oGPxrZ+GOhWug/D/AEqG2XBnhW4lbuzOASf1x+FAGvoHhTRPDFmttpOnxQKvO7GXJ9Sx5raoooA5Dxb8OPDvi+1ZbyySK5CkRXEQ2shPfjg/jXnnhHX9X+Gfi6DwR4luUm0ycf6Fdn+HJwBk9BxjHavcq8m+P+ji88DRampCzafcq4bvtY7SM/Ug/hQB6ncW8F5bSQXESSwyLtdHGVYehFeD6jBN8FPHseoWonm8M6mSJYl+7CSenpx29RXsvhS9Oo+FNKu2mWZpLWMtIvRjtGTVXx1oKeJfBmpaaY0eR4S0W7+FxyDntQBu2tzFe2kN1A4eGVA6MO4IyKmry34E6zcah4JksLuVXl06cwAZywXsDXpGoXQsdNubps4hiZzjrwM0AeM/ETxVrnirxmvw/wDDRltmV8XdypIypUE5x0UA13XhT4X+GvCttH5VjFc3mwCS5nUOWYdwDwOvauK+A1j/AGnLrvi26kaW8u7gxAt/CPvHn8QPwr2ugBAABgDAHaqmo6XY6vaPa6haRXMDjaySLnj+lXKKAPAvF3hLU/hPqP8Awlfg6WT+z2bbd2bgsqKe5/2f5V7D4U8S2fizw9batZNlJVw64wUcfeHPvWjqdjBqWl3VlcoHhniZHU9CCK8d+AE8ltL4m0QvvhsrkeWT16sp4/CgD22o55o7e3knmcJHGpd2PQADJNSVw/xZ8QTeHfh7qFzbbPPmAt13dg3BOO/GaAPKLye/+NvxF+xW8kieG9PfJI4G3oW/3mr0P4k+L4/ht4Ts9O0W2VLqdfItQoGIwB94jv8A41b+Dvhq20DwFZzxjNxqCi4mf1J6D8BXGXunN4r/AGjfst/uks9MiWVI+qjaMjIPqxGaANvwJ8KLIW8PiDxUjalrV1idhcHKx55Ax3I/KvU4LW3tlK28EUQPURoFz+VS9KWgCC6tLe9t2t7qCOaFxhkkUMD+BryHxz8JY7Bv+Em8GbrDUbIGX7NCCRIRz8vofbpXstIeeKAOH+F/jg+NfDZkutq6nat5V1GBjnsce9drLFHPE8UqK8bgqysMgg9jXifg4LoP7Qeu6TaqFtruJnZV4AOA+cfn+de4UAfOWt6VP8GfiNb+ILdJZtAu5HHkxNjaCOVPbgnI+lfQWm6hBqum29/bOGguIxIhzngisXx74ci8U+DdR0x03SNGXh9RIoyuP5fjXF/AbxBPqPhK40e7wJtKl8lRjB2ds/Q5FAHZePvFL+DfCdxrMdstw8TKojZtoOTjrXlvgjwHffES6bxZ4znnmtJnL2lkznGM9cdl7e9afx3kuL2Tw5oEauYr27BkC4+bBAxn17167Y2ken2FvZwgiOCNY1z6AYFADLDTLHS7cQWFnBbRD+GJAo/SrlFFAHIeKfht4a8WQy/bNPjiu3X5bqEbXU9jx1/GvKvC+r6z8MPiDD4T1y9nfQ5GK2sj8Id33W57Z4wDxX0JXkf7QGli48FW+pxriexuVZZAQCobigD1yisbwpeDUPCek3Xm+aZLWMlz/Edoz+tbNAHIfFBkX4Z68ZE3r9m6ZxzkY/WqnweRE+F2jCPODGSc+pY5q/8AEtXf4b68ECFvsrHD9MZGao/CFYF+F+i+QWK+US2T/Fk7v1oA7miiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK89uNR8S+JfGlxZaFq1nZ6RpkiJdME3ySMeWXnpxxVPxF4l8a2V/r19pY019L0p1i8idSHclFYncPdqAOl8R614msrxbXQ/DYv1ZAftMtyI0U56EdTXCeLPEHxK017C1upNMsIr5jGs9mNzq2M7Tv4H1r1jSp7q50q1nvYUhuZIlaSNG3KrEcgHvWT4r8Had4xt7SDUmlEdtN5yiNsZOMYNAHhPjvw5KniDQNPtbC51m/vYBdzyT3DF5mxyAc4VR6D0oum07UNN06Pxdb68dR0TzLMDToSyOVIKgyHocenbFe9y+E9Mm1jStVkRzd6ZEYoGDYGCMcjv0q5p2oadqi3Bs3il8mZopgBysg4IPvQB5N8LrMeKr/WbnWtBeSxXbFZPqMXmSKgBBXe/zH+ldX8NvDCeFl1W2uILaC9uLySdY4yP9TnCEDsvHStKfxLBpfi+ezu9Qtl09rE3CDgeUUbD5I65yPyrkdC8WDxJ8VW1K2tmj086dJb2NxIdq3RVsnb680AR6j4B8FX2o3PiSDWruztrIvHcw285XbJnkc/MpJ7DrXTRWkmg6JoaeFpbOysZ7gPOuok75Q4z1JyXJxXGzeHLrxv8O9T1DRfKs9UvrtpLyMLxI8ZxtU9uRnNYel+EtT8Stp1ja3+swXUdv517JqG4pDOjjaAOh6HpQB3XxB+J8fh+5k0PTJEGtEw7CwDLh3wwx6gevrXLXOqXU3xRbUPFGoahZR6XIq2lnbWsjxzDby2QMYOfrXb3fwj8Oanr6a9qCzyaiWjllZJSqPIoHOOw46V3hjQnJRSfUigD5q8QWMWgz3Op+B9M8SJe3W9bj7VZ5iETD5gMgnPNevfCfVNHv/AtnBpG9fsg8q4SRdrCTqxI9zXc15pZxxeB/iq9nGgj0zxGN8Sp0S4Xrx7igD0yiiigAooooAKKKiuJfIt5ZcZ2IWx64FAHE/Fy9Fl4Au3l0ganbO6rPEWK7Fz9/I54OK8dubXTNG8HDXPDvjiRISqyDRbhxJk7uIymeQDnqOa7yw+N1rq2kXUtz4W1GWGIlJ/KTzI8Zwc8enatbwlpPw28UWEetabomno5kKsksYDI/oR696APK9O1jR9T8XT6v410uOztk0ZP9FwFE5wMFFGMZ6gdqztNsfDknh7XfFqT2dneRll0zTUmw0fYMQTkmvorUvCfhO/vDf6jp9jLJLCIA82MFB0Azx+VVk+G3gi3ZJ18P6cu0ghjGMUAfKbWZPg6O/zpay/aThxM32tj/u9Me9fYPhF7mTwfo73m43LWcZkLEkk7R1z3qlH8PvB8V79tTQNPWcHdv8ocH1roIbm2lPlwTwuQPuo4OB9BQBPXz74x3+MvjzYeGtWGdLtSAkQyu8FdxJ+vSvoKvH/ix4K1iTW7Lxr4cG/ULEL5kCL80mDwR68cEelAHqlppdhY26W9rZwRRIMKqoAAK8N/aC8L6TYadaa7Z26W17PP5Mxj+USgqTyB1PFbUf7QWk21ssepaPfw6gi4lhC4AfuOe1c7fTa38arxZ5rSXTPC9gjTfP1kcD17n9BQBzvhfT7fxZdeC/C1z50WmeVNdTKXP759zZAPbhAPbJr6b0/SrHSrGOysbWKC3jXasaKAMV896L4O1DVvhhoHiTw7Iza1pMsm2JTgum8nb9ec+4JrqT8fYrGD7Pqnhq/h1JCEeEHAZxw2CRQBn/HXw/YaGdN8VaZCLXUvtQEjxcbyBkEjpnivZfD19JqnhzTr6Zdss8COw9yK8Purfxb8ZPENhJPpkmlaBaOJMTgjfzz16k9K9+ghjtreOCJQscahVUDoBQBLRRRQAUUUUAFFFFABSEAjkZpaKAI2gikOXiRj7qDUM2n2VxE0U1pBJG3VWjBBq1RQBz914H8LXrBrnQNOkI6E26/4VmXHwp8D3Mhd/D1opOP9WCg49ga7OigDzq7+CHgW6dXXTJIMDGIZ3UH9aq3HwJ8IyweXC2o25/vJdMePTDZFen0UAeNXHwAsYpmm0/xFqlvtU7RuBOcevFHwH1pjb6x4curySa4sbgmJZGz8mSDj8f517LXgniewn+G3xdtfFcMRTQ79wlyYx8qFuGBH60Ae914H4ugl8N/tD6PrM7D7JflAGJ2hfl8sgk+hwfxr3iCaK5gjnhdZIpFDI6nIIPQ1yfxH8Gp408Ky2SHbewnzrV84xIBwCfQ0AdeCCMjpS14z4F+Kh0hE8M+OfOstUtzsW4nX5XXtuP8AXvXr0F7a3cavb3MUqsMgo4OaALFFRTXENvGZJpo40H8TsAP1rynxv8X7aLzNC8I7tR1qf92kkA3JEScfif0oAzdUuIfE37RulwQPFPDpVufMKjIDAMSCfUFh+Ve21598LvAUvhHS57zVGE2tX7eZdSZ3Y5Jxn8efeu11XUYNJ0u5v7lwkUEbSMT7DOKAPJfi0T4j8deFfCUZIDTfaJmXGVGf8BXsccaxRJGgwqKFH0FeN/C5L7xr4y1Hx3q9iI02CCxYZCgDg4B68d69noA84+N+lz6n8Nbs26s728qTFFXJIBwf0Ofwrc+HGq2+r/D/AEaeBlOy2SFwDnaygAg+/FdNcW8V1bS28yh4pVKOp7gjBrwJrTXfgr4tnurO2uL3wlcENIB83lgn9GH6igD6CorD0LxfoPiS0+0aXqUEygAsu7DJ9Qa2t6ld24YxnOeMUAOryf4+autt4Lg0hAGn1O5VFHspDE/ngfjXS+NPiVoXg7T2kluY7m8YERW0LBmY++Ogrg/BXh3V/iL4kTxr4ui22EXOn2TZ29eDj0H6mgD1vw5pkejeG9O06JdqW9uiY9wOa0yAwIPIPFLRQB4V4AtV8JfHDXdDMx8m6jaSJd/HXcM56mvbb61S9sLi1k+5NGyH6EYrx/4z6Dfadqml+OdJjJl091Fz5Y+baDwfcdq9R8NeILPxPoNtq1i+6GZckd1buD9DQB5r8D7iLSTr/hCbKX1jevJg/wAaHC5H5D869hrx74h+ENd0jxXH488Jhpbxdq3Vog/1igcn3BGARXReCfivoni2LyZ5F07U0O17WdsZPcqT/wDroA7+iooriGdSYZY5AOpRgcflVTVNa03RbOW61C8ht4Yl3MXYZx9OpoAdq+oW+laRd39zII4YImdmPbAryb4AWDS2WveIZAA1/dkLjpgEsf1asjXfE2sfGa/Phvw3bPa6Mkm65vJM/OoPX6e1ezeGPD9p4X8PWekWY/d26YLYwXbux+poA2K8R+Nco1zxV4Y8ImQxxXEvmSuvJAJx/IH869k1C+t9NsJ726kWOCFC7sxwABXi3w8sLrx/8RL7x3qVsFsISY7FHHGRwCPoP1NAHtVjaR2Fhb2cWTHBGI1J64AxXi93LD4c/aUiur52jg1C32xyFcLuZdoGfrj869xrz74reAn8aaFHJZOI9TsiZID/AH/VfxoA9BoryDwT8V/shg8O+NYX03VYUCiaYbVkXA259DXrNvdQXcKzW00c0TDKvGwYH8RQBNSEgAk8AdTUFzfWtnGZLm5ihQAkmRwvH415H4++KEuoXC+FvBP+m6hd/upLmLlY88YB9cd6AKfgUjxH8d/EOu27KbW0RolZc4Y4C/417hXF/DXwQngjw0trLsfUJ28y6lX+Juwz3ArtKACvCvC0TeEP2gNV0ydyItVVpIVQ5Bydy5HrjNe614x8ctLlsJdF8XafasbmxnAuJY+DsBBXOO3UZoAPj6s9tb+HtWRXMVpebnZc/L0P4V63pd/Dqul2t/bsGhuIlkUg54IrnmOk/E7wAyxyhra+iwSOsb/4g15V4Z8Xav8ACPU5/DviqC6m0gORaXSrkAeo9sdqAPoKisnTPEui6vapc2Op2s0TqGGJQCM+o6itJ5o4k3ySIi+rMAKAJK8j+PmsxQ+EoNDjdWvdQnTbF1O0Hr+ddH4u+KfhvwraT5vY7u/ThbSFssW9z0Arg/BfhfVfiF4wTxz4mt/Js0INraspG7H3Tg9v50Aet+EdMfRvCOlafJ/rILZFb64yf51tUU12VEZ2IVQMknoKAPN/jjrZ0n4dz28ewyahKtuA2c7epI/IfnXQfDrQZvDfgXTNMuJEkljj3MydMsc4/WvMLzWT8VPi7p2m2tok+h6LK0ksh5WT/aPsSBgV7uqqihVAAAwAO1ADqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzKX4b65Y+L7vVtA8Svp9pf3AmuoNm7tk4z1yf51H4j0+x0LwVqmh6lrcVvf61I7rcTliHZiOCfwxTPG0fxVttdkvvDc1rPpgx5dqoXdgDncGwSc56H0qvr/iOTxX8M7K4ijji15buEC1ljwRcK3ICtjIzQB6VoMc0OgWEVwqLKkCKwRsrkDsfStKq1gbk2FubwILny180J90NjnHtVmgCpqV0bHS7q7VN7QxM4XOM4Ga+aNO1rxdpMErSQ3EeneKrgzi4tV8yWMFjuC4/iI4r6curaK8tZbadN8UqFHX1B6iq2m6RY6Tp1tYWduqW1sMQofm2fQnnvQB4rJ4OtvEmpWGnaHoGo6ZbNBJHf399EdzIxBGNx5bKn867fwr8LLbw/Np893q13qEmnZ+yxvhY4sjBwo616FRQBXtbO2sYjFawJCjMXKoMAsepqxRRQAUUUUAFeXfFXFh4i8H61NM0Nra3+yWRRkruHBr1Gud8Z+FLbxl4dl0m5lMO5ldJQu4qwOQcd6ANq2vbW8BNtcxTAdfLcN/KrFeU6T4C8Z6VeO1nquh2UYARZbazYO6A/wAQzgGvVEDKihm3MAAT6mgB1FFFABUF5J5VjPIADtjZsH6VPkZxUF3bLd2k1s7MqyoUJU4IBGOKAPm34byePrzRtdm8KixNvPdEyRT4yrHk7QeOh/SqV78PpdJ8beHPD15qU8V5qZae9a2YhEYliNnvgYr3/wAFeB9O8C6bPZadLPKs8vmu0xBOcY7Ump+BdK1Xxlp3iedpxfWK7UCt8jDnGR/wI0AfOq6TfXHjjVtASx1TVbbThKlvbtdlGiAPDE96xP7d8T6xYW+iPq1xKsFyIorJZSJXyegPfFfSviX4YaT4j1htWW8vtOvZE8uWSyl2eav+1VWf4OeF30K3023S4tpLeXzkvYnAn3d8tigDwiDVrmy0zxRp82ualpt5tRYLK7di7gEFl3dm7fjTPDZ1Dw7488Npcm+0p5Hj86Sdyyyqx6gdNpBAr3qx+D/huCy1CC9NzqU18AJLq7fdKoHTa2ODVPTfgpolprkOo32oX+pJbbfssF1JlYsdBnuPbigD00dKWkAAGBS0AUZtH0y5lMs+nWkkjdXeFST+JFZviyGK28D6xHBGsSLZS4VBtA+U+ldBWN4rgkufCWrwRLukktJFUZ6naaAON+BVukPwvtGWQuZZ5XYf3TnGP0B/GvQZtOsp5Fkms4JHU5DNGCQfXNebfs/8fDXH/T7L/Ja9ToAQAAYAwB2paKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArH8TeHrLxToN1pN8mYp1wG7o3Zh7itiigDwTw54l1b4TeIX8NeJWnuNBzi2vdhIjz7+nt2r3S1u7e9tkuLWZJoZACro2QRVTXND0/xHpM+manAJraYYYdx7g9jXkl78PvGHgGdLzwLqc99Zh8tp05yAMc9eD+GDQB6f4j8HaF4rtWh1awjmJXAlAw6/RutedX3wEt02HRPEeo2WOqs5YH8iKms/jaNPmaz8WeHr/S7mJRvZIy65+nUVt2vxr8C3MQdtWMJOcpLC4I/SgDlofgJPOSmp+Lr+eHqEXJ598mvRPDHgHw74RUnStPRJmGGmf5nP4npWJefGrwNa8Lq3nt6RRMe2euMVzE3xu1HXT9l8H+F726uiu4NOvAA68L1/OgD13UtUsdHspLzULmO3t4xlnkbArxDVtZ1T41eIE0PR0ntPDNvJuuLvGDJjv8A4CtKz+FniDxqy6l4+1m4Xf8AMmn27ACLnoe3T8a9Z0bRbDw/pcOm6ZbrBbQjCqO/uT3NACaHo9roGi2mlWQIt7aMRpnqcdzWjRRQAVDc20N5bSW1zEksMqlXRxkMD2NTUUAeVaz8CfD148s2kXV3pMzjpA5KfTHpWX/wpHWbiSFbvxvfNCihMJuBC+g5r2migDzjw38F/DOgXMd3cCXUryNyyy3JyPb5ehxXoiIsaKiKFVRgKBgAU+igAooooAhu7WG9tJrW4QPDKhR1PcEc14PJJq/wP8S7VSS98KXzlggyTBzz+I/Wvfqr3lnbahaSWt3Ck0EilXR1yCKAK2ja3p3iDTo7/TLqO4t5BkMp6exHY1zfij4XeGPFT+dcWf2a7ByLi1+Rz16469a47Ufhh4i8H3D6j8PNVkXfIXmsJyuxuuMZ4PXGOKLL44T6RdrpvjLw/d6fdqvzyRKSpPY7euD7ZoAhT4E6lZNcR6d4yvILebgpggke+DVvT/gJYmZJdd12/wBSAyGiLEKw7c5zXS2vxi8DXURf+244iqhikqMhHtyOT9KR/jL4EjfadcQ+6xOR+goA67SdHsNE0+Ky0+2SCCJQqhQMn6nuasT3UVqpeZtkaqXaQ8KoHqe1eQ6p8fbJ5XtfDui3uoXBJWJymFc9iAOSM+1UovCvxF+IlxHJ4pvTpOjSIGa1tztZhn7pXOc49aAIvEetX/xe8Tr4Y0GVk8OQsHur1UOHIHTP16fnXsfh/QrLw1odrpNgpW3t12rk5JPcn3JqPw34b03wpo0Wl6XEUt4yTlsFmJPUnua2KACiiigDnfFHgnQvF9o0Oq2SPJjCTqMSJ9DXnLfAi6spUGjeLr+1hUcISeD3xg4r2iigDxWH4Am4fOr+Kr+6UEYQZwR3HJr0nwz4L0LwlaGDSLJY9xy0rfM5P+8a6GigAooooAKhurWG9tZba4jWSGVSjowyCDU1FAHgrWN/8FPF6XcUk9z4TvnIlUAn7Pk9x6ivYY5NC8X6UrAWuoWkqBtrANgEdx1BrQvbK21Gyls7yFZreVSrow4INeN6l8H9Y8LXZ1jwFq00c6yb/sMrYVhnpnOCPY0AXtY+AGiXMss2j6jdaa7nPlqdyD29QOtU0+BF9cSFdR8ZX8sJHKrnk9upxSxfGLxJ4fmit/GHhG5g3A/voAfmx1IB4/WuktPjh4GuYi8mpS27A42SwOD+goAn8LfCHwx4Zk+0GA6hef8APe6AYj6DpXeoixoERQqgYAAwBXntx8bfAkMLSLqzSkfwJA+T+lc3qfx/tZZjbeHNDvNQlZcIzqVG49OBk0Aew3V3b2Vs9xdTRwwoMs8jAAfjXiHjHx7qnj/VZPBvgqNzC7bbm/UkDaOoz2X371DF4R+IPxOud/iy5fSdHDhhaBdpb6L1/Fq9e8LeEdI8H6UlhpVuEAHzysAXkPqxoAp+BvA+neBtFFlZjzJ3O6e4YfNI3+HtXVUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEUEy3EKyKrqD2dcH8qloooAKKKKACiiigAooooA4LXvG+rDxNN4c8LaMuo39vCJbiWaXZFFnoM9z7ZFcVdad4x1jUPtevfD/R55LfmS7FwYnYDurBuvp9K6nXbK8svF+oX+jeK7a1v7q3VDp8/l5LLnactnA/CsWeT4oXekPBruq6PoVtJ+5e5cDc4PHHYEgn06UAeq6Rcx3ej2dxCjxxyQqyo5JZQR0JNXqoaNYx6ZotlYxymVIIVjWQn7wA61foAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGeUnm+btHmY27u+PSn0UUAFFFFABRRRQAUUUUAFFFFABWdryGTQNQUKrZt3G1m2g/Kep7Vo1meIZTD4c1KVYTMVtpCIx/F8p4oA8/+AH/JNv8At9l/ktep15Z+z+c/DY/9fsv8lr1OgDH8S+JtN8J6SdT1aR47UOsZZELHJ6cD6VmxfEfwdNCkq+I9PAcAgPMFI+oPSuf+OiI/wwuyybis0bLzjacnn3rJ8L/BjwZqfhbTry5sZ2nuLdJHYXDDkjnHPFAHdf8ACw/B/wD0Mmm/+BC1Z/4TPw0YmlGu6eUWPzWYTqQFzjJ59SBXMQfBHwLBcGX+ynkyMbJJ3K/lmrn/AAqHwLjH9gxc8ffb/GgDT/4WD4Q2Bv8AhI9N2k4z9oXrSf8ACw/B/wD0Mmm/+BC1ympfCH4b2Un2m9gS0RmACvdsiZPYAmtK1+DvgJLZAmjRzLjIkaVmLD65oA2f+Fh+D/8AoZNN/wDAhac3j/wkiI7eItNCvnaftC84/GsNfgt4EW7af+xgdwx5ZlfYPoM0k/wV8CzTxy/2QU2fwpM4VvqM80AdAnjrwq6oV8Q6aQ+Sv+kLzjr3qL/hYfg//oZNN/8AAhawbj4I+BZ5Wf8Ast48rt2xzuAPcDPWq7/B/wCHeh2s97e2IFvGuXe5uHKoPXrQB03/AAsPwf8A9DJpv/gQtO/4T7wl5Ql/4SLTdhO3P2hev514rcXnwThvbuRdNuZDa5CKhcxz/Tn+dejaN8OPhxr2lwahYaPbTW8yhgVkY4PoeeooA6aLx54TnLCLxDprbVLN/pC8AfjQnjzwnJFJIniHTSkYBc/aF4z+Nc/c/BPwLcSo40lotv8ADFM6g/Xmg/BTwKUVf7JYYk8zImfJ/wBnr09qANw/ETwcBn/hJNN4/wCm60i/ETwcVDDxJpuCM8zis7/hT/gT/oAQ/wDfbf40f8Kf8Cf9ACH/AL7b/GgC7b/ErwZcxl4/EdgADj55dh/I4qX/AIWH4P8A+hk03/wIWubPwy+Gt3qc2lR6db/boUEkkKTOHVT0J5rSf4ReBpDltBg5bdwzDtjHB6UAaX/Cw/B3/Qyab/4ELUf/AAsjwd9rgtV8QWck1w4SNY33ZJOAMjgde9VR8KPA4tjb/wDCPWuwtuzzuz/vZzXm/wAQvBfh3w54q8HQ6VpiWS3N+DLOrE/dZcDBoA93mt4LmMpPDHKh6q6hgfzrnX+Hfg94ZIW8O2BSRizfuhnJ9+orphwoApaAOYtPh54PsVKw+HdPwTk74Q5/8ezVh/EHh7SNdtfDvnwW1/cLuht0jwCPwGB0/Sti7g+1Wc0Ado/NQpvXquR1FeC6T4OXwh8d9Gtf7Tnvi1o9w0t0Ru+64x+lAHrWofELwnpV3dWt9rlrDcWpCyxMTuBPYDHP4Ve8OeKNI8WWDXuj3YuIUfYxwQVb0INfPMXh/wATeIvEHivW7TQtL1CJrllaO8KswAOcJg8HGOa2vBHxa0jw5o88EfhCeCcSFro2Ckxlhxk5zj86APbtf8TaP4YsxdaxfRWsROF3nlj6ADk1neHviD4Y8T/af7M1SNzbAtKJAUIUfxfNjj3ry3xZceHviFYaT4w1PVjpml2khhNncQF3lYNkgYPOfpXnvi6CXUrjUvEvhnR5NJ8Ooq2pdAYxMCcZx3znkUAfRkfxQ8GzawNMj1y3a4YhVIyUZj0AbGP1p4+I3h0+M28Km6YaiDtyV+QtjO3d64ryzxf4C0HRvgdbala2iLqMUcE/2sD52ZyMgn0+bp7V53J4X8Uw+Do/EUllClv5ovE1JpR55zgKM5z1GcetAH1RoHivS/ElxqMOmzGRrCcwSnHBb1HqK3K+f/hB8Q9A0m1s9CktLhb+/mJnvWGVklPQHv7V9AUAFFFFABRRRQAUUUUAFV7ixtLsg3NrDMR0MkYbH51YooA5eb4deELia4ml8P2LSXBzIfL6n29Pwqunwu8Ep08OWfJB5BPT8a7CigCnZ6Vp+noiWdlb26oNqiKMLgenFXKKKACiiigAooooAKKKKACiiigAooooAKKK868YfF3SvBnimHRr+zuJEaISSzxYOzPQBe/50Aei0V5bB8fvBU0yxs1/GD1d4BgfXBqJ/wBoDwgl3LEItQeBANs6Qghj9CeKAPVHRJFKuoYEYIIzWJP4L8MXLu82gaa7SZ3MbZMnPviuCk/aD8KfaII4ba/kR3xIzRgbF/vYyc/SrD/H3wcjsNmpMAcbhbjB9+tAHRj4W+CBnHhyz5GDw3+NdHZaTp+mxrHZWVvbqqhR5cYXgdq80P7QPhEyxKkGolGPzO0IAX368/8A1qmk+Png1HZVXUZFB4dbfg+45oA9Sorye6/aA8KRRg29rqVwxxwIQox9c1J/wv7wh/zx1T/wHH/xVAHqlFeUy/H7wnHEWS21RmwSoNuBu/HNYeq/tF2SWqHTdGuTMWXcZyAoXPOMdTigD3Kis/RNVj1vRLPU4UZI7qISKrdQD2rQoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPMvFWo2mqfEfT/Ct5BbCymhaSWXzAkjvggJnr3B96bqep6Jf+E9R0PxS0kdzpofEU7FGnC5EbKf4sjH41l/EjXfCEHiaF10yfUfEVoVUtaNs8rPTe+Mf4ZrW1TxFoOoWVvP4u0e1a2idQ9zHKsywyEkBWI57HnpQB1vgnTrjS/B+m2d1K0kkcQ5bkgHoM98DiugqKBo3t42hIMRUFCDkEY4qWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArO164S18P6hcSfcjt3Y/QKa0a57xy0i+BdbMKb3+xyYGcfwmgDh/2fIyvw+mk7PeyY59Ates15n8CIYofhjamOUO0k8kjgH7pzjH5AH8a67U/F2k6R4i07Q7yZkvdQBMA2kqcep7dDQBzHxudk+F+obVZtzxqdozgZ6n2rofAPnf8ACBaJ5+zzPsiZ29OnFYnxo/5Jbq30T/0IVq+G9RttJ+Gum6hduEgt7BXdj6BaAOmmmjt4mlmkSONeSznAH414x8R/iDc69qVn4P8ABV4ZL27ceddQP8oBz8u4dPUmsZtT8VfG7UGs7IHTPDUMgEzA8uM8H3PHQV6v4P8Ah3oHgqADT7YPdEYe6lGZG/wH0oA4SH4Bx38Yl1/xLqF3cFVJ2twDjnrUHwNvbmDX/EehS6hNNbWbhbeKV8kYYgkD8BXt9eN/FLwLdafOvjLwkj2+pW7b7pIDjzF45wOvvQB7JRXG/Dzx7ZeONEWZCI7+FQt1CeNre3qK7KgBCcAmvnjz/F/xn1i80l7mCy0Owuds4j43YOAPUnAPtXq/xC8caf4O8OXM8lyv2+RCltChBcuRwceg61g/BTwrNonheXVr1ib7WGFw4z0Tkr+ec/jQB1mneBvDmmaG2kQaVbfZXTZJuQFn45JPXNeROmufBPxLO1pbXOoeFLj94ygHEJJ/Qj9a+gKiuLeG6geCeJJYpBtdHGQw9CKAMbwr4t0rxjpP9o6TKzxhtjo4wyH0IrerwjR4x8N/jjLpcUZh0jWVAhDZCqSc/L9Dx+Ne70AZmv63aeG9Du9Xvd/2a2Tc4QZJ5wMD6kV43L8RPGfxGlOn+DdLk060ZgG1B2IK4/2ugrW+LHivWpNWXwHpOlRzSatb4WaRsZyTnHbjaea7b4c+HLzwr4JsdKv3ie5iBL+WOBk5xnvj1oA8S8VeB/EXw5htvGDeIZrnUmuQtzIgPQ+pPX0r6I0TU4dZ0Wz1G3lWWO4iVwy9M45/XNQ+JNCtfEnh+80q7jDxzxkD2bsR+NeW/AnWJLRdW8I382LmxnJhjc8lc4bHtwD+NAHtFeX/ABcnsbfUvBz3EYaf+1k2FugXjdn8Sv5V6hXlPxjTfq3goDywTqg5k6dVoA9VHIBpaQdB9KWgCtfX9pptq1ze3EdvApAMkjYUE9Oa5b/hGNO17xrp3ja31ATxQ2rQxJGAUfO4Fs/iayfjmM/C2/Hcyxf+hiuC+Hvjd/C/w41/StUbyr/To/MtYJeGYSD5QB35IP8AwKgDqR8NLKfW9Ul8KeMJ9OS65ubS1kDBSc5z3A611/gnwDpngnR5LK3JuZJm3zzzKMuf8K8K+HWsXfgFPF2p6lbMl8lrCyRScFnkJK5/PNdVJ44+IfhqDTPEniNLSbQr51EkMKjdGrcj8cUAdB4p8B6L8TNWS40zxCsQ04eU8FsoKxvnOcdM1fs/hrdRwS2uu+K73UdLkiaI2kwVUyRgH6jqK8m8OeOLzwrpmt6rottGY73VgpadcLChGRu9M5rR8XfErX/FemaxpunCxWwtbVZrieKQs33hna3rnFAHXxfBmW+tLawufGF7eeH4mDxWoIwRk8Z6V2PiDwJBrVnoOmxXDQaXpkqtJbdRMqjCg/TH6mvMfBniDxroCeC9Gnay/snU2/cy7dz7M5Kk5681reLviXr2geMfE1nby27W+n2UctvGyZ+YtGDuP/Aj+lAEulfAwaZ4ugvxrLtpVtObmC2CfMHz0J6Y4r2Svnm/+K3xA0k6ZPqVtptvFqkINsr8BMn77eg9q1PCvxV8QH4gWfhzW7nTLyC4O0XFlyCzDK8igD3KiiigApCQASTgClrE8Xzz23g/V5raQxzJauVYDJBxQBrwzxXESywyJJG3RkOQfxqSvnr4T6f8QNQ8IyTaNrtnaWLTsEW5jMjZz82MdBmuwfQfi5dLIj+JtMtxuADRwnJHqPSgD1WivHrzRPjLKrwx69p4TPEsYCsQPw4qxb6P8YXZFl13So1OQzGPdj3460Aes0V5ImhfGC3lEKeItNmiyT5zx8/lVs6F8WRG5HifSSwHyr9nPzUAeoUV5De6J8Y5I/Li1/TsMoJeNdrKfQZqK28PfGSOORn8R2RbbhVcBs++ccHj9aAPY6K8jbRPjFbJGkWv6bcZXczMmCCe3PXFPm0j4xRiPytd0qXcuW/d42n0560Aes0V5LJpPxjWOMprelOzDLL5eNp9PeoJ9J+M89u0X9sabGSc74wAw/GgD2GivEl0j42WcyhNVtLlZThi7KRH71Lc2vxugRGjudOmLZyq7Rt/OgD1i51mytNWs9MmlxdXgdoUx1C4z/OtCvmHxNqXjjT/AIi+GbjxHcwxXzOvlRW+NqI0m0g465r6eHSgAooooAK8X8a2NlcfH7wwlzbxSRz2x8xZFyHI3AZr2OG4hnBMMqSAEqSrA4I7V4/4wEk37QnhRPLUBYCQW5DD5iaAPTk8LaDGjomj2Sq4wwEK81jm+8B2d1PozS6PDMMiW3YKMcd8119fKOuvon/C3fEZ1fRL3U7fzCFhtGwytx8x9qAPfRffD/T7iArNokUrHZGV2Z57VsQnw7qMklpB/Ztw4B3xIEY475Ar5o8Q2ng/+wrC+sPDmp6azaikMounzvjwS2KsWY1Twz8Qtf8AE+hQJ/ZulXhjuoVPzCB2/u9ccdaAPogR+FVvxo4j0wXaoALbau4L9Pzp8kvhi0u00iT+zYrgoNtsyoGKnpgV5L4futG8SfHq41/TrpZLSLTxcO7dm2gH8q8x8U62us+MtT8TrfxK9ver9nt2c7nRT/D7cUAfVM0/hyw1G20qX7BDdzj9xblFDMB6DFaX9m2P/Plbf9+l/wAK8S1W4TxJ8avBF/A6bZrRLnI5HGSQPyIr3egCqdOsSADZ2/HT90v+Fee/Gq3sbT4Zagy2UQd3RFZIwCpJ65/CvTK81+Osoj+GF2CD888aj65P+FAHW+DIGtvBejQuQWW0jBwcjpW7WV4aiMHhjS42IJW1jHH+6K1aACiiojPCs6wGVBKw3BC3zEeuKAOe8deMIPBHhuTVp4GnIcRxxrxlj0yfTiuVh+PPgx7aJ5JrsSkDei25OGxz3q18cI4ZPhff+b1WSNo/97P/AOutvQdG0bT/AAnZXV7p2mwlbZJJ5PJXaDtGTkigDDHxu8Gi1E8s95ESxHlvbMG4qCL47+C3t2kea8jYNt8swEsRzz9P8a6BvEngKfaj6joj85AYxnk1oTxeFrZLd54dKjW5YJCWjjAkb0HHNAHH/wDC+fBP/Pa+/wDAY/40f8L58E/89r7/AMBj/jXbXen+HrG1a5u7LTYIFGTJJEgUfjioYIvC106xwRaTK7fdVEjJNAHIR/HbwW9ssrT3asXK+UICWwO+PQ022+PHg2cyiR72EoTtDQE7x7e/tXYacPC2p3FzFYQaZPLavsmWOJCY29DxVZ9Q8ERmZnm0VTC+2QkR5VvQ+9AHNH47eDVPztqCoR8rG1OD60v/AAvTwgymRRqTRAcyC0OAfTNdbBN4Xv8AUH0yEaZPdQLuMARCyg4OcY9xT2ufDdtqaaE39nx3cyGRbTYoLAd8Y/zigDiz8c/DgtBL9g1bzT/yz+yn+fSnQfHHw27ATWOrQgqDk2jHnuK373x14I0/UP7PutU05LhSAUOCAT056V0kEdhdwpPBHbyxsMo6KpBHsaAPNbL4y2ur+PNM0PTLC4a1usrJJPGY3Vj0IB7da9Vry7WYUl+PPh1LWGINb2Msk3AHyngH3Neo0AFFFFABRRRQAUUUUAFFFFABRRRQB4NDq3ifw34o8U2Nl4NnvJtSu2eG7MZC7ecEkggjuK77WdH1k+BLTRbawstR1C6jWG6mnVVjQ7eZCAOcHpXP3UWo/EvXdZsp9dk0fRdMnNqIbWUCWaQdWcn+H0FZGpeC9Y8EaTNrdl8RJ5DYqZI7a5JMcn+yRuOc/SgD2jTrd7TTba3kCb4olRvLGFyB29qtVm6DfTanoGn308XlTXFukjpj7pIyRWlQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVHNDHcwPBMivFIpV0YZBB6ipKKAPC7r4deOfBGsXt94Gv4306VmmNmxA99u09fQEHNc38Sp9a/suy1Lxbay2niJCH0+SyH7uNM5xIc8MCe1fTFeXfErQfFfjDWrLw/YxCDw6wWS8utwBJycrjr0xx60AcxeeOP+E5+B2sPfW89tNaKkck23ckzZGCDx+PpVXT/Bvj7x1pelWOqXkOn+G44IyohcHzVx6Dkn68V3XxE8OWmlfBvUtL0uBYLe2hVlUd8MCT9TW/8ADi7N98O9DnKbM2qjGc9OKANjRdGstA0i30zT4RFbwIFUAdfc+5rRoooAKQgMCCMg8EUtFAHhvxD8IXngPU4/GvgyJ4irn7ZbKNyAHqdvoe/pXWWnxl8Jv4Xh1O61KOK6aHc9oBmTfjkBfrXocscc0TxyorxuCrKwyCD2riIPhB4It9RW+j0ZfNWTzADIxTOc/dzjHtQB5x8NPAtt491DUvF/iaKWeKW5Y20DsQp5yc+wyABXvsMUcEKQxIEjRQqqo4AHQUscaQxiONFRF4CqMAU+gAooooA4L4oeA5PGuiwmxmWDVLJ/NtnPG4/3Se1cx4c+LV5ot/F4e8fWEmm3KKEW9YfJJj+JvrxyMivZKxfEPhbRfFNottrNhFcopypbhl+jDkUAeTaVex/Eb46Jq1gZm0rRYCqzD7rtyBg+hJP4Cvc6ydB8N6T4ZsmtNHsktYXcuyrk5J9zzWtQAV5j8RPAWo3OoQ+KvCLi2162HzqmFE6+/qf516dRQB494e+NJh1U6P4205tGu1VQJXB2k45LZHyg/lR8VtWsL6fwZe2F9bXMa6quPKkDZyVGRg16J4i8H6D4qtxFrGnRXGDlX5Vx9GHNeMfE34a+GfDbaG2kfaLK6vdQjgUiUsqLnlhnkHJHegD6CUgqD7UuR615ND8INbEimX4h600XdUZgcex3H+VW3+ENyXVl8c+IwQCMm5zQB0fxE8MXPjDwfc6PZzRRTyujB5Sdo2sCen0riPEXwXl1jXNA1KG5tU+ywwQ30bAjzfLwCVOO4GOfarZ+D+qi3wnxA1xbgtln8w7SPpuzn8aW2+E3iK3mD/8ACxdXKnhhgkkd8ZY4oAl1P4VTa1q/imW+vYRbarFCtrsB3QtGPlyOmO1YcXw78e63Npmj+JtUtG0HT5VcGHBeUL90EV0l18LdQuLNlXxzrwuRtEcpm+VVHYquMn3zUNl8JtTgAe48fa/JKrZBSXav5EmgDl5fg54hWLVJYLy33/2it1bWbyZgmQf3xjrTU+Dev6ze6tqGotp2jy3FsYorawz5bse7DsPpXV3Hwkv3jcwePPESSnkM8+5R+AxVeH4RayoJl+IWuM2Dt2uwAPbOWNAGSvw68ctoOiF76xGpaBck2UYPySx8fePrxj6VSvfhN4y1/UNZ1fVrzTYrzUbcxmGNmIUgqVHTGMLjrXSr8KPEH203D/EPWTySoGRg9uN2PwxTX+EeuyMHf4h615jFi5BIBz0wN3FAEXin4UXmteDvDtvazW66to0KJtkGY5cYypPXGR9Oaq+H/hnrl348tPEWv22maaliqmKHTVAEjD+8O1a0Xwkv1gHmePfELTAfeWchc/TJ/nVT/hUPiBpNz/EXWCCecbh/7PQB61keteWfEH4geIfBPiuylOl+d4cZNssq8lmJ9f4SOMDvzUD/AAe1vcGi+IWsqSBvJZjk/wDfdef/ABF8NyaDarok3jLVtb1a8ZBDp+WK43dXBJ/CgD6UtLqK9tIbmBw8UqB0YHIIIzVLxHGJfDGqocYNpL1Gf4TXM/CrwnqXhLwilpql7JNPK3meQxytuCPurXU6/wD8i7qf/XpL/wCgGgDzf9n22lh8BTSvjy5btynPpwayfiLL8SfCdrfa5F4ngOmCcLFAkY3qGbAHK9s+tbnwDMx+HWJFAjF3L5Zz1Gef1q58cYJrj4Z3YhieQrNExCDJwHGTQB534pvPih4f8H2uuX/imJrW78seXCoEi7xkc7fT3r0jxd43023+Hl9Np2v2v9pC1Hl+TKryb+OgH41zXxWSS7+CejGOGXg225ChDLhMHI6jml8SfCXwppvw/vdSs9KY6hFZ+YjCR2+bAydpJ96AMWbxT43vpPCGkaZrJtLjUrJZDLN5bbzzuYt68dMVJqXiP4h+CPFul6fq+uW2ppfhgqRoAB2B6DnvWNFp7eJPEnw80+7huoV/swLM0KtGVHzYIYdO1a/i3wWvgjxv4b1PTHvr6CWUwyJdsZtufftnNACeG9R+IXirT57m08bWtrLb3LwzQ3UaqVweCCFOc81D4m8YeP8AwhplpBceJNMvl1GYpHfQLu8nbgMCcAdx+RrB8NWHgq0fVh4z0nUxdG8kMO2GUAR5P93ArRv9Z0qz0qGw8L6FPqfhWOUvqP2u2Z5Iy558tjyvyg8jpQB0XhzX/Gfh/WIbXUtWi1/Sbu3kK31p+8S3cAn5mA9cdfWtv4Q+MrvV9DvbnxFrUEk8l4yQCWRFYKAOMcfWvO9OttIvPHum/wDCCQ6nBYpbyTX0MxZUXCkHqeeoFbfwm+HnhnxT4YurjWdLlku47t1Ls7px2xgjNAGbdfEnxNDbeLJrXXTJFb3ccVpKY1O0FyOMDHTvXVWkXxLTToppPG+hbLtUMbzfeBYcAYAGea82bSRZeHfHlpYxSLbQ3MSxrJGSxUOeBnn8a6DR5/hLFplg19Y6m19FGhkIWbHmAc45x1oA2LDWPidqnjTWvDlpr+neZZKvmTSxBVTKjlB16nvmtD4f+L/FkXxKvPCPiS+h1BkiL+bGB8jDB4IA4IPeuX0Pw3afEn4neJLn7TqenWzRJLC6AxOeEGGB/GrXgPSLbwj8fLzRlnmuVNsyRzXA+dmKqx5HXvzQBofGW1T/AIWZ4RuXkjiUlQzzHbGAr55Netf8Jh4aC86/pvH/AE8p/jXmfxgsLbVfH3g3T7+EyWc8jJIofaSCentXTP8ABPwG7Fv7HYZ7C4kA/nQBvR+PvCUtw0CeIdOMiruI89en1qVvGfhlkGPEGmjzB8p+0p6fWub/AOFI+A/+gQ//AIESf41W1D4QfDvS9Oub+60p1gt42lkInkJCgZPGaAOB8F+Lf+Ff/EO+0TUdSt7/AEzU5vMS6t3DKsjNwxx064Ppiuo8Vsn/AA0D4SljG8Pak5U5yPm5riPCfgWx+JPiuTVLLTE0rwzZOsaxgEtcY5wST1PGT7113iJIIfj74S0+y/cpaWoQKF4C4YgD8KAPa68v8J+Btd0f4ra54iu/swsL0ME2PljkjHHbpXV+IfHnh3wrqEFnrV99lknjMiExsykA46gGn6X458L61cQ2+na3ZzzzfciV8MfwPNAHNfFrwRqnjbT9Lh0toQ9tc+ZJ5rbflIxkVL4V+Hs+ka74pudTktrmz1phiFc5C5bIbI/2u1adz8UPBlnfT2U+vW6TwEiRSG4I6jOME/So1+Kvgh2iVfEFuzSsEUBWJycY7cdaAPOJ/gj4i0fVdUk8K6vaW9leRmEJNneI2IyucY/Guz0X4Q6Bp3hBdPu9OtLvU/JYPdOp5kIPP0BrvL/UrPTNOlv724SC1iXe8rnAArmG+KvghWhU+IrTMoyuNxA+vHy/jQB5Zp3wg8f6dJp1/batp8N5pystuC7MQM/d6Yx/jXY+ENE+J8fi2K+8S6vC2nIjB4Y2Uhs9AABxz3rpp/id4KgV2fxFZkKOdjFv5Cs65+M/gS2hMg1oTYP3I4XJ/UUAd/Xm3xyt/tHwzuR5iJsuImy/fkj+tdtoOu2HiTR4NV02QyWs4JRiMHg4OR26VxPxww/w4mg8sM81zFGmegYnigC9pPxH8GWmj2dtL4lsTJFAiNmUdQozV3/haHgn/oZLD/v6Kbo3w98LW2k2Sv4f095Vt1R2eEMScZOSepz3qwnw78HxyB18OafkEsMxA8kY6UAQ/wDC0PBP/QyWH/f0V5T8SNWXSPGOm+OtI8R2mqRROEFitwNyKVOQAv8ACevPevVG+F3glmLHw5Z5Jz0P+NeU+IPBmneJ/H8fhbQPDf8AZdjZt5l9f+WwLr6LnjGenr17UAb3xb8U2PiD4O2uoWMm+K9uI/ujOwjO5T6EGuv8Tyxw/Bu8dVYp/ZYAAGTyorkPi/4a03w78IrbT9MgWK3tbuPaDySTnJJ9TXc69oNx4n+GTaRayRxz3NlGqNJnaDtHXFAHgPh9PA9x4HW2l8Oaje+I5EZUaJHw7k/LgjjH4VzpGpalbf2FrN/Hp/8AYFvNLDHPkOWyD5Y9/T8a+sfDOiXGheD7HSXkha5t7fyzIi/Lu9a5XwZ8KbLRYdRk8QQ2GrXl5OZTK9uCFB7ANnHJPSgDyqbxHF8SdY8EeGpLy4+xiFUvo+m+VQc5+oX9a9B8V/C/wtp1/pmrafqUHhya2kUly+FkVeoAJ+9isBfgFqdr4lutS0zW4bFIpvO0/ahZlOcgN6YHHfNb0vw38U+LdasLnxvqtlNZWOdltZqwEp9WzjBoA8g07xZfaHB4kttCWYWd/dhH1PB/coSeeBgE5rt/H3hbw7oXwo0qXSo4riWe5iY6gBlpCepLeldv4I+FQ8P2ev6dq8lve6fqUgKRKDwvPXPQj2rFv/g3rsmjHw9aeIoRoiXf2iCKaIl0H90kHkUAcRqOlatpXxD1fxJ4fdZ30dbe4mh3Hc6tGu7gdVHOaXUPGNlrvjXXvE1oso2aF+52/ehlYIh+mCxr2Pwl4Bm8O+J9c1S5u4rmHUkRBEEPyhQAc565rL0z4O6dpnjHVdRjkjOkajavA1iFIKbiCcH044oA4rSvDvhDSPhto2pan4ZvdbutQiaSWa0RmaPjJJOQBjP6V2HwKubabwrfQ2U93Jaw3jCJLhQDGpGdowTVH/hXPjzRrQ6J4e8UW8ehOzAJNH+8iRjyAcHPB9RXW/DbwTceBdGutPuL1LvzLgyo6pt4Pr70AYmsXskfx90G2W3jVXsJczY+ZhgnH4Y/WvUK8p1p1k/aF8PooAaOwlLHPJBBxxXq1ABRRRQAUUUUAFFFFABRRRQAUhOBk0tRXJK2srL94IxH1xQB5Z8R/CfhS51K0nm0bUZr/UC2ZNLO1sKMlmHQ9hz61V8FfCrwct0t6b681G4gdW+zXh2GFuoDJxyPypvhLx54uktIv7Y8Ny3LyK0enTRR7WkZeobPCjaOvtWX4ptPiBr+qSX1t4SSyuEZDbXUUwWaPae5B+YEE8GgD3cAAAAYA6UtQWfm/YoPPBE3lrvz/exzU9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcj8T5Y4fhtrrShyptivydckjFN+FkbR/DPQVbr9mFM+KrRL8Mtc87O0wYGM9dwxXHeAPin4R0XwFpNhf6psureALJHsJIPpQB7JRXm03xz8EQ9Ly5l5x+7gJ/Gnf8AC8PA3lM/9oS8DO3yTk8Z/wDrfWgD0eivL/8Ahfngj/ntff8AgMf8auv8bPA6xI41N33EDasRJXPrQB6HRXm4+OXgbbKft8/7s4x5Jy30ps/x18EQS7BdXUowDujtyR9KAPSqK8w/4X34J/5633/gMf8AGph8cvBBgaT7bcZGPk8g7vyoA9Jory+2+NPgy2heaXWLufz5SyxvB80I/u49KUfHvwSekt8f+3Y/40Aen0V5h/wvrwVnHm33/gMf8aRvj34LCtte/ZgMgfZjz+tAHqFFeYH49eChjMl+MjPNsf8AGj/hfXgr/npf/wDgMf8AGgD0+ivMT8d/Bi43NqAyMjNqeRTW+PfgsKSHv2IHA+zHmgD1CvJvjbEzSeEZQPlTVkB49SuP5UWf7QPhSdys9vqEB4C/utxY+nFc78QPiPofi600O00k3Pnpq0EmJoSmQDjjPXk0Ae8r9xfpTqbHny1z6CnUAFFFFABRRRQAUUUUAFFFFABRRRQAVz7eC9CbxYPEzWQOqbNnmEkj646Z966CigArO1//AJFzU/8Ar0l/9ANaNMdFlRkdQyMCCD0INAHgXwq+KHh3wt4FOn6m9wtzFPI4SOItvBOeD0rsX+O3gxrNZf8ATnLHBhFtlh9ecfrXoEGjaXbReVDp1rGnJ2rEuP5U9NK0+MYSxtlB54iX/CgDg0+N3gWeJd97MpI5je3OQfQinn42+BMFTqUmOhBgauyXw9oyXDXC6XZiYnJcQrkn8qifwroEjs76PYlmOSTCvJoA5AfGvwECCNRfI4B+ztxSN8bfA7Oi/bJ3U5O8W5IBFdf/AMIl4e/6Atj/AN+FqzDoelW8Qii020RFOQohXAP5UAcYvxj8CTRNJ9vJwASpt2J57dKj/wCF0eAkBX7c6g9R9mYf0ruLfRNKtQwg061jDHc22JeT+VRz+HtGuSfP0uzkycndCvX8qAOLj+M/gJYPOGobNzMu3yDuwO+B2NNb43eBYAgW8mwx/gtyMe9di3hTw+7bm0axJ9fJWnzeG9EnCCXSbNwi7VzCvA9OlAHD23xv8C3MTs008XzYIktuvvxmpP8Ahc/w/wD+f0/+Ax/wrtofD2jW8bRw6XZojHJAhXk/lTD4Z0IlSdIssrwv7leP0oA45fjX4CUkrqDgnuLdqi/4XP8AD5rvzzdnzlXAlNsc4PYHrXZ/8Il4e/6Atj/34Wj/AIRLw9/0BbH/AL8LQB4f478b6R4u8deEX8P3rO9vcgOzRlduWH9M19EjpWInhDw7HewXiaNZJcwHdFIsQBU+orboAKa6LIhR1DKwwVIyCKdRQBDb20NrEIreFIox0RFAA/AV5J4lJn/aJ8NIuMw2pLcY4+b8+tew14/4qQL+0N4UYdWtWz/49QBnfFqxg1P4seD7K6hSaCZSkkb9GXdzWb8XfCWi+C00LUvDdslhem8CjyyctxkdTXdfEb4cal4u1vStX0rVUsbqwG1S6E/xZ3DFZsXwh1PVdft9S8XeJpNWit3DpAEKrn09h9KAOA0bUNKsvGvin7f4Rl8Qbpg7NHCJPIfB3jkHA3E/lVTwh4T0P4l+L/EZjtzpMaxb7S0Q4MTZxnHoCOR/tV7j4Q8DyeFvEPiHUTerPFqs4lWIJgx8k4J79ayNA+Gt5ofxV1HxRHexGxu1kPk7cNlyDj0wCKAPM7S18X+L76H4bXdwv2TR5iL25Rzl0B4BJ646CneMPDlnoXxXsNM0fw3DqkH2FQbDAXzOOWz/AHu+a9Z0DwBPovxG1nxQ2oJJFqG7FuEIK5OeT3ql4t+HWs6z42g8TaNrsem3EMIiXdEWPvQBwWsaPb2XgjxDdH4fnQ1+xBBK0odzIXHT/ZHXNc1b6zb2fw8WKf4bpKRbFTq0seAckgPnb78c16jffDTxtq9leWmp+O3lguIvLMQh+U89x/hXaL4Sib4ejwrNIHT7F9mMmOM4+9+fNAHM/AmwFn8NLaUXAl+0zSS7QeI+cbf0z+NJ8c5RH4BjXLqWv4cMoztwTzW98OfB9z4H8NNpFxfLeYnaRGVSoUHHGD75P41z3x6lWP4cEEkFryLBHtmgD0XTAw0q0DSNIfJTLsAC3A5OKt1R0Y7tEsDknNvHyev3RV6gApNo3ZAGT3paKAPPfjB4e1nxR4Ri03RrdZ5TcLI4L7cAA/n1rEsb74wxWEVqui6OhhVVV3c8qBjGAeteu0UAeZNL8YRjEHh05IHDPS+Z8Yf+ePhz/vp69MooA8vS4+MTyMptPDygEgMWbBqTzPjD/wA8fDn/AH09emUUAeYCT4xM+fJ8OqF4xubDU/zPjD/zx8Of99PXplFAHmBPxiKuAvh0Fuhy3y/Tj+dNgHxkiQiQ+HpiTkMxYYHpwBXqNFAHmfmfGH/nj4c/76eo7lfjHLbhYn8PwuerJuJH5givUKKAPItA8EeN3+JGneKPEt5YXHkQNE/kfKVBBAGAAD16167RRQAUUUUAFFFFABRRRQAUUUUAFITgEnpS0jYIwe9AHm/hmHxF4j1+58QS+IGg0WK5kjt9PhUYxG207iR0OD0rI1Lxr4ztLfTL+G40trfVNSNtawGI7jFuwrE59OawNQ8Ntpmt3tnpvxEubGzuLpmKJA7RRO5OVaQfKDnPcV1s2haLd6LonhnS9SsLrUdHuI5Ued2XcVO5sbc5J9KAPT49/lr5mN+Bux0z7U+kXOBnrjmloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCK4t4bu3eC4iSWGQbXRxkMPcVhp4Y8KWnyjStMjwwbBjXg9utdDXhXxe+H2n6Xomq+KYdT1BbuSVT5TSZjyx6AY4oA9bfTPDUMbO9npaIFIJMcYAFVD4S8ILaecdI0wW+N/mGNduPXNeDeIPh5p2k/CK38Sy6pfPfzxxkRPLmNix6Y+nvXo15aTx/s3GGRf3i6WHIJ7Z3fyoA7eLQvCe+3EWn6WWKEQgIhJXvj1609fDnhjT5w40vToZZjtG6JQWPoM18v21hrSQeELnRkk/tNLWa5jy+MokjnucYwOneut+IXiOHxrp/gvVbFnW9kujBPCshBjkBXIx26nn0oA9wTwd4Ukd9mjaczHO7bEpqdPD/h2Bn26ZpyHILfuk6jpXzV4P8Ra74H8T3uq7HudHF2bS9cuXVec8Hk5FXvE81vqd34/1LT7qaS3UW7wyrMwQbmQkfX2oA+hjo/hqP94bDTF2sZMmNODjk/lSQ6J4Ze5lEGn6Y08gEjhY0JI7HFfNemWvgObSrU6jf+KDdSRr5oiQlCx7DjkV2fw80i30j423drphvLiyj05TvuWO+PcqEBv1GKAPX5fBfhmaVpJNCsGdjknyRyakGkeG9MSOA2GmwKxxGrxIMn2zW1Xg3x509LvxV4XVppEE7eS218EAsOQOx560Aexx6NoLSs0en6czt12woSf0qH7F4Y3yz/ZtKynySNsj+XHY+leI+OfB4+Fc+ka/ousX0jfagjQXEuQ/ftjjA6YrG0dPAV1rfiibxRe3MQN5vgjhkf5gxJfgDnBoA+hF0jwtfMZ0stLmLL5W5UQ5GelXW0bRolBbTbBVHGTAg/pXyz4d8GT+MNW1w+E9QuINN08Ga1EpKsxOSq9eDwea6MeKdf8Aiw+jeEIYXszbHdqFxuPzbOM5HI4/U0Ae+iHw7NM8Pk6Y8kQG5NiEqO30qPy/C/lvJ5Wk7EOGbZHgH0NfNh0zw3onxP1vTdYXUpNPgykQsy5fIx1PXFWfFGj+Bh4L1K80KHVoLqJ4iv2tiFbc2MY7nAPWgD6IjtPC106TRQaVI0TAqyLH8p7dKtz6Do935DTabaSeS2+I+UPlOc5H418y6nB8OoPh0l5pl1fx67IiqIhIf9auNxI7LycH8q94+FEmoS/DbSJNSkMkzRkqzElimTtyT3xQB2tFFFABRRRQAUUUUAV5XuVuYFiiR4Gz5rlsFfTA71YoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvK/iH4D8Ta/400zXfD19BZyWcHliVz8ytknp9DXqlFAHkq+EfivaMZ4vGlrcOePKljO3+VWk8O/FaWAGTxZpkTkcqLcnH416hRQB5LN4J+KU0rSf8J5Am452pEQo+gxSweDvipayCRfHFtN2KyxEjHr0r1migDyo+EPikbv7R/wnFoM/wDLMQnZ09MVC3g/4rW5E0Xja2ndOkbxna314r1uigDym68IfFO72M3je0gIHSGEr+fFQf8ACC/FL/of4/8Avg//ABNeu0UAeOS/Dv4mzSxyv4+UvGSVwrDH6c0mu/Cbxf4h06G01Hxu15EJFeSKaLC5HcY5zXslFAFeyt/sdjb2wbcIY1TPrgYqxRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVSu7KOaZLs5E8KOImJOF3DBO3PNXaKAPnW8+IenaL8L9R0GO4W51ue6uInieE4VWkOWwRgcdBzyRVjwxYaRB4E8K2VpqqS6tearFcPHHOSUAJLDaPugAAHI6k17dL4b0S41AahNpVm94BjzmhUv+eKktdD0qyunurXTrWG4k5aSOIBj+NAGgKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5H4laFc+I/AWpadZQCe6dAYYyQMsDxgmuuooA811LwBe698HbLw3cOtvqUECMv90OvIU/yrhU0f4sXXhBPBMmk20Vl/qTeNKM+WDnGQ3T8M4r6EooA8csfhxrGg+LPBJti1zZabbyJd3BcEKzbiQAeduW4rL8afCPUbfxvZa94VtUltmuUmntmkwI33ZLAHtXu9FAHlXw/8D6nbaX4o0vxJYwxWup3DMvlOCWB64x0HpXE23wk8U6fp3ivQ7S3jezuxGbWaSRQZNsgIz6cZr6LooA8Wsb34r6PpNpYx+EdLmSzVIlbeNzhRwfvfrWMNO+K2meM7zxLZ6Bam61CBRLGkitGnA4wWByMV9BUUAee+ANQ+Id7qVyPF+nW9raLGDEYwoJbPsx7Vh/GDwj4n8Q61ot7oFnFOLEM+WkAwwIIBB7V69RQB4NqHg/4kfEHVbKz8WR2lnptnMJWeEgb89duCcnHHOK6f4beBrrQtX8T/wBr6XAYbm6DWsr7XLx5b8uCM16lRQB5F8P/AARrXhP4na9M1oseiXSs0DxMNn3squOuQCRWh8PvCmqaP498W6pqFgIIbyfNtIGBDruJOADx2616bRQB4de+EPiDpfxK1rxD4ctbIx3bkK1zKGyp9B2o8V+EPih4u0ltO1MaI0IkjkBhJRifr7V7jRQB594p8AjVvhj/AGHb2tqdTitolSQKFzIgGTux3wfzrS+Gej6toHgSw0zWVVbuDcu1X3YXcSBkexrr6KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKqalFdzWEkdjOkFySuyRxkD5hnj6ZFWlyFGeTjmgBaKKKACiiigAooooAKKKKACiiigAooooAKKKQ5xx1oAWiooPOEC+eUMuPm2dM+1PVtyg4Iz2I5oAdRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVFNEJ4HiLModSNyHBH0NS0UAMjQRxJGCW2qFyxyTj1p9FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA1gSQQxGDzjvTqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAppLbgAuQepz0p1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAQ/bLb/n4h/wC+xSrcQyHCTRtj+6wNYn/CDeGP+gJaf98VLb+EtBtGLW2mQwswwTHlc/kaANnev95fzpQwPQg/Q1jXXhTR7yMJLbSAA5HlzyIfzDCorXwdo9nIZLdLpHIwT9smPH4tQBv0Vmf2FZ/37v8A8CpP/iqguvDVpcw+X9p1CLnO6K7kB/UmgDaorE03w3Dpdz58Wo6lKe6T3JkU/gRWywLKQCVJ7jtQA6iqZtJzfC4+3zCMf8sNq7T+mf1p628wVQbqQkEknavIPQdO1AFmiqt3BcTBPs921uy/7AYN9R/gRUMVtqayqZdRhdAfmUW2CR9d3FAGhRURWUy5EgCcfLt5/PNPffsbZjfjjPTNADqKrQi8GzzmhPHz7AevtVmgAoprZ2nbgntmlGcc9aAFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k="
ffmp0191	0	{"lines_data": [{"Word": "BAT", "Confidence": 0.31, "X1": 0.21466, "Y1": 0.1282, "X2": 0.25131, "Y2": 0.128, "X3": 0.25131, "Y3": 0.1368, "X4": 0.21466, "Y4": 0.1368, "page": 0}, {"Word": "BRITISH . AMERICAN TOBACCO COMPANY LIMITED", "Confidence": 0.92433, "X1": 0.28272, "Y1": 0.1232, "X2": 0.76571, "Y2": 0.123, "X3": 0.76571, "Y3": 0.1388, "X4": 0.28272, "Y4": 0.1378, "page": 0}, {"Word": "3rd February 1992", "Confidence": 0.97067, "X1": 0.20681, "Y1": 0.2132, "X2": 0.34293, "Y2": 0.213, "X3": 0.34293, "Y3": 0.2288, "X4": 0.20681, "Y4": 0.2278, "page": 0}, {"Word": "Mr Alan Campbell-Johnson", "Confidence": 0.87033, "X1": 0.20681, "Y1": 0.2602, "X2": 0.40445, "Y2": 0.26, "X3": 0.40445, "Y3": 0.2748, "X4": 0.20681, "Y4": 0.2748, "page": 0}, {"Word": "21 Ashley Gardens", "Confidence": 0.86633, "X1": 0.20681, "Y1": 0.2772, "X2": 0.34555, "Y2": 0.277, "X3": 0.34555, "Y3": 0.2908, "X4": 0.20681, "Y4": 0.2898, "page": 0}, {"Word": "Ambrosden Avenue", "Confidence": 0.731, "X1": 0.20942, "Y1": 0.2932, "X2": 0.34817, "Y2": 0.293, "X3": 0.34817, "Y3": 0.3058, "X4": 0.20942, "Y4": 0.3058, "page": 0}, {"Word": "London", "Confidence": 0.996, "X1": 0.20942, "Y1": 0.3092, "X2": 0.26571, "Y2": 0.309, "X3": 0.26571, "Y3": 0.3218, "X4": 0.20942, "Y4": 0.3198, "page": 0}, {"Word": "SWIP IQD", "Confidence": 0.9895, "X1": 0.20942, "Y1": 0.3232, "X2": 0.2945, "Y2": 0.323, "X3": 0.2945, "Y3": 0.3378, "X4": 0.20942, "Y4": 0.3368, "page": 0}, {"Word": "Dear Mr Campbell-Johnson", "Confidence": 0.66933, "X1": 0.20681, "Y1": 0.3862, "X2": 0.40576, "Y2": 0.386, "X3": 0.40576, "Y3": 0.4008, "X4": 0.20681, "Y4": 0.3998, "page": 0}, {"Word": "I am pleased to confirm that we would be willing to extend your contract to", "Confidence": 0.9252, "X1": 0.20681, "Y1": 0.4202, "X2": 0.73822, "Y2": 0.42, "X3": 0.73822, "Y3": 0.4338, "X4": 0.20681, "Y4": 0.4308, "page": 0}, {"Word": "provide information relevant to the general appreciation of scientific", "Confidence": 0.96944, "X1": 0.20812, "Y1": 0.4342, "X2": 0.68455, "Y2": 0.434, "X3": 0.68455, "Y3": 0.4488, "X4": 0.20812, "Y4": 0.4468, "page": 0}, {"Word": "developments. The contract will be for a further year commencing with this", "Confidence": 0.834, "X1": 0.20812, "Y1": 0.4502, "X2": 0.73953, "Y2": 0.45, "X3": 0.73953, "Y3": 0.4638, "X4": 0.20812, "Y4": 0.4618, "page": 0}, {"Word": "letter and concluding on 31s: January 1993 for the sum of \u00a38,000, payable in", "Confidence": 0.8385, "X1": 0.20681, "Y1": 0.4652, "X2": 0.74738, "Y2": 0.465, "X3": 0.74738, "Y3": 0.4798, "X4": 0.20681, "Y4": 0.4778, "page": 0}, {"Word": "advance in four quarterly instalments.", "Confidence": 0.9368, "X1": 0.20812, "Y1": 0.4802, "X2": 0.47251, "Y2": 0.48, "X3": 0.4712, "Y3": 0.4948, "X4": 0.20812, "Y4": 0.4928, "page": 0}, {"Word": "We look forward to a further period of collaboration with you.", "Confidence": 0.84436, "X1": 0.20812, "Y1": 0.5112, "X2": 0.6466, "Y2": 0.511, "X3": 0.6466, "Y3": 0.5268, "X4": 0.20812, "Y4": 0.5238, "page": 0}, {"Word": "Yours sincerely", "Confidence": 0.972, "X1": 0.21073, "Y1": 0.5412, "X2": 0.31937, "Y2": 0.541, "X3": 0.31937, "Y3": 0.5558, "X4": 0.21073, "Y4": 0.5558, "page": 0}, {"Word": "Dr R Thornton", "Confidence": 0.96867, "X1": 0.20681, "Y1": 0.6032, "X2": 0.3233, "Y2": 0.603, "X3": 0.3233, "Y3": 0.6178, "X4": 0.20681, "Y4": 0.6168, "page": 0}, {"Word": "..", "Confidence": 0.885, "X1": 0.48691, "Y1": 0.8472, "X2": 0.50785, "Y2": 0.847, "X3": 0.50785, "Y3": 0.8538, "X4": 0.48691, "Y4": 0.8538, "page": 0}, {"Word": ".. ..", "Confidence": 0.775, "X1": 0.42539, "Y1": 0.8642, "X2": 0.45681, "Y2": 0.864, "X3": 0.4555, "Y3": 0.8708, "X4": 0.42539, "Y4": 0.8698, "page": 0}, {"Word": "300513443", "Confidence": 0.981, "X1": 0.90445, "Y1": 0.9212, "X2": 0.90314, "Y2": 0.921, "X3": 0.87565, "Y3": 0.9208, "X4": 0.87565, "Y4": 0.8068, "page": 0}], "words_data": [{"Word": "BAT", "Confidence": 0.31, "X1": 0.21466, "Y1": 0.1292, "X2": 0.24607, "Y2": 0.129, "X3": 0.24607, "Y3": 0.1378, "X4": 0.21466, "Y4": 0.1368, "page": 0, "Index": 0}, {"Word": "BRITISH", "Confidence": 0.991, "X1": 0.28534, "Y1": 0.1242, "X2": 0.35733, "Y2": 0.124, "X3": 0.35733, "Y3": 0.1388, "X4": 0.28403, "Y4": 0.1378, "page": 0, "Index": 1}, {"Word": ".", "Confidence": 0.628, "X1": 0.36126, "Y1": 0.1242, "X2": 0.36649, "Y2": 0.124, "X3": 0.36649, "Y3": 0.1388, "X4": 0.36126, "Y4": 0.1388, "page": 0, "Index": 2}, {"Word": "AMERICAN", "Confidence": 0.985, "X1": 0.37042, "Y1": 0.1242, "X2": 0.46859, "Y2": 0.124, "X3": 0.46728, "Y3": 0.1388, "X4": 0.37042, "Y4": 0.1388, "page": 0, "Index": 3}, {"Word": "TOBACCO", "Confidence": 0.991, "X1": 0.47906, "Y1": 0.1242, "X2": 0.56675, "Y2": 0.124, "X3": 0.56675, "Y3": 0.1388, "X4": 0.47775, "Y4": 0.1388, "page": 0, "Index": 4}, {"Word": "COMPANY", "Confidence": 0.994, "X1": 0.57592, "Y1": 0.1242, "X2": 0.67016, "Y2": 0.124, "X3": 0.67016, "Y3": 0.1388, "X4": 0.57592, "Y4": 0.1388, "page": 0, "Index": 5}, {"Word": "LIMITED", "Confidence": 0.957, "X1": 0.67801, "Y1": 0.1242, "X2": 0.75524, "Y2": 0.124, "X3": 0.75524, "Y3": 0.1388, "X4": 0.67801, "Y4": 0.1388, "page": 0, "Index": 6}, {"Word": "3rd", "Confidence": 0.997, "X1": 0.20812, "Y1": 0.2132, "X2": 0.23298, "Y2": 0.213, "X3": 0.23298, "Y3": 0.2288, "X4": 0.20812, "Y4": 0.2278, "page": 0, "Index": 7}, {"Word": "February", "Confidence": 0.994, "X1": 0.23691, "Y1": 0.2142, "X2": 0.30366, "Y2": 0.214, "X3": 0.30236, "Y3": 0.2288, "X4": 0.23691, "Y4": 0.2288, "page": 0, "Index": 8}, {"Word": "1992", "Confidence": 0.921, "X1": 0.30759, "Y1": 0.2132, "X2": 0.34293, "Y2": 0.213, "X3": 0.34162, "Y3": 0.2288, "X4": 0.30628, "Y4": 0.2288, "page": 0, "Index": 9}, {"Word": "Mr", "Confidence": 0.81, "X1": 0.20812, "Y1": 0.2612, "X2": 0.23168, "Y2": 0.261, "X3": 0.23168, "Y3": 0.2758, "X4": 0.20812, "Y4": 0.2758, "page": 0, "Index": 10}, {"Word": "Alan", "Confidence": 0.988, "X1": 0.2356, "Y1": 0.2612, "X2": 0.26963, "Y2": 0.261, "X3": 0.26963, "Y3": 0.2758, "X4": 0.2356, "Y4": 0.2758, "page": 0, "Index": 11}, {"Word": "Campbell-Johnson", "Confidence": 0.813, "X1": 0.27356, "Y1": 0.2612, "X2": 0.40445, "Y2": 0.261, "X3": 0.40445, "Y3": 0.2748, "X4": 0.27356, "Y4": 0.2758, "page": 0, "Index": 12}, {"Word": "21", "Confidence": 0.965, "X1": 0.20942, "Y1": 0.2762, "X2": 0.22775, "Y2": 0.276, "X3": 0.22775, "Y3": 0.2908, "X4": 0.20942, "Y4": 0.2908, "page": 0, "Index": 13}, {"Word": "Ashley", "Confidence": 0.639, "X1": 0.23168, "Y1": 0.2772, "X2": 0.2801, "Y2": 0.277, "X3": 0.2788, "Y3": 0.2908, "X4": 0.23168, "Y4": 0.2908, "page": 0, "Index": 14}, {"Word": "Gardens", "Confidence": 0.995, "X1": 0.28272, "Y1": 0.2782, "X2": 0.34555, "Y2": 0.278, "X3": 0.34555, "Y3": 0.2908, "X4": 0.28272, "Y4": 0.2908, "page": 0, "Index": 15}, {"Word": "Ambrosden", "Confidence": 0.655, "X1": 0.20942, "Y1": 0.2932, "X2": 0.29058, "Y2": 0.293, "X3": 0.29058, "Y3": 0.3058, "X4": 0.20942, "Y4": 0.3058, "page": 0, "Index": 16}, {"Word": "Avenue", "Confidence": 0.807, "X1": 0.2945, "Y1": 0.2942, "X2": 0.34817, "Y2": 0.294, "X3": 0.34817, "Y3": 0.3068, "X4": 0.2945, "Y4": 0.3058, "page": 0, "Index": 17}, {"Word": "London", "Confidence": 0.996, "X1": 0.21073, "Y1": 0.3102, "X2": 0.2644, "Y2": 0.31, "X3": 0.26309, "Y3": 0.3218, "X4": 0.21073, "Y4": 0.3208, "page": 0, "Index": 18}, {"Word": "SWIP", "Confidence": 0.988, "X1": 0.20942, "Y1": 0.3232, "X2": 0.25262, "Y2": 0.323, "X3": 0.25131, "Y3": 0.3368, "X4": 0.20942, "Y4": 0.3368, "page": 0, "Index": 19}, {"Word": "IQD", "Confidence": 0.991, "X1": 0.25916, "Y1": 0.3242, "X2": 0.28927, "Y2": 0.324, "X3": 0.28796, "Y3": 0.3378, "X4": 0.25785, "Y4": 0.3368, "page": 0, "Index": 20}, {"Word": "Dear", "Confidence": 0.963, "X1": 0.20812, "Y1": 0.3862, "X2": 0.24346, "Y2": 0.386, "X3": 0.24346, "Y3": 0.4008, "X4": 0.20812, "Y4": 0.4008, "page": 0, "Index": 21}, {"Word": "Mr", "Confidence": 0.991, "X1": 0.24738, "Y1": 0.3862, "X2": 0.26963, "Y2": 0.386, "X3": 0.26832, "Y3": 0.4008, "X4": 0.24738, "Y4": 0.4008, "page": 0, "Index": 22}, {"Word": "Campbell-Johnson", "Confidence": 0.054, "X1": 0.27356, "Y1": 0.3872, "X2": 0.40445, "Y2": 0.387, "X3": 0.40445, "Y3": 0.4018, "X4": 0.27225, "Y4": 0.4008, "page": 0, "Index": 23}, {"Word": "I", "Confidence": 0.629, "X1": 0.20812, "Y1": 0.4182, "X2": 0.21466, "Y2": 0.418, "X3": 0.21466, "Y3": 0.4308, "X4": 0.20812, "Y4": 0.4308, "page": 0, "Index": 24}, {"Word": "am", "Confidence": 0.997, "X1": 0.21859, "Y1": 0.4182, "X2": 0.23691, "Y2": 0.418, "X3": 0.23691, "Y3": 0.4318, "X4": 0.21728, "Y4": 0.4308, "page": 0, "Index": 25}, {"Word": "pleased", "Confidence": 0.949, "X1": 0.24476, "Y1": 0.4182, "X2": 0.29712, "Y2": 0.418, "X3": 0.29581, "Y3": 0.4318, "X4": 0.24346, "Y4": 0.4318, "page": 0, "Index": 26}, {"Word": "to", "Confidence": 0.998, "X1": 0.30105, "Y1": 0.4182, "X2": 0.31414, "Y2": 0.418, "X3": 0.31414, "Y3": 0.4318, "X4": 0.29974, "Y4": 0.4318, "page": 0, "Index": 27}, {"Word": "confirm", "Confidence": 0.972, "X1": 0.31806, "Y1": 0.4182, "X2": 0.37042, "Y2": 0.418, "X3": 0.36911, "Y3": 0.4318, "X4": 0.31806, "Y4": 0.4318, "page": 0, "Index": 28}, {"Word": "that", "Confidence": 0.988, "X1": 0.37827, "Y1": 0.4182, "X2": 0.40445, "Y2": 0.418, "X3": 0.40445, "Y3": 0.4328, "X4": 0.37696, "Y4": 0.4318, "page": 0, "Index": 29}, {"Word": "we", "Confidence": 0.997, "X1": 0.40838, "Y1": 0.4192, "X2": 0.42932, "Y2": 0.419, "X3": 0.42801, "Y3": 0.4328, "X4": 0.40838, "Y4": 0.4328, "page": 0, "Index": 30}, {"Word": "would", "Confidence": 0.9, "X1": 0.43194, "Y1": 0.4192, "X2": 0.47644, "Y2": 0.419, "X3": 0.47644, "Y3": 0.4328, "X4": 0.43194, "Y4": 0.4328, "page": 0, "Index": 31}, {"Word": "be", "Confidence": 0.991, "X1": 0.48037, "Y1": 0.4192, "X2": 0.49738, "Y2": 0.419, "X3": 0.49738, "Y3": 0.4328, "X4": 0.47906, "Y4": 0.4328, "page": 0, "Index": 32}, {"Word": "willing", "Confidence": 0.987, "X1": 0.50131, "Y1": 0.4192, "X2": 0.54974, "Y2": 0.419, "X3": 0.54974, "Y3": 0.4328, "X4": 0.50131, "Y4": 0.4328, "page": 0, "Index": 33}, {"Word": "to", "Confidence": 0.997, "X1": 0.55366, "Y1": 0.4192, "X2": 0.56806, "Y2": 0.419, "X3": 0.56675, "Y3": 0.4328, "X4": 0.55366, "Y4": 0.4328, "page": 0, "Index": 34}, {"Word": "extend", "Confidence": 0.971, "X1": 0.57199, "Y1": 0.4202, "X2": 0.6178, "Y2": 0.42, "X3": 0.6178, "Y3": 0.4338, "X4": 0.57068, "Y4": 0.4328, "page": 0, "Index": 35}, {"Word": "your", "Confidence": 0.988, "X1": 0.62173, "Y1": 0.4202, "X2": 0.65576, "Y2": 0.42, "X3": 0.65576, "Y3": 0.4338, "X4": 0.62042, "Y4": 0.4338, "page": 0, "Index": 36}, {"Word": "contract", "Confidence": 0.629, "X1": 0.65969, "Y1": 0.4202, "X2": 0.71597, "Y2": 0.42, "X3": 0.71466, "Y3": 0.4338, "X4": 0.65838, "Y4": 0.4338, "page": 0, "Index": 37}, {"Word": "to", "Confidence": 0.885, "X1": 0.71859, "Y1": 0.4212, "X2": 0.7356, "Y2": 0.421, "X3": 0.73429, "Y3": 0.4338, "X4": 0.71859, "Y4": 0.4338, "page": 0, "Index": 38}, {"Word": "provide", "Confidence": 0.951, "X1": 0.20942, "Y1": 0.4342, "X2": 0.26178, "Y2": 0.434, "X3": 0.26178, "Y3": 0.4468, "X4": 0.20942, "Y4": 0.4468, "page": 0, "Index": 39}, {"Word": "information", "Confidence": 0.965, "X1": 0.26571, "Y1": 0.4342, "X2": 0.34686, "Y2": 0.434, "X3": 0.34686, "Y3": 0.4478, "X4": 0.26571, "Y4": 0.4468, "page": 0, "Index": 40}, {"Word": "relevant", "Confidence": 0.957, "X1": 0.35079, "Y1": 0.4342, "X2": 0.40838, "Y2": 0.434, "X3": 0.40838, "Y3": 0.4488, "X4": 0.35079, "Y4": 0.4478, "page": 0, "Index": 41}, {"Word": "to", "Confidence": 0.997, "X1": 0.4123, "Y1": 0.4342, "X2": 0.42539, "Y2": 0.434, "X3": 0.42539, "Y3": 0.4488, "X4": 0.41099, "Y4": 0.4488, "page": 0, "Index": 42}, {"Word": "the", "Confidence": 0.993, "X1": 0.42932, "Y1": 0.4352, "X2": 0.45157, "Y2": 0.435, "X3": 0.45026, "Y3": 0.4488, "X4": 0.42932, "Y4": 0.4488, "page": 0, "Index": 43}, {"Word": "general", "Confidence": 0.981, "X1": 0.45419, "Y1": 0.4352, "X2": 0.50785, "Y2": 0.435, "X3": 0.50654, "Y3": 0.4488, "X4": 0.45419, "Y4": 0.4488, "page": 0, "Index": 44}, {"Word": "appreciation", "Confidence": 0.892, "X1": 0.51047, "Y1": 0.4352, "X2": 0.59555, "Y2": 0.435, "X3": 0.59555, "Y3": 0.4488, "X4": 0.51047, "Y4": 0.4488, "page": 0, "Index": 45}, {"Word": "of", "Confidence": 0.998, "X1": 0.59948, "Y1": 0.4352, "X2": 0.61518, "Y2": 0.435, "X3": 0.61387, "Y3": 0.4488, "X4": 0.59948, "Y4": 0.4488, "page": 0, "Index": 46}, {"Word": "scientific", "Confidence": 0.991, "X1": 0.6178, "Y1": 0.4352, "X2": 0.68586, "Y2": 0.435, "X3": 0.68455, "Y3": 0.4488, "X4": 0.6178, "Y4": 0.4488, "page": 0, "Index": 47}, {"Word": "developments.", "Confidence": 0.855, "X1": 0.20942, "Y1": 0.4492, "X2": 0.31021, "Y2": 0.449, "X3": 0.31021, "Y3": 0.4628, "X4": 0.20942, "Y4": 0.4618, "page": 0, "Index": 48}, {"Word": "The", "Confidence": 0.996, "X1": 0.31414, "Y1": 0.4492, "X2": 0.34031, "Y2": 0.449, "X3": 0.34031, "Y3": 0.4628, "X4": 0.31414, "Y4": 0.4628, "page": 0, "Index": 49}, {"Word": "contract", "Confidence": 0.771, "X1": 0.34424, "Y1": 0.4492, "X2": 0.40314, "Y2": 0.449, "X3": 0.40183, "Y3": 0.4628, "X4": 0.34424, "Y4": 0.4628, "page": 0, "Index": 50}, {"Word": "will", "Confidence": 0.941, "X1": 0.40576, "Y1": 0.4492, "X2": 0.43194, "Y2": 0.449, "X3": 0.43063, "Y3": 0.4628, "X4": 0.40576, "Y4": 0.4628, "page": 0, "Index": 51}, {"Word": "be", "Confidence": 0.648, "X1": 0.43455, "Y1": 0.4492, "X2": 0.45288, "Y2": 0.449, "X3": 0.45288, "Y3": 0.4638, "X4": 0.43455, "Y4": 0.4628, "page": 0, "Index": 52}, {"Word": "for", "Confidence": 0.998, "X1": 0.45681, "Y1": 0.4502, "X2": 0.47906, "Y2": 0.45, "X3": 0.47775, "Y3": 0.4638, "X4": 0.45681, "Y4": 0.4638, "page": 0, "Index": 53}, {"Word": "a", "Confidence": 0.991, "X1": 0.48298, "Y1": 0.4502, "X2": 0.49084, "Y2": 0.45, "X3": 0.48953, "Y3": 0.4638, "X4": 0.48168, "Y4": 0.4638, "page": 0, "Index": 54}, {"Word": "further", "Confidence": 0.981, "X1": 0.49476, "Y1": 0.4502, "X2": 0.5445, "Y2": 0.45, "X3": 0.54319, "Y3": 0.4638, "X4": 0.49346, "Y4": 0.4638, "page": 0, "Index": 55}, {"Word": "year", "Confidence": 0.854, "X1": 0.54712, "Y1": 0.4502, "X2": 0.57853, "Y2": 0.45, "X3": 0.57723, "Y3": 0.4638, "X4": 0.54712, "Y4": 0.4638, "page": 0, "Index": 56}, {"Word": "commencing", "Confidence": 0.182, "X1": 0.58115, "Y1": 0.4502, "X2": 0.67277, "Y2": 0.45, "X3": 0.67147, "Y3": 0.4638, "X4": 0.58115, "Y4": 0.4638, "page": 0, "Index": 57}, {"Word": "with", "Confidence": 0.983, "X1": 0.6767, "Y1": 0.4502, "X2": 0.70812, "Y2": 0.45, "X3": 0.70681, "Y3": 0.4638, "X4": 0.67539, "Y4": 0.4638, "page": 0, "Index": 58}, {"Word": "this", "Confidence": 0.808, "X1": 0.71073, "Y1": 0.4502, "X2": 0.73953, "Y2": 0.45, "X3": 0.73822, "Y3": 0.4638, "X4": 0.70942, "Y4": 0.4638, "page": 0, "Index": 59}, {"Word": "letter", "Confidence": 0.955, "X1": 0.20812, "Y1": 0.4642, "X2": 0.24476, "Y2": 0.464, "X3": 0.24476, "Y3": 0.4778, "X4": 0.20812, "Y4": 0.4768, "page": 0, "Index": 60}, {"Word": "and", "Confidence": 0.96, "X1": 0.24869, "Y1": 0.4642, "X2": 0.27356, "Y2": 0.464, "X3": 0.27356, "Y3": 0.4778, "X4": 0.24869, "Y4": 0.4778, "page": 0, "Index": 61}, {"Word": "concluding", "Confidence": 0.882, "X1": 0.27749, "Y1": 0.4642, "X2": 0.35471, "Y2": 0.464, "X3": 0.3534, "Y3": 0.4788, "X4": 0.27749, "Y4": 0.4778, "page": 0, "Index": 62}, {"Word": "on", "Confidence": 0.997, "X1": 0.35864, "Y1": 0.4642, "X2": 0.37565, "Y2": 0.464, "X3": 0.37565, "Y3": 0.4788, "X4": 0.35733, "Y4": 0.4788, "page": 0, "Index": 63}, {"Word": "31s:", "Confidence": 0.806, "X1": 0.37958, "Y1": 0.4642, "X2": 0.40838, "Y2": 0.464, "X3": 0.40838, "Y3": 0.4788, "X4": 0.37958, "Y4": 0.4788, "page": 0, "Index": 64}, {"Word": "January", "Confidence": 0.885, "X1": 0.4123, "Y1": 0.4642, "X2": 0.46859, "Y2": 0.464, "X3": 0.46859, "Y3": 0.4798, "X4": 0.41099, "Y4": 0.4788, "page": 0, "Index": 65}, {"Word": "1993", "Confidence": 0.932, "X1": 0.47251, "Y1": 0.4642, "X2": 0.50524, "Y2": 0.464, "X3": 0.50524, "Y3": 0.4798, "X4": 0.4712, "Y4": 0.4798, "page": 0, "Index": 66}, {"Word": "for", "Confidence": 0.991, "X1": 0.50916, "Y1": 0.4652, "X2": 0.53141, "Y2": 0.465, "X3": 0.53141, "Y3": 0.4798, "X4": 0.50916, "Y4": 0.4798, "page": 0, "Index": 67}, {"Word": "the", "Confidence": 0.998, "X1": 0.53534, "Y1": 0.4652, "X2": 0.55759, "Y2": 0.465, "X3": 0.55628, "Y3": 0.4798, "X4": 0.53403, "Y4": 0.4798, "page": 0, "Index": 68}, {"Word": "sum", "Confidence": 0.373, "X1": 0.56021, "Y1": 0.4652, "X2": 0.58901, "Y2": 0.465, "X3": 0.5877, "Y3": 0.4798, "X4": 0.56021, "Y4": 0.4798, "page": 0, "Index": 69}, {"Word": "of", "Confidence": 0.821, "X1": 0.59424, "Y1": 0.4652, "X2": 0.60995, "Y2": 0.465, "X3": 0.60864, "Y3": 0.4808, "X4": 0.59293, "Y4": 0.4798, "page": 0, "Index": 70}, {"Word": "\u00a38,000,", "Confidence": 0.601, "X1": 0.61387, "Y1": 0.4652, "X2": 0.66885, "Y2": 0.465, "X3": 0.66754, "Y3": 0.4808, "X4": 0.61257, "Y4": 0.4808, "page": 0, "Index": 71}, {"Word": "payable", "Confidence": 0.54, "X1": 0.67277, "Y1": 0.4652, "X2": 0.72644, "Y2": 0.465, "X3": 0.72513, "Y3": 0.4808, "X4": 0.67147, "Y4": 0.4808, "page": 0, "Index": 72}, {"Word": "in", "Confidence": 0.998, "X1": 0.73037, "Y1": 0.4662, "X2": 0.74738, "Y2": 0.466, "X3": 0.74738, "Y3": 0.4808, "X4": 0.72906, "Y4": 0.4808, "page": 0, "Index": 73}, {"Word": "advance", "Confidence": 0.958, "X1": 0.20812, "Y1": 0.4802, "X2": 0.2644, "Y2": 0.48, "X3": 0.2644, "Y3": 0.4928, "X4": 0.20812, "Y4": 0.4928, "page": 0, "Index": 74}, {"Word": "in", "Confidence": 0.998, "X1": 0.26702, "Y1": 0.4802, "X2": 0.28272, "Y2": 0.48, "X3": 0.28272, "Y3": 0.4938, "X4": 0.26832, "Y4": 0.4928, "page": 0, "Index": 75}, {"Word": "four", "Confidence": 0.886, "X1": 0.28534, "Y1": 0.4802, "X2": 0.31675, "Y2": 0.48, "X3": 0.31675, "Y3": 0.4938, "X4": 0.28665, "Y4": 0.4938, "page": 0, "Index": 76}, {"Word": "quarterly", "Confidence": 0.941, "X1": 0.31937, "Y1": 0.4802, "X2": 0.38482, "Y2": 0.48, "X3": 0.38482, "Y3": 0.4938, "X4": 0.32068, "Y4": 0.4938, "page": 0, "Index": 77}, {"Word": "instalments.", "Confidence": 0.901, "X1": 0.38743, "Y1": 0.4812, "X2": 0.47251, "Y2": 0.481, "X3": 0.47251, "Y3": 0.4948, "X4": 0.38874, "Y4": 0.4948, "page": 0, "Index": 78}, {"Word": "We", "Confidence": 0.997, "X1": 0.20942, "Y1": 0.5092, "X2": 0.23168, "Y2": 0.509, "X3": 0.23037, "Y3": 0.5248, "X4": 0.20812, "Y4": 0.5248, "page": 0, "Index": 79}, {"Word": "look", "Confidence": 0.836, "X1": 0.2356, "Y1": 0.5092, "X2": 0.26832, "Y2": 0.509, "X3": 0.26702, "Y3": 0.5248, "X4": 0.2356, "Y4": 0.5248, "page": 0, "Index": 80}, {"Word": "forward", "Confidence": 0.651, "X1": 0.27225, "Y1": 0.5102, "X2": 0.32723, "Y2": 0.51, "X3": 0.32723, "Y3": 0.5248, "X4": 0.27094, "Y4": 0.5248, "page": 0, "Index": 81}, {"Word": "to", "Confidence": 0.998, "X1": 0.33115, "Y1": 0.5102, "X2": 0.34555, "Y2": 0.51, "X3": 0.34555, "Y3": 0.5248, "X4": 0.33115, "Y4": 0.5248, "page": 0, "Index": 82}, {"Word": "a", "Confidence": 0.995, "X1": 0.34948, "Y1": 0.5102, "X2": 0.35864, "Y2": 0.51, "X3": 0.35733, "Y3": 0.5248, "X4": 0.34948, "Y4": 0.5248, "page": 0, "Index": 83}, {"Word": "further", "Confidence": 0.937, "X1": 0.36257, "Y1": 0.5102, "X2": 0.40969, "Y2": 0.51, "X3": 0.40838, "Y3": 0.5258, "X4": 0.36126, "Y4": 0.5248, "page": 0, "Index": 84}, {"Word": "period", "Confidence": 0.955, "X1": 0.41361, "Y1": 0.5112, "X2": 0.45942, "Y2": 0.511, "X3": 0.45812, "Y3": 0.5258, "X4": 0.4123, "Y4": 0.5258, "page": 0, "Index": 85}, {"Word": "of", "Confidence": 0.998, "X1": 0.46335, "Y1": 0.5112, "X2": 0.47775, "Y2": 0.511, "X3": 0.47775, "Y3": 0.5258, "X4": 0.46204, "Y4": 0.5258, "page": 0, "Index": 86}, {"Word": "collaboration", "Confidence": 0.182, "X1": 0.48168, "Y1": 0.5112, "X2": 0.5733, "Y2": 0.511, "X3": 0.5733, "Y3": 0.5268, "X4": 0.48168, "Y4": 0.5258, "page": 0, "Index": 87}, {"Word": "with", "Confidence": 0.779, "X1": 0.57723, "Y1": 0.5122, "X2": 0.60733, "Y2": 0.512, "X3": 0.60733, "Y3": 0.5268, "X4": 0.57723, "Y4": 0.5268, "page": 0, "Index": 88}, {"Word": "you.", "Confidence": 0.96, "X1": 0.61126, "Y1": 0.5122, "X2": 0.6466, "Y2": 0.512, "X3": 0.6466, "Y3": 0.5278, "X4": 0.61126, "Y4": 0.5268, "page": 0, "Index": 89}, {"Word": "Yours", "Confidence": 0.993, "X1": 0.21073, "Y1": 0.5412, "X2": 0.25, "Y2": 0.541, "X3": 0.25, "Y3": 0.5558, "X4": 0.21073, "Y4": 0.5558, "page": 0, "Index": 90}, {"Word": "sincerely", "Confidence": 0.951, "X1": 0.25393, "Y1": 0.5422, "X2": 0.31937, "Y2": 0.542, "X3": 0.31806, "Y3": 0.5568, "X4": 0.25393, "Y4": 0.5558, "page": 0, "Index": 91}, {"Word": "Dr", "Confidence": 0.942, "X1": 0.20812, "Y1": 0.6032, "X2": 0.22775, "Y2": 0.603, "X3": 0.22775, "Y3": 0.6178, "X4": 0.20812, "Y4": 0.6178, "page": 0, "Index": 92}, {"Word": "R", "Confidence": 0.995, "X1": 0.23168, "Y1": 0.6032, "X2": 0.24215, "Y2": 0.603, "X3": 0.24215, "Y3": 0.6178, "X4": 0.23037, "Y4": 0.6178, "page": 0, "Index": 93}, {"Word": "Thornton", "Confidence": 0.969, "X1": 0.25131, "Y1": 0.6042, "X2": 0.32199, "Y2": 0.604, "X3": 0.32068, "Y3": 0.6178, "X4": 0.25131, "Y4": 0.6178, "page": 0, "Index": 94}, {"Word": "..", "Confidence": 0.885, "X1": 0.48822, "Y1": 0.8472, "X2": 0.5, "Y2": 0.847, "X3": 0.5, "Y3": 0.8538, "X4": 0.48822, "Y4": 0.8538, "page": 0, "Index": 95}, {"Word": "..", "Confidence": 0.785, "X1": 0.42932, "Y1": 0.8642, "X2": 0.43979, "Y2": 0.864, "X3": 0.43979, "Y3": 0.8698, "X4": 0.42932, "Y4": 0.8698, "page": 0, "Index": 96}, {"Word": "..", "Confidence": 0.765, "X1": 0.44372, "Y1": 0.8652, "X2": 0.45288, "Y2": 0.865, "X3": 0.45419, "Y3": 0.8708, "X4": 0.44372, "Y4": 0.8698, "page": 0, "Index": 97}, {"Word": "300513443", "Confidence": 0.981, "X1": 0.90445, "Y1": 0.9192, "X2": 0.90445, "Y2": 0.919, "X3": 0.87696, "Y3": 0.9188, "X4": 0.87696, "Y4": 0.8068, "page": 0, "Index": 98}]}	"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"
ffjy0062	0	{"lines_data": [{"Word": "----- Original Message -----", "Confidence": 0.8655, "X1": 0.03235, "Y1": 0.1212, "X2": 0.28841, "Y2": 0.121, "X3": 0.28841, "Y3": 0.1348, "X4": 0.03235, "Y4": 0.1348, "page": 0}, {"Word": "From: Jlcol@aol. com [mailto:[email protected]]", "Confidence": 0.725, "X1": 0.031, "Y1": 0.1332, "X2": 0.43801, "Y2": 0.133, "X3": 0.43801, "Y3": 0.1458, "X4": 0.031, "Y4": 0.1468, "page": 0}, {"Word": "Sent: Tuesday, September 04, 2001 10:53 AM", "Confidence": 0.861, "X1": 0.02965, "Y1": 0.1462, "X2": 0.44744, "Y2": 0.146, "X3": 0.44744, "Y3": 0.1588, "X4": 0.02965, "Y4": 0.1598, "page": 0}, {"Word": "To: David. Greenbergaus.pm. com; Mark. Berlindaus.pm .. com", "Confidence": 0.79375, "X1": 0.02965, "Y1": 0.1592, "X2": 0.55121, "Y2": 0.159, "X3": 0.55121, "Y3": 0.1728, "X4": 0.02965, "Y4": 0.1728, "page": 0}, {"Word": "Subject: Consistent with Policy", "Confidence": 0.95875, "X1": 0.02965, "Y1": 0.1722, "X2": 0.33693, "Y2": 0.172, "X3": 0.33693, "Y3": 0.1868, "X4": 0.02965, "Y4": 0.1858, "page": 0}, {"Word": "2085776859B", "Confidence": 0.908, "X1": 0.98113, "Y1": 0.2022, "X2": 0.97978, "Y2": 0.202, "X3": 0.95418, "Y3": 0.2018, "X4": 0.95418, "Y4": 0.0868, "page": 0}, {"Word": "The altached ilem suggeals an activity that seem In conflict with PM's", "Confidence": 0.785, "X1": 0.02965, "Y1": 0.2102, "X2": 0.71833, "Y2": 0.21, "X3": 0.71833, "Y3": 0.2238, "X4": 0.02965, "Y4": 0.2238, "page": 0}, {"Word": "disclosure policy. Perhaps it is an incorrect item or I don't understand the", "Confidence": 0.94485, "X1": 0.031, "Y1": 0.2242, "X2": 0.78571, "Y2": 0.224, "X3": 0.78571, "Y3": 0.2368, "X4": 0.031, "Y4": 0.2378, "page": 0}, {"Word": "policy. Thought I would bring it to your attention, however.", "Confidence": 0.908, "X1": 0.0283, "Y1": 0.2372, "X2": 0.62264, "Y2": 0.237, "X3": 0.62264, "Y3": 0.2498, "X4": 0.0283, "Y4": 0.2508, "page": 0}], "words_data": [{"Word": "-----", "Confidence": 0.837, "X1": 0.03369, "Y1": 0.1222, "X2": 0.07547, "Y2": 0.122, "X3": 0.07547, "Y3": 0.1338, "X4": 0.03369, "Y4": 0.1328, "page": 0, "Index": 0}, {"Word": "Original", "Confidence": 0.783, "X1": 0.07951, "Y1": 0.1222, "X2": 0.15768, "Y2": 0.122, "X3": 0.15768, "Y3": 0.1358, "X4": 0.07817, "Y4": 0.1338, "page": 0, "Index": 1}, {"Word": "Message", "Confidence": 0.847, "X1": 0.16577, "Y1": 0.1222, "X2": 0.23315, "Y2": 0.122, "X3": 0.23315, "Y3": 0.1348, "X4": 0.16577, "Y4": 0.1358, "page": 0, "Index": 2}, {"Word": "-----", "Confidence": 0.995, "X1": 0.23585, "Y1": 0.1222, "X2": 0.28437, "Y2": 0.122, "X3": 0.28571, "Y3": 0.1328, "X4": 0.23585, "Y4": 0.1348, "page": 0, "Index": 3}, {"Word": "From:", "Confidence": 0.855, "X1": 0.031, "Y1": 0.1352, "X2": 0.08086, "Y2": 0.135, "X3": 0.08086, "Y3": 0.1468, "X4": 0.031, "Y4": 0.1468, "page": 0, "Index": 4}, {"Word": "Jlcol@aol.", "Confidence": 0.564, "X1": 0.0876, "Y1": 0.1342, "X2": 0.18194, "Y2": 0.134, "X3": 0.18194, "Y3": 0.1468, "X4": 0.0876, "Y4": 0.1468, "page": 0, "Index": 5}, {"Word": "com", "Confidence": 0.998, "X1": 0.18598, "Y1": 0.1342, "X2": 0.21563, "Y2": 0.134, "X3": 0.21563, "Y3": 0.1468, "X4": 0.18598, "Y4": 0.1468, "page": 0, "Index": 6}, {"Word": "[mailto:[email protected]]", "Confidence": 0.483, "X1": 0.22776, "Y1": 0.1332, "X2": 0.43801, "Y2": 0.133, "X3": 0.43801, "Y3": 0.1458, "X4": 0.22776, "Y4": 0.1468, "page": 0, "Index": 7}, {"Word": "Sent:", "Confidence": 0.996, "X1": 0.03235, "Y1": 0.1482, "X2": 0.08086, "Y2": 0.148, "X3": 0.07951, "Y3": 0.1598, "X4": 0.031, "Y4": 0.1598, "page": 0, "Index": 8}, {"Word": "Tuesday,", "Confidence": 0.619, "X1": 0.08895, "Y1": 0.1472, "X2": 0.16981, "Y2": 0.147, "X3": 0.16846, "Y3": 0.1598, "X4": 0.0876, "Y4": 0.1598, "page": 0, "Index": 9}, {"Word": "September", "Confidence": 0.824, "X1": 0.17655, "Y1": 0.1472, "X2": 0.2655, "Y2": 0.147, "X3": 0.26415, "Y3": 0.1598, "X4": 0.1752, "Y4": 0.1598, "page": 0, "Index": 10}, {"Word": "04,", "Confidence": 0.998, "X1": 0.27493, "Y1": 0.1472, "X2": 0.30458, "Y2": 0.147, "X3": 0.30458, "Y3": 0.1598, "X4": 0.27358, "Y4": 0.1598, "page": 0, "Index": 11}, {"Word": "2001", "Confidence": 0.628, "X1": 0.31402, "Y1": 0.1472, "X2": 0.3531, "Y2": 0.147, "X3": 0.35175, "Y3": 0.1588, "X4": 0.31402, "Y4": 0.1598, "page": 0, "Index": 12}, {"Word": "10:53", "Confidence": 0.965, "X1": 0.36253, "Y1": 0.1472, "X2": 0.41105, "Y2": 0.147, "X3": 0.41105, "Y3": 0.1588, "X4": 0.36253, "Y4": 0.1588, "page": 0, "Index": 13}, {"Word": "AM", "Confidence": 0.997, "X1": 0.42049, "Y1": 0.1462, "X2": 0.43935, "Y2": 0.146, "X3": 0.43935, "Y3": 0.1588, "X4": 0.42049, "Y4": 0.1588, "page": 0, "Index": 14}, {"Word": "To:", "Confidence": 0.998, "X1": 0.031, "Y1": 0.1602, "X2": 0.06199, "Y2": 0.16, "X3": 0.06199, "Y3": 0.1728, "X4": 0.031, "Y4": 0.1738, "page": 0, "Index": 15}, {"Word": "David.", "Confidence": 0.994, "X1": 0.06873, "Y1": 0.1602, "X2": 0.12399, "Y2": 0.16, "X3": 0.12399, "Y3": 0.1728, "X4": 0.06873, "Y4": 0.1728, "page": 0, "Index": 16}, {"Word": "Greenbergaus.pm.", "Confidence": 0.677, "X1": 0.12803, "Y1": 0.1602, "X2": 0.28032, "Y2": 0.16, "X3": 0.28032, "Y3": 0.1728, "X4": 0.12668, "Y4": 0.1728, "page": 0, "Index": 17}, {"Word": "com;", "Confidence": 0.884, "X1": 0.28437, "Y1": 0.1602, "X2": 0.32615, "Y2": 0.16, "X3": 0.3248, "Y3": 0.1728, "X4": 0.28302, "Y4": 0.1728, "page": 0, "Index": 18}, {"Word": "Mark.", "Confidence": 0.991, "X1": 0.33154, "Y1": 0.1602, "X2": 0.37736, "Y2": 0.16, "X3": 0.37736, "Y3": 0.1728, "X4": 0.33019, "Y4": 0.1728, "page": 0, "Index": 19}, {"Word": "Berlindaus.pm", "Confidence": 0.63, "X1": 0.3814, "Y1": 0.1602, "X2": 0.5027, "Y2": 0.16, "X3": 0.5027, "Y3": 0.1738, "X4": 0.3814, "Y4": 0.1728, "page": 0, "Index": 20}, {"Word": "..", "Confidence": 0.536, "X1": 0.50674, "Y1": 0.1602, "X2": 0.51348, "Y2": 0.16, "X3": 0.51348, "Y3": 0.1738, "X4": 0.50539, "Y4": 0.1738, "page": 0, "Index": 21}, {"Word": "com", "Confidence": 0.64, "X1": 0.51752, "Y1": 0.1602, "X2": 0.54717, "Y2": 0.16, "X3": 0.54717, "Y3": 0.1738, "X4": 0.51617, "Y4": 0.1738, "page": 0, "Index": 22}, {"Word": "Subject:", "Confidence": 0.991, "X1": 0.031, "Y1": 0.1722, "X2": 0.11186, "Y2": 0.172, "X3": 0.11051, "Y3": 0.1868, "X4": 0.02965, "Y4": 0.1868, "page": 0, "Index": 23}, {"Word": "Consistent", "Confidence": 0.955, "X1": 0.11725, "Y1": 0.1732, "X2": 0.21833, "Y2": 0.173, "X3": 0.21698, "Y3": 0.1868, "X4": 0.1159, "Y4": 0.1868, "page": 0, "Index": 24}, {"Word": "with", "Confidence": 0.99, "X1": 0.22507, "Y1": 0.1732, "X2": 0.2655, "Y2": 0.173, "X3": 0.2655, "Y3": 0.1868, "X4": 0.22507, "Y4": 0.1868, "page": 0, "Index": 25}, {"Word": "Policy", "Confidence": 0.899, "X1": 0.27493, "Y1": 0.1742, "X2": 0.33423, "Y2": 0.174, "X3": 0.33423, "Y3": 0.1868, "X4": 0.27358, "Y4": 0.1868, "page": 0, "Index": 26}, {"Word": "2085776859B", "Confidence": 0.908, "X1": 0.98113, "Y1": 0.1992, "X2": 0.97978, "Y2": 0.199, "X3": 0.95418, "Y3": 0.1978, "X4": 0.95418, "Y4": 0.0878, "page": 0, "Index": 27}, {"Word": "The", "Confidence": 0.998, "X1": 0.03235, "Y1": 0.2112, "X2": 0.06065, "Y2": 0.211, "X3": 0.06065, "Y3": 0.2238, "X4": 0.031, "Y4": 0.2238, "page": 0, "Index": 28}, {"Word": "altached", "Confidence": 0.774, "X1": 0.06873, "Y1": 0.2112, "X2": 0.14825, "Y2": 0.211, "X3": 0.1469, "Y3": 0.2238, "X4": 0.06873, "Y4": 0.2238, "page": 0, "Index": 29}, {"Word": "ilem", "Confidence": 0.55, "X1": 0.15768, "Y1": 0.2122, "X2": 0.19677, "Y2": 0.212, "X3": 0.19677, "Y3": 0.2238, "X4": 0.15633, "Y4": 0.2238, "page": 0, "Index": 30}, {"Word": "suggeals", "Confidence": 0.623, "X1": 0.20485, "Y1": 0.2122, "X2": 0.28571, "Y2": 0.212, "X3": 0.28437, "Y3": 0.2248, "X4": 0.20485, "Y4": 0.2238, "page": 0, "Index": 31}, {"Word": "an", "Confidence": 0.996, "X1": 0.2938, "Y1": 0.2122, "X2": 0.31402, "Y2": 0.212, "X3": 0.31402, "Y3": 0.2248, "X4": 0.2938, "Y4": 0.2248, "page": 0, "Index": 32}, {"Word": "activity", "Confidence": 0.991, "X1": 0.3221, "Y1": 0.2122, "X2": 0.40162, "Y2": 0.212, "X3": 0.40162, "Y3": 0.2248, "X4": 0.3221, "Y4": 0.2248, "page": 0, "Index": 33}, {"Word": "that", "Confidence": 0.625, "X1": 0.4097, "Y1": 0.2122, "X2": 0.45013, "Y2": 0.212, "X3": 0.45013, "Y3": 0.2248, "X4": 0.4097, "Y4": 0.2248, "page": 0, "Index": 34}, {"Word": "seem", "Confidence": 0.887, "X1": 0.45822, "Y1": 0.2112, "X2": 0.49865, "Y2": 0.211, "X3": 0.4973, "Y3": 0.2248, "X4": 0.45687, "Y4": 0.2248, "page": 0, "Index": 35}, {"Word": "In", "Confidence": 0.992, "X1": 0.50809, "Y1": 0.2112, "X2": 0.52695, "Y2": 0.211, "X3": 0.52695, "Y3": 0.2248, "X4": 0.50674, "Y4": 0.2248, "page": 0, "Index": 36}, {"Word": "conflict", "Confidence": 0.555, "X1": 0.53639, "Y1": 0.2112, "X2": 0.6159, "Y2": 0.211, "X3": 0.6159, "Y3": 0.2238, "X4": 0.53504, "Y4": 0.2248, "page": 0, "Index": 37}, {"Word": "with", "Confidence": 0.794, "X1": 0.62399, "Y1": 0.2112, "X2": 0.66307, "Y2": 0.211, "X3": 0.66307, "Y3": 0.2238, "X4": 0.62399, "Y4": 0.2238, "page": 0, "Index": 38}, {"Word": "PM's", "Confidence": 0.635, "X1": 0.67251, "Y1": 0.2102, "X2": 0.71294, "Y2": 0.21, "X3": 0.71294, "Y3": 0.2238, "X4": 0.67251, "Y4": 0.2238, "page": 0, "Index": 39}, {"Word": "disclosure", "Confidence": 0.965, "X1": 0.03235, "Y1": 0.2252, "X2": 0.12803, "Y2": 0.225, "X3": 0.12803, "Y3": 0.2378, "X4": 0.03235, "Y4": 0.2378, "page": 0, "Index": 40}, {"Word": "policy.", "Confidence": 0.651, "X1": 0.13612, "Y1": 0.2252, "X2": 0.20755, "Y2": 0.225, "X3": 0.20755, "Y3": 0.2378, "X4": 0.13612, "Y4": 0.2378, "page": 0, "Index": 41}, {"Word": "Perhaps", "Confidence": 0.766, "X1": 0.22507, "Y1": 0.2252, "X2": 0.29515, "Y2": 0.225, "X3": 0.29515, "Y3": 0.2378, "X4": 0.22507, "Y4": 0.2378, "page": 0, "Index": 42}, {"Word": "it", "Confidence": 0.997, "X1": 0.30323, "Y1": 0.2252, "X2": 0.32345, "Y2": 0.225, "X3": 0.32345, "Y3": 0.2378, "X4": 0.30323, "Y4": 0.2378, "page": 0, "Index": 43}, {"Word": "is", "Confidence": 0.97, "X1": 0.33288, "Y1": 0.2252, "X2": 0.3531, "Y2": 0.225, "X3": 0.35175, "Y3": 0.2378, "X4": 0.33288, "Y4": 0.2378, "page": 0, "Index": 44}, {"Word": "an", "Confidence": 0.998, "X1": 0.36119, "Y1": 0.2252, "X2": 0.3814, "Y2": 0.225, "X3": 0.3814, "Y3": 0.2378, "X4": 0.36119, "Y4": 0.2378, "page": 0, "Index": 45}, {"Word": "incorrect", "Confidence": 0.993, "X1": 0.39084, "Y1": 0.2242, "X2": 0.47978, "Y2": 0.224, "X3": 0.47978, "Y3": 0.2378, "X4": 0.39084, "Y4": 0.2378, "page": 0, "Index": 46}, {"Word": "item", "Confidence": 0.962, "X1": 0.48787, "Y1": 0.2242, "X2": 0.5283, "Y2": 0.224, "X3": 0.52695, "Y3": 0.2378, "X4": 0.48787, "Y4": 0.2378, "page": 0, "Index": 47}, {"Word": "or", "Confidence": 0.997, "X1": 0.53639, "Y1": 0.2242, "X2": 0.5566, "Y2": 0.224, "X3": 0.5566, "Y3": 0.2378, "X4": 0.53639, "Y4": 0.2378, "page": 0, "Index": 48}, {"Word": "I", "Confidence": 0.998, "X1": 0.56604, "Y1": 0.2242, "X2": 0.57547, "Y2": 0.224, "X3": 0.57547, "Y3": 0.2378, "X4": 0.56469, "Y4": 0.2378, "page": 0, "Index": 49}, {"Word": "don't", "Confidence": 0.994, "X1": 0.58491, "Y1": 0.2242, "X2": 0.63477, "Y2": 0.224, "X3": 0.63477, "Y3": 0.2378, "X4": 0.58356, "Y4": 0.2378, "page": 0, "Index": 50}, {"Word": "understand", "Confidence": 0.994, "X1": 0.64286, "Y1": 0.2242, "X2": 0.74259, "Y2": 0.224, "X3": 0.74259, "Y3": 0.2378, "X4": 0.64286, "Y4": 0.2378, "page": 0, "Index": 51}, {"Word": "the", "Confidence": 0.998, "X1": 0.75202, "Y1": 0.2242, "X2": 0.78167, "Y2": 0.224, "X3": 0.78167, "Y3": 0.2378, "X4": 0.75067, "Y4": 0.2378, "page": 0, "Index": 52}, {"Word": "policy.", "Confidence": 0.994, "X1": 0.02965, "Y1": 0.2382, "X2": 0.10108, "Y2": 0.238, "X3": 0.10108, "Y3": 0.2518, "X4": 0.02965, "Y4": 0.2518, "page": 0, "Index": 53}, {"Word": "Thought", "Confidence": 0.996, "X1": 0.11725, "Y1": 0.2372, "X2": 0.18733, "Y2": 0.237, "X3": 0.18733, "Y3": 0.2508, "X4": 0.11725, "Y4": 0.2518, "page": 0, "Index": 54}, {"Word": "I", "Confidence": 0.955, "X1": 0.19542, "Y1": 0.2372, "X2": 0.2062, "Y2": 0.237, "X3": 0.20485, "Y3": 0.2508, "X4": 0.19542, "Y4": 0.2508, "page": 0, "Index": 55}, {"Word": "would", "Confidence": 0.997, "X1": 0.21429, "Y1": 0.2372, "X2": 0.26415, "Y2": 0.237, "X3": 0.26415, "Y3": 0.2508, "X4": 0.21429, "Y4": 0.2508, "page": 0, "Index": 56}, {"Word": "bring", "Confidence": 0.997, "X1": 0.27224, "Y1": 0.2372, "X2": 0.32345, "Y2": 0.237, "X3": 0.32345, "Y3": 0.2508, "X4": 0.27224, "Y4": 0.2508, "page": 0, "Index": 57}, {"Word": "it", "Confidence": 0.809, "X1": 0.33288, "Y1": 0.2372, "X2": 0.3531, "Y2": 0.237, "X3": 0.3531, "Y3": 0.2498, "X4": 0.33288, "Y4": 0.2508, "page": 0, "Index": 58}, {"Word": "to", "Confidence": 0.681, "X1": 0.36119, "Y1": 0.2372, "X2": 0.38275, "Y2": 0.237, "X3": 0.3814, "Y3": 0.2498, "X4": 0.36119, "Y4": 0.2498, "page": 0, "Index": 59}, {"Word": "your", "Confidence": 0.989, "X1": 0.39084, "Y1": 0.2372, "X2": 0.42992, "Y2": 0.237, "X3": 0.42992, "Y3": 0.2498, "X4": 0.39084, "Y4": 0.2498, "page": 0, "Index": 60}, {"Word": "attention,", "Confidence": 0.991, "X1": 0.43935, "Y1": 0.2382, "X2": 0.53908, "Y2": 0.238, "X3": 0.53908, "Y3": 0.2498, "X4": 0.43935, "Y4": 0.2498, "page": 0, "Index": 61}, {"Word": "however.", "Confidence": 0.671, "X1": 0.54447, "Y1": 0.2382, "X2": 0.62264, "Y2": 0.238, "X3": 0.62264, "Y3": 0.2498, "X4": 0.54447, "Y4": 0.2498, "page": 0, "Index": 62}]}	"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"
ffbv0019	1	{"lines_data": [{"Word": "Salem", "Confidence": 0.994, "X1": 0.84367, "Y1": 0.3922, "X2": 0.84906, "Y2": 0.392, "X3": 0.88275, "Y3": 0.3938, "X4": 0.87601, "Y4": 0.4538, "page": 0}, {"Word": "ULTRA", "Confidence": 0.736, "X1": 0.87601, "Y1": 0.3962, "X2": 0.8814, "Y2": 0.396, "X3": 0.90836, "Y3": 0.3968, "X4": 0.90566, "Y4": 0.4498, "page": 0}, {"Word": "Marino Pesan", "Confidence": 0.1465, "X1": 0.68194, "Y1": 0.4442, "X2": 0.68194, "Y2": 0.444, "X3": 0.65903, "Y3": 0.4448, "X4": 0.65768, "Y4": 0.3928, "page": 0}, {"Word": "ULTRA", "Confidence": 0.487, "X1": 0.73585, "Y1": 0.4392, "X2": 0.73315, "Y2": 0.439, "X3": 0.71159, "Y3": 0.4398, "X4": 0.71294, "Y4": 0.3978, "page": 0}, {"Word": "Salem", "Confidence": 0.739, "X1": 0.75202, "Y1": 0.4432, "X2": 0.75067, "Y2": 0.443, "X3": 0.72642, "Y3": 0.4448, "X4": 0.72642, "Y4": 0.3968, "page": 0}, {"Word": "50121 6644", "Confidence": 0.827, "X1": 0.50809, "Y1": 0.6182, "X2": 0.50674, "Y2": 0.618, "X3": 0.48518, "Y3": 0.6178, "X4": 0.48518, "Y4": 0.5468, "page": 0}, {"Word": "52-W-2", "Confidence": 0.321, "X1": 0.48113, "Y1": 0.6202, "X2": 0.47844, "Y2": 0.62, "X3": 0.43531, "Y3": 0.6198, "X4": 0.43801, "Y4": 0.4618, "page": 0}], "words_data": [{"Word": "ULTRA", "Confidence": 0.736, "X1": 0.87601, "Y1": 0.3962, "X2": 0.88005, "Y2": 0.396, "X3": 0.9097, "Y3": 0.3978, "X4": 0.90566, "Y4": 0.4488, "page": 0, "Index": 0}, {"Word": "Salem", "Confidence": 0.994, "X1": 0.84367, "Y1": 0.3992, "X2": 0.84906, "Y2": 0.399, "X3": 0.88275, "Y3": 0.4008, "X4": 0.87736, "Y4": 0.4528, "page": 0, "Index": 1}, {"Word": "Marino", "Confidence": 0.107, "X1": 0.68194, "Y1": 0.4142, "X2": 0.68194, "Y2": 0.414, "X3": 0.65768, "Y3": 0.4138, "X4": 0.65768, "Y4": 0.3908, "page": 0, "Index": 2}, {"Word": "Salem", "Confidence": 0.739, "X1": 0.75337, "Y1": 0.4352, "X2": 0.75202, "Y2": 0.435, "X3": 0.72642, "Y3": 0.4348, "X4": 0.72776, "Y4": 0.3998, "page": 0, "Index": 3}, {"Word": "Pesan", "Confidence": 0.186, "X1": 0.68194, "Y1": 0.4442, "X2": 0.68329, "Y2": 0.444, "X3": 0.65903, "Y3": 0.4438, "X4": 0.65768, "Y4": 0.4178, "page": 0, "Index": 4}, {"Word": "ULTRA", "Confidence": 0.487, "X1": 0.73585, "Y1": 0.4392, "X2": 0.7345, "Y2": 0.439, "X3": 0.71159, "Y3": 0.4388, "X4": 0.71294, "Y4": 0.4018, "page": 0, "Index": 5}, {"Word": "50121", "Confidence": 0.853, "X1": 0.50674, "Y1": 0.5852, "X2": 0.50674, "Y2": 0.585, "X3": 0.48652, "Y3": 0.5848, "X4": 0.48787, "Y4": 0.5468, "page": 0, "Index": 6}, {"Word": "52-W-2", "Confidence": 0.321, "X1": 0.47978, "Y1": 0.6182, "X2": 0.47709, "Y2": 0.618, "X3": 0.43531, "Y3": 0.6178, "X4": 0.4407, "Y4": 0.4818, "page": 0, "Index": 7}, {"Word": "6644", "Confidence": 0.801, "X1": 0.50674, "Y1": 0.6162, "X2": 0.50809, "Y2": 0.616, "X3": 0.48518, "Y3": 0.6168, "X4": 0.48652, "Y4": 0.5888, "page": 0, "Index": 8}]}	"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"
ffbv0019	0	{"lines_data": [{"Word": "Uhra Low Thr", "Confidence": 0.60467, "X1": 0.555, "Y1": 0.46516, "X2": 0.605, "Y2": 0.46496, "X3": 0.605, "Y3": 0.47824, "X4": 0.555, "Y4": 0.47824, "page": 0}, {"Word": "...", "Confidence": 0.605, "X1": 0.655, "Y1": 0.6781, "X2": 0.656, "Y2": 0.6779, "X3": 0.649, "Y3": 0.67635, "X4": 0.649, "Y4": 0.65344, "page": 0}, {"Word": "ULTRA", "Confidence": 0.861, "X1": 0.606, "Y1": 0.71179, "X2": 0.55, "Y2": 0.71159, "X3": 0.552, "Y3": 0.68309, "X4": 0.607, "Y4": 0.68444, "page": 0}, {"Word": "Sommy", "Confidence": 0.104, "X1": 0.707, "Y1": 0.66462, "X2": 0.751, "Y2": 0.66442, "X3": 0.754, "Y3": 0.69657, "X4": 0.708, "Y4": 0.69657, "page": 0}, {"Word": "Salem", "Confidence": 0.848, "X1": 0.609, "Y1": 0.74414, "X2": 0.549, "Y2": 0.74394, "X3": 0.55, "Y3": 0.70869, "X4": 0.61, "Y4": 0.70869, "page": 0}, {"Word": "te", "Confidence": 0.248, "X1": 0.739, "Y1": 0.7037, "X2": 0.741, "Y2": 0.7035, "X3": 0.755, "Y3": 0.70869, "X4": 0.754, "Y4": 0.74643, "page": 0}, {"Word": "--", "Confidence": 0.96, "X1": 0.656, "Y1": 0.7967, "X2": 0.656, "Y2": 0.7965, "X3": 0.646, "Y3": 0.79764, "X4": 0.646, "Y4": 0.76126, "page": 0}, {"Word": "1", "Confidence": 0.824, "X1": 0.645, "Y1": 0.85869, "X2": 0.655, "Y2": 0.85849, "X3": 0.654, "Y3": 0.87851, "X4": 0.644, "Y4": 0.87581, "page": 0}, {"Word": "03/6/19", "Confidence": 0.602, "X1": 0.353, "Y1": 0.94225, "X2": 0.389, "Y2": 0.94205, "X3": 0.398, "Y3": 0.96072, "X4": 0.36, "Y4": 0.99037, "page": 0}], "words_data": [{"Word": "Uhra", "Confidence": 0.52, "X1": 0.556, "Y1": 0.46516, "X2": 0.574, "Y2": 0.46496, "X3": 0.573, "Y3": 0.47824, "X4": 0.556, "Y4": 0.47824, "page": 0, "Index": 0}, {"Word": "Low", "Confidence": 0.684, "X1": 0.575, "Y1": 0.46516, "X2": 0.591, "Y2": 0.46496, "X3": 0.591, "Y3": 0.47824, "X4": 0.575, "Y4": 0.47824, "page": 0, "Index": 1}, {"Word": "Thr", "Confidence": 0.61, "X1": 0.593, "Y1": 0.46651, "X2": 0.605, "Y2": 0.46631, "X3": 0.605, "Y3": 0.47824, "X4": 0.593, "Y4": 0.47824, "page": 0, "Index": 2}, {"Word": "...", "Confidence": 0.605, "X1": 0.656, "Y1": 0.6754, "X2": 0.656, "Y2": 0.6752, "X3": 0.649, "Y3": 0.67635, "X4": 0.649, "Y4": 0.65344, "page": 0, "Index": 3}, {"Word": "ULTRA", "Confidence": 0.861, "X1": 0.606, "Y1": 0.71179, "X2": 0.555, "Y2": 0.71159, "X3": 0.556, "Y3": 0.68309, "X4": 0.606, "Y4": 0.68444, "page": 0, "Index": 4}, {"Word": "Sommy", "Confidence": 0.104, "X1": 0.707, "Y1": 0.66327, "X2": 0.752, "Y2": 0.66307, "X3": 0.751, "Y3": 0.69791, "X4": 0.707, "Y4": 0.69657, "page": 0, "Index": 5}, {"Word": "Salem", "Confidence": 0.848, "X1": 0.608, "Y1": 0.74548, "X2": 0.555, "Y2": 0.74528, "X3": 0.556, "Y3": 0.70869, "X4": 0.608, "Y4": 0.70869, "page": 0, "Index": 6}, {"Word": "te", "Confidence": 0.248, "X1": 0.739, "Y1": 0.71044, "X2": 0.74, "Y2": 0.71024, "X3": 0.755, "Y3": 0.71139, "X4": 0.754, "Y4": 0.737, "page": 0, "Index": 7}, {"Word": "--", "Confidence": 0.96, "X1": 0.656, "Y1": 0.77648, "X2": 0.656, "Y2": 0.77628, "X3": 0.646, "Y3": 0.77608, "X4": 0.646, "Y4": 0.75991, "page": 0, "Index": 8}, {"Word": "1", "Confidence": 0.824, "X1": 0.649, "Y1": 0.85869, "X2": 0.656, "Y2": 0.85849, "X3": 0.654, "Y3": 0.87851, "X4": 0.646, "Y4": 0.87581, "page": 0, "Index": 9}, {"Word": "03/6/19", "Confidence": 0.602, "X1": 0.353, "Y1": 0.94494, "X2": 0.389, "Y2": 0.94474, "X3": 0.396, "Y3": 0.96341, "X4": 0.359, "Y4": 0.99037, "page": 0, "Index": 10}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCALmA+gDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD5/ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAFUFmAHUnFDAqxB6ikooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqxYwi41C2gYErJKqEDqQSBX1NH8BvBDRIxtrzJUE/6QaAPlGivrD/AIUH4H/59rz/AMCTR/woPwP/AM+15/4EmgD5Por6w/4UH4H/AOfa8/8AAk1An7P3g5WnLG9YP9wed/q/8fxoA+VqK+nf+GdfDH/P/f8A5ip0/Z78JKkoaa+Yt9xvMxs/xoA+W6K+rx8BPBAUA294SByftB5pf+FB+B/+fa8/8CTQB8n0V9Yf8KD8D/8APtef+BJo/wCFB+B/+fa8/wDAk0AfJ9FfWH/Cg/A//Ptef+BJo/4UH4H/AOfa8/8AAk0AfJ9FfWH/AAoPwP8A8+15/wCBJo/4UH4H/wCfa8/8CTQB8n0V9Yf8KD8D/wDPtef+BJo/4UH4H/59rz/wJNAHyfRX1h/woPwP/wA+15/4EmkX4DeBmz/o16MHHNwaAPlCivrD/hQfgf8A59rz/wACTR/woPwP/wA+15/4EmgD5Por6w/4UH4H/wCfa8/8CTR/woPwP/z7Xn/gSaAPk+ivrD/hQfgf/n2vP/Ak0h+A3gUNt+z3mSM4+0mgD5Qor6e0P4NeBNZsGuo7S+VRNJGA1wc/KxX+lcP8Y/hz4c8F6LYXOkJcJPPMUYSSFwRjP4UAeM0V9D/D34T+DfE3gzT9QvIrprySMtNtmZRnJHArqf8AhQngf/n2vP8AwJNAHyfRX1h/woPwP/z7Xn/gSaP+FB+B/wDn2vP/AAJNAHyfRX1h/wAKD8D/APPtef8AgSaP+FB+B/8An2vP/Ak0AfJ9FfWQ+A3gfYV+y3fJzn7Qc1JB8DPA0IcfYZ5N2Pvzk4wc8UAfJNFfWh+BXgYrIv2K4+cg5885X2HpXikHhDSofjgPDDRPJpgvPK2O3JXHrQB5tRX09a/BrwLc67qGmfYrwNaJE+77ScMHz/hRo/wW8D6kL5hDdssN28C4uCPugZH55oA+YaK+sP8AhQfgf/n2vP8AwJNI3wD8EMMLBeKc9ftBoA+UKK+sP+FB+B/+fa8/8CTR/wAKD8D/APPtef8AgSaAPk+ivrD/AIUH4H/59rz/AMCTUVz8CPA0NrNKbe9GxC2RcHPAzQB8qUV9WW/wK8C3FvHMttegOoYZuT3qT/hQfgf/AJ9rz/wJNAHyfRX1h/woPwP/AM+15/4Emj/hQfgf/n2vP/Ak0AfJ9FfWH/Cg/A//AD7Xn/gSaP8AhQfgf/n2vP8AwJNAHyfRX1h/woPwP/z7Xn/gSaP+FB+B/wDn2vP/AAJNAHyfRX1h/wAKD8D/APPtef8AgSaP+FB+B/8An2vP/Ak0AfJ9FfWH/Cg/A/8Az7Xn/gSaP+FB+B/+fa8/8CTQB8n0V9Yf8KD8D/8APtef+BJo/wCFB+B/+fa8/wDAk0AfJ9FfWH/Cg/A//Ptef+BJo/4UH4H/AOfa8/8AAk0AfJ9FfWH/AAoPwP8A8+15/wCBJo/4UH4H/wCfa8/8CTQB8n0V9Yf8KE8D/wDPvef+BJr5o8WaXbaJ4r1PTLOVpbe2uGjR26kA96AMaiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKANrwgAfGeiZH/AC/Q/wDoYr7kHQV8OeD/APkdNE/6/of/AEMV9xjoKAEDHeV2nAHXsadTQwLlecgZ6cU6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKr2kk8sJe4hET72AUNn5QSAfxHP40AWKKKKACommVZ0iJ+ZwSOfSpayrr/kY9P/AOucn8qANWkwM570tFAHK+BJAvhaSTlgLq5PHOf3jV5p+0ZdyyaBoaorLBJMzsGXnO3jNeleBY1fwrJF91TdXK/LxgeY3SvL/wBo1Bb6RoFupJRZHA3cngetAHo/wpAb4W6ED0Nuf/QjXZgBQAOg4rjfhP8A8kv0H/r3P/oRrT8Z+IG8NeF7vUYlD3KgR26EEhpWOFHHuaAOgorxvxB8Xde0rxN/ZFloUF55PlRzN5u3dKwXcF9suoFXx8bLSKawgvPD+owS30oSDO0hlLbS3X1oA9VorjL7xyNNv9Za4tT/AGfp/lQoy8yTTv0QDoB7muc/4X34YjnNtc2epQ3Kv5bxmJThuhGQecHigD1aivMvHXxC1jwzd20tjZ2s1hJZi7lE24SRjIGD2ySwA962vBPxG07x00i6dY30YhQNLJLGAisf4M55PegDs6+YpJBb/tNbnZmH9pdQMnke1fTtfLOsED9o9iQSP7TXgPt9O9AH0XY2E0PirVb54NsU8UKpJvzvK7sjHbGadoEZjOpggDN85491WpLTVzdeINR0sw7RaRxP5m772/d27Y203RY9s+rNvY7r1jgngfInSgDXoopruEUsc4HoM0AOooooAKq6kcaVdn/pg/8A6CatVU1P/kE3n/XB/wD0E0AQ6Dcx3mgWFzFnZLArLnrgitGsLwZ/yJWjf9ekf8q3aACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+LfieAPiXr+B/y9tX2lXxd8T/+Sl6//wBfbUAcjRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHQ+BraS78d6HDFjeb2NuT2DAn9BX28OlfE3w8ma3+IWhSKjMRdoMKMnnj+tfbNABRUYaTzWBQCMAYbPJP0qSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKgtQqw4Rty7m5567jnrU9UdKjEViFAYDzZD8xBPLse1AF6iiigAqrLbJJqEFwQ++NWAxjHPrWc9xq8+uXVvaSWaWsEacSozMWbnOQRxUE0XiQ6pEU1DTUhMTDyvJfJb1+9QB0VIeATWbs1z/ntp//AH6f/wCKqhcf8Jd5gWFdHaI/eLLICOfTPpQBn+ApM+B3khlD/vrkpIMnP7xsHvXmP7Q5kOieHDM26Us5Y+p2ivXvDmkr4O8KLaXFwsq2/mSvIq7RyxbAH415L+0fIsum+H5F+6zuw+hAoA9J+E//ACS/Qf8Ar3P/AKEa6m/0+01OzktL2COeCQYZHXI//XXLfCf/AJJfoP8A17n/ANCNdnQByw+HfhQQQwjRoAIRhHyd4+YN97OScgc5qWbwL4cnurC6fTUM1goS3YOw2gHI6Hnn1rpKKAOWv/h54Z1K6uLm6sZHkuJfOlxcSKrP2bAbGaki8BeF4JYJU0iDzICrRuckgg7gcnqc+vWulooAxdW8K6Rrkkj6hamZnjWMnzGX5VYMMYPHIBqXQfDmleGbFrPSLRbaBnMjKCSSx6kk81q0UAFfLGsoZP2jmUKrH+014ZsDt3r6nr5V15S/7RTqOv8Aaad/pQB9NQWAi1u7vQuPPiRCc9due341W0JHSbVi7ht18xGAeBsTjrUGny3R8Z6zFJI5t1gtzEhbIBO7dgdu1U1bxTp97fLbaTZ3UEtwZY5Gu9hwQBgjafSgDrKK5j+0vGH/AEL1j/4H/wD2NKdS8XbVx4fss9/9P/8AsaAOmorl7nXfEGn2L3d7oMAjjGX8q8BIGe2VrpkcSRq46MAaAHVU1P8A5BN5/wBcH/8AQTVuqmp/8gm8/wCuD/8AoJoAzfBn/IlaN/16R/yrdrC8Gf8AIlaN/wBekf8AKt2gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvjH4pqi/EzXgjlx9pJJxjBxyK+zq+MvipDJB8TdeWVCpa5LDPcEAg/lQBxtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdb8MP+Sl6D/wBfI/ka+0q+NvhJaG9+J+iIGC7JTJz/ALKk4r7JoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArM0H/kF/wDbeb/0a1aR6Gsnw1/yBE+YN++m5ByP9a9AGvRRRQBl2X/If1T6Rf8AoNLPDbnxBZzuZftAhkRAD8mDgkkevFJZf8h/VPpF/wCg0lxNGfEtpbmXbKLeSQJ/eGQP0zQBq0UUUAQ3VtDeW0lvOgeKRdrKe4rL1jwpofiCG3h1bTYLtLf/AFSyjO3jFatw8ccDPM+yMYy2cY5qQdOKAKun6faaTp8VjYwJb2sK7Y406KKmNxCr7DNGG9CwzXCeJ/iboGnrq2mSz3cNzb/uHlS2Z1R2HHTr1rx57HTdTjhuV8XzpcxuJTM0Uu6QjAwPZABn0zzQB9PCWMvsEil/7uefyqNDF57sJssRgrvyBj27V4O+jpoGuPZnxdKNbeFprm6uEco0beX8qkdDnP8A31WbLJoKsLtvGEsd2UMrNYJIUlB7NnPzbsZx6YoA+jhIjNtDqT6A1EkQ+1tcC4dgyBRHuyoweoHrXzlqGhW2l3aW0vjDVBf+WbyS5t4JW2xMM4IBwoHU0aedA1G3eKD4i6jHLFvWFGEi7s44A6n5uaAPpGQqNrO+0A+uAao6fpLWN5c3B1C9uRMciOeTcsfOflHavDdVmg8UXtpHL49EVpM8cQhEUke0xg4Dt0D9Sc98VPqsFjc38E3/AAswQLcu7QYmcMVJOwN2XaQAPXmgD3ieLz4Wj8x484+ZDgjmuNm+Fnh2fxa3iVxcHUWm87PmfKGxjpXP6DfxeB9bvIfFHjGe/wBqL5QlhcLGGOdzHGOfXNejaRrWna9aG60y5S5tw5TzU+6SOuD3oAzovDEcfiw60Z53L2qwurSHDMrZViPXGa6KiigCrbWMNq8rxlyZXLncxOCeuPQcVMykEugG8gDk8VJRQBg+NBGfB+pCZmVPLGSvX7wrZt/+PWL/AHF/lWD48/5EjVP+uY/9CFb1v/x7Rf7i/wAqAJCCVIBwfWuQ1Hw7rQ0+7c+K7sqInJX7OnTB4rsKqan/AMgm8/64P/6CaAOO8N+HtUk8Nac9p4qvI7drdDGnkIdoxwK7OxgntrOOG4umupVGGmZQpb8BWZ4Obd4N0cgBc2kfA6DitygAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvjb4tmU/FDXPNl8w+cMHPQbRgfgOK+ya+Mfimwb4m68QxbFyRnGOwoA46iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPQfgp/wAlV0n6Sf8AoDV9fV8g/BT/AJKrpP0k/wDQGr6+oAhWVjcNEYnCqoIkPQ+1TVGJY2lMQcGRRkrnkCpKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBGICknoOayPDE8VzoUc0JzG80xU4xx5r1qy/6l/wDdP8q57wF/yJll/vzf+jXoA6SiiigDLsv+Q/qn0i/9Bprxk+K4ZcDC2bjJXnl179qdZf8AIf1T6Rf+g057qRfEMNqIgyPbM5kAGVIYD8uaANKiimsSqkgEkDOB3oAhvGgS1ZrlQ0XG4bc9xjj64rM8U6teaJ4duL/T7GS+uYwPLt41LFyT6CpdSuL9oZYbSzm8zcgWUMoGMjPfPTNYnjH4iaZ4GWA6va3ZWdisbQqrbsDJPWgDhNRi1rUNRe1uPAVtMt6VlnneaVVEiru+YjqB0GO9JeXNxBo2jhfh757XqTjyIBJGYMlRhj/CGwc+o+pr1XQNfg8R6Pa6pZwTC1uUDxmTAOMkHIz2xWspJLZUjBwM9/egDxKyv01vxDaz6r4HuDM/ls17+9CQIi7mBJwdykAcdcVRv1sruGCXTvBa3Eso/dWRaZHZC5IYcY92ye9e+YHpTU5GSm0+hoA8Xv8AVm0+xj1TVPAs8t/qEDR3kSCRwkanCoDjvjp+tc/aajFoGy2/4V41ss7M1rc+a+8CQZG0gZBwMcHivoogHtQVB6gcUAfO8+oX+rJ/Ydx8MS9uS05jE7CUOfkMjMR1JHU9evvS2X2DRLCLX7j4fRrbSzjzLQGR5Y9i/K4UjaB8y9epNfQ+BnOKq/a1N/8AY/s8xO3d5mz5Ppn1oA8Yf4gancRT3Wp/DyT7JfL5byMxPCgAFgQcKAfSuh8D+KrpLnTvDtvoUdtaIrABGkJCdRICygbT9c16WsoaZovKcBR94gbT9K42x+Kfhq98XSeGka4S/WYwLui+V2Hoc/zoA7iiqsl4I7xLfyZmLRmQOq5UYIGM+vNZbeKLcasLD7FqIYSeWZPsbmPPru6Y96AN6ms6oMsQB05qOW5jikRG35cEjahI49wOKqy6tbxTRReXcM0rbV2wOQOe5xgUAZ/jVmTwhqLKTkIMYXJ+8O3etyE5hjJ7qO2O1Z/iL/kB3H/Af/QhWpQAVV1L/kFXf/XB/wD0E1ZJABJ6CuQ1Xx1o40nUHSPUJY44yhdLKTaSQemR270Ab+gp5egWCBY12wKMR/dHHb2rRrhtF+IXhxNOtLcfbYVSEDmxlCjAHHC12kMyXECTRElHUMpII4PseaAJaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr40+K8gk+J2ukLGMT4+QYHAHX39a+y6+Nfi1LDL8T9cMMXlqJ9pHqwABP4nJoA4qiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPQfgp/yVXSfpJ/6A1fX1fIPwU/5KrpP0k/9Aavr6gCqnk/2hLt2+dsXd8vOO3NWqTA3Z4zS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADJf9S/8Aun+Vc94C/wCRMsv9+b/0a9dDL/qX/wB0/wAq57wF/wAiZZf783/o16AOkooooAy7L/kP6p9Iv/QaVv8AkaI/+vJv/Q1plhu/t/VskY/dYx/u96j8wnxn5fmKQtgTsxyPnXmgDaormfGvjWw8D6XDfX8U8qzSiJEhGSTgn+QNbWl6jDq2lWuo227yLmJZY9wwdrDIzQBcrwb9pT/jx0P/AK6Sfyr3mvBv2lP+PHQ/+ukn8qAPRvhP/wAkv0H/AK9z/wChGuzrkvhjbPafDbQoZPvC2DfmSf611UsiQxPLIwVEBZmPQAdTQA+iuTtPiV4PvZ5YoNetGaJS7fNgYBxn9RW1f69pOliI3+oW9v5qlo/McDcAMkigDSormJviF4Vt7oW8us2wcxiQHOQQfQjv7VZfxn4ci02DUX1e2W0uCRFKW4cjrj6UAb1FYzeK9AS6Fs2sWYnPRPNGe3+Iq1Ya1pmqSSR2N/b3Lx8uIpAxX64oAv18p6B/ycSn/YUf+tfVlfKegf8AJxKf9hR/60AfVlN2jfuyc4xjPFOqLyE+0+f82/Zs68YznpQBLUcrtGmVjZzkDA/nUlVb4SmAeVL5bb1+b2zyKAKPidHk8O3SxyGNyFAYDOPmFayghQCckDr61m+Iv+QHcf8AAf8A0IVqUAFVNRVRpV2Aox5L8Y/2TVuqupf8gu7/AOuD/wDoJoAZpkaf2Xa/Iv8Aql7e1XOlVdM/5BVr/wBcl/lVugAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvi74n/APJS9f8A+vtq+0a+Lvif/wAlL1//AK+2oA5GiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPQfgp/wAlV0n6Sf8AoDV9fV8g/BT/AJKrpP0k/wDQGr6+oAroiC9kcK+8oAST8pHtViiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAZL/qX/wB0/wAq57wF/wAiZZf783/o166GX/Uv/un+Vc94C/5Eyy/35v8A0a9AHSUUUUAYmltG3iPW/LUhg0O8nudlV47mVviHNblh5SaaGUY7mQZqXSH3eJdfG922vCMMeB8naqsIP/CzLk44/stf/RgoAxPi3Fc3ehWNnY26T3s90FhRwpBIUkj5iOcA9Oa7LQoZ7bQNPhuYooZ47dFkjiGFRgoyAPQVy/xO8Raf4Y0S1v8AULCC9UXAVIZGKvkg5KEA4bH0+tdbpV2L/SbS8WF4RPCsgjk+8mRnB96ALleDftKf8eOh/wDXST+Ve814H+0pKPI0OLDZ3SNnHHTHWgD1zwN/yIuif9ecf8qteItJl13RZ9NjvZLNZxskkjXLFD94D0yO9VfA3/Ii6J/15x/yroKAPCtR+BjabrMV3oCR3Uf2hJvLupNoiVWBK992eld54s+GemeNby1vNWllV4EVFjiPyqoyWXPuT+ldzRQB5ro3wltvD0lw1le/aIUSRrOCeIHypWXG4t3wOnFR6r8I4dY8L6DpLak9o2nAmVkTd5hYfN39Sa9OooA+e9b+BGvR3a3um6laXsgLMwkTym3H07ccY5r07wx4IXw74putQt44IbR7CC2jjj4O5c7mPrnjmu2ooAK+U9A/5OJT/sKP/Wvqyvljw3BJP+0T+7Xds1GR29gM5NAH1PRRRQAVS1IKbVd4BHmL1bb39au1nawXFmpSISHzU4K543daAGeIv+QHcf8AAf8A0IVqVl+Iv+QHcf8AAf8A0IVqUAFVdRRZNMukcgI0LhiewwatVV1EOdNugkbSuYnAjU4LHB4BoANOVV062VW3KI1AOOoxVqq9iuywgQoyYjUbW6jjoasUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8XfE/8A5KXr/wD19tX2jXxd8T/+Sl6//wBfbUAcjRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHoPwU/5KrpP0k/8AQGr6+r5B+Cn/ACVXSfpJ/wCgNX19QAUVXithFdXE4diZipKnouBjirFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAyX/Uv/ALp/lXP+BGB8HWRChRul4H/XV66CX/VP/umsTwbayWfhSyhkwW/eNx6NIzD9DQBvUUUUAct4c3f8JZ4p3Ef6+HGPTy6sxo48eysYvkOngCT5uu8cen9ah8PqR4p8TMcYaeHHP+xVqOO7PjSWUyA2Ysgqpu5Dlgc4+goA4340xWK+HrO7ubBL25Sfy7eKTJG5sdgRk8D1qCPxXrOmeO9H0C0PmaUUht7hZ0G6JzFvAU53E4HOc4q/8VrSO9j0WGWCK5Rrl/3DzeXzsPzg5ByvXFc0wbTfi/pUV1aSXN3IkEa30bkKgEPzKV6ckE+vNAHtdfPP7SjP9t0NfMXZ5ch2fxZz1+lfQ1fOf7Sn/IZ0P/r3f/0KgD2zwN/yIuif9ecf8q6Cuf8AA3/Ii6J/15x/yroKACiiigAooooAKKKKACvmD4fSrN+0DPIjblae4IOc5619PH7pzXyz8MHST46O6KFUy3GABgDrQB9T1iXXi3QLHUzpt1qttFehkXyGb5st90Y96268Y+Ktrbj4leEp5oogHbaHfIy/mJjp1I9+KANnWfilPZ/Ee38J22msqs6LLPMhJ+ZhyoU9MHqa7fxDMYbCErIsZa5iXk4zlug968V8XWEFz8edKGkI/nq8Ulz5ankh8tk/Tn04r2DxcZRY2HlvEoN9CH391yeB70AXfEX/ACBLj/gP/oQrQjj8tSN7Nkk5Y5x7Vn+Iv+QHcf8AAf8A0IVqUAFVNTkSLS7p5TIEWJixjbawGOx7GrdZ+ttt0O+bAOIGOCMjpQBchAWCMAsQFGCxyfxNSUyH/Ux/7o/lT6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+Lvif/wAlL1//AK+2r7Rr4u+J/wDyUvX/APr7agDkaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA9B+Cn/JVdJ+kn/oDV9fV8g/BT/kquk/ST/0Bq+vqAGh1ZmUMCy9R6U6qNnYNa399ctM0guWVgpH3MDGKvUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEc3+ok5x8p5/Cs7w2GXw9Yhn8w+X97GM8mtC4UPbSqTgFCP0rO8MxrD4a0+JTuVIVUH1AoA1qKKKAMHRLQRa7r1zuJM88fy46bVxSQWrHx1d3e/5BYpHs9y2c/pTfDcplv8AXcymTZfsvIxtwB8v4VchhUeJbmb7SpZrZFMAPIAJ+Y/yoA4z4u6ZqWpaTZf2ZbGWWN5clQCwBjIxz265I54FY+lx623xOjMcNx5CC3WVywaONPIBKkeu4j5qs/HG5t4tG0+CZrhXleQRtbkqyHbgMTkALkgHPY1hWd40Pxk01o5CRLHFakrcKiELCpI2jlyCf84oA90r5z/aU/5DOh/9e7/+hV9GV85/tKf8hnQ/+vd//QqAPbPA3/Ii6J/15x/yroK5/wADf8iLon/XnH/KugoAKKKKACiiigAooooARvuN9K+VfhR/yW7/ALa3H9a+qJDiNjzwCeK+VvhOc/GwHnmS46j60AfVleQfE6WEfETwsskBmZTuGADs/eIM8n3r1+vC/F9hL4h+JFrqMdk8D6bexW0kTljJOu5SJFUcBRz+vpQBe8T3Vh4a+LmlqunWVw9/LGxczMJondipbGeV6YHSvRfFzxpZWAkcqGv4VGFzk5PHt9a8512LQLD4rWf/AAkGqXl1q1zPG1rBFCPKiTcfLDHrnOelei+LraS6ttMSNHcrqMLkIMkAZ5+lAF7xF/yA7j/gP/oQrUqrf28d3ZvBLv2NjOwZPWrVABVDW22aHfMMHEDHnp0q/Wfrv/IAv/8Arg/8qALkPMMZ/wBkfyqSmQ/6iP8A3R/Kn0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8XfE//kpev/8AX21faNfF3xOIPxL18ggj7W1AHI0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB6D8FP+Sq6T9JP/AEBq+vq+Qfgp/wAlV0n6Sf8AoDV9fUAFFRq5aR1KMoXGGPRvpUlABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBXvSBYXBJIAjbkfSs3wiUPhDSSjF0NqhVj1IxWjfjOnXIHUxN/I1m+EIJLbwdo8Mq7ZEtIww9DtFAG3RRRQBy3hKPZqHiNiCC2puec9MCtWBSPEl42DgwRgHHuazPCRJvvEWTnGpyD9BWpAH/4SK8Jzs8iPHpnJoA89+NEUslto0kbW6i3naVvP3YkAXlAFI3EjJxkZx1qXSzFP8Tli/snSWjjt45IrncUnU+WMjbyCRk8dQCKn+Kek3mopA1pab/3EiPJ5ZkLA4xGo52sTyHxwR71zWjyNcfFuCBYpHtbZgz2YBL283lBfNcgAYIXpnvQB7dXzn+0p/wAhnQ/+vd//AEKvoyvnT9pLP9t6Fjr9nfH/AH1QB7X4G/5EXRP+vOP+VdBWN4T8/wD4RHSPtH+u+yR7uMfwitmgAooooAKKKKACiiigCG6lEFpNMekaMx4z0Ga+VvhDKJvjNHKOjtO3T1zX1LqRA0u7LDKiF8j22mvlb4NEH4vWxAwD52B+BoA+s68b8b+Ltan+JGiaT4aubryYpgt/HFF94b1znI6AdxxzXsleEeMIb/Qvivpkcdjpc8Wo3MbpM8CrKMuAwznJI4OaAL3jHW9P0j4y6TaHw7ZXVzdGEm9nZ2dCzFeBnAxjjivWtTFuxsxO0g/0lfL2HHz4OM+3WvH/AIj6jLpfxV0m4uDMujJ9na7PWMPvO0nuMdfwr1nVltrldO85TIjXSNHg8btrEH6UAajruUrkjPcHmnVUv53t4omQ4LSqhzjoT71boAKz9d/5AF//ANcH/lWhVXULU3unXNqrBTLGyAkdMigCeH/UR/7o/lT6ai7I1XPQAU6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAA18R+PUgj8fa6tuXMf22XG8c53HP65r7bPQ18OeMST401sk5P26b/ANDNAGJRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHZ/Ci5ktfidobxEAtMUORngqQa+zK+Lfhj/wAlL0H/AK+h/I19pUAQRlzcThoyqgjaxbO7j07VPVeC1WG4uJg8jGcgkM2QuBjj0qxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAQX3/Hhcf8AXNv5VBoyhND09RnAto+p/wBkVPe/8eM//XNv5VDpH/IFsP8Ar3j/APQRQBdooooA5fwj/wAf3iP/ALCkn8hW+loE1Ca73kmRFTb2GM/41zfgiYzz+IpChQnVZRtJ9MV1e3DlsnkYxnigDzH4sXeqWc1i2nmZN8Mqq8ZYkvxgIB0fqQTxXPeHdWx8bzHbW8sr3luFnuLvKkFEAZUxw2COc981t/F7xlqfhW80Yafcx26SsxmZ0VsrlQduec806HxNZa38UNHtLI7xB5rGTKYb5MHA+8PmJz70AeqV87ftH/8AIe0D/ri3/oVfRNfOf7R23/hI9Cw5LeQ2Vz0+agD33Q/+QBpv/XrF/wCgir9UND/5AGm/9esX/oIq/QAUUUUAFFFFABRRRQBU1X/kEXv/AFwk/wDQTXzF8C0LfFNj5SvtilJZuq+4r6d1X/kEXv8A1wk/9BNfNPwE/wCSm3P/AF7y/wA6APqGvF/iTtPxc8Ks5clNnliIjIPmDOc9e3TnrXtFeN+JDoulfEiy0+6tdSupZ7iOdJty7IWd+BuPKjKjj0470AZfieNtW+Mum3ipBLYPcLZstyp2HYDuxnjOdwA9q9o1FYQbBXJUC5XywB32tgVxeq6o1r42stPtvCqTQNMrveTPsEbEnLKp6+ue+a7m7SCWa1WWQq6y741B+8QD/jQBBrO/yLfYu4/aY88Z4zWlWZrRkEFr5bqn+lR7iTjIzyK06ACuF+LWsavoPgK41DRZjDcRyxhpFGSqE4P64ruq5Px0uuSadbxaNc6bbh5MTvfAMNo5G0HgnigDd0Se5udDsJ7sAXMkCNIAcjcQM1fqrpzStpts0xjMpjXcYxhScdh6VaoAKKq6jf2+l6dPfXT7IIELu3oBVTQtUudXsvtVxpk1grYMSyupZ1IyDgdPoaANWiiigAooooAKKKKACiiigAooooAKKKKACiiigBD0NfDnjBg/jPWmVCgN7N8p6j5zX3Geh+lfC/id3k8V6u8ihXa8lLAHODvNAGTRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHT/Dxok+IWgmdiqfa05Bxz2/XFfbFfDfg//kdNE/6/of8A0MV9xjoKAFooooAKKKKACiiigAoorPvNOa71Cyuhe3UAtWZjFE4CTZGMOMcgUAaFFFFABRRRQAUUUUAFFFFAEF7/AMeM/wD1zb+VQ6R/yBbD/r3j/wDQRU17/wAeM/8A1zb+VQ6R/wAgWw/694//AEEUAXaKKKAOF+GastrrxIIB1ecgnvzXcANubJBHYY6Vy/gMk6Pe5XGNRuMe/wA1bttIG1G8QMSU2ZGemQfagDyv437ythJJZpcwW0ck67p1UK4K8lTywwTwK3vD3gq8TxPZ+JZ9ShkthE7Q23kAGMSfNgMPTOPpWB8ZbZtS1vw9pPl+el67RBOSYjkfvFXIBYDPU45PFW/A9zrjePr+K4u72fSY/Nggd5oxGTGwXb5QGVI5wc84oA9Xr5r/AGgAJfH2jxEDmBQcYyctX0pXzV8d/wDkp2kf9cov/Q6APovToxDplpEBgJCigHthRVqo4P8Aj3i/3B/KpKACiiuV1rxj9l1UaLo1i+p6uy7iiNiKEesj87fpigDqqK86Hi7xd4fkjn8W6NZrp886wrNYSlmiLHA3A9R716JkGgBaKKKAKmq/8gi9/wCuEn/oJr5p+An/ACU25/695f519Lar/wAgi9/64Sf+gmvmn4Cf8lNuf+veX+dAH1DXg/xIk1S4+KtjBpO95LfyJZLMME+1AMW4zwxGO/TjFe8V4x4rtH1P4k6TLqepaXbXthdp9ktnnIaaJn6nHIIwMDPJPpQBn+I9D/4ST4u6bLqUFxb2tykOYkkUujqrHDYO5cEduK9wMTAQrGVCoedwySMdj614xc2FuPjinkSpZQzzJPFJDHl52CfOBJ0C54Yeua9dvnVdQ09S8iku2AvQ8d6AItf3fZ7TaQP9Lizkds1rVi+IpEjgsQ8mwvexKo/vHPStqgAri/H/AIWuvFI0iGIxfZ7e6Mtx5jbfl2EDBwe59K7Suc8eEr4J1MgkEIvI/wB9aAN21gW2tYoEGFjQKBuJ4A9T1qao7f8A49ov9wfyqSgDnvHNu9z4I1iONgr/AGVyCRkcDNaGg341Tw9p1+DkXFtHJ0xyVBPFRa5q1ppkEMV0kkhvJPIjRQOSQepPAGM8muCXxnJ4M8DbJ9OnXy557TT3P71XC7ihbHIXOF/CgD1OivNtR8R+LtM1BpIrNL0y6fb3K2aKcbt2JgrevK4yaxNQtfHdl9iuxqWpyX2q+Yn2dAphtjkGMNhfl4yC1AHsZYKMkgD1JqnqWp2WkadLf39wkFrEMvIx4FeKr4O8c6zanQNVvbm3gtDJcSXPnOfPY9EVx1T2I4rR1LRpIPB76i+pnUPD9tatJFaXLO7i427ApPdA3Iz0NAHsUE0dxBHPC4eORQ6MOhBGQakrO0GB7Xw9ptvJjfFaxI2OmQoBrRoAKKKKACiiigAooooAKKKKAGv/AKtvoa+DdTYvqt2zEljM5JPfk194ykiFyBk7TgetfBmoEnUrokYPmtx+JoArUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBt+D/APkdNE/6/of/AEMV9xjoK+FvDUrweKNKmijMkiXcTKg/iO8cV90IcopIwSAcUAVLS7a4u7yFlwIHCj5SM5Gep6/hV2iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAgvf8Ajxn/AOubfyqHSP8AkC2H/XvH/wCgip7sBrSYE4BQgnHtUWmKqaTZqrbgsCANjGRtHOKALdFFFAHL+BP+QNd/9hC4/wDQ609P/wCQ5qv/AGy/kazfA8bJo11uUjdfzkZ7jdV/TRKNc1cybdpaLZgdtp60AcF8TtQ1K18V+HobHUEtmk3bM2pnKPkANt7DBIJ96yvCFrLcfHHVpbsx+bbRP8pOWJOAGBAwFIJ4JyM1f+I2rXmgfEXQLy1NnI9xC1vHDcIW53A5BH3ecc1Y8DajqR+IOt2epXLndLM0UJZSVUPxkYyBgjHPNAHqdfM3xzlV/ilpkYI3RxxBufVq+ma+X/jcluvxatGiJ81kg83nvnj9KAPpyD/j3i/3B/KuA+LqzJ4f029gmmRrbU7djHEcGQFtu3r7138H/HvF/uD+Vcl8S/DupeJ/B8mnaSyLeefFIjO20DawOc0AU7/xff61JdaFolldWGoRqPtF5dBAloh/i4Y5OBwPxrzTTvFlvZfDfU/DFrcxyeJbi9e0SSHhrgs/+s3YwePevR9X8C3/APwra/0bTLsNrF4oe5u3JBuHzlsnsD0HoKxp9C1fVL7QYB4cNhpmj4nuNm0PPKo+VUx1HvQBZ8YNfW0PgzwrBcTG4uZ4/tLRn5jGgBYn2zVHx14Rs7LWdGj0e81G11PVNRUPIt3IQqD5mO0nGBj8Kv48Q3fxFg8S3Xhy6Fhb2zW1tFvHmKzHlmXOAK1tZ8PaxqPjiHW0RTBY6bILONnwBctxyPTHegCjY2i/EW/1OS8vbsaJYzmygt4J2TzXTG6R2XBPJwBmoPCCXWh/FDVfDNne3FxotvZpOI5pTIYJGP3QTzzya7Pwlo76F4YsrGVUFyqb7gp0aVjuc/mTWP4H0G9s9S1/XNWhMV/qV421Cc7YU4QflzQB1Oq/8gi9/wCuEn/oJr5p+An/ACU25/695f519Lar/wAgi9/64Sf+gmvmn4CA/wDCzLo4OBby5/OgD6hry5vB15f/ABEbxFrltYMsNyq2pMpRkQH5TgHDE+h9K9RrwzxtZTaz8WYdLl1K9sLa7MIjaJGO4qWztI4XnHWgC9HdWp+J02iWHha1ubW3vUL3b3OGhkwXJVSeANx4AxnNeoan/wAhXSv+uj/+g14reaWtt+0PYuWu0gbYolX5N0iRjO49wR1+te1akCdV0sgZAkf/ANBoAzvGG3bom4MT/akGMeuT1rpq5nxgWA0XaTg6pADj0yaZc+LJtFuJxr+my2tmJdsN5D+9jK9i+OVNAHU1z/jVgnhG/YxCYAIfLP8AF868VrWeo2eoxCWzuop0POY3Bqj4mZ00R9iFiZoQQBnjzFzQBqQnMEZxj5Rx6cVJSL0H0paAIpreG5TZPEki5zhxkUvkReWI/LTYvRdowKkooAhSWCcuiPHI0Z2uqkEqfQ+lTVXhs7a2lmlggSN5m3SMowXPqasUAFZVjo0GnzX+wJ9lu5PNMJHAcjDHnjnitWuO+KUdxJ8ONYFrvEoiDAocEAEEmgDsAABgdKWs/QhIvh/TRMWMgtYg5bqTtGc1oUAFFFFABRRRQAUUUUAFFFFAEF5KsFlPK5YIkbMdvXAHavg67kWW8nkXO1pGIz1xmvuzVdv9kXm4ZXyHz/3ya+D5cea+Om44oAZRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAG34P8A+R00T/r+h/8AQxX3GOgr4T8P3LWfiPTLlVDNFdRuAe+GFfdUbb40b1UGgBkRnLyeaqBQ37sqckj3qaoYbmKdpVjbJico3HQ1NQAUUUUAFFFFABRRSHODjr2oAWimrnaN2N2OcU6gAooooAKKKKACiiigBr52HA3HHA9aSMsYk3KEbaMqOx9Khv5vs9hPL5nl7EJ34zt96nQ5RTnOQDmgB1FFFAGL4Xh8nSCN7NvnkfntljxTdHa6bXdb+0AiMSxiHnPy7f8AGp/D3/IIX/ro/wD6EazPDJJ8SeKMk8XceP8AvgUAc546udD0rxnoUuoaXLqF7ezJFbt5uPs5DDBUe5PP0qHw1Do6fF7VrzT9Ue4ubqJ0nt2iYeUyMAcN0IzxU3i6x87x9aPNYzSpPBHBFPFKpaA+YMyBTyhAON3TkU/wp4W1TS/iNrWrXNrKLW7Z9kskqYxkYwi+vPJ54GaAPSK+VvjN/wAllX6W9fVNfK3xm/5LKv0t6APpi/Zk8PXDKSGFsxBHb5a+XtA8TeIk+HXiPU11u8863ltYY2MpJUFjnGa+oNS/5Fu5/wCvVv8A0GvkzQyP+FQ+Khnn7Xaf+hNQBo3HjTxR/wAK5tL/AP4SK7E76jLCfn+ZlCIfyGT+ddPc6V8SdT8Eaf4mTX0jgtLLeqRysJGTqWbsWrza8Kf8K00oLnd/aVxu/wC+I67WTx7cazosHg61ljsNNttN+eWF/nndUztz0AJ6j2oAr6p8S/FV/wDD/Tro6nJBcx3zQGWH5TIoTI3eprQfxN42vfiXDpeja1IsrW8bpFOcxk+SGOR78153LcD/AIQWztNpyb9pc+23FdL4dutUuvi3bGyMX210EMbSHaqAwhd34DnHegDZ0D4269oGn6vp+qbrzUTKfs0kmCInzhgf9kdq0vF2r/EbwVrmnazLrP2+2vyPLjjX92zEDKbO3UYrR8bfBSPT/AbTaS7XuqW8zXNxM6/vJ1I+ZQB6dfzqn8L/AIlWGoR6f4U8W20UvkOosbmcZw4Pyq2ehHQGgD3H7XLf+E3u57aS2lms2d4ZBhkJU5Br5/8A2flkPj/VGVCUFu29s/d+bjjvX0RrRcaDfmEKXFtJtBOATtNfP37Ou4+L9c3ABvs4zj130AfSFeH6xdXE/wAetP8AsxTyWeNXEpORtzkjsM/rXuFcjpngXS9E1q61xZrl7iRmkZQQqDknooGce+aAONttKOvfEG2vtVtEe+tLh4bk+eogYDJQqoO7eF216ZqG4anpgXO3zGzj/drxHwRbrrPxol8QjdawzvJJDCoUhhtx83OQT16V7xPn7TbYnEY3HKE/f46UAcx46nmivfDEUciLHLq0YkUnlgAcYrr3RZEKOoZT1DDINcd44DPrHhNEgErHVFbJ/hAU5NdnQBgaj4O0bUUI+ztaSE582zcxMDnP8PFcl4t0XxJpWgxC08RC5tkuIF8u9j+dj5qbRvHbPt0r0yuY8ef8i5H/ANf1r/6OSgBZte1uwUfavDlxOu4DfZyK4xxk461Yk8YaLbtsvLo2j7tu24RkJP4it0dBTJYY54yksaupGCGGQRQBWh1bTriJZYb+2eNujLKuD+tSf2hZf8/lv/39X/GsgeCPDAHGhWI+kIFL/wAIR4Y/6Adj/wB+hQBdn17SLaQJNqdojnoDKuauwTxXMKzQSLJGwyrKcg1kweD/AA5azieHRLFZQMB/JUkfnWxHGkSKkaKiKMBVGAKAM+81Oe01eztBYyyW1wrb7pSNsRAyAw68+tcP4/8AGMU+jzaXpSx3qXdlPLLLG/3UXg7P7zA9q9FupUhtZXdlUKhPzHjpXjXhCDwrqGjQadeW82o6m11NclLJWIiDuRtZlwqggcgmgD02C9vI/AUV9EvmXq6asqgj70nl56fWuf8Ah54p1TWGe01ia3uZHto7u2urdNqSo2Qwx6qwIrugiCARlQI9u3aegGOleIaBrcfh/wAcXcmgWsWqabf3Zto7W1cmWyRX+ZtuPlQszHtQB7nRSA5FLQAUUUUAFFFFABRRRQBS1cldGviDgiB8f98mvg9yS7E9c194ax/yBL//AK93/wDQTXwc332+tACUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBb0z/kLWX/AF3T/wBCFfeEH/HvF/uD+VfB+mf8hay/67p/6EK+8IP+PeL/AHB/KgCjpcskk+oBySFuWVfYVpVHHCkRcoMF23HnvUlABSZFLUM1tFPJC8ibmhfehz0OCP5E0ATUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBna9/yAL//AK4t/Kr0P+pj/wB0fyrP8QMV8P35Clv3LcDr0rQh/wBTH/uj+VAD6KKKAMrw9/yCF/66P/6EazvDkYXxB4lbzFYtdplR1X5B1rb063ntrJIrmVJJgSWZF2g5PpWdoaQLqmuNGpErXY8w4PPyDFAHCeLdfnl+Lei+HnSN9PIjklGzc28vlcNjK8gZ5wRXq9eReK/GFzpfxc0zSzcxSWcjRK0QgUmFmbGWYjPPYg8V67QAV8rfGb/ksq/S3r6pr5W+M3/JZV+lvQB9QNAtzppgkzski2NjrgjFeU2/wA0GDSr63a9u5J5t4icvhU/uErjkj1r1uD/j3i/3B/KpKAPGG/Z70dtGs4RfXAvUdGuH35jcfx7V7Ejoat6h8A9AutVsZLe4ntrKCDy5Y0I3ysDwS2PTg8V65RQB85/H+xttHtvD2l6fbRW9nGrkJHGByMDJxW9rfwYTxRa6Trmk6l/Z989pCZcrlSQg+YYwQa9ku9Ps77b9rtYZ9udvmIGxn0zU6IscaoihUUAKAMAD0oA8Z8aXmufCrwJZRadd3t/e3MwN1f3LtKqYHQA/dBP9a5HXdH0v4jXGha74XRbfVr248q9tz8qoyKCXwo4Hv3yK+kbm2gu4GguYUmibhkkUEH8DVbTNF0zRbfyNNsYLWLcW2QoFGT1PFAFPxLvg8F6pyN6WMg/EIa8I/ZvDHxNrL4OPsq5OOM7q948Xf8idrP8A15y/+gmvFf2a4z9o1yTjGxF9+tAH0JRRRQA1VVQAqgAdMCmPCskkbsOUOV4FS0UAcj4uiM3iDwoAzLtvy/DY6IeK66uX8T/8jF4X/wCvx/8A0A11FABXMePP+Rcj/wCv61/9HJXT1zHjz/kXI/8Ar+tf/RyUAdMOgpaQdBS0AFFFFABRRRQBmaxo+n6rBm+tUuPJVigk5UHHp0P41jfDkWh8E2JtUjXBkR9i45DtwfpXWVTsdNtNNSZLOFYlmlaZwvQuep/SgCeeETwSRFmUOpUleoz6VleHPC2k+FdPWz0u2VFGS0rAF5CTnLN3raooAKKKKACiiigAooooAKKKKAM7U5Fl0G+dQQDBJ95SD0PY18JN99vrX3jrH/IEv/8Ar3f/ANBNfBzffb60AJRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFvTP+QtZf8AXdP/AEIV94Qf8e8X+4P5V8GWMiwX9tK/CJKrN9AQa+8LORZrKCVDlXjUj6YoAdFCImkIP323GpaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDF8WTi28K6lKZBHthb5iM4/CteL/Up/uj+Vc74/8A+RF1b/rif510Uf8Aqk/3RQA+kPApaa/EbH2NADYHaSFXcKGI5CnI/Os7R2DXGqFSDi8I4/3VqXRZGm0a1kbG5kycDA6mq3h+xisl1Bop2lE97JMdy42kgDb+lAGff+DIr7xlbeIvtOySKMRPD5KsJVDbhknnII4NdTRRQAV8qfGOVJfjL8hzt+zqfYjFfU5lRZViLgOwJVc8kDrXyd8THa6+NVwk0h2i6iQMf4QCKAPrGD/j3i/3B/KpKZEAsKAHICgfpT6ACiiigAooooAKKKKAOX+IkixfDzXXZmUC1YZTrzxXk/7NfXXP+2deqfE7/kmuvf8AXqf5ivK/2a+uuf8AbOgD6AooooAKY0iLIsZYB2BKjucdafVOaSJdVtY2i3SskhST+6BjI/Hj8qAMbxGqHxD4b3h8i6crt9dnf2rpaytRRW1vSSwB2tKR7HbWrQAVz3jK1kvNFhgixvN7bNz7SqT+groay9e/49Lf/r6i/wDQhQBqDpRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFLWP+QJf/8AXu//AKCa+Dm++31r7x1j/kCX/wD17v8A+gmvg5vvt9aAEooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBR1r7x0f/kC2P/XBP/QRXwcOtfeOj/8AIFsf+uCf+gigC2obB3EHnjAxTqKKACiiigAooooAKKKKACiiigAooooAKKKKACqt/ZjULKS2aeeAOMeZA+1x9DVqigDlLjwJaXdjNZ3Or6zLbzAB0e6ByB/wGr1l4b+wxlItY1VlJz+8mV/5rW7RQAgGABkn3NJJ/q3+hp1Nk/1b/Q0AZ/h//kA2n+5/U1FoBzb3nykf6XJye/TmpfD/APyAbT/c/qaj0H/j2uf+vqT+YoA1qKKKAIJonkkDIUUhGG4rllJ6EV8qeMYN3x0ME7mb/TYgzEY3civp3WNbh0iJB5Mt1dSMFitoRl3JPX2HqTxXCN8IbXVfFcnijV72Vb97hZ1ht8eXHjopJGT+lAHp4AAAA4FLWXJa6uSxTU4V5O0G2zj/AMepgtNb3DdqtvjHOLXv/wB9UAa9Fc7LZeKzv8rWdOHz/JvsWOF9/wB51qL7D4z/AOg3pX/gvf8A+OUAdPRXNvY+L8Ls1rTAcfNusGPPt+8pn2Hxn/0G9K/8F7//ABygDp6K5j7D4z/6Delf+C9//jlH2Hxn/wBBvSv/AAXv/wDHKAIvid/yTXXv+vU/zFeV/s19dc/7Z16bq3hzxLrui32lajrOnm3uoTGTFZMrKcjByXPpXM+DvBtx8JftE7vJq1peOqTSQRbWg9G25O4ep7UAes0VBa3dve263FrPHNC/3XjYMp/EVPQAVkXLSjxPp6h18kwSkr3J+Xn6Vr1gXUFw3jfT5hHm3WzlVmz0YsMDFAFy/wD+Q1pX+9L/AOgVp1TuLRptQs7gMAsBcsD1O5cVcoApakuoPZsumS28dzkYa4QsuO/AINc/dab4wvIkSW/0f5JUkBWCQfdOcda62igDIgXXxJH9ofTym4b9gcHHfGa16KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAyvEzBPC2qszlALSUlgcEfKa+Fm+8frX3H4vkEXg3WpC7oFspTuj+8PlPSvhw9TQAlFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAHevvDRCW0KwLAAm3TIBz/AAivg+vuDwQSfA2hkkkmyi5P+6KANuNi4YnsxHSpKKKACiiigAooooAKKKKACiiigAooooAKKKKACio0j2M7bmO85wTkD6VJQAUUUUAFNk/1b/Q06myf6t/oaAM/w/8A8gG0/wBz+prnPCGqxWuhvD809213cFYI+WI8wjJ9B7muj8P/APIBtP8Ac/qaI7XS9DilnjhgtUdizsBjcSc/qaANEZxzxWLPrMl5dLZ6OqzFtwluescOBjg9GOe3sarot54mTdKslnpTciM5WaUhu/8AdU46dTmt23tobSFYLeJY4l6KgwBQBn6RoVvpRaZne5vpFCy3cxzI4HQZ9B6VrUUUAFFFFABRUc00VvEZJnCIvVj0Fcv4i8caZpmm5sr+zmvZpBDAhlBAc929h1NAHWUV54L3VPtd1d2Xia0up4reN5Ifk8p8cuq85BPY12Wn61YajYwXUVzBtlQNt81SVJ7H3FAGjRRRQAUhAYEEZB6ikZdylSSMjHFNhiEEKRB3YKMbnOSfqaAOWuPD93oF3NqXhpQUcEzaYzbYpD/eX+63863NK1eHVIAVR4bgKGlt5Rh4yfUfgea0aydZ0YajGJbeZra/i+aG4XsR0Deq+ooA1q5i6bPxIsFEmMadISmevzjmptK8QytfHSdYtzaagqgq/wDyyuPUxn+nWtR9LtpNYh1Rg32mKJoVOeNpOTx+FAEkm030QMZJCkh93A9sVZrKnJ/4SS0GTjyH4rVoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMDxx/yImvf9eE3/oBr4fr7g8cf8iJr3/XhN/6Aa+H6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvt7wKyv4E0MqQR9ii5H+6K+Ia+3vArK/gPQipBH2KLp/uigDoaKarq4O0g4OD9adQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUN02y0mYMFKox3HoOOtTUjDcpHqMUAcvp+tJZeG7GOEC71CSDdDbR8GTnr7D3NX7PS7m5cXWsuk0u4PHbgfJAfQf3j71Po+iWmi2witw7tzmWRizHJzjJ6D26Vp0AFFFFABRRRQAUUUUANdEkUq6hlPUMMiuf1jwhpOpWqiLT7KG5ikEsUn2deGH97jkHkV0VFAHm0ek61d3+o2P/AAimmafHOqxnUEKFQuMEquMk112k+FNF0ezjt7XT7cbVUFigyxA6n3rbooAKKKKACiiigAooooAp3+nWupwCG7iDqrB1PQqw6EHsaw0v9T8PXTJrMwutMkYmO+C4MPPCyAf+hV1FMkjSaNo5EV0YYZWGQR7igDNkmD6/ZlGVkeB2BHOfxrVrndL8LjSNaku7e9mazZT5dpJ8whJ67CTwvtXRUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGB44/5ETXv+vCb/0A18P19sfEO6Sz+HuvTSAlfsci8erDA/U18T0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfbngJFj8A6EqsWH2KPknP8ACK+I6+0/hmsK/DjQhB5mz7In+sHOcc0AdREJAG8wqTuONoxx2qSo4okiDBBgFix57mpKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiis7RtQk1PT/tMsIiYyOgVWzwrEA/pQBo0UUUAFFFFABRRRQAUhIAJJwBS1XvbiC1sZ57mVYoI0LSSN0UY5NAGZ4d8VaX4pju5NLkeRLWYwSMy4G4enqK268/+FNhoNjpGonQNVfUYJrtpJHdNu1j2HHSvQKACiiigAooooAKKKKACiiqy3kTahJZgN5scayE44wSQOfXigCzRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcb8V/8AkmGvf9e/9RXxlX2Z8V2C/DDXckDNvjn6ivjOgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr7X+HMkkvw80JpGjZvsaDMfTpXxRX2Z8KP+SYaF/17CgDr4okiBCDALFj9TUlNQsQdwA54we1OoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4bR5vE1pYGPT9GsHtjNKyO9yVLZduSO1dzVWwtBY2aW4YsFLHJGOrE/1oAwVv/GJDZ0XTgQOP9KPJ/KnR3/i/D+ZotgDt+XF339+OldNRQBz7XvicacjrpNmbwuQ0f2n5AvY59ak+3eIdkH/Ent95P73/AEkYA/2a3KKAMlL3WNvz6Smfa5WnfbNW/wCgSv8A4ELWpRQBl/bNW/6BK/8AgQtVNUW71PR76yvbZbO3mt3R7gSq+wEdcVv1V1C2lu9PuLaGcwSSxlFlChthI64PWgDhfhzodj4Y0O8g8PXy6zC84YuJAoU7cEZrsPtmrf8AQJX/AMCFrP8AB3hOPwjpklnHceeJH8x22BcufvHA9TXSUAZi3mqlgDpSgZ5P2heKVbvUy+G0xQvPPnrWlRQBWgluXIE1sIhzz5gbvxT5ZJlgkaOEPIM7U3Abvx7VNRQBFC0jwK0sflyEcpuzg/WnqSVBYYOOR6U6igArLgB/4SW7OOPs8f8ANq1KrJaldQkuvMJDxqmzsME8/rQBZooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPPPjaVHws1Td3MQHHfetfIdfXnxujMnws1QDHytE35OtfIdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX2h8LxEvw10IQuzJ9lXlhg5718X19mfCj/kmGhf9ewoA6XS4oIbZ0guJJ081yWkfcQc8jPoKvVDBHDFHshjEaAn5Qu0Z71NQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB518cSR8K9Swf44v/Q1r5Fr65+OX/JK9S/34v/Ri18jUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfZnwo/5JhoX/XsK+M6+zPhR/yTDQv+vYUAdFothLptibeW4knbzXffIcnBOQK0ait4Ft4ViQsVXpuOTUtABRRRQAUVgQ+J4J/G1x4ajhcy29qtxLL/AAjceF/Lmt+gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAppYLgEgZOB706kIB6igBaKKa8iRIXd1RR1ZjgCgB1FRLcQuiuk0bKxwpDAgn0FR3V9aWQjN1cxQ+YwRPMcLuY9hmgCzRVOTVdPhvY7KW8gS6k5SIuAzfQVaZgqlicADJNADqKxU8W+H5LczrrNkYhIYy/mgDcOoqGbxx4YgiMkmuWQQOIywkB+Y9BxQB0FFZer+ItI0G2juNU1CC0ikOEaVsbvpVe88X+HrAW5udWtoxcoHh+bO9T347UAblFNVg6hlIKsMgjuKdQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5z8cv+SV6l/vxf+jFr5Gr65+OX/JK9S/34v8A0YtfI1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRTsLszk7s9MdqbQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX2Z8KP+SYaF/17CvjOvsj4USj/hXOhRZGfsitjv1NAHapu2jeQT7U6moSyglSp9DTqACkzjk0tcT458X3GgmWwtbQTTS6dPcLITkIyYABHod1AGV8PtU/tbxR4v125URIZkijduB5KL8pz+tdn4d1+28SWEl/ZAm081o4pD/y0CnBOPTNeNeH/EC6l8F73TJU2avcXC6YI40AYscBcjrwo5Nek/Cy2msfA1tp87Iz2csluWQYB2t1oA7SiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArjfiZomqa94Raz0mLzrj7RG7QmTYJEDfMpPoRXZUUAeW634Avr/AMF6dHohbQNQs5vtP2dJdyeZ065OMDmuO1nw/wCK/HU2mta2zXllaW5tX1K/byxI+cmdEBB47HFfQdNCgLtAAA7CgDwO18E6l4n8ZWup6WWbTrcxI+qXIIYvFwfKGc4OMZIr3x1DoynoRihEVFCqoVR0AGBTqAPLrP4Q28fhzUdPuvsU1493Lc2VwYiRDvx1XoelUrH4PmHwZ/Z0cNjaan9oin+0kmUuUbJzxwDk4AFevUUAcZ418GXHiZNOmtrm2jurJZFAuIt8bB1Ck49R2rCuvhTcx2elQ6PrIsZ7W1+zXFyYhIZlzkDaRgDNeoUUAV7KB7Wxt7eWYzSRxqjSEYLkDrgVYoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiioJWuBPCIkjaIk+azMQVGOMDHPP0oAnooooAKKKKACiiigAooooA85+OX/JK9S/34v8A0YtfI1fXPxy/5JXqX+/F/wCjFr5GoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+zPhR/wAkx0H/AK9hXxnX2Z8KP+SYaF/17CgDs6KKKAM/WNNGq6ZLa/a7q0LDie1kKOnuDXh9npMobxBqzajdajv0mTLzyGR1iMg8oH5RyVRjivfyNykHuMVzvhfwvpvhe3nsbaYzzSt5kjSkFyvRQR/dA4FAHlnh3Qtc8VWNqbfTjpO3UJL9tTcAeYH4XYvXIXueleuJp6eHPC89vpm1WgheRXmy258Elm9cnrXOX3jS4lnfSNNhFvqEOqLZvuTcqxAbi/oPlx9M1D4l1YXWpNd6fJ9ptINKuDJIhzGSTtxkcE5oAwde8V6prWj201tDdwvHYJd/abSYohlZtowP4gCMY969cgLNbxF/vlAWz64rnbPw+lzpmgRiUpZWUUcvkgf6xwAV3H0B5+tdPQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRUYljaVohIpkUAsoIyB7igCSiiigAooooAKKKKAPOfjl/ySvUv9+L/wBGLXyNX1z8cv8Aklepf78X/oxa+RqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvsX4P3SXfwu0ZkBHlxmI59VJBr46r66+B3/ACSvTf8ArpL/AOhmgD0WiiigDG8S64dA0oXMdq93cSSpDBbocGR2OAM9vX8K8ptdT1Gw+Iw1uXULaW9vhFA+luTvjR2AKoRwSu0n6V7Lf2MWoWj28xZQw4dDhlPqp7GsfSvBOg6RqD6hBZCS+fANxOd7gAYGCen4UAcdYaFrmtafPqWnSDT7u61K5+0faUyWhY7QR7hVAH1rtNK8I6XpPhf/AIR+FHNmVYPubLMW5Jz9a36KAI4IUt7eOBPuRoEXPoBgVJRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGZrtpqd7ppg0m+SyuWkXMzJuwmfmAHrirsNukR34DSlQryEfM2PWpqKAK8dqI7yW58yRmkAXazfKoHoO1WKKKAMLxPpep6zYR2Gn6g2nrI/+kToPn8vHKr6E56+1a1rCba0ihaRpTGgUu3VsDqanooAKKKKAPNvjoxX4W34BXmWIHP8AvjpXyTX1p8dkib4XXpkxuWaIpzjncB/LNfJdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX118Dv+SV6b/10l/8AQzRRQB6LRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU1m2jJoooAdRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeWfH+YxfDVkwCJbuJfp1P9K+U6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z"
ffbg0035	0	{"lines_data": [{"Word": "August 26, 1992", "Confidence": 0.99433, "X1": 0.5958, "Y1": 0.1482, "X2": 0.78346, "Y2": 0.148, "X3": 0.78346, "Y3": 0.1658, "X4": 0.5958, "Y4": 0.1668, "page": 0}, {"Word": "MEMORANDUM", "Confidence": 0.665, "X1": 0.11417, "Y1": 0.1952, "X2": 0.24409, "Y2": 0.195, "X3": 0.24409, "Y3": 0.2098, "X4": 0.11417, "Y4": 0.2098, "page": 0}, {"Word": "TO:", "Confidence": 0.994, "X1": 0.11549, "Y1": 0.2252, "X2": 0.15617, "Y2": 0.225, "X3": 0.15748, "Y3": 0.2398, "X4": 0.11549, "Y4": 0.2388, "page": 0}, {"Word": "The Members of the Executive Committee", "Confidence": 0.99583, "X1": 0.19554, "Y1": 0.2252, "X2": 0.66142, "Y2": 0.225, "X3": 0.66142, "Y3": 0.2418, "X4": 0.19554, "Y4": 0.2408, "page": 0}, {"Word": "FROM: Samuel D. Chilcote, Jr. Sam", "Confidence": 0.91517, "X1": 0.1168, "Y1": 0.2452, "X2": 0.62467, "Y2": 0.245, "X3": 0.62467, "Y3": 0.2768, "X4": 0.1168, "Y4": 0.2778, "page": 0}, {"Word": "The Public citizen Health Research Group and the Advocacy", "Confidence": 0.99622, "X1": 0.1168, "Y1": 0.3002, "X2": 0.80709, "Y2": 0.3, "X3": 0.80709, "Y3": 0.3158, "X4": 0.1168, "Y4": 0.3158, "page": 0}, {"Word": "Institute today held a news conference to release a report that", "Confidence": 0.99445, "X1": 0.1168, "Y1": 0.3162, "X2": 0.88058, "Y2": 0.316, "X3": 0.88058, "Y3": 0.3318, "X4": 0.1168, "Y4": 0.3308, "page": 0}, {"Word": "they claim demonstrates \"how millions of tobacco dollars and", "Confidence": 0.98878, "X1": 0.11417, "Y1": 0.3312, "X2": 0.85039, "Y2": 0.331, "X3": 0.85039, "Y3": 0.3458, "X4": 0.11417, "Y4": 0.3458, "page": 0}, {"Word": "tobacco people in high places drive White House pro-tobacco", "Confidence": 0.99578, "X1": 0.11417, "Y1": 0.3452, "X2": 0.83727, "Y2": 0.345, "X3": 0.83727, "Y3": 0.3598, "X4": 0.11417, "Y4": 0.3608, "page": 0}, {"Word": "industry policies.\" A copy is enclosed.", "Confidence": 0.9935, "X1": 0.11417, "Y1": 0.3612, "X2": 0.5958, "Y2": 0.361, "X3": 0.5958, "Y3": 0.3758, "X4": 0.11417, "Y4": 0.3758, "page": 0}, {"Word": "The report calls for a new administration to support legislation", "Confidence": 0.9933, "X1": 0.1168, "Y1": 0.3902, "X2": 0.89108, "Y2": 0.39, "X3": 0.89108, "Y3": 0.4058, "X4": 0.1168, "Y4": 0.4068, "page": 0}, {"Word": "to ban tobacco advertising and substantially increase cigarette", "Confidence": 0.99575, "X1": 0.11811, "Y1": 0.4062, "X2": 0.88189, "Y2": 0.406, "X3": 0.88189, "Y3": 0.4208, "X4": 0.11811, "Y4": 0.4208, "page": 0}, {"Word": "excise taxes. It recommends that presidential candidates refuse", "Confidence": 0.99425, "X1": 0.11155, "Y1": 0.4212, "X2": 0.88976, "Y2": 0.421, "X3": 0.89108, "Y3": 0.4358, "X4": 0.11155, "Y4": 0.4368, "page": 0}, {"Word": "to accept money from tobacco interests, and that no tobacco", "Confidence": 0.9946, "X1": 0.1168, "Y1": 0.4352, "X2": 0.83202, "Y2": 0.435, "X3": 0.83202, "Y3": 0.4508, "X4": 0.1168, "Y4": 0.4518, "page": 0}, {"Word": "industry officials be in \"key administration or campaign posts.\"", "Confidence": 0.99344, "X1": 0.11549, "Y1": 0.4512, "X2": 0.89108, "Y2": 0.451, "X3": 0.89108, "Y3": 0.4668, "X4": 0.11549, "Y4": 0.4668, "page": 0}, {"Word": "Media interest in the report has been light. Institute", "Confidence": 0.995, "X1": 0.11417, "Y1": 0.4802, "X2": 0.77953, "Y2": 0.48, "X3": 0.77953, "Y3": 0.4968, "X4": 0.11417, "Y4": 0.4968, "page": 0}, {"Word": "spokespersons -- pointing out that contributions are appropriate", "Confidence": 0.99425, "X1": 0.1168, "Y1": 0.4972, "X2": 0.89108, "Y2": 0.497, "X3": 0.89108, "Y3": 0.5118, "X4": 0.1168, "Y4": 0.5118, "page": 0}, {"Word": "means of political participation and noting that so-called", "Confidence": 0.994, "X1": 0.11286, "Y1": 0.5122, "X2": 0.8189, "Y2": 0.512, "X3": 0.8189, "Y3": 0.5268, "X4": 0.11286, "Y4": 0.5278, "page": 0}, {"Word": "\"tobacco contributions\" actually are from broad-based", "Confidence": 0.99333, "X1": 0.11549, "Y1": 0.5272, "X2": 0.75853, "Y2": 0.527, "X3": 0.75853, "Y3": 0.5418, "X4": 0.11549, "Y4": 0.5428, "page": 0}, {"Word": "corporations -- have responded to queries from CNN and CNBC-TV,", "Confidence": 0.9887, "X1": 0.11417, "Y1": 0.5412, "X2": 0.87664, "Y2": 0.541, "X3": 0.87664, "Y3": 0.5578, "X4": 0.11417, "Y4": 0.5578, "page": 0}, {"Word": "Mutual Radio Network and a handful of small print outlets.", "Confidence": 0.9934, "X1": 0.11286, "Y1": 0.5572, "X2": 0.81627, "Y2": 0.557, "X3": 0.81627, "Y3": 0.5728, "X4": 0.11286, "Y4": 0.5728, "page": 0}, {"Word": "In addition to citing corporate and Institute contributions to", "Confidence": 0.99644, "X1": 0.11549, "Y1": 0.5872, "X2": 0.87008, "Y2": 0.587, "X3": 0.87008, "Y3": 0.6028, "X4": 0.11549, "Y4": 0.6048, "page": 0}, {"Word": "the two political parties, the report names 46 individuals in the", "Confidence": 0.99645, "X1": 0.11417, "Y1": 0.6022, "X2": 0.90289, "Y2": 0.602, "X3": 0.90289, "Y3": 0.6178, "X4": 0.11417, "Y4": 0.6188, "page": 0}, {"Word": "Bush Administration, on the Bush or Clinton campaign staffs, or", "Confidence": 0.9948, "X1": 0.11549, "Y1": 0.6182, "X2": 0.88451, "Y2": 0.618, "X3": 0.88451, "Y3": 0.6338, "X4": 0.11549, "Y4": 0.6348, "page": 0}, {"Word": "in previous administrations that they claim have \"strong ties to", "Confidence": 0.9846, "X1": 0.1168, "Y1": 0.6332, "X2": 0.89108, "Y2": 0.633, "X3": 0.89108, "Y3": 0.6478, "X4": 0.1168, "Y4": 0.6478, "page": 0}, {"Word": "or presences in\" the tobacco industry.", "Confidence": 0.99017, "X1": 0.11549, "Y1": 0.6482, "X2": 0.57349, "Y2": 0.648, "X3": 0.57349, "Y3": 0.6648, "X4": 0.11549, "Y4": 0.6648, "page": 0}, {"Word": "Finally, it attempts to describe current Bush Administration", "Confidence": 0.98725, "X1": 0.11417, "Y1": 0.6772, "X2": 0.84383, "Y2": 0.677, "X3": 0.84383, "Y3": 0.6938, "X4": 0.11417, "Y4": 0.6948, "page": 0}, {"Word": "policy -- and potential Clinton Administration policy -- with", "Confidence": 0.98233, "X1": 0.11286, "Y1": 0.6932, "X2": 0.85433, "Y2": 0.693, "X3": 0.85433, "Y3": 0.7088, "X4": 0.11286, "Y4": 0.7098, "page": 0}, {"Word": "regard to tobacco, using public statements from the Bush", "Confidence": 0.99478, "X1": 0.11286, "Y1": 0.7082, "X2": 0.79528, "Y2": 0.708, "X3": 0.79528, "Y3": 0.7238, "X4": 0.11286, "Y4": 0.7258, "page": 0}, {"Word": "Administration and quoting from a letter from Clinton campaign", "Confidence": 0.99344, "X1": 0.11286, "Y1": 0.7232, "X2": 0.87008, "Y2": 0.723, "X3": 0.87008, "Y3": 0.7398, "X4": 0.11286, "Y4": 0.7408, "page": 0}, {"Word": "staff to Public Citizen. Using charts to compare tobacco tax and", "Confidence": 0.99645, "X1": 0.11417, "Y1": 0.7392, "X2": 0.90551, "Y2": 0.739, "X3": 0.90551, "Y3": 0.7548, "X4": 0.11417, "Y4": 0.7548, "page": 0}, {"Word": "advertising restrictions in the U.S. and in other countries, the", "Confidence": 0.995, "X1": 0.11417, "Y1": 0.7542, "X2": 0.89108, "Y2": 0.754, "X3": 0.89108, "Y3": 0.7688, "X4": 0.11417, "Y4": 0.7698, "page": 0}, {"Word": "report suggests that \"the lack of tobacco control initiatives at", "Confidence": 0.9925, "X1": 0.11286, "Y1": 0.7692, "X2": 0.89108, "Y2": 0.769, "X3": 0.89108, "Y3": 0.7848, "X4": 0.11286, "Y4": 0.7858, "page": 0}, {"Word": "the executive level\" means that \"the tobacco industry gets its", "Confidence": 0.9746, "X1": 0.11286, "Y1": 0.7842, "X2": 0.86745, "Y2": 0.784, "X3": 0.86745, "Y3": 0.8018, "X4": 0.11286, "Y4": 0.8018, "page": 0}, {"Word": "money's worth.\"", "Confidence": 0.9395, "X1": 0.11286, "Y1": 0.8002, "X2": 0.29921, "Y2": 0.8, "X3": 0.29921, "Y3": 0.8148, "X4": 0.11286, "Y4": 0.8178, "page": 0}, {"Word": "Enclosures", "Confidence": 0.994, "X1": 0.11024, "Y1": 0.8312, "X2": 0.23885, "Y2": 0.831, "X3": 0.23885, "Y3": 0.8458, "X4": 0.11024, "Y4": 0.8458, "page": 0}, {"Word": "SDC: Sms", "Confidence": 0.9805, "X1": 0.11286, "Y1": 0.8622, "X2": 0.20079, "Y2": 0.862, "X3": 0.20079, "Y3": 0.8758, "X4": 0.11286, "Y4": 0.8758, "page": 0}, {"Word": "CC: The Members of the Management Committee", "Confidence": 0.986, "X1": 0.11155, "Y1": 0.8912, "X2": 0.64698, "Y2": 0.891, "X3": 0.64698, "Y3": 0.9088, "X4": 0.11155, "Y4": 0.9078, "page": 0}, {"Word": "TI Senior Staff", "Confidence": 0.98667, "X1": 0.17323, "Y1": 0.9062, "X2": 0.35958, "Y2": 0.906, "X3": 0.35958, "Y3": 0.9218, "X4": 0.17323, "Y4": 0.9218, "page": 0}, {"Word": "TI5070126", "Confidence": 0.722, "X1": 0.88845, "Y1": 0.9762, "X2": 0.99869, "Y2": 0.976, "X3": 0.99738, "Y3": 0.9928, "X4": 0.88714, "Y4": 0.9918, "page": 0}], "words_data": [{"Word": "August", "Confidence": 0.997, "X1": 0.59711, "Y1": 0.1492, "X2": 0.6706, "Y2": 0.149, "X3": 0.6706, "Y3": 0.1668, "X4": 0.59711, "Y4": 0.1668, "page": 0, "Index": 0}, {"Word": "26,", "Confidence": 0.998, "X1": 0.6811, "Y1": 0.1492, "X2": 0.72047, "Y2": 0.149, "X3": 0.72047, "Y3": 0.1668, "X4": 0.6811, "Y4": 0.1668, "page": 0, "Index": 1}, {"Word": "1992", "Confidence": 0.988, "X1": 0.72966, "Y1": 0.1492, "X2": 0.77953, "Y2": 0.149, "X3": 0.77953, "Y3": 0.1668, "X4": 0.72966, "Y4": 0.1668, "page": 0, "Index": 2}, {"Word": "MEMORANDUM", "Confidence": 0.665, "X1": 0.1168, "Y1": 0.1962, "X2": 0.23753, "Y2": 0.196, "X3": 0.23753, "Y3": 0.2108, "X4": 0.11549, "Y4": 0.2098, "page": 0, "Index": 3}, {"Word": "TO:", "Confidence": 0.994, "X1": 0.11942, "Y1": 0.2252, "X2": 0.15486, "Y2": 0.225, "X3": 0.15486, "Y3": 0.2398, "X4": 0.11942, "Y4": 0.2398, "page": 0, "Index": 4}, {"Word": "The", "Confidence": 0.994, "X1": 0.20079, "Y1": 0.2252, "X2": 0.23885, "Y2": 0.225, "X3": 0.23753, "Y3": 0.2408, "X4": 0.20079, "Y4": 0.2408, "page": 0, "Index": 5}, {"Word": "Members", "Confidence": 0.996, "X1": 0.24803, "Y1": 0.2252, "X2": 0.33333, "Y2": 0.225, "X3": 0.33333, "Y3": 0.2418, "X4": 0.24672, "Y4": 0.2408, "page": 0, "Index": 6}, {"Word": "of", "Confidence": 0.998, "X1": 0.34383, "Y1": 0.2252, "X2": 0.37139, "Y2": 0.225, "X3": 0.37139, "Y3": 0.2418, "X4": 0.34383, "Y4": 0.2418, "page": 0, "Index": 7}, {"Word": "the", "Confidence": 0.998, "X1": 0.38189, "Y1": 0.2252, "X2": 0.41864, "Y2": 0.225, "X3": 0.41864, "Y3": 0.2418, "X4": 0.38189, "Y4": 0.2418, "page": 0, "Index": 8}, {"Word": "Executive", "Confidence": 0.995, "X1": 0.42782, "Y1": 0.2252, "X2": 0.54068, "Y2": 0.225, "X3": 0.54068, "Y3": 0.2418, "X4": 0.42782, "Y4": 0.2418, "page": 0, "Index": 9}, {"Word": "Committee", "Confidence": 0.994, "X1": 0.54987, "Y1": 0.2252, "X2": 0.65879, "Y2": 0.225, "X3": 0.65879, "Y3": 0.2418, "X4": 0.54987, "Y4": 0.2418, "page": 0, "Index": 10}, {"Word": "FROM:", "Confidence": 0.994, "X1": 0.11811, "Y1": 0.2562, "X2": 0.18241, "Y2": 0.256, "X3": 0.1811, "Y3": 0.2708, "X4": 0.11811, "Y4": 0.2708, "page": 0, "Index": 11}, {"Word": "Samuel", "Confidence": 0.991, "X1": 0.20079, "Y1": 0.2552, "X2": 0.27822, "Y2": 0.255, "X3": 0.27822, "Y3": 0.2708, "X4": 0.19948, "Y4": 0.2708, "page": 0, "Index": 12}, {"Word": "D.", "Confidence": 0.994, "X1": 0.28609, "Y1": 0.2542, "X2": 0.31365, "Y2": 0.254, "X3": 0.31365, "Y3": 0.2708, "X4": 0.28478, "Y4": 0.2708, "page": 0, "Index": 13}, {"Word": "Chilcote,", "Confidence": 0.99, "X1": 0.32152, "Y1": 0.2522, "X2": 0.43438, "Y2": 0.252, "X3": 0.43438, "Y3": 0.2728, "X4": 0.32152, "Y4": 0.2718, "page": 0, "Index": 14}, {"Word": "Jr.", "Confidence": 0.959, "X1": 0.44226, "Y1": 0.2512, "X2": 0.48031, "Y2": 0.251, "X3": 0.48031, "Y3": 0.2738, "X4": 0.44226, "Y4": 0.2728, "page": 0, "Index": 15}, {"Word": "Sam", "Confidence": 0.563, "X1": 0.54462, "Y1": 0.2472, "X2": 0.59055, "Y2": 0.247, "X3": 0.59055, "Y3": 0.2768, "X4": 0.54462, "Y4": 0.2758, "page": 0, "Index": 16}, {"Word": "The", "Confidence": 0.995, "X1": 0.11811, "Y1": 0.3012, "X2": 0.15223, "Y2": 0.301, "X3": 0.15223, "Y3": 0.3148, "X4": 0.1168, "Y4": 0.3148, "page": 0, "Index": 17}, {"Word": "Public", "Confidence": 0.997, "X1": 0.16404, "Y1": 0.3012, "X2": 0.23753, "Y2": 0.301, "X3": 0.23622, "Y3": 0.3158, "X4": 0.16273, "Y4": 0.3148, "page": 0, "Index": 18}, {"Word": "citizen", "Confidence": 0.996, "X1": 0.24803, "Y1": 0.3012, "X2": 0.33333, "Y2": 0.301, "X3": 0.33333, "Y3": 0.3158, "X4": 0.24803, "Y4": 0.3158, "page": 0, "Index": 19}, {"Word": "Health", "Confidence": 0.995, "X1": 0.34383, "Y1": 0.3012, "X2": 0.41601, "Y2": 0.301, "X3": 0.41601, "Y3": 0.3158, "X4": 0.34383, "Y4": 0.3158, "page": 0, "Index": 20}, {"Word": "Research", "Confidence": 0.995, "X1": 0.42651, "Y1": 0.3012, "X2": 0.52625, "Y2": 0.301, "X3": 0.52493, "Y3": 0.3158, "X4": 0.42651, "Y4": 0.3158, "page": 0, "Index": 21}, {"Word": "Group", "Confidence": 0.997, "X1": 0.53806, "Y1": 0.3012, "X2": 0.59843, "Y2": 0.301, "X3": 0.59843, "Y3": 0.3158, "X4": 0.53806, "Y4": 0.3158, "page": 0, "Index": 22}, {"Word": "and", "Confidence": 0.998, "X1": 0.60892, "Y1": 0.3012, "X2": 0.64567, "Y2": 0.301, "X3": 0.64567, "Y3": 0.3168, "X4": 0.60892, "Y4": 0.3168, "page": 0, "Index": 23}, {"Word": "the", "Confidence": 0.998, "X1": 0.65748, "Y1": 0.3012, "X2": 0.69291, "Y2": 0.301, "X3": 0.69291, "Y3": 0.3168, "X4": 0.65748, "Y4": 0.3168, "page": 0, "Index": 24}, {"Word": "Advocacy", "Confidence": 0.995, "X1": 0.70472, "Y1": 0.3002, "X2": 0.80315, "Y2": 0.3, "X3": 0.80315, "Y3": 0.3168, "X4": 0.70472, "Y4": 0.3168, "page": 0, "Index": 25}, {"Word": "Institute", "Confidence": 0.994, "X1": 0.11811, "Y1": 0.3172, "X2": 0.22441, "Y2": 0.317, "X3": 0.22441, "Y3": 0.3308, "X4": 0.11811, "Y4": 0.3308, "page": 0, "Index": 26}, {"Word": "today", "Confidence": 0.998, "X1": 0.23622, "Y1": 0.3172, "X2": 0.29659, "Y2": 0.317, "X3": 0.29659, "Y3": 0.3308, "X4": 0.23753, "Y4": 0.3308, "page": 0, "Index": 27}, {"Word": "held", "Confidence": 0.988, "X1": 0.3084, "Y1": 0.3172, "X2": 0.35564, "Y2": 0.317, "X3": 0.35564, "Y3": 0.3308, "X4": 0.3084, "Y4": 0.3308, "page": 0, "Index": 28}, {"Word": "a", "Confidence": 0.995, "X1": 0.36877, "Y1": 0.3172, "X2": 0.38058, "Y2": 0.317, "X3": 0.38058, "Y3": 0.3308, "X4": 0.36877, "Y4": 0.3308, "page": 0, "Index": 29}, {"Word": "news", "Confidence": 0.991, "X1": 0.39108, "Y1": 0.3172, "X2": 0.44094, "Y2": 0.317, "X3": 0.44094, "Y3": 0.3308, "X4": 0.39239, "Y4": 0.3308, "page": 0, "Index": 30}, {"Word": "conference", "Confidence": 0.995, "X1": 0.45276, "Y1": 0.3172, "X2": 0.5748, "Y2": 0.317, "X3": 0.57349, "Y3": 0.3318, "X4": 0.45276, "Y4": 0.3308, "page": 0, "Index": 31}, {"Word": "to", "Confidence": 0.998, "X1": 0.5853, "Y1": 0.3172, "X2": 0.61024, "Y2": 0.317, "X3": 0.61024, "Y3": 0.3318, "X4": 0.5853, "Y4": 0.3318, "page": 0, "Index": 32}, {"Word": "release", "Confidence": 0.996, "X1": 0.62205, "Y1": 0.3172, "X2": 0.70472, "Y2": 0.317, "X3": 0.70472, "Y3": 0.3318, "X4": 0.62073, "Y4": 0.3318, "page": 0, "Index": 33}, {"Word": "a", "Confidence": 0.996, "X1": 0.71785, "Y1": 0.3172, "X2": 0.72966, "Y2": 0.317, "X3": 0.72835, "Y3": 0.3318, "X4": 0.71785, "Y4": 0.3318, "page": 0, "Index": 34}, {"Word": "report", "Confidence": 0.997, "X1": 0.74147, "Y1": 0.3162, "X2": 0.81496, "Y2": 0.316, "X3": 0.81496, "Y3": 0.3318, "X4": 0.74016, "Y4": 0.3318, "page": 0, "Index": 35}, {"Word": "that", "Confidence": 0.991, "X1": 0.82808, "Y1": 0.3162, "X2": 0.87533, "Y2": 0.316, "X3": 0.87402, "Y3": 0.3318, "X4": 0.82808, "Y4": 0.3318, "page": 0, "Index": 36}, {"Word": "they", "Confidence": 0.989, "X1": 0.1168, "Y1": 0.3322, "X2": 0.16404, "Y2": 0.332, "X3": 0.16273, "Y3": 0.3468, "X4": 0.11549, "Y4": 0.3468, "page": 0, "Index": 37}, {"Word": "claim", "Confidence": 0.994, "X1": 0.17585, "Y1": 0.3322, "X2": 0.23622, "Y2": 0.332, "X3": 0.23491, "Y3": 0.3468, "X4": 0.17454, "Y4": 0.3468, "page": 0, "Index": 38}, {"Word": "demonstrates", "Confidence": 0.991, "X1": 0.24934, "Y1": 0.3322, "X2": 0.3937, "Y2": 0.332, "X3": 0.39239, "Y3": 0.3458, "X4": 0.24803, "Y4": 0.3458, "page": 0, "Index": 39}, {"Word": "\"how", "Confidence": 0.986, "X1": 0.40551, "Y1": 0.3322, "X2": 0.45276, "Y2": 0.332, "X3": 0.45144, "Y3": 0.3458, "X4": 0.4042, "Y4": 0.3458, "page": 0, "Index": 40}, {"Word": "millions", "Confidence": 0.952, "X1": 0.46588, "Y1": 0.3322, "X2": 0.56168, "Y2": 0.332, "X3": 0.56037, "Y3": 0.3458, "X4": 0.46457, "Y4": 0.3458, "page": 0, "Index": 41}, {"Word": "of", "Confidence": 0.998, "X1": 0.57349, "Y1": 0.3322, "X2": 0.59843, "Y2": 0.332, "X3": 0.59711, "Y3": 0.3458, "X4": 0.57218, "Y4": 0.3458, "page": 0, "Index": 42}, {"Word": "tobacco", "Confidence": 0.995, "X1": 0.61024, "Y1": 0.3322, "X2": 0.69423, "Y2": 0.332, "X3": 0.69291, "Y3": 0.3458, "X4": 0.60892, "Y4": 0.3458, "page": 0, "Index": 43}, {"Word": "dollars", "Confidence": 0.996, "X1": 0.70472, "Y1": 0.3322, "X2": 0.79003, "Y2": 0.332, "X3": 0.78871, "Y3": 0.3468, "X4": 0.70341, "Y4": 0.3468, "page": 0, "Index": 44}, {"Word": "and", "Confidence": 0.998, "X1": 0.80315, "Y1": 0.3322, "X2": 0.8399, "Y2": 0.332, "X3": 0.83858, "Y3": 0.3468, "X4": 0.80184, "Y4": 0.3468, "page": 0, "Index": 45}, {"Word": "tobacco", "Confidence": 0.996, "X1": 0.1168, "Y1": 0.3472, "X2": 0.19948, "Y2": 0.347, "X3": 0.19948, "Y3": 0.3608, "X4": 0.1168, "Y4": 0.3608, "page": 0, "Index": 46}, {"Word": "people", "Confidence": 0.996, "X1": 0.21129, "Y1": 0.3472, "X2": 0.28609, "Y2": 0.347, "X3": 0.28478, "Y3": 0.3608, "X4": 0.21129, "Y4": 0.3608, "page": 0, "Index": 47}, {"Word": "in", "Confidence": 0.998, "X1": 0.29921, "Y1": 0.3462, "X2": 0.32021, "Y2": 0.346, "X3": 0.3189, "Y3": 0.3608, "X4": 0.2979, "Y4": 0.3608, "page": 0, "Index": 48}, {"Word": "high", "Confidence": 0.991, "X1": 0.33071, "Y1": 0.3462, "X2": 0.38189, "Y2": 0.346, "X3": 0.38058, "Y3": 0.3608, "X4": 0.33071, "Y4": 0.3608, "page": 0, "Index": 49}, {"Word": "places", "Confidence": 0.997, "X1": 0.39239, "Y1": 0.3462, "X2": 0.46588, "Y2": 0.346, "X3": 0.46457, "Y3": 0.3608, "X4": 0.39108, "Y4": 0.3608, "page": 0, "Index": 50}, {"Word": "drive", "Confidence": 0.997, "X1": 0.47769, "Y1": 0.3462, "X2": 0.53806, "Y2": 0.346, "X3": 0.53806, "Y3": 0.3608, "X4": 0.47638, "Y4": 0.3608, "page": 0, "Index": 51}, {"Word": "White", "Confidence": 0.997, "X1": 0.54987, "Y1": 0.3462, "X2": 0.61024, "Y2": 0.346, "X3": 0.60892, "Y3": 0.3608, "X4": 0.54856, "Y4": 0.3608, "page": 0, "Index": 52}, {"Word": "House", "Confidence": 0.997, "X1": 0.62073, "Y1": 0.3462, "X2": 0.68241, "Y2": 0.346, "X3": 0.6811, "Y3": 0.3608, "X4": 0.61942, "Y4": 0.3608, "page": 0, "Index": 53}, {"Word": "pro-tobacco", "Confidence": 0.993, "X1": 0.69291, "Y1": 0.3462, "X2": 0.82808, "Y2": 0.346, "X3": 0.82677, "Y3": 0.3608, "X4": 0.6916, "Y4": 0.3608, "page": 0, "Index": 54}, {"Word": "industry", "Confidence": 0.995, "X1": 0.11811, "Y1": 0.3612, "X2": 0.21129, "Y2": 0.361, "X3": 0.21129, "Y3": 0.3768, "X4": 0.1168, "Y4": 0.3768, "page": 0, "Index": 55}, {"Word": "policies.\"", "Confidence": 0.991, "X1": 0.2231, "Y1": 0.3612, "X2": 0.34514, "Y2": 0.361, "X3": 0.34514, "Y3": 0.3768, "X4": 0.22178, "Y4": 0.3768, "page": 0, "Index": 56}, {"Word": "A", "Confidence": 0.995, "X1": 0.36745, "Y1": 0.3612, "X2": 0.37927, "Y2": 0.361, "X3": 0.37927, "Y3": 0.3768, "X4": 0.36745, "Y4": 0.3768, "page": 0, "Index": 57}, {"Word": "copy", "Confidence": 0.99, "X1": 0.39239, "Y1": 0.3612, "X2": 0.44226, "Y2": 0.361, "X3": 0.44094, "Y3": 0.3768, "X4": 0.39108, "Y4": 0.3768, "page": 0, "Index": 58}, {"Word": "is", "Confidence": 0.998, "X1": 0.45407, "Y1": 0.3612, "X2": 0.47638, "Y2": 0.361, "X3": 0.47638, "Y3": 0.3768, "X4": 0.45407, "Y4": 0.3768, "page": 0, "Index": 59}, {"Word": "enclosed.", "Confidence": 0.992, "X1": 0.4895, "Y1": 0.3622, "X2": 0.59449, "Y2": 0.362, "X3": 0.59449, "Y3": 0.3768, "X4": 0.4895, "Y4": 0.3768, "page": 0, "Index": 60}, {"Word": "The", "Confidence": 0.997, "X1": 0.11811, "Y1": 0.3922, "X2": 0.15223, "Y2": 0.392, "X3": 0.15223, "Y3": 0.4068, "X4": 0.1168, "Y4": 0.4068, "page": 0, "Index": 61}, {"Word": "report", "Confidence": 0.997, "X1": 0.16404, "Y1": 0.3912, "X2": 0.23753, "Y2": 0.391, "X3": 0.23622, "Y3": 0.4058, "X4": 0.16273, "Y4": 0.4068, "page": 0, "Index": 62}, {"Word": "calls", "Confidence": 0.997, "X1": 0.24934, "Y1": 0.3912, "X2": 0.3084, "Y2": 0.391, "X3": 0.3084, "Y3": 0.4058, "X4": 0.24803, "Y4": 0.4058, "page": 0, "Index": 63}, {"Word": "for", "Confidence": 0.998, "X1": 0.32152, "Y1": 0.3912, "X2": 0.35827, "Y2": 0.391, "X3": 0.35696, "Y3": 0.4058, "X4": 0.32021, "Y4": 0.4058, "page": 0, "Index": 64}, {"Word": "a", "Confidence": 0.998, "X1": 0.36877, "Y1": 0.3912, "X2": 0.38058, "Y2": 0.391, "X3": 0.38058, "Y3": 0.4068, "X4": 0.36877, "Y4": 0.4058, "page": 0, "Index": 65}, {"Word": "new", "Confidence": 0.998, "X1": 0.39239, "Y1": 0.3912, "X2": 0.42913, "Y2": 0.391, "X3": 0.42782, "Y3": 0.4068, "X4": 0.39108, "Y4": 0.4068, "page": 0, "Index": 66}, {"Word": "administration", "Confidence": 0.991, "X1": 0.44094, "Y1": 0.3902, "X2": 0.60892, "Y2": 0.39, "X3": 0.60892, "Y3": 0.4068, "X4": 0.44094, "Y4": 0.4068, "page": 0, "Index": 67}, {"Word": "to", "Confidence": 0.998, "X1": 0.62205, "Y1": 0.3902, "X2": 0.64567, "Y2": 0.39, "X3": 0.64567, "Y3": 0.4068, "X4": 0.62205, "Y4": 0.4068, "page": 0, "Index": 68}, {"Word": "support", "Confidence": 0.997, "X1": 0.65748, "Y1": 0.3902, "X2": 0.74147, "Y2": 0.39, "X3": 0.74147, "Y3": 0.4068, "X4": 0.65748, "Y4": 0.4068, "page": 0, "Index": 69}, {"Word": "legislation", "Confidence": 0.962, "X1": 0.75328, "Y1": 0.3902, "X2": 0.88845, "Y2": 0.39, "X3": 0.88845, "Y3": 0.4068, "X4": 0.75328, "Y4": 0.4068, "page": 0, "Index": 70}, {"Word": "to", "Confidence": 0.996, "X1": 0.11942, "Y1": 0.4072, "X2": 0.13911, "Y2": 0.407, "X3": 0.13911, "Y3": 0.4208, "X4": 0.11942, "Y4": 0.4208, "page": 0, "Index": 71}, {"Word": "ban", "Confidence": 0.998, "X1": 0.14961, "Y1": 0.4072, "X2": 0.18635, "Y2": 0.407, "X3": 0.18635, "Y3": 0.4218, "X4": 0.14961, "Y4": 0.4208, "page": 0, "Index": 72}, {"Word": "tobacco", "Confidence": 0.996, "X1": 0.19948, "Y1": 0.4072, "X2": 0.28478, "Y2": 0.407, "X3": 0.28346, "Y3": 0.4218, "X4": 0.19948, "Y4": 0.4218, "page": 0, "Index": 73}, {"Word": "advertising", "Confidence": 0.994, "X1": 0.29659, "Y1": 0.4072, "X2": 0.42782, "Y2": 0.407, "X3": 0.42782, "Y3": 0.4218, "X4": 0.29528, "Y4": 0.4218, "page": 0, "Index": 74}, {"Word": "and", "Confidence": 0.998, "X1": 0.44094, "Y1": 0.4072, "X2": 0.47769, "Y2": 0.407, "X3": 0.47769, "Y3": 0.4218, "X4": 0.44094, "Y4": 0.4218, "page": 0, "Index": 75}, {"Word": "substantially", "Confidence": 0.993, "X1": 0.4895, "Y1": 0.4062, "X2": 0.64436, "Y2": 0.406, "X3": 0.64304, "Y3": 0.4218, "X4": 0.4895, "Y4": 0.4218, "page": 0, "Index": 76}, {"Word": "increase", "Confidence": 0.996, "X1": 0.65879, "Y1": 0.4062, "X2": 0.75328, "Y2": 0.406, "X3": 0.75197, "Y3": 0.4208, "X4": 0.65748, "Y4": 0.4218, "page": 0, "Index": 77}, {"Word": "cigarette", "Confidence": 0.995, "X1": 0.76509, "Y1": 0.4062, "X2": 0.87533, "Y2": 0.406, "X3": 0.87402, "Y3": 0.4208, "X4": 0.76378, "Y4": 0.4208, "page": 0, "Index": 78}, {"Word": "excise", "Confidence": 0.997, "X1": 0.1168, "Y1": 0.4222, "X2": 0.18635, "Y2": 0.422, "X3": 0.18504, "Y3": 0.4368, "X4": 0.11417, "Y4": 0.4368, "page": 0, "Index": 79}, {"Word": "taxes.", "Confidence": 0.996, "X1": 0.20079, "Y1": 0.4222, "X2": 0.27559, "Y2": 0.422, "X3": 0.27428, "Y3": 0.4368, "X4": 0.19948, "Y4": 0.4368, "page": 0, "Index": 80}, {"Word": "It", "Confidence": 0.997, "X1": 0.29659, "Y1": 0.4222, "X2": 0.32152, "Y2": 0.422, "X3": 0.32021, "Y3": 0.4368, "X4": 0.29528, "Y4": 0.4368, "page": 0, "Index": 81}, {"Word": "recommends", "Confidence": 0.994, "X1": 0.33202, "Y1": 0.4222, "X2": 0.45407, "Y2": 0.422, "X3": 0.45276, "Y3": 0.4368, "X4": 0.33071, "Y4": 0.4368, "page": 0, "Index": 82}, {"Word": "that", "Confidence": 0.988, "X1": 0.46588, "Y1": 0.4222, "X2": 0.51444, "Y2": 0.422, "X3": 0.51312, "Y3": 0.4368, "X4": 0.46457, "Y4": 0.4368, "page": 0, "Index": 83}, {"Word": "presidential", "Confidence": 0.991, "X1": 0.52493, "Y1": 0.4212, "X2": 0.66798, "Y2": 0.421, "X3": 0.66798, "Y3": 0.4368, "X4": 0.52493, "Y4": 0.4368, "page": 0, "Index": 84}, {"Word": "candidates", "Confidence": 0.994, "X1": 0.6811, "Y1": 0.4212, "X2": 0.80315, "Y2": 0.421, "X3": 0.80184, "Y3": 0.4368, "X4": 0.67979, "Y4": 0.4368, "page": 0, "Index": 85}, {"Word": "refuse", "Confidence": 0.997, "X1": 0.81496, "Y1": 0.4212, "X2": 0.88714, "Y2": 0.421, "X3": 0.88583, "Y3": 0.4368, "X4": 0.81365, "Y4": 0.4368, "page": 0, "Index": 86}, {"Word": "to", "Confidence": 0.995, "X1": 0.11811, "Y1": 0.4372, "X2": 0.13911, "Y2": 0.437, "X3": 0.13911, "Y3": 0.4528, "X4": 0.11811, "Y4": 0.4528, "page": 0, "Index": 87}, {"Word": "accept", "Confidence": 0.997, "X1": 0.15092, "Y1": 0.4372, "X2": 0.22572, "Y2": 0.437, "X3": 0.22441, "Y3": 0.4528, "X4": 0.15092, "Y4": 0.4528, "page": 0, "Index": 88}, {"Word": "money", "Confidence": 0.997, "X1": 0.23491, "Y1": 0.4372, "X2": 0.29659, "Y2": 0.437, "X3": 0.29659, "Y3": 0.4528, "X4": 0.23491, "Y4": 0.4528, "page": 0, "Index": 89}, {"Word": "from", "Confidence": 0.988, "X1": 0.3084, "Y1": 0.4372, "X2": 0.35696, "Y2": 0.437, "X3": 0.35564, "Y3": 0.4518, "X4": 0.3084, "Y4": 0.4518, "page": 0, "Index": 90}, {"Word": "tobacco", "Confidence": 0.995, "X1": 0.36877, "Y1": 0.4362, "X2": 0.45276, "Y2": 0.436, "X3": 0.45276, "Y3": 0.4518, "X4": 0.36877, "Y4": 0.4518, "page": 0, "Index": 91}, {"Word": "interests,", "Confidence": 0.994, "X1": 0.46588, "Y1": 0.4362, "X2": 0.58924, "Y2": 0.436, "X3": 0.58793, "Y3": 0.4518, "X4": 0.46457, "Y4": 0.4518, "page": 0, "Index": 92}, {"Word": "and", "Confidence": 0.998, "X1": 0.59711, "Y1": 0.4362, "X2": 0.63386, "Y2": 0.436, "X3": 0.63255, "Y3": 0.4518, "X4": 0.5958, "Y4": 0.4518, "page": 0, "Index": 93}, {"Word": "that", "Confidence": 0.989, "X1": 0.64436, "Y1": 0.4362, "X2": 0.69423, "Y2": 0.436, "X3": 0.69291, "Y3": 0.4518, "X4": 0.64304, "Y4": 0.4518, "page": 0, "Index": 94}, {"Word": "no", "Confidence": 0.998, "X1": 0.70341, "Y1": 0.4362, "X2": 0.72966, "Y2": 0.436, "X3": 0.72835, "Y3": 0.4518, "X4": 0.7021, "Y4": 0.4518, "page": 0, "Index": 95}, {"Word": "tobacco", "Confidence": 0.995, "X1": 0.74147, "Y1": 0.4362, "X2": 0.82808, "Y2": 0.436, "X3": 0.82546, "Y3": 0.4518, "X4": 0.74016, "Y4": 0.4518, "page": 0, "Index": 96}, {"Word": "industry", "Confidence": 0.996, "X1": 0.11811, "Y1": 0.4512, "X2": 0.21391, "Y2": 0.451, "X3": 0.2126, "Y3": 0.4678, "X4": 0.1168, "Y4": 0.4678, "page": 0, "Index": 97}, {"Word": "officials", "Confidence": 0.995, "X1": 0.22441, "Y1": 0.4512, "X2": 0.33333, "Y2": 0.451, "X3": 0.33202, "Y3": 0.4678, "X4": 0.2231, "Y4": 0.4678, "page": 0, "Index": 98}, {"Word": "be", "Confidence": 0.998, "X1": 0.34383, "Y1": 0.4512, "X2": 0.37139, "Y2": 0.451, "X3": 0.37008, "Y3": 0.4678, "X4": 0.34252, "Y4": 0.4678, "page": 0, "Index": 99}, {"Word": "in", "Confidence": 0.995, "X1": 0.38058, "Y1": 0.4512, "X2": 0.40551, "Y2": 0.451, "X3": 0.4042, "Y3": 0.4678, "X4": 0.37927, "Y4": 0.4678, "page": 0, "Index": 100}, {"Word": "\"key", "Confidence": 0.987, "X1": 0.41732, "Y1": 0.4512, "X2": 0.46719, "Y2": 0.451, "X3": 0.46588, "Y3": 0.4678, "X4": 0.41601, "Y4": 0.4678, "page": 0, "Index": 101}, {"Word": "administration", "Confidence": 0.992, "X1": 0.479, "Y1": 0.4512, "X2": 0.64567, "Y2": 0.451, "X3": 0.64436, "Y3": 0.4678, "X4": 0.47769, "Y4": 0.4678, "page": 0, "Index": 102}, {"Word": "or", "Confidence": 0.998, "X1": 0.65748, "Y1": 0.4512, "X2": 0.68241, "Y2": 0.451, "X3": 0.6811, "Y3": 0.4678, "X4": 0.65617, "Y4": 0.4678, "page": 0, "Index": 103}, {"Word": "campaign", "Confidence": 0.993, "X1": 0.69291, "Y1": 0.4512, "X2": 0.79134, "Y2": 0.451, "X3": 0.79003, "Y3": 0.4678, "X4": 0.6916, "Y4": 0.4678, "page": 0, "Index": 104}, {"Word": "posts.\"", "Confidence": 0.987, "X1": 0.80184, "Y1": 0.4512, "X2": 0.88976, "Y2": 0.451, "X3": 0.88845, "Y3": 0.4678, "X4": 0.80052, "Y4": 0.4678, "page": 0, "Index": 105}, {"Word": "Media", "Confidence": 0.994, "X1": 0.11549, "Y1": 0.4812, "X2": 0.17585, "Y2": 0.481, "X3": 0.17585, "Y3": 0.4968, "X4": 0.11549, "Y4": 0.4968, "page": 0, "Index": 106}, {"Word": "interest", "Confidence": 0.996, "X1": 0.18766, "Y1": 0.4812, "X2": 0.28478, "Y2": 0.481, "X3": 0.28478, "Y3": 0.4978, "X4": 0.18766, "Y4": 0.4968, "page": 0, "Index": 107}, {"Word": "in", "Confidence": 0.998, "X1": 0.29659, "Y1": 0.4812, "X2": 0.32021, "Y2": 0.481, "X3": 0.3189, "Y3": 0.4978, "X4": 0.29659, "Y4": 0.4978, "page": 0, "Index": 108}, {"Word": "the", "Confidence": 0.998, "X1": 0.33333, "Y1": 0.4812, "X2": 0.37008, "Y2": 0.481, "X3": 0.37008, "Y3": 0.4978, "X4": 0.33202, "Y4": 0.4978, "page": 0, "Index": 109}, {"Word": "report", "Confidence": 0.997, "X1": 0.38058, "Y1": 0.4812, "X2": 0.45407, "Y2": 0.481, "X3": 0.45407, "Y3": 0.4978, "X4": 0.37927, "Y4": 0.4978, "page": 0, "Index": 110}, {"Word": "has", "Confidence": 0.998, "X1": 0.46325, "Y1": 0.4812, "X2": 0.50262, "Y2": 0.481, "X3": 0.50262, "Y3": 0.4978, "X4": 0.46325, "Y4": 0.4978, "page": 0, "Index": 111}, {"Word": "been", "Confidence": 0.988, "X1": 0.51312, "Y1": 0.4812, "X2": 0.56299, "Y2": 0.481, "X3": 0.56168, "Y3": 0.4968, "X4": 0.51181, "Y4": 0.4978, "page": 0, "Index": 112}, {"Word": "light.", "Confidence": 0.991, "X1": 0.57349, "Y1": 0.4812, "X2": 0.64698, "Y2": 0.481, "X3": 0.64698, "Y3": 0.4968, "X4": 0.57349, "Y4": 0.4968, "page": 0, "Index": 113}, {"Word": "Institute", "Confidence": 0.995, "X1": 0.66929, "Y1": 0.4812, "X2": 0.77822, "Y2": 0.481, "X3": 0.77822, "Y3": 0.4958, "X4": 0.66929, "Y4": 0.4968, "page": 0, "Index": 114}, {"Word": "spokespersons", "Confidence": 0.993, "X1": 0.11811, "Y1": 0.4982, "X2": 0.27297, "Y2": 0.498, "X3": 0.27297, "Y3": 0.5128, "X4": 0.11811, "Y4": 0.5128, "page": 0, "Index": 115}, {"Word": "--", "Confidence": 0.993, "X1": 0.28478, "Y1": 0.4972, "X2": 0.30971, "Y2": 0.497, "X3": 0.30971, "Y3": 0.5128, "X4": 0.28478, "Y4": 0.5128, "page": 0, "Index": 116}, {"Word": "pointing", "Confidence": 0.996, "X1": 0.3189, "Y1": 0.4972, "X2": 0.41601, "Y2": 0.497, "X3": 0.41601, "Y3": 0.5128, "X4": 0.3189, "Y4": 0.5128, "page": 0, "Index": 117}, {"Word": "out", "Confidence": 0.998, "X1": 0.42913, "Y1": 0.4972, "X2": 0.46588, "Y2": 0.497, "X3": 0.46588, "Y3": 0.5128, "X4": 0.42782, "Y4": 0.5128, "page": 0, "Index": 118}, {"Word": "that", "Confidence": 0.989, "X1": 0.479, "Y1": 0.4972, "X2": 0.52625, "Y2": 0.497, "X3": 0.52625, "Y3": 0.5128, "X4": 0.47769, "Y4": 0.5128, "page": 0, "Index": 119}, {"Word": "contributions", "Confidence": 0.993, "X1": 0.53806, "Y1": 0.4972, "X2": 0.69423, "Y2": 0.497, "X3": 0.69291, "Y3": 0.5128, "X4": 0.53675, "Y4": 0.5128, "page": 0, "Index": 120}, {"Word": "are", "Confidence": 0.998, "X1": 0.70472, "Y1": 0.4972, "X2": 0.74147, "Y2": 0.497, "X3": 0.74016, "Y3": 0.5128, "X4": 0.70472, "Y4": 0.5128, "page": 0, "Index": 121}, {"Word": "appropriate", "Confidence": 0.994, "X1": 0.75328, "Y1": 0.4982, "X2": 0.88714, "Y2": 0.498, "X3": 0.88714, "Y3": 0.5128, "X4": 0.75328, "Y4": 0.5128, "page": 0, "Index": 122}, {"Word": "means", "Confidence": 0.997, "X1": 0.11549, "Y1": 0.5132, "X2": 0.17585, "Y2": 0.513, "X3": 0.17454, "Y3": 0.5278, "X4": 0.11549, "Y4": 0.5268, "page": 0, "Index": 123}, {"Word": "of", "Confidence": 0.992, "X1": 0.18635, "Y1": 0.5132, "X2": 0.2126, "Y2": 0.513, "X3": 0.2126, "Y3": 0.5278, "X4": 0.18635, "Y4": 0.5278, "page": 0, "Index": 124}, {"Word": "political", "Confidence": 0.995, "X1": 0.22441, "Y1": 0.5122, "X2": 0.33333, "Y2": 0.512, "X3": 0.33202, "Y3": 0.5278, "X4": 0.2231, "Y4": 0.5278, "page": 0, "Index": 125}, {"Word": "participation", "Confidence": 0.993, "X1": 0.34383, "Y1": 0.5122, "X2": 0.50131, "Y2": 0.512, "X3": 0.50131, "Y3": 0.5278, "X4": 0.34252, "Y4": 0.5278, "page": 0, "Index": 126}, {"Word": "and", "Confidence": 0.998, "X1": 0.51444, "Y1": 0.5122, "X2": 0.54987, "Y2": 0.512, "X3": 0.54987, "Y3": 0.5278, "X4": 0.51444, "Y4": 0.5278, "page": 0, "Index": 127}, {"Word": "noting", "Confidence": 0.995, "X1": 0.56168, "Y1": 0.5122, "X2": 0.63386, "Y2": 0.512, "X3": 0.63255, "Y3": 0.5278, "X4": 0.56037, "Y4": 0.5278, "page": 0, "Index": 128}, {"Word": "that", "Confidence": 0.988, "X1": 0.64567, "Y1": 0.5122, "X2": 0.69423, "Y2": 0.512, "X3": 0.69291, "Y3": 0.5278, "X4": 0.64436, "Y4": 0.5278, "page": 0, "Index": 129}, {"Word": "so-called", "Confidence": 0.994, "X1": 0.70472, "Y1": 0.5132, "X2": 0.81496, "Y2": 0.513, "X3": 0.81496, "Y3": 0.5268, "X4": 0.70472, "Y4": 0.5278, "page": 0, "Index": 130}, {"Word": "\"tobacco", "Confidence": 0.991, "X1": 0.1168, "Y1": 0.5272, "X2": 0.21129, "Y2": 0.527, "X3": 0.20997, "Y3": 0.5428, "X4": 0.11549, "Y4": 0.5418, "page": 0, "Index": 131}, {"Word": "contributions\"", "Confidence": 0.991, "X1": 0.2231, "Y1": 0.5282, "X2": 0.39501, "Y2": 0.528, "X3": 0.3937, "Y3": 0.5428, "X4": 0.2231, "Y4": 0.5428, "page": 0, "Index": 132}, {"Word": "actually", "Confidence": 0.995, "X1": 0.4042, "Y1": 0.5282, "X2": 0.50131, "Y2": 0.528, "X3": 0.50131, "Y3": 0.5428, "X4": 0.40289, "Y4": 0.5428, "page": 0, "Index": 133}, {"Word": "are", "Confidence": 0.998, "X1": 0.51312, "Y1": 0.5282, "X2": 0.54987, "Y2": 0.528, "X3": 0.54987, "Y3": 0.5428, "X4": 0.51312, "Y4": 0.5428, "page": 0, "Index": 134}, {"Word": "from", "Confidence": 0.991, "X1": 0.56168, "Y1": 0.5282, "X2": 0.60892, "Y2": 0.528, "X3": 0.60892, "Y3": 0.5428, "X4": 0.56168, "Y4": 0.5428, "page": 0, "Index": 135}, {"Word": "broad-based", "Confidence": 0.994, "X1": 0.61942, "Y1": 0.5282, "X2": 0.75328, "Y2": 0.528, "X3": 0.75328, "Y3": 0.5418, "X4": 0.61942, "Y4": 0.5428, "page": 0, "Index": 136}, {"Word": "corporations", "Confidence": 0.991, "X1": 0.1168, "Y1": 0.5432, "X2": 0.26115, "Y2": 0.543, "X3": 0.25984, "Y3": 0.5578, "X4": 0.11549, "Y4": 0.5578, "page": 0, "Index": 137}, {"Word": "--", "Confidence": 0.97, "X1": 0.27297, "Y1": 0.5432, "X2": 0.2979, "Y2": 0.543, "X3": 0.29659, "Y3": 0.5578, "X4": 0.27297, "Y4": 0.5578, "page": 0, "Index": 138}, {"Word": "CNN", "Confidence": 0.993, "X1": 0.67979, "Y1": 0.5432, "X2": 0.71654, "Y2": 0.543, "X3": 0.71522, "Y3": 0.5578, "X4": 0.67979, "Y4": 0.5578, "page": 0, "Index": 139}, {"Word": "and", "Confidence": 0.998, "X1": 0.72835, "Y1": 0.5422, "X2": 0.76509, "Y2": 0.542, "X3": 0.76378, "Y3": 0.5578, "X4": 0.72835, "Y4": 0.5578, "page": 0, "Index": 140}, {"Word": "CNBC-TV,", "Confidence": 0.97, "X1": 0.7769, "Y1": 0.5422, "X2": 0.87533, "Y2": 0.542, "X3": 0.87533, "Y3": 0.5578, "X4": 0.7769, "Y4": 0.5578, "page": 0, "Index": 141}, {"Word": "have", "Confidence": 0.988, "X1": 0.30709, "Y1": 0.5432, "X2": 0.35696, "Y2": 0.543, "X3": 0.35564, "Y3": 0.5588, "X4": 0.30577, "Y4": 0.5588, "page": 0, "Index": 142}, {"Word": "responded", "Confidence": 0.995, "X1": 0.36745, "Y1": 0.5432, "X2": 0.47769, "Y2": 0.543, "X3": 0.47638, "Y3": 0.5588, "X4": 0.36614, "Y4": 0.5588, "page": 0, "Index": 143}, {"Word": "to", "Confidence": 0.998, "X1": 0.49081, "Y1": 0.5432, "X2": 0.51444, "Y2": 0.543, "X3": 0.51312, "Y3": 0.5588, "X4": 0.4895, "Y4": 0.5588, "page": 0, "Index": 144}, {"Word": "queries", "Confidence": 0.996, "X1": 0.52493, "Y1": 0.5432, "X2": 0.60892, "Y2": 0.543, "X3": 0.60761, "Y3": 0.5588, "X4": 0.52493, "Y4": 0.5588, "page": 0, "Index": 145}, {"Word": "from", "Confidence": 0.988, "X1": 0.62073, "Y1": 0.5432, "X2": 0.66798, "Y2": 0.543, "X3": 0.66667, "Y3": 0.5588, "X4": 0.62073, "Y4": 0.5588, "page": 0, "Index": 146}, {"Word": "Mutual", "Confidence": 0.972, "X1": 0.11417, "Y1": 0.5582, "X2": 0.18766, "Y2": 0.558, "X3": 0.18635, "Y3": 0.5728, "X4": 0.11417, "Y4": 0.5728, "page": 0, "Index": 147}, {"Word": "Radio", "Confidence": 0.997, "X1": 0.19816, "Y1": 0.5582, "X2": 0.25984, "Y2": 0.558, "X3": 0.25984, "Y3": 0.5738, "X4": 0.19816, "Y4": 0.5728, "page": 0, "Index": 148}, {"Word": "Network", "Confidence": 0.996, "X1": 0.27034, "Y1": 0.5582, "X2": 0.35696, "Y2": 0.558, "X3": 0.35564, "Y3": 0.5738, "X4": 0.27034, "Y4": 0.5738, "page": 0, "Index": 149}, {"Word": "and", "Confidence": 0.998, "X1": 0.36877, "Y1": 0.5582, "X2": 0.40551, "Y2": 0.558, "X3": 0.4042, "Y3": 0.5738, "X4": 0.36877, "Y4": 0.5738, "page": 0, "Index": 150}, {"Word": "a", "Confidence": 0.991, "X1": 0.41601, "Y1": 0.5582, "X2": 0.42913, "Y2": 0.558, "X3": 0.42782, "Y3": 0.5738, "X4": 0.4147, "Y4": 0.5738, "page": 0, "Index": 151}, {"Word": "handful", "Confidence": 0.994, "X1": 0.43963, "Y1": 0.5582, "X2": 0.52756, "Y2": 0.558, "X3": 0.52625, "Y3": 0.5738, "X4": 0.43963, "Y4": 0.5738, "page": 0, "Index": 152}, {"Word": "of", "Confidence": 0.998, "X1": 0.53806, "Y1": 0.5582, "X2": 0.56168, "Y2": 0.558, "X3": 0.56037, "Y3": 0.5738, "X4": 0.53675, "Y4": 0.5738, "page": 0, "Index": 153}, {"Word": "small", "Confidence": 0.995, "X1": 0.57349, "Y1": 0.5582, "X2": 0.63386, "Y2": 0.558, "X3": 0.63255, "Y3": 0.5738, "X4": 0.57218, "Y4": 0.5738, "page": 0, "Index": 154}, {"Word": "print", "Confidence": 0.998, "X1": 0.64436, "Y1": 0.5582, "X2": 0.70604, "Y2": 0.558, "X3": 0.70472, "Y3": 0.5728, "X4": 0.64304, "Y4": 0.5738, "page": 0, "Index": 155}, {"Word": "outlets.", "Confidence": 0.995, "X1": 0.71654, "Y1": 0.5582, "X2": 0.81627, "Y2": 0.558, "X3": 0.81496, "Y3": 0.5728, "X4": 0.71522, "Y4": 0.5728, "page": 0, "Index": 156}, {"Word": "In", "Confidence": 0.998, "X1": 0.11549, "Y1": 0.5882, "X2": 0.13911, "Y2": 0.588, "X3": 0.13911, "Y3": 0.6038, "X4": 0.11549, "Y4": 0.6038, "page": 0, "Index": 157}, {"Word": "addition", "Confidence": 0.996, "X1": 0.14961, "Y1": 0.5892, "X2": 0.24803, "Y2": 0.589, "X3": 0.24803, "Y3": 0.6048, "X4": 0.14961, "Y4": 0.6038, "page": 0, "Index": 158}, {"Word": "to", "Confidence": 0.998, "X1": 0.25984, "Y1": 0.5892, "X2": 0.28346, "Y2": 0.589, "X3": 0.28346, "Y3": 0.6048, "X4": 0.25853, "Y4": 0.6048, "page": 0, "Index": 159}, {"Word": "citing", "Confidence": 0.997, "X1": 0.29528, "Y1": 0.5892, "X2": 0.36877, "Y2": 0.589, "X3": 0.36745, "Y3": 0.6048, "X4": 0.29396, "Y4": 0.6048, "page": 0, "Index": 160}, {"Word": "corporate", "Confidence": 0.995, "X1": 0.38058, "Y1": 0.5892, "X2": 0.49081, "Y2": 0.589, "X3": 0.4895, "Y3": 0.6048, "X4": 0.37927, "Y4": 0.6048, "page": 0, "Index": 161}, {"Word": "and", "Confidence": 0.998, "X1": 0.50131, "Y1": 0.5892, "X2": 0.53806, "Y2": 0.589, "X3": 0.53806, "Y3": 0.6048, "X4": 0.50131, "Y4": 0.6048, "page": 0, "Index": 162}, {"Word": "Institute", "Confidence": 0.995, "X1": 0.54987, "Y1": 0.5882, "X2": 0.65748, "Y2": 0.588, "X3": 0.65617, "Y3": 0.6038, "X4": 0.54856, "Y4": 0.6048, "page": 0, "Index": 163}, {"Word": "contributions", "Confidence": 0.993, "X1": 0.66929, "Y1": 0.5882, "X2": 0.82677, "Y2": 0.588, "X3": 0.82546, "Y3": 0.6018, "X4": 0.66798, "Y4": 0.6038, "page": 0, "Index": 164}, {"Word": "to", "Confidence": 0.998, "X1": 0.8399, "Y1": 0.5872, "X2": 0.86483, "Y2": 0.587, "X3": 0.8622, "Y3": 0.6018, "X4": 0.83858, "Y4": 0.6018, "page": 0, "Index": 165}, {"Word": "individuals", "Confidence": 0.994, "X1": 0.68241, "Y1": 0.6032, "X2": 0.81365, "Y2": 0.603, "X3": 0.81234, "Y3": 0.6178, "X4": 0.6811, "Y4": 0.6188, "page": 0, "Index": 166}, {"Word": "in", "Confidence": 0.998, "X1": 0.82808, "Y1": 0.6032, "X2": 0.84908, "Y2": 0.603, "X3": 0.84908, "Y3": 0.6168, "X4": 0.82677, "Y4": 0.6178, "page": 0, "Index": 167}, {"Word": "the", "Confidence": 0.998, "X1": 0.86352, "Y1": 0.6032, "X2": 0.89895, "Y2": 0.603, "X3": 0.89764, "Y3": 0.6168, "X4": 0.8622, "Y4": 0.6168, "page": 0, "Index": 168}, {"Word": "the", "Confidence": 0.996, "X1": 0.11549, "Y1": 0.6032, "X2": 0.15092, "Y2": 0.603, "X3": 0.15092, "Y3": 0.6188, "X4": 0.11549, "Y4": 0.6178, "page": 0, "Index": 169}, {"Word": "two", "Confidence": 0.998, "X1": 0.16273, "Y1": 0.6032, "X2": 0.19948, "Y2": 0.603, "X3": 0.19816, "Y3": 0.6188, "X4": 0.16273, "Y4": 0.6188, "page": 0, "Index": 170}, {"Word": "political", "Confidence": 0.995, "X1": 0.21129, "Y1": 0.6042, "X2": 0.3189, "Y2": 0.604, "X3": 0.3189, "Y3": 0.6188, "X4": 0.20997, "Y4": 0.6188, "page": 0, "Index": 171}, {"Word": "parties,", "Confidence": 0.995, "X1": 0.33071, "Y1": 0.6042, "X2": 0.43045, "Y2": 0.604, "X3": 0.42913, "Y3": 0.6198, "X4": 0.33071, "Y4": 0.6188, "page": 0, "Index": 172}, {"Word": "the", "Confidence": 0.998, "X1": 0.44094, "Y1": 0.6042, "X2": 0.47638, "Y2": 0.604, "X3": 0.47638, "Y3": 0.6198, "X4": 0.43963, "Y4": 0.6198, "page": 0, "Index": 173}, {"Word": "report", "Confidence": 0.997, "X1": 0.48819, "Y1": 0.6042, "X2": 0.56168, "Y2": 0.604, "X3": 0.56168, "Y3": 0.6188, "X4": 0.48819, "Y4": 0.6198, "page": 0, "Index": 174}, {"Word": "names", "Confidence": 0.994, "X1": 0.57218, "Y1": 0.6042, "X2": 0.63255, "Y2": 0.604, "X3": 0.63255, "Y3": 0.6188, "X4": 0.57218, "Y4": 0.6188, "page": 0, "Index": 175}, {"Word": "46", "Confidence": 0.998, "X1": 0.64436, "Y1": 0.6042, "X2": 0.66929, "Y2": 0.604, "X3": 0.66798, "Y3": 0.6188, "X4": 0.64436, "Y4": 0.6188, "page": 0, "Index": 176}, {"Word": "Bush", "Confidence": 0.991, "X1": 0.1168, "Y1": 0.6192, "X2": 0.16142, "Y2": 0.619, "X3": 0.16142, "Y3": 0.6328, "X4": 0.1168, "Y4": 0.6328, "page": 0, "Index": 177}, {"Word": "Administration,", "Confidence": 0.993, "X1": 0.17323, "Y1": 0.6192, "X2": 0.35827, "Y2": 0.619, "X3": 0.35827, "Y3": 0.6348, "X4": 0.17323, "Y4": 0.6328, "page": 0, "Index": 178}, {"Word": "on", "Confidence": 0.998, "X1": 0.36745, "Y1": 0.6192, "X2": 0.39108, "Y2": 0.619, "X3": 0.39108, "Y3": 0.6348, "X4": 0.36745, "Y4": 0.6348, "page": 0, "Index": 179}, {"Word": "the", "Confidence": 0.998, "X1": 0.4042, "Y1": 0.6192, "X2": 0.43963, "Y2": 0.619, "X3": 0.43963, "Y3": 0.6348, "X4": 0.40289, "Y4": 0.6348, "page": 0, "Index": 180}, {"Word": "Bush", "Confidence": 0.991, "X1": 0.45144, "Y1": 0.6192, "X2": 0.5, "Y2": 0.619, "X3": 0.5, "Y3": 0.6348, "X4": 0.45144, "Y4": 0.6348, "page": 0, "Index": 181}, {"Word": "or", "Confidence": 0.998, "X1": 0.51312, "Y1": 0.6192, "X2": 0.53675, "Y2": 0.619, "X3": 0.53543, "Y3": 0.6348, "X4": 0.51181, "Y4": 0.6348, "page": 0, "Index": 182}, {"Word": "Clinton", "Confidence": 0.995, "X1": 0.54856, "Y1": 0.6192, "X2": 0.63255, "Y2": 0.619, "X3": 0.63255, "Y3": 0.6338, "X4": 0.54724, "Y4": 0.6348, "page": 0, "Index": 183}, {"Word": "campaign", "Confidence": 0.995, "X1": 0.64436, "Y1": 0.6192, "X2": 0.74016, "Y2": 0.619, "X3": 0.74016, "Y3": 0.6328, "X4": 0.64436, "Y4": 0.6338, "page": 0, "Index": 184}, {"Word": "staffs,", "Confidence": 0.991, "X1": 0.75328, "Y1": 0.6192, "X2": 0.8399, "Y2": 0.619, "X3": 0.8399, "Y3": 0.6318, "X4": 0.75328, "Y4": 0.6328, "page": 0, "Index": 185}, {"Word": "or", "Confidence": 0.998, "X1": 0.84908, "Y1": 0.6192, "X2": 0.87402, "Y2": 0.619, "X3": 0.87402, "Y3": 0.6308, "X4": 0.84908, "Y4": 0.6318, "page": 0, "Index": 186}, {"Word": "in", "Confidence": 0.995, "X1": 0.11811, "Y1": 0.6342, "X2": 0.1378, "Y2": 0.634, "X3": 0.1378, "Y3": 0.6488, "X4": 0.1168, "Y4": 0.6488, "page": 0, "Index": 187}, {"Word": "previous", "Confidence": 0.995, "X1": 0.14961, "Y1": 0.6342, "X2": 0.24803, "Y2": 0.634, "X3": 0.24672, "Y3": 0.6488, "X4": 0.14961, "Y4": 0.6488, "page": 0, "Index": 188}, {"Word": "administrations", "Confidence": 0.994, "X1": 0.25984, "Y1": 0.6342, "X2": 0.44094, "Y2": 0.634, "X3": 0.44094, "Y3": 0.6488, "X4": 0.25984, "Y4": 0.6488, "page": 0, "Index": 189}, {"Word": "that", "Confidence": 0.991, "X1": 0.45407, "Y1": 0.6342, "X2": 0.50131, "Y2": 0.634, "X3": 0.50131, "Y3": 0.6488, "X4": 0.45276, "Y4": 0.6488, "page": 0, "Index": 190}, {"Word": "they", "Confidence": 0.958, "X1": 0.51312, "Y1": 0.6342, "X2": 0.56168, "Y2": 0.634, "X3": 0.56168, "Y3": 0.6488, "X4": 0.51312, "Y4": 0.6488, "page": 0, "Index": 191}, {"Word": "claim", "Confidence": 0.991, "X1": 0.57349, "Y1": 0.6332, "X2": 0.63255, "Y2": 0.633, "X3": 0.63123, "Y3": 0.6488, "X4": 0.57349, "Y4": 0.6488, "page": 0, "Index": 192}, {"Word": "have", "Confidence": 0.986, "X1": 0.64304, "Y1": 0.6332, "X2": 0.69423, "Y2": 0.633, "X3": 0.69291, "Y3": 0.6488, "X4": 0.64304, "Y4": 0.6488, "page": 0, "Index": 193}, {"Word": "\"strong", "Confidence": 0.949, "X1": 0.70604, "Y1": 0.6332, "X2": 0.79134, "Y2": 0.633, "X3": 0.79003, "Y3": 0.6488, "X4": 0.70472, "Y4": 0.6488, "page": 0, "Index": 194}, {"Word": "ties", "Confidence": 0.989, "X1": 0.80315, "Y1": 0.6332, "X2": 0.85171, "Y2": 0.633, "X3": 0.85039, "Y3": 0.6488, "X4": 0.80184, "Y4": 0.6488, "page": 0, "Index": 195}, {"Word": "to", "Confidence": 0.998, "X1": 0.86483, "Y1": 0.6342, "X2": 0.88714, "Y2": 0.634, "X3": 0.88714, "Y3": 0.6488, "X4": 0.86352, "Y4": 0.6488, "page": 0, "Index": 196}, {"Word": "or", "Confidence": 0.998, "X1": 0.1168, "Y1": 0.6502, "X2": 0.13911, "Y2": 0.65, "X3": 0.1378, "Y3": 0.6648, "X4": 0.11549, "Y4": 0.6648, "page": 0, "Index": 197}, {"Word": "presences", "Confidence": 0.995, "X1": 0.14829, "Y1": 0.6492, "X2": 0.25984, "Y2": 0.649, "X3": 0.25984, "Y3": 0.6638, "X4": 0.14829, "Y4": 0.6638, "page": 0, "Index": 198}, {"Word": "in\"", "Confidence": 0.958, "X1": 0.27297, "Y1": 0.6492, "X2": 0.3084, "Y2": 0.649, "X3": 0.3084, "Y3": 0.6638, "X4": 0.27297, "Y4": 0.6638, "page": 0, "Index": 199}, {"Word": "the", "Confidence": 0.998, "X1": 0.32021, "Y1": 0.6482, "X2": 0.35696, "Y2": 0.648, "X3": 0.35564, "Y3": 0.6638, "X4": 0.32021, "Y4": 0.6638, "page": 0, "Index": 200}, {"Word": "tobacco", "Confidence": 0.997, "X1": 0.36877, "Y1": 0.6482, "X2": 0.45407, "Y2": 0.648, "X3": 0.45276, "Y3": 0.6648, "X4": 0.36877, "Y4": 0.6638, "page": 0, "Index": 201}, {"Word": "industry.", "Confidence": 0.995, "X1": 0.46588, "Y1": 0.6492, "X2": 0.57349, "Y2": 0.649, "X3": 0.57349, "Y3": 0.6658, "X4": 0.46588, "Y4": 0.6648, "page": 0, "Index": 202}, {"Word": "Finally,", "Confidence": 0.975, "X1": 0.11549, "Y1": 0.6782, "X2": 0.21391, "Y2": 0.678, "X3": 0.21391, "Y3": 0.6948, "X4": 0.11417, "Y4": 0.6948, "page": 0, "Index": 203}, {"Word": "it", "Confidence": 0.998, "X1": 0.22441, "Y1": 0.6782, "X2": 0.24803, "Y2": 0.678, "X3": 0.24803, "Y3": 0.6948, "X4": 0.22441, "Y4": 0.6948, "page": 0, "Index": 204}, {"Word": "attempts", "Confidence": 0.993, "X1": 0.25853, "Y1": 0.6792, "X2": 0.35696, "Y2": 0.679, "X3": 0.35564, "Y3": 0.6958, "X4": 0.25853, "Y4": 0.6948, "page": 0, "Index": 205}, {"Word": "to", "Confidence": 0.958, "X1": 0.36745, "Y1": 0.6792, "X2": 0.39239, "Y2": 0.679, "X3": 0.39239, "Y3": 0.6958, "X4": 0.36614, "Y4": 0.6958, "page": 0, "Index": 206}, {"Word": "describe", "Confidence": 0.995, "X1": 0.40289, "Y1": 0.6782, "X2": 0.50262, "Y2": 0.678, "X3": 0.50262, "Y3": 0.6948, "X4": 0.40289, "Y4": 0.6958, "page": 0, "Index": 207}, {"Word": "current", "Confidence": 0.997, "X1": 0.51312, "Y1": 0.6782, "X2": 0.59711, "Y2": 0.678, "X3": 0.59711, "Y3": 0.6948, "X4": 0.51181, "Y4": 0.6948, "page": 0, "Index": 208}, {"Word": "Bush", "Confidence": 0.989, "X1": 0.6063, "Y1": 0.6782, "X2": 0.65748, "Y2": 0.678, "X3": 0.65617, "Y3": 0.6948, "X4": 0.6063, "Y4": 0.6948, "page": 0, "Index": 209}, {"Word": "Administration", "Confidence": 0.993, "X1": 0.66798, "Y1": 0.6782, "X2": 0.83858, "Y2": 0.678, "X3": 0.83858, "Y3": 0.6938, "X4": 0.66667, "Y4": 0.6948, "page": 0, "Index": 210}, {"Word": "policy", "Confidence": 0.994, "X1": 0.11417, "Y1": 0.6952, "X2": 0.18635, "Y2": 0.695, "X3": 0.18635, "Y3": 0.7108, "X4": 0.11417, "Y4": 0.7108, "page": 0, "Index": 211}, {"Word": "--", "Confidence": 0.955, "X1": 0.19948, "Y1": 0.6952, "X2": 0.22441, "Y2": 0.695, "X3": 0.2231, "Y3": 0.7108, "X4": 0.19948, "Y4": 0.7108, "page": 0, "Index": 212}, {"Word": "and", "Confidence": 0.998, "X1": 0.23491, "Y1": 0.6942, "X2": 0.27165, "Y2": 0.694, "X3": 0.27165, "Y3": 0.7108, "X4": 0.23491, "Y4": 0.7108, "page": 0, "Index": 213}, {"Word": "potential", "Confidence": 0.994, "X1": 0.28346, "Y1": 0.6942, "X2": 0.39239, "Y2": 0.694, "X3": 0.39239, "Y3": 0.7108, "X4": 0.28346, "Y4": 0.7108, "page": 0, "Index": 214}, {"Word": "Clinton", "Confidence": 0.995, "X1": 0.40289, "Y1": 0.6942, "X2": 0.4895, "Y2": 0.694, "X3": 0.48819, "Y3": 0.7108, "X4": 0.40289, "Y4": 0.7108, "page": 0, "Index": 215}, {"Word": "Administration", "Confidence": 0.993, "X1": 0.5, "Y1": 0.6942, "X2": 0.66929, "Y2": 0.694, "X3": 0.66929, "Y3": 0.7098, "X4": 0.5, "Y4": 0.7108, "page": 0, "Index": 216}, {"Word": "policy", "Confidence": 0.997, "X1": 0.6811, "Y1": 0.6942, "X2": 0.75328, "Y2": 0.694, "X3": 0.75328, "Y3": 0.7098, "X4": 0.67979, "Y4": 0.7098, "page": 0, "Index": 217}, {"Word": "--", "Confidence": 0.926, "X1": 0.7664, "Y1": 0.6942, "X2": 0.79134, "Y2": 0.694, "X3": 0.79134, "Y3": 0.7088, "X4": 0.76509, "Y4": 0.7098, "page": 0, "Index": 218}, {"Word": "with", "Confidence": 0.989, "X1": 0.80184, "Y1": 0.6942, "X2": 0.85039, "Y2": 0.694, "X3": 0.85039, "Y3": 0.7088, "X4": 0.80184, "Y4": 0.7088, "page": 0, "Index": 219}, {"Word": "regard", "Confidence": 0.997, "X1": 0.11549, "Y1": 0.7102, "X2": 0.18635, "Y2": 0.71, "X3": 0.18635, "Y3": 0.7258, "X4": 0.11417, "Y4": 0.7248, "page": 0, "Index": 220}, {"Word": "to", "Confidence": 0.998, "X1": 0.19948, "Y1": 0.7102, "X2": 0.2231, "Y2": 0.71, "X3": 0.2231, "Y3": 0.7258, "X4": 0.19816, "Y4": 0.7258, "page": 0, "Index": 221}, {"Word": "tobacco,", "Confidence": 0.995, "X1": 0.23622, "Y1": 0.7102, "X2": 0.33465, "Y2": 0.71, "X3": 0.33333, "Y3": 0.7258, "X4": 0.23491, "Y4": 0.7258, "page": 0, "Index": 222}, {"Word": "using", "Confidence": 0.997, "X1": 0.34252, "Y1": 0.7102, "X2": 0.40551, "Y2": 0.71, "X3": 0.4042, "Y3": 0.7258, "X4": 0.34252, "Y4": 0.7258, "page": 0, "Index": 223}, {"Word": "public", "Confidence": 0.997, "X1": 0.4147, "Y1": 0.7092, "X2": 0.4895, "Y2": 0.709, "X3": 0.48819, "Y3": 0.7258, "X4": 0.4147, "Y4": 0.7258, "page": 0, "Index": 224}, {"Word": "statements", "Confidence": 0.994, "X1": 0.50131, "Y1": 0.7092, "X2": 0.62073, "Y2": 0.709, "X3": 0.61942, "Y3": 0.7248, "X4": 0.50131, "Y4": 0.7258, "page": 0, "Index": 225}, {"Word": "from", "Confidence": 0.988, "X1": 0.63255, "Y1": 0.7092, "X2": 0.6811, "Y2": 0.709, "X3": 0.6811, "Y3": 0.7248, "X4": 0.63255, "Y4": 0.7248, "page": 0, "Index": 226}, {"Word": "the", "Confidence": 0.998, "X1": 0.69423, "Y1": 0.7092, "X2": 0.72966, "Y2": 0.709, "X3": 0.72835, "Y3": 0.7238, "X4": 0.69423, "Y4": 0.7248, "page": 0, "Index": 227}, {"Word": "Bush", "Confidence": 0.989, "X1": 0.74016, "Y1": 0.7092, "X2": 0.79003, "Y2": 0.709, "X3": 0.79003, "Y3": 0.7238, "X4": 0.74016, "Y4": 0.7238, "page": 0, "Index": 228}, {"Word": "Administration", "Confidence": 0.991, "X1": 0.11417, "Y1": 0.7242, "X2": 0.28346, "Y2": 0.724, "X3": 0.28215, "Y3": 0.7408, "X4": 0.11286, "Y4": 0.7398, "page": 0, "Index": 229}, {"Word": "and", "Confidence": 0.996, "X1": 0.29528, "Y1": 0.7242, "X2": 0.33202, "Y2": 0.724, "X3": 0.33071, "Y3": 0.7408, "X4": 0.29396, "Y4": 0.7408, "page": 0, "Index": 230}, {"Word": "quoting", "Confidence": 0.996, "X1": 0.34383, "Y1": 0.7242, "X2": 0.42913, "Y2": 0.724, "X3": 0.42782, "Y3": 0.7408, "X4": 0.34252, "Y4": 0.7408, "page": 0, "Index": 231}, {"Word": "from", "Confidence": 0.989, "X1": 0.43963, "Y1": 0.7242, "X2": 0.4895, "Y2": 0.724, "X3": 0.48819, "Y3": 0.7408, "X4": 0.43963, "Y4": 0.7408, "page": 0, "Index": 232}, {"Word": "a", "Confidence": 0.996, "X1": 0.50131, "Y1": 0.7242, "X2": 0.51312, "Y2": 0.724, "X3": 0.51181, "Y3": 0.7408, "X4": 0.5, "Y4": 0.7408, "page": 0, "Index": 233}, {"Word": "letter", "Confidence": 0.995, "X1": 0.52493, "Y1": 0.7242, "X2": 0.59711, "Y2": 0.724, "X3": 0.5958, "Y3": 0.7408, "X4": 0.52362, "Y4": 0.7408, "page": 0, "Index": 234}, {"Word": "from", "Confidence": 0.988, "X1": 0.60761, "Y1": 0.7242, "X2": 0.65748, "Y2": 0.724, "X3": 0.65617, "Y3": 0.7408, "X4": 0.6063, "Y4": 0.7408, "page": 0, "Index": 235}, {"Word": "Clinton", "Confidence": 0.995, "X1": 0.66667, "Y1": 0.7242, "X2": 0.75197, "Y2": 0.724, "X3": 0.75066, "Y3": 0.7398, "X4": 0.66535, "Y4": 0.7398, "page": 0, "Index": 236}, {"Word": "campaign", "Confidence": 0.995, "X1": 0.76378, "Y1": 0.7242, "X2": 0.86352, "Y2": 0.724, "X3": 0.8622, "Y3": 0.7388, "X4": 0.76247, "Y4": 0.7398, "page": 0, "Index": 237}, {"Word": "staff", "Confidence": 0.994, "X1": 0.11549, "Y1": 0.7402, "X2": 0.17585, "Y2": 0.74, "X3": 0.17454, "Y3": 0.7548, "X4": 0.11549, "Y4": 0.7548, "page": 0, "Index": 238}, {"Word": "to", "Confidence": 0.998, "X1": 0.18635, "Y1": 0.7402, "X2": 0.21129, "Y2": 0.74, "X3": 0.21129, "Y3": 0.7548, "X4": 0.18635, "Y4": 0.7548, "page": 0, "Index": 239}, {"Word": "Public", "Confidence": 0.996, "X1": 0.2231, "Y1": 0.7402, "X2": 0.29528, "Y2": 0.74, "X3": 0.29396, "Y3": 0.7558, "X4": 0.22178, "Y4": 0.7548, "page": 0, "Index": 240}, {"Word": "Citizen.", "Confidence": 0.995, "X1": 0.30709, "Y1": 0.7392, "X2": 0.40551, "Y2": 0.739, "X3": 0.40551, "Y3": 0.7558, "X4": 0.30709, "Y4": 0.7558, "page": 0, "Index": 241}, {"Word": "Using", "Confidence": 0.998, "X1": 0.42782, "Y1": 0.7392, "X2": 0.49081, "Y2": 0.739, "X3": 0.4895, "Y3": 0.7558, "X4": 0.42651, "Y4": 0.7558, "page": 0, "Index": 242}, {"Word": "charts", "Confidence": 0.997, "X1": 0.5, "Y1": 0.7392, "X2": 0.57218, "Y2": 0.739, "X3": 0.57218, "Y3": 0.7558, "X4": 0.5, "Y4": 0.7558, "page": 0, "Index": 243}, {"Word": "to", "Confidence": 0.998, "X1": 0.5853, "Y1": 0.7392, "X2": 0.60892, "Y2": 0.739, "X3": 0.60761, "Y3": 0.7558, "X4": 0.58399, "Y4": 0.7558, "page": 0, "Index": 244}, {"Word": "compare", "Confidence": 0.996, "X1": 0.61942, "Y1": 0.7392, "X2": 0.70472, "Y2": 0.739, "X3": 0.70341, "Y3": 0.7548, "X4": 0.61942, "Y4": 0.7558, "page": 0, "Index": 245}, {"Word": "tobacco", "Confidence": 0.993, "X1": 0.71654, "Y1": 0.7402, "X2": 0.80184, "Y2": 0.74, "X3": 0.80184, "Y3": 0.7548, "X4": 0.71654, "Y4": 0.7548, "page": 0, "Index": 246}, {"Word": "tax", "Confidence": 0.998, "X1": 0.81365, "Y1": 0.7402, "X2": 0.84908, "Y2": 0.74, "X3": 0.84908, "Y3": 0.7538, "X4": 0.81365, "Y4": 0.7548, "page": 0, "Index": 247}, {"Word": "and", "Confidence": 0.998, "X1": 0.8622, "Y1": 0.7402, "X2": 0.89895, "Y2": 0.74, "X3": 0.89895, "Y3": 0.7538, "X4": 0.86089, "Y4": 0.7538, "page": 0, "Index": 248}, {"Word": "advertising", "Confidence": 0.983, "X1": 0.11549, "Y1": 0.7552, "X2": 0.24803, "Y2": 0.755, "X3": 0.24803, "Y3": 0.7708, "X4": 0.11417, "Y4": 0.7708, "page": 0, "Index": 249}, {"Word": "restrictions", "Confidence": 0.993, "X1": 0.25984, "Y1": 0.7552, "X2": 0.4042, "Y2": 0.755, "X3": 0.4042, "Y3": 0.7708, "X4": 0.25853, "Y4": 0.7708, "page": 0, "Index": 250}, {"Word": "in", "Confidence": 0.998, "X1": 0.41732, "Y1": 0.7542, "X2": 0.43963, "Y2": 0.754, "X3": 0.43832, "Y3": 0.7708, "X4": 0.41601, "Y4": 0.7708, "page": 0, "Index": 251}, {"Word": "the", "Confidence": 0.998, "X1": 0.45276, "Y1": 0.7542, "X2": 0.4895, "Y2": 0.754, "X3": 0.4895, "Y3": 0.7698, "X4": 0.45144, "Y4": 0.7708, "page": 0, "Index": 252}, {"Word": "U.S.", "Confidence": 0.991, "X1": 0.5, "Y1": 0.7542, "X2": 0.55118, "Y2": 0.754, "X3": 0.54987, "Y3": 0.7698, "X4": 0.49869, "Y4": 0.7698, "page": 0, "Index": 253}, {"Word": "and", "Confidence": 0.998, "X1": 0.56037, "Y1": 0.7542, "X2": 0.59843, "Y2": 0.754, "X3": 0.59711, "Y3": 0.7698, "X4": 0.56037, "Y4": 0.7698, "page": 0, "Index": 254}, {"Word": "in", "Confidence": 0.998, "X1": 0.60892, "Y1": 0.7542, "X2": 0.63255, "Y2": 0.754, "X3": 0.63255, "Y3": 0.7698, "X4": 0.60761, "Y4": 0.7698, "page": 0, "Index": 255}, {"Word": "other", "Confidence": 0.998, "X1": 0.64304, "Y1": 0.7542, "X2": 0.70472, "Y2": 0.754, "X3": 0.70341, "Y3": 0.7698, "X4": 0.64304, "Y4": 0.7698, "page": 0, "Index": 256}, {"Word": "countries,", "Confidence": 0.995, "X1": 0.71522, "Y1": 0.7552, "X2": 0.84121, "Y2": 0.755, "X3": 0.8399, "Y3": 0.7698, "X4": 0.71522, "Y4": 0.7698, "page": 0, "Index": 257}, {"Word": "the", "Confidence": 0.998, "X1": 0.85039, "Y1": 0.7552, "X2": 0.88714, "Y2": 0.755, "X3": 0.88714, "Y3": 0.7688, "X4": 0.85039, "Y4": 0.7698, "page": 0, "Index": 258}, {"Word": "report", "Confidence": 0.997, "X1": 0.11549, "Y1": 0.7712, "X2": 0.18635, "Y2": 0.771, "X3": 0.18635, "Y3": 0.7858, "X4": 0.11417, "Y4": 0.7858, "page": 0, "Index": 259}, {"Word": "suggests", "Confidence": 0.994, "X1": 0.19816, "Y1": 0.7702, "X2": 0.29528, "Y2": 0.77, "X3": 0.29528, "Y3": 0.7858, "X4": 0.19685, "Y4": 0.7858, "page": 0, "Index": 260}, {"Word": "that", "Confidence": 0.989, "X1": 0.30709, "Y1": 0.7702, "X2": 0.35564, "Y2": 0.77, "X3": 0.35433, "Y3": 0.7858, "X4": 0.30709, "Y4": 0.7858, "page": 0, "Index": 261}, {"Word": "\"the", "Confidence": 0.981, "X1": 0.36745, "Y1": 0.7702, "X2": 0.41601, "Y2": 0.77, "X3": 0.41601, "Y3": 0.7858, "X4": 0.36745, "Y4": 0.7858, "page": 0, "Index": 262}, {"Word": "lack", "Confidence": 0.987, "X1": 0.42782, "Y1": 0.7692, "X2": 0.47638, "Y2": 0.769, "X3": 0.47638, "Y3": 0.7858, "X4": 0.42651, "Y4": 0.7858, "page": 0, "Index": 263}, {"Word": "of", "Confidence": 0.998, "X1": 0.48819, "Y1": 0.7692, "X2": 0.51444, "Y2": 0.769, "X3": 0.51444, "Y3": 0.7858, "X4": 0.48819, "Y4": 0.7858, "page": 0, "Index": 264}, {"Word": "tobacco", "Confidence": 0.996, "X1": 0.52362, "Y1": 0.7692, "X2": 0.60892, "Y2": 0.769, "X3": 0.60761, "Y3": 0.7858, "X4": 0.52362, "Y4": 0.7858, "page": 0, "Index": 265}, {"Word": "control", "Confidence": 0.991, "X1": 0.61942, "Y1": 0.7692, "X2": 0.70472, "Y2": 0.769, "X3": 0.70472, "Y3": 0.7858, "X4": 0.61942, "Y4": 0.7858, "page": 0, "Index": 266}, {"Word": "initiatives", "Confidence": 0.994, "X1": 0.71654, "Y1": 0.7692, "X2": 0.85039, "Y2": 0.769, "X3": 0.85039, "Y3": 0.7858, "X4": 0.71654, "Y4": 0.7858, "page": 0, "Index": 267}, {"Word": "at", "Confidence": 0.998, "X1": 0.8622, "Y1": 0.7692, "X2": 0.88583, "Y2": 0.769, "X3": 0.88583, "Y3": 0.7858, "X4": 0.86089, "Y4": 0.7858, "page": 0, "Index": 268}, {"Word": "the", "Confidence": 0.998, "X1": 0.11549, "Y1": 0.7862, "X2": 0.15092, "Y2": 0.786, "X3": 0.14961, "Y3": 0.8008, "X4": 0.11549, "Y4": 0.8008, "page": 0, "Index": 269}, {"Word": "executive", "Confidence": 0.994, "X1": 0.16142, "Y1": 0.7862, "X2": 0.27165, "Y2": 0.786, "X3": 0.27165, "Y3": 0.8008, "X4": 0.1601, "Y4": 0.8008, "page": 0, "Index": 270}, {"Word": "level\"", "Confidence": 0.854, "X1": 0.28346, "Y1": 0.7862, "X2": 0.35564, "Y2": 0.786, "X3": 0.35564, "Y3": 0.8008, "X4": 0.28215, "Y4": 0.8008, "page": 0, "Index": 271}, {"Word": "means", "Confidence": 0.997, "X1": 0.36614, "Y1": 0.7852, "X2": 0.42782, "Y2": 0.785, "X3": 0.42782, "Y3": 0.8018, "X4": 0.36614, "Y4": 0.8018, "page": 0, "Index": 272}, {"Word": "that", "Confidence": 0.991, "X1": 0.43963, "Y1": 0.7852, "X2": 0.4895, "Y2": 0.785, "X3": 0.4895, "Y3": 0.8018, "X4": 0.43963, "Y4": 0.8018, "page": 0, "Index": 273}, {"Word": "\"the", "Confidence": 0.934, "X1": 0.50131, "Y1": 0.7852, "X2": 0.54856, "Y2": 0.785, "X3": 0.54856, "Y3": 0.8018, "X4": 0.50131, "Y4": 0.8018, "page": 0, "Index": 274}, {"Word": "tobacco", "Confidence": 0.996, "X1": 0.56037, "Y1": 0.7852, "X2": 0.64436, "Y2": 0.785, "X3": 0.64436, "Y3": 0.8018, "X4": 0.56037, "Y4": 0.8018, "page": 0, "Index": 275}, {"Word": "industry", "Confidence": 0.996, "X1": 0.65617, "Y1": 0.7852, "X2": 0.75328, "Y2": 0.785, "X3": 0.75328, "Y3": 0.8018, "X4": 0.65617, "Y4": 0.8018, "page": 0, "Index": 276}, {"Word": "gets", "Confidence": 0.988, "X1": 0.76378, "Y1": 0.7852, "X2": 0.81365, "Y2": 0.785, "X3": 0.81365, "Y3": 0.8018, "X4": 0.76378, "Y4": 0.8018, "page": 0, "Index": 277}, {"Word": "its", "Confidence": 0.998, "X1": 0.82677, "Y1": 0.7852, "X2": 0.86352, "Y2": 0.785, "X3": 0.86352, "Y3": 0.8028, "X4": 0.82677, "Y4": 0.8028, "page": 0, "Index": 278}, {"Word": "money's", "Confidence": 0.992, "X1": 0.11417, "Y1": 0.8012, "X2": 0.19816, "Y2": 0.801, "X3": 0.19816, "Y3": 0.8168, "X4": 0.11286, "Y4": 0.8178, "page": 0, "Index": 279}, {"Word": "worth.\"", "Confidence": 0.887, "X1": 0.20997, "Y1": 0.8002, "X2": 0.29659, "Y2": 0.8, "X3": 0.29528, "Y3": 0.8158, "X4": 0.20997, "Y4": 0.8168, "page": 0, "Index": 280}, {"Word": "Enclosures", "Confidence": 0.994, "X1": 0.11286, "Y1": 0.8322, "X2": 0.23491, "Y2": 0.832, "X3": 0.23491, "Y3": 0.8468, "X4": 0.11155, "Y4": 0.8468, "page": 0, "Index": 281}, {"Word": "SDC:", "Confidence": 0.991, "X1": 0.11417, "Y1": 0.8632, "X2": 0.15879, "Y2": 0.863, "X3": 0.15879, "Y3": 0.8768, "X4": 0.11417, "Y4": 0.8768, "page": 0, "Index": 282}, {"Word": "Sms", "Confidence": 0.97, "X1": 0.16273, "Y1": 0.8632, "X2": 0.19816, "Y2": 0.863, "X3": 0.19816, "Y3": 0.8768, "X4": 0.16273, "Y4": 0.8768, "page": 0, "Index": 283}, {"Word": "CC:", "Confidence": 0.956, "X1": 0.11417, "Y1": 0.8922, "X2": 0.15223, "Y2": 0.892, "X3": 0.15092, "Y3": 0.9078, "X4": 0.11286, "Y4": 0.9078, "page": 0, "Index": 284}, {"Word": "The", "Confidence": 0.998, "X1": 0.17323, "Y1": 0.8922, "X2": 0.21129, "Y2": 0.892, "X3": 0.20997, "Y3": 0.9078, "X4": 0.17323, "Y4": 0.9078, "page": 0, "Index": 285}, {"Word": "Members", "Confidence": 0.991, "X1": 0.22047, "Y1": 0.8912, "X2": 0.3084, "Y2": 0.891, "X3": 0.3084, "Y3": 0.9068, "X4": 0.21916, "Y4": 0.9078, "page": 0, "Index": 286}, {"Word": "of", "Confidence": 0.998, "X1": 0.3189, "Y1": 0.8912, "X2": 0.34383, "Y2": 0.891, "X3": 0.34252, "Y3": 0.9068, "X4": 0.31759, "Y4": 0.9068, "page": 0, "Index": 287}, {"Word": "the", "Confidence": 0.998, "X1": 0.35564, "Y1": 0.8912, "X2": 0.3937, "Y2": 0.891, "X3": 0.39239, "Y3": 0.9078, "X4": 0.35433, "Y4": 0.9068, "page": 0, "Index": 288}, {"Word": "Management", "Confidence": 0.97, "X1": 0.40026, "Y1": 0.8912, "X2": 0.52625, "Y2": 0.891, "X3": 0.52493, "Y3": 0.9078, "X4": 0.40026, "Y4": 0.9078, "page": 0, "Index": 289}, {"Word": "Committee", "Confidence": 0.991, "X1": 0.53675, "Y1": 0.8922, "X2": 0.64436, "Y2": 0.892, "X3": 0.64436, "Y3": 0.9088, "X4": 0.53543, "Y4": 0.9078, "page": 0, "Index": 290}, {"Word": "TI", "Confidence": 0.968, "X1": 0.17454, "Y1": 0.9072, "X2": 0.19816, "Y2": 0.907, "X3": 0.19816, "Y3": 0.9218, "X4": 0.17323, "Y4": 0.9218, "page": 0, "Index": 291}, {"Word": "Senior", "Confidence": 0.997, "X1": 0.20997, "Y1": 0.9072, "X2": 0.28215, "Y2": 0.907, "X3": 0.28215, "Y3": 0.9228, "X4": 0.20866, "Y4": 0.9218, "page": 0, "Index": 292}, {"Word": "Staff", "Confidence": 0.995, "X1": 0.29396, "Y1": 0.9072, "X2": 0.35564, "Y2": 0.907, "X3": 0.35564, "Y3": 0.9228, "X4": 0.29265, "Y4": 0.9228, "page": 0, "Index": 293}, {"Word": "TI5070126", "Confidence": 0.722, "X1": 0.88976, "Y1": 0.9772, "X2": 0.99475, "Y2": 0.977, "X3": 0.99475, "Y3": 0.9928, "X4": 0.88976, "Y4": 0.9918, "page": 0, "Index": 294}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAvoDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACs/VrO9vrVY7HUpNPlDAmVI1ckemGBFaFFAENtHJDaxRzTNNKqgNKwALnucDgVNRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRXkXxc1m803W9Jg0rV7iyvCrTSr5h8oxr2KgE5J4oA9dorhYvGF7ean4c+xvaNY6zauwLhg6SqufxGQRisu1+ImsyWNvamzsZNXn1WTTUfeyQfIMlieT+FAHp1FeX/wDCe+Jo5ddjnsNL/wCJLJCs5jmdhIHbqvHHB71vXPirU7LxReadLaW88C6a9/biFj5rY/hYHjk+lAHZUmQa8t8O/ErWNa1uztJbfSIEut22FrhxMhA4BDKMn6ZqLwNeeMrrXvEW59NaOPUttwkssh2fL0j46Y9aAPWKKK88+JUdxbWzaiPEl9YhYTHaWNkAHnnPT1LDpxigD0OivKvEPiPxHa6B4U0iRLgaxqwxdNZ7RIAq5YKWO0E+vaur8C31rd6ZdRwTai81vcNFcJqEokkjcdRkcY+lAHVUUgII4OaRwWRgpwSOD6UAOorzTwPJqll8Q/Emi3+tXd/HbwwyR/aQBy2SSuOg5xXKaj4m17Q7uK8vrnWzrJ1MRyWixH7H5JbCqCRjlcEEE0Ae7UV4p4717XdP1nWbm6l1m0jggR9LSyjJhfoWMjYx7EGuh8QXMl54d0vX9S8Q3ulRNZg/YrPh5pmAxg9Tz2xQB6VRXO+B21d/B2nNrhJvzH8+772M8bv9rGM10VABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFc3ceDbGfxDNrf2u/S6lhaBgs52bSOynpjqMV0lFAHEW/wu0KHSLfTzNqDi2meaGc3TLIjN97DLjg+lRyfDXRNO0C7tLKwlvi8ouEgubxwPN/vBuSpOeSOtd3RQB5r4R+HP2Sw8QQaxaw29vq7IDaW9w8mxVHXe3JJPNasPwx0SDUGvRc6m8zQG2cyXjtujIxtOT0FdrRQByWn/D3SbDUbO++06jcSWbbrdbi7eRYzjHAJp1/8P9Gv9Qur0yX8D3bq86W928aSMOhKg4zXV0UARxRrDCkS7tqKFG4knA9Setc/rfgrTNe1eHU7qa+juoYzFG1vcvHtU9cAHvXSUUAc5c+C9IutFsdMdbhY7Eg28yTMssZxjIcHPPenf8I9/ZHhm+sPD+I7uZHZJbh2YtIw+8zHkmuhooAwPB2hSeHPDFpp88zTXKrvnkZy26Q8scmt11DoVJIyMZBwadRQBx2n/Dyw03X21mLVNYe5bbuEl4zKwXopz1HPQ1e/4QvS31ddSunvLyWOUyxR3Nw0kcTHuqE4GO1dHRQBgat4R03W75bnUGupowVJtTcMIGI6ZTODVTXvAGi+ItTttQvTeLPaqFg8m4aNY8d1AOAa6qigDL0LQrTw7pi6fZNM0KuzjzpTI2T15PNalFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWTe+JNH07V7bSbvUIYb66GYYXOC/wBPyrWrw3432F1rniXQrLT1njuIdxa4ETbYycbcsPf8qAPSZviL4Rt1naXXLVRBL5MmSflf0psPxI8IXENxNFrtsyW6h5Tk/KpOM9PU14DbadNp3w913R7u3uG1JtTikjmS2Zw4HVgSBx9a15LKB/D3iKNrXUr7VJbBUGoSQsgl+YYQR9iPWgD3hPFehPf2diupQG5vIfPgjB5dME7vpgGodO8beGtX1B7Cw1i1nukBJjV+SB1x6/hXz1oXhjWNN1N4PPnme80iWG1m8lv9HyMhST90n5h7Z967LyF1e58GW2j6PPpk+kzL9tuJoViUKFG4bgfmyc/nQB6pb+NvDF3dpa2+vafJcO2xY1nUsW9MZ60h8beGhrY0b+2bX+0S+wQb+d3p9favAp4mbV9YuYIPL0j+21uJljs2W5jjB+V4ycfKccgU7xlanxL4n1HxJpFqLa2sRE0E77omnIOWYLtyxPTtQB9BT+K9BttSk02bVbVLyJGkkhLjcqgZJI7cVkn4oeCljVz4htNrEgYJPT8K8f8AE12vi/xvpmq6VNNZ3kNgp3S2zAfaByI3OMc+vSmaXJ5Hhzwrd3Omv50etTXV4kdsX2Rc7uMdPQe1AHuM3jfwzBpEeqyazaCxkk8pZ1fKlvTjvVU/ErwaryKfEVjmNdzfvO3t6/hXjt9otpq2i+Mb/QrOePRrlraW0tTHtMjBvnaNDyBgnpU2ofYLq78T6zb6VNFYNo0VrAZbfaxlwAQF6k8daAPa/wDhMPD26wH9sWmb8Ztf3g/e/StyvljwVp994f8AG/he61N5L2yKHyRHE7eQG9QR8vNfU9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUgzk5x7UtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWPqXhXQtYuvtWoaZb3M+0LvkXJwO1bFFAHN/wDCAeFP+gFZf9+6P+EA8Kf9AKz/AO/ddJRQBzf/AAgHhT/oBWf/AH7pr/D7wo6Mh0O0wRg4TBrpqKAOOk+F3g+UgyaPGxAxku3T86lT4aeD44WiGh2xVuuQSfzrrKKAOYX4eeElYkaDZ8gD7npTv+EA8KAEDQrMZBHCYrpaKAOZj+H3hOONUXQrTCgAZTtTv+Ff+EyMHQbLH/XOukooA52PwJ4XidXj0S0VlIYEJ0I6GuhAwMClooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArkfFPjqPwxqkVk2mXN4WtXu3aEqNiKcEnJFddXM+NdMu9R8P3cOmadBdX9xA1sJHdUMasOTuI6e1AGN/wtOyXT5Z5dIv45w0Sw22FZ5jIMrtwfT1ra8PeLo9av7nTbrT7nTNSt0EjW1zjLIf4lI4IzXOjwhrNx4e0G5W1s7TX9KkRmDvuScINuCyjuOnpWnoeg6zP4wm8T61HbWsptfssVpbymTC5ySzEAZ+lAHQ6Tr+ma492unXSTm0mMM+3+Bx2rTrnPCul32nHU3vrLTbU3F00kf2FSN69i+erfSujoAKKKKACuX8S+M4vDt6lr/Zt1eym2kunEG35I0xknJHrXUVzvi+xubrRLtNN0yK71C5ge1V2ZUKKwPJY84z2FAHMXPxZji0s366NcQxxm3eT7TIq4hmJCuMZz06V12ieLdD8Q288+majDOlv/AK3Bxs9znt71xt/4W1e7+HtjpI0WEajbm1RyZk/eLEQeW9OCAPeobrwPrGoeKNemitotNstT0xbRJY3XMbgDJKjseRQB22l+MfD2tX8ljp2q21xcx5zGjcnHp6/hW4TgE4z7V434a+Gms6fqulyXUDY09wRK9+NhA4yqqgb8Ca9kJwCQM+1AHnk3xe0i0i1tr2xvLaXSXSOWKTbukZjgBefxrfTxvo8Gm2l3q1xHpT3Sho4LqRQ+D0OAe9eV658NdT1+81/VpdCuIr6SZ5LZPtEZW4DKFUMN2BtILVqXPgTxJcXUV/LaGVprCG3khWeFXhKKVYbmRgQc54oA9HvPGnhrTpUju9bsoXdQ6h5QMqehFYOufEzT9Lk0y6tTbXukXdwbaa8iuBiF/celcNqHw31uTS7Kws9BU/Z7SeBTc3UcgUuwKnOByOeg4zT7n4feI5rGKyi0G0RE1CO8KPOnlMFUAqQO5I9KAPW7DxPoep2c93Zaraz29vnzZEkBCfX0qtYeNPDup2V5d2WqQzQ2alpyp5RR1OOuK4PU/h9rGuWmuzxafY6NLd20cENpbyAq+xwxZioxk4wOKk8NeD9dsfEcerXenyhYLWSB45L2NvOBXhQqIARn+8aAOxsviD4Uv3tI7fW7RpLskQoXwzEHGMHpzVo+MvDg1L+zv7as/thYIIhKNxY9vrXF+AfCL6O09tq3hKATPcy3KX7NFJjJyq9dwIHoMVy9h4H8VWdyjWOiG2kF4JVFwbeWBF3ZLBv9ZnFAHvNZOr+JtE0F4k1XU7a0aU4RZZACa1E3bF343Y5x0zXnGv8Ah3UIfHN1rY8O22v2l3aLCscjoGt2XPQPxg+3NAHR+KPG+j+F/Dw1iedJ4pMCBInGZif7p6Ung3xTN4qsJrmSwW1Eb7VKTrKrg88FT19a4648J6va/DW20Q6FFe3ct0bgxROmy2BkD7QXI7ZXiu/8OLt05h/YQ0f5yPIHl88D5vkOKAH+I9etPDOg3Wq3rgRQISATje2OFHua5Oz+Kulan4YudQ00x3OoWtr9pmtMlQoHUbiMV2GvaYms6Ffac6o32iF0XeMgEggH8682sNJ8VJ4KuvDw8I2VoBZPA88c6A3DYwpAHr1OTQB3Hhvxrovia3t/sV9btdywCZ7USAugPUEe1XI/E+hy6u+lR6ratfp96ASDcD6Yry/Q/CGuaTceD2t/Dq28llDJHqE6vGCd4I5IOWxnNYkPw38TRRJBNp93Jcx3YkE8UtuqHD7t3mf6ygD6Crj9Y8dNpPiT+xF0HULmcxeckkZQIydCckjoeK65QQoB64ryzx3oGpaz40t71vD9/eaba2hh3WtykbuxYMCAWGQO4NAHW6d490W8trF7qcWFxeu0cNtcMA7MpwQMdeatR+M/Dsq3zpq9ttseLk78CI5xg/jXn2uaH4p8QeHNN05/D8drefai5vo2jV7NM8FcNy2OuKot4L8RXvgGTQv7Ha3ubS9E7TecmdRAc8sTnDd/myKAPVNK8U6HrdvPPp2p208UAzKyOPkHqfQVUsfHvhbUZJ0ttbtHaHO7L44AySM9R7ivO9O8A65dnXS9jcWLX2ntaxyXF1ETnggFY1AweRmtfStB1LUb7S49S8D2FgbGGSNrrz0ZSCm35UXrk/3unNAHbReLdAnNiItVtn+3ki12uD5pHXH0rET4qeFDrl5pcuqQRG2KqJnkGyRjwQvuD1rhNE8MeK9G0/QdOPhnzm0zU3uXuftEWDGxPCc5HBzj2rev/Dl7pvjrVtTtvBdrqtnd28fk8wqElHXIbpk9SKAOn8VeLjok+l21l9jnub2ZR5U04jJjPVlz16itW48T6Laa1Ho8+owJqMoBS3LfM34VxPj2HXdX0WztLfwpJJcRyQTGWOSIhCrAsi5Oe2M4xU/i7Std1e10zxLpGki18QadKwW2nKM0kbDaw3A47569qAOni8aeHJtPnv01m0+ywSeXLKZAAren1rR0vWNP1uzF3pt5FdQE43xNkZrzDX/hxqcXhXw/BpQM1xYTNcXkIKBp5HHzMC4K5BJxntW38OfDV/ol/qt3eWN1b/awh3XFxGxdhnnZGAq9ue9AHd3l5BYWc13dSCOCFC8jnoAK4/TfiXYahqFlbnS9Tt4L6XyrS6ngKxzHGeD2H1rc8W6K3iLwrqOkpJ5b3MJRWJOAeoz7VzlsfEV5Y6dpVx4WS3a3jEbXss8bLCQu3fGASc/lQB0cfi7w/NqsmmR6vaPexgloRICwx1qqnxA8JSFQniCwJYgBfOGSScfzrz+38IazJpuiaWfC0VldWF0ss2qxyxkuEJJIwdxL9MHjmuek8BeJmvNSmPhVWW5kvGj+aD5RKF2d+NpBPHrxQB69N8RPCFvJJHN4gsUeMkOrSgEEdaZ4p8Z22h6fp81q8M8t/NGkAZsK6seSG6dDXmkng7xBd3l1c3XhAO8kkboS8JPEJRs/N03YNbWo6N4lk+G2j+HY9BuJLqDynlkWeMBCj5K8t6UAdh4x8faV4LfT01BiWu5QmF6ovdz7CodW+Jfh/TvCTeIoLn7Xa+YIkEYwWf8Au89OOaz/ABhpmseItD0i9g0I/brG+jneynkj3Oi9RuyV5+tGs6XrnifwHrGnz+H7XTZWAazt1mVmYg5+bA2qTjHU9aAOm0bxdoWv6dLf6fqMMkEIzM2ceX/vZ6U/SfFWha75v9mara3RiBMgjkBKgdz7VxOp6Z4g8QeD9T0qHwvFok0sUb7lmjPnurAlcL6gdTWLp/gbX5Ly7kjsZ7GaXTZbVZpDbxqC2P4YuW+p6ZoA9QsPFWg6pqMmn2Oq2s91H96KOQE1s14z4b8Fa/Z6toLXWm3H/EsYfvHe3jQDGCdyAu30NezUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRXL+LvEV9pEum6fpVrFPqOpStFCZ2KxphSSzY5PTpVVdL8d3HM3iLT7YFMFbey3EN65YmgDsqK4iPwZr7KpuPHOqlgPm8tI1B/SnN4c8XWIElj4wkuCoyY721Rw3tlcGgDtaK5XwD4qk8V+Hzc3MYivreZre5jAwA6nqB6GuqoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArh/iT4i1Twvp1hfWN1bwQSXSwTmaIvgNn5hj0xXcVyvjXwpeeKorCO21QWS2lwLggwCQOy/dzz060AcNqHjnxXaaB/bEV/Yvp73EKRXclqVV1fhjjttNXLX4k6nDFrI/wBE1iK1iQ21/bApE0rHaI298nNdR4m8EnX/AA/b6VDfR2SRSLMdluCryKc5xngZ7VWk+HNvJ9oiW+eGyvVU3trDGFR5B/y0T+42cdKAMjUPFHi7w+Rp+sTaeb28s5bi1mhiJVJI13NGw75GcGsDRvi1ruva54b0e2igguLoEX7ywnCsMnA9MqAf+BV2s/w7a8Mk17rt1dXi27W1tNLGD5EbDDYA6sRxmo1+G3ktossGsMlxpj+YZvs67p22hBv57INtAG+nii2bxe/hsWt2blIRM03lHysH/arernk0HUV8ZSa02tSmyaERjT/LGwHA+bPX3/GuhoAK4zx74m1Dw+dKhsvJgS9nMc17cIWjtwBnkD1rs65vxD4e1DVdRtLyw1YWht43RoJIBLFLuxyykjpg/nQBh+HfGOqjw3qWqaybS/jguNlvJpzAiVDgAkE8fjVi0+J2k3ujanqENtcl9Mwbq3ABdVP8Q7EVTPwqtH0S6tGv2F3dXi3skkcQWIyL0Hljjb7ZqFfhheRjXCmuRK2sW6wzKlkqKpHdQDxxQBbsvirp9/di2j0rUkd9yxmWMKGYLuC59SKt2vxFsZ9N0O9ksLyKLVpfJRtuVjfdgBj9RWXafDC6gvra6k14yNbzLMqi2ABITYQeehWi6+Gl+0VjaWniDybDTrv7XZwNbBirbs4Zs8jk0AamqfEvR9Lv7q2eC8mjszturiKPKRHGcE554NUfHGva5os+jaxpmoQPpV3dwW7WrQglw5OWDfSodR+FgutSvbqG8tQt7J5sqz2pkIcgBtp3AYOM4Iq74h8D6prcNhZx63BDZWMkMsMRtMnfGMAk7ume1AHdA5APrXIeP9b1jRLLTX0iS3jkub1LZzOm4APwCK6bT4ruGxijvbhLi5UYeVE2Bj9MnFYnjLwzceJ7C0gtr8WUltcpcrIY9+SvQYyKAKnhrXNcPiK+8P8AiGGA3MMX2i3urcYSaPOOnYgkV2Fcxo/hm9tNSvdV1PVTeajcReQkixCNIU64Vcnvg1a8LaLqOh6a9tqWszarK0hdZpUClQf4eKANtmCIzMcADJrzJvGfjTU7T+3tC0a0n0XzTGkLOTPIobaXwOnfivTWUOhVhlSMEe1cTpfgrWNChbT9K8RmDSvOMiRNbBpI1JyVD5/pQBgaR8UbixvNbt9ft7m4SxvfKM9tbfJAhxjefqa1/iNr89ja6V9nur+xt5riNnvbaPcuCcBD9c1DJ8Nr5rHxHapraKutziWQm3yU9QOfap/EPgTW/EOj2mlzeIIY7a38pvktPmLoeDnd7DigCz8TdV1zQPCkus6NewwfZCGljkiD+aCQAPbrVyfxlbaV4V0jU9RSWW5v4ohFBbpueWRlBwoqp4j8I654l8NHRrvXbcJKCLh1tOX5BXHzcYxUd74F1G/0PS7aTWxFf6VOstncw24VVULt2lc88Z70AKnxN0yOPUG1Gw1DT2sYlklS4hwSWOFVfUmi3+JFvci4gOj6nb6gtubiC0miw86DunY0y/8AAF7rllexa14hnuJbgJ5fkwrHHCyHKsF5J59TVvSvB17HrEGqa3rJ1C5tbdre32QiJVVhhieTk0AU/BHjy88RWtuL/Q762Lq7NdtFiH5Se/bgfnU1p8T9Du9RjgC3MdrNL5EN66YikkyRgH6jrSaT4P13S7ZNNHiJJNKWRiYTajeY2JJTdn364rGs/hIbAwRQX1kYIJA0bPZFpAAcjnfjPvigD1CiuQuT4iuviRawwma30C1tDJM4X5biUnAXPt14rr6AMDxS+uJpzSaDd2cE8KtJKLlC+VAzgAdK5Hw94+1aH4fr4q1+3+2QzMSEsYsGFASCWz9K3tb8J6ne+IJ9U03WhafaLT7LLFJB5ilfUcjB5qvceAZE+H8XhLTdS8iDYY5ppIt7OpyTgZGOTQBc8P8Ajq08SX8cFnpupJBLGZIrqaArG4HXmurrD8O6Zq2lW32bUNSgu4o41jhEdv5RQAY55OaZ4d0XVdIm1BtQ1uTUo7iYyQpJGF8kHPyg9x0oA36KQnHWuMn+JGmNfyWOk2OoaxPEDv8AsUBZVI7FjxmgDa1/w3a6+LV5ZZre6tJPMt7iBtrxtjHHrxWHH4c8ZWl0Xt/GCzxH+C6tFP8AKn23iTxdqCB7bwe1spJ5vbpUOPoMmrUMnjebLSW+i24PRfOkcrz3wuDQBVlHxBsVZom0fUxu4QhoWxj16U59X8cIgb/hGbJsLllW+GSfarH2fxqZRnUNHVOM4hcn3pptfHOTjUdGx2zA9AGTH4v1rRnZ9T8D3VvbyEvJLYssuD3LAc10Wn+M/D+p6RHqcOpwJbudv71wjK390g8g1Sll8cWqAra6Pf4HzBZXiJ/MY/WuCvfDt5pvjhPE2q+D0msZYWSa2sSLgLIej7MDntQB7LFLHNGskTq6NyGU5B/GpK8i0hfFGm69eaj4c8PXaaDLCqLp13J5TLIerxq3QcDI96jRviZb6H/Yb2M8uq/aRcQ6ksyGIpu3FHPb0oA9horzi4v/AIj2uq2mqyaRBLp4jMdxpltOHkz/AHwTgE+1aU3jfVz5aWngnWpJHx/rFWNV+pJoA7WiuIk8R+NoWZ38Fq8PYRXyF/y6V0eg6hf6npq3OoaXJp0xYjyJHDMAO5xQBqUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRWJq134igulXStLsrqArktNdGNgfTAU0AbdFcp/afjX/oXtN/8GDf/ABuj+0/Gv/Qvab/4MG/+N0AdXRXKf2n42z/yL2mY/wCwg3/xuoJtU8epIHj8O6U0QHzIL9t5PsdgFAHZUVx7a340MMZTwpa+ZtJdW1EYB9B8lJHrPjhyobwtYJnqW1E8fklAHY0Vya6p41O7PhzTRg451E8+/wDq6BqfjbHPh7TM+2oN/wDG6AOsork31TxsoyPDmmtz0Gon/wCN0v8AafjX/oXtN/8ABg3/AMboA6uiuU/tPxr/ANC9pv8A4MG/+N02TXfF0alR4RikkAPzLqC7CfbK5oA62iuIXxD46/i8GW/XtqS9P++aVfEHjlnI/wCEOtlHYnUh+vy0AdtRXErr3jsuFPg+0AI6nUhgf+O1Z/tTxtuA/wCEb07kZz/aJ49vuUAdbRXJnVPGwz/xTmmnH/URPP8A5DpkmreN0ZAvhnT3DHBI1E/L7nKUAdfRXHrrvjKNv3/hGB1JKjydRBI9zlRxTR4n8VMrEeCJwRnhr+PnH4UAdlRXCf8ACTeOiQV8DxhD2bUV3D9KWbxL46SQiPwREydQf7RX/wCJoA7qiuE/4STx7vC/8IRByM5/tJcD/wAdqQa/48KknwbagjoP7SHP/jtAHb0VxUeu+OnKBvCNmm44JbUh8vucJUw1fxvlwfDGn4U8H+0T830+SgDr6K5FfEfikg58GSAgf8/8fP04obxF4qIwngxtxBILX6Y/HigDrqK5GTxD4sHEfg3JP97UEx/6DUUniHxoIU8vwZGZT97dqK7R/wCO0AdnRXCjxF49Ziv/AAhVuMdzqS4P/jtPXX/HZkCnwdaAE43HUhgf+O0AdvRXEf2/473MP+ENtOOh/tIc/wDjtWYte8Xqp8/wjGWzx5WoLjH4rQB11RRQQwKVhiSMEliEUDJPU8Vyo8S+KCSP+EKmGG2838fPv06U5vEfigbv+KMkOP8Ap/j5/SgDraK4w+JfFwjI/wCEKbzNuR/xME2/Q8VXXxH49bP/ABRNuMeupL/8TQB3dFcMPEXj05/4oq24/wCokv8A8TUi6746MTufCFmpXoh1IZb6fJigDtaK5NdW8ZhQ8nhqwK4yUTUTu+gymM02TxD4r8omPwaS/YNqCf4UAddRXEHxH42dFMfgqNTg7hJqKj5vbC9Kb/wkPjz/AKEu2/8ABkP/AImgDuaK4Y+IfHpHHgy1z76kP/iac2v+PFYgeDrRsdxqQwf/AB2gDt6K46PV/HEg58MafEcA/PqJP4cJUh1PxvvXHh7TNvOf+Jg3/wARQB1tFcW+veOE3KPB9s7A4BXUhtI9eVzUX/CQ+PP+hLtv/BkP/iaAO5orhv8AhIfHn/Ql23/gyH/xNOTX/HbEg+DbVeCedSH/AMTQB29FchFq3jeQAt4Z0+PIBw2onj24SpP7T8a/9C9pn/gwb/43QB1dFcYNR+IXzZ0LRfu/L/pr/e9/l6VD/a/xEg+aXw1pNwD0WC+ZSPruWgDuaK4f/hIfHv8A0Jdt/wCDIf8AxNSrrfjliAfCdkvGcnUf0+5QB2dFcamseOWcA+FrBVJIydRPGO5+TvST6j8QD/qNB0Zef475zx+CCgDs6K4b+0PiT/0BNB/8C5P/AImj+0PiT/0BNB/8C5P/AImgDuaK4b+0fiSOToehEDsLyTJ/8dp76947QgDwfaPkA5GpDj2+7QB21FchFq/jeTfu8MafHg4G7UTz78JVZ9S+I5f93oOiBT0DXjkj6/LQB3FFcG+p/EpWAHh/RGz3F4/H6U7+0viVjP8AYWhdcY+1yf8AxNAHdUVww1H4lEZ/sPQR7G7k/wDianluviEiKU0zQHYjkfaJBg/lQB2VFcN/bXxBg+WXwrptweoaDUCoHt8y0v8AwkHjwAH/AIQy157f2kP/AImgDuKK4f8A4SHx5/0Jlr/4Mh/8TVmHV/G8u7f4YsIsH+LUTz+SUAdfRTELFFLgBiOQDnBp9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTWdFOGZQfc0AOoqB7y2SWOJ7iJZJDhFLjLfT1qegAooooAKKYJEJwHUn0Bp9ABRUMd1bzTSQxTxvJH99FYEr9R2pLm8trMKbm4ihDHC+Y4XJ9s0AT0U0soQuSNoGc9sVX0/ULTVLNLuxuI7i3fIWSM5BwcGgC1RRRQAUUhYAgEgZ6VXu9QtLEwi6uI4TPII4t7Y3segHvQBZopjSIjKrOAzcKCeT9KZc3MNnbS3NxIscMSl3duigdTQBNRUFpdwX9nFd2sqywSqHjkU8MD3qegAooooAKKKb5iZI3rx15oAdRSAhhkEEe1LQAUVHNNFbxNLNIkcajLM5wB+NJDPDcwrNBKkkbch0YEH8RQBLRUQniMPmiRDH/f3DH50scsc0YkidXQ9GU5B/GgCSiimGRAcF1B+tAD6KKKACiiigAooooAKKKiFxAbg24mQzBdxj3DcB64oAloopCQBk8CgBaKaro3CsD9DTqACiiigAooooAKKKKACiioILy2uXkSC4ilaM4cI4JU++OlAE9FFRxzRShjHIrhSVbac4I7GgCSioYLq3ulZreaOUK21ijBsH0OKmoAKKKRmVRlmAHuaAFopAQRkVBDe2tzLJFBcwyyR8OiOCV+oHSgCxRRRQAUVWWac3zwtbEQBAyz7hhj3GOtWaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAry/4m+HG8nVvEk9+xjh0/wAq2tvMZNkm4ZYYIzxXqFYHia08NahBFa+JPsbRZMkaXMuwcdSORQB5b4i0GPSrTQr7TdTS2a+vLXyJC5kMDbcOwLE9TWm3i/WNB0PxjaHWE1S+0h0+zzSIN+1hzkDg4rtrHw14O1HTrWOxsdPurSzkLQeWRIsbdeDk1o23hjQrO7ubuDSrVLi5yJpPLBMgPUHPagDz/wAAeJdbuPEqWF7qBvbO5tzKGuJYvNVxz8oQnK49a9WIBBB6HisvTPDui6I8j6bplpaM5JdoogpP41bsL+01S0FzZzpPAxZQ6HgkEg/qDQB4hY6Pd6lqPiCy0S0uft0OrMtrqBviEt0UjI2lstxnjHetzUPFN3p3hrXre68UbNW02+2xNhQ8i5GFK+h5rr9M03wnovjGSw0/T0t9XktzcMyqxyhOCck4zkVYu/D3hDW9buVu9N0661ONAZ98YMgVuhP+NAHASzsvxSvo7LX7TRnu9MgnlcxBjM+CTgk4HvT/ABXeQ+I/gze6jqotri+ti6W9yq7RIVcDzEB7EV6AfAvhVvvaDYtwBl4gxwOnJo1rw94XvYLKz1aws2iDeTaxONoBPO1QMen6UAR2rJfeArdV1IWrNZxhriJh8h2g98/rXIaF4hudE+CP2+wNvc31tCxVYwMD58bio9Bya7WHwT4ag0ifSotJgWxnYPJBltrMOh61Jo/hDw/oJlOl6TbWxlXbIVXO4ehznj2oA43R7+4Gu6Fcp45jv4rtT9ospCo3MVyNgAyMHsa9OrH0zwtoWi3U1zpulWtrPKcu8cYBP+H4Vfs7+1v0ke0uI5ljkMTlGyFYdQfcUAeRpbWHim48SzeIfEFxpupWd68NsPtXlraxgDYwXIznk1oeLVltrXwlerrUepW6X1rGqyouJCcgy7s8H9K7nUfB3h3VtRTUL/R7S4ul6SPHkn6+v41n+J9B8GCNdQ8RWloka7Y1kmYqoxnAABAHegDmfiZFqS+IvDV1beIP7PtpLoxqxiUrE20/MWJ5z0xWpeuL/wCH99DH4rjvbi2R/Ouo1Ta5wTsZemPat/8AsDw5rnhy1sjZ295pO1XgQksuOxBzn9aJfBXhufSU0t9HtvsKNuWFVKrn1OOp+tAHM2usMnwas76DVLbTJI7SNnnCgrFzyAvqRwBWPovi/XrXwzruq3epx3txHaG7sbJ4grpFnAeTHTPpXd23gfwzaabdabBo9ulndYM0IyVfHTPNRRaJ4R8D2V1fpZ2mm2zqEnlOcEZ4BzmgDzrwj498R6hrlha3Ny8kN5E3myTxxosTYyrJhueeMGpdL8c+LZdJstbub/TntH1Uae9usGGZdxXdnPB4r0DT/BXhAH+0bDRbHNym4TInVWHUemQe2KePAXhcWMdkNHg+zRy+ckW5sB/73XrxQB0leIa3b3EfxH8TW2n2S3UZsFkkWbUGiEO7O5gM89ulesWviTQ59WfRrfUrZ7+EENbLIN6468e1ZetaD4PsHu9a1i1tYWuV8q4uZXYbw3GDzQB5lB4s1DRfC/hXStGnkibULR7ia4/4+JDICBtG44GT71rW3jbxFfeE7dJLkW+rtftap5aIWlULuG7LbUOOvPau6g8G+ENQ0C2tYdJsptMJ86AAZX5v4lOc8/WrT+DPDj6MNIOjWn2BW3iEJgbvXI5z70Acp4B16fxd4Z1m08UNaXH2W5a2fJXa6gAjdg4PPcVF4BjNx8K5rPT74WsyPcBDGA7KoY4AGfSusj8C+F4ra6t4tFtkhugonRQQHC9M4NS6N4N8PeH7h59K0qC1lddrMmeR6cmgDg/AHnTeCoLbVfEFlc2c8M0YsGQLJnLcFs5z7YrK8C6x4h0PRfCStf2cmlahevaLb+X88a5c53565B/SvRx8PfCS3MtyNCtBNKSWcA5yepHPB+lP/wCED8MC2trYaRCIbZzJCgZgEY4yRz7CgDpK+ffGkUVp8SNcigsb3ULf7AJ5IoLxl8hz1cDP4kCvoEDAwKw4vB3h+HWH1aPS4Vv5CS82Wy2euRnFAHmaeL9c0XSvDei29+L6W6t3me/ij8/cAeEAJGSO5NWpPHXib/hFJ2Mtomopfi2V3CxuyEZ+VCcb/QZrvn8DeGJNPawfRbVrUyGXyypwGPUjnj8KJPA/hiXSxpjaJafYw4k8oJgbhxnI5JoA83sfHuu6dpHie9nuri9urC3iaK0uLYRmIs2Nx2kg9ex7Vf8AB/jzXri82ayG+yNaSXLzywhNhUZ+TaTuXr78V6DpnhXQdGtJrbT9KtYIZxiVQmd49DnqKr6d4H8MaVdG5stEtIZiCu4LnAPUDPTPtQB53ovxF8SnxVoVpfCKfS9Yz5MxiWNsYJDABicdOuK2YtQ8ZXvjLWtIsNa09bW0WNlnnt8kMwztABrpY/h74UhuIrhNFt1lhYPG4LZQ+3PH0rO1XQ/h/wCH7pbzVI7Gynnk3h5Z2Qu2ev3uaAMy08ReJNW1XW7E6pY6W2lKsf7+DmZyud/JGEzXNQ3Gs33j7Rbq11jTY9TuNJl+1XcEfmRShX4AGfYV6lqHhbw34jeG+vdNtbxig2SkfeXqOR1H1ol8F+HJbxLttJgE8cXko65XamMbQAcYwaAK/gHXLrxF4NsdSvnia6k3iQxjC5ViOnbpWV8Tbt4rTSLKW6ktNMvb0RX1xG20qmCQN38OTxXU6NoOl+H7RrXSbNLWBm3lEJxn15NWL/T7TVLOSzvraO4t5Bh45FyDQB5X4TNnaarr9poX9rWUyQeYZ7yZbiJAM4wN3er+ja140l8MxeIru90+W2ht3lktIoi0swXPOc4BOOldja+C/Dljps+n2ukW8NrcY81EBG/6nOf1qTSfCmh6Eztpmnx25kTYwVmIK+mCSKAOF07xZ4kMPhu/uNU0+6h1udYTbQQ4aEMCcg55245rMuPH+vw6ZFO+oWwuLfxD/ZskYhA86LdjJBPHHpXpOn+C/DmlagL+x0i2huVyVkUH5c9cA8D8KjvfAvhjUbuW7utFtZLiU7ncqQSfXg9ffrQBwFx4n8S/2v4ngi8SWcK6ITLHDNbDfOpXODz93sCK9N8O6lLrHhzT9RnhMMtzAsjxkY2kiuF0/wAFWU/jrUW1e80jUZ2ZZ2tPsxEsSgAJzu6YHQg5r0xVVFCqAABgAdBQB518QfEmq2Ws2mmaLdvFcGB55V2oqhR/EzuQMewrMtfFuu634M8Navb6tb2t7cXws7lQgaN8sVyRnjAGfxr0XV/Deja68L6pp0F20BzGZVzt/wDre1Uh4G8LiKOIaJaiOOUzIgUhQ574oA4Sfx3r2lzaro0t5aT3NtqVvZR37x4VFlBO51B6jGPxqTwFZHTvip4gt/tVncH7JE0j2i7FZySSWXJ+b1rvm8I6AzX7NpcBOoYN1nJ83HTPP8qis/C/hrw5I2pWmm21k8MbBp1BBCdTk9/xoA27hJJLeRIpPKlZSFfGdp7HFeN+BrbVbK+1c3fjKCCOHVWFzbSQKDKTjnk8bvavWNJ1zTNdt3n0u9iuokfYzRNkBvSq03hPQJ9WbVJtHs5L5uszRAk+57Z96APHnvNY8IW/i3V9D1C3hsrHV8tYeWGEm7ZnLZyBz2961PEPj/xNceJJbHS4pLOC1iil+WNHM+9ck/Mw+UdMj3r0Y+BvDDQXMLaLamO5k82YMCd7ep596nu/Cfh+/S3S70ezmW2XbCHiB2D0+ntQBB4M1m713wzbXt+tut2crKLeQOuQcdR/KsH4t3kMPhIWflSy3t5MsVqkLMHDE8sApycDtXc29tb2cIhtoI4Yl6JGoUD8BVDVfDmka3Pbz6lYx3Ets26F2JBQ+xBoA8v0XxnfaV4AGnQTt/alnfJYtLfod0SO3yyOvXoe9VdHsNVj+IHiS007VNO/tZtMEiXNnGArSb84dScbj3PvXqH/AAhXhvz72Y6RbmS+UrclsnzQfXJo03wV4b0e8iu9O0e2triIFVkjBBweueefxoA4Dw94p8R69q1lbQ6i2/S7N5NYh8obnnVmHlj0zj8sVRg8aeJ20OLxSdfsCr3YibRvKG5QX2lM5zuA5r2C10yxsbq6uba1iimunDzugwZCBjJqkvhPw8mpnUV0axF4TuMvkrnPr9fegDzybxVq+s6jr6jxNZ+HzpzGOC1njGW4yHcnsfasvXfFmvuLe3sfEGbi100XNxPG0cUMjknDZflhx0Ar1m+8MaDqd2Lu+0iyuLgf8tJIVZvzxT7zw5omoSxS3mlWc7xLtjaSFSVHoOOlAHmh8d6rquheEI31OLSjrCyC61BUDBHTgKM8AsfWn3d54yGn6y9l4qsdRn0p45hHaRje8QB3qw6Akc/hXov/AAjGgnTDpp0iz+xFi/keSNu498djWbfeE/svh+XS/Cps9FM2VkkFvvJUgg9xzz1OaAMPwb4g1bxd4mvNUs9QJ8NxIiRxvCAZJSoLDPbBr0Wua8FeHG8G+FYdKnuopxAXYzLHsBBJJJ5PPvW1p2pWerWaXdhcJcW7khZEOQcHBoAt0UVUTULSTUZdPSZTdQxrJJH3VWJAP6GgC3RWVa+ItKvdZutIt71Hv7UbpoMEMo9eev4Vq0AFFV72+tdOtWubydIIExukkOAMnA5qZWDKCpBBGQRQA6iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4b4qXGlR+CtQhvZrSO6kgb7MJ8biQRnbnnP0ruawvEGt6HpEllHrDwh7qUQwiRQeT356DjrQB594u1iwi8DaHcaFrLWRNzBA72MhUYYDfkDjP1qrN4gu9Nn8Y6Tba9qMsVtbRS2124MzxsThgD+I6V6LqOv+H9M+wQyrE8F3P5UTxIrxq/uRwK2oGs7iMzW5gkRuC8ZBBx7igDyTwNfy6nrt7pZ1HU7mC8sWPmx3kkqRtkAtllUo3oBmmfDNNE0F7aC91TVU1oTy272UjStEG3nB2428jBz6mvWorrTkikliuLURxnEjo64U+57UC805pY8XNqZJeUw65f3HrQB5va+I7Ox+MU9sPEAl0+ezO5ZrgMEm34CKe30rLuLDS9H+JGuDV9e1izgmghlilWd8zdyuVByB6V6/wD2fZGTf9kg35zu8sZz60+U2ocecYQ3bfjP60AeX3msRWOv6rLd6zqUWkalpay2Mm6TIkB52cZU9KzNVSPXPAvhHXJ9U1Qw2s8SXstvK2YhghnYddwOAT7mvSdZ8V6Lot/bWWoiSMzlVikMJMeWOAN3QGtmVrS0tyJmghh77yFX9eKAPJNd8RJp3g9ofCWrahqEb30aXd3PJIWgjbklXK8A46gHGavfDLVr2bXruxbVvtdgbcSRRNPJcMjZwSJGRePbNelSvaW1g82IRbqm7PAUjtz0rO8P63Y6poEGqrALCGXjZNtTBBxjPT6UAa1xD9otpIfMkj3qV3xthl9wexrw7wOdL0DXL+21XxPqlrdw6pIE07zHImBIwzAA5z65r3BLu3lcJHcROx6BXBNIbK1Nybg20JnPWTYN350AeKa54ouFn8RzXHifULDXLW7ZNO0yMnZIqgbfl2/NuqXWfEMl4NZTxHrl7oupRWy/Y7CIEpJmIEnGCHyxI9q9K8R654e8PS293rEah2OFmEG8p06kDgVsyx2MjxzzRwFiPkeQDOPbNAHh194pki8HeGbXT9Rltf8AiWEm4F20ERkXgqdqkswPbitODVNb1L4aaR4oi1i7kutMf/iYwxzFfOjVvmBHHzY/OvW3i0zPkOlp+7O7YQvyk98dqxvFPhW28TaM9l/aU9haOD5v2RlVZAf73Y0AZXw3tdQuLa91+8vL02+pStLZ2lxKWEMRPBwe5/QVq/EO7tbPwBrcl2yrGbR0GRnLMMKPzIrW09LXStItLb7YrQwosKSyOo3YGBz0zVjfaXqSRh4Z0U4dchgD6GgDx3wjqcfh+78MRW/iO4vG1TTC0lndSFlDqo2BAfu8hlwPSuf0fxlr8urW08/iJ4b9rrM9rdXH7oJu5QRBCQcdOa95SHRrqeNo0sZZbcnYV2s0ZHpjpVPTLvw/q17c3NpHavc28zW8khRQ25eoB70AcVr2v+Hrb4r6DOdQsImihnW6feoKsQMBz6/Ws/xprNpdatrtrq3iW90yKO2Q6fb25+S4DKSWwAd2TgYr02bRdBmmluJtPsHlB3SSNGpIPqTVma306WSF54rZnX/VFwpI+lAHN/Cy6hufhtohhkD+XB5b4/hYE5BqD4maw+laLaqlxNbNPPtE6TmFEwpPzsFJAPsK6G/1nSdAmsbW5kjtjeTeVCoAALYJ59Bx1rRcW9zCd4ili75wy0Aeb/B3xLe61p+q2mp6gbq6tbsiPcxYiIjghiASM5wTXZ+LphbeEtUuDcyWvlW7OJo2KshA4II961Io7aNWlhSJQRy6AAED3FNEtnfxyRCSC4QjDoGDD6EUAeJ+HPEWtaVP4Suptfu9Sk1y2lM1pcyAqpAO0qMZHIH1rI0Hxprk+q2U9xrtyl5Jdf6Va3N1iNYySGURBMggdOa99Gj6ZGYHFhbg2w/cnyx+77/L6Vy9l428G3usxR2wRr65nktlf7PyzxgFhn8aAPLtS8ca/oMGreGll1a6v2umgF/JKQYWZ/3O0+jKDmrnizX9V0fVn0yXxDcs9taQoES9aCQOVyzH5CJCT9K9c0TV9B8SxS3lmkbus5jkEsYV/MTjkHnIz+ta09vYmQSXENv5h6NIoyfzoAwvh/fvqfgnTbmWW7lkMeGkvBiRiD1NZ/xL1W80zSdP+zz3Fraz3scd5dW+d8MWeSMdPTNdgLi2SYWwmiEuMiIMN2PpSJc2l28kCTQTMn34wwYr9R2oA8iuNea0tNfn8K+ItV1p10/dEHDSpA275mDHqcc4x2pNH1uJ9Ss7Kw8Y3+pW1xYStqMkkhzasqghwxA2HORjNevCO1s4jhYYIycHgKCTUUdlpzLKIra2KyjbJsVfmHocUAeFeH/EOq2eleHfEM/jC7uDdambSW0uJAUaPcRnHXI4596n1SHSb/4231vf+JNtubUBWlkjcKxPMQDKQB7DmvVraPQ7rWrjRE0WICwRJlkMC+Xl/wC6fXjmqFpqngzUvFUukLYwf2qjMx82027yvUqxHNAHm/irxRqmn+K9S0tr650q0sYki0+KC6WBG4+8fkO4e1TeIPFOqjTfCNy/itbDU72QQ3ZhlzCI/mHmlGA9uelenah4i8NHxNb6Hfxq2oM4EPm25K7iOAGIxmpfFTaTpelNqd5oyX5gKqkUcId8FgOBjtnNAHnfi271Xwvo+ipbeJL/AFDTr65eWe/NwFbaFG1BIFO1Sc81gy+JdXfwdPJP4mliK38QtJYbl3dEc/MrttAkAHPFe+rb272iRm3QQ7RiNlGFHpimSW1gIVSWG3Ef8Ksq4/CgDyW78S6h4avfE2mWGsXWpTQ2MVzC1y/mNETw5HHOAc4p1nqywX9leaJ4zvdauBaSPNpzMZBNJsJHbEeD2NetRw2bs0kUcDEjazKAcj0JqKz07TbGRzZ2ttC8hy3loAW+uKAPFfBfizWrnWdHmn1oySXUpW9guL0OoDHosQXKEcAZNe8VUi0yxguHuIrOBJn+9IsYDH6mrWRuxkZ9KAPGNWttL0b4rX76r4g1Wwhnsoyk/nuC7bj8ikDkAY4q7rGuR3PieWDUPEuo6To4sEfT5YWKfaWI5YtjJI9DXc+IvE2gaFPbxaswaeUFoolhMj4HU4AJxWrbvZarZQXUcaSwOoeMvHjj6EZFAGD8O9Q1HUvBlpcap5zXG51Eky7WlQMdrEe4rI+MOpT6T4L+2WeozWV6s6LC0UpUtlgGyB97jJrq9W8Q6boVzp9rey+W99N5EOAMbsZ59BWhIlrdRZlWGWMc5YBgKAPI9bk8QeG/A93rmj+KbzXWuRHGz7lZbfJ+d1xnHYY7Zqx8PvEl2+r3a3+sxy6Z9mEhS4vPtLowxlt+0ALg8gnivQdT1PR/DOmJPcqkNnNMEzFHldzngnHr61ow2VpFDsgtoUjYfdVAAc0AeW/D7xBp0U3i4WlzbyX02oTS21urYMwC8bRnkfSuT0LxZ4ou7ywuJ9VaG9e7zPDcXbbQu7lPI2cccA5r32GzskcSQW8CsOjIgyPxFP8AJtfP3eVF52Ou0bsUAeD+LPGGvWerX2o6fd3lsltfqv2S4ncu6gjdiIDaE78mtbxr4mu38QSSWetyLaGxieKCK6ktiGbJyCEYOSCK9hlNorYmMIY/38ZP50kiWYCGRYAONpYDt0xQB4bqWu61Jovhm3uJNQttKksGM89xdPA0kobHzSKpPTkZHOa7/wCFt/qF1oFxDf6gt8YJysUg3sQnYF2Ub8etdw8UUibHjRk/ukAig7IImZUwqgnCigDnPH2pNpfhG7nT7UHJVFe2fYyknGS2DtHqcVw/w08SatJ431HRdR1WK8tXthPblbhpwGBAIV2AzwcnFegeH/FOm+Kft0VpFcI9o4jniuYdhBPTg9uK1HitrOF50tl/dISBFGN2OuBQBPNt8iTe5RNp3MDggY65rxjw/Pb+IfEOsaY/j2/FmlztsYkucSyHAOd5GWAIxivTvDnimw8URXRs4rqJraQRyx3MXlsCRnofY1R0TxJoOq6/caXbafNbX9svmET2ojyucZU9xmgDyzxBrHiA+LNYgvNTnsvscgj08vdyQqQBw21UIkz3zUdzq73vjqxg17xDqFjZXGlpPcvZzyojSDOCBjKg49BXvUhtHlCSGFpM8BsZrlLrwVpE3jYa7Jqtyl/tUfZhOAhjH8O3+7QB5/Hq+sS6dpVpqOpatbeHXv7iM6ou7zniUDytzAZAJzz7VPDrNxP4e8WwL4j1CbTtPUSadqbz+W8rmMkx7sDeM9q9i+02LWxcz25gU7S29dgPp6ULBZTQeWkcDxA/dUArmgDy7wro8vibwq08njjU9QvZLPEtvb3ARYyy8KVxnPbJ61n/AApk0TS7Syju9e1CPV43eBtOeVyincRymMfjXssNtb2wYwwxxZ67FAzTI47JpWliWAyfxMoBP4mgCzXjOq6Joul/EfU31fWtZs457aOaOWO5k/eNubK5UdBxha9gS5gkClJo2DHClWByfasLxX4ntPDFtHc3Wn3F4hzvMCKxjUfxNk9KAPMNSjsPEPxPu7lNVv7OyOiJIk1u7ws7DkBjjOcHODUF54kvNS8KeGIpb26S4khkW4umuZYkVk4+fYMlq9ziWGWJJFjXDqCPlHQ07yIcY8pMdcbRQB4TJLe+IvgXc3GoanfzXtlM4kCSNlk3jG4dSMcjNeg+ALjw9FE1ppGv3epzyRJJIlxcPN5fHYkYX6V2ogiAYCJAG+8No5+tNgtLe2BEEEUQPXYgH8qAJqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArzr4qeGrTVbPTtUl0qS+ezuU84Qjc/kc7gB35xXotc94k8X6Z4XeyjvZUEl1MsSpvClQc5Y57DFAHl3iGbQ77QdF0yx8O6lYab/aqO8bW7KZE/ib1FT/AGW7Wy8c6J4csL+0MhR7OMIyqQBh9hPr6d69Xh8RaNcac+oxanavZoxVpxINgPpmsrXPHGm6Z4YudcsZItShtyu9beVTgE4zQB5x4F0FLnVXgl0/Uo7Ge0a3uke08mFjjguScls9xVzwL4b/ALY15I9RhiltPC7PZW8in/XSbiwYkf3V2/jmvSIdZ0XxBp08C30Lq8GZ40mAaNSvOcHjGetUvCC+EbZLm18MXFq+5vMmWGcuSfU5JoA6mvFtWTTY9W1yx8T6Nq19qV1OxspbdHYGM/dCMOFxXqr+ItGiuDA+qWiyhthQzLkN6Y9add6/pFhN5N3qVrBLjOySUA4oA8x8e3kMHhXw7pT216lzbz200kOwyOkanklhwTxV34hX0OrpoT/ZZm0q4ErG7S1aV0bGFXy/9rnr6V6Hca3pdrFFLcahbRJMu6NnkADj1HrVyCeK5hSaCRZInGVdDkEexoA8p+Hd3BafD7UrDxDb3jW9vcspiuoGLGJj8nH9B0rJ03VbRvgvqOkta3kl3AkpSF7d8qWc7MfnxXsl9qthpao1/eQWyucKZXCgn2zTbXWNNvlka0v7eZYhmQxyA7R6n0oA8M8J2EWk+LtJu4bDUIh9pVHd0fARou//AALNfQBztOOvaszT/EejarPJBYapa3Msf30ilDEU6HX9Hubo2sOp2klwCQY1lUtn6UAeA+KovM0vXLfULDVbjxQ1+x8yNHMXkBgVx227e1XPFs11feJLi51GK4k06SziOmk28rKBt+bAXo2fWvbU8T6FLIETV7JnLbdomXOc4x+dZ2v+MB4f1nT7K50y5e3v50t4rtGXbvbtjOf0oA8V163F3pmnLfW2pzalHpu2STyZEd2Drt3Y6/JnFa1rbTP4ahtPsWqS6HZaqzXduu/zGgZQVI7sAeor3K91Gy06NZL26ht0Y4DSuFBP41LbXMF3As9vKksTjKujZB/GgD5/1VEl8JeJP7M0zUIdDkeBdOimjff5wPzMoPIGKuJbwaNrerWejw6nDZXXh/fIIEcs0+NxOW43bc17ndXEVpay3E0ixxRqWZ3OAAO5NYGgeKEv/Cra3qb2trCjybpI5g8YQNgNuHHTFAHjvge2ifxhplvFpdxcxyQyRTzLBJbbEK4Jkzwze/vWj4e07wz4V8U6jBfaNqs2oRam32QwxyOnlk/K2enfnNexWPiLRtTujbWOp2txOF3+XHKGbb64rSbIUkDJx0oA8JurXw/qPxN1GG6bU4dEuYEysIlVJJ885IqH4g6WYNVu7C0+0wJZ2US2RSGSaSY88K3Rceteo6F4/wBJ1e4vbW5ZdOvLS5Nu9vcyKGLeoweQas+KPEc2jNYwWMdrcXlzOqmGa4WM+X/Ewz1oA8w8TWVtrHhXwXr1/pt3fLbPHDqOEfzAu3DZXr97vUmv3X2vwRbr4a0rU7PRLW+YXSPG+6ZMdcD5iu417Je6nYacqte3cFuGOF81wufzrm9V+IOj6bdaeFmhuLK5nMEt5HMvlwMASA3PfBoA8qtY7o+D/EIjOrwabKsQjS1t3AVsndtD/N6ZxW58JLcweJJ/s+lyC2NoA975ckQ3Z+6Ubgn3Feuadqthq9r9p068huoM48yFwwz6cU7UNQs9Ks3vL64jt7dPvSSHAFAFlgGUg9CMVwFh8LdP0nV7DU4b6YfYru4uwpQHeZQMgn2xXX2uuaXfSGKzv7a4mC7vLjlBbH0rM8PeKzreq6hplxplzp93ZBWaO4KkurEgMMHpxQB4nPaWcmn+MdaWDUF1VdW83TniWRSVZgQQB1yA1dDrt3Y3niSW98SaXrN5p9zZxHTGgV9qHZ8wwOjbvWvXm13SVu/sjalai43bPKMo3bvTHrT7zWNN06RY72/t7dyMhZJApI9eaAPCLrS/Fej6T4f1u1sp5demMtrGJgWkjQnMbP2yBxzXoHwn0u4Wx1LXdRsha6lqFwRKmDkbcA9exIJrs/7d0kWSXh1G1Fs7FVlMo2sR2BqX+19OFj9u+3W/2TOPO8wbc/WgDnfiYLZvAOqLcRSSsYiIVjUs3m/wkY5znFeY+Amh0rxrZSWw1OGGV5klWeOQqyFEMfB4BzvOa9r0zX9I1mSaPTdRtrt4eJBDIGKfXFX5N+BsKjkZz6UAeU+Hdb0bSviHrUsDXUen3UcKwgwyFTJk7sZ6cmm6/wCIdNb4q6DqAS5NtZQzRzyLbthXPTPHNdZeePbK18UWWjR2zXK3cvkrcwyoyo+CcMM5HT0raPiTRBHO51WzCwSeXKTKBsb0PvQBwnjvxDp0uu+GxGLhmstRjuLhkgY7I9p5zj3FSfEzWNNv/BZe2+0PfzReZZGONww+YA9OnTvXVa14nTT7jTIbIQXUl5OiMvnKpWNv4x61py6zpkF2bSW/tkuAMmJpAGAxnp9KAPOPFmq2+sWGhX3l6nc6JbysmoJao6vnYNpI6lc1xN/bvP4f1adLDVho9xqEA0yOUP5sYz+9I7gY9a97Gu6S1mbsajam2Vthl80bQ3pn1qxZ31pqEPnWdzFcR5xujYMM/hQB46IoND1bxTpGkLqVtYPpSSK0auxWYfeKk98HtUHw1nePxtbRxabczBrd1ku/3qKgwPmZX4yT6V6z4m8RW3hbRpNUvIZ5YI2CuIU3MMnGcelYl98RtPtZbOCCwv7m5u4jJFGsW3oMlSTwCB2NAHZPnYdv3scfWvn66hvxBeWs1prA8cvfFoJl3mEKZMja33Qm3+VexeF/GGmeKdMtrq1lSOWZS32Z5FMigHHIBp769KfGEOj28cEtv9neSeQSjfE4Iwu3ryDQB5d4nXQW+KFhNqllfyeXbNHeyxxSFfNONuCO3XpXtNsIxaxCEERbBsz6Y4rmx490X/hKLrQ5bmKJreFZfPeVdjZOCo56jFbl1rOm2IjN3f28AkG5PMkC7h6jNAHnnxc8OQX0+g6vJp8tzFa3ii8MQLMIO/yjrz6VS1MLN4Yshpnh/Urbw5bX269tyrLNPFg/MoznbnGRXrUM0c8SSwuskbjKspyCPY1i+I/E8fh17BZLC7uvtkwgQwKCFY9Ac9M0AeR6jP8A8U34mex0/VD4fumt4rC3kRtwlDZcoDyq4FX7S6nW8vbnwrY6rPZJpTfa4LtnAeZsYAzzuAyTivSNM8ZabqV/qVoI7i3bTW23Mk8ZWND6bunQ5q+PEWitbS3I1S0MMWPMcSjC56Z9KAPFvDEmrad4zhSxuLyS1vrKSPcLZ0gjnK/KOeuD3q5plpBcaZZ2Go6Vrw8VrOGnmTdlsNkneTt2Y7V7BHrmlTXq2Ueo2zXLKHEQkG4gjIIFRnxLognEJ1az81n8sJ5y5LZxjHrQB5Pc2MDzazp3i3RtWvtZuLlja3FqGYNEfuBGHC475p17pMllqWfEWh6tfaedOih02CJjI0DBcMrFT97ODur1qbXdJt7o2s2pWsdwCFMbSgMCegxWjQBynw7tNbsfBtpBrzE3a52q5y6Jn5VY9yBVD4imeNtHlmW6k0VZ2/tBLUMW27flJ284zXTXniPRtOvfsd5qdrb3ITf5csgU7fXmn/27pP2VLr+0bXyHbYsnmjaW9M+tAHimix3L2HjCDRrPVolubiGeBJAwmkt1OH2se+Oneug8MS+X43F7odnqtroFvZSC++2K+JHH3dobkn6V6bFrWlztKsWoWztCN0gWUHYPU+lLZ6vpuouyWV9b3DKMsI5AxA9eKAPPvBniSyufHniF1S8UanPEbbfbuoISIAkkjA5FVU8T2UvxkN75WoJbrYiyDG2ba8hfp06DPWvVZJooo3kkkVUQFmYngAdTXKaX8SfDOp6hc2a6paxyR3PkRZlH77gYK+2TigDzLx3pus3et65LDp19b3KTI9p9jty5mUfxmTPH0FXPHkcWran4QnfTtVYhUOoXEELq5j24KnHfOeK9avvEuiabdLa3uq2lvcMcCOSUBvyrCn+IFpY+MpNC1GFLS3+z/aI72SddjrQBxnirwtZWmkaVFoGmarHYzSPdSiKMyKp24HmIxyfp9a2/hHbT2trqitpkltbSSq8NwxcLNxzhX5XH9a7S68TaJZWMd7capapbSkrHJ5gwxHYetW11SwexN8t5AbUdZhINg/GgCDxC9xH4d1FrW1N1OLd9kGcbzjpXing20udM8Y6VeRLqX2S5hkjv0+ytHAjEcKM8kj1r2y217Sb2YxWupWs0gUuVSUEhR1P0qtD4w8OXGoLYQ61YyXbNsWFZgWLegFAHisXh6S28M6pqtvY6mmp2+r7tOVQ+UjLZ+7024zUviHSrm6XxCNR0PWL/AFq4l82yurdWEYhKgqMZwAOQR3r2l/E+hR6gNPfV7NbsnAhMw3Z9MVr0AUNGuheaLZ3Ailh8yFT5cq7WXjoRV+iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAri/iF4bm1vT7K4sdOt7y8tLuOYxyBQ0ka53Lub69DxXaVzfjbxE/hrw9NeRK/nEYSTyTIkZyOXx0HNAHK65o+u6zpdm1v4TtLSOxv0uBpxmj23K453bflBFc9rngrxLqUfiS+tdCh0+O+tY7WHTYJUO9gwJkbBCjj8a9K1nxnpfhrT9PudWeYJdhQskULMpYjPbpnsKitPiF4fu9KvtQM81vHYkLPHcQskik9PlPJz2oA4rSPCWvy6jbXC6Da6H/Z2lyWo8t0f7ZKyADdjjaDzzmofDnhbxHpXjTSdUfQ5oYUtmtrmUXEJyzYO7YuAFB7da3NI+KS3WrarBd2j/ZLO1F0rRQSLKqF9uHRu+MHI4xXVW3i7TLnXLXSE+0Lc3VsLqEvEQjpgHhvXkUAefWfhnUbWyj0e48D217drdeedUeaNVY787yR8+cdqtP4V1KyOuQXfha38QPqEzSLeSTRodpHCnd8y49q6z/hYXh1tRgsUuZ3mnl8mIrbSbHbvhsYI49ayLL4r6VceKdR0WS0vU+zSKkbpbSOW9SwAyozQBnP4a1XTNZhvpfDVtq9s2mx2gtVlQi2dTzjzOox3HpXVeANEvdA8LpZ3wCStNJKsKvuECs2RGD6AU/VPHWg6JqJsdTuZLWbyvNTzIWxIPRTjk+w5qtY/Ejw9qGo6fYwSXXm6hu+zl7dkVivUZNAGJ8a5LNfBcCXEUEs730IgjlIG47uRk9ARwT71iXngvXtfuNRvNO0u28PwzaV9lSKGZCLlycgnZwBjjPvXeadqfh7x0LlDp/2pbGYxN9steFfoQu76c1p6zq1j4X0R765jkSytwAwgi3bF6dB0AoA8n8P+CfElreWAOlzWstvC8LTmW3VE3LgkbF3P+NUrPwRqosNO0RfCrWurWd0s0mvb0wwD5Zs5ycjtXp+i/EPw5rt19ns7qVWMZljaeFo1lUdSpYc470WXxF8KanqKadBqiNNMSke6NlSQ9MKxGD+BoA8ittL/ALS1fxvY6V4atNTkuroxQXkMsYFucdcE5AB5yO4Ndj4v0/X2t/CdjHpV9qU2lXME9xdRbNsm1cMBlgc/UYrX0pbLw98RV0eDw3p1kb6CWWO7tn+dlQgncNoxkn1q94r8Wy6Tr+iaVaSJE91dKk7zW7lNh6BXHAY4oAwfH2g6tr95omtW2m3csdvC2+0XyjJG7YxlZMqf1rf+HOi3uhaBNbXdvPb752lSOaVHIDc9EAVfoK1df8WaV4bES3zyvNLkxwW8TSyMB1IUc496yb/x5Yz+BrnxBozSyqu6ND9nZzG4/voOQB3oA6LWZmg0m4ddPk1D5cG2jCkyA9RhuDXm/hmDXLHwXrWiXPhG6Ac3EsClotr72+VMbuCAf0ruIPEltZ+DLXXdWuo/LNukkkkSnDMR0Udck9qrad8QPD+o2l7cfaJrUWSCWdLuFonVD0bB5INAHCaD4b1PQ5fABHh6SKa2Ey6hLCi5XcMDeR19a9jPArlNH+Ieha5q8OmWv2xLqZGkjWe2aMMq9wT1HNdZQB4Jc+HLy4h8bXcnhC+l1K6vBLYztEpYAEYK5Oe2eK3viHBquuaBo8Fp4XvptSjENzJceUm6IKRuTdnO446CrV58W57bW9QsBoodLPUY7Iy+d94McZxjrXqdAHlviS3u7jV9O8S3+gQ3NobOSB7DUZ4kNvJuyGG7g5A55ridA0PUNS8F6XHa+HBdWx8QPdTpEUKCJTgAHI3Dk4+le+X+l2GqRpHqFnBdIjblWaMOAfXBrF8U64fBnh9buy0gXNvEyx+RC4j25IChRg5ySBigDD8C6df6Z4s8SF9Cn07TruZZbblBGMDBwqngnrW38Qvs3/CAa39qeNI/srjL9M44/Gr/AIa8QW3ibQ4NTtgU8wYkiY/NE4+8p9was6xDpk2lzjWIreSxVd0ouFBQAdzmgDxLwToVzf8A/CJT6b4YbTjYYnu9TWVcXCY5UYOWJ9D0rrdF1XUn+JN/qUnhbWoYL23itUkkhUKm1mJZjnpyK1fDPjPwNHcRaHoUsdt5hZoo1t2jR8DJIJAB6VfsfiP4V1HVTpttqqNcZKrlGCuR1CsRhj9KAPKvEXhrxRd32pMdAuZLmPUPtaNbQQrFJGHBBD/fZiM5Ga6m+0jVIvFt9rV14O/tq11G0hjSN5Iy9sQuGUhjxz3FdDF8WPB0rbf7UKESGNt0LjYQcZbj5R9avt490AS6pEtzJJJpcXm3KpExwvqD0P4UAeZ6n4I8TR2+gz2+jeXY2TS50u2ljlaPcchv3nyk4+uKlm8Ha8ng+6gTRr1/O1KK6FsZoQ6qB8xCj5OuPlIr1vQtesfEelx6jpzSNbSfdaSNkz9AaTxBqq6Jod1qDJK/lISqxxGQ57fKOcUAcL8NdB1vTdc1C9v9M+x208CpulSJJXcMe0Z24wfSu+1y1ur7Qr61spvJupoHSKT+6xBANYnhvxSk/wAP7PxFrd3BGGiMk0ygqg+YjgHn0FWNF8caHr2pvptnPMt4qeYIp4HjLJ/eG4DIoA8ksvDupW2peF5E8DXNo+k3QW9vIiC9wSMbhg5Zc85NaE2i29/8TNTvNT8CalcafcBIYMRBYww4aRgCBz617dXLXPxD8LWmrHTZdVQXAcRsVRmRWPYsBgH8aAOP8f200V5o1no/hG+uP7NuYJRcwQKwaJP4A2c/gateMtB1PVoLPxfoOkGHXYEeJ7O6Rd0kbgqc4OMjORzW/d/E7wnYXl1aXWpGKe2cJJG0L5+o45Hv0q7qnjnw/pKWpnvTK13H5sKW8bSs6f3sKDx70Aefa58OtTsPC/he00m3e5Gns8t7DEIt0kjL97D/ACsQcjntXQfDXw3qOhXWqT3lpdW0d3sk2zyxEF+c4SPhe1W9Z8fv/wAIc3iXwzbQ6nZwu32jzHaIqqnBwMcmugvPEdhpfh+LWNSk8iF0VsAFiWYZCgdSaAK/jjTrnVvBWq2VnEJbqSA+SnHLjkdfpXmXhjwh4l0LWhf6hBdXsU2myXDr8pZLplKlR0GSCK9L0vxxoOrafdXkV00KWa7rhLiNo3iHqVPNRaT8QPDutao+nWV3IbhIjMyyQvGAo7/MBQB5boHhvVNIPgW6j8MXsc1rPP8Ab3WJQ+GOAWwc457+ldJqZ1MfFuz1i08K6j9mtYJILiaONF84seGB3fMMevPFdjpfjzw3rOo/YbLUke4JIQMjKJMddpIw34VzGvfFm0sPEum6fpn2a+tZ7lba4cb9ysxx8pxtOO/NACat4buLH4gTazaeEbbVLS6s1j2DylCSAkksG7njmsbxL4V8R3/ik6q+lTy21zaJCttA1u/2Yjqv7wYx7rXsoORmloA53wRpMmh+FLTTpYZ4TDuASeVZGAJz1Xj8BWT8StNv9Y0/TLKz0y5vI/tscs5t51iZEX0YkEHnqK7iigDw+Lwfrv8AZ3ibTLLTL027alFcIl7KD9shTAaPeTnnGcntitWHw1feIb+/uI/Cq6Fbvpcto0MojxPKfuHC+nrXrdFAHjOn+HfEMnirwzfXPhmSCLT7N7OaTzoyWbbgPwc4rJ0zwV4nh1KzW10F4Vtrvzib1YJIx8+SwcYc8dM175RQB4dc/DvxCmqa2Li2ub+O+uWlW5ha3BKnoMyDcpHTg9q9h0WGe20WzgufN86OIK/muHfI9SOCa0KKAPJfiReWFv8AEXww0llaahMkcoe1lkjXOQNpO/j6ZqjfeDdYh8Ea7b/2J502sX4ngsoGQ/ZE4zz90HH92vWLnRNKvLxbu5020muVxtmkhVnGOmCRmr4AAwKAPM7rwnFe+BZ4dH8Mf2bfqscZhnCK9wisCVLAnhsHkmk0vw5far40h1X+wX8PWCafLbTJG8atKzcDhD25IJ9K9OooA8+0b4U2mkavHft4g1u7WMki3uLotG2ezDuPas2DQtR8Oa7rYsvBVrqS3d0bm0uS0SLGCB8vPK4Oelep0UAeQzeFtbtdW8SSy+FbXV21Yh4bmSWPMJK4KndyAD3FUbbwR4g0nxRo97L4eh1i3stNFpL5s0eHbnlQ57ZxzXtlFAHisvgXxZHp8Zjg8u1uL6a5uNOs5I1eFWGFVHYbR05x61W0fwD4kh8Gapo8mnSBk1WO/ghuJkK3EYIzGSpwD68Yr3OigDyuTQtU117v7J4Pg8PyvYS2v2wyoHyeiqqcEH1NR6f4f1FxotiPAlpZy6e67795kGMLgsuw7mP1r1iigDxe48D6zL4Xn8PL4Zt/tcl2X/tgzRk4Mm7f/fzjtXsVpC1vZwws5do41Qsf4iBjNTUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXJfECx1vV/DlzpOkWUE/2uMpJJLPs8vkEYGDnpXW0UAeY+IdA8V+IdC0O0bTbK3lsbyKSTNzuBRAORx39Kq6x4F8Raz4k16/AtrVJvIlsj5u4NLE2V3jHQ816xRQB5dY+GfGF/wCKNS1TWbfT4I9R0xrAi3lLeR6HBHzZNR2PhTxrF4n8P6nfLpksOlW5tAIJGVmRhgscjqOOK9VooA8h0/wT4nh1e0ljs4NP8u7Ekk9vfOY3jBJI8rpk57VtXmh+LNI8Y6tqPh63064t9UVCz3TlTC6jGcAcivRKKAPO9d0jxRdeLND1VNKsb1dOgcPmfYJJHXBIBBxg1T+Kd5a2/hqymklFh4it3SayEALmNycNyByuCc16hUUlvBMwaWGN2HQsoNAGX4W0iLRPDlpZxuJW2b5ZsYMrtyzH6kk1ifFeRU+GetKWw0kIRAM5YlhwMfSuzAAGBwKbJGkq7ZEV19GGRQB474d8P65410zSf7Um0+LTbC2dIp7PO+RmXbhgcYx3qe28IeLrmx0nwzfWWnQ6bp1wkn9owyESuiNkYHZj3r1uOKOJdsaKi+ijAp9AHm99aeLbj4gWetxaDb+RZQzW67r3/WByMN93jp0q5460zxHrNzpcemabbyQWV3FeGSS52lyucrjHv1rvKKAOB1vSvE7a5p/ibSbGxfUFs2tZ7O5mOxMndlWA55qQab4rtfB1zai00241C9eQyRRHyYoVcdjg7j7mu6ooA8w1Dwfr+v8Aw2t9DvLa3tb6waJoALgsk2zruIAIzWdpvgLxH/Zmvxz6fpttJe2LW8Sm4edmYnI3M3QCvYKKAPJfBXg3xRpHiTT7i5tLOwsIImWdIrp5vMJGBhW+768V3OmHxP8A8JPqf9pfYxouB9i8v/We+6uhooAyJ/C+iXVzLcz6ZbvNLIksjlOWdfusfcVr0UUAFcL8QPD2r+J7nSbC2ixpkU4nupUufKkBH3dvHbrXdUUAed/DrwxrvhXUtXtLmFP7IuJfOt3a48yUN0O7gdetdX4q0d9f8L6hpcbhJLiIqhPTPUZ9uK2aKAPNrbR/FWsTWVtqWj6XptvaW7wtcxv5kpJTbmPj5axrPwb4rn07R/D2pWGmQadpVzHMdQjkJklRGJAAxwSOtexUhGeDQB4FoMeua6vi7S9HttJkttUvpiZJXxJChbaW245GORVrxhpWnL4h0DRNK1UxXskaafqeAQskCY4c+pxgV7bFaW8DFobeKNj1KIAT+VKbS2Z95t4i+c7igzmgBLS1hsrSK1t41jhiQIiAcACqmuvqC6VMNMtIrq5YbRHLLsGDxnODWlRQB5dY+GvFH/Cr5/DF1punrcRRgQl5vMjm/ebiGGOOO9P8EeFfEukeIo7i8ghs9OSBleBLtpwzkjBXdyoGOma9OooARhuUj1GK8Ml+F3iO1kubCKCO8s5bpphI9/JGjKWz88Y7j2Ne6UUAeWQeE/EK+IPEmoS6ZZkX2nra2y+fn5lGMkkcZrO0PwT4y8KjS9Q022066vVsfsV1BczHaoDlgyMPUHFeyUUAeeXui+Kf+EAutIjsdMkvr/zRILdvJigD88cfMeTk07WtC8Sa14V04R2traatplyk0ELzeZFKFGPmOPevQaKAPLYvCXinUofEWqaxBpq6pf2i2kNpEzeUVU5yzdcmqOh+AvFJuLm2vZPsenTWMluy/bGnbcwwNpIyoB969gooA8V8N/DfxLa6jpkWpRQC1sgyeb9td+NpXKIeFJBqKfwD42i03R9Gt7fTHs9Gvhcw3IlKyTKGJAPHBwTXt9FAHOXi+KG8W6Y1pJbpoYhP2xGwZC/OMcdOldHRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUV5x471PxdptzqV5YTCz0mxsllSXylk86UsAVOTkYB9KAPR6K8m1HWPGOjvpl5JczX8Ul5FHDAqRxfa1dMkH0we+a3B8So7HQ9au9a057S70h0jnto5Vk3F/u7W70Ad7RXB+CfiKninUpdOntYobkRmZGt5hKhTI4JHRhnkV3Z6cUALRXBW/j/VLnUL3T4PCN/Pc2U4hnMM0ZjHfIYkZ45xis6++M2nWl3drHp7y21pJ5csn2mJXz32oW3Nj2oA9OorgpfiJdPrT6Xp3hu8v5vsyXaNHKiqYmHBJYjB9qVPiVFex2EGk6PdXmp3XmhrPcqGExkB97E44J7UAd5RXn8/xFvYfD+pX58Ozx3elSKt7aTTKpRSAQysMhutK3jHxRe6Vf3Vp4QuLeNbQzW0t1cIpY4zyvOMdfwoA7+ivPPhn4o8UeI9Gsp9V0uIWzo2b8XC5dgf+eYHFeh0AFFcHefES6U6pLp3hq9v7PTZWhmnjkQZdeoVSdxxx2qLxP8UYPDFwFn01pIxAkzH7QiuA3bYTnIoA9BorhfGut6na+GrHxBo2oeRCzw7oXhDeYrsByT04NanjWfU7bwhd3+mXzWs9tCZiViV9+B0+bgfWgDpqK5GfxWdE+HNr4hvY5LqT7LE7hcDczAck9AMnk0zwf4zu/E93NDNpUVtHFGH86G9jnRjnoNpzQB2NFITgeteVW/irxfrXjy/sbW0uLKyspY0aLyopMA8kyEuCMjptzQB6tRXns/xPIW9vLLw9f3mk2UjRz30TIFBU4YhSckCpb/4lLaavp9nBol3ex6pD51hJbOhMoxkggkbce9AHe0VnaJqFzqemR3N5p02nzsWDW8xBZcHHUcc1Q8W+Jx4W0xLw2v2gu+xU81Y+f+BHn6DJoA6CiuX8E+M7fxpptzdQ2ktq9tOYJI5CD8wGeCO3Na+u6hNpWh3l/BAJ5LeIyCItt3Y5Iz9KANGiuA0P4nRatdWIuNGvLG0v7d57W5lZWEmwEsMKSR0NVtO+LVtf3loG0ieGzvZRFb3BnjJZjnblAdyg47igD0iivNf+Ft20ehahe3OnfZry2MgjspLhd8uxtrY9ME9O/au80e8n1DR7S8ubb7NNPEsjw7t2wkZxnvQBeorlfGfjFfCUFu/2Rblpi3BuEiwB/vHJ/Cs2H4nWN34b0vU7SwuprnU5zbW9om3cZB1yScYHrQB3lFeRaL498RWV34nGpWFzdR6WI5WhmMcckSkEtgjhgBjHrXReGfiQuva4uk3OiXlhcM0iq0hVkJQAkZB64Ye1AHd0VxvhrU7i68beI7a6W6gmjETJbTSKyKmMBk2k4zjJrGl+LEkUd/OfDd4bXTro297cCVNsXPUc5P5UAel0VwfinV55Nf8ADEKLdwWF1eRtHdW8qhZSVJ2Muc7cVZ8XeP4/C2q2mmjTZbqe5jMit5yRIADjG5yBn2oA7OivKfFXxC1630bwzf6bpTxHUL4RzReYjE4YgRg9MtjOeldNf+MNT0jwbNr+peHZoHgYeZa/aEZgnTdkcdT060AdhRXD6b421i7S6vbvwpeWemJb+fBNLNGrPx0IJ+XPbNVvD3xPg8SNqlpY6ZK2o2cHnLAk0biUdMBwduc0Aeg0V5x8PvGPiXW4Y01XQp2jeeVDfLJHsTaxG0qDnjGM1prqk5+KiWE0d5bqdPdolMqtFMA4+faDkHnFAHaUV5/f/EuWO61E6Z4dvdR0/TJGjvLuORFVSoy20E5bFRXfxMvE1gWdh4aub+KSyW9ikimUFoz1JBxjFAHotFZfh3W4PEeg2mrW8ckcVym4JJ95ecEH8RXL/FLxFrvhvQLe60S3Rma4jWWVnUbQWACgHruzjPagDvKK5F/GVzp/h83+s6HdWd2Zlt4bRHWRrh26BCp+vXHSp9C8WTanqh0vUdFvNKvfJ89EnKsHTOMgqTQB09FMkkEUTyNnagLHAyeK870n4swaxq8VpBpMixPP5Jke5jV05xloydw/KgD0eivO7r4lXNlomp6jNopzpuo/YrhBcLwpIw4PfhhxUt7481pPEeo6Npvhk38lpEk4kS6VFMbDIJyODwcAZoA7+ivMYvinf6lfabBovh1r0ahbNLGpuFRo3Rirhs8AAjrmr8XxOhbS9z6Tctq4vTYtp0TqzecBnAbIGMd6AO/org/+FizfYNUZ/D93HqOmKstzZSSoGEZGd4bOCOKXS/HWsa1Zpd2Xg7UfsssPmRSyyxoGOM9Cc49DQB3dFee/DjxV4g13SrM6npMzRyGXdqHmx7eHYBSoOc8Y6V6FQAUVwGrzavpfxO0JRrM8un6iZVNkY1CR7VzwQMn8ab4t+Klh4Z1/+xUtRc3axCV2edYkTPQZPf2oA9Borzyy+KK6vb2a6RoV3dahcrK32YyImxUIBO4nB6jGKt+HPHd/4lTVzbeHJ4306QwlJLhAXlHVevGB36UAdxRXE+BdWX/hX76k32yYRPO7LKd8vyu2VGOvTAqv4b+JcfiTVrexg00xrNkmT7VGxQD+8oO4H2xQB31FcBpd1rdj8VLjRrjVZb/TpbI3SrKiKYTuwACBz6UzxB8UoPDuq3NrdabI8UEqRtJFKrHDY+Ygfd69CQaAPQqQkAZJwK848TeIfFFn4/0i30rSo7q1ltpWjjN4IxP90knI4K9vqat/ELUdTi+Gd3dT2JhkMY+1JDdYeEbh9xgOTn6UAd7RXJ33iq38O+HdGka1urue+EcNvAhBd2K55JIH41lz/Ev7GmqQ3mhXdvqOmwC5ltXlT54icFlYHBx6UAegUVxGifENNT8Q2WkXmj3Wny39ubmzeV0YSIBnnaTg45rt6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArB8WeHZPFGjvpg1Kaygl4m8pFYyLxx8wOOnat6vPPiRdeJLfUvD6aObQQy3qrmUsCZMNgNj+HH60AaF74Hur+x0m2uPEN2x02dZkkEUYLFfug/L0A4qKT4bW11da7Je6pdTxaxhpYiqqI2X7rKQMgin6p4i8QaLpem2tzBYTa7qNybeIRllgQ4zls89Kf4Z8U6ndeI73w3r1tbR6nbQrcCS0YmN0Y478g0AS+HfBc2iagt5ceINSvyiFEilKqnPUkKBuPua6w5xxWN4tj8zwhq673TFpKQyMVIIUkYIrhvC/jXXbOy8Nt4hi09dO1VFhtpIHZpFYJkF88HOOfQmgDf8ADvgvVNE8Q32qS+JJLmO9lM09v9mRQ7YwOeowMdMVSvPhdE2o3Vxp2s3NhDdSNLJCkMb7XbqUZlJWs/TfiXqk3iizsrqxtpNPvbg28U9uHwpGed54bp2qK98feMLebXng0nTJrPRLkpcymVlZk64VfXFAFWfwzrx+JfmW0mt2cAs47RdRjMTrIFzkyA9vwrqJvhvbR2umnTNTu7DULDzCt5HhmkMnLlweDk8119hdC90+2uwu0TxLKF9NwBx+tcP8SLvxHaX3h46KbPY98qYndl3SFWwDj+HGfxxQBLN8N9/h3UNNXXb37VqT7729kVXebAwBgjAA46Y6V0WiaLeadYPaahq02poyhB50aLhcYI+UDP41g6h4j8R6Do9sup2+nz6xf3a2tpHblliUkZy5Jz2PSuZ8WeItafQtd8P+IYorXUIrH7bb3GmythlDAYIPI5oA6vQfAT6Fc24i1/UW0+2kZ4rFSqRjcc4OBlgPQmuzrzTQvGWt2EWiLr9tYxWWpQbbaaOYs6MqZzIehz7VH4e+J17f+I7DTdQsoBb6gzrbXNvvCkjOOW4bOO1AGncfDq5+16kLHxLqFjp+pTGe4tYlTO44ztcjK5xUeqfDM3rahHaa7d2trqEKR3UXlpIzlVCg72BI4HNRXXi3xff3GpXPh3SLCew0+5a2dLiUiWVlxuK9gOe9Sy+K/FOr6veWHh3TrAHT0T7U15IeZGUNsXb6Z60AGr/D/VdT8NadoY8USR29qiK5NqjGUocqfbGB+VaGr+FNa1Xwmuiv4mkWVgy3Nz9lTMqEfdx0X8KyZvGPimefSdHsNKsRrdzatc3XnSnyogrbSBg8nIroPBfil/FGmXD3FsLa9s52t7mJTlQ4/unuKAKB8CXU/g1vDl74guZkBjEU6RIjRqmMLjGD071Z8L+CIvDmrXupvqM97d3Uaxs0iIgVQc8BABVvxpr03hzw3Nf2/km4DokazAlSzMB0HJ+griLH4uXEeneIjqWnhrvSVRk8tGjEu8gDKtkrgkZ9qAPVznFcLo/gjXNL8TXOsN4n837ZKr3UP2JAJQBgLnqOPSuYtLrxVbfEey+1RWSXd/YzTqsFw5ilIUbQ6k8YPcetWbT4i+JdQTSLO2stOGsXF5Jb3do2/wDcqh5Y88f/AKqANK4+Fb7r+0sfEd7aaNqExmubFEUg5OSFbqoPepdT+HF7PrunajpfiBtPj02HybOEWqSCJSMHk9c+9Ylz8X7x9VuW07T4p9Ns5vJlUJI00xBwxTA2j6GtLXvHXiax8Tafp2maRa3cWq27SWSSM0cisBkmTPQD0oA9Gt0kjtokml82VUAeTGNxxycds1z/AIt8KjxLHZSR372N1ZSmWGYRq4UkYPytxnHQ9jXDeKdU8eK3hN5LbT7O8l1Dy3jWRirSYYAH1Qrk12GtSa+Ph7qL3gsBqS28pmEe/wAsoAcgc5Bx+tAB4K8Fv4QN+RrFxfrezee3nIoO89WyOua3dc059X0S80+K5Ns9xEYxMFDFc98HrXD6N4nk0v4Nadq+nWDTSiFESBnZsMTgkk8kA1J4G8b6z4i1S/sb5dOEkMAkiEYkjfdnoytzj3FAEtr8Njbt4dQay7W+iwvAYhCP3wbIbJzxkHFUrD4RLpt5AbTX7mG0gk3xJHBGJQM52+ZjcV7Yp/gS61QDxiJIIBqkF4Sf3rtCz7cgAE5A+lZnh34neJdQXTL/AFDStPTSrq+OnvLDI3mCXPBCntQBd1H4JaLqXia61qW8uFknukuRGoGFIOWX3DGvT1UKoUdAMCvH734neLDoN34i0/RdP/shJzbR+dMfNDBgu4gYBGc8V6tpr3UmmW0l8IhdNGplEWdgYjnGe1AGB4m8HHXtStNTtNTm06+t42h86NFfMbdRhgcH3rFtvhXFa+Hk02PW7zz7e7N5aXhVfMgkP3sY4IPpWl458UahoJsoNJ+yyXU5YtFKjyPtA6hV5696wZ/iLrUnw6tfEtlY2n2gXX2ae3l3YY7tvy88cnvQA6L4RSIuq7vFWpySaqgS8kdELSAe5GR/hV/TfhxcaZr1rqieIrmQwTSSlHhT596hWBIA/ur+VZ5+I2taNb67D4h0u2W/sI4ZIltXJR/NO1QSemD1NV9B1TxPD8WYtM1lo4o7mwe5aK3mZ4mO4AEBj8pHI4oA3NP8E6/ZeKJdbk8WySmfas8X2OMCRFztXPb6iqb/AAulfQNe0ttelP8AbF2LiWQQL8o7rj39a9HryfU/iV4hg1K6S30/T4IIp/KjjvGdXcA4Lbh8v4ZoA2da8Aavqc+ltB4pktodN8treP7IjbZFGN2e+fQ1Y1PwHe6s1pLdeJrxp4YWikPkxFJsnOShUrnt0qmvi7xHI/iW1WHTRc6XHHPCx3bGjZSSDz14rn5/Eevv430WfQYUmn1rRxNLb3EzLCj8HfjPYZHFAHVt8M9O/wCELh8Ox3l1F5NwLpLtCBIsu7O4cYHXoBUUnw4nuNCv9MuvFWrXP21lMsk7K+FX+FQRgc46Vkz/ABL1iTRoPsum26aml5LZ3gYPJHE0YBJAXkg5H0rI8S+MvEGqfC/VLmO50+O7gu1hmNqzqRGSMHB5Uk+vagD0C48Hy6h4UutC1PWLm7SZQqTMiI0YHTAUAHp3rO8OfD640LxKutSa7JdSG3+zSRfZkjRlH3cBRxirFhqfiTTPCl3qOuNpIaG3V4PLZwvQcuTn9Kw/C/xA13W59TsbiytY7qGyN3bTiORY3GcYIbkj3FAGrp3w8m03Wjcw+ItRTTheG8TT0wqbickMepGe1S3HgrVZ/Fa64PFFyjqjRJGLaI7Yywbbkjpx16+9Yfhzx74r1KXRbrUNHsodM1ZmhhkjlJcSAMQxH907T71W8MXvjufxh4hTOlPHFexLcrIz4jGxeI+fT170AbWp/DS1uLy7W116/wBNs9Rk8y5srdlVJmx83bPI6gVcXwAsOuvqVtq91Cn2E2MVuqJsjjxgY4zkdeaq+JmvY/H/AIYa5ht5bR7l0tzGXWSNtnzFucEfhVbxr481Pw/rNxbaetpPFbWonkTyXkkBz0YqcKPc0AdZ4V8PL4X8P2+kJdzXSQE7ZJQA2Cc44FS+I9AtPE2iT6VeNIkcuCJIzhkYHKsD6givPfiBNFrvwytvFsK3NteCKN4hFOyhAzDOQODj3rrPFmnx6r4AnaeSdXhtPtCNFIytvVMjJByfpQBn/wDCt2udHvLHU/EWp38kxiaG4mYb7ZkJ2smOh5rR8O+C20XVpdUvdav9VvGiEKSXTDEaZyQAAByaxbTXtZ034O6RrVosd1cRWsMlx5+5i0eBuIxzkDn8K0NC8Vajr/jC7trFrCfQreFGNxHkvvZQduc4yO9AHZSx+bE8ZYjcpXIPIzXnVp8KLJNVtpr7Xb2+FtKJ0hlEe7IbIy+NxGfevSK8/wBLmuIvjFqdvdRRNLJpyuksW7AQPwGBOM+4oAZr3wlsNdudQJ1jUra0v5BPNaROvlmUDhuR7DiufbwLrkvjmZ2l1eC1NtFaJqVvcRoXVVIYuvcHIxxmrmp+O/GNjL4ieKx0mW00KVfOclwzow3AAZ6471rp4w1vxBrF3ZeHI9PjS0tYZpGvdxLtIu5VABGBjvQBz/iHwLe23iHRotC0/UYtO0+zaJLmyukSQSM2c5Y8985610z/AAx02TQILGO8voL2K4+2C/WT98Zj1Ynoax9Q8beMtN0jRbx9M02S4vrk2r20blvnycEMDgDAHH1qxr/jPxP4S0hZdZttMN3d3Igs/I3lFGMln6nj0FAGpH8PI00jVbd9YvZdQ1RBHc6jKFaUoP4BxgD8K2PC/h+fw5pQ0+XVbnUIY1VIfPVQY1AxgbQM/jXG6b8TL648K6veXcNrFeWLqscwSQQTbjgbQcMT7Vc8N+PdR1KXXLW9tIzcadai5jZYniDgg/KVYkjkdaAL+j/DuHRtRWaDXdWNnHM00Vh5+IVJJJBAHIyc12teWeH/AIjave67YWup/YIoZ4neWPyJY5UKruwu7Ib8KzbX4vavdTwXEWmpNazXOxLZLaTzPK3EbvMztz36UAdZr3w9udb8Qw6v/wAJPqVs9u5e2jjCbYcjBAyOn1qTX/hxYa7dw351C9tdTWJYZLyBgGlUdmGMfkK7NG3orYxuGcGuJ1PxNrlz42l8OaHHYRNb2onmmvNx3bugVQRn3NAEGs+DtO0fQ47i3ttTv7u1dpEuFvtk8e4fMQ7EDHA46Vm/D7wdq1l4Y1jfe3mlzapeG4hPmLLLFHxgljkFiOprSn1DX9U+HWsNqUenRX8HnRzxoxaN41XsQcgkVH/wk1xofw38NSadaRPeX6W9tbJK58tGZM5ZuuABQBd0H4fy6LYXli3iLULmzuY5E8lwihGcklgVAOcmodH+GVtput2mp3WrXl/JZ/8AHsJgg2HGMllALfiaz4PGfiaDxTqOkamujxx6fYm7knTfhgQcd+OaXwr8QNU1bxRaaXewwNBd2zzRTpA8QyvYbidw+lAGlb/D66h8VjX5PFGpyT42FCIwDHuzs+70p2p/DTTNTOpI+o6lFa6jJ509tFMBGZOPm6Z7DjOKybfxV461PxNrWjadZaQ39mSANPKXVWDDKrjPX3qpqXxJ19dT1O0sbGEtpxWJl+zSSebLty2GBAUZOBmgDrtX8D2WsQ6UJdQv4bzTBi3vIZQsvQA54wc4GeKh1LwBaaj4YXQX1bVVtju81jcb3mzz8xYHuO2K5rVdU8T3HjnwxPayWdsl/ZStFb3MbfuztRmD4Iyc4A/GrnjeXxNGPDPk3+nQzNfokrhWCGTDcdfu44x1zQBsS/D+2utEi0y81S/uRbOslncOyiS2ZRgFSoGfxzVb/hWVnLZait1q2oXF/qMYhub6RlMjRg/cAxhR9BUHinxhrXgnwxDc6ilpfajc3XkxGBGWNAehIySce1TeA/G974mvL2yvbJlNuA6XUcDxxyA9sNyCKAL1v4DtYPEGk6u1/dSS6Xa/ZbdGCYK4IO7C5Jxj8q62iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKyfEHh6x8S6b9hvxJsDiRHico6MOhBHQ1rV53488XatpfiGw0TSt0TTwNcPOtsZzgHG0KP50AbB+HXh59KawlhuJVaQS+bJOxkDgfeDdQav+H/CWk+GjM9hFIZ58ebPNIXkfHQFjXDXXjDxPF4OfXpnhtJLC52ywTRbTeR5/hBOVY9hTbfxn4gPg698VG7tzHPMsNpZNGCbYM4XMhB6j0oA9N1LT4NV06exudxgnQpIFbaSp6jNcn4f8C+D7O+WfTVNxJp7tEqPOZFt3xyAp4B5qbSX8QQ6+bPUPEGn3cMlozxrFCFkD5HOM8qM1T+H8skVz4pgneCWeDUWDSRxiPzTsU7iMmgC0PhpoizWzpNfqtpN51tGLk7IWzk7R71KPh7pPkazEbi+I1hg12TOcsR6elcbo/xG1+41DS/7SkhtYb248sLJZOEZcnG2UZBJxQ3xE8U3rXl3p1kxgiuGjigFi771VscyDgE0Aer2Fmmn2EFpG8jpCgRWkOWwOmTVHxDoWn+ItOFhqO4IZFeNkfY6uOQVPrWjayme0hmZChkQMVPYkdK8++I8HiB9e8NnTtVgtLZ70Iu+Ldtk2P8AMTnkY4xQBrp8N9BGkzadL9snEsizGaW4ZpFdejK3YjPaok+F/h5bC8tXF3K94oSe4luGaVlBzt3HoPaqeu6xrvh/wtHC2rwX2tXF0IYHt7TduJBO3bng4Gck1R8I+JvE/iLw1r0F/c2um6tp03lLM8YwoCg5cZx+tAG7pnwy8OaTdefDDPKqxtHFFPMXSIEYO0HpmqafCnS0m0+U6jqRbTphJZjzvlhXOdij0rm/DPxE1vXftd609vHbaRaFriDAL3jjPzoc8IfWk8NfErxPqt7o8sth59pfybZUS1dBCp6MJDw2O9AHXaj8NNJ1DVbm7N3f28F2we5tLecpHM/94gd6NW+GejalfxXkFxe6fKqLFL9kmKecigABvwGM1xmqfEzxJaXV47tbWVsl60EJktHkjKBtu4yLxmvWZ9Y0+yktIby+t4p7riFHcKZDj+EGgDmtT+GWhX1jZW9s1zp72eRFPaylZME5IJ75PNdBoOg2HhzS0sNPjKxAlmZjlnY9WY9ya1KKAMbxN4esfE+jPp1+zpGzK6yRttZGByGB9c1gaV8MPD2nvqMhe5vBqFuILr7TNv8AMAOcn34H0xW94o0q11bQbmG8EmyNDIpSQoQwGQcg15v4K0m4k+Dr6jp2oyxapcwSNLNLI0oIDNkbSeCQMZFAHUaR8MNI0nV7LVrW/v2ubYFVd59+5D0Tn+EVt2nhDSbLxbeeJIYSt/dxiNz246kD1PGa5L4TNr8vhjSrm+1u0uLGSDCW5j/ergkAbs89PSvTKAOCvvhRod5q017Fc31nHcNvntraYpHI3ckDpmnal8MrW/1i21GPWtUtZLSPyrZYZeIlxggZ5571kJr/AI5vvHGreHdOvNIxYxrL588LDO7ouAf1qhqvjzxbHr19pdpEvm6bFH5hjsmkE8pGSOvyr6GgDv8AxL4PsfFOjW+n3s9wrW7rJFcRviRXUY3Z9etZ5+Hdknht9FttT1KFJZDJNOJy0kpIIIJPYg9KxB4r8T67qOmaZZta6LPPpxu7hrqPeQ4faVUZ/H6GqjeKvFaDTtGfVtH/ALRvL+e3N6g3JGiKCAVB4c56ZoA37L4Yaba+G5tBk1LU57J2UorT48racjbjpVvSfh7pei/bJbO5vftlzD5Ju5Zi8ka/7JPSuH1Xxn4t0tr/AE19UsJbqwuIFN3FBlJElOAGGflZTzUdh458WXFlfSS6lZGSO2e5hZLY7f3b7CrDPfrQB2mkfDxdHvry7g1/VGkvPmn3SDDtjAY+4qGD4W6db6dp9nHqeoBLK8a9UiQZeU9z/nvXM6V8SPEltq/la0dPntgs4K2qFXDJEJB17HOKk8NfEHxVq11pU0tiklnfvtk22zIsCnOG3nhsUAQ+J/hhdatrk1ppekpZ6dcTK8t092So5yzJEOjE8Zr12JUtLWKJpOEUKGc8nAryGPxx4yi0/wAQ6hJdaXJbaHe/ZZE8hg84DAEg5wODTvFmqal4qtvEsQmsLWx0dRsW4DB3YxglgwIx14oA77xJ4NsfE9zaXkl1dWtzbgqs9pJsZkbqpPoaxh8KdITRjpMV/qSWZuxd+WJ8/MOcfnz9a5S18VeI7Pwv4TtNMkjKz6f5txMkJuJFIOB8uc4Pc13Pw78RXPiPQrie9uop7qG6eJ/LiMe0DoCp6GgCa48B6Td6nqN9eSXM5v4FguI5JPkZFHHHqDzn1rO0f4Y6PofiKPXrXUNQM6IVzNcFwVOOCT24ra8bQajP4Q1JNLuhb3PkMdxTdlQDkD3I71x3hiDVrz4ZL/aer2l5YvpTMkSIVlBCZGWzk4xQB6iCGGQQQe4rzuX4Q6XcTSi41XU5bOWczyWjTfu2JOcfSsHwb4m8RaPpfg2HUJrOfT9VzAiYImjCrlWLE/Nx1pb34oava6hb3cMlvcaNNqX2Tf8AZmQY3YOHJ5I+lAHVa38MNC1vUjdNPeWrPAIJY7acqsiAYXcPaqB+DmjMLdm1PVTLawCC2kFwQ0K5ydv1rHvI/FR+L15FbeILS33acJIvNhJj8vfwuM4J969Xsnd7KBpJo5pNg3yRfdZscke2aAOVl+GuhPpFjp0T3lulm7yJLBOVkd2+8zN3JqxYfD7QLDRdQ0sQSTw6gc3LzuXeQ9iW9u1Ynj3xB4g0vxb4f0zSdSs7WHVBJG5uYshGXB3A5689Kw73xn4ottB8Rr/aFob3QJ0X7SsHyXQbHy4z8pGe1AHW2fww0Cz0+7swb2UXMRhLz3DOVXttz0xUFr8MrW0u5bxNc1ZrqW1Nq0rzbjsPoO2KoXWu+LvDvhe88RareafexfZlaO1toT+7kbGMtnkDNRaH418Syy3gv7RJIFsWuI52t2gCyAZ2nd1B9aANqz+HFhY2+hwRajqHlaPK00KmX7zH1/X8zRqvgTw/rPiiW8mvLqK7kRHntre5MYk28KzAflXN+HPHPiS98QaLa6pJDBFe58yNrF0y20kKj9D9a3LG4ng+L9/bXb2kofTRLDKse2RE8zHlk555yaAL+r+BrDVNTivbrVtSjkibdAsd1sWI4x8o+lM1T4baDq9895cm8WaWIQzmK4ZPPA6b8dTXmvjPWdV8ReFbvXpL2yggtr028Fom4Tx4kxkkMPmIHQjpWxrHxB17/hJrjRdJJijsLaOQt9kadpmI5zg8L70AdbffDDRNQ0Wz0iW51FbK0QxpGlyQGBOfm9cVbm8DaY/hcaBLfah9kMm7ebo+Yc8bd3p7Vx7eLPF+qazoFpZXdhYnU7CSaWOWLzPJZOpGDzn0rnvEHiTWfFHw8sL19SjtXttaFpPNChAkIYbZBzx6470Aegy+G9S8KeC7nSvDnnanJKhijW+uAFgQrjjPYelWPhho0GieBrO3ijgWVstO0MokVpM8ncP8irtvDrDeGLyzudasbjUfLKrcrFhVBH8S5+tcb4I8QLp3wdn1Lda2T20sq7oYSyg+ZjOzOTn+tAHqzDKkE4BHWuNj+HulPrw1pdU1OS8Uj5/tZI2g5Cn29q53wX4x8Q6h4vl8Pa8qyW89mbiKRofKfHfgE8Yq14Lt7bTPid4psrWVls1ihaOIyEqpPXGSaANxvhzoslrrUEst641hw90zTnJIPGPQdvpSXnwz8OXwtjLDcCWCJYfNjnZHkRRhQxHXFdjXnF34g17V/FWuaZYavY6PDpSqAtxFveUlc7+SMLQBtXvw58P3sdhD5VxBDY58mKCdkUH+99eTzV7VPB+k6xokGlXscskNuQYZDIfMRh/EG65rzTUPGHia6ttMtrDWopdRWzNzc/Y4UMbDJwxdiBjjoOav3XjbxNceEPCmqWFxZxXepTi2nWSLcm48bsg8Yx0oA6tfhr4dGlTWEkdzKs2N0sk7FwVOQQexBpmnfDvw/Zy3kkU13PNd2rWtw8l0XZ0Pr7jtXML461+2N/olzdafJqEWpR2K3+wrEodScsueo6daX4fwz2PxD8SafJfW0zxWkRLwFtm4kknaWODzzQB0PhrwH4V0vVWutPlmu7yxYx5nuDKYWK8jB6HH86bL8NPCK6uLhhLE8hJFqLpljJJ6hM1neEdTuNOg8azTGC8vbO7dswpsNwViU9Mn6VxOsX19quoeD9f1DVNLnmvL2LbFbqVkgXqVznkc85FAHv0aLFGsajCqAoHsKwNe8IaD4ivIZtRgzdou1JI5DHIV7jI5IrzPxh458S6Zq9/qGkaj5unWN4tu8bwosYJOCuSdzH3AxU/iyPWJfiX4fux4lXTILuycwymIbIuAWXk4JPqaAO+vPh94eu9DGj/ZZILMOZCsErIWYjBJPf8AGqH/AAr3TtN8M3em2cMuoqwRobe/uGKKy/d2n+HHtXOeJ/GuqaXBoGm6RrEd+940qS6lDbiQsyY+UIDjPPr2qu/xD8UJ4Tv2Edp/aNvepbRzSgRtIrDOfLJ+9x0zQBr+D/hvJZ6hrF/rdvaxf2jALb7HbSM6LH3JY8kmtyy+Gnh2wvrW8hS7NxaH9w73LNsH90e3tWL4A8UatqviS7sNT1P7SFtlmjiayMLLkkZz0NekOMowB2kjr6UAcvYfD/RNO1h9Vtzdi8kk82RzcMQ7Z/iHQ07UfAHh7VNTfUJ7WRbiRt0himZBIfVgDz0ritGuPHesa5remReJLaG10+8CJcS24MkmedoAOMYrJ1T4h+KJtZ1UWdw0A02ZokgFuuyTaOTIzMCAeelAHpmveEvDmoaTaQ6pGIraw/1MnnFDHxj72c09PCPhy90CLTVtY7jThJ5yfvC3z/3g2c5rzj4kzya/qfgyJ9WSLT9SYNJBsDRq20Hc3I3DJxg1teefBev6LoyaxBb6Rd2Mxd9oSNJARh1yTgnPTOKAOrk8A+HJdNk0+Sw3W7uJMGRiVYdCCTkGrOg+EdI8Ns76dDIruu1mklZyR+JrzSPx/ry+C1uLW/gu5hqktqboqpeSIfdKJkZNLB8StWs/DOvXEl2L7ULQxeXE1m0TQq5xuYdDjPY0Aez0V5j4M8W+Ib/xNDY3rC60+eFmE8kAgkR1GcbcnIr06gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKwfEPh/w9rbWw1u2gkfdsgZ3KMSedoIIPbpW9XmXxT05mv8Aw7qUms3Njax36xyFXVViypw4yOD2yeKAOok8BeGZIraI6XGsdvL50aIzAb/7xweT9alt/BXh62uL6aPTY919n7SrMzLJnrlScZ/CuK13xMLa00nTdL8TyyWM960F7rDMrNDxkLu27fxrW8E63f3XifV9IXUW1jSbSNGh1BwM7z1Tcow3rkUAdJpfhHQdF846fpsUDSqUdxksVPUZJyB9KSx8I6Fpt2bqzsFinOdzq7ZfIx82Tzx61N4l1L+x/DWo6hiU+Rbu48kAuDjqM15h4F8V6jF4vbTbrVVvbefTTdLEL0XLCUHpuwMMR/COKAO+tfh/4Ys7mGeLTfmgfzIlaaRlRvUKWwPyqS68CeGry7kuptLjMsjFpNruqufVlBANcNp+sXt/p+la3ceOBb3NzdKJdP2KV25/1YRRuDepqJta1DV7DVdTuPG40a8trloorLYqpGqtgbkILMSO4oA9ct4IrW3jghQJFGoVFHQAdqp6xoena/ZfY9TtVuINwcAkghh0II5BryfxF4w16bXnsbS+mgtILKKWKaOaK3MrEfM580ZYZH3RimT+K9Vn1PwmZ/FQsIdVtJUvJYyhiWRO6kjAJ9enpQB6FP4L8JWGkmCaxht7QSrIXaVlIf7oO/Oc84696dF8PfC0Nrd28OmKkN4oE6rK48wDpnmvMdevNR1rwL4mhn125vrHSryIQXkSqouEyu4MQMNtJPI7ivR/CF5pCO1lZ+J59XnkjE22WYS+WvsVAA+lAFyDwL4atr22u4dLjSa2i8mIh2wE/u4zgj61BbfDvwxaaiL2HTiHVt6R+c5jRvVUzgVp+Jw3/CM6iyXj2brAzLPG20oQMg5NeKaP468S29xp1zf+IfMhY20kkBjjIdZG2MM9eMA/jQB6o/wy8IyXb3L6QrO8plcGV9rMTkkrnHU1p6t4T0PXLuzutS06K4ms/wDUMxPyfkeenevL9Q8X6vJZ6xrf/CWRWN5YXckVvo3lp+8CthQQfmbd2PvTpdV8Sahr3ieAeJZ9OhsrKO+SEeWzJIY9xjyeig8UAe0AADA6ClrwvWfHPiS9i0GC3v8A7LFcaal1LcRTRQmaU8EBn+UY7gVdt/E3iJfDGm+Kr/WQ1vpt20WpQWroyyxZwGJAwWHfBxQB6trWjWmvaa9hembyHILCKVoycdsjnFUfD/g7RfDELQ6XbPEjJsZWmdwRnPQnA/AVjfDhdSvLK91y91G8nt9QnZ7OC4PEcIPykcd/5V12orv065T7UbXdGw88EAx5H3snjigDktO8L+A7XxM39nxWiarAfMMKXDZQk9dm7A/Ku3rxP4YeE7KdJ9Vudbt7q5a4uMBkjaRHDECVWI3A8Z9Kt+FW8Ua5d6hCPG5EOn38kcEflxvLcKp/iPGQfagDuI/h94eh1k6vDb3Ed80gkaVbqTLEdjzyPaptY8C+HNevje6jpqy3JAUyCR0JA6Z2kZrzFvGWvXOlar4jl8Tpp9zYXDwporRRnftbAUg/MS3rVbW/EniPz7iW28Vy2CM9r/osyxs0RmB3DOM4XHT3oA9SvPh74XvtOtrGbS08i2z5OyRlZM9fmBzzTL7wZ4Qg0CPTbrTbWHT1lBQElSJGOAd2c5JOOtP+HutXOv8Agmwv72ZZrlt6SSKANxViMkDocAVh/FzTbi78PW90ms3Gn20NzCJ1jwFYNIoDEnoV65oA2X+HPhZ9LXTf7MC2glEzIsrjewGAWOcn86z9T+H3gTT9PeS9tI7K1AMZkNy6Abj0zu7muevtdi8OeDru20rxhLq04uolub2WQTPZxPwWGOOMVj6hqD2em+INEHiL/hItJbSmuftVxIrmCXPyruHr2HUUAd/YfDLwrbXkGoQQTySI3moz3LurZXHOTyCKdafC3wjZag15Fph3E5WNpXKIfZc4FcT4b8UajosWhvP4jj1a0vLFnmtIY13WipGSGGOcDGDnrWb4b8d+ILbxV4fW51U3Wn60z5iuZo3dFz8pwoGzr0JNAHpcfwz8Mx6TqOmi1ma21GQS3AadiWYHIOc5p178NfCuoXMNxdad5jxRCLBkbDqBgbufmIHevPx4l1HXdJ1PU7jx2mgX9vcSQrYMqbY1VsAFcbmJ9RWnPrV3qes3ltd+Of7GisoIngwkcf2jdGGMh3ckZzx1oA6aT4V+FJoLOCWzmaOzVkhHnuMKTnGQc4ro9F0HTPD1j9i0q0S2g3Fiq5JJPck8k15SNf1S7bw/pd14zNna3FtLNJqqRiP7QwbAUFxgcV2Pw51u71a31W3uNR/tSGxuvJgv9gXzlxntwSDxmgDtmAKkHkY5rhdF8IeCb86heaNGWEhktJWhmcBD/GqjPy9e1dne7DYzh7g26lCDMGClM9wTwK8+8DSwp4b8Q6emuCWSG9uFju1kTzSoAw+ehPvQBsr8M/DSppcf2e4KaWxa1U3D4Qk59eeaqXHws8HajLdDyJMvKXdI7ltsTk5JVc4U1w3hnxH4iZPDGqXfiqS4g1S7ks5LaSNFCBcjdnucgc1BolnPpHjvxONQ8cTaWILxJXEuwNdIRnOD+XAoA9U1zwF4e8Riz/tKzeRrRPLidZWVtvoSDyOK3NN02z0jT4bGwgWC1hG1I16AV4t4g8ca9qHiDWILPU5NPt7FlFqEmgiEmVyGbzMMyn2rQ1zXtZvIfB99p/iRLK91Ii2u1WRWgA2tucKe+QeelAHT+OPBN/4r1/SLhTpz6fZh/MhuVcsxbGcFenAGPQ1qzfD7wzPokejvpqixWXzjCkjAO+OrHOT+Jrz7xVc6/wCFtP0jSF8S3eoQ6jNNI9950cL7VUFUWRsgcknP5VUTxbrU/ge5t5PEMUdzDqSwCZrpfNeIrnaZUUqGP96gD1e18LaDpWg3Glx2aR6ZKC00ckjMpHfJY8VlaJ8PvCdjDLcabbmRLuNk837Qz/IwwQpzwMV5/pF1fa54d8V6Z/bWrPPDahwjTx3IVcH5RIuQc9+Aa1fh1MmneF4p18YC6un05mh06Vk2W+0Z+6OeO9AHZaJ8OPC/h+/S90/Tys8eBG0krPs4xlQTgGopfhn4Zn15tamtbh7xn3ljcyYznPTPTPbpXnvhHxRqtz4v0eLUPEV9O9y53QxyQy28pKk8bSGUfUV7C2t6cutLoxuV/tBovOEABJ2Zxk8YFAGLe/DbwjqN7Nd3WiQSTTnMjbmAY+uAcZ96l1DwB4Y1P7P9r0qNzbxiONg7Bgo6AkHJH1rpq8T+IniW8XxRqaaXrlxYzaVbLIYpbsQxs3X5E2kyH60AelxeCPDkN/Z3sWmRx3FnH5UDIzDYvPAGcdzUQ8FeFrDQ72wOmwpps5MtwjuxUkc7sk8fUVwmp3l/4h8ReFLeHxRc6cmqaY0tyLWYAMVUH5R2JORmsvSfFd/qmkWOman4lks7Eajc2s2oqw8xlTHlqz9BuyfmPXFAHo+neDPCU3h2607TIY2sLvAmeCdmZ9pyMuDnijTPhz4T0LTru2gsALWeMrOJpmZWXrzk4H1rmvgzLCY/EsMF+l5Cmpt5ciBVDrtA3BV6Zx6V3Piuwn1PwvqNpbXU1tK8D7XhxuPB459elAGVp3gvwZpixaxY2VvEsUbFbpZ2I2Ec5bdyMVHpnw+8FfaIdX07T43csJY7iO4dgxzkHO7BrhfAI0nT/Dtv9q8ZXFzcT2MkX9kzzgxxsAcjbjjHvWH4P1S98NaN4QvrfXZGt7/UHtprKR18lIiT0HUH3oA+ia5zVfD3hXWtZCalYWVxqJh3bX/1hjzjJx1Ga8d8SeNr2x1W41jTNfuAsOp+T9lubz5mUMAyiELgJ15JzW14qsLG2+Kdre6j4l1HTrK+05pFukutgRtw/dq2Mbcc4oA9MvPBPhnUFhW50WzkWCPyoxswFT0GO1Qv4B8MPb20H9lRrDbS+dDGjuqo/qADV/w7e2F9odvJpt9JfWyrsW4kJLPjjJJAJ+tcl8Ubm+tP7CbTtcm0yaa+WBtjDaytwSVPXFAHRN4J8OOmoo+lRMuouHugxY+Yw6HrwfpUdh4B8MaZcfaLLSo4ZfKaEujtllbqDzz9TXm8vijXdF0vxLpL66bk2WoQwDUJCrSQwyfec49P0rofBuqSReNW0ew8STeINMexNxJNK6yNBIGAA3Ad8nigDpdM+H/hfR9QW/sNKSG5XOHEjnqMHIJweKr2/gjwLfSzyW2j6bM8cpWVo+SrjqDg8GupuYftNrLB5kkfmIV3xthlyOoPY14V4KTSNE1nVLfWPF2p2N5aaq4Fo1yQLgE/KzKB82e9AHrV14G8MX08k11olpLJJ99mXr7/AF96hksvCOvs3h2WCyvG04Am0bkwjt715rr2vs994pn1LxVfaXqFnNt02yhkKKygZUhf491ZT6tDe/ESzm8Qa9caHJNo0RuXtJfLzJydrnt2OKAPbG8J6A2kppZ0i0+wxtvSER4VW9R7+9Vx4E8LfYXsv7DtDbSSCVoymQXAwG+uDXk48T6hPoWl2c+q3m17u5W21Ge8a0SaFQNpkYKSTzx64pbTxxrD/Cq1k/th2mj1UWl/fod7wwFj8+evTGCRQB7Do/hjRNAkkfStMt7R5AA7RryQOgzWsyh1KtyCMEV4ydVOlNrdz4Y8X3muMmltLHbyyGfy5A2N2egOOcdaTQtRsRqOgXdt451PUb6X5rnTzI0quxXoVA+QA+tAHo1n4E8M6fqP9oWukwx3W/zPMDNnd69amv8Awb4b1TUPt99otncXXGZJIwScdM+teMzeJLyPTk1O38UajN4qbUNn9jeadgHmY2eXjpt717/A0jwRtKmyRlBZc52nHIoAxNS8FeGtYnSbUNGtbiREEal1+6o6Aegqe68L6He6ZBpt1pdtNZ2+PKhdMhMdMVsUUAc2/gHwo9u8DaFZmFpPNMezC7sYyB24q7YeGND0uyns7LSrWG3n4ljWMYf6561r0UAYOl+C/DeiXq3um6Pa21yoIEka8gHrW9RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZPiOXTrfQrmfVbT7XZxgGSIReYTzj7vfrWtXA/Fm80+38JTrNePb3+wvZhHKszAjPTrxQB18FhpzabHBHZwC0ZQVi8sBcY44qzb20FpEI7aGOKMfwxqAP0ryjxvfWet+HvCclpqcmXvYoZJIJGU42jeDise5vNQ0u48WaHYXN7/ZsF1bsDlnkSEkCUo3U9aAPW7PxJo+r6ndaPDNvuoEJmhkiZflztJ5HIzVuHR9LglWSGwto5EOVZYwCDXiUNrp974t8T2ujS38sFxojLaySs+XkUhsIx5x/wDXrR03xFb3PxE8MtZT3SE6W0V+zq4UyKnAIPG4EUAetRaDpEGoNfxabapdtkmZYgGOfeqUcHhvVtduSltZ3GpWLKsrmIF4yRkc46145oV/dSeI9KllvJtS33WGkt7qRZCTn/WRHgAe1XbbS9B8OfEbxJFrtzeW0UzJcWjLLJmUHkjj72KAPZdQ0TS9VCfb9PtrnZ93zYw2PpmuY13wCNZ8QWepLqCwQ2kTQxWn2WN4wrY3cEd8D6Vy3iW50ebxvorJr97p9neW7tdhZHUMu0bVP93PrVrxNpFp4KttO8UWV3qN1Y28v+kwNcs/mxyDapGfQkYoA9Li06ygsfsUVrClrt2+SqAJj0xTbDStP0uLyrCygtk67Yowo/SuZ+HOh3mleHvtWoyzte3zGd45ZC3kqTlUGemAeauePpdWh8Fai+iK5vtmF2DLAZ+Yj3xmgDobi3hurd4J40likG10cZDD0Irj7m2+H1hqI0+ez0qO5LKmzyAdpPIBIGB+NcvojWkfibRU8M319dCSNv7XWWV2RV29TnowPaofBOkeHZvHXiQNfGV4r+NrVHuN2/5ck4P3uaAO11+48EaLqUFxrMenRXx2mN3hDOAOA3AJAHrUmqr4W024t7i60uGR9Xk8gzR22/zN3PzkDoeOtefX9h4el+Od1Ff3xWGTTgzb7j/lrv8Au+3Hat34iXGmaZqeh3sWoGC8j1C3SVFmIVYeckr0x70Adw/hrQ5bGOyk0mza1jJKRGEFVz6DtXNeO/DD3nhuW1tb1dP0iKIvPbW9ortJg5GP8Kx/FWqWNz4wtJNZ1G6g8NvY77aa2dljklJ5LMvtjFNt59EHwxvo59V1FrdZpTbXF2WjkZuSoU9SKAPRNClSbQbCSIOEaBCoePYQMd17fSp7/wCzf2dcG8jD2wjYyqV3ArjnjvXlt94oM3wc02RXa7uZBDBcusjL5JJ+85XkDioPhTrc9prPiTTtQ1RZ7C1VJoZCWMYXGGKlucdKAO58NW3g/U4przQrCzAjZreVkt9jA4+ZSCAehrUsvDOh6dci5stJtLecZxJHEFYZ681xHgHXdOY+LvIvoxJJqVxcRADJKbR84XuOK4PRNXu38QaNO97NqLSXg3TWl25kcHP+shPQCgD3Sfw3ol1ffbZ9Ks5LrIbzXhBbI6HNZFtZ+C9c1fUbeGwsLi/tpB9rVoBuDHoTkc11leFeIJdAm+KfiE6jrF3YItnGqPaOyK8oz8pK9T04oA9rsdPtNNthbWNtFbwgkiOJQoyepwKkubWC8tnt7mFJoXGGR1ypHuK+etQ1vxXdaZ4cGrTvb2n2WRmlmkeETNuwpcryDtwcV6j8K7q7m8KtFeagb54Z2VJNrcKeQu5uWxzzQB1EGiaRYWksNvp1rFbsvzxpEAGA9R3rM0S38P67oLi20VIbJ5CjQT2oj3FT12nqPStTW3sE0a5GpzCGzdCkjliuAfcdK8e0DX4br4N6/azapKbyzaZosyMJFQN+7OeuKAPXLLw1oenSO9lpNnbu6lGMcQBKnqPpUMfg7w3FMkseh2CyIQysIFyCO4ry/wAG3g0fXPB8za1fXb67av8AaI7iYsA2PlIXtyMV7ZQBwV9rHw5/tW5lvE01r6C7W3ldrfLCY52gnHXg8+1akreEfEHiOXSri1s7vVLSMMyTQZZE7YJHSsG7+EOl3eq3t8buVTdalFfsm0YBTJKfQljXGePJbtPiZq8tnK6WUFhANQeA4lWLcM7D/e6fhQB7Ve6HpWo20dte6fbTwRfcjkjBVfoO1WLOytdPtktrO3it4F+7HGoVR+ArxTxTqQeXQYtG1Rx4cFu8hlnkkCyS5+47r8wOPWkt4tT1L4d399HqL3F1pF2Lm3WKV9ojGGZCx+8CAaAPbri2gvLeS3uIklhkG143GQw9xWPB4M8N2tw88Gi2UUkkZjcpEBuU9QR+Fcv8OrFtZu73xrcfbIf7RkJtLaSU7Ui2gZ29OTmu61W6ax0m8ukheZoYXkEcf3mIBOB70AUx4W0FY4I10eyCQMXiUQjCMTkkehrK8Sx+DbPUra51+xtDdTELHNJbF+egywHH415J4Z8SXdl4z8Psmp/JqEUnnQNcPJtdgSqybuA2eOKrarrGl3HhprnVdb1B/ExvQJ7PeQigSdCmMBQO9AHvOoeF9B1eeOe/0m0uZYxhHkiBIHpVDxDpvhjTtNW/1LRYJ4bfZCoS2DsilsAAegJryHVjb3+s6pDZeILyNUvovKSO5fAR0JYD/gWKv6nrcdx8HtE1C71GZdcgKqgEjBm2zANkd8Ad6APZZ9F0q90+Kyn0+2ltEA8uF4wVUdsA9Kq3Ph7QIdIkgfR7R7OMGUwLApBIHUD1rzzx7e6b4h1rwatrqdwsN5PJDLJaSMhKcD/0IYzTdEuNFTSvFui6lqk39lWl95ds0sz7kBXjDdcbgaAPRvDdvpB0eK50rTEsbe5XeYvIEbf8CWnweGdBspZJ7fSbKGR1ZXdIVBIPUH6159pnimzufhBcwW2ruL+0s9s0g3F4vmwGPfp3rE8DhNa8RPZjUGubeewkSRrS+eRARgZOeVY0Aeo+HtN8LSxrqmhafYqNzRrPDCFOQcEA49RUtn4YtbTxZqPiIyPJd3kaQgN0jRR0H1PNeW/Dv/hF9DuILC81LUBrkd1LC1r5jlFO8gEr0wRg5p+k6foes+PNX00+K71beKaNbOzhvG/eNtBY56nBBGOlAHtlc5qll4V1DxBFY6nZWNxqckJkRZoQzGNepyR0rxPxVr00Gq6nfQXMlhf2eoiOGKWeR5GAI3Nt+6EIre8a2miQ+PdG1vXHuf7J1CxYPNDI+PNwMAY6A+goA9K1qDw94Z01dYk0aJ/sahIvs9uGdQTjC46DmrsPhzQH08xJo9mttORK8ZhUBj1BI9a848d6z4el+G1tcWF7cQSxDbp6yu8bvggE4P3uPWrfi7XbTU9D8O3KXVxN4f8APC6lLZFg64TgNjnbnrQB6PYaPpulvI9hY29s0uN5hjC7sdM4q/Xz9qeqgeFPEsdhq14ujRXtsNNupHZXDNgSKrHlgBmuu8IMNB+Jdz4ettTuLmyl06O523MpkYyHqQT04PSgDvE8L6Ck8syaPZLLMCJHEK5bPXJpF8K6AscMa6PZBIGLxL5K4RvUehq7qRuV0u6azx9pELGLP97HH614Zp+sW72WlLbajrB8Ym7T7VDJvxy+HBXptxQB7RN4b0O4nnnm0myeSf8A1rtCpL/U1Pe6LpmpQxQ3thb3McPMayxhgn0z0rxyODQdS+KGs6Zd6/fw2TFFgtop3CzStkNz7E9K9p0+zj07T7eziZ3jgjWNWkbcxAGMk9zQBKiRW8QRFSONRgAAACql9pGmas0T31lb3RhO6MyoG2n1HpXnHj4xjxxaL4ke9HhlrM+X9l3487d/Ht56dK5+W7sNK8PW0NrHqkOj3WpuRe6hLIiouOPu/MV7DNAHsqaFpKSXLrp1qGuhic+UP3v+960/TtH03SI2TT7G3tFblhDGFz+VeELrYufh1fx3OpzmW31ZVs3EjowiZhzk8lcZxmnWUkZfWdLW+v2eexvUR5JHIWSN90fPY7BQB9B1nPo+kzaj9uewtXvVGPOMalx+PWvGPCd8gvfDkugTatcaiY2bVkuS5VkEZPfj72MY9q56PWjDrej6nbzT2lxPqQN7bReaxiQtjDk8HPpQB71qs+mQ6/ptrc6WLi4vCwSfyQwj2jPzHtV+bS9Ld2aeytS0pAYvGuWPbr1rzLxj4h0DSfidod59skjliZxfeWHPG35Mjpis3xU0V14qv7/WbTV7ywntkk0eWwD7EIHOQOjZ7mgD2Ga00y+tltZoLWeHosTKrLx6Cm2+h6VaRzx2+nWsSXBzMqRACQ+/rXz9pFtb3fhfwLHPJfJPcajKbiWJnDeUWIOWHTkLXovwuuyms+KtIS7uJrSzvcWonJYqnIOCeoyMUAd7ZaRpekRSCysra0jc7nEcYUE+9OtdL060nea1sraKV+WeOMAn6kVifESBLj4f60H3fJbM6lWIIYcg5FeR+E5XnvPC58Oy6odaJzqpuy5Ty9vfPGPTFAHvA0zThf8A2wWduLvGPN8sb8fXrVh5Y4/vyIvGfmYDivATJ59vI0MeunxqL4qpJfy8eZwf7uzbVPxXIJvEOtLdJPc3qS4SCQSqxbaOI2T5SpPTNAHv82sWMGrW+mSTqLq4jeSNM/wrjJ/UVd3ptDb12noc8V4z4z0nSE1/w5ruuaVfRxXlq0d59ndy0UgRdi/L+I96qeJ54b+18O/YrPVLXT44ZEjguYZGjOGxl9vzA4HBoA9vjljmTdFIki5xlWBGfSodRv7fS9OuL+7fZb28ZkkbGcKOteefDrUv7G8D6tcyaTdQw2dxI6xJvYyjrlA3OK6m0urXx94IkJhubSDUIWiZJVw6A8GgCTQvGeh+I717TTLozTJAs7qUI2o2MdfqK6CuQ8L/AA/sPCusz6laXM0jTWkVqyPjACADd9TiuvoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACoZrW3ucefBFLt6eYgbH51NRQBWWxs0ChbWABTlQIxwfUVMI0BJCLk9eKfRQBGIowwYIu4DAOORSPbwuwZ4Y2YHIJUHBqWigCCO0topPMit4kc/xKgB/OnPbwySLK8MbSJwrsoJH0NS0UAV5bK1nbdNbQyN0y8YJ/Wuf8U+C4PFJt0n1K9traAqRb27BUYqQQSMdsV1FFAEcMZihSMuzlFC7m6tjuakoooAjSGKLd5caLuOW2qBk+9VIdE0q3uBcwabaRzgkiRIVDZ9c4q/RQBnyaFpM1wbiXTLN5i24yNApYn1zipLjS9PumZ7ixtpmcAMZIlYkDoDkVcooAh+y2/2cW/kReSowI9g2gemOlElrbzRiOWCKRF6K6AgfgamooArrZWqRNEltCsb/eQRgA/Ud6BZWnOLWHldp/djken0qxRQBUTTbCKZZo7K3SVQQHWJQQD1GcUQabY20vmwWVvFLjG9IlU4+oFW6KACqh0ywZmZrK3LOwdiYlyWHQnjrVuigCOSGKaPy5I0dP7rKCPypyqqKFUBQOgAwKdRQBHLDFPGY5o0kQ9VcAj8jUH9m2Gx4/sVvskGHXylww9DxzVuigCkNJ04SwyiwthJCNsTiJcoPQHHFXaKKACq5s7UvI5toS0oxIdgy/19asUUAQLaWyQmFbeIRHqgQY/KsfxN4Xi8S6SdON9dWMJyG+yMF3DGMHjkVv0UAUNG0yPRtHtNNhkeSO2jEatJjcQOmcVfoooAo/2Ppm4N/Z1puD7wfJXO716daV9J02WR5ZNPtXkk++zQqS31OOau0UAVE0ywjZmSxtlLY3ERKM46Z4pW0+ycANZ25AzgGJeM9e1WqKAK4sbQbMWsH7v7n7sfL9PSkNjaEMDawEN97MY5+tWaKAKv9nWPlvGLO3CSDa6iJcMPQ8c0lnpdhp5Y2Vlb2xf7xhiVM/XAq3RQBXWxtEuHuFtYVnf70gjAY/U9arw6JpVtcC4g0yzimBJEiQKGB+oFaFFAFaSws5nLy2kDu3VmjBJ/Slls7a4REmt4ZEQgoroCFI7jPSrFFAFW506yvBGLqzgmEZygkjDbT7Z6VJHa28URijgiSNuqKgAP4VNRQBUm02xuLcW81nbyQBtwjeMFQfXHSnpY2kdwLhLWFZ9oTzBGA20dBnrirFFABUItbdZzcCCITEYMgQbiPTPWpqKAK4srRZfOFrCJc53iMbs/WrFFFACMoYYZQR7io57aC5i8qeGOWP8AuSKGH5GpaKAK0lhZyxeVJaQPHx8jRgjjpx7VW1bQ7LWdKn064Vo4ZgVYwnYwB64PbNaVFAGRoGgReHrH7JDdXNygxta4YMyqAAFBAHAArRNtAc/uIuTuPyDk+tTUUAV5LK1ll8yS2heT++0YJ/Os7XPDlrr8KRXVxeRRoCCttOYwwPY461s0UAUtO0yz0nTrews4VjtrddkadcCrKQxREmONFJ5JVQM1JRQBm67o8Gv6LdaXcySxwXKbHaJtrY+tR6BoMHh7TUsYJ7idEAAe4YM2B0GcDgVrUUAJgZzgZ9aTy03bti59cc06igBCA3UA0tFFABSAADAGBS0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVzF5450nT/FCeH7tLqK8kRpI2aL926gEkhs+xrp68e8ceGLzxV8SUSTTrtLCKyEa3yxghZA27jnOCMr+NAHc6H480TXdJl1VZjZ2KTmATXhWNXYdcZNbMetaVLYPfx6jaPaJ96dZlKL9WzivDn8La7Jp1jLZ6NfWtnpuozTfYhHGWZW+6yq2VbHcGrkXhDWZ9KvL1NHvmU30N5LZ3DRx/alX7yiNBhfX3oA9G8O+PLPXtW1WwMSRHT180zJOssbxkkBty9OBnFXfC3iFvEUWozgWxt4LtoYHgl370AGGPoeelcR4S/tCz8e67qknhK9sLLULVDEgVMZQHIYA8E9qt+DrvUrTU/Ei/wDCPahanULqS5tGmjURj92AA2Dxkr+tAHfW2taXe3T2trqNpPcJ96KOZWYfgDV+vCvDula/Z+MtC1W40vVvNDyJfjyUSCLd0CAHpnvXutAHP694j/snUNMsoUgmmu7lY5EecIyIf4wD1+lXr3X9I025FvfanaW0xTeEmlVCV9ea5Lx/LPNfaTDBoeoXn2W9hupJYI1K7FOSASevtVLWbJ/EPxE8MX8/h+6exht5jKZ4VIjZvuhhnqNufxFAHV6/4y0bQNFTVJ7y3kgkZVi2Sr+8BYAlfXGcn6VoafrularaNdWOo2txCgy7xyghPr6fjXllp4fv7nwD4jsz4flE0eptc2dtOijdEZFbanpkAjFX9Tg1Xxd4N1fRtO8K3Ghu8abHlZEExB5X5fagD0ODxBo91FNJbapaTJAC0pimVtg9Tg0R6/o8ywGPVLNhcHEOJ1+c+g55ryPwb4e1Wy8SW+pXen60UsrV4mWZIkUjHQBfv+2ak+GugWDT3aav4Yuxfz3ss9vdXVsNsSg5UZzwfwoA9dk1bTYr5bKS/tUu2GRA0qhz+Gc0y81zSdOlEV7qdpbykZCSzKrY+hNfPlx4H8TvcX1td2moS3LXxmWeK3RjJ82QRMTuUYxxWv4i8OatN4j1m4ttE1L/AEhgpWW3juY58AYILHKfSgD1XUfHugaZrOn6dPf24N6jSLL5q7UAAILHPAOeK6G1u7e9t0uLWeOeFxlZI2DKfoRXlXiHw7fQT+ENbm8OJfyWUJhvbO1VTt+UbSAeDg16H4buXutHSV9Hk0kbiFtX25A9eOBmgC5qeoQ6Zp813O6Ika8F22gnsM9uax9E8VwXfg+21/V3trBJAd/74MincQPm/CtHXbwWOlTSmxuL3jb5UCB2Oe+CRXlthHqU3wY1HQD4f1Jb4RSqiPEAHLyHGOewPNAHrFnqunaizrZX1tcsmNwilViufXBq4WCqSSAAMkmvJtJ0ybT/ABp4PnttBurK2XTGguSseFSQjo+D6g8+4r1llDAqRkEYIoA5PT/iL4dv9Y1DTTqFtBJZyBA8k6bZs90OefSlsvHulS65qelag8Wmz2Uiqn2qdF89WHDLzXIDQoPDnjnXLt/B8mowXHlSWRt7dCqsByMn7vNZWqaFf6rq3je9l8M3ZlvbBUs2kjViHAGQpzxz/KgD2O81bTtPgSe9vra3hf7ryyqobPoSeasQXEN1As9vKksLjKvGwZWHsRXhWo+H/E9w3hu+Fnfxw2+mC0aMW6TPDKvBJRjggjoRzXo/wz0u60bwilldW11AVmdkFyV3kMc52rwo56UAdVe6hZ6bD519dQ20Wcb5nCjP1NVYPEGj3V89lb6nay3KJ5jRJKCQvqcdqzPHgkk8I31tFp099LcRNEiQoGKsRwTk8D3rh7vwmt58NbqDw7oM2lavHAkLNLGEkmXguobJyDQB6YNf0dra5uE1OzeG2BM7pMrCMD+9g8U611vSr6cQ2mpWk8xXeEjmVm2+uAa8a8L+G7mx1UXOo2N2toNPlhn8yyjt4lUryWwfmNUPCWlPrnhnw5DoWhzWV7BfebLq4C7TGrHJ3ZySRgY9qAPdJdc0mC+Wxl1OzS7YgCBplDk/TOaZJ4h0aGaeGXVbJJYBmVGnUFPqM8V45c+GNSTwvqegz+GLi58Q3F4Wj1dQpVsvlZC5OVwOMVf1XQxN420qfVvDN/qlvY2HkXUyQKVnnBGH6/MOvWgDu9W+IWg6XqOk2pv7aVNRdlEyzrsjUD7xPTGeK6Ky1Cy1KDz7G7huYc43wuHGfTIrz7xh4cis08L3mj+GxPbWF35k1pDGodY2HIwfftXW+GL5760nJ0GbSIkkxHHKFBkH97C9KAHeLPEX/CK6FLqz2Ut1DCR5qxsAUU/xc9cVc0zWtO1i1FzYXsE8e3JMcgbb9cdKwfiZbXd74A1OzsbOa7uLhBGkUQBPJHPPauKgtbrTvFEtxofhi4tlk0EwbGhCxtcY3BWAODxxn1oA9Usda0vUpHisdRtbmSP76wzK5X6gGo5fEWiwXT20urWKXCEBomnUMCe2M5rxjwnoWtaZ4x0DUv7J1OIeS8d/m3jjjRmHAUKeVz3NUo/C+rx3jzWuh3rXEl2ZBb39nHMmd+d3m53AY5oA+h65d/Gtla+L7vQb5BZrb2q3Iup5VVHBIHHpye9dLFv8lPMAD7RuA6ZxzXkviqxuZfisuqXHhG41fS4bEW7OEUjeSTkAn5sZx+dAHp8+saba2SXlxqFrFayY2TPKoRvoc4NNk1vS4tLOpvqFsLEDP2jzBsx9a8Tu/BPiJ9D0OS5tLtLSKa5f7HbIkklqsjAoNr8EAZ+lE3gjXn8GmK0s9REUeqC6aCbyxJLHtAysY+UYPY0AezxeJdEm0/7fHq1k9puC+cJl2hj0Gc9farNpqun38ssVnfW9xJF/rFilDFfqB0rxFtBv7fwv4n8zQNUmF9DGkLTxx72kB6iNfu49a6TwtoMek+NdFutO0K5sraXStl2/lBVMpwfm55PB/OgD1auV0bxmdU8V3vh640m5sbq2i84NK6sJE3YBGOma6ljhScE4HQV5bZXt8Pizda2fD+rrZ3FlHabmhUbXDdT833cd6AOsu/F0cXjax8O232eZ5Udrg+cA8OBkDb1Oc1p3/iHRtLuUt7/VLS2mcErHLKFYge1cH4iubpviHo+pW3hjUnh09pluLiOFcybgAuOeRxXN+NbHUNKi8T3Fx4ft9Ri1WPz4ryeREktlx90qeeO2KAO6b4paHH4nXTJZ7dLGS1FxHqJnHlvzjaBWj4m8daR4Zs9Oup54pY76dI42WQAbCRl89wM5NedaVoVwviTR72fQJr+wTw8sXmCJSvmFScYJ69qdD4d1m8+E9hbSaDIb7StQFwLS4UZljEhYqvPocUAew2Oo2WpwefYXcF1DnbvhkDrn0yKt1x2h6pNFouqtp3hG405bVS9vbuFT7S+3PAHTkAVr+FtS1XVdBhu9Z0z+zr1yd1vuzgZ4P40AbVFFFAHC3HxLit9eGjt4c1trpi2wCFfnVTgsPm6dK3J/Gfhy0llhutYs4JoWCSxySgMjHoCK4zUtT1Nvihp2rR+G9XeytLWa2kdUX5mYjBA3cjj9aZfaVJfeNfFN7c+GJZreTS1igkaJD5sgByB7/MOf9mgDvtS8TaJpCwtqGqWtuJhuj3yD5x6j2rI1v4jeG9E0uz1CS+jnt7yURwtCwO7nBP0HevKH0DWYrfQ3m8Oays8WmC3eezkUSIwJ+VgxIIIxWve+DtdvPhNYxXOlRy31nfC5Sy2KGeLdypxgbiOtAHqsfifRbjRptWt9TtpbGLIedXyqkdie1Zui+MYLvwY3iLU2trWFWcExy7kwGIX5vfj86o6Rqsp8P6gJPBlxp9nGoWK0RELzEjn5BwMVm/Dm0uF8GzeHtR0O6s3BmkAuI18vDMSqg5OSMj8qANzw78RvDviDS0u01C3glEJmmt2kBaJQeSa008XeH5JLNE1a1Zr3/j2Af/W9en5GuF8A2up6dp9t4cuPBxtvKjlgutRcoFYHOCvds8Vy62Pie20zQNDfwjdMujakJXvUKnfGGONgz3zQB6TF8UPDB16/0yfVLWEWpVVlaTiQnqBx2PFbmpeKdC0gwjUNVtbYzJvjEj4LL6/SuB1ew1LQfHV9qlj4ROs2+pwR7AoRRBIvXdn+dY3ivwz4mPihtd/su/nhvbaOKS30+5VWhYA5U5HK+4oA9otbq3vrWO6tZkmglUMkiHIYeoNT1ynw90aXQ/CcNpLYyWLGRpPs8k/msufVv6V1dABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWRrXibR/D5iXVL6O3ebJRTkswHU4HatevNviDoGr3/iCw1DTdJkvPIgZPNt7lYZIyTyvzZDAj2oA33+I3hKOzgu31qAQTsyxPzhivUdOtXbbxh4fu9LudSh1SA2tr/r3Jx5f1B5ryrXbPVNE0rwlHqkGnC9GqvMtvKVVApXgOwGM++MZrTuvAniDxNHq+rXEFrpl1dmBoLKOUNHII23ZkYcHPSgDtJvG9he6JqN54fuLe/ubGLznhZiny4zk9+gNGg+PdG1lLCB7qOLUrmCOVrUZJQsoYDOPeuYm0LxRf3Gq63c6La2lzJpb2ENlbTqTKzH7zNwMDtUPhvwtr/hB4tPtNOM9hqFoi3U/mqZLScrtJUk5KDGcflQB31t4s0G71h9Jg1S3e+TOYg3OR1APQmqd/4/8AC+mXr2l3q8EcyOI2HJAb0z0zXm2g/DrxFY6lpcF3YGSPT7nzhdNeoI256hQu7PsTSXngrxZLqdytlowtIprsys32qOSBvmzvKMNwOPSgD0y68eeGbKWWG41aGOWJgHQ53DIyDjHTHerd/wCKdE0yxtr261CFLe5/1Lg7vM4zkAda871C8u4fiXqaaZp2mapdnT4IHilmWN1bnO3Pb1HXpUFz8PvEum2eh3Fmxu5rS3lhmt4Z1iKGR93yMwIwOn0FAHotx4z8PWmm2uoT6nCtncnEU3O0n3Pbr3qODx14ZuRdmHV7dltE8yZs/Kq5xnPfmuDuvCfiKL4ZahoseiI9xeXQlEX2tXYAsGYsSAO2MD1rfvdCudY8A3NiPClraXnlrDHaySqAygg/eXp360Ab+l+N/Dms3rWdjqkUlwsZkMeCp2jqee1LYeNvDWp6k2nWesWs12uf3avycdceted6F4E8VHULpbsLZ2T2clsfOmWd8sONjAAhfrT7Lwrrl6NG0qbwtZ6YmkzRu2pxSrukCHnYAM/N7+tAHcxfETwlPeJaR63bG4eXyRHkg784wfTmptY8c+G9Bu2tdS1aCCdAGdDklQemcdK8xuPC2s3PhXxNG3hNhf3WrC5tWym8oXB6jkABT+dSa/4U8U3uuapdadoDRC82ZkF3GVlwgHzow7ex7UAey2l1BfWkV1bSCSCZA6OOjA9DUjypGMu6oPVjiqOg215Z6DY22oGI3cUKpKYRhNwHOB6VR8S+ENL8VxQR6mbnbCSUEMzR8n1x1oA2xPCULiVCo6ncMClSaOXPlyI+Ou1ga5GL4aeH4dEn0hPtwtZ5Vlf/AEpt2V6c+lXfDXgjR/Ck882mfat0yhX86dpBgHPANAG9dXMNnay3NxII4YlLux7AdTWPaeNPDd/fx2NrrNpLcyDKIr/e9h7+1amo7P7MuvMdUTymyzdF4PNeHeDtA1DX/DWiafa6VYxWtvei7l1NLhTIcMSRtHzAmgD1258Z+HLPUxptxrFpHd5x5bP0PoT0zVHxL4pOm6xo+l2U9t9qu7pFkSbIBiOckH19K4C58E+IYtK1LwrH4es7mK9uHkTWnlXcoZs7mB+bcOlbPjKz8RLH4fsNM0G4vxpNxBMbrzUAl2DBHJyPxoA7LVvG/hzQr5rLU9VgtbhU37JMgke3rWP4m+JmiaHpenX1vdQXSX0yLHhjgxlsMwI9PSqd/o2qax8QNF1e88OxtZQ2Ukcwmkjfy5G56Z5xj9ayT4P1y7+Hy2R0a2hv7LVjeWtu7rho/ML7cjgcHH4UAd9b+LdFvNHudTtr1Xtbc7ZJNjfKfpjPcVmaB4rC+DE1vXr+08tpGH2iDJTbuwufQ+tM0+/8XjSLye78MWMVwMCG1huhufsSxxgcVxOi6X4ytvhtrmg3Hht/MnMrQZuEyd7ZxjPagD0Ya54Y8UW95pg1C0vIvL/fxCTjYRyfpWNoPiH4e+HonsdGv7K3RpwhiiYnc59B+HauWm8HalfnQtPt9B/s2E6PLaXV0No8t3XGCByeRn8axTa3KePvBGnSafpkU2nSGKQ2MgdnVQAXcAfKOO/rQB791rA1jxn4d0C8W01PVYLa4YbvLY8gepx0Fb9eY6poHiDTfEeu3dpoNnrcGr42ySyqrwDbt2ncPu9+KAOzXxboT3os01GJ5zB9pVFyd0eM7h6iud8S/FHR9J8LDWdNmivg04hVBkAnIDfQgGsG18F+JPCyeG7zTrO21O6sLeaGeIzCPHmHIwT1A6VUsPA3iS7+G2t6LfWMVtqMuoG9gHmqySZYNtyOnTFAHpuh+KNI8RCT+zLoTtGAZAFI25+orTurqCytZLm4kWOGJSzu3RQO9c94ZuPEcsmNV0Oz0y3CYxHOHdn9cKMY/GukdFkQo6hlYYKkZBFAHE+HfidoviOHyLa5hXU5JJI4bYsSHKk7ecdwM1H4U+J+k62fsWpT21hqwuHgNr5mclTgYJ9ay/CmmeIPC8z6TB4Wt5LaO9llOoPKoLRsxI2jqWxxWAfCusjwFdwf8IvIdUl1f7Sp+Tfs37s5zkccUAep3/jHw/peofYb3U4YbjIBVs/KT0yegrE8RfEvSfD3ivTtGuJE2XCu883OIgFyvTrmuJ8W+DvFniGXWVlsJpzdKjWZS5SOKFQASrjqzA1van4a10xeD9astKiur7SbfybixnkVSwKBSd3TIxmgD0awv7bVLGO8tJPMgkBKtgjPOO9RarrFhodkbzUrpLeAMF3P3J6AepqLQZtWn00SazZW9ncljiGCXeFXtk46/SsTx1oOo6smlX2mJHcXGmXX2gWkr7UnGMYz0BHbNAGhp/jPw/qa3bWupRMLNA9wWyvlr6nNRWPjzwxqVvdz2msW8sdonmTEE/Kvrj0rktQ8L+JPEOna7cXOk6Zp91fwxpHEku53KNnDsOMGo7bRtevtTbVX8KW+nfZNOltBbJImbp2GMccbR2zQB2en+OvDOq3f2Wx1i3nm8syhUOcqBk49axPD/wAVvD+s6hd2cl3FDIl4be2A3Hzl4w3TjJJ/Kue03w1q9rb+B2i8Mi2fTp2+3FHQMAQVz15Bzn8K1NP0TxB4b8U6smm6DY3ljf3ouo7uWVUMIYDcMYzxg4xQB0U/xE8KWsk8dxrNvFJA22RHyGB+mOelYPi/UdA1G80Rk/su5lu5UCm7VjviJ/gPTOaoJo2tS/FK61y78JrPZywpBG0ksR8vacFwCe/X1rS+IFjrl++m2mj+H/Phs7qK580TRoCF6qATkUAWNR8eReH/AB0ugailra6Z9jE0U+47iRxtCit0eMtBabTo01BHOo7vsxQEhyvUZ7H2rkNT0nxVeeO7PxLBoVm8dvZeT9muZ13bmPO0jIBHHNQQ+CvEVjY2OpwwWb6pb6tLqH2JZdsYR12lFb170AdHrfxE0bT/AAnda3ZXcNysUvkKpJAMmRlT6YHNamieL9E8QW88unX0c/2ZA0+wH5MjNcJpnhfxDfeFvF2najpMFneX92by2zIrxktg7QR0xtx+NdL4euvEiwyy3fhS0sUEGQkM6GSaQcAcYAGPWgC34O8Ry+ILXUbma4spYIbpo4mt2PCD+/noakt/Hvhi61IafDrFu9yzmNVBOGYdQD0JrkfB+h+JLG11zTL/AEb7PDq080ouBcIwhDjAyAcn8Khg8F+IpdH0XQrjSdKgh066jkN9FLlmVGzkLjOTQB1n/CyvCIuXt21qBZUfY6kEbTnGDxxzVnVfHXhzRbx7S91JEnRA7qqltikZBOBxkVxV14N1670HxjatpNp9s1W98y3kaVceWcAHPUEbc49TUWp+BNfvNQuLmG0ihluIYo/Pgvdn3YwP3ikEMAc/UCgD1Wzu4b+yhu7Z98EyB429VIyDVTWNf03QIY5tSuRAkjbUyCSx9ABTfDtnf6f4dsbTU5kmvYYVSWSMYVmA7dKwvHmj6zq0enHTA0sEExe5t4pRFJKMcBXPTmgDSPjTw+uhprR1GP8As9nKedg4DDqD6fjUdp488MX97JaWur28sscJnbaeAgGSc9OBXB6Z4V8S2Pwx8QaINF23d/NI0EZukbAfqS3t+tbVh4Rub74d3Ogy6Nb6Pf8A2IWyzoUbzCV5OV5wSOc0AdHo/jrw7r1/9i0/UUkuCCyIVK+Yo6lc9R9K6OvJvCHgvWtP8SadeX+iwxCxRoVuW1AyYXbj5E29/evWaAOZu/Hvh2x1r+ybm+MdyHEZLRtsDHoC2MZqnqfxO8M6Rql1pt3cTrd22N8SwMxYHuuOo964TxT4B8Y6zd6pGsEVyJbwXFvctebFVAchRH6+5qO+1XUbX4wbNPisJ9QOmRWrxXbkAyY5VXx1/nQB30/xT8J27WZk1A+XdxNJDKIyVbacFf8Aez2qy/xE8MpoX9sm/wA2Yl8p2WNiyN6MOo/GvINb0688F+IvCcchsJ9QWe6u5InOyBWkIwuT06EA+tdNc+FfFE3hrxXeLpMH2/xCybbKKddsCBcbiehY+1AHcWfxH8J6hdSW9trELtHEZmYA7dgHJz04pNP+JHhfVHaO11HfIEZ1QxsDIqjJK5HzfhXO6L4Wu9W+G9zot7oEOi3v2X7NFLlWL9CSccjLDmq8Ph7xNdX+iXGuWem6Xp+g5k822l3NLhcdMcDuRQB0Wm/FTwnqtzb29tfuHnO1TJEyqrZwFYngH2pl58VvCthfXtlc3U8d3aNtaEwNvf8A3R3FeZ+EbPUvGPh+78PWI0tLI6k9zNdBz56KJNwOzHOexzXXrpfimP4oXGuf8ItazWbwLZrJJcpuCg/6zHqR2oA2PEnjlYU8OtpV0Ik1O5iPmzW7FGiY425/hY1u+I/F+meFxD9vFy5lBIEELSYA6k46CuY+IumeJtVGnWGi6Lbz2Vrcw3Qk+0LGdyE/Jt7DpzUfifw74r8Qy6XdNb22Ft2iubE3jJGkhPD7lGWGO1AF/wAR/FDR9G8MWmt2m+9hu2Ai8tCRjPzZI6Y9609J8faFq2i3erJLNb2tp/rmuYWjK+nXrXHab4C1+D4VXvheVLZLyK4Mtu6yZSUbt2PYduat6toXjTxf4Uu9L1K007TCVjaFYZyxZ1YHDEDABAoA63w/420PxNPJb6dcsZ0G4xSxmNyv94A9RXQ15d4O8H63aeKbfV9U0uG3aGN4vMbUGnfBBHAxjFeo0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXI698QtH8N6o1jqUN9G4UOsi2zMjjuQR6cA/WuurgfGnhLW/EOsefZyWSW62TQJ5rMH3M6sSccY+WgCe68b+F73w7DrdxaPdI0xght3tN85kHVQhGc1esPHOkXmg3Wo20N4BZYWa0+zsJ4z2GzrXFy/C3WLlRPPd2n2qK+e5jUPIEZWUAg7SGB9CDVwfDnWhoupW0F7ZWV1dtETJAZmLhTkq7M5bBHHGKAOjtviDpd1ouo6jHa6gH04A3Vm1uRNGD0O30xz16Uuh/ETQtf1GKxtWuY5Z4TPAZ4GjWVB1KkjBxXK6Z8P/ABLpK6+1o2ix/wBrWwiMKCULGwBGQSSehNXrPwHrVrqvha8a6snGkWLWcqBWG/II3D8NvH1oA2bX4leHbzUIbSGS7LTzeTDIbWQRyN7NjB6V2FeV6N8PfEem6pZyR3dhZ21tcCRjbPMTMvOQUZiq9ewr1SgDjdb8ReFvDesbJdO83UCwlla0sjK8ef43ZRx/OoPGHxGsvD/ha21awVrw3u37KwjcxnJAyxA469OtOu/DniKx8R6nqWhXOnPDqYQTR3yOTGVBGVKnpg9KyNX8Aaz/AMIPYeG9Nks5hHMLmeW4kdcOH34QAHC9RjtQB1Hg3WtS1ywnn1AW+Uk2oYYpY88ZORIoPftWj4g1228N6RLqd5HO9vFjf5MZcqPUgdhU+lNqLWKnVIraK6ycrbuWTHbkgGsT4iSEeBNVhWKaWWeBoo0hiZ2LH2AoAraR8TPD2sXZgikuYAYTNFLcwNGkyKMsUJ64qXTPiP4Z1a7t7e3vJFNy+y3eWB0SY/7LEYNcxoPh3VfFukac2rzwQWlnaPBDHFbSRSFmTaS4f09uDUsHg3xRfW+l6Lqg0mHSNLmjkintd/nSbDkYB4UnvQBup4j1m2+I0Xh6+hsms7qCS4glhZt6quOGB70vibxDc2fifQ9Ltrl7QT3A85pLVmjmUg4QOOA3BrCvNJ8az/Ei38RR6Vpwt7aF7WNWuzlkZvvH5euO1XvHOn+L9WvLBNJ07TpLWzu47pXluWV3ZQeCAOBkn8qAG+MPibH4U8V2Gktpt3cxzKTK0UJZicZATsx9fStHWvF5/wCEFk1nToL6CWVCIjJZuzQn+86dcCqvirw3r+ty+HdZsjYxatpjtI9vMWMTFlwRuHPFW7628aXPheS0YaPNf3G9JDmRI0QjAA6kmgCzD4ptNL8EWOt6veCVZIUJkijOZXboFTrkntVbTPiJpepm+RLHVIZrO3+0yQTWrLIUzj5V6n8Kxj4L1/UfBul2F41haalpE0Utm0DM0TbP74I7+1WL7w3401uyv/turafYXE9sIYhYxNwdwJy5+bBHGBjrQBraN4w0rxY11pa200F2Id7WeoQ7C6N0bB6rVPwbdy2/iHWdBm0vS7KSzWKUtp6lVfeOM5A5xWB4Y8Ba94c8YwautppZia0kt5RBNLuDE7gxLk7skAdqvaJY+Nbfxze6xeaRpsdvqAiim2XbMY1QEZA28n2oA9Iri774n+HtP1O606YX5vLU4liSzkYgf3uB933rtK8XvLjVm+KPiCLRWtC99DFa/wCm28uDwd211GOPegDv7zx9otpZ2N2n2u6t72MyxSWts8i7R1yQOPofSmah8RPD2naJZ61JNPJpt19y5igZkXnHzED5efWuKm+FGq2mm6XYWs1nqNtb25heC8kkREdmJaRQhGeuADVgeBPE9p8NrfwzBFpFxJb3fnfvHfY6B94GMcEng+1AGvqPxU04eH9QvtLstSnmt4wyBrKQKc9GyQPl461teGvGdtr9jJKLO/gmggWSZZrV0ycchc/e/CpDp2r6r4OutO1RLK2vp4GhzalmjGRgHnn8Kp6RbeNbG023jaRKkFt5cNvArrvcDClnOcD8KADwd4mbWrXV7y6vYpLeC4bapheJ4Exna4YDmszTfG/gSHUopbC0+zy3swhju109o1mZj2faMjPvVHRPDHiqeXxFZazY2VtYa4zySS29yzSQkptAAwM1Lp/hnxtHZ6fody+hLpuntGY7ryDJI4U8fI3yg470Abj+JJZPiVBocdy0USWrvJBJbsPNb5SGR8YIAOCKjv8A4n+H9O1S6024W/8Atlqf3sSWcjFV/vcD7vvWJrWmePbnx7Za1aadpJt7ASQxbrlwZY3x97jjoDxXPpq+qv8AGLxBb6MbD7TcwRQMLyCQozKuGCso4xz14NAHo1z4+0WG0s7qD7XexXaGSJrS2eUbR1yQOPoeayPFnxNs9J8ERa/pKPd/aJBHDmFtoOcMH6bT1696xLv4XavHYaXZ289jewW8bCWG6eWNBIzbiyhCM9cYNXLL4camPhrfeFbqeyWQ3BmtZYwxUfMGGQeRgjHU0AdVofjK113Tri7t9P1KP7PGHdJrVkYnGcKD94/SqfgTxDc6zo+p3+o3assN7KgVojE0CL/C4PcVPpUfjOO3uG1F9H3rAVtoYFk2mQdCzE5x7AVzvh7wt4ljs9f0bWbWwjs9WeeZ7u0mYsryAcBSOg570AdBY/EXw5qN7Da29zOWnJWB2tpFSYgZwjEYJ4qpF8VvC8spi828Vkn8iXdaSARPnADHGBWBY+CvF0kOi6Nfy6XHpOjTRyxXEBfzptgOAc8D3qBfBHitfDniGBYbAXmpaot2iecSojBBIzt68UAeuA5GRWD4h8X6Z4ZAOoC6wVLkxW7uqqOpJAwK2bfzTbReeqrLsG8KcgHHODXnXjzwHq/ifX47mJrK6sTb+UILxnCwPn/WAKRuP1oA3NR+I+gabBYTu93LDqEXm2rw2zuJf9kYH3valj+IuhTaN/aEb3IJnNqtubd/OMoGSuzGciud0zwT4ltIvB0Ep00xaFJJ5p3uTIpG0EDHXH60yLwH4mg1S61GC602KdNUkv7UNvZXDjDK/TtjBFAGl8PfG2o+KNV1mxv1tz9iZdjxRPGef4WV+ciu21G/i0vTri+nWRooELuI0LtgegHJrjPB/hXxFo3i/WdY1a5sJ49TCs4t1ZSjDoAD2rsNYS7k0a8jsUie6eFliWViqliOMkUAc/o3xJ8Na7e21rZ3U3mXORAZLd0WQgZIDEYJGKE+JHhuTU/sSXM5Hm+R9o+zv5PmZ27fMxjOeK5y18G+JY9P8GQSR6dnSJGa6AkYZBBUbcD0Y/jTLTwD4nttK/4RkXemHQvtn2jzyH+0bfM8zb1xnPGaAJ4fiuB401XR5dI1CW1tXjjje3tWZ1Y9S47DPQ1u+LfEkmmXmkWcM09m13cxgzvbM8bKTyhOPlY+9Ubvwt4lsPGuoa34fudOEWoQRxSpdq5KFBgMMHmm+MtA8X67HpkNk+kFLWSO5kkl3qWlXsAM4X9aANjX/HWl+G9Wh02/hvTPPEZIfJt2kEmOoG3JyKgb4keHzpVrfQSXFx9qmaCK3hgZpi6/eBTqMd6qXGheJ73xjomt3A0tEs7WSKeNHc/M4wduR06Vyy+EtZ8F6R/bEmp2sV9b3086lLZ50KTY3KVHzdhgigD0Pw74x0jxTLcppUk0otiFkdoHRQ393LAcjuKueIdWTQtBvNSdJH8iJmCxoXJOOOBzjNcZ8I4NR/s/XL7UI1AvtSeeOURNH5oIHzBG5A9K7+9tlvbG4tWOFmiaMn0BBH9aAOI0X4iDxF4flk0+1uI9SSyNwDcWrrAWAyQG6H86b4P+KWm+ILXTYb1ZbXULsbMGBxC0mT8quRgn8adoegeMtK0ZdGa40c2NvC8MTBJPMkUghdxzgde1Y1n8P/E9r4Y8P6Us+mpJpd/9qeTcx3gNkAccdTQB1Vz8Q9Fs9a/s26jvYP3wg+0SW7LF5h4AyfX16Vj6p8SpNK+Ir6C+mXk9mtoH/cWzPI0hbGQO6Y7+tY+pfC3W7g3Iil0iaZ737Yl9cRubg4fcqZzgLgY4rp9X8L65J4ssfEulXlml6lkbS4huEZoiCc5XBBHNAHYWtwLu1iuFSSNZFDBJUKsM9iDyDWX4j8VaX4WtoZtSlkBnfZDFFGXeRvQKOTVvR4tSh02NNXuYbi9yS8kMexOvAA9q5j4heFdR8Tx6eLGPT5lt5GaSG83ANkYBDL8ykexoAvxeP9CfSLnU5JLiC3tmVHE9u6MWboFUjLE+1Jo3j7Q9anuIEkntJoI/OdL2FoDszjd82OM1ytp8M9YXw/fW0+pQpdSXUN1aIrSSRQNH/D85JINb1h4U1O98TTaz4mfT7gGzNnHbW8TbNrNli24nOcCgDctvFfh+8vWs7bWbGa4UFjHHOpOAMk8HsKwJfip4fjCSrFqMlpJKIUu0tHMLOTjAbHPNa6+CPDUSS/ZtGs7aSSJ4jLBCqOqsCDggZHBrl9I8G+LdI0W38P2+raYumwTbknNsXmCbs4wx2598UAaOr/FHRdD1o6df297EiuI2umixGCemOcke4FReNNR1LRr/AEfWLK/txYz3UNvJA9uCWDnG7fnIrndf+FGs6q2pIl9pkhu7oTreXUDPcIo6IGzgD6Cug8U+FPEmv2Gl2MV3paQ2bQzMZInJeRPx+6cUAWfiZPqWm+GZNX06S0X7D+9ljuLcS+avTbz061sXfijTtH8NWusavcLbxTRxkAKSWdhkKq9SfasbxXonirxD4Sk0pZdJE1zGyXBKyBeo27OTj3zmszXfA2veL/BsWl61cafBd2k0clsbbeyHaMEOScnI9MUAbdr8R/D9xbXs08txZmzjE0sd1A0b7CcBgCOQa5nTPiTe6z8SLDSraNk0q8hdvKurNopRgdck4YH2qCx+El5H/aSTTafBFd2oiUW6SMyurBlbLseMjpWmng/xfP4v0fXL/U9LkXTozCIY4XXcpGGOc9f0oA9Dgtba1DfZ7eKHcct5aBcn3xU1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV578QNf17SvEPh+00mQx292ZvPbytw+VCRk9q9Cpjxo5BZFYjpkZxQB49qfj7xVpnw20PVPsjXF1dzKJrtQAqDfgKV9WHeu0Txw9r4du9X1vRbvSxA4SOGVlZp2PQLj1OKveLfC0fibQ00+Of7I8UqTQuqgqrKcjK9CPasi78A3ur6Rc2mteIbi8naZJrabylUWzryCqjg0AZl748vNQ8P6rZy2t14c12Cya8hE+1gyrzlT36YI960vDHxCGqy6bZ6hpd9ZTXsAeC4nQKlwwUFtuOnqKo3nw0vtVtNSl1XXnutVvIBarceUFSGHcCwVfUgHJ96mtfhrcOIV1bxFdXyWdu8FiuwJ5O5Su/jqwHQ+1AF3RviPY6r4hXRpLG5s5pC4haVlIcr1GAcj8ag1P4lpZrdz2OgalqNjakq95AB5ZIODjucVnaX8NNV0/VtHvH1WydNN3KqLa4aRWGGZm6lj61ch8A61YRvpmmeJntdEeRn8nyA0q7jkqHPbNAF+88fLHci20/RNQ1GZbdZ5xAABCGGQrE98dqrv8TLRrDS5LPSNQu7zUI2lWziQb41VtpLZ6c0lz4I1myvLmbw54gayW8VRcieISlnUY3qexxTb3wDfxzWOoaPr0lvq9vbtayXVxGJBLGTuOR2OelAG94X8VWnii1uHhgntri1lMNxbXC4eJuuD+FXNf1u08O6NcapfFvIhAyEGWYk4AA9Saz/CXhdfDFjcGe7e81C7kM95dyDBkf8AoAOlWvEugW3ijQpdOmleNXKuksZ5Rgcqw9eaAOYs/iRc/wBpwW+r+Gb3S7WeB50uZXDDaozyAODjtTtN+KmnahfW0UmlanaWl2wS2vJ4dscrH7oz2zToPAurXzS/8JF4jlvo/JeGGKKMRooYYJPqarWnw/1qRtKtdY8QrdaXpjrJDBHDsZyv3N5744oAiPxi0+K5mjutE1OCG2uza3NwUBjibOMkj69Kpap8Sdd0/wCId5pVr4evb+0S1DpCm1WOG/1inupBAxU8nww1SXwzqejvrMB+26kL8SeScqd24g+vQVp634H1m68TR69o2vixvGs1tJt0O9SoOcqO1AEniD4i/wDCM3mmR6joV6IdQiyjxYdlkxnyyo70zUvFWqan4CvdQtPD+pW05DR+W7rHJGuOZBn0qHWPBHiTUNX0nUYfEUHnaZFtjaa33b3IwzkdM1veJNG1vWPD/wDZ1nqkNvLLEY7mVoc7wRglfSgDk9e13UdP+G3h3XNN1G7fY9v5w2hnuFYgEH3rRb4mNHpmrXE/h++trnT4xcG1nYK0kBON4PT8KqX3w+8Q6j4X0/Q5dftoorKaN0khtsHag+UfXPNW4fh1cXtrrB8Qa1Lf3upW32XzUQIsUYOQFX680AW1+IMLa1Dpy6XdObrThf2bIQTOuMlQOxrC8DfEfWNe1S4s7zQL8q17JGJwqhLZR0Vvcd6v+H/AOr6V4utdbvtcivlgtPsixGDZsTsEx06D9aXS/AuvaNq7mx8SeVpUl815JB5OZH3HJUt6UASXOs6g3xY03T5obqzszbTCP51Md0RzkjqMU/xB8QU0jWbiwsNAvdUks1V7yS3ACwKee/U47U678M+KLnxJb6wNY08NbK8cKm2JwjHnPviq1/4D1z+1NTutH8R/Y49VKteI8Ac5Ax8h7DGaAINS+Ldvb3OmRaXot3qi6nbGa1MDAFiDhlI7Y71ZuPijbQ+GLHVV0yZrm6uXtfsjyqhjkQncGc8DGKfpfgK80bXNKuLPUIFsdPsmtFiMPzsG5Zs9iWANZbfDPWf+EatdJGuWzeTdS3D+bah0l3nOGB6kHPPvQBNfeNdY1n4c65qemabPp2o2bBEQsspPKksMcHg1Y8Ca3rmqeKvEFvqEzvZW4i8gOmNrFQTg1q+B/BS+EbK8SS6+0z3kvmy7V2xr6BV7CuqSNEJKqqluTgYzQAkr+XE7hS20E7R1PtXB6B8VbDWPEcWh3Onz2F1OHMPmSK+QvXdj7p4PX0rstY086to13p4uJLc3ETR+bGcMmR1Feb6d8LNWsNd0vU/7W0/Nipi2JZ7fMRhhtx6liM8+9AGjefFPyoby/sPDt/f6RaSNHLfRMoUspwdq9SM96zL74ga3D44jjsPC99c2klj5scK7FabJ/wBZk8jGcYq/afDjW9MJ07SvFc1poRdmFsIVMihjkgMfc1o634J1S41u21bRNeexu0tRaTPLGJN6A5BHoaALEfjW5/tyx0e40K4t7u8sWukV5VwGXrHnHX3qhF8Smk8JXGt/2LIksF4bOS2e4VdrA4JLHjFLqfgHV7q403ULXxTcR6rZxNA1zJErb1Y5PHY1mx/Cu/j0GGybXElube+e7ilktwyOW6iRejHvQB0PhvxXD470DUPsJm0+6hJgcqyuYmIyGU9DVb4Z6tqOseHb/wDtC8e5mtr+e2SeRRuKqeCccZqDw94H17w5Y6vFa+IIWnvnWVJGtVAjfgMSB2wMAVP4M8Ja74U0y5sG1e1uIn8ySNvIIZZXOcn1Ge1AFTwHqmtHX/FGkapqL6mdOmXyXZApOVztpB8U0/4Ru91Q6LOLi1vfsTWfnL5hcnA7d6seH/CniHQNd1HVZtVs7iO/m8+6jS2IZsLjCmud0DQ11j4u3+syaRqFnp6oJo0uYyqSzjjfjoD6UAer2k0lxZwzTQNBI6BmiY5KEjoa5Lxp8QYPBt1BDLp8lwskZleQTKgVR2GfvH2rtK8+8V/DebxBrtxqFvqiwrd2wtpkmgEuwDvHn7poAn1X4kQ6f4b0vxFBpVxd6Ve7d8kbjfEWOANvc54qB/icbXR57/UPDt/Y4mSG1juGVftBbpz0Xjrms+f4beIW8N6Rodv4itorXTZBKn+jcuysSpP0rZ8R+BbrxX4YsrLVdUVtStJPNW4SECNm7ZT0xQBb8H+OrTxZNeWgtmtb+zx50BkWQYPQhl4IrqpGKRs4UsVBIUdT7VyPgzwVN4YlmubnUhdXEyBHWOFYowB0wBXWTrK0EiwuElKkIzDIB7GgDyTwz4v8ZeJ/GEzpbXVrpkV40BiaBDGiqOQ7feDdOnrW3L8Tb6LUL7Th4Q1Oa9spFEqQurKEbkNu9x2q74R8J+IPDQuYpdYtLiC4mluZMW5DGV++fQHFR+GvC3iTRvE13qF54gtbpL5xLdQLb7WbC7V2nsBgUARy/E8Nc3r2Hh++vNNsG2Xl6jKBGw+8Ap5bHeq2ofFg2eozWkPh65ugiJIskU64ZHGUPtn0p8nw1vo5L+xsPEEttoeoTNNc2vlgvlvvKr9gagPwtuxrN3dx6tElvNJEUi8nlVjBAXP0oA7jw5rcXiPQLPVoYniS5Td5bnJUgkEfmK5L4ia/qXh3XPDc1l9puIrm5aCWxix+/wArkDn3xXUeFdFl8PeHrbS5rhZzBuCuqbflJJAx+NZPi7wXc+JtV02/h1mWwfTiZIBHGG/eHuc9sdqAKM/xKjt9D1W9Gi3K3GkSKt7ZyMEaNT0YHGGFMg+KUEkFxqE+halbaNFbfaEv5FAWQegHXknAqO9+HOo3Xh7V7U64H1PWJFN7dSRfKUXoiL2HStUeEr/UfCF34f1vUYpY5UWOF7WHy/LVcY478igCDRviBLf6naWeoeH7zTRfoXspZGDLLgZwcfdOPWqum/FGC78T2ui3OnfZ3upHjjdLlZcMvZgBxn61PbeA9QuJI5dc8QTXb28DwWohjEQiDDG/jq2O9U7P4a3trf6PdHWo2OluRGotFG9CMEsRyWI70AYHj/xp4gl0l9V8PxX9nY29z9mW7DrslO4KxKEZxnIBzXZan8SvDfhyddP1fUGW+SNDKqxM3JAPUDHfNZOpfCqbUNNfSR4lvYtKWVpobURqQrFt2GPVgDXeJpts0UYube3mlVArSNECWIFAHm13411GT4haTLoS3Wp6bqWmtJHZ58tQwbG8kjitmX4lRp4ek1BdLcXUF2bO4tZLhU8px6seCKl1rwDcal4mGuWWvXOmzxW4t7dII12xr/FweuTVN/hclvbWL2GqOb62leZ5ruMSrM7/AHmZemfT0oAsRfE2zl8EXPiQ2Tj7PcfZmgEoPz5A+/jGOetR6X8TUu4tTuL7SmtbPT7Y3D3MdykyPzgKNvc1HafDi+tdBuNLGvbhJe/a1kNsp6/eVl6EGm6f8JNOgi1Zbu7eT+0oBBIlvGIY1AIIIUcZyKAG6J8W7PUtShtb7TmsUnt3uYpBcpLlVXcdwX7vHrWDqXjzW9S1TQNSsrLUtP0q+u44Y5DKhimQk8lcZBI966ey+GaRSH7ZqrSxeQ9v5cVukW5GUqSxHJOD1qk/wqvHh0+A+KrxrfTJlksYmiXbGF6A/wB7igD0yimLlUUOwLYAJ6ZNPoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuO17xZqUXiRfDvh/T4LzURB9om+0SmNI1zgc45Jrsa5vXPBtlrWpxaml3eafqCJ5ZubOQIzp/dbIIIoA5xfH2vtBY6f/wAI/GniC8mlRbZ5SI0RDy5bHSpR481cadrsM2l2kGt6Ogmmt2nJjkixncpAz7VoTfDfR5LGGJLm/iu4ZWlS/Sf9+Gb73zY6H0xSJ8ONNi0m/s01DURNf4F3evKGmlUDG0sRgD2AoAxZfHXi6Lwnc+I5/Dtpb2K2i3MO653O2SvBAHGQSR+FWbT4garZTWkviTSbezsb61kubWWCfzD8qbyrDHB21a1nwdfQfDnUvD+lXtzfSzQiGAXciDy14GAQBxj1qt4a+HNqsFrda5Hey3cELQR29zeefHEpXaduAByM/nQA6z8f6y0Ok32oeHfs2m6nKsUUq3AZ0LfcLL6GstfiJ4uu9f1bQtO8NW13fadJ88iXBEe3sMkfePpW7p/w1tLO9tZJtY1O8srOQSWllPIDHEwGAemTjsKWx+Hx0/xdca/beIL9XupA9zBsj2y47HA6fSgDI8V/E2/8M3MYey09lSFHuLc3WZlY9VAAI49ab4z17xQNe8LS6HFbfY7yQNEHnKmZmjJ2PxwMfrW3q/w20/Vr6+mGo39pBfjN1b27qqyNjAbJGR9Ohq3qHgi21LQdO02XUb5ZtOIa2vUcLKjAEA9MdDjpQAX1x4hbwNqE1/ZWUOoLDIWhSdihjwc4YDIOM9qytO8TJoXwk03V4bSeVjBGkFvJJuZnY4UFj7961JfBbv4fm0tPEOrAzf6y4klWR2BGCvIwAc9BUNj8PbK28Oy6DdalqF7p7xrGsUzr+62nIKkKCD+dAGW3jbxLp9yLDWNEtLe9uLWS4tDHcF0YoMsjHHBxUPh/4oX2pzaE9/oQtLPWXaO2lSfe25R3XHQkVqRfDXTlM0kuq6rdXTQNbxTz3AdrdGGCE4wKqW3w1too9BtotduGGgSmSJdiZyTnDY9s0AY8XxX1S41ryI9MsUt/tgtTDLc7bkDftL7MdO9etA5Ga85n+EtrfSBNR17Uruz80ymCTZ13bgN+NwHtmvREQIiqvQDAoA4/xX8SdG8IakljqEN68rxiQGCAuMZ9aq3vxX0Sw0Ww1Wa11EQXpYRAW53fL6jtXctFG5yyKx9xmgxRsoUopA6AjpQBgeEvGGn+MbKe60+K5jjhcI3nxlCTjtmsv4ry3Nr8PNQvbO6ntrm22SRyQvtOdwGD7c12aqka4UKo9hisjxR4dg8VaHLpNzczwW8xHmGEgMwBzjkGgDkvC3jTXDqbaHr9lbrenTvt9vJDLlXToAxPQ57+9UtG+K15f+KodDnsrAyXcbm2e2uS6hwMhWOMc+1bI+GNk2srf3Gq39wn9nnT2hkK/NERjqAPr9arWnwqjtdU0q+bxFqUzaY+bZHCbVTGNvA9O9AGWPidr40+VW0ixOrrqYsBYrcMWBP8R46d/pTde+L11pms32nw2Fjv04KLj7RdbGkcrkrGMc12b+BtIfxsnioxn7YsezYQNpbs/wDvY4zWbq/wz03U9an1O11G9sJblw90sDKVlIGM/MDtPuKAOn0LVotd0Ky1SGN40uYhIEcYZfUH8a534h+Jdb8K2Njf6XaW91A9ykE0TE+YxY4UJ29f0rp9L0+PStOisopZpY4sgPO+9zk55PfrWR4t8IweL7e0guNQvLSO2mEwFswXcw+6TkHoeRQBzep+PPEXh7RZb7X9Fs7N5pI4rJRdbgzN138fLjvUFh8VJ30jWZrvT4J7rToVnH2KUvHIpOPvEcEd66u68H2+peHI9H1a+ur0xSeYl25VZVYH5SCBjI+lZy/Dm0Gk3tk+satK10gQzSz5KAHI2gACgDE0v4ka1q0ky2+maZKi2b3KyQ3u8bgMhWGMipdM+JWrzWGk6tqfh9LTSdSnSCOVbgM6ls4Yrj7vFTWvw4i0WS91WK8utV1M2r28CuI4wAwIwcAA9eprL8CfDW7hsrBvEsuoH7AyvBYyXSyQhxn5gF6Y9DQBaf4l622gz+JoNAhPh6GQjznucSsgfbvC46e1TSfEHxA2pazb2WgW9zb6dCtyZftOzdEy7l4I+9irj/CvSyz2yanqcekSSeY2mJKPJLbtxHTO3ParSfD6GPU9dvE1a9VdXg8h4l2hYlAwNvHYcCgDOuPF2o+JYYtN0bTCzXWnJdySfavJaIMeApwea5/RvH954b+Hli96ftWpXOoS2kRupvlXa38b46Cukj+GGnRRWMEOuapBdWkHkedBOEkkhzwrcdB61NB8LdFg0Yab9qv3SO5N1bzGb95BIepVsd/egDItPi1I2k3pn06KTUYJ4oY1t5cwzGQ4XDkduc/SmeENQ19PivqemaoJYY5LL7Ubc3HnRhiwwUOBgY4x7V0A+G2lvp9za3V/ql2bhVBlnucsjKcqygAAMD3xS6F8PotC8SHW49b1S6uHh8mUXciuHXsM4GMUAdhIXETmMAuFO0E4BPavJfAviPxpf+JvEdvc2kFykF6EdHudotx6JxyMc165uXOMjPpmuIu/hvZyeI7nVrTWtT08Xjh7m3tZQiysO+cZFAFQfEHVtSvdaXQdDjurXSJPLnkmuPLZyASQq49q67w3rUXiPw7Y6vDG0aXUQfY3VT0I/MGubv8A4Y2FzezXFlq2p6ctyQbuK2mAW4wMZbjqR1NdVYWlhomnW2m2xjhgt41jjQsAcdB+ZoAwPE/ibVbHXLHQ9D0+G71C6hefNxL5aIikA89zzXLab8S9evXtbibS7OG1k1Q6ZLH5rGRHx97OMEZzXX+L/CseuRpqFvJdw6pZxuLeS0nETuDzsLEEYJArj/CXw6vX0C/0nxBbzWcbX/260nhvA8yMfVgOo9e9AF//AIWNeaTZeJ5NatoHl0edIUFsTiUsOM56VJ4e+JNx4ivrjTLaytDei1M8LR3PmRZH8LkD5TVqD4VaLFBqcMl7qU8eo7Wn82cE+YvSQHGd1O0X4eJoyXYi8Q6nLPMjIshZB5YI67cYJ9zQBU8NeMPGHiIxTx+HbJLJLp7a5l+18jacMyjHIFP0macfGPVYLyIed/ZyvFLHKxQxb8AFCMBvcVqeDvBUnhGN4U12+vbY7isEyoFUk5J4Gc596jbwF/xUb66niDVVvGAQ/NGV8sNu2Y2/d/WgDk7n4xzR3eoyxWNp9isbgwmN5j9omAbBZFAx+tWtd+Kt3Y65cWFraWdtHFbrMkuoSNGJtwzgEAgfia37j4b6ZJezTW+oanZQzszy21rcbI2Y9TjGRn2NQ3/wv02/1C4uW1XVokuQqzQJONjgDHOQe1AHU6HqB1XQ7O/ZoWaeIMxgfeme+D3Fc38UdR1rSvBN1eaNJFE6YEsjEh1UkDKds5PeuksLbTdA0+10y3aK3giQJDGzgHA+vWs/xdoNj4j0pLDUtQmtLVpAzCKRU8zHIUkjp3/CgDlHu/E3g3wTqGt3H+kSwskrQXd15uY8YO1lUYJJH5VZbxx4htPDNx4h1Hw/bwWPkLJAgusyMzEABhjjrWre+CTqvhU6Ff67qE8Mkm6Sb5A7p2TgYx07dquWvhG3Tw7caFqF5c6lZSjaBcbQyKAMAFQOmM5oA5q88a+JtLljg1PTLCF7u1ee0ljmZ03Ku4o3GQcd6yNC+LGt6pf2a3GjWUVnM8AkkS5LMqynCkDHqK6dPhjpm6aSfU9VuZmga3iknuAzQI3BCccfWqtr8ItEtI0Vb7UmKCIAmVf+Wbbl/h7UAeg15jjWPGnjDxDZR6/c6Va6S6QQRWm3LsVyXfPvXocmo2cOoQafJcxi7nVnjiJ+Z1XqQKw9T8C6RqOqS6kkl5ZXc6bJ5LKcxecP9rHU+9AHmmoX/izwz4is7a81uW9tIdL8zUXjI+VSxXzE4+8OD+dZ9hr/AImh03wvqtjrN7ftdXNwZoJmG2SJPQYznbXqS/D/AMP22p29wkt1G4tzbJCbjKyR45Ug8t1yfeoz8NNIibSBZXN7Zx6UzNBHFICCWPzbsg5z0+lAGL8J9UuNfudd1N9Vvbq1W6MVtFMwKqhGemOvau58R6p/Yvh6+1EPCjW8RdTO21M9sn61F4f8L6Z4ZW8TTImjW7nM8ik8Bj6DsKs63o1l4h0e40vUEL2twu1wpweuQQfrQBwXg3x9r2v6veaRe2cEVx9h+1Wk/lSIj9uQwzjJHNVdN8f+LTbaRqeo6bpy6beXv2JvKkbzN24jeB6cGuntfh1plpqK36ajq7XKwG3Dvdk4jI+706DOfrUcfw30JtIt9MjvNRNta3RuIwt1kpJ9cdj/ADNAHnnjfXdc8VeHLjXrOKG20qwvDDGyXLpPkNtLEDgj2r2/T2L6bauTuLQoSfXgVxF58MPCeoy3Fo1zeKssnnSWkV5hfM/vbfWu20+yTTdPgsonlkjgQIrStuYgdMnvQBxHjW81O+8Y6D4Ys9Tm0qC8SWaW5iA3vsAwik1y3irTvGPhmwlFr4puLky6nbxWRlddx3A5V+OmcV6d4g8O6Tr32U6hujuIJM208UvlyRuf7p/pWJP8LdAubdopptSkdrhblp2uiZGdRhTuI7c4xQBwei6zqfiHVfF0ra1qNv8AYtPWUW6SACCbad68joGX8qqaJ4q13TdQ8NX15NrSWt7byCU3xVoriTaSoTAyM+9eqD4f6Irao8f2qOXVI1jupY5drOFH06nnPrmoLD4a6HYXOnzedqFyunnNrDc3BeOM4xkLigDltL0zxF4m8HxeIIfFs9vqdzL5qxb1WCNQ2PLxjOcCumuPG+oWtxJb/wDCH67ceW23zooV2SY/iHPQ01/hZ4ae9ecpe+S8/wBoa0FywgL9c7PrXaKioioowqjAHoKAPHPEOi6y+uWV5qGq6nbJq+rLDFDBclBDbmPO0gdGyCKdPo994O1XRr7WtY1GWwY3EM5N0SoOCYyf+Agj613+veDLHxDfQ3V3e6jG0JDRpBcbEVhnDAY68nmrWreGNO1zw7/YeoiWe0woJZ8udvQlvWgDA+GUF/8A8I4+p6heXkgvJGkgiuX3eVDn5cH3HPNdskiSLuR1ZT3U5FYXiXRbu98GXejaLLHazvAIIXbgIOnb2q14b0SHw74fstLgA228QViP4mxyfxNAGtRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeL+OdX17RPidu0eS+uYGsQZrUSsUDOSisq9Bg46V7RWC3hLTH8RTa6wuDfSReSW85sKnoBnA9aAPNPAviDxJpNno1rfzrePqOpT2lxJcStI0br02nOMe1LqfjPxTrng3xhHB9hhuNJmMMkkSON0WDkrycNxXdj4ceGxpf8AZ32ac24uDcr/AKQ+5ZD1YNnIzU2i+AfD+gR30djayBL5StwskzOJAfXJ6+9AHMW+teKNG+Gk+qXOo6bcXEWnxXNqojYNsAGd4zzkd/Wrlt411FfGlnYXhtV0670YaiDtIMJAGQTnkda2dN+HnhvSluBb2LN58Btn82Vn/dH+EZPAqtafDHwzZahHew29z50cRh+e5dg0ZGChBPK47UAYegfEHXbrxXp+m6lY2z2OpK5tru2jkQHbz/H1GKmcPp/xxsraCe4+z3WnSyyxPMzLuB6gE4H4VsWnw10Cy1O1v4ftvnWr7oA105WMf3QM42+1R3Xwy0S61waubjUkuwfvJeOOM5I68D2oA7SvKviAXtvHWlkza69nNZzyXFvps7g5TG1goIx15r1NRtUKM8DHNYd94R0nUdeh1q4W4N7CAqMs7qoGem0HGD39aAPPtF8Xa5Z+BLCSK7Se7vr6SOwW8Vpp3gB4BCnlx3yRgdauWPxQ1OXwrqV1c6bBFqlnqK6dtZisZdjwzckgDvya6if4d+HLiaSU2kkbvMZwYpmTY5GCVwflz3x1pln8NvDFja39tDZOYL4f6RHJMzBj68ng+/WgDmvD51a3+Ld3BfS2omm07znS0mdomct94qxO0/StHwVNcw+L/FMGpQ2o1BTFLLLbM5V1IO3huAQPStTTvht4c0u+e+s4LmO6eMxNL9pcsVI9Sah034baVpesrqkF/qrXG4FvMvHYPjoGGeRQBgP8RfER0W58TxafpY0KCcw+U87faGAfbnj5QfavUI3EkSSAcMAa5KX4Z+GJrx7h7SUo832h7fz28lpM53FM4rrwoUAAYA4AoA8e8e6jqGhePnaC8v8A+zLjS3lvY452/cjcVEkY7EEDp6moLPxlqOheD/DOn6bPJe6prKNMLq/8yYIM+i5J+gr0q78IaTfa8+szpM128Jt2/esFMZGCu3pj+tQ3PgTw/daRYaY9oy29gd1sY5GV4z7MOaAPNvE3iXxVrXwx1J7iGKxubG4VLmQxSR+cmflaMHBXnHWtq+13xxongifULq+0aa6hEM37mNnKwHhmYZzxkHPsa7Kz8E6DZaXfafHZl4L4YufNkZ2k+pJzUGk/D7w5o1vew2lm+y9h8ifzJWctH/d5PAoA4yx+Lcuq6qsmmm3uNMtbaaS9Vo2E37offUA8K2RgH3rQs/HfiWO20jV9UsNMXSdWmSKFIJWM0e/O0nPDe+K6fSPAnh/QrmeawsVj8+2W1kUnIaNQRg59QefWq9h8N/DOnX0F3BZyeZb58hXmZkiz/dUnAoA52HxP4/vfE+t6JY2OjvJYFWWeUuiFWHAxkkk1yd5r2r+FPiTqFhaNHBe6lbQH97Iz2kEzN87nJ4HGK9SsPAGiabqp1O3N6LtnDu7Xch3kdNwzyKdc+AfD95canPc2sksupoI7l3lYkqDkAc/L+FAGzpK3y6VbjU5oJbzZmWSBSEY+wPauX8f+JtS0P+zrTRpIft927Yia3aZ2VQPuqCB35JNdPpGk2uiabFYWXmC3i4QSSFyB6ZPNU9e8K6T4kMDajAzSQbvKkjkKOoIwRuHOD6UAcBF8Q/EWpeAodZs4bWHUodQFlcQTRnZIS2Bg5+X361Yn8e+I/DcGqW2u2lleajbiFofshZY/3rYAYn09RW6nws8Kx6e9glrcLavKJjELlwN479avXHgPQLue+mnt5ZHvYRDMXmY5UdMDPGKAOB8Ix6zp3xnuLXUEhja6sWuZktp5JItzHhsMflPGK9jZgqliQABkk1yuk/Dvw/ourxaraRXP26NdvnSXLsWHocnkV1TKGUqwyCMEUAeNXfxU1+w1mC6ENtfaDPe/ZRJBbuqqC2ARIT8x/DFezKdyhvUZrirj4U+E7kbZLKcRiQyrEty4RGJySqg4HPpXY28C21vHAhYrGoUFmJOB6k9aAPKPGH9sxfGbSh4ent4L2506QO1zuMZVT/dHU1dm+IGqS+CrK6hNrBrM941p5QiaXzWQ4by0GM/iRXW6l4L0bVtei1q6jnN/CmyORJ2XavoADVSL4b+GodNFilrMIhObhW8996SHqVbORnvigDl4PHWv3fw51zUyYYNX0i4KOPI4cDBwyEnbkEjr2qUfELXNBvru18S2thIy6W2owfYiw3ANja2761vQfC/wvbWV7aQ2twkN7j7QouX+fBzzzVweA9BN/BePbyyzQWps182ZmBiOcqQTz1oA8snn13/hZ3hHVdQS0tZNVfcwsrhzvQJwroTjI9RUmp6T4n8UfF6+sLi5gMNjHHOsS3U0aIhPDLtP38de1eg2vwt8K2eqWuoxWk/2q1YNC7XLtsx0ABPT2qx/wrvQBrEmqqt4t7KwLyC7kBbByAeentQBzM3jHxFbQeMLNJLJJ9C2PBLKjEPFtzg5PLcdfWk8Z6daaxoHhvxRcgJqZmscEMwXDupZQM47966jXPh14b8Q3817qFnI08yKkpjmZBIB03AHmmXPw58P3dna2k6XjW9oAIY/tcmFwcg9eo7UAdaOgrlPHHiK+0S30610wW63upXIt45rk/u4uMlj6+wrotPsIdMsY7OAyGOMEKZXLt1zyTyara74f0zxJpzWGq2q3FuSGAJwVI6EEcg0AcbpPijxK99r3h++OnTarYWvnwXUAYRNnoHAztPtWR8IdG1eX/ipNRmil+2CQmVbiUyO24jDKTtwMceldxp3gfQdK0q606ytnhiuv9c6yt5j/V85qXw94P0nwvu/stbiNCu3y3nd1HOeATgUAbkjFI3ZV3FQSBnGa8cg+I3ii41W3S4k03To5roRGGe2kYKu7aNsq5Vifwr2VlDKVIyCMGuNs/hb4TsryO5hsJC8b+YivO7IrZzkKTjrQB59N8RvHUeqXVukujtHaTXEbF4WXzfJwWxzxkHitTxP8StftJpZtFjtp4LSCKW6iFuzeWWwSHcsAOvGAa7CH4ZeF4DIVs5SZJHkYtO5JZ12sevcU68+GnhS/kWS503ewiER/eMA4AwN3PzEepoA534n2tvqPhXRtcS2jOoC5tTFMoyUDspIB9K2fitptnf/AA71Wa6t0lltbdpYWYcxuB1HvVi++GvhvUrOztLqC5eCzQJCn2lwFAOR35PvUt58PfD9/otvpFzDcPZW5Yon2l8nd1yc5P40AXvBwI8F6JlmY/YYSSxyT8gqHxxqeoaL4Rv9U02WJJ7RPNxLHvVgOo6jH1q5oXh6x8O2htdP88QkjCyzNJtwMADJ4HtVDx3pWqa54QvdL0nyBcXKhCZ2IULnnpQBzuleJ/FK32kQavJpbJrcTNbfZVbfbttyCQThlqt4d1rx/rst5FHPo4j069NtLPJCwacDGcAHC8VseFPh5pujWgmurKJNReEwyNDK7KinqE3E7fwq7oXw88PeHNRF9pkNxFPznNy7K2euQTg0AY9xNc2nxl02C7uoJ0ubKdoA0AV4gNvyhhyc9eaz9e17xfH4r8R2WmarZxWmmWaXyrNbBmI2k7ByODjqea6HUPhf4X1PVn1O5tbhrt2Lb1uXGCeuMHitAeCtCGoX981oz3F/ALe4Z5GO+PAGMZ9qAPKtd1LWvEmv+ANZh1KLTzfRM0f7kMkEm35iST82fQ9K9k0NpxpqR3epwajdRkrLPCqqCfTaCcVQl8DeHJtDg0aTS4XsIGLRRHPyE9cHqK09J0bTtDtPsum2cVtDnJWMYyfU+tAGN478QXfh7QY5rAQi7uLiO2jeb7kZdsbiO+K47U/Eni/RJtY0e41W0urqDTW1GC8itgCm08o6ZwM9jXpeq6TY63p8ljqNslxbSfeRxx7Gs3SPBmg6HDdR2Vgo+1LsmaRi7Ov90k849qAOVtvE2uXfirSNPj1W18rVdGNyiCEExS7Vw2c/MMknHtWJ8OoPEMcuqS3Piu3hgg1aVbuCW2UGRs84Zj8u70Fd5Y/Dzwtpt9Be2elRxXEB/dSBjlfYc9Pap7jwN4bu9YbVJ9Kgku3cSM5HDMOhI6E0Ac3f2tvbfG3RZILaGJp7Cd5ZUXDSNnqx71k+MvHfiK28cT6JpCTR29rbCR2ghjld3bpw5GF47V2174B8N6hqLX9zpwe6Y58zewI+nPFT6n4L8O6yYG1DS4J3hUKjsPmwOgJ6kUAeV+I9a8R6z4P8MaxPeLYXa6pFC0axo6+YCQJMg+n8OcV1niDWPE/hrws4j1az1bVXuli3rEkbRKw7R7sM3HArrrnwrod3o39kS6ZbmwDBhAEwoYdxjofeqLfD7ws+n/Ym0eAwmQSnruLjOCT1zyaAOc+HnifV9V1+/sNX1ZpnihR47Wew+zSrnqxHTH413djrOm6nPcQ2N9BcS2zbJlicMUPoaraP4Y0bQXkk06xjhkk4eTqxHpk84p2k+G9I0Ka6m0yxitpLp98zIOXPvQBrUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRUMl1BC22WaNGPZmAoAmopkcscyb43V19VORT6ACiiigAoqjLq+nQ6lHp0t7Al7KMpAzgOw9hSahrWmaU8Sahf29s0pxGJXC7j7ZoAv0VTvdTsdP+z/a7qOH7TIIod5xvc9APepZru3t5YYpp0jknbbErNgu2M4HrwKAJ6KiuJ47W2lnlbbHEhdz6ADJqDTNTs9Y0+G/sJlmtphuRx0IoAuUUUUAFFFVhfWjX7WIuIjdqnmGHcNwXOM49KALNFFFABRRRQAUVl6Pr+na79r+wSl/sk7W8wZSu1169e3vVuzvrTUYTNZ3EU8QYqWjYMMg4IoAs0VQl1ezh1mDSnkIu542ljXacFV689Kv0AFFFFABRRRQAUUUUAFFFFABRRRQAUVHNLHbwvNK4SNFLMzHgAdTSW9xDd28dxbyLLDKodHQ5DA9CKAJaKKKACiiigAoqG6uYbK1luriQRwxKXd26KB1NQabq2n6xbG4068huoQ20vE4YA+lAF2io5ZY4IzJK6og6sxwBUMOo2VzN5MF3DJJt3bEcE49cUAWqKKKACiqsWoWk97PZRXMb3MAUyxK2WQHpkds1W1bXbHRWtFvZGQ3cwgi2oWyx+nSgDToqrPf2ltd29rNcRxz3JIhjY4LkDJx+FWs0AFFQXV1BZWz3N1MkMMYyzucAVMGDAEHIPIoAWiiigAooooAKKKq3t/aadCs15cRwxs4jVnOAWPAH40AWqKKKACisS18U6XdxarKkriPSpWiuWZCApUZOPX8Ku6VqtlremQ6jp84mtZhujkA6igC9RRVKbVLSDVLbTpJMXNwjPGuOoXqaALtFU9U1GDSNLudRud3kW8bSvsGTgDJwO9PsbyLUbC3vIN3lTxrIm4YOCMjI7UAWaKKKACijIooAKKoTatZwavb6Y8mLq4jeSNMdVXGee33hV4sAMkgD1oAWiiigAqLy2+0GTzG27QuztnPWpaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArzP4xJo58Pwi6itDfzXEMMckjASRozjJHcjg16ZXO6zZ+GbzXLO11ews7i/uY2EHnwByVXkgEjjrQBxXiaVLPUvCGieGtWOnWl9cNHKbAoVYAcnoec961/hzrd3f6r4m0y51Ca8i068WKB7jb5m3HOSoGefatiUeFLHxDpmjvp9rFfhGeyAtgAoHXY2MA/St220ywtLia5trOCGec5lkjjCs/1I60AZXjTV20PwnfXyrKWVQqmJwpUsQN24ghQM5yRXmXhfxhrtrrPiG2uNZg1FLbSzdW8YmWceYATjeqrn3AFe1SRxzRNHIiujDBVhkEVTTR9MjkhlTT7VXhyI2ESgpnrjjjNAHi880d74z8HXjeKI9WvG8y5kjCxgIwThQV5AJ4wT2rJ8S3513wtYXl/wCKUm1K91BUfTj5e2Bd/wB3AG5cY65r2vSdP8LatAuo6bp1hInnMwlW3CnzFOCemc571cm8NaFPLJLNo9i8kuPMZoFJb6nFAHF+ObqHT9X8MbdbjhIvYY5IJHjMaoOr4YZB981T+JEEb+I/C98/iO5srCe7x5iFPKiIRsMrEcE9MnI5r0C58N6HeXS3V1pFjNOoCrJJArMAOgyRVqXS7CeySymsreS1QALC0YKADpgdKAOPuL7TH8CaoLPxdLciEP8A6a00ZbeFyEzt2kH0x3rDi8W3GnfBe0vrC/hmvljiS4mVVY24Y8sUXpgdq9IbR9LaFLdtPtDEjF1jMS7Qe5AxT4dL063SRILG2jSQYcJEoDD0OBzQB5BN4rltNUa10jxRdazYtpks95PuQm3dR8pVguFJPY5o8P614itLnwTe3HiWW/TW3KT28yIEVeehAzu969Ym0zR7SwuCdNthblcypHbg7gPUAc1l6HH4S12COXS7GzddPk2optdjW7HngMAV9aAOorxTULS1sfjFq0moeK7rS4zp6OszSxox3MfkBZeVHpjNerf29a/8JIND8uf7Ubf7Ru8s+XtzjG719qq3lv4a13WpLC9tLK81C0jV2SaEMyK3Q5I9qAOI1XxHHeeI4tPl8XPpOmR2CTW86lFa9LD7+5hjjHQV1fw71XUdZ8G2t3qZLzl3VZGTaZEBwrY9xUnin/hHdOsrKTVtGS7iEyQQIloJfLLHjjsK6SNUjiVUUIgACgDAAoA4z4ka5caNYaYkd8+n213epDdXyrkwR9SeQQM9Mms3w1f2k2q6zHF42uNT01bMEyPtAtiTgkSgBc16Dc21te27wXMUU8LDDJIoZT9Qay7600bRvD80J0lH07GHtba2DhgT/cA5oA4r4b6i2uaD4gtE1qRmF/NFa3ClDN5YAw4wMNn1xXNfC42thHG134yntJ31CVTpLmMGRtxHIxuyevGK9I8JWnhHUF/tzw/pVtBIpaAyLbeU6kHDKRjitePw3osGryatHpdqt/IctcCIbyfXNAHFy6xZaf8AF23gk19JYZbWVnjnli2wvuwEU4BH0JrE1jWNTutd8Zy23iu6tLLR4lkS3j8skvtzwxHC5xx79a9FPgnws14bttC09p2YuZGgUkseSatjw5oitckaVZA3S7Z/3K/vR6NxzQB5LN4yur62huNT8T3GkxppEc9t5SKPtkxB3HcQc4YY2iu6+Flzfaj4EstT1HUpb+6u90jPJjCckbQAParXiLwguqWFpYabqA0iGDcFS3t4zkEdsj5e/SpLWbQ/Aeh6PpDXOyF3W1ty3Jkc8kkjjrkmgCn8RtZvtH0ez+yTG0guLtIbq/GM20Z6tyD16Z7Vxd74ln0e31q+8P8Aim41yGC2iU+btdbcs2DJuUAHA7V63eSWr6bPLMiXFuIyzJwwcAdOeDVHw/JpmqeHoLiy04WtncJ/x7vCEwOmCo4oA880XWz/AMJPBp9v44l1W0uNPklu5P3eLdguQwYDC89jVXwYuu+K4ZZT8QJUEdzIIrSIRPK0StjLHHcAYOK9TtvD2i2cE8FrpVlDFOCJUjhUBx6EAc1FbeGtG01pJNL02xsbp0ZFlhgVWGfp1+lAHiFn4wvz4b1K7PjS7TWLW78uz02TYWZRIBhvly+R6Yrdu/FN3PqmvvrniqbQ5rJNlpp8RRPNITIcFgSwY9hXZ+Efh1D4ZmZ7i8TUVDNJD51qgaJ2OWKsBnB9K6q80bTL+eKe80+1nmiOY3liVmU+xIoA8b1PxTrjaZ4LmuPEv9k32oDbeb9gVUxw7I3IJ9cgVueIrmfw7odtBL4nvb2LVbgeVftcxwLAoUk/OFIIPsM12OuR+E/7Y0+31q0sJL65ylt58AYnHOASOKlv9R8O2B0/SrtLdYbptlrH5O6It6AgbQaAPOPDmo3XirwB4osL3xBNPPZSyGJ7aYGQxKuR82BuUnIzjnmneCddtNG8HC4sfE1xrN/Fpm+PSSVPlFVBIwozx7mvWrazsIt01rb26eYMM8SKNw9yOtRWOk6VZPJPYWNpC0py7wxqC31I60AeOeE/GGuX3iHRpZvEFs4uXxd2r3kbg7hkBI1UMpB9Sa9zrNtdB0ixu3u7XTLSC4k5eWOFVY/UgVo5HrQB4L438f3qXes3Ola1PZyWc6wxW8lxGNxU4YiLaWI9yRWnqOtXereLrG2TxdPa20ujfbbqK1kTHmBQSqnB25GT36V6zPpGmXMjyXGn2sjyDazPEpLD0JI5pg03R7c5FpYxmNAn+rUFVxjHsO1AHj2jeMJNX03QbXW/E82m2r2Mkslx8m65cSFQhZgRkKAcYyc1v/Ay4Sfw3qxE4kc6jIx6BiDjBIHTP0r0RtO0qKCMPZ2aQxncm6NQqk9x6VLFHYWWTCtvB5xzlAq7z6+9AFfXjpo0a4Or/ZzZhcsLggIT2HPFeS/D2TRIfh1rOpQ3Vtb6lG1zJ5sLIJ4YyflGTnA/SvWdauNIXSLp9XNvJYxLmdZQHUD3FQafovhx7Vm0/TtP8m4jXd5UKYdeoBwOlAHlnh/xBqmmap4TmvfElxd/2vaSz3QuCpjAVcqqqADuzxnv6Vj6d4w1C71rS7u58RzyvdaggaO0ulZdhY4UwbQyjHBJNe8/2XpyeUfsNsPJ/wBWfKX5Pp6VHBp+kR3CSwWtksxGUZEUMR6gigDxeSw0nR/iR4nl1nxbqWlgtE8WybbJOCM+h3AZwBit/wAd6/pdvrnhqSHxK8couIvNjaZdixEZ3upGcn1r02W3065u1aWK2luU+7uVS6/1FRT2OjXk/nz21jNKoxvdEYgD3NAHmHxBh0zUvF3hfVZvEF1a6VOJNt3bTgIjBTgqQOM9zRfeILOxu/CF/p+u6hJo8d1Pb3V/csxWTjo2QM89G6DFertHZQ26I6QJCvCKQAo+nanSpaLbhZVhEJ6BwNv+FAHh15qJ8QfCXxOf7bu7sW2pMyYlBdYN4C7uOVxlvyrWTxDY6H4V1RvDHiW81vUltUYJcyeYkCkgFhgDGM9M16xBZWCCXyLa3USfLJsRfmx2OOtOgsbS1jMdvbQxIeqogUH8qAPI/AGuam/i20tn10XlvPCxnjkvFuSX6grtUbB7E17GxIUkDJxxWZpN7o149zFpUls7WsnlTLAoGxvQ4psfifRZtWOlRahFJfA7TEmWIPoSBigDx+bUotQh1GfWfF2r2HiFbuSG2srdWHkjd8oEQGXBHf3qzq+sK3iDVofE/ibVNL+xxx/2dBAGi875M+YcA7iWyMV7T9nhMnmGKPf13bRn86x9Z1i00/VNNs5dPkupb6QxBo0VvKAGctnkCgDx5brUtV1rQtP1rXdTsLiXR3lvRFN5TSEElAR0VivJ4qpfS3WufCTSby71m9kNrqYjldJATFHv+VpOMkgdDXv8r2SS5la3WRR/EQCBSStZ29lJKyR+RjcdighvoB1oA8r1nU9Fsvh/qx0zxlqdxPA4aK5e5+Z5cfKisQAwPoK1vBVpDPpf9s3Pja+1FltcXoMyiKIsuegHyleec9q6TStf8PeJNHnvLSJZbe0kIeOaDayOvba3Q1a0LV7HWdBj1AWjWVvOWXyrpAhOCRyOnNAHnvgPxZpMKeK4LjVftEUd1K9us8wZ5YVQZIPcHnmuO8K6yq6Bp0eh67qj66bwJDpQ/wBSkZckhhjkBf4s19AJFpkZCRpaKXHAUKNwP86ytN1y0uvFV7o1vpckf2SJX+17FEb57KRQB5N4h8TtpGleKdI1K/1Aagl+p09BO+9FIHzBh1UHPFWfFNpo0Xinw5q2uarqyWd3YHfdwzuF8zaAAu0ZXPJNemeKvFmj+F4459StZp1c7WaCJX8v03ZPArbS4srm2WQtCYwofD4+QEZGR2oA838R614dj+GTRwalqEB8uQ2DXEkiTSuoz/FywOe/BqHWvFd1dfD/AENtM1hijPDFq2oWq7pLZSmWJA+7z37V6hNJZFEMz2+08pvK4P0zVDWdVs9A0h782M9zBkBksoRIxB74HUUAeRtqe2LxG+neINU1Lw9Dpu/7RPKwK3WflCPgH0yKk0i/uNI8V+Frh/El/fLqOnSS3Xmy70JC8BVHQj869c0TUtO13QbfUrJF+xXKeYodAuB7j1q3G9jK6iJrd3UfKFKkge1AHz5omvXV94ksne+1K+llvgzvaXbgsu7gPCVAVQOuDX0bUaQRRkskSKT3CgVj3OvPD4qstGisZJo54neW5VhtiKjhSPU0AeeeOfDui23xF0/V9UvNVgt7m3l82S3lkwrLt2qu0ZUEZ470zXr+zvtT0aDUn1mx8Ii0by5R5iNJKDgCQ/eHHIz1r1p7u0VislxCGHBDOMipiquvIDD8xQBxPwyu7680W9aZ7qTT0u3TT3u8+a0I6bieT7ZruKytc16x8O2Au71iI96phMZ5OAcEjiq+veK9O8PWEd9c+bLbNKsTSW4DiMnoW54FAG7RUUVxDOMwypIO5VgcUR3EErFY5o3YdQrAkUAS0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeS/EjwzpZ8a6Drmom8SzkZ4ruSFnIXC/L93lQeeRXrVc/rHi7QtGvlsNRuClwyb1j8pmyPUYFAHmPiFNB1PVfBdlZrqA0qOeUOWWRWCYxksfmwTWZHq+vP4J1jTNHkvJILfVNoLiTfHZ+x+8R245xXtWma7outWkV1Y3dvLG4bZyAfl68HnirkF1YyQPNBNbtCvDujLtH1IoA81+FB1CPUtRiaf/iWeWpit4xK8aPnkh5OcnPSvTru2S8s5rZ2dUlQoWRtrAEY4PY1j654o03QNAuNVH+lW9vtaRbUhioJxnjtWpY6lZ6lCJLS4ilBUMQjglcjvjpQB4t4B07RdGiks9Uu9Yh1WS7mthaBpdgDMQGwPl6c5zWH/aHiUs/goaVfC3e8EDXzO5fzt2fM3em3t0r6NMUZbcUXd645rCsfF3h/UdcfR7a8Q6imWMLIVbjqRkUAea6pZWC6rqlv4l1HWbaaxwNMW3eTY0YXhl29WLdc16b4PbUJPB+lNqqyC+Nuvm+YctnsT74xS+JfEFh4dsDe30MkyJywiQOyL/eI64q5b61p1zbQzpeQBZkWRQ0gBwwyOPpQB5/8X7e1D+Hbq4e7jVr8W8z2rMHMTKSwGPoK5dpNUttL8TJ4ZfU28ORTQBDufzQn/LYxbvmr0fxppOh6vpQ1q9mmmXT0aWD7NdbAzgHGCON3atbRNRgPhnT7q6QWKzRL+7uJASCR0LdCaAPNvCc1tZeMoH8MTamfD/2RpdTN55hVX/hxu53euK2/A2v6TL4w8SwxTsJb69WS3zGwEyqnJXIxxzXoEE9nMJFt5YHC8OI2Bx9cVlaNqkWpatqdsmnCFLCRUiuBtKyhhklcdPSgDgBq2j6T8ZJb1L65W0mtHW6ZxIY/P3ABemOn4Vi674a8N2HxQ1SfWn1SGzuLZLqKWFpTvkLHcMr+HFe2O1iJPLka2Dkj5WK5z9Ky/wDhKdBl1650eS7gF1bRq7+YyhcNnABPfjkUAcB8Ub/Tbrw/oV9ZNdrfCaCW32pIHEBb5iwA9u/NW/Ft3p+ualoUuoXV9/wjEkT73txIqtOOgfA3AY9q9Ie508TeS81t5qru2My5C+uPSmPfaZHbJI91arA5+VmdQpPt2oA8avEsLXw5cQ6U2pz6bd6qiG4vPNEcKheuB8zr259q0vhXr8ekWniK11DULiTT7S6DWsksEgGxsg7QQTjOK9F8QeI9K8O6J/aN46NbFlVQhB3ZOOB3q9BeabcQySW89rJGgy5RlIUe+OlAHB/CjWbCSz1LT0lkFy+o3E6RyRspaNnyrZI7ivQ7uKO4s5oZFLo6MrKOpBFY3hbV31y2urmXTUszDcvCmGVvMUdGBHY1qSzW13FPbJeIH2EMY5BuQEdfagD5w0KaB/Dt69re6z/wklrfmKwjWSQoF38AY+XGOuau+M5LyTU9U1FZrqw1W0kiEafvnkmYAbimPlVc5r17wr4b8O+GJpBpWomQXTEiKS5EgL55ZR6+tda0UbHLRoT6kCgDxTxrPY6l4p8I3Mt/eQJLbt9vuLUSqQpTjoOMncPXmjxz4D0aw0Xw3cWsN9daRDeh7l2leRlhfknHXr6c17UYYj1jQ44+6KjuZ7W1h3XUsUUXTMjBV+nNAHnmlnwXF4J1mxsYbsaRHIyubhJCGcjI25+YjpXP2utX6fAxrTQJJhqtpEFmTy3DxxljnGR1x6V679v0wW6P9qtBDIcK29drH27GpLWayukZrSSCVc7WMRBH0OKAPAvCd5d6dd3rxao0Vq2mzNMlo80xWQLkNhxgMD2FN8EA2fjDQLkxz300rlWkikm3fMpy8qP8oxnsa9/lW0s7eWZ0hijUFnO0AY75rI0TxRo2taUmoac8TNIrskAKiU7SRjb17UASL4qsX8Yt4YjSZ71Lf7RIwX5EUngE+tbtcb4R1Tw9rtzceIbKP7PqF83kSxzuBJ+6JXAWupn1CztpVinuoIpH+6jyAE/QGgDyj4s+HdLk8VeG9Y1C1ma0ecw3skW8kJt44Xp9RWZr7+F9R0Tw7o+m2l/FpEWsBZBJHICUwdzBuuOete4squMMoYe4zXPeKfFOl+ErW1m1C3nkW4l8qJYId53HtigDyZpLq28K+MNA8LPdmOG8R7ePbJu+z4USbWPJ5z3zV/4YyGDxv5OnXG3TpbNjLbRmVkEikYY7/uHnpmvR9E8Z6BrCzGKUWk8Tqk0F0nlSIzdAQfWt2CSzM8sVu0HnJ/rFjI3DPqBQBLPsMEgl/wBXtO76Y5rwLw7pXh/V/HGsWF5q+o21mb0HTLVJJI1lP94cc+nNe4yaxYBZBFcxXEqA/uYXVnYjqAM9azPD/iTQfElvHdWZiSbeyCKZVWVWU4Py9aAPF9ek1eXxNra63JLbz2zj+z2fzziMcKY/LO0noeanv49IfxfaXHiiPVZ4brRkeZo0dfMmUldzopyOnHvivoFo0YgsisR3IzXM3fhvQLTxN/wkV3dvDfSAL+8udqMo6LtPGO9AHlUUbNbeHG8aQanJoIt5/ITDsd3mHy/NC852Yxmqurxxf8K31EfZ71LdtRB0JZ0dp44sjcQeoH1r3yW/09WjjlurYGQBo1Z1+YHoR606C4sr1SLeWCcIcHYwbafw6UAeR3vgfw5qXw21e90OO+u7qa2BbzJJNzSpzna3U5zWt8K18L2UVvb6Rb3ianPZq12ZUk2qR1B3cA57CvRb29s9JsJry7kjt7WJd0jtwAK5rT/iF4d1G4mtdOM0l4sTSpb+QUeYKMnZkc0AdTd+T9km+0AGHYfMBGflxzXz1HY2OnpomuaQLxbkeIGhZm83bHb7ztXb2XaR+de1+FvFlt4rgvWhtZ7aSznNvNFOAGVgOlJZa4LzxXe6Mlgn2W2hWQXSupVmJwVwOQR/SgDxPVrqOLxJ/bAF1Y6hHq+XghtpHcxBsFmkP8JHYcU3WNP0S/8AGuq3EFrefYvtERASOVFIZTvwB/tYr6A/tLSJJAPtlmzs20DzFJJ9KzLjxdoNn4ifRri5giuFhEzu7KFHONpPr7UAeG3xvLi20WXWVun01LDy4PNtJJVEgZgcqpGGxjBNaN0JLfwh4di1GbUpUEs5iF9ZM0ZGBtDqCWA6gHqOa90u9T0uygje7vLWKKQjyzI6gNn0on1TS4lhNxeWqrKCYi8i4YDrgnrQBxPwfuDL4dvIk02Wzhju22O0jsspIGSu/kCuv8TjVn8OXqaGsbak8ZWHzG2gE8Zz7CtC2mt54RJayRSRHo0RBX9Kld1jQu7BVAySTgCgDxr4bG/hvvFeiQ2UdpN5QKyBmO+YLtLAkDOTzmsnwKdW0jWtB0+2n1KTUTcSJq9rNERCiZOXDEdehznmvb7bUdMuJSttd2skmCSI5FJx+FRwazpFxLMIL+0kkiB8zZIpKgdc0AaVeR/EnV9JtPG3h2YJcLeWV2r3c0Nu7EQ7TgZA5GT0969GXxNoThSur2RDYx++XnJwO9JLr2giV1l1KxEiP5bBpVyG9KAPMvENtpHir4j6ddHTbuezk0qRzL5Dqkj4JQN7gdjWJotzFH4d0G18S2mqvpNs08U8IikwJd2Y9wHJGOle23eu6RpphS61G1gMozGHkA3D1HtVfxDrUOkeH59RTyJmC5gR5Aqyt2ANAHlHgLUtJsvCviqy1axuotPS8aSK3uLd2Yq/3e2Sc4q58P7bTfF/w0fwxfRzm8hErqJonUxZY7SrH0zXqFtfw/2HBqGqLBZmSJXlDsNqkjpk9aYPEOgxh2XU7FQqb2KyLwucZOO2TQB558PtLuNa8Qtqut6V9lk0O2TTYUYHDumcyDPXjGPqag0TWtE0/wCK93LpsF7DZ39qsK7LR1iMwY5J4/X616nZ6xpd/PJBZ39tPKgDOkUgYgHvxVzy0BBCLkdOKAPnTW9MkOg6vZah4d1K88T/AG9rg3ccRK+WGyCH7jH8NdJqRbRvEtzeyeH9Qu9O1bR4ohDDBuV58c7x2IwK9QvvFvh/TL37He6xZwXP/PJ5AGrI1P4l+GtJ8SxaNd38MbtE0kkzOAsZHRT7nPFAHlkjXzeDfC1vfaVcR2iQzRTTNp/nyxy7vlUKeQCD1rofAmtLofwovbbUV1B5oZZoI4XtnMmGB2DGOh/SvSp/FOgwW1rcTaraJDd5MDu4Akx1xU93rOl2WlS6pPdwCyRSzTBgVOPQ9zxQB5Louqm4+BtxpkVtq0V1awiOURQFX+Z+QuR83HWs/wCHVpfP4/s500OT7HBCym8a0a1KZHAZc4Y++K9L8M+PbPxFLOqWMtpaxx+aLiR12FT0JwflPsaq6H8T9P8AEHiFtMsbGd4hI0QuQ64JXqdvXHvQB3deS+INVsrP4oaZf2Wial/ojypqFxBaNiUsm1Bn+Lmu8/4TPw3/AGidP/tqz+2eYIvJEnzbj0H1reoA8W1XTdP1Tx54mu59Au3j/sgtC7252mYA5I9W5X8jXoPw7uJrjwFo5uIp4pkgEUi3ClX3LwSQfpXUVm6tr+k6DCsuq6hBaI5wplbGfpQByfxY8Pwat4Ue6/s37Zc2kiONgy4jDZYL68dq5DxHe6bf/Dy/tNF8I6nYpdPEMfZNvmkMOwOemeSK9ZPiLRlsoLxtTtRbXHEUpkG1/oalstZ0zUZpIbK+t7iSL76RSBiv1xQB41cWdzb67rmmeE9Pu7E3eixpCfJZUMo+Zhk8bihxn1o8C6VfJ4n06d7LU7eSz/dzeVYJAjZUAiRs/MAec17pRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeWfEGeB/HuhxTvqsEENvL509jE2fmxtUEA9cV6nXM+MPEx8PWUAt5LQX1xKqQx3UvlqwyA3PTIB6UAeZaXouq6JF4c1I6PeyWdtqFz5gMBa48h/ul1HJzVe20+6HhnxDpraTrFks+qpcJFBbkssJPXb0Yeq17Jf+JdH0doY9U1O1tJZU3qssgXcO+M9as6Zq+na1afatMvYLuDON8Lhhn04oA8SGl63D4Q8WW66JJJDeQRpDPFaPDJO4bAHlHoACSSOK6jwzFBpnxBsPsel3VjaXWjpHIPs7KjTg5+Y4xkL3r0bVNVsdGsmvdRuY7a2UgNJIcAEnAqjY+LdA1JrsWWrWs/2Rd8+x8hF9fce4oA1riZba3knYMyxqWIRckgDsO9fO5vPEL6lJ45a12smpny4Gt5DOYxxsHGNpXn617dH428MStbrHr1gzXDbYlWdSWPTAGamfxX4fj1UaW+sWS3xO3yDMu7Ppj1oA8m1oLfWXiIXnhzV7y/1BTNp9wkbkCIqML/sbTnIPWs/xTZWmo2GnC00O/kuI9EG4/ZZFJlUxgZI7gK4/GvZ18X+Hm+27dYtD9hBNz+8H7oA4+b05rN8TeNLbTfDMWpaXd2Ms10QLP7RLsjl55+b2GaAOI0kQ6V4Q8S6de6Nf/Yp7t1063a1dwN8eV2jGQN2efWkvEmvPgaujT6bfzarDbRokZs33I4PGMjqADzXqd5rNjpGmxXer3ttaIwALvIApYjoCetUZPG3hqPTf7ROs2jWgkERlR9wVj0Bx0/GgDgdCtP7C8daQ9npl5b6VPoxF2TCwBlAz8/+1196k8F6tpth408RRWsN5FZX7xfY1+zyBS207sZHHJr0S38SaRdahdWEV9E1zaRiWdORsU9CSeMUyz8WaBqN+LGy1izubpiQIopQzHAyentQB4VbWuoJrCT2mmX2oXq3vnLbX9pIJOHwD5oO3aPeun1/Q9I0j4hXl7qvhOe9sNQtY/JNtCZP9IBO4cdCcjn2r2esO58YeHLTUTYXGtWUV2G2mJ5lBDeh9DQB5f40Swv/ABx4du77R9RgtI7RjfRxQvvAI+VHK9ewxmtDxbocEKaLaaXos8WhskkrPBZmeSKRui7GPy5rt/FPjCw8OWb/AOk2TX/ll4rWe5WIuAM9TVLT/iRoD6Np95ql/bWE93brP5Ej8gE4696APP4PD8+s/B650uXSLuXUdKuS0UV1EVkKbs/L65XIxXZeGL3SYNL1H7L4Nv8AS7ARAyrJanM5PBUJyWxmtq58baI3hq/1iw1K1nhtcoZAxKrJ2Bxz1qvo3jO3bwJaeI9euLW1jkH7x4WLxg7iBgjNAHFeCftlv4c8U6LZ2t5YaleXF1cWCSQNGAhA2kEjA9MVjaBp6C+8PW2n6HqdprdtIW1meUOFeMAhwxJw+T0Ar2LR/FeheIJZotK1S2unhGXWN8kD1x6e9UvD/ilfEGv6ta2z2ktjabBFLDMHZmI+YMoPHNAHjMHh+2n8N6rqdhpOpJrUGsb7UxwyBkjL5+UdAMZzXseqeMI9K1jQdHFpNcXmq9BkL5agDczZq3J428Mxaj/Z765YLd79nlecu7d6fWuSu/iN4OtfiLc2+o+RDc2Fv5aX75J3MfmjAA4+tAHplebfEvTLi41rQ7+50q51jQ7YyC5srcZbecbXKj7wFdJeePPDOn3dtbXerQwyXMQmi3ghShBIOSMDgUxviH4UTS49TOswG0kkMSyDJ+cDJGAMjigDya50Td4f1Nj4c1GHSbrVopLSz8hjJDGMeYwHVAa7vwXpUGkfEDXYdM0y6stKe1hMe6NljeQfeK571qeI/iPomieERr9tdRXkUx22yoxxK2QCM44x3q/onjbQde0ye+sr+OSK2QNcMobEeRk9RQBrarpttq+l3FhdxLLBOhRkboa8e8EaTpnhOe3huPBupHW7eeWJ76OJjHsycOGzgjaenWvR/BviaTxJpF1qE5tFiS5kjjaCUMpjHQk9jjqKsWnjbw1f6g9ha61ZzXSZzGkgJOBk49fwoA8Ph8PNb+Doru20DVBria0JvOFu4kEO4nI9tuM+9TeI/D2t3nirVbnVLbUpo7plazlg08zFY8cKDkbCP5169B8SfB9zPBBFr1qZZnMaIWIO7pg56fjVjWPHfhnQbw2mpaxbwXAXcYySSB746fjQA/wXHdw+ErCK++2eeibT9tAEuB03AVzfxdSa40XS7eC1vrhm1CKRvsaFnVVOSQR0OOld7aXUV7aRXUDbopVDo2MZB6VzfjrxxZeCNKiu7kB5ZZVRIiSCwyNx4B6DmgDzFPC+parD4wls9J1GS1uII3tn1RcXElwhz8pODjGavaVqT3fivxHdwaJqtg1zom35oSjvKgO4g/3uQB9K7bUfiLp48KXfiDRAup21ky/aBkx7VPXGRyenFbWieLND8Q2r3Gm6lbziJA8wV+YxjPzDt3oA8Z8D2v2XxTplzaaFczpaxu1xcT2jwyQDaclmyRIxqj9htl8Kx6paaVew662u7hOIJBIIi+fy217hpnjXw5rBuRYavbTNbKXlUNyFHVsHqPcVzujfGDwvqup3di95HA0dwIbdjuIuAejDjj8aAO+jbfGrc8gHkc15L4w06a28fXOpa54fu9f0e5sxDaJbpv8As7/xDb2J/ve9eu1w3iL4oaH4b8V2uiXsoBdGa4lAJ8jAyuQBzn2oA8z1zQb9fCvhayvdB1K5niu/tEnkQlngtdzYhLjncARxXsHg3SNF0/S/tWj6RJpi3eHkilVlfI4+YHpWTqnxO0rSdU0vzyp0fUoHlhvlJJ3KeV2Yz6VtS+NvDsPhxNfbU4v7OfhZByWb+6F67vbrQBR+JGiXuu+EJoLDLzwyx3AhH/LYI2Sn41naR4ntNZvV1eTwvqFsNOtmU3c0OGQ4+ZEUct07CtmH4g+GJtFGrrqkYs/NEJZlYFXPRSuMg/WtCLxPo82uDRUvUOomMSiDaQSpGc9MUAee/CzWC2u+IYDpuool/qEl1FNJbsqBMcbiehPpTbPVYbP4v3V3Z+HdTjtJ7ZbSSWOzYK8xfJc+2O9et1ysnxG8Kxa0ukNq0f2ppPKGFYpvzjbuAxn2zQB5JqPh+W60rxfe2Xhe7iujqcctgwt2EmzIzsHYcZ49a6bX9LbT/F2n68/hCXVrW808RTRRQKzrP1ywPf3rsx4tuo/H0Phi601IxPbyXEVws+7KKcDIxwT9asat478PaJq66ZqF95NyQC2Y2KoD03MBgfiaAOE1azuhrtvreqeCbvUbKSxWG3sYwr/Y3ycgrnHIxzWbH4Q1d9L8MWd/4eeS2GsPdSQff+yWxxiMk9BznHtXo3jHxYPDthZyW7ReZczIqySo5iCkgEllBA4PGan1/wAc6B4YvI7XV71raSVN6FomKsM44YDFAGP8NrSTTJfEenHT7iztY9Tke1WRCqGJsY2Z7cH863PGmn3eq+Er+zskMk7quIw20yAMCVz7gEVc0XxDpPiK3kuNIvoruKN/Ldoz0b0qHxTrcnhzw/caqlobpbfDSIHCkJnk89celAHnulWo1LVlvtH8C3OlXVraywNNcgRK2VwAFH3+e9c9oGi6xH4l0W/k8PamrQF4dQAtUjiO5SMADll9zXrPh7xzoHiczLpt6HkgQSSIyMpCkdRkDI9xUdj8QPDmo3s1nbXrNcRozhDC6mQL12ZHzfhmgDxZPA+p+TdKvhKeIyQ3iq7xdHLB4iO4wFwPc1o21ta/8Jf4pg/4RX+3JZILeMIm0NE5iG4EHkc9SOeK9OHxO8LtokmsC7nNlHOLZ3+zSZWT0Ixmqd5r/gHQNW/tGSGGLUXQTSzQ2rNJGrjgyFRlcg98UAcPqfhTxJHpmn6Te6LcXsMemiKOS0SN3STnKu7dFGQOK2p2ux8HINI1DwrqE18kBtkgaDzNrgcPx0Hoa9VtLu3vrSK6tZkmglUMkiHIYHuDXO+N/F0nhCysblLH7WLm6S3ZfM2ld3Q9DmgDi7u11DXvBmhRDQL100eeH7XY3iiL7QoXBwScEA81haRFbXOsePpIPDBDtZxQw2UKJJgsMcY4znBIHpXo1h4v03W/B19qOvW6WditxJayRuxcOFOO3Jz6VS0rxt4L07RNXn0G38lLFBNcQR2jxsSeFyCMnn8qAMjw/oE+leLPCd1a+HJ7OEaW0N7IkYAWU4xv/FT/AN9CvWK4rwr8SdJ8T2EckSXIuRbGeaNLaQqmB8wDbcMe3HWmf8La8H+aIW1CVZvN8pojbSB1bOPmXGR170Aef6t4O8Qz6lrNxF4fmaW6uzKiusUsbDIwd7EMuR2rq/EvhmZfEui67D4Xh1TbatDeW4EYIYgYY7uDgjFdFf8AxF8NadeS2095LuhYJLIkDskZPQMwGB+dRah8SvDunanJpsj3kt4ieZ5UNpI5ZcZ3LgYIx36UAcl4n0/xFqttpT3HhcwWflSxyWlisUkkTMQF5bgKe+Kq+G9J1bTPhNqWgah4XvZrmKSRbeNkWTdvztZecHbnmu8n+InhqCzsbk3ryJfIZIVihd2KjgkqoJGD61f8O+LdH8VR3Euj3D3EUD7GkMTKpPsSBn8KAOR8B2w0/wAGvZXng65t57e1VJw8CZvGA5AHf8apfDzRLjSILq2u/B8trdyyTyJeMEAVWztTIO4cccV6H4g1iLQNBvNTmV2WCMsFVCxJxwMD3rB8FfECz8W6dZyC2uobqZCzr9nk8sEdQJMbT+dAHnmheEfEdnd6ft0Bo/LvRIRcpE6RpuySJAQ59sivR7vxXfD4j2nhiz09ZYDbG5urlmI8teQAB65H603RfEtzqvjrUtPFxELGC3Vo7d4Hjl3bsFssAGX6VLc+N/DVjq11HI7ieFhDc3KWrlIz12vIFwMZ7njNAHV15z4s0PV08cW3iGDSU12yW0Nv9hdlBiYnO4buDmui1Txxomj3j2lxJcSSxxLM/wBntpJQitnBJUEDODW1p1/b6pp1vf2rF7edBJGxUglT04PIoA8buPC+uw+ANQsLjw5JK2oXxuIrK3Kv9kjyCVz2z7V6R4Q07T7ewFzbeG/7FmKiMpIiiRlHTJH9ah8c+Mk8H6Wk4t5ZppHVVAhdkAJwSSBgfSrI8a6MujXOrTvc29pbYEjT20kZyemARk/hQB0dFc9o/jTRNb1FtPtZ5UvAnmCC4heJ2X1AYDI+ldDQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcP8SLDWta0Q6VpWlC4MjI5naZUC7WBxgjPOK7iud1rxnpeianFpsq3NxeyJ5nkWsJkZV/vN6CgDm9b03WPEFx4UluPDpVbG733UUkqOAgG3Pv61oeDNG1DSfEfiWabTVsrC8uFktgjqRhRg/KOmetWL34j+HrHTrHUZJbh7K8fy0mSElVbONrdwc9sVpaJ4osteuJ4LW3vYmhAYm4tzGGB6FSetAGP8WJI4/hlrfmMq7oQq7j1JYYFcz4as9R1a90DW4NKtYrPSrCSFjbXKyG7YqBtGMAcg9e5r0LxNrOnaBoc2parGz2cRXeFQPjJwDg+5rJ0nxzol04tba0vLZ2haeCKS28szqOTsGeTQBynw38MT6c93DrHhBbe5nuJLgXshjcJzlFHJIIz2rEPw38QRxXFheW1zeRNdtMJoLmGMMC24H5kLA/jXf2HxQ8PanLDFZrfyySTeSwW1Y+U3+2eg/Op7j4jeH7W52yPcG2E/2drxYswK+cYL/WgDnvFHgjWbu/xoqwxWmrW0dtqu8jKBSPnGB8xxkH1rY8eaNd3ngmbw/o2k+fvgWKJg6qsYBGOvPQVe1Tx7o2l3s9qy3dw1sgedraHzFiBGRuwfSn6j450jTfsaSC5muLuETR28MW6QIRnLDPHWgDndc0XXNTj8NX8GkBzo8xEunXM64lGzaGDcjI7ZrM1jwJrXiLT/FE/wDZ9ppk2pRwrDaCTduaM5LMwGMnp0rqbj4meH7exsb0i9kgvXMcbRW5YiQZBQjqG4PFWbbx/oU+nX17JJPbLZOI5oriIpIGIyAF7k9qAOUg0jxRc396114ehhtpdHFioW7BYsPw7/pWd4c8L+KNO13RXttOeK3tSFuP7QWBgiYwfLdAGJ+tdta/EbRZ9RWynhv7KRoWn3Xdv5ahB1JOeKsab480XVNQgsomuInuQTbPPCUScAZJQnrQB09eLeL/AAV4k1q81pfsV1O08+60aK6jigWMEEblA3M3Xr+ddzJ8SdCS9S3RL6VHuPsyXEUBaJnzjAIPr7djXYUAeX3mg64L6/u/+Edt9RXUtPiiCzzIHtZFTaVyQcjPPFYF94J8T3OhaDZ/2DC8thYTWsoa4TG5uFYcdq7zx/4kk0KDTYoLmW0mubyNRMIPMQjOCh56mtLXvF+n+HLmzt72K8klu8iL7PCX3EdvrQBxfhvRPEWg6Pq1oPDaMbqKJEVLlFG5U2sx49eaNN0HxBb/AAouPCk/h2Np1t2iQm7UrIzMSW6cYzn8K29Y8erJ4JuNb0FGM0N0lsYrmMqysWAIK+vNTeAfFOqeJJddTUraOIWF81vE0fRlGf16fnQBkweHb6w8b+HL600PyYLXTHhu5IWQKXKjC4yMnIPOO4o8PrrNn4/1jUn8K3VtZ6ksMasJIvkKggswDd/avQNRvU07T57x45ZEhQuUiXcxx6DvXCeDPiVJ4rskhfTLuDUJmkEcn2ZjbgAnaS2fpmgDjX8BeKYJpU07ShDuvDcHz5oZYGy2c4ZN49cZrqtQ8K6tYfEKbxDb6LaarbXdksM0BZY9kq9xuB60nhL4qx3kEVt4gikivpL17RZILdvJJDYXLdMmt/WPiP4f0a9ntZnuJ3t/9e1tFvWH2Y54oA5/xTo+s69qXhm6n8LRzR6ezTXNt9pUryCFQZGDjAPTHarXivQdW1O30cadpPkWQLSXtlbXC28gcgbf3gHTrnHWu/tbmG9tYrq3kEkMqB0cdGUjINcV8QfHNz4SuNIt7Symne8uVWRliLgRj7wUDq2O1AHNaJ4G1sfDDWfDdzYC3umuGmtjLMJFfLBgM9umDXYaJca3aWk8c/hOG0iigBCW9wjNO4GCAMAD8TU8vjvTbbRTqd3bX9tGZhDHDLBiWVj02rnmsHX/AIlKfDmp3mi77a903Y88GoWxUsjHHAz+tAGZ4Y0TxEnhXxDoM+kXFjLqUtxLDcvJGUTePlBAJPtUen+Etee38L2TeHbPT30mZJZ75JlZpAgOVUAZ+b3NdjoXxA0fWrk2SNcJepbicpJAyeYuMkpnqKXRfiFoet6uNLhNzBeGIyqlxHs3KOp6n9aAODbwXrc3hTxFaf8ACOxR6ne6n9qt5fOQlULBvvHnjbjHvTtZ8GeIZ9c1S+s9Ouke7UDMV7H5chCAfvI3VgcH0rs7v4l6HapLOsOoXFpHJ5Zure2LxFs4wGzzzxU158Q9GtZ7iKKK+vDbLuna1ty6xcZwxz1x2oA0/Ctvqlp4ZsLfWTAb+OILL5AwvH+e1Z/xB8P3XiTwpLZWKxtcrLHNGsnAbawO3PbOKjPxE0Vrexkgiv7iS9jMsdvDbkyBB/Ey9hWzoHiDT/Eun/bdOd2jDmN1ddrIw6qR60AcR4kTxZrnhDV9KHhaG2E0SxwLHdqxY55J4AAAFQQaR4hg8T6ndafof2T7VosdvFK5Qos6gnDAHnrjOO1emXc5trSacRvKY0LbIxlmwOg9647wh4pe58J6lq17dz3yWlzKDi32SIqnO0rnkjPWgDivDXh3xTa+NdD1G90S9ZIoHt72We5jZfmHJRB0XPatez0DW/DXjPXbiy8K22owahcLPaz+akaQDGCCCMg/Suk0X4maBrt/b2dsL2J7iNpInuLcojqoySG9q5zxZ8U5bO4sToIeSKS5WBvPtG2T5bBKPnsPagD1KMuY1LgK5A3AHIB71xfjHRNRn8S6BrmmaZDfNYPKJomkEbMrrgckdjU1x8SNFtLPU7m4hvkTTJVhugYOUZuh69KkvviJoljJBHtu7iWW1W72W8W5kiboWGeKAOfubHxRqfjLw9qd54bt47exjmEiJcKwUucL1HJAAPTvXKQfDjxPPoMQnt5Ybm11V71YY7lVMiv6EDCsMD8zXX658TpLf/hG5dM0m+lh1SbLh4MN5YyCAM/e4z9K1tT+I1jo+gR6xf6XqkEDz+SyyQAMh9SM9KAOTsfDA0rTPEk/iSJbC1v4gv2m9vxLI0g+6egUc9O9afwihutS0ubxLqdzFc3lwq2sbpg7Yo+BnHQnqauXnxG8O3llOdQ0fU3sY9rF57E7GB6HmtvTPEWkLrf/AAjlhY3EMqRCYhIAsSKwyCSDxmgDfuYTcWk0IcxmRCocdVyOteWaD4Z8TaPotp4dbQNOu0t74zDUbmbII37g+wDdux716zRQB5tqkHiWT4g2OvQ+GBJFaW8lrxeIDIGOQ3Tge1ZHjbwp4s8QXOrA2Au47hEFiGvPLjtuhYFQPmbPc8V7BRQB5t4s0/xRq/gWx0a10SM3JjhM7G6ULGUI+XpznHWq/ivSPEvia60O6/4R+OI2nniWN7tWGGj2jt6n9K9RooA4D4b+HtT8PS6jHfWXkRzx2zqwkDDesQRxx7r+ta3xC0y/1nwVfabptuJ7m4CqEMgQY3AnJPbj9a6migDzZNI8SHxPZ3ltpMVjCmkNZs6zqQshGVOAOQDWBpvg3xLb+I/D+py6MTNZSk3t1LqJkebcMEgHhV9q9oooA8yn+H1+fH6yRSr/AMIxNcDUZ7fIH+kKMAY9CcH8Kytc+H+uR+MNZ1GzsxqVnq207BfyWvlEDBDhfvivYqKAMPwlplzo3hix067it4pLePZst2ZkUDoAW5NX9Q0qx1VIUvraO4WGQSxhxnaw6GrtFAHDeN/DElx4YWw0PR7e4zeC4eEzGHnOWYMOQ2e9Z3hTwv4iDasNYL29pd2htkgmuRcybv73mYBxg4xzXpVFAHmngm08ceH9LstEn0nT/sdikgac3GXnGSVCgD5T05OaXwlp3iPT/EmpSXvhm1jtNSvWuXuDdK7xAjgYC88j9a9KooA8pufCHizT01rQ9Ji0640rV5nla7uXbfDv6gr/ABEdqdpvgnXbDx+uoCKJtPttJFhHK03zSkLgMRjjk16pRQB4pYeFdZ8BaVpusz3ulR39ukto8dzI3ktG7bh82OGBz256Vv8AwXjvP7C1i5uQDHc6nLLC6xGNZFIHzKp6KT0r0iWGKePZNGsiH+FhkU5EVFCooVRwABgCgCK8t/tVlcW4IHmxsmSOmRivP/BWh+NfDdpa6PJHpA0y2di0od2lkUknAHAU/nXo9FAHmsNj44PxDbXX0jTEtmi+yEfamJEe7O4cda5/U/hb4jGs6klm1jd6ZqFw8zG6up0ZA+NwKqQD/hXtVFAHkfiT4feI7/WIpLKLTPI+ywwmXz5oXjZFI+XYeRnkZzXoXhXS77RfDVlp+o3xvbqFMPOe/t+HTmtqigDB8Y6Rd654Yu7GxaJbttrRGXO3cpBAOO3Fcvf6B408U6Dc2etnR7SRXjltVtw7jejA/OT2OOlejUUAee6H4a8S6j4vtfEnir+z4JbCKSG2hsd3z7uCzE9sdBXoVFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVxOt+HvEcPimbXfDl3Yh7qBYJ4rxCQNvRlI/lXbUUAeZS+BdesdH0ezsHsLua2vWv7l7nIRpSc4VR/DXoWnG9NjEdRWBbsj94ICSg+meat0UAcB8Zjn4Y6mihi7tEFCqSSd6nt9Kq6Do2r6vd6f4muNSs73+z7R4tPigQxq7MACXJ6dMcV6O6LIu11DA9iMihEWNQqKFUdABgUAcN8PfD+veH9Nl07VLewSB2kl8yBiXLuxPP0Brmrb4SX1o5tMabc2huTOJ595YAtnBjztJ969gooA8n1v4ea9qes30yHTRFOy+VcIzxSxgKBzt4bHoaNf+FV7eanZ6nBc29/cx2cdrOt6zKHK/xgr0PtXrFFAHmlv4J17TLTQIrFdLUWN8bqeNFZRhhtIBPU4LHJ74pl98OdW1jUNeury9tYnurqG6smjUny2i4XcD1GMZr06igDgLnwp4k8S6fe2niW/slilt2gjSzjI3E9HYnn8BWRoHw71az1KwluLXTIBp/CTrI8rS8YyFPCV6tRQB47ZfC/XkvrN/NsbBobrzXu7N3DOm4nGz7uTnrXsIGBjrS0UAcJ8QfDniDxK+nRaZ9iSCzuY7rfOzbmdT93A7VZvNH8R6h4k8PalN/Z8cdiHNyiliSzDHy59q7KigDkPB3h3UtLj1dNa+yzJd37XUKxjIUH1z34FdXHDFDu8uNE3HLbVAyfU1JRQAjDcpHqMV57oPhrxhoNr/ZNve6adLieUozI3mSKxJAPpyeteh0UAeOxfDzxWng+00TzNPWS11T7ak29vmXdux9c8VPqXwqvn1jULmzXTZ4tTcSz/bA5aBsc7MHBH1r1uigClpFm+naRa2chjLQRhP3SbV46YHYVjeL/AA3d68mnXGnXaWuoadci4geRdyHgghgPUGumooA4LU/CPiTW7G2lv9YshqtjdC4spoYCI04wVYHrmsnW/h74l1nStVa71Wyn1PUPKiLCMpFHEhyMDqTmvU6KAPMv+EH8T6r5smr6lZQXEGnvZWb2aEfeGNzHr26Cs3Q/hjren+I9M1CZdJjhhge2uRAH3yqy7SxY9Sa9fooA8x0vwV4z0awj0Cz1yxGixvlJmgzOi7s7R2z71bg8FeI9Cv8AVm8O6xZx2mpTGd0u4S7RyEYYjHUexr0OigDgbjwb4htdRtNU0jW7YaitmLW5ku4NyyAHIIA6VteC/DEnhfR5be4uhdXdzcPczyhdql2POB2FdJRQBS1NdQexddMeBLo42tOCU9845rhPDfhPxRoXh/XNLkbTZ/trzSxOpYZeTg59ABmvSKKAPLIvA/iS6s/CtpeSWkMem20sF20bZZg6lfl/DBqldfD/AMaS6bpWlm/0yWx0i5SW2G0iSRVbjcegOK9gooA8o8V/DzxNqt5rsOmajYx6brLJLOsyEurqMAAjtUWp/DfxHqFxbuJtH2ixitX82FiYyqkEqRzjoa9cooA861HwBq48M+HYNO1ZH1fQ33xTXCkpJkYIPfAHSm+IfBvi3xH4ZTTr3WtPkuDdLcM/kEKu3lVUDqM5616PRQBxGpzSad8PLyLxrLbSF0aFjaRth8j5QB1zVX4SWHl+CUv2upLm9vSTJNKDuULwiHP90fzrvnjSRdrorD0YZpURY12ooVR2AwKAOZ8H6X4j0w6mPEGqrfiW5L2xAxsT09u3HtXUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRXmPxE8R6p4d8S6akWsXVtp9zBK8iW9okzqUAPGQTz78CgD06ivKtb1XxFB8Ib6/vpZZZGLN56OIJRASNrLtBAbHatm+8WXHh74caTrVlYvfLIkKGOefDnfgA7scnJoA7yiuCt/iBerDrcGqaPHYalpsKz+VJdAxsjfdJfHHPb8qZ4G+IEvjG61DSri3S2vLaIOJrYsUZWyMjeoOQfYigD0CiuF8GXepR+LPEmi32rTajHZNE0MkwUOoZckfKBUVjcarp/wAVTo8msXF7YTWDXJinC5ibdgYIA4oA7+iuG1Hx5daXP4igutPgjm0uFZ7dTcf8fKNwD0454rqtHuby80i2udQtVtLqVAzwK+8IT2zjmgC/RRUF01wlrK1rGks4X92jttVj6E4OKAJgQenNLXm3gPU71/BOs3dpbvJex3lwTFNc7l3A87W29PTip/ht4l8Q6zo9gNS0eZoZBIW1FrhSGIY4G3r7fhQB6FRRXnOvfFaHQNWuLKbTBKILhYSYrkM5DfxbQpCgehINAHo1FebeIvEfim0+IlhZaXpaXNtLZvJFE13sWXplm44I6Ck8aeIPFVhfeFvsmkIZLicCWFbvCmTH+rJx075oA9Korhtd8dXvhnw5Z3esaTDBqN3P5EduLseWpxnc0hGAMe1Y7/Fa5bQtRv7fTLSebTHT7UkV3uRkfhWjcLyc8EHFAHqNFeW6X8Wru8WeK68NyQXMcdw6D7SCkhh/1i5xkYHtzWjpnxLmvLPTr+78PXFpYak4itrg3CMC5B2hgOVBxjNAHoNFeWeD/FHi2/8AEGvQy6QLmCLUvKbfeAfZlxyqjHPr2q3rfxTaw1280qz0qN5rQ7SL26FsZvePcMMPxoA9Ioqrp1019p1tdNGI2miVygYNtJGcZHB+tcD8TdZ8QaZqnhmLR4lkSe+AZBOUMzAH5Dx93HOf0oA9Iori77xfrGj6JbzanoUaapeXQtrWzhudwckZBL44HFW9A8U3d9rt1oWr6atjqMESzgRzeZHIhOMg4B/SgDqaKzde1mDw/od3qtyrNFbRlyq9W9APc15cfEOvx/E3QJ72PUdMsNRWRntZrtZIWUR5GFAG09OKAPY6K8og+NVpcztcR2UB0wXAgUm7UXLZON4ix0z2zmrev/FKfTNbvdOtdNtt1tgL9uuvs7Tkjqm5cEfjQB6ZRXHS+Mb641C10rStMhutQktFu5t9yFiiU8Y3AHdz6Vl6h8QNe0rwzLrN/wCGvs7W94LaW2ef5nBIAZDjB5PegD0WjOa5PS9Z8VahFd/afDsNgfs5ktWkut4ZyeFcAZHHJxXJ+HL24m+FPie4iuru3vYLi7YyLLkxyLzhCeQv/wBegD1iivM/CfjzUU0Xw+Na0e7S3vYxGuoyTKxdwudzKBkAgE1Sg+NcE94si6dCdPa4+zjF4v2jrjd5WOmfegD1mikBDKCOhGa47VvFupP4gudC8N6dBe3tlEs101xMY0QN0UYBJY/lQB2VFec2fj7XbrWtM0ubQ4bK51C0nkSOeQkpLGSADj+E4HvzWdP8UNah8Cw+JBpVnIUv2tLmFJGOcNtBQ/h3oA9Xorz5/GHi2z0XUtW1DwzbW1tBCLiHdeDJXuG4PzYptn8RdSk0ltev/DM1noYtDcfaGnVnJAzjZ6E9DQB6HRXmXhv4qTa3rUGnTadbRm9iaS0aC680qQMgSgD5c1DpHxO1y5udLk1HQbeDTby8ewNzFMW/egsAQMcLkY5oA9ToryDQ9c+IEvjfX4ItMspokuYxLFNdttt12jGz6jnp1r11c7RuABxyB60AOoryv4gyanH420u2g1fW4ra5tZpGt9NK7tyDjAxz75qr4Q+ImtSvoGl34hupr24ubaWSQFJojGMrvUcBsdaAPXqK81PxNu4fBlzqsulxNfQag+nyRo7eUjKT87HBIXisXXvGGqa74D1y+cW9rLp5iltpNNvy5kO4A5xggexFAHslFcN4V8W63ea1Fo+vaRDZSTWYureSKYvuXoQ2Rwa7mgAorxSHxdNpPxalX/hIZrjRpLz7DJaTzBikrLncoxwgbAq98QNY1/VtN15tNs1isNHZozcJeyQzFwgJYBeCBuHBoA9dpCQBknAFeOweO/F2nWemWVtYWF9u0uC78+eZw7BiF+bHfca37vXdV1/4a6rcSWNql3AZYLuHznCEL97Yy85oA9DBBGQcg0tecaj4wufDXw00LVtNsY5/OEEIgnlOQG4HzeufWtHwx4t1jVtX1jQ9T061tdUsY1kURSF4yGHygnrn1xQB2ccscm7Y6ttO1sHOD6U+vPPh/cNap4r87T0hurbUJGnW3laQSvsDEruPGfSsmx+KGs3Wqafby2WnW6XU4jeKfzY5IlPTlgFY/Q0Aes0V5RY3njuT4i67Z28+kKEWGV45fMZAh6beeDjrWr4j8S+MdN8XWekaXYadeJfQs0QYuhjKj5mduhAPYc0AehUV5zqvi/xLodtZwahHpK6nIJWeGNJpd6LjDKEBIBz39qwPEXjnWvEnwdu9b0yJNPlhcxXvzuskbKy/6vHrnvQB7LUcc0UrOsciOUO1gpztPofSuZ8LN4rfRy+sSaZI7W6tatCHB3bf48n6dKxfAt7JYQeLJtQt4Fu7S9d7p7dnKysFzkBiSPSgD0SivLLXx74p/smw8S3dlpn9hX1wkSxRsxnjVm2hic4J9qZP408bRSeIZo7fR5LTQrgrKWDq8qYDYAzgEA9aAPVqKjgk86COTGN6hsfUVJQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVyeueDJNa8S2usf2xcW5tYykUKRoVw33s5BznFdZXneveJfFsPj8eG9Ii0xlmtDdRSXG4FQDgg46nNAHReKfC/8AwlGinSW1Ca0tXXZKsKKfMX05HH4VkS/DyS48MRaFceIL6S2hljeNvLjBUJyq9OmcflWWnj/XtROlaTY6fbQa1czTRXBnfMUYi4Zhjk57Vf03UZ/Flprug+IbeKO900gSG0lYLJlSVYHqOnSgCxqHw5tdVvtXu7zVLx21KGKJ1G0CPyyGUrgeoz+JpujeDBa63NrVp4lubqeWA2szkRsPlyBjAwCp7VP8P5ry6+GWmOk+67MDqkk2TyGYDd3PQVl+CNUXTfCviXUbi1iWSzv7p5xbk7ZWTkkZ6ZoA1tD8ETaLr9zq/wDb95cy3ZDXKSRxgSEDAzgZGPaq6eA7weJRr0nie+a9CeV/qo9vl5ztxjpWXD4i8fz/ANk3y6fph0/UW+6rktArDKlieD26VUPj/wARGxOnCOwHiVdT+xm0Oduw9H+mOc0AXfEfh+78SeP9GnudAYafZSMJ7gyr++XquV7rnnHtW9470jWta0uysNFu2tC93GbmVGwViGSenuBXTQeb9njE5UzbRvK9N2Oce1cx4m8at4cv47VNB1TUC6bzJaxZVeemfWgDqlG1QuScDGTVXUbWe8sXgtr2SzlbGJo1BZfwIxXKP8QnTQotTHhjWWZ5miNuIfnXAzuPsa0vC/ixvEpuA2i6jpxhxzdx7Q2fQ0AVfDngmXw80sa65eXVpM0jy28qJtZn6nIGai0vwFLpMlpHbeJNTWwtZjLHZqVVMEk7SQMleeldRql0bHSrq6V4kMUTOGmbCAgdz6V5x4S+JGrar4sg0O/t7dxd2zzwzxRuigqCcfN94e4oA9TrgdU+GSag+piLXr+1g1C4NzNDGqY38dyM4yBxmuYtvib4sjjfUr7T9OOl2+qf2dMYmPmM27GVB9Miqvj/AFnxH4i8O65qFhBaRaVpVy8Cv5rLOGQgM4xx17UAehat4J/tX+y7k6xeW2p6fEYlvYNoZwRg5GMc1He+ALa+8O2mly6rqJuLWf7RFfmXMwk9c/0re8PTS3HhzTZp2LSvbRs7HqSVGa5Txl4l8R6V4s0bSNIFgV1Pcqm4VvkK9c4oAkvfhna6ro4stU1nU724WcTx3c0uWjYDHA6Yx2xVab4Vw3Gjz6fL4i1Rkn2CQ7lAKqcgbcY61Qf4g68kcmkG0sjrg1NdPWXcRByu7ce/QdKNX8Q+JZNJ8UaHemxj1C00/wC1LcQbtjRMpDAdwwI4oAkvfhoul2F1fWF5e31ykV0Ybc7P3jTIAwzj1GaqfD3wJfyaLpR8RTanF/Zsu+LTp2QxBwOGGOcDsCa0fCmq+ItG8EwarrVzY3el2+mCdGh3ec2FBAOeDxwaxfDPxX1fV9Z063ntLWWHUSVVLdX32xxlS5PBHrigDrLv4do+t3upadr2p6YL2RZbmC1cBZGHU8jIzWfqfwmg1O8uZpfEOp+XcMSYjsYKCMEAkZFYk/xE8Yact9e3llpr2Gn6ktjNsLB5CWxlfTGaEv8AxTN8Z9UtLPULRSNOSSGKcOYwhOeg/i9TQB6fZW1j4d0W1sxKsNpbIsKNK/4DJPc1S8VeF7bxXp8NvNcTW0tvMs8FxAcPG69xXMfE6a7tvCVrd3kVld2kUsJuYcN80m9QChHQZz1rT8Z+KZtB/sy00+WFbu73FYnhaViijnAX8KAEf4eQ3GkyWl9rmq3dyZlnjvJZv3kLr0KdhV/w14Pg8PXV3fSX93qOoXQCy3V0+WKjooxwBXPaNrr+PPhjqV3qUIjnhE6sIiyDcgO0jv6VqfCqaW4+G2jSzSPJI0PLOck8nvQB0uqaZbaxpdzp94m+3uEKOAcHBril+FkcmtaZqd54h1O7k07CwJKVKhO6njuOCetdd4j1NtG8N6jqUab3trd5FX1IHFcB4f0XxHqGnaB4hTxddSS3Mkc93bySDyTG3LKo9cYFAGjB8KNMs2ki0/Uru1sXm837PGEO1v8AZcjcPzp2q/D61ub26M/iG7ih1CT/AI9pfLcbschCwJBxnpSWmnwaV8ZPJtPMSK50p7iWMyEqXMv3sHpVvxS11H4x8NGdbOSxe7Kxbwwkjk2HJB6GgCWb4e2MQsH0m+vNLuLK3+zJNbvktH/dYHINVtS+GtrqHhs6M2sagkck4nuJmcO8zg5BJbpzjpVfxV4p8Q2Hj7S/D2kfYSL+3aQG4VvkKnk5HWuW1PxfrvibwVDcxT2llc2esJa3f3trMJAFI/2fUUAen22iX0Ghy6e+u3ks7fcuyqCSMccDAwenf1rntM+Gz6XpeoadD4iv2tb/AMwyo0cZ+Z8bm6fh+NJrOv8AiHwn4Yvb7U7rTr67eaOK0EKFEQu23589hnrUT+JvFOm6jcabqaac80unyXdncW+doMYyysp57jBoAn0f4ZW2mGwiuNZ1G+sbDcbe0nYbEJGM8DJwCcfWq1t8I9Ps5ttrqt7DaeeZlgQJ8uTkqHxuxn3qr4d8beJ7i58NS6zb6etlrgcR+SSHQhcgnPqK9PoAaq7VC+gxXKa54Ft9U1dtWstSvdJ1CRBHPPZvgyoOgYHj8a808eeKX0L4lm80/VLoLp/lvd20js0cxYgFVA4XC5JrpPFGv6j4qXXNN0lLNbDTrJLl5Z3YPIWXeuzb0wO/rQBv3nw40+e00wWWo31ld6fvEV7FLmVg/wB4EnOcmsmf4TWUPhqTSP8AhIdRh00XBu2DFPlYc53EeuTXH6f448T6T4Z8PW+ny2rJNpUl0ftKFmHlZ3DPfcB+Fdlp2ta54l8J+IbK6mtI7+xZo3lWLMcqGPcQVPTg4oA25PC51jwbLpD+Irq7t7tQPteEZjH/AHQcYI9+tTWHg1IPDlxoOoajcajYSwiBUmVV2IBjAKgVz1jrmoaZ8F7LV9ItbSKa3tlbyHB2bQcED0q54c8TeILjxO+h60tiksunLeQPb5wCTjac9cZoAND8A2dheq0HiK/uRZHZHCZVxCduAGwMnAPQ02H4Xwx6ba2La7qLxW2of2gmdo+fOccDpkk/jTPAAvLfxF4utr5bZ72O4ieWa3UqJSyZHB6dK52z+JHiKTW7WC/ksrBJr7yTBPAw/d7iuFk+6xOKAOv1T4dWmpeILrVYtX1KyN2ipdw2s2xZto4yeo49K7C3gS2t44ELFY1CgscnA9T3ryfQk8YSfEHxNFFrunoIp4jKksJIKlRjaM8ccfWr+v8AiTxjbfEaDw3pEthLHeW5mR5Yj+4A6kkfe+lAHTa34Mi1rXLfVzqmoWtzbxtFF9nkChQ33u3es9/hjoSaXBbQz3dvdQ3LXMd8s377zW6tu759KwvFHi3xTos6ada3UF3qFva+ddJb2RYd8MSThRxVHxXq+ueIfA3g/WrS7gsnub2AyptJHmF8Kc/3QQcjvQB09l8MrPT9Il09da1HyTd/bFk3qHR8HcS2Oc55zTI/hno91YX4j1S7nk1BUSW7EisxVeQoIGMZ5/CtaSHxInhDUI7vUdPm1NUYrLHCRHtx0K+uMiuQ8JeKzpvwWXWLLToo7iORokhXIQyGTbuPoMnNAHYWvg82/iGz1htXvJpra2FtscLtdPfjrnmukmj82F4w7JuUjcp5Ge4rzk+JvFej6rZ6brMunTNqVvI9vLarzDIq7sMp6r71kaL498VkeGdQ1OXT5bDWbv7L5MMZDp1+Yn8OlAHRr8KdIPh240aa8vJYZ7r7U0rMPMDcEjdjpkZp+pfCvRdUnnea81JIrhVFxBHcsqTMFwGYdzwK7uvK5tZ8YXfjXXtGs9e063i04Jco00AJKspIQ+w7mgDUPwm0rMZXVdWBjt1tV/0k8RqwIH0yOlWZ/AMEOi3OmW2v6hZW91O0shWRcncMMuSOhrnNO8aeJPF9zZafp15ZaPN9hW6uJZo9/mEkj5Ae3GfxqLUNUi8afCrVr/Vkia/0p5Y1mhdlQupwHGPWgDfuPhlHc+FodDuvEWoyW1vMk0Uj7MxhOijjp3rR07wrp0mtXviGw1e4lnvrUWkksUgIJXA3gj+IYq5BFe3ngG1js7hILuWxj2yyrvAJQZyO9cb4d8RP4a+Ddzqdva27TWk8saxxjahbzdu4jsO5oA3NE+G0OkXN/PJr2q3f2/f9pSWUBZCy7SSAOuO9R2Pwo0W1ngee81K9it3V4oLm5LRqy9Dj2qtbt42j1Swiu/EelSQ38cnEcQDRPsyu0fxAGsOx8WeKdYutL8Nwaktvr0F3NHqbNbggRIRhgO2QeKAO11z4e6Pr2tLqs8l5BcFAkotp2jEqjoGxUGo/Dewv7+G8XVdWtpIEEcPkXbARrjBA+veuyQEIoZtzAAE4xk+tcnreueLLLV5LfSvDKX1mFUrObkJknqMe1AE2seBtP1mKy867v4rm0iMKXcNwVlZDjcGbvnFV9N+HOi6b4c1LQQ1zPp9+5eSOaQttJ7g9eoB/CkufEXiu1sLS4PhJppHLLPBDcqWQ5G0j1Byc+mK19A1TVNUjmbUtEk0zYQEWSVXL+p46UAZek+ALLR7e5SHU9VeaaLyRNJdMWiX0XsOlR6F8O7PQdSmvY9W1S4Nxnz4ri4LJKSMZYdzirPxDvdV0zwZe6ho9x5Fza7ZCdgbKZw3B9jn8K8/8O/EPUvG/i3StO0a/nhht9zXjSQrieMD73tk8YoA62z+HnhC21kQwyStNAwuFsWu2ZI+chvLzgDPSri/D3QjbaxaedeuNUdXuwbpixI/HI9PpWTo8U1l8X9RhuL5LtrnT/NSV41V4xvACAjqBXF6VZayPiV4tiHjCXThbtHJJLMq/vVxnoeAAOOKAPbNNS1tLVNPt7nzjaoIyGl3uoHTd3/Or1eM67b6pB4n8T6r4b1mKyii02G8mMaBjcOA5BB7Agc/WvTfCmqy654U0vU5gomubdJHC9AxHNAGzRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXmPinwZq+vfEa11RbeSKwitvs4uba8EUqknJbHfHTFenVwfjTWvE+leI9GstFlsXj1R2hWO4iOYyoBLlgefpigC7d/DjQLrR7fT1S4ge2Zniu4piJ1Y/ebf3J70tt8PtMsdDl0yyu7+3adxJPdpNmaYj+8xzXOeIvFXijQrnStCuLiBtRvfMka7tLJ5QEU/KBHnr6nNVV8deLTFZ6VdW0Fhe3N/9lTUbmIrGybSd3lk5DcYwTQB2WjeBrLQ9Mn0+01HU/IlXYA1xkxjOTs44Oc/nTNL+H+maQ84t7vUJLe5Lm5t55t8cxcYYsMda4+x8Y+IIbPxJNqOu2Mi6dNHZwSWtn5m+RiMHAblu23sau+BvFHibU9e13w/q0i/aLWBJra4lgCMNw43IrEehxnNAG3Y/DfSNMnWZJr+6jgbzLW0nuSYoWHTaP8azNH0HVpfihP4l1nR7a0RrXyICtwrMpHUkDqT+lVPDniHx3rOkjWZJNJWwt5ZFmRYnMkyIW3FRn5TxgDmud8TTa5ruk+Htev7rTfs13exrHHArrNCrPwA27BPHPFAHulNLKCAWAJ6AnrSgYFeY+N7HX7r4heHo7TXrexgfzmt90GSjqnIPPzZB6cUAen0V57rOva5pMnh3w/HqtrNqepSSrJqDW/yKqqTwobGeg61e8H6/qt1r2s6BrFxbXc+n+W6XVtGVV0YdGGThqAOo1TTrfV9LudOu1LW9xGY5ADg4NcZY/CvTbPU7DU01nVpbmyG2F3uA2E6bOnSut1xb06Ndf2fPHBciNiryRl14HTAIrgvhe2uQ+FbS+vdXtptPcTSC2MJEoO5uAxbpn2oAvv8ACbSJNGuNMfUdSMNxefbXPmjPmevSjUvhToWsS3THUNSjgujunt4LnEbvj7xHr3NYMnjzxPB4dt/Fs82ltpE12I/sCI3neWX243Zxv74xWJpN54h0e98cXegX9hb2GnXbTG0uVZ3YAZwOflGP1FAHtOiaVHoej22mxTzTx26BFkmbLEDpk1w3j/wjq3ifxTo00Fkkmn2it5kou/JcM3dcc8Vi+IPiHr0toL7Q5HXyrGK8ltlsDKF3LnDybgAPoK3p/E2t6zJoNjp19Z6XNqFgbyWeWPzMY42qpI/WgDWX4beHBoMmktbzPHJL57TNMTN5nZt/XNW9D8EaJoEN5HbRSzNeLsuJLqQyvIuMbST25rkz4i8TWoi0m41vSW1C41H7KLtUykUewsCVz9446E1Bf+JfE/hjT9ZF7rmmaldRtbLalUClFkfazugPQZ9aAOk0r4Z6FpFxI0Ul9LbNE8K2k1wWhRX+8AtRad8LtH0y8SaK91JoYiWgt2uDsiJ9McnHbNQaNruvad41tvD+sX9lqcV7bvPDcW6CN4yp5DLk8c8Gu5jureWeWCOeN5YseYisCUz0yO1AHDt8KdKk0a80yXUtSkhu7sXcjNKN3mDvnFXdZ+HGka3PZXNzcX0d1axeSbiCby3mT0cjrXY143f+NfE1rY+Nd+qW0U+jXK+QfIB3RkZ24z16c80Adjq3w30rVtMttMa81GCwgQqIIrg4c5yGYnJJBGaj1bwJoT6PaSaxqV//AMSxXK373XlyKrHkMw7VyfiDx54jE9sljcrBbf2fDcGe2tRdO8jLkh1DAoPwq5rWrapq3wR/tddUsrp/JaS6Zrbck4DY2BTjbg4/KgDodP8Ah1oEXhm50qwu78affOJy0d0c8j+FvQ9/WtHwl4KsPBtq9vp91eyxMMBLibeq/wC6O1YniTVdS0vwLol7pF5bWEjyW8JV4g0ZD4GMZ4x7ViXHjTxNox1fS7i7s7u+gvLeCK8eHy40WXuyg9B9aAPV5oo54XhlQPG6lWUjgg9RXF6d8LPD+m6qL2J75kSTzIbVrlvJhP8Asr9apeH9c8TXXxDu9CvNV0y5s7O2W4d7eAhn3HG37x2mvQLgSG3kEThJNp2sRkA44OO9AHH3Hw3srjVxqq6xrEV6Pl8xbgfc3btnTpmneJPh1ZeJtRivbjVdUgkiKuiwz4VWAwGAxwa4Ww+IPjCXwhe+JZtQ0cxWd2ITZrCfMkUOFP8AFwTngVqTeN9fj0bxZL9vs47rR5VeASwYLxsoIVhnrzjI9KAOoj8D6SfEWnajNqV5cajptv5cW+cFsHqzDHOaIfAPhnS9E1HTZg5s9Qn86b7RN/y0znKnjBzXES3N/efE/RLzTL2wsb2+0YS3Ukyblb6LuGT+NaB1dvF/w18Rt4gtbS4m02SaOKZVIjkZAdrqCev40AdXp/w88NWelXNktvLdW92m2RridpSw6jBJ4+orO8O+BPCwW/uNO1C6vmlSSyaZroyGBf4o1P8ADVrwJDJ/wqnSIre7MErWYIncByhOTnB69aw/CutPofws1rWY7e3e6t7i6kcRgqsrq5XcRk4zgE4oA6CH4c6PDb6JF596TozFrRzLyMnoeOfT6V1/avPNI1TxbPJoF3dazorWd9hp4Fj2SDK5CoSx3H/CvRKAOMh+Guipb6vDLNezDVmLXTSSgknPbjj0+lQTfC7ws0Fpav8AalMcflArclXmQc7Xx94D+Vclr/jzxbY6rqh8yK3tLOcpAYbI3EcgA/jdWyuO/FQ6zNret/EfwvLb+ILS2WbT3ubW4W2ygJUBhhm+bPOOmKAOwPwk8ONFZxb74JaQSW8YWfHyOSWHT/aNWZfh34ftrK4iN1f28Nw6tMwuyu9gNoyfccVgeJvFGuWd/YaLpOrG81D7GZpja2iMHIJG4szhVBPbk8Vga/q2t+LPhXouoXd/DamW+jt7pEiBy4kID5zxjGcUAd2PhfoaaFNo0VzqSWM7KXj+1E8Kc7RnoKvQ+BdOt9bTVY7m9FzHZiyQmXIWPGPTr7+1YPiPxFqngnwW851WLWNSaaOFHEKqIwxwCUU5P581iL4z8Yiz1WOUiLyLQ3UF7NZ+XyvVChY/nmgDs9H+H1houqtqMOpapLPIczebcZWYgYG4Y5wKjtPhf4bs7yO52Xc4im8+KGe5Z443znKr9TXE6L8QfFCa5CupXVld2huDbtHDDsLZh80MDk/SjQPiH4q1WfT9T8l5rK7uBHJbLaBEiQsV3CUtyRx25oA9D1XwH4f1jVm1O7tZPtbqFkeKZo94HQNg81S1H4f6BqPiFNQku76LUFjURiG7KlUHYDrj1rg18d+LYtO1rWH1Szls9J1UWrQrbczIWA+9njg+lXNSsNb1L4t28kfiX7CF03z4pFtl+SNjyhBPP1oA9C1bwVoetXa3V9bSPP5Yid1lZDIg/hbBGRUZ8CaB/wAIz/wj32V/7PD+ZGnmHdG2cgqeowelch4y8R+JLXWbaz0e/eWzW1WR57KCOaQvnG51LD5DjtXXeA9ZGu+ErW8N817LlkmmaLyyXBORt7Y4oAjtvAel2Wj3OnW91qKLcuGmmN0zSNjtuPQcntVXQPAnhnTNPvNLsbia6sZlKTWslz5iDJyTgdDmrfxEn1K18C6rc6Zdx200MDuzum7K4OQOeD6GuJ8NeHZNE+Gc/iDTri3g1KXTRMlxDAdw+XcQwLEMSR1xQB21h8PvD2nTTTQ20rTSRmHzZZmdkQ8EKSfl/CmJ8OfDsVjYWcdvMsFhcfabdRKfkf1rmtN1XxknhGLxbqGqW0sUVk0radb2uTIccEtnOe5wKpr4i8TWFtoerTeI7W/g1iSOJrOKBVaLeOsZySdvv6UAeu15fH8Or2/+I+sazrdpY3Gl3wCqFmdZFVRgcDGc981xkvjHxlZvchfFEdxDClxLk2ybisEgXbx/eB/SvfbWZbm0hnU5WRFcfiM0Ac9qXhPwpdS2FpeWVusyRGK1VXKPsXGVGCCR0qHVPBXhe70e38PSR/ZLRmLR28ExjMh75/vfjXGfEqwnm+JXhYya7PYwTmVUdNq/Z8LyQx6596r+L7b7RrXgeLS9eW6vjeSQrqrhZGGByMLgHFAHoNr4F0qz0KfR459QNpMwbDXTFkx0Ct1A9qh0X4c+HtCivIbWCd7e8jMc0E8zOhU9eD0J9a4iX4ga/a+EBibz9QGstprXIgBfYOjBMgbvxrf+Hmu+Ib3WNR0/Wmklt1QTW0tyscU+M4IMak8ZPWgDas/AeiaI0l5pNmiagiN9nluZHkWIkYGMngfSsbwT4e1LT/GOuazrV3pVxd3wRQbQ8rt4xg9B0r0CeOOWCSOZQ0TKQ4boR3r5ntrSTTdLtNZjtbKC2bWSHuoJ2N2QJCAip0x+fFAH05RXguseKNSsvBurE+JrmLULPWfLiEjKJXiJHylcdMVc8X69r9zrckFjrbpbwWsbJFY3MSSqzKCWkWQjcPoaAPYm1WwXVF0xruEXzp5i25YbyvqB6Vcrwy+im8T634Eew1ue2vZbK436gYR5p2gA5HT1Gc4rvvhnreoaz4duV1S5+03dley2rTYALhTwSB7UAddeWsN9ZzWlwgeGZDG6nupGDWPpXgzw/okol07To7eT7P8AZ9yk52en/wBet+igDkIvhp4Yh1VdSjtJluVIIYXMnGDnHXp7Vd1fwP4a13UPt+paTBcXRUKZGyCQOgODzXRUUAc0fAnhw3l5c/2cN93D5MyiRgrJ6YzgVraTo9hoVgljptuILZCSsYJIGfrV+igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArkPEfg7Qdd1iK71G/uorxABCsd60WztlVB4J7muvrxX4sLDrPiu00/TLZ5NU0+3a9lmt9u9SuNisSR8vGT9aAPRtb8IaBqum28erRF47Jf3dw87LIgHUmTOfrzWQ/grw5c+D7uz8P2enXiytvRp5WljaUdCzA5zz2NYT+NLjxG2iWsOr2+lWl5YNNNNKiSK8qnDRndwMelcLo+ualpvh2R9K8QCF219rd2hRAjo4++FP047UAepeFPhvb6boGp2Gsw2sg1GVZZbe2DLFFtGBsyc54znrmpdA8H+EJJLm+8Pyzo2ySyuJYLiQFj0O4k8sOxrn/A/iPU7vVNR0nWtfeWKbTluorlykZiJYowDDjjA/Gr3gvUgvw51eOHVYBd20l4UmRlL4Vm2ufXOOp60AdH4Z8BaV4UlkfTri/ZHBBhmuWePJOSdp4z71gN8OvAMniSSwdZTqLD7Slr9okAiGc7kAOF5rn/DXjPxIknhG81LWYr2DXJJIJIPKRBFtHDZHOa14NSj0/wCNCQza3bXVvc2LsGkMYMRDcIGH8jQB6dFGIYUjUsQihcsck49SetYniXw7oXiRbS11lFaRZC1viUxybsc7SCD064rzfxd4l1+DX9WCa7LbWlmcRJZeUdo25PmK+GJ+lQ+LYrrVNf8ABWqr4pu7C2voSqTlQgify+W54BfpzQB6I/w78Lvoa6P/AGYotEk81cO28P8A3g2c5/GtDw94W0fwtavb6RZrbrIdztkszn3Y8muB8X6rd6Z4KsbnRvGTXF9aXa2zTs6FZ2ZgDvHcLntVjUrrVvDvhO91S58YS6iZ2jija3jixFIxx8p6AfXpQB6a23Y27G3HOemK4vSvhp4Us9VGr2sUk7eY0sStcF4kYnkqucda4zwvrWv63feJvCl9r2947MSW9xHKksiE9VDAAN71Z+FofT9J0lrvxkDE7PCulyGPO7cRj+9nPNAHQQ+BPAkXjAxpADqij7aLMyuUTn74T7vWrc3wp8I3F3LdS6dI800hklY3En7wk5IbnkexrG07UUsfjVf28upwXEFzp4dJJXTdGwfHlqw5x7Vh3nifW7yTxFqbeMIdKl0e5ljg0wouJFX7u8Hlt3agD0DVfh54Z1q7FxeaeSwiERVJXRWUDABVSAcCo7v4beGL7RrPSrqxaW3s8iAmZt6A9QGznHtXA3OueJdb8QiCHX7jShLoaajLCgU+XIBkqAeVB716V4G1iXXvBel6jcTJLcSwjzXTHLDg9OlAEcngDwxLoP8AYjaTCLENv2DIbd/e3dc++aXTfAPhnStKuNNttJgNtcjE4ky5kHbJOTx2rN+JOoXNrpdla2d5c2txeXHlq8EqxZwCSGdvujjrXAWHi3VtT+F3iF7vxAYtS0a5PkTwTDfIq/dDH+IE8Z70AeoeHvAXh3wveSXelWHl3Eg2+Y7s5Vf7oyTgVS8IaXa6DqWrLfapZXGt6jdNPKiOA4X+Fduc8CuHt/FfiDwxqGoWs2sNrHm6IdUhMqrmOTPQY/hwc49qy+Jfin4NubnxBaatPcAzSOkaIyZU4BK9R6A80Ae/1yGufDTwr4i1R9R1LTfMuZF2yMsjKH44JAPWuvrwbXfGGtG78V348Wf2ZcaXIYrTTCoCyrjrg8kn1FAHol38KvCF8bY3Gmu5t4lhQ+e+di5wDzz1qzq3w68O6votrpElq8Fja7vLhtpDGPm65x1555rziz8RavZzTQar4nuYob3w6l5bzTSqpE/oh9aqWXjfVtc0Twxp994jfSYryCZrnUlI3O6sVVC3Y45NAHpM3gTwhpWiRWt9E32CK4WRPtNy5HmHCr1P0wKvX/g7RDBqlzHpVvc3N7H+9W4dtkmPug9cAeoFeRa/darr/gPVkn1q5vtO0bUIxHqEIA+0JkZLeuzrmu/8Fvp8Gkalp9r43m1OcxrKbiaQMbZSMDk8UAQ/DLw/ZwX99r1nJpqJLGLQ2+nBzGhRsncz8lq9FuRMbaX7OEMxU7A5IXOOM47V5R8P9Ta4+H/iG2/tiOO9gurnbcRsivgdH9OfWszTvE/iTTbjwpqdzr76iNbjZJLJ1QIhC8bcd845oA1vBnwlTTrvzfEWnabcPBM00M8MjlnYsT86n5SB2zXX618OPC2v6o+o6jpiy3Lx+W7B2UMMYBIBwSPWvHtR8W62mhadex+Opzquo3axXGnooU24LYIUYyuOnvX0PbhltolZy7BAC56k460AcXP8NvA1hatcX1hF5EMQTzLmdiI0HoSfl/CrMXhbwZ4l0CztbWC2utJtnLRR28p8vPfO08/jXKfG1JHh0RP7aa1gkvEjltgygMCfvnPUD34qHxnZL4O+HMFzo2vCO6W9SRLiEpGk5ZsHcF4YAUAd1D4B8OW+hXOjQWLR2NyQZI1mfnByMHOR+FRaH8OfDfh7z1sLWURXEbRSxSzu6MpPOVJxXF6k+teH/CV5rsHjWbUvtjxRSzIqvHahmAd0C9MA1m3fiHUdLi1DTbTxrLqdsumtfC+BBkt5FI2oWHGG6YPNAHo2jfDfwroOo/b7DSkS5U7kd3Z/LP8As7icfhXWV4R4T8V6yni+wW+8WPe289ysBgcptYPEHDcejHFe70Acne/DXwlqOozX93o8clxO26Ri7YY+pGcVf1Xwd4f1q0tbXUNLgmgtBiBMFfLGMYGO2K8c8XeN9bt9V1fUNJ1q7ihsbpYjDcTRooPdVixlh717rpt0L7S7S7DKwmhSTKHIOQDxQByGu6F8PNObTrbWbbTLZkUparKdvyg5x7jJ7+ta9r4I8N2+gT6NDpsR025kMrwkkqWPcZPH4VzPxol0hfBFwt7Jai9DRm3EhG8fOuSB1xjNZ3xJ8W3FroGhRaNqO2zvJfKuru1lClAqj5Q/IUmgDsv+EN8I6Ro11A+lWUNg6D7QZBwQOhYn0qrB8OfBselXMcGmRLa3abpJBI2SnXAbOQvsK8zfUNc13wB4ssJNblnhs4xLE3mLNLIh6o7AYI+ldH4ThjuPCNxpsHje5u7q405WigWRWe1AXkDA/CgDqdM8C+DJTaanpllC6pIJoZYZmKllGAeuD6VZj+HPhGK9a8TQ7YTM2/ODgHOcgZwDn0rz/wCF19babodm/wDwlst1ctbSJForsMJIpJIAxnt+tZegeOPElxeadqU2rbprm78q5sbidFijQsV2rHjcGHHNAHq6eAPDEem3GnLpUf2S5lE0sW9sO46E81Y1XwZ4e1uS3k1LSoLh7dAkRYHIUdvcexrzW3u77UvHfiHRF8dy2VossbQASq0juy52ox/hB4wK9ito3htoopZWldFAaRhyxA6mgDmdY8LeC7eGK91fT9PhhtoxGjzYVVUZwoHTv0rX8PzaNNo8B0F7ZtOUYjFvjavtgdD7V538W2thrPhsTa61qDfxiW2MgCqv/PTB9PU1D40+x+HND0K40DxCbWee+RUmEwMcwZsPI6j5Wxxk+1AHpeveH9N8S6Y2n6pAZrZiCVDlefqCKzbLwF4d0/RLjR4LJvsNxjzImmds46YJOR+FcdrU+veHtLsj/wAJfJdWepXqxT6lsQi1TBztIGBk8Z7Yrl9R8TajZya3pMHiu7vdOskhng1RJBvV2YBkLDhuCTj2oA9j0Xwjofh6OVNLsEgSZdsibmZWH0JIqO08EeGbG+N7a6LaRXBz86R4xnrj069q8t8CeJ9W/wCE5trW48R3WpWVxNPbeXcMpwVAKsMete3ybvKfZ97acfWgDjZPBnw/tW+xy2GlxSsGXY0gVyD97vmtiy17w9balF4btLyGO7ijCx2gBBCgduMHj3ryfSh4NvtD1Wx8XzmHxFLdSrcTToTODuwpj4Py4Axiuj8Vap4fsfGvgxZL+0WS1klEjyMAyKYgF3emeOtAHWeNB4cj0uG58SafHeW6zLHGGg8wqzHHAp//AAhHheb7LKNFtV+zr+42pt2A88AdK5X4ranp8fhyC/t9ee3vEaN7aOC5wJlLDJKjqMZ59qo+NdYmvtZ8Iw6P4pms49Rl8md7acbcAdcdM54oA7O78NeENF0m9e60yxt7CZg1zuj+QnPBI9cmtDR/DWh6GWl0nTba2aRApkiQBmXtk9TXjerXV/r/AIA8V6fdarfXR0O+Cxy7sPMnpJjhh1rfGt2WleCtWbwvr95qeoi2ilfzJWnNshIDFe2QCTj2oA9ZngiuYJIJkWSKRSrow4YHqDWFa+BvC9lcx3FtoVjHNE25HWEZU+o968wsNSgi8R21lpXi7UNS0270+ZtRllmY/Zyq5Vw38BzWXpGqXNnoHhfxC3i/UZ559SFrPBNOTHsyQQR7cc+9AHsuoeCfDOq3kl5faHY3FxJy8kkILN9TTrvwd4bvmja60OwlaNQil4FJCjoOlbgIIBHIPSvG9b1RD4/1i28XaxqOmWMaINMW2eREfP8AF8vVs9qAPTG8J6A97DeNpFn9phUJFIIgCijsPQc1NpPh7SNB83+ytPt7MSkGTyUC7iPWvHdQ1CaLTdC062vtTSPyrh/7Qv7mS2WU7uM7eSe4B7VlXHiTUtQ8CeHZrjxHdRaj/aZsbiSGYoxhJPzMvrjHJ5oA+iqK+Xz4i1aHw1qiR+ItQmkWyiuQXnJZJRIVO09QNuMiup0TWXttW0yTSNf1XWTd2cj6pDKzkphcjbx8jZ4FAHu9ZF14hs7TxHZaG6Tm5u42kRljJRQvq3Y14f4S1+7h8baHctq0qW17K4uLV55ZWTIO0SbuAfpXZalrOk6H8W7KZdWmjtp4pvtyNI7RLKAAoI6L36UAeq0V4V4u1OeG58Wyapq+s290qh9JS0ZxC0W0EEbeD1Oc1X0+zstS1XwfaT6rqSLc6SZL4x3Eg3HAZQSOg6n8KAPfaK4X4V6oNQ8MTwHUPtr2d3LCJC5Ztgb5ck9eK7qgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACshvC+iPqFzftpsBu7pDHNNt+Z1PUE+la9eLfE/UZ/wDhLHszrixQpbKyWn2w2pRv7+/GG+maAPRJvDvhLTra0sJdLsY4ZJttvE0eQZD6e5q23hLw8yBDo1nsDB9vlADcO9eQajp9lqfgvwnrd/f6xa2sU4gnlac5Vcn94SO+f4q0dX1bRIPA407w7q19eQyX8cMt7NduojJ5y0mM7eO1AHp48KaAqkDSbUAxmI/J/AW3EfTPNYWk2/gG9v5tP0y309rhY2hdI0xuXoy/7XTmuP8AAmrw33hzxZpepa6zW1rITFNDOcpERyUduSM9zT/g3baBL4et7iPVpH1GKOYywPKpMQLH5wCMqcd896AOxjtvAlpqdloyR6dHe2bk20HeJj1x6Gr83gLwrcXP2mXQrNpyd28pzn1rz74d6bo9x4k1iSTW3ubqLVZDFHLIjeeoHytyMn6ivZKAOem0fwvf6zLbTWNjNqKRrLIjIC4XoCa07vSdOv7WO1u7KCaCPGyN0BVcDAwO1eOeJdK0ay+LmoT69rOpadZ3Fis0UqTlA7g8qGHYelXPFOraXqmr6aupeINR03w22niSzuIGaMzy7tpDNjOQB096APS5/CXh+5tY7WbR7R4ImLpGYxgE9TSXdl4e0bRZILqCztdMJ+dJFAjJ96wfhddX914buTc3M93ZpdyJYXNwMSSwA/KT+vNaXxBksovAmsNfNEsRtnVTIM/OR8uPfNACaBF4MmvmudBXTGuwpUvbbd2O/SrQ8LeGtOuZdVGk2cUykyvP5fII5LV5Jp3hi41zwbDrolsIFsNOcRnSGKyyybf+WhAHI9Oas2XjLTptb8ItF4guGklsyuoRvJ+7GIyMMD0Jb8aAPQdM8L+CNYC61p+mWFz5khkW4QZy4PJ+uadcJ4J1LxObK4g0+XWQSdkkfzkgDPUc4GK8Q8N6pDp2hT3mmeIb5NeXUmW10uPmKUM4429wRnntXovi7V9Ni+Kng2WW7to2g+0C5O8Dy2KDAb059aAOy1mLw5otyNUv7CMT3rLaGZYSzNuGApx0FbGl6VYaNZi1021itrfJYRxjAyeprzf4r6lpiQaNeW+seTqAu4GjWO4IVoS3zMVHBHvSeNtd0+81nQmvdZmg8LzRSPJc2bkK8wPCl16CgD0rUNLsdWtvs+oWsVzDndskXIz61Qfw14dt7abfpVjHAQDLmMBSB6/Sue+GSWa2mqnTtTv9Rsnuswy3QbAXHRSfvD3qf4rWl7efD3UIbGOaV8o0iQn5mjDAuB/wHNAGlY23hK61ASWS6bLdiIwjy2Vm8vGCuPTFUtK0rwddazeWdlo1sl7psys5MG0qx5DKe9Yfh+bwFf8AiDSrzRZIob20s5AY4YtoVMDPmHHBGO/vWd4G1fTLXx74o0dNZ8y0neMWZkn3s7FTuCMeuKAPU7XULO9luIra4jle3fy5lQ5KN6GuH+I3h/StZ+x6aRFa6hqkphFyLQSMQFJIJ/h+tecaNpOgeHfGfiBPEGvalaNb36tbwpcNuuVPILActXaeLtW8P2Xjbw9qQ1porg3CfaYXuCESLaSGZD0PTmgDsNO8G6bFoOnadqsFvqcljEIkmniGcDpV5vDGhPZCybSbM2wYuIjENoJ74rzD4n6lpl1remR2+tTwTaha4ilS4McESbs+aSDycZAHesbxNq7tpfhKDT768Hhx0kMl5cTvC0soJGHcAkDuPrQB7lFpOnwaebCKygSzYEGBUAQg+1Vk8NaJHYzWSaXapbTjEsaRgBx74rw5tR83wTLa3niCQiPVI0s5YJ5NyxORuXzCBvx+ld14HubfR/GPiXRI9UuLiztYopo1uZTI4+XLEE9qAOstvAvhezSdLbQ7SJZ08uUKmN6+hq7H4d0eJbVU022UWpzABGP3fOfl9KreF/Fml+L7GW70t5GjhlMTiRCpDD61u0Aefar8NP7b8Rfbb7UI/sK3K3AtorVEYleQGcckV06eKvD589V1a0/0Yfvv3g/d9ufStqvA2uNO8NN8Q9K1TZFf30zyWSSRZM6uPl2cc89qAPZHsNB8SwxX0ltZ6hGRiOUqHGPY1Hqul6Fa6G5vNMglsrJGlWIRBgoA52j1rxfxLctp954f0qfUvsccGkoz2skr2ybz33oPvfWtzS9W02f4N3R1K4vLYI8i2813ckGeTquxuCy0AemeH/7HvfDUE1hYR22n3a7/ACHiCdeOVP0p8XhTQILSe1i0izSCfAljWIAPj1ryWTxPZar+z7mfVHfUrWJFdkciRJd52Zxz0Aohlu/Dl9f6XoOt3t9Nd+H/ALZEs8vmuZs8bM9PlJOKAPV08H+HI5o5k0ayWWMqUYRAFSvTH0rcrwbwtNplz4/8O2ena5q90gt3mu47iVwvngD1x6nIr3mgDJu/DOh31w9xdaVZzTP953iBJpmna3o0mqXGgWUqJdWCKZLdV2hFOMY9uRXkl/e2kviLxPH4z1bUdOuxIE01LeR1Hl44ZFX7xzis26t9J1PxdcR3esXkE1t4dTDtIYneZQT8+OcgYbFAHumo6FpGqSrNqGn21w6jarTIGIHpzQNC0ePTzYDTrUWbNuMJjG0t649a8NuPE6axofhaC8nwTp7NLfXFxJGnmK2NuE5Z+M0l/rC33wSsJLjVp11i2vDDFJ5rq4O/v3OFweaAPcZotG8PaPcSvBbWlhDGTLtjAUL3zimaNpeiQQJfaTY2sSXCBxJFEFLKeRXml94O0y++HOsXGka3qWrSvacg3ZdTKoyeP6VV8N6x4ZtfBl+uk6vqP9p/2UWnLNJItuwXnAxgEHsKAPWbfw/o9pem8t9MtIrkkkypEA2T15oXw/o63zXo0u0F0xyZfKXcT65rxD4c6048c6ZAs1xfeZE0ckkF68qA7R87ow+X/E19AOgdGQ5wwIOKAOcstO8J3Wt3cNrp9k2oWLq0xEQ3IzDIOa6WvDDa+GPCXxC1xdZ/tOIyvFJZCJpWMo2gnlfvfNnrR4j1S0HibXzr95rNs8sKf2OkPmKuNuQQF759aAPYtQ0LStVdXv8ATra5ZRgNLGGIFRz+HNFubeC3n0u0khtwREjRAhAeuPSqfgZ9Uk8FaU+tb/7QMAM28YbPbPvjFc18RrkW+u6E2qzXkHh396bqS2ZlxJgbN5XkL1oA7hdJ05dOOnrZQCzOR5GwbOfaok8PaNHZGzTTLRbYsHMQiG0n1xXjk1xYwaDdXGm6v4gl0KbVITcTOjgxw7WyI2PzEZwCaztRvIWXxHPo1/qUnh2OGIwzyzSDbc7gCEY8n5c8UAe7xaNpdvMLiKwtYpVOQ6xKCD65q+CD0INfOulsFu7oQ6rqckExurdklndlZRFuQg9jnvTvDWpWs2l+G4tEudak8S/aIjcrI0hUx5+bOfl24oA9+k06wluxcyWlu9yo4kMYLAfWq1xoOjXl09xcabZy3DLtZ3iUsR714DrOpajb+IP7UtriaxnttQ/fWkfnu4j8zGWJ+XaRziug1660O4+Lbi7vdWttN+yr5v2cyKkk5bOCR0GCDxxQB7HJpelukYksrVkRQibo1IUdgKa+g6TI0LNptqTCd0Z8ofIfUV41400y+0vxPaWZNyfDkdoBatI8zr5hPJJQE7snvXofwz+2r4TEV7eTXTxzOqSTRujBc8D5wCcetAG3qk+jeHNMvdTu4YoLdsG4ZYx8/bkd+tWdOsNNt7NTYWkEMEqhgI4woYHnn865T4s6H/bXgO98uCae4tx5sUcTEEkdeB14rmU1G0m8Barb+Df7Sk1E2aPKx8xguMB1Rm/iALcCgD0y7i0rSdOurlrKFYFQtMsUIJYd+AOah0g6Frmj297p9tbS2UhLxHyQBnucY4PFeT2V9ZDxFp8vh9taFjDZTnVzciVlUbOBg/xZ9KxfDRhHhvR7bRxrMfiNb1GZGEoiEe87iR93bigD6IE0QkEQkTfjhNwz+VRXMdm5Q3SQEg/KZQOD7Zr5y8Vf2s2rajqKRXen6nb3wIt4YZXYpu5fzM7dp9BXWXvkv43vJ/GVpqN1YXNpE2nSW6yGNSV5GE6PmgD2GWGzu4lM0cE0aHKlwGAI9KjOm6a53GztWIO7Plr19a8X/s9LCHQ/7Vtddi8LCO5UxsX8xWZso0mznBHSi8svs+iXE+iR+IX0R9Tga68zeHNuFO4R5+baCRmgD1DxJ4P0zxP4fuNMXZapcfemto13EZzjPpmrPhvw9b+GNHSz+0vc+WObicKGI9CR2FcR8PNreMNSbQk1BPDItkEf2rftM38W3fzXpl3bRXtnNbTLuilQowzjIIoAxPD2uaB4jjuJ9NSA+VcPC2UUMWU8nHXHvWq8emyzNEyWryn7yEKWP1FeKeCfD+jeF9Wmi1PRNWOsRakwt3hSRkMZOUJK/KR65rJ8RWd8fEE+siyv7bUYNVDNaWtvKS8IYZYyZxyOwoA9i8U+FtN8UvHBearPBbW6kTWsEwRXX/a7gVvWFlp9vZwRWUMPkRRiOMoAQFAxjNeH/EOCe+8UTz+HNNv4lez3apJ5bBbpCUOxP9vH+eK9e8GjS08M2qaRaz2tog2iKdGV1PfO7nrQBsQ21pYo3kww26sctsUKCae88Maq0kqKrHALMACa4H4pm4ktdKtUtpGtpbg+dcojyeQAOuxCCa80ihvrj4Wa1p11bapcXdtqKvYvJFIH2k8Mo6gYB+lAH0Uk8Um7y5UfacNtYHH1rnYvG+mzeMP+Ea8q4F2yF45Cv7uQAc4avJ9Q0m50+/vLLwvBqUa3WkrJc/6z97KGV2UMejFNw+tTaFBplj8VNF1DSNF1a0042rQytNDIVErDpz068npQB7xRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVSutL027l827sLSaTGN8sKscfUirteMfFOK6vvEM9u9tdwQJYjyLy3tpZ3eTJO1drBV+pFAHrd8LSHTZRcWyy2qJkwiLeCB2C45+mKx/D+r+HPEml3CadbxC1glMU0Ett5YVx2KsBXm9ve3N3ZeGJPEdnqt3pS2TRSRx28okFyvGXAOenQ1n+HPCr6j4V8SH+zL62vLXUDd2cd2rqzqOQpP8WQMHrQB7gunaeqOi2VqFddrqIlwyjseORTbfStMtmZ7aws4mZSrGOFVJB6g4HSvJX0bWr34ea54ktbO5tta1Zw4tVLb4YNwBVRkHJAJ7HmovBkRi1uaeZ7+DTHs3jurb+zZoo3AGdxZnY5wT0oA9eg0jSbaZZrfTrKKVfuvHAqsPoQKZp2uWGq3V/bWk2+Wxm8mcEYw2M4HrXjfwz0TQ9d3Jql1qjajFcyNbQNJMipEGyMdsHPc0tlpPhnw3411uPVtI1fzzfCawFssrrJHjr8pwefWgD1PxFqFha6hpVre6M+oNdzeUkgtxIsOe7E9BWxcWNlcxLDc2tvLEvKpJGGUfQGvLvH2t6PY+L/D16sd6t7DcxS3ZSCQ4gweDgYPPbrWd8Q72LUPENjfLNeNZyWG6FZbGV4Ms3X5CrK3A65oA9fvruPStJnuUt3lS3iLLDAuWbA4VQKhtZbbXdEtrm7sgsc6LIbe6jBKE9iD3FeVQyR2HwVktdbsrqGWWSZbQFJWYv8xRiOWUfWoNT1qy1P4FtaJHfzX9jbxQh/s8iss2ByDjPrzQB7Pb2traw+TawQwxcnZEgVfyFVf7C0Xdu/suw3E5z9nTOfyrxS6sL6wvDYeHFv7ee80FXkwJDukyC2CfusRmjQ7HRbzx/wCHLC3sNet7cwvLMl9JKqySquchSex6npQB7fHo+mQyJJFp1ojx/cZYVBX6HHFNm0fSLiZ5Z9NsZZGOWd4EZifckVodq+e9Yi8P3Hxdlt5zqkGieSUlW3WdRJcbuhwOnPbjigD3WXSNKnEYm0+zkCLtTfCp2j0GRwKe2n6etmLZ7S1FqOkRjXYPwxivDPGukXGi+Ko7eRrwaFHYJBZM0EtyAx6/dYENnnJo1pruTSvC8OotqtwkUEinz9PkZZTnC740YMDjoSaAPatU1jTPDek/bLp1hs4yqDy14BJwAAPrV83VusJmaeMRDq5YYH414SfD1zqvwkv/AD/D8/n21951qoEgaRCw3MqMSRxnjmt5Z/CFz4L1iG08L6nBYmEOTJayfvJf4QoyTkHn0oA9Shs9PjeRoLa2R5hmQpGoLj3x1rG0saVPr2oWcXh6O2ewZCl0bVFWTcM5RgO1cD8J9I0BLKLUWfVRrdhATeLcmQBNwPy7TwRgEgdeai8B+ItNh8eeIrewa8Szvyg04PDIULBTuPI459aAPXJrDTpLkXU1patcLjErxqXHpyRmseW78L3niibR57ayl1RYRPIJLdSShOM7iOa8ihj0yewubHxBpXiKbxT9rLu0Acl8NkFT90Lip9c0bSNF+Kb6hrGh6hPpd9YqUSKJ5D5/dSVPX8aAPU/FNzpOjWNvcXGiQ35MsdukaQIzIrNjIBH3Rmtu4gsFsTFcw2wtFH3JUXYAPY8V5V8QdQ0BvD+jzf2XeQajEYntEktpDJFEsi7hkZAOB3NSeNb621y/0DWbq0vr/wAIiOUXEMcDhhL0DMnBIoA9Nmg0l4LcTw2TQhh5AkRCoPbbnv8ASpoYLEyyXMEVuZH+V5UVcnHYkda8FurJJfDt3E+l6ouiXGrRNpdu0UjTxxgDzGHUqpHSrWrQPoKeMNM0qy1S00uWO3MLRQu3zE/NtyeffHNAHudvbW1qhjtYIoVJLFYlCgk98Cp68X+Ga7vHDyWtjO1qtnse7VZoog3oUkJy30Ne0UAZJ1lh4oXRhZT7GtTcfasfu8hsbM+verVxZ2E8qT3VtbSSR/cklRSy/QnpXlk/iTQNJ+K0FxZrfpE8U0N6Ut5SpmLLtyCOeh5Fc3qllp+o+MPHEv2G+ktrey32yskoXz+jMAO+7kUAe8XOm2F6wa6sre4IGAZYlfA/EVl+JNR0DQ9Lhk1mG3+yeasUaPErAMxwMA9KrfDzUH1LwHpE0omEywLHJ5yFW3Lwev8AOsX4v+H49a8IfaF01765s5kkRIwS+zcN4AHXjNAGtrmqeF/DehtfT2FvLYSTJHJ9ltVkXcTwWAGOPet+C0093ju4bW380IFSRY1DKuOmcZH0rxnxH/Zcvw51jT/DnhLVrGO4MDfNat+9beCcDJPABp9hJNovirWNI8LWt1D9q0NHgWSOTaLkLnq3AO1vzoA9G07wZBa+JBrl1qd1fXcaNHCsuxViDHJwFAyfc11LEKpJ6AZNeA+BvtKeKdGWL7fHeW+Y7+MWUuHJHzGR3fb1HYV7/QBx7+OfCN4t9O0yznS/mmZrR2MRzjjK9fpWxph0bXbGLWLS0gkjvI9wleABnU8c5GfzrzCW4u/DGoeNrCfR9SuZtYn3WZtYCyOCu3l+i8muzu9bvPBnhTw9D/Yt3qErJDazJbDJi+QZY8e1AGjrWseG/DaWlvfpBHvfdb28dvvYEdWVFBIxnrirOiapofibT/tumeTc26yMu4xYww4PBGc1wHxCZF8a2VykWt2lzFYHZqGnQ+dt3OfkZMHPT1rV8K6hrGhfD/UdRvNGaSeKWSWGKKAQy3Sk8OyLnax6mgD0BIYokKRxoinqFUAVBHp1jBHKkdnbRpL/AKxViUB/rxz+NQaDqUusaHZ6hPZyWctxGHa3k+9GT2PAqDxUblfCupmztFvJ/s7bLdiQJDjpxzQBctLfToGkezhtYyfvmFFU/jip0ureRlCTxsWyVAYHOOuK8J8AJJpPjNJ5rK7jsL+zkikjTTZIo/M4O07mOeAeT/WorDSILXSdI1nT9D1G31EeISuPKkDJAXJxjsm0r29aAPXfEvi3R/DDwS6nFMxYhRJFAZAmTjkj7vWt8CKdY5dqsMBkJHTNfO+vaMy6Te28/hvVrzxSL8zS3iRuyGPfuBVs4IxjjFfQeny+bp1tJsdN0Sna4ww46EUAZnijxInhuwjnFs13NJKsaW8bAO244yAeuK0bm5ssR2948Cm4GFhmK/PxyMHrXn3xbSDU9NXTYdGvbzVEKTQTwWpcRjcN2H7HHas/xnaL4v1PwgRompvbw3m26ea3ZGWLAB3Ec4J/kaAPWIxDJAFjEbRYwAuCuPSkNvb+V5Zhj8sc7dox+Ved/ClJLK88T6Wttd29lb6gWtIp42ULG390ntxXSeP7XUbzwXqEGlq73LKvyRnDum4blU9iRmgDQ1W1stT0e9tfta26SxFHniK7owRgnJ4HFcx8OTotloMiaVq9zqMayPDEtyyeYNnVUxjI71yujeGba+8V6aNI8N3+maX9mZNVjvFKJOCOFwSdxzUfg3R7TwtqLRP4Jv5NVTUZBDdLH+7SEnhg5OOBQB6R4Z8W6X4pguJbZJIJYZzbzQ3ChXDjqMd62bi+srSREubqCF34VZHClvpmvALjQ7mLS9b1EeHtSXVZNdFxbTpbHzFhDBiQe3Gak8XeHdfufGGqahPpdzdW18qfZmNgLkxptHAyw2MDQB71JqNjDOIJbu3SYjcI2kAbHripbe5gu4vNtpo5oycb42DD8xXhfiHQ5bi18G2194e1W+ez51CU24Z2ixgKzKeSPTNeu+F9E0fSNN36Ppr2ENyfNaFwVIPupJxQBtsyqpZiAB1JqKGe2YlIZYiR8xCMPz4rjvidYX99otj9ks5722hvElvLWBsNLCOoHr9K5CXw+15D4gu/CvhnUdIknsPIzMViEh3AlUj6gkAjdnFAHrY1OwMc0gvLcpDnzSJBhMdc+lC6np5aFVvbYtOMxASLlx/s+teP6PoEOp+K9KbSvCN9o1tFbSrqL3SBUnBTAQjo3POaxo7XVo7LwppzeE9TW50a+JmulgBBj3HAU9SP0oA91GtaSWC/2laFi23HnLy3p161i6l4+0LSvFMWhXl5BDI0LSvM8yqsZHRWyeCa8uufD8N1beNb7/hDr03ktyJNOZrbDjPdRnjB5OK2tZ0x4dc8OeJbjwhLqUTWBhvYUgQyCUgAFlPXoeaAPUF13SXNqF1K0P2sZt/3q/vR/s88/hT31awW2uJlu7dlg4kIlXCn0J7V5T47t5tb8O6BCvhC9tGW9DtHbwq7wQKfmGV+6WznA9K6aCx8NaT4Yurmx8K3Yhvf3ctp9kLO5UHBZCenvQB0vhnWJdd8PW2pz2wtXmBJiD7tuCe9WrLWtL1GeaCy1C2uJYTiRIpVYp9QOleUaLba3e/CC58M6bpd/pmrpGxHnIY0YF8kK57kdqzvCnhzVo/ENrM+k38X2S0kgl22cdqrAr3ZSd5z3oA9gHijQTqAsP7YsTdl9gg89d+70xnOa168A8N+FNYtdW0sJ4fuDFBdLI66haxFoeeWEysGbA55Br1S88XzQ/ECz8LWunGcyW5uLi434EKcgcY55FAHV1zOv+OdG8O6xp+m311Ckt05Vi0qjyRjIZgeQD6101cD4/8ADs97q+ga3aaSl+2n3LPcxKq+Y8ZXAA3cHB7UAaOp+PtL0660sgifTr+UxDUIpVMMbDsTmugtNV0+/sje2l7bz2ozmaOQMgx15HFeU+J0bXLXQrKPwdqNjaR6ms0sAgRlMfdiFOBk9jWdd+GdavNO8WaZo+kXVhBNqEdzDEUVUlhXhlXnHPXHegD2XTtZ0zV1kbTr+2u1jOHMEgfaffFX68h+H3h/UbLxkdRbT723tzbNDIZLaK1TOeMohO49s169QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFUpdV06GeSCa+tkliXc6PKoZR6kHtV2vK/HWnWl548025vPDWoX1pbwOZ5LaLKyscbQcfeA54oA9Ck13R4rBL6TUrRbRzhZjKu0n2NOl1rSoPI83UbVBcAmItKoEgHoe9eV+MvBly2saVLpWkMdDjtWH2SO1EoikY5yYyevvXMapoVxpvh/Sra/025mVtcV4La52xM0ZU7lUZ+VfagD3+31TT7m0N3b3tvJbDrKkgKj6noKZa6vpd9aSXNrf2s1vHkPIkqlV+p7V5FceDtVvLXXLrS9DksdMuJrV49MLbGlWNsyfL0GRxjvV+w0+6i8V3Wr2/he60vQYtMMNxZmIZuZCeMIOpHT8KAPTI9W0clDHf2WXGV2zJyPbmszQ/Gug+IGnNtdwq0Vw1uoldQzsO6jOSK4f4b+FtIitI7TVfC91HqY3zNcXUPyAEnAU5wOD0qp4Z8NxeE7u+W88FXN/eR37y2tzBCCoQn5cMTxigD2Ro0Y5ZFJ9xVK/1bStNMaX97a2xcgIs0irn6A1djYtGrFSpIBIPUe1eO+PPC91qfj579NHvZ4lt0USC3FxFIeeNpPyketAHqp1bSnMSm/tGMql4x5qncBnJHqODSW+raRdWD3dve2j2ikh5VddgI9T0ry2LRNYtbDwdqc/homXT550uLe0jAcRMGC/L6HOSPeuetvC3iAaVqUsug3EdmutC9bTmGxZ4CMbQM4464oA9xt9Z0i/by7XUbWVzEXHlSqSE6Z47Vz+ieG/Dmm65/aq6s1/qEm6OGS5vBKUB6qgzXkdjpMut674wi0LRnsUWCApZo+CVDZZARwCw7VpW9lDL8U9Pg0fQpNJddMmMcU3/AD12nDYycYPegD3NdQsnuTapeW7XA6xCVS4/DOahn1PSbafy7i9so5sj5XlUNn6E5rwvQvDOu282ly3mlalHqVvcrLNNDaKHf5ucy55BB5qDUPC+uPcahOnhy7nupr1poku7USZUMCP3ucgUAezXPjTRYPFg8PTTxLcCAzvJJIqonoDnua2Z9QsLeNJLi7tokcfI0kiqG+hJ5rzDxF4ajTxvZ65qPhV9StZ9OEdzFbxb9k+ep9eOM1S8V6Ld69qWj3sfhzU7aC3tWjFu0CzInzcKUzwcd6APYbW6t72ATWs0c0RJAeNgyn8RWd4j8Qad4X0OfUtQkRIYlJVMgGRuyj3NY3w2ttRsvCgt9R01NPaOeQRRKmzKZ4Yr2J9Kt+PfD0XiXwdqNibZJ7jyWa2DDJEgBxj3oAJvGei2/h2XWopFuYY4lmnS0KyOikdSAe1aelappeqW0U9jNbtujEmxWUsgIzyB0ry4LaweDNX0zTvBV/p9/LpnlTSC3wHkwAFyOvJJzVbQ9NGiat4Un0jw7eW80umvHft5R2lmX5Q59dwP50AexQ3+nz3DRw3dtJMv3lSRSw+oHNZEHjPQbrXrvSBewCe0VWZ3kUIS3YHPJrxaxstQsPFHh7VW0m/hnjuyb9LexMcaKSRjOctXSalounaH8QtXubzwVNqNjdxRyWz21vuAlGd30JoA9kKI+CVVvTIzXNeKfHOjeEJ7O11FZmkuwxjSGPdwoySa3tOna5063me2ktWdATBJ96P2NZ2teFtK16+sry/gLzWYkERBxgOu1s+vFAGU3xE0NfCFp4kk3x2lw4SJHADkltvTPQVc1Txlo+m6bbX5kF1aTzrB5lsVdUZum7niua8ZeBrK2+Httpum6W1+mnTpLHCx3OU3ZcA+4rl/Fl1p0ngcafZeD9R0yxkv4G2iDb5mG+bgcjigD2m2ubW4VzbTQyBThvLcHB98UkF/Z3MrxQXcEsifeWOQMV+oHSvHJoRban4r0nwjpt3bG60xTDiNlUygZbBP8W0/nWX8PtOuE8XaTPDaalbzWoMVyBY+UjArg+YxPzc96APffKjJzsXPriubl8Y6db+KYPD89leRXV0zLDI0IEcu0ZJBz0/Cunrx7xf4ntW+JmgXS2epNDpDzLdMlo5ALDA2+tAHq0+oWFkyx3F3bW7N91ZJFQn6AmpJ7u2tofOuLiKKL+/I4VfzNeQfEK0udc1yQto07WMtgGtbqCy82VpCPukk/JiqFja6jd+FfCM+taLqGo2emmaG+tDGS5bBCMV/iA9aAPT/ABB4103QtGl1KMHUYYSBKLN1fywehbngVt2t7Z3e1oZYWkIyVVgWX2OK8bv9OCeD/FA0XwjqNhHqvlRQRlcs7DOTs/gUVtfDtrLSdfvNJ1HTpx4hEh82/wDKby5wVB4PReMce1AHqYVQSQoBPU4qEX1obj7OLqEz/wDPPzBu/LrSX6zPp1ytuSs5iYRkdQ2Dj9a8GstKjlg0+xs/DmrQeLorpHmvZgwXhssxfOCpHagD17XfGml6FeRWkqz3V06NJ5VsodlUdSckYrcs7pL6yguo1dUmRZFVxhgCM8jsa8g1m68LwfFJnvtHuZoGtzC7JaOwe4LA5yOvHevY4gqwoqLtUKAq+gx0oAw9Y8XaRoetadpd7Mq3F8zBCWUBAozliTwK1BqmntZC8F9bfZScCbzV2H8c4rzn4n6Baf27oXiCbQW1G2t5XW/EMe92QrhcjuAaz9Xht7610C6j8GagNAs55hJYCPBIYDa5TPIznigD0LX/ABdp2gadbX8ge5tp51gElthwpY4BJzjFbSXUEkZkWaMovLEOCF+teAazp95B4X1tI9IvrXTNTv4Tp+m7SZAFOXIX+AEVo2kEzWviO88N6Hdx6SdNjiNndo48yYH5iFPJIXPTrQB7ZbXlnegm1uIJwpwTE4bB/CmjULFrg2wvLczjrEJV3D8M5rwzwgk9r4zvV0pby2j1HSnjgZ7MwxG4GOi9vqataPY2FzPo2nL4T1W28R2kiPcXbKQu8A5d3/iXPOKAPZ5dU0+GfyJb61jm/wCebTKG/LOadPqNjbSLHPe28UjfdV5VUn6AmvDrbSbRrT+xdc8I6ne+JDctI15EpUSfPkMJOgXFLrmjSxah4jttX8NX+panesP7Mu4kLpGu0bQD/CR3NAHvIIIyOc96huby1s033VzDAvrK4UfrWb4Utb+y8KaZbao5e+it1WZicndiuM8f2O3xfpeq6xpk+p+HobaSOSKFC/lSkjDso6jAoA9C+32Qt2uftduIVOGl8xdoPuelJ/adgIBP9utvJY7RJ5q7SfTOcV4jd6NHb6XaXcPh3VU8Mf2q1xc2UjFnkQoArBByEB7VQ1Wwhk8PeKbzTtJvLbQbprdbG2eFg/nAjc6L1UYzQB75/amn+TNKL62KQ/6xhKpCfXnis7w/4s0nxHZC4s7qIFmdRE0i7/lJBOM5xxmvP9J0LSo/Gp0mDSJV0670ZBIJIm8uSTrlie9VvAcOn+H7pNKm8H3jazBNIst4lv8AIsbMcNu7jbQB6wNX0xo/MGo2hTdt3eeuM+mc9aWfV9NtbhLe41C1imk5SN5VDH6AmvG9G0bwtqHj7VINQ8Pajsu7kCzDwOtugCjJx0BJB5puo6ELLUPEttq3hS91fUruV20+8ijLIqFcIoOfk20Aema74xTQtZsbCTTLyWO7lSIXSgCJWboM9c8V09eLa5reoaB4f8LaJe6bqF3qdjJb3Fw8cRkTABBG7u3Net6TqI1bTIb1bee3Eoz5U6bXX6igCW/vItPsZrqZ0VI1LfOwUH2yaydE8RfbfDVvq+rwxaX5x+5LMpAycL83TmofHF9ptn4bmTVLKa8gnzGIo4TLlsZGQO2a8tivY9Q+A1zosmm3zX9pEB5cls3DGQlSp74/SgD2221GyvJJY7a7gmeI4kWOQMV+uOlYOk+KpNW8W6ppkEEDafYxr/paTBt7nqMA8AVw2g29v4c8e6Q+maVcw2F3oebrELfNIMsC3+1gfrVbwZqdlbfFLWns9C1C303UY4oYf9FZVDKDuLDsD60Ad7p3xF8O6hqt/p41C2ie0mEIeSZQJSf7v8qf4q8VSaLdabZactrc311cojW8kwVhGerDmvOk0S18O+NNbS48CSakk9ys2mvBACqjv83bnmtH4lXaXGveHQvh/UXubS7iuJZ4Lbd8gGSgbvg9qAPVLrUrGydEur23gd/urLKqlvpk1meI/Fel+GNKXUL2dTG7qiKrjLlmAyPYZya868eJqPiG8s7qTQpV0trNjHJ9i864SQn7pXPy+uaw7Dw3caz8GRaXmk3Nzqul3f8Aq5oyJfK8wMyrn1WgD26z1vTNQs5Lu0v7aaCMZkkSQEJ65PasXw/4yh1Wz1PULwQWmn2tyYoblpRslQfxZzxWN4b1PSLLStSFn4L1DTrJEDSL9lx55xggL3Nc/wDDp7S7stW8L6joV/Fb31zNKnm2pWMRtyB7GgD04eJNEKW7jVbTZcnbCfNGJD6D1pi3OgQeIHC3FiurzoI2G9fNZR0GOvfpXmPhLwhqLeKYtL1OyT+yvDXmfYZTHxO7nKnJ7qP5Vzv/AAi3iAi+t7zSrz+0Wu3nW5gs1Zz8+VYTZ4oA91v/ABDo2lzCK/1S0tpT/BLMqn8q0I5EljWSNw6MAVYHII9a8H8W+H9Qn8WavImg3lw11Ghj820W4jldUAyG6pzwa9n8OxXMHhvToryBILlLdFkij+6jAcgUAXLq+tLFVa7uoLcNwDLIFz+dZXiPxXpnhrw/LrFzMkkCj5BG4JkJ6BfWuQ+K9veXTaXGNN8/TtzefcJbefJE3YBff1rkrDwze6x8JNZ0GTSrltSsLtprZLmLaxUkEBPfAIx70Ae06VrFlq9pFNbXMEjvGsjRxyq5TIzg4rQrzzwBLZxTxQ2Hg260nfbAXF1JEEUuoHy+p5zzXodABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVx2pfEnw/pXitNDur2CM+UzyzNIAsTg42H3NdjXB+KtFuIvFum65ZeHotVRYZYZ4lEatubBVju69KALN58Q9P07xJaWN4YYtNvbYz2+oNMNjkdVxV7XE8J6tpCaprBsrmxjGUnd8qPoQetctJZa9qnjTQdR1XwoFgtLaVJFSWOREZvu4yf6Vz8ng7xHe+FEij0meyksdXe8is1ljBkibOAh5XI96APXdG1bTNY09LjSbqK4th8oMbZ247H0q+zKiFmICgZJPavPvhv4c1HRr3VLy9sbq2F7tc/abpHdmGc/KgCj69a6fxhpN3rnhHU9MsJ/IuriApG+cc+h9j0/GgCS28VaDeG4Fvq9nKbYEzBJQdgHUmof+Ez8N/2fFf/ANtWf2SWTyUl8wbWf+7n1rzLwv4O1jTtV02+vdFvpprGJ1YMbeOMgrjaoTl8n+9iqml+E/EVl4pTXZvC7Pp0t47/ANjLKmy39JQC20t7YoA9fuvE+h2V5DZ3Oq2kVzNjZG0oDHPTil1XxLomh7BqeqWtqXGVEsgBI9a8o1nwFq8mqa2/9mXtwmpymVDbvbhQpUAKzONyke2a1D4e1nQtbj1AeFINbt59PhtjHJOjy27IDkFn4IOeo9KAO7t/Gfhy6MIg1mzkM4YxBZAd4XO7H0wayvEnjzwza+Dr3U3uoNQtMND5UUgPmt3T681y8/hjXtNt/Dep2fh2083T7y4ml02zlAwkoOPmbjIzyBxVbQ/B+u33hzxrYarokdpPqk7XFqrMjRhiOAMHgjHWgDr/AAVqHgyfQ5h4eNpbxNEJbqKNsNHkc7ieapeBYvD9nHrWsW1lbWsUMzR/bftPnF4hzuLEnaPan+F5tbtrEwX3guO0hgtAsrrLG0ly6jGAo6g+5rP8ES3SaxrFnc+D7+wstUuTIDJCgijTbjDAHv7CgDsP+E28M/Zbe5/tuz8i4kMcMnmDDsMZA9TyKtTeJNFttTTTZ9UtY71/uwtKAx/CvONC+H+p23jOKxvYY5PDWkzSXlg56mSTopHfbz+lc3efDzxHb3etWUtpfXiX9yZkuYEgbeucjMjnchHH5UAfQFcj438X3ng+3t7tdIa7sndUmmEoXyyzYAweTXQaPFLBo1nDNG8cscKqyySb2BA7t3PvXH/FC11XWNETSNO0a5vN80czSo6KqhWyR8zA5oA7C81ew02wF7f3UVrAVB3yuFHIrOn8aeGrazhvJtbskt5iVjkMo2sR2z61xXjjRdb8U6fot7baNdRfYJ2Mti8kXmsNuAy53Ifxqn4f+Hc974c1/T9S0qe0F8RNbtdTxuyTKDhgqABecfWgD02DxBpFzfPZQ6lbPdIu5ohINwGM5x9CDRZeINJ1OWaGw1G2upoiQ8cUoZgR2xXmWleBfEV54U8S6hqsMMXifU4vIiKkDZGoAABHTdg/mKo+FPB+rWniLRrx9H1C3awJWRvLt4FYbcHLI2XH4UAeh+HfF11rPiPUdGvNHl0+a0jWVfMkVi6scA8dKwdV+Ltnpetatph0y4eTT5ooS4ICvvYDPtjNQafqmrRfEfUtVbwnrIt7uGK1RjGgC7TyxO7pXWah4G8P6rc3Nzd2RaW6kjlmIcjc0fK5xQB0YORmse98WaBp189le6xZ29ygBaKWUKwz061s15T8S/Depazr6SWXh8X0J06WEy7Y+JWI2nkg5AXr2zQB6APE2hnSjqg1W0+wBipuPNGzI7ZqS317SLzTTqMGo2stkvWcSAoPqe1eJah8PvEFxZOlto8tvbx6sbpbdDFkxsij5VJ2kgg8GrNt4O17TPDmuraaLePLdzQsUuVgbeoPzFIlJUNigD2VNd0l7F71NStWtU+9KJQVX6mnWmtaXfzGG01C2nlC7ikcoY49cCvF/DvhjU9H/wCEri/4RnUTaahZbraO4SJt0gHcLwDnoAKn0rwtqGm3/gea38OTwyQWs0eovHGEJZl2jeR1/GgD1l/FGgx3P2Z9YshPvCeWZl3bicYxnrWsMdR3r5+0/wAE63DPZxWnh2eKQXEcsgvba3kjjG7LYlB3nuema+gFBCgHqB2oA5LXviNoPh3xNaaJqF0kck6F3lZwFhHbd6Zo1L4gabp2p6QjtG2lakG2al5q+UGUE4/Ssbx34Ye48W6L4gj0CPV4LdXiurdUTewI+VvmwGxWdf2d3q2o+HIbzwFcQabZ3UhNuvlPGqlSFYgHA5OSKAPRE8SaK+jnV11O1OnDrc+YNnp1p667pUmmy6jDf20trGCWlSQFeB0zXlR8P69DpHiS0svDstrZ3GpxzxW4WJ8wjAby1YlQ3GRkU/4e+HXj1PxLYX3h/UItPv1SaFdQgTYWAIOQvyg5PGB2oA9F8N+LdK8S2NvNaXUH2iWISNbCQM6D3ArfrzDwFDPo32DT38CzWl3GpgudRCRKpA/i3A5YHivT6APO/EHxY0zQdXvrC4027lezniiMiAFSX757Vq6j8R/D+k+JotFvryOFngMzTvIAiEfwt6HHNW9S8DaBq1zc3F7aGSS5kjlk+cgFo/u8Vx3jXw01v8QNP8RR+FhrFl9mkiuYIIkZjJ/CzA9frQB0tz8Q9KsfFS6Ne4t4JLQXcN9JIoikUkAYOfU10NzrWmWenDULi/t4rNgCJ2kAQj2NeWSaVfa18QtN1LU/Bko0+DSGia3dEdI3yWVR2JxgfU1jN4W8RXvgzQlbRbtP7JvJzLaPGjMyMcqVRjtYAcYNAHuNlf2ep2y3NlcQ3MJ+7JGwYfmKTUNQttLsJry7lSKGJSxZ2AH0ya4b4Z6LfaVLqclxp17ZQ3LK6JcGNVJxyVjThK7TWNNt9W0q4s7m2iuEdDiOVQy7scHn3oAo+HPFmk+JrK3uLK5i86SLzDb+YpkjHuBV3+2tOeeW2gvIJruMEm3jlUuTjpjPWvN/A8N3Z2Meip4LnsdQjt3trnVDHHGucHBDDlgeOlYuk+H79n0Gwj8GzafqOlXa3F7qZ2kTBQS2185cvnp70AeleGfHel+I7Z5CfsM63D2/2e5dQ5ZTzgZrXn1/SLbUFsJ9StY7tukLygN+VeFWXhvVLvTL6wk8G3cWo6jqRubXUnRAYE3g/M2dy4GeO9XvHHhzxDfX+rquiXtzMTH9mmtIIRG6rj5mcjeWz2FAHtV/rel6Wyrf6hbWzMMqJZQpP51EviLRZLSK6XVLQ28rFI5PNXax6YBrzI6Xqdv4jk1fVvCNxrlvfWEMMaOsbPasBhkKscAE85qlJ4ZvdHk0fVLrwUk+m24uBJpVqyztEXIKuQfvNxg4zjAoA9hj1bTpYHnS+t2hRtjOJBtDemfWpre6trtC1vNFMoOCUYMB+VeNS+Gpv7Ni1KLwTLBpy6obufSg4eSePyyAxTOBg/w10Xw/0q+HirWNci0iTRNHu4o0hsJUCMXUcvtHC0AekkhQSeAOtc5oniY6xrerW6JanT7LaI7qKcMXP8QK9sVvzv5VvJJ5bSbVJ2KMlvYV5J4MuLq18c+IbuPwhqdpYaiVWMm2CBCBzuGcYJ9KAPSbbxPoV5JFHb6vZSySnEarMpLHpwKyvFvjqz8LQswjS9liUvNBHOiyIo77WOT+FeXWvg/ULfwRdzJ4VlXWf7cFxC3lKJRD5gbg9QMAj8am1/wvq/8AZniTTv8AhDm1TUb26e4g1N9nEbYIG4nduXGMCgD1238VaNcWks/2+BPIgWe4RnG6FSMgt6VZOuaUNPiv21C2W0lXfHM0gCsPUE15RPoviOz1Yapb+G5rqG/0NbJ7cOilJguP3gJwQPWqF9pOqXGieFYrnwxqZubCCSGURwRzBSDj7j/KQexzQB6dr/j7RNC8OnWftUV3B5gjQQSKS5yAcc84zk1ftvFeg3WmS6jFq1o1pCQssolG1D6E9jXl1v4Q1u++Fmraff6Bbi4jmaXTovKVZcE5Y4BIUn0Brdjkebwlq9jB4AubGCS02qnkxhppcbR8gPbOcn0oA7N/F/hyMHdrdiMRecf3y/c9fpSv4s8PxiyL6vaAX3/HsfMH73nHy+vNcF8OPCuif8I8tnqvg6SxvLaLbcXF7EMSsy4Yq2en8qz/AAJoE1/4tks55re60TwvNJFYFUB3u5zyc/wjAoA9nrD1Pxh4e0a9Wz1HV7S2uGGfLkkAI+vpW5XgvjrTLzQpvFK3Gi6Xfw6sDcRXs9yiSQALjAVuSR2xQB7CnivQX0uDUv7VtUs7j/VSvIFD844zVLxJ440bw3o0Wpz3UU0M0ipEI5F+cFgCRzyB1P0ryW78M6q+j+FNbSxuL2yi0oQPbw2qTvG5Od3lvxg+vXitCHwJe3PgHUojoVyb5LxLq2hvBECy7gzLGq5CAgHK0Aesad4o0PVrOa8sdVtZ7eA4lkSQFUOO57U3TPFvh/Wb1rLTdXtLq5UEmKKQMwA6nFef6jb3Wq+DNW0+1+H01hbyRxuIkaOKSZwwzhVz0Azz1qL4faNrtn4piuBozWeni3KTy3trFFKT2CmP73uSKAPX65VfFq3Pj6PQLOSzmgSB2uSJh5scg6Lt611VeR6nPq0PxZttdtvB+ptbW1vJbSPFGmZWY8MDnkfXmgDprr4oeHdP8XXWg317Db+RGp8534LkkFPYjj863tT8U6FoyQNqOqW1ss4zF5jgbh6j2rg/EmhajZfED/hIrXwpDrVpdWao0JEYeGYNkMd315NVvE+ja9qOu22qHw3P9oOnrGz20sMio+TlGWTgj3GKAPVLG/tNTs47uyuI7i3kGUkjbKt9DVmuU+Hdlqen+DbW21azS0uUd8QooXC54yASAa6ugAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuQ1P4l+F9H1aXTL+8mguojhla2kx7YIHOe1dfXk/ijwT4l1nxrPqtvbWP2US27R75vmYRk9RjjO79KAOyn8e+H4LDT7z7VJImoKWtkigd3kA6naBmorr4i+GrTTItRe9ka2ll8nckLsUk/usAMqfY1zOm+D/E2jXGlapbQWE15ZxS2r20kpCtGzFgytjg88jFMv/AfiB9LHlmxnvbnV49RuVzsjjC4+VR36daAOztvGmh3WlXmpLdtHBZtsnEsTI6N2G0jOT29arL8QfD5sby7aa5jW0UPNHJbOsioejbCMlfeuV134d6zr9/4leSa2ggv5raW2Cu3Ji7NjGM89Kk8M+CpdAvrjUtYs9Pt7VrZ4Lh2upZiYz7ucYoA67/hNdF+36bZedOZ9RiE1sBbuQynuTjj8apJ4uu/+FnyeFXsU+zfYxcJcBvmz3BHpXLfCGyt72bUdXF01zHZyvYWG8cxwA5H4nP5Yr04afZrqLagLaMXjJ5Zm2/MV9M+lAHP6t8Q/Dmi3M0F3dy5gYJM8cDukbHszAYBrpoZUuII5omDRyKGVh3BGQa8j1vwF4lvta1WeyggtRdTb4p4b10U8DDSR4wxr1XTYZ7bTLWC6kWW4jiVJJFGAzAYJxQBnX3ivStO12DRrmSZbydd6AQsV29yWAwAO/pVWXx54fgk1BJ7qWL+z2Czs8DgBj0AOPmJ7AVj/ABM8EX/jG209dLu1tLiKRo5ZixH7lh8w468gcVhWnwv1geC/st3qEcutpqCXokYkxyeXwqt7bQKAOztvH+gXVvdzRTXBa0UPNCbaQSBT/FsIyR7io4viV4Rnlgih1mKSScZRER2P0IA4PsayItD8Sy61eeJdQsLMXq2BtLeztpzh89SzEfkMVL8NtGv9F0ePTdT8Pw2ksW6RrpZFfzHLE+meh6+1AEfhX4qab4gv7mxlWSK5+2PBbKtvIVZRjaWbGFJ564puhfFTTJZ7nT9fubez1GG9e12xK5j4OFJboM/Wo9J0rxb4c1nU7Sw02wubK81Brtb2aXBRWxuXaB1GOKxrrwr4ml8LeJLMaJbC7v8AVRdQ4nGAm4Meccfd/wDHjQB7ACCMg5BrjfGPjO48NavpNhb2SXH2wSs7M2NoRc8VPqc/jDOif2RZ2SRuV/tBLhixiGBkAjr3rfu9JsL+4huLu0hmmhVljd1yVDDDAfWgDL8Ea/ceKPCNhrNzbpBLcqWKIcr1I4roaq2FhaaXYxWVjAkFtEMJGgwqj2q1QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEF3aW9/ay2t1Ck0Eq7XjcZDD0Iqho3hnRfDyuNJ023tPM++YlwW+p71rUUAFZOoeGtE1W8ju9Q0q0uriMAJJNEGYAe5rWooAaqhVCqAABgAdqdRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTJI0ljaORFdGGCrDIP4U+igCGC2gtUKW8EcSk5IjUKM/hU1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeSeK/Gut6H41u9K/teOG1ECzRbdOaVgWbAXIbGBxycV63XD6j4H1S68VXWu23iI28k8P2cRm0RwsecgZPU570AV5PGeu6RLpGkXGhtqeq3lsZd9vOiKxXrnPTjFS/8LHWXTbB7PR7mfUbu8ey+xF1UxyIMtubpgDvU9v4Hu7bW9I1FdckP9nWrW4jMCnfu+8SfUmq1l8NEtrAxyaxcm9S/e+gvIkVHidhhhjkEEeooAvw6nq+v2OrWd1p99oNza7Sk6Mr+Zxn5GwQemD9ao+EfFzx/CqDxHr9w8rRI5mkCjc2HKgYHc8CtBfCWo2+m3MVt4o1L7dcMC13Ptk2j+6qEbVH0FZ+k/DqW08NXXh3UdcmvtKmQqsQhWNoyW3bgw5680AWrPx8r6la2WoaHqOnNdxNLbPMEKyBRkj5WODjsaz9H+Jsmu3sUdjoFw9tLL5Ym+0xZX1LoDuX8qu2fgS5F3Fc6rr93qEtrA8FkxRY/I3DBbjq2Mc+1ZFn8JWTVbO91DXpbz7LIJVxaxpIxByN0gG4+/PNAGtN47uYfDN9q50OUtY3bW1xAJ1yqrjLg9+o4pmv/EC40LX7PS/+EevLxr6IyWptnVmcgAkFTjGM1U1z4ZXeqSajHaeJ7yzsNQmFxNaCJWXfxnB64OBxVu+8Eaxea5p2rr4maO6sIDDEfsaEHcAGJHvj8KAK118TZLCKxgvvD9zaares/lWk86IAi/xs5OAP1pg+Lemnw9NqQ0+582G7FnJEWXash7mQHbt960vEvgMeI2sLyTUmi1S0iMX2jyEdXB+9mNgR159qrSfDu6OgDT4fEdzDL54maWO3jVG4wVMYABHfmgDT8KeLbjxJPcxzaS9msIBWUTpKkn0ZTXU1xvg3wBb+Er27vvtjXV3coEdlhSFAAc8KgAz712VABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFISB1IFAC0Um5R1YfnRkYzQAtFICCODmloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8d8X28934m1y4uPtepWEMKRqNPvRHJYEDLEpkZPfNexVzl/4F8N6nfz311pivcXGPOcSuvmY9QCAaAPP57TT9Q8UeC7Vbi/uNPutNkBZp3RnCj5WfB61n/bbp9XXws2qXTaAusiD7X5xBKbC3leZ6bhjrXqWoeCfDupzwTXWmq0kEQhiKSOmxP7o2kYFSt4Q8PtoX9iNpcB07O7ycHrnOc9c++c0Ac3pmhf2HqHiObR/EUXlvagw2k8xkW1cL99iSTjipdL1fXbH4YT6pcXtjrGpxRu8c0MgEb88Zbpx/8AWrotN8KaFpFnNaWGl28MM6lJQFyZFPZieSKWPwxosXh9tBj0+JdLYENbDO0gnJ9+tAHmuj+LPEtzePbXevQI0tnLLDHLYPE5kA3AAnhgOnWs3T/iD42lNvezXWltabYJpIvLKsVkbZtznj1zXqFt4D8NWjM8WmLuaIxZeV2IU9QMk7fwqv8A8K28JCDyV0lVTaE4lfoDkDr60AcXr/jjxJBqOqiK9g0+C0m8tN1k8yFOMsZF4Br1iynW5sbe4WRZFkjVw69GyM5HtXPv8PfC8s0kj6WC0rbpB50mHPqRuwa6VEWNFRFCooAUAcADtQA+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKQHPSjIFAC0UUUAFFRXFxDaW8lxcSLHFGNzuxwFHqa52L4h+Ep7n7PHrtq0ucYycZ+uMUAdPRVDStZsNbtpLjT7gTRJI0TMARhh1HNX6ACiisvUvEOk6RdW9tqN/FbTXJxCsmRvPoD0oA1KKzYte0qfWJNIivonv413vApyyj39K0qACimO6xxs7HCqMk+1U9J1nTtcszd6ZdJcwByhdAeGHUc0AX6KKKACiikzQAtFFFABRWHd+L/D9hqn9m3OqQx3gIBiOeCegJxgVtggjIoAWiqZ1KyGqDTDcIL0xecIT94pnGfzqOLW9Om1iXSEu0OoRJ5jwYIYLxz6EcigDQooooAKKp6hqdjpNv9o1C7htoc43yuFBPpzUL69pMd5bWj6jbi4ulDQR7xukB6EDvQBpUUUUAFFFFABRRRQAUUUUAFFFVP7Ssxqg0z7Sn20xed5Ofm2Zxu+maALdFFQXN5bWUJmuriKCMdXlcKPzNAE9FVrTULLUIzJZXcFwgOCYpAwB/CrNABRRRQAUVmjW7I+IDom5/tog8/Gw7dmcdemali1Wxn1SfTYrlHvYEDywj7yKehNAF2iqL6vYJq8elNdRi/kjMqQZ+YqOpq9QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXjmvvDJ418QReLrnUYbVYlOmfZS4Xbjkjb1bPrXsdIVB6gGgDxXIi1HSYPEUuqxeHhpg+yN86uZc/N5m3ndjpWnClovwk1pIpNdNm0jtFK6nzypIxszyQMV6uQDwQDRgYxjigDJ8L7P8AhFtL8trhk+zJhrkYkPHVveteiigClq2nw6tpN1YXDMsM8ZRyvUA15Daw+Fdc8da9ojzotrPb20UDRx43PH1wcdeOa9ivr2306xmvLqQRwQoXkcjOAK5BfiN4IimyLqOOQEZY2zKV3dCTjjNAHmr/ANnxW3ivV4tT1CC6sdQH2JIXdU6AD5QMHJFWvGWp3l74zma7upotNe0hewfz5IUORyflHLZ7H0r0q88c+FLG+axuJgtw55QWzHfxnIwOa6WF7e+tYpkVZInAdCy9u3BoA5r4cahd3/g+2+3Xn2u6hZonm2Mu7B469eMc1yvxqhtr7/hHLKaVo2kvT86DlMjCtn03Yrv9a8T6P4de3j1G6EUk+fKjVSzNjqQBzTdI8QaH4ntJbqxmjuIbeQo7OmNjDnHzDigDwextPEHhi88Wx21615rj2kTT3CKSUy3zYOOy1tadrCJeEv4pk/s42TLdJ9peR/M25VgcfIcivbYp9PkjNzDLbMj/ACmVSuD7E0R2unlZY4oLUiT/AFqqi/N/vDv+NAHz3omuzxHSL+fxLfZDWkkvnTMyYaV1kBHptC/nTLXVbKHS/ENzp2uapb6s2pyy6fbQBhFKC/GBjBz3r2+zudIu/EF3osWjxj7JEkhm8hPKOTwoPqCK2Ei0+KRYkjtkcElUCqCCfQUAeCeI9W1q58U6iNXvX064hjjWzzcSRqh2g7lCjDc+tWvE2oefqXhC4uPEd1YyXNuV1C7gdgAoGM7T0z617lK1jLMyym3eSIZYPtJQfj0p0lpZXihpLe3nXHBZFYUAeM+KrG00HSNEtrLxDey6fdyPOzXFzIBKu3gb15HJzXU/CCdZtC1EIl3tW8OJJ5TIrgqPuMeSOK6rXNX0LQLe2GqGGJHby4I/K3EnHRVAqivj3w2vhu71m2uQ9jZsUkCRlSGHVQpxzzQBJ8QLrUrPwNqk+k7xdrFwyfeVcjcw9wuTXn2hajbp4y0O20DxJfarbXFtJ/aQlmLLENuQ/T5WzXr1td299aR3EMivDKgcHPVSM0y1stPtw5tLW1j3/f8AKjUbvrjrQB4z4NsfDd98Q/EQl1aWUJdxm2Z7rPn4HQ5+9zXuVcZc6/4I03WmsGhsvt8LLuENoGKMenIHBrU1fxnoehXkVpf3my4lTzFjVCzbfXA6UAeY+N9E8O6d8ULO91q9vrSzurWV3nFw4/e5ACqR04zxUOsy+HfEPxG0GIandRWA0h/3yyNE7bWONzdegJ/CvZlSw1izguHgiuIWAkj82MHGe+CODTn02xllWWSyt2kUbQ7RKSB6Zx0oA8J1DxRfXHgTw/BDfyz2ouJor64EzKflPyKzgZGR3rtvhHqFzcWeoQS3ongWQPBHveQwqRyu9vvc16DFp9lBAYIrO3jiJyY0jUKT64xU8cUcS7Y0VF9FGBQBw3xhW1f4a6mLny8lQIi4HDE8EV5n4U0ufQvHOkz6/fW93INPlishAwJMaLlGH+0csB9K+gLuytb+Ew3ltFPEf4JUDD8jUS6TpySxyLYWoeMBY2EK5UDoAccUAeD6V4jltfFHhu9GsyJa3c2y4tnvWlcqykL5gPCkGmS3En2Lx5fW3iXUUOlXJ+wxpcnbtLDn3yciveToulkknTbMktuP7heT69OtKNI0wLIo060Al/1gEK4f68c0AeH+JvFkt7IZRfz2jx6ZFIskl40SyOV6xoo+Y561dsfE8mr6f4Wn1zVr+2057GQTTWrMDJcA4AcqOOOa9ll0rTpxGJrC1kEY2pvhU7R6DI4qlqmgpfaYLGyuX0tA27daIg/QjFAHiFpqusReAdY1Gy1HUrjdrYtnlklYOlsMc/7J5GTUttrd2+i+JYpdduooLeGOeyZr8SSK5JByw4wcjivZ/D/hbTvDmlzWFsJJknkaWd7ht7Su3UtU6+GtDSyeyXSbIWznLRCFdpPqRigDxjw3r1zpevboPEN5qTO95brbzy7wxRQ0ZA9TWZoHjDVf7W0l59UnF5LdYvPOvNyFWPKeVjK4r3yHw9o1vOk8Gl2ccyNuV0hUFTjGQcelSLo2mLeNeDT7UXLHLS+Su8n1zjNAHhOoX11DB4w1mw8S6kF0i+jS0jNxuQgnnI7jPFaWsDRrT4i2GsazrV/aWl/pHnG5SYqpckHYpHQdTivYB4e0YQXEI0u08q4bdMnkrhz6n1qeXStPngigmsbaSGHAjR4lKpj0BHFAEWiXVpfaNa3Fhcvc2rIPLmcks4HGST1rhPiLJp9v4u8PT+IV3eH1jmEu8ExiXjaWA9q9JREjRURVVFGAqjAFNnt4bqIxXEMcsZ6pIoYH8DQB41eTeGdP0y+1HwnrMllaX95BFeS26kLbxnqU44z61l3ustFb+IrTT/FF9daPawRTW9+Z+VnLYKB++R2r3X+zrL7KbX7Jb/ZyMGLyxsP4dKqDw5oo09rAaVZi0Zt5h8ldpb1x60AeJaPqRj1KWB/Fl5NbTpewnzLvkGMK0ZB7Ejv3qHwxrl3b+JtImfxVdXCPcW8csc9wCjCSAswx67+K9sbwh4cc5bQ7Anp/qF9MelOj8K+H4pEkj0WwV0IKssCggjpjigDh7DU9K074tywxeIvNt5bE74p7gMFmL/dGfbt71z17baHoXxZ1l9a1nUrGCe2ieGTz2BlbPIBA5A9K9dPhrQzdfaTpFj527dv8hc59elXJrCzuZEkntIJXj+4zxhiv0J6UAeJeJY9Gtvifo+r3uq6hb6Pd2Dst55rL82MBVbGRnuKseJfFVyNa0K10XUr1tBNs5Fylx5TySDPBkcckDHBr2a4sbO7jVLm1gmReVWSMMB9M1FeaTp2oWgtbuxt57cHIjkjBUfQUAeI6p4u8Tx+DtHim1B3M2oSwXM8Eyh9gAKK0vQE5OT7V1/wp1fVbx9Vs9QvBcwQOptt9wJpEBHIZh1rvm0fTWsDYnT7Y2h/5YeUuz8sYp9jpljpkPlWNnBbR/wB2GMKP0oAt0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAVdQs7fUNPntLtN9vKhWRckZH4V5TaDRdb8fa1aX+nag2m3sNtb27PazKjNH744xjqa9gpMD0oA8z1vxBZWvxF0NxY6i9vp8M8MsqWUrLGWUBcEDn6jNekxSCaFJFBAdQwyMHn1Han4HpS0AeZePwi+MtKnkTVbNorZzFqmnwGYqd3MbKAeCOa5e+sPF+qfDwy/ZGMP9pmaSNbbyprm3/vSRrgk+oGCRXuuAaMUAfO/2CGHwr4okTTdRWylt0EES2MkMKTA/eVWYsG9+lbfh+xttA8c+GrvTrXVIrG801mvWdJnDSFcDdnOOc17ZgdMUYHpQB5NoGraNp/xB1O80y1vodPvrWNFdbKbY8+9tx5Xjtz0rjrnTJYrLU4L/AEbWpfG0l4Rb30QkMY3N8rK4O0KAelfRWB6CjAoA8K1jS9Mk+I6HXbbVjbHTliv5LaCURzXHHUoPmH6V7HoGl6fo+jQWemI6WajdGrszEA8/xc1pYHpS0AeZ/EeYr4m0IPb6nAsQkkj1OwhMxhbptZMHIIrDXw/e+JPhZr39paSJ7hZpp9Oc2/kSynH32jHRjj8a9owDRQB4pp1zolv4R1WLw94d1iW9+wp9phl86NAwI3ICTwRknC9qzPAE9xZfElEjnvH0i7sn3KttPHCHAHA3kkkc8177gDsKNoHQCgDwfwhD4Ui+I+qvKL6MyXqnT2P2gZPfd2xn+9S66vhE/F6Wa+S8FmLcrM8Qn/4+Nw4yO2PTivd9q5ztH5Um1T/CPyoAZAYzbxmE5iKAofbHFS0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAMkDtGwRtrkEA4zg15drOn+KdO8SaLp3/CaXhTVJJV3C3T92VXcMV6pXIeJdMv77xn4Vu7W2Z7aymme4lyMIGTaP1oAzpbjXPD/AIn8Pabc6zLfwzRXL3DyRqu8KAR07jNcv4c8RXWqz2s174+ltZ7i4O20+zgpjdwm8jGcV2niXSdVvfG2h3tlAGt7eC4R5mYFUdlwuV7jisDUtJ8V+INIt/Dl34dsrQCZJJtQikQRja2SyIOQxxQA99b8Walba14g0/UbaGy0yeSKGyMO4TiP7xZuoJ7VL4i1jXz4dj8U2PiCOx0+e2jkis2tBI5dgMKD3JJxVW80LxZpOkaz4b0rTUu7XUpXaC9Eyr5IcfNvBOeK0b/w1fjUPBGipbmfStN/e3UpB2740wn68igCKPXfF1va+HtCmubM+IdSWSeaWSL5IIlGcbR1PIFaWleLtRjstWttRsmvtV0y5FuyWKf67cMqwB+6MHmneL9N1C38SaL4n02wkv3sVlhuLeIje8bgY256kEVN4K07UY7jWtY1SzFnPql0JUgLAukYUKobHGeKAM7wt4p8Sa14N1HUWsIptUiupYYbYEKF2nADHvii28QeJtF8QWVj4gmsLqO8t5ZiLaMq0BRd3zeo7Zqj4aGveGfBmvzxaRdT37380lrb+XjcGPDAeneovDtnPP8AaYtW0jWpdW1WForjUbiDakKkfdXn5VBoAXTPGXia/vLK5jvNDnhupRnTEkxNHGe+48FgOcVmaj8cmstUu7WPSRIkEzxq+77wViAf0qSDw3qEulaT4aXwp9kubK5iaXVQFCbEYEurjksw7fWuZ1n4Ha7e65qF3DNH5U9zJImXA+VmJH86APoeiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9k="
ffbw0119	0	{"lines_data": [{"Word": "DEVELOPMENT PROJECT SUMMARY FOR THE MONTH OF JANUARY, 1973", "Confidence": 0.95267, "X1": 0.16775, "Y1": 0.1222, "X2": 0.83875, "Y2": 0.122, "X3": 0.83875, "Y3": 0.1388, "X4": 0.16775, "Y4": 0.1378, "page": 0}, {"Word": "TITLE: Controlled Profile Cigaret", "Confidence": 0.986, "X1": 0.11053, "Y1": 0.1822, "X2": 0.50455, "Y2": 0.182, "X3": 0.50455, "Y3": 0.1988, "X4": 0.11053, "Y4": 0.1978, "page": 0}, {"Word": "OBJECTIVE", "Confidence": 0.995, "X1": 0.10663, "Y1": 0.2262, "X2": 0.21977, "Y2": 0.226, "X3": 0.21977, "Y3": 0.2438, "X4": 0.10663, "Y4": 0.2448, "page": 0}, {"Word": "\"To develop a hi-fi 85 mm cigaret, regular and menthol,", "Confidence": 0.9049, "X1": 0.14174, "Y1": 0.2582, "X2": 0.79454, "Y2": 0.258, "X3": 0.79454, "Y3": 0.2748, "X4": 0.14174, "Y4": 0.2738, "page": 0}, {"Word": "with an automatic dilution system which allows higher", "Confidence": 0.97612, "X1": 0.10533, "Y1": 0.2732, "X2": 0.72952, "Y2": 0.273, "X3": 0.72952, "Y3": 0.2888, "X4": 0.10533, "Y4": 0.2878, "page": 0}, {"Word": "deliveries during the early puffs and lower deliveries during", "Confidence": 0.98267, "X1": 0.11053, "Y1": 0.2892, "X2": 0.81664, "Y2": 0.289, "X3": 0.81664, "Y3": 0.3038, "X4": 0.11053, "Y4": 0.3028, "page": 0}, {"Word": "the later puffs and with taste characteristics superior .to", "Confidence": 0.99544, "X1": 0.10403, "Y1": 0.3042, "X2": 0.78023, "Y2": 0.304, "X3": 0.78023, "Y3": 0.3188, "X4": 0.10403, "Y4": 0.3168, "page": 0}, {"Word": "those of commercial brands of comparable delivery; the dilution", "Confidence": 0.99344, "X1": 0.10013, "Y1": 0.3182, "X2": 0.84265, "Y2": 0.318, "X3": 0.84265, "Y3": 0.3328, "X4": 0.10013, "Y4": 0.3328, "page": 0}, {"Word": "system is to be stable at ambient temperatures up to 150\u00baF.", "Confidence": 0.96182, "X1": 0.10663, "Y1": 0.3322, "X2": 0.78674, "Y2": 0.332, "X3": 0.78674, "Y3": 0.3478, "X4": 0.10663, "Y4": 0.3468, "page": 0}, {"Word": "STATUS :", "Confidence": 0.9165, "X1": 0.10273, "Y1": 0.3752, "X2": 0.18856, "Y2": 0.375, "X3": 0.18986, "Y3": 0.3918, "X4": 0.10273, "Y4": 0.3928, "page": 0}, {"Word": "(1) Results from the concept testing of a 12 mg CP", "Confidence": 0.99518, "X1": 0.16775, "Y1": 0.4072, "X2": 0.75813, "Y2": 0.407, "X3": 0.75813, "Y3": 0.4248, "X4": 0.16775, "Y4": 0.4228, "page": 0}, {"Word": "\"cigaret versus a 12 mg control with lower first", "Confidence": 0.93711, "X1": 0.20156, "Y1": 0.4232, "X2": 0.76853, "Y2": 0.423, "X3": 0.76853, "Y3": 0.4378, "X4": 0.20156, "Y4": 0.4368, "page": 0}, {"Word": "half puff deliveries and a 14 mg control with", "Confidence": 0.99244, "X1": 0.21717, "Y1": 0.4372, "X2": 0.75033, "Y2": 0.437, "X3": 0.75033, "Y3": 0.4528, "X4": 0.21717, "Y4": 0.4518, "page": 0}, {"Word": "equal first half puff deliveries showed no", "Confidence": 0.98686, "X1": 0.21847, "Y1": 0.4532, "X2": 0.71131, "Y2": 0.453, "X3": 0.71131, "Y3": 0.4688, "X4": 0.21847, "Y4": 0.4668, "page": 0}, {"Word": "differences in acceptability. In the equal", "Confidence": 0.99533, "X1": 0.21847, "Y1": 0.4682, "X2": 0.72562, "Y2": 0.468, "X3": 0.72562, "Y3": 0.4838, "X4": 0.21847, "Y4": 0.4838, "page": 0}, {"Word": "delivery test, panelists rated the initial puffs", "Confidence": 0.99457, "X1": 0.21847, "Y1": 0.4832, "X2": 0.78023, "Y2": 0.483, "X3": 0.78023, "Y3": 0.4988, "X4": 0.21847, "Y4": 0.4988, "page": 0}, {"Word": "as well as the later puffs of the CP stronger.", "Confidence": 0.9866, "X1": 0.21326, "Y1": 0.4982, "X2": 0.74772, "Y2": 0.498, "X3": 0.74772, "Y3": 0.5128, "X4": 0.21326, "Y4": 0.5128, "page": 0}, {"Word": "and detected no differences in initial or later", "Confidence": 0.96275, "X1": 0.20676, "Y1": 0.5132, "X2": 0.77633, "Y2": 0.513, "X3": 0.77633, "Y3": 0.5278, "X4": 0.20676, "Y4": 0.5268, "page": 0}, {"Word": "puffs strength in the 12 mg vs. 14 ms test.", "Confidence": 0.9528, "X1": 0.21326, "Y1": 0.5272, "X2": 0.72302, "Y2": 0.527, "X3": 0.72302, "Y3": 0.5438, "X4": 0.21326, "Y4": 0.5428, "page": 0}, {"Word": "_product explanation did not significantly affect", "Confidence": 0.93083, "X1": 0.22887, "Y1": 0.5422, "X2": 0.80364, "Y2": 0.542, "X3": 0.80364, "Y3": 0.5588, "X4": 0.22887, "Y4": 0.5588, "page": 0}, {"Word": "acceptability.", "Confidence": 0.991, "X1": 0.21196, "Y1": 0.5582, "X2": 0.38101, "Y2": 0.558, "X3": 0.38101, "Y3": 0.5728, "X4": 0.21196, "Y4": 0.5718, "page": 0}, {"Word": "(2)", "Confidence": 0.936, "X1": 0.16385, "Y1": 0.5852, "X2": 0.20676, "Y2": 0.585, "X3": 0.20676, "Y3": 0.6008, "X4": 0.16125, "Y4": 0.5998, "page": 0}, {"Word": "HTI testing of a 12 mg CP versus True indicated", "Confidence": 0.9958, "X1": 0.20676, "Y1": 0.5852, "X2": 0.76853, "Y2": 0.585, "X3": 0.76853, "Y3": 0.6028, "X4": 0.20676, "Y4": 0.6028, "page": 0}, {"Word": "the cigarets to be equally preferred.", "Confidence": 0.97417, "X1": 0.20676, "Y1": 0.6012, "X2": 0.6515, "Y2": 0.601, "X3": 0.6515, "Y3": 0.6168, "X4": 0.20676, "Y4": 0.6158, "page": 0}, {"Word": "3(3)", "Confidence": 0.554, "X1": 0.15345, "Y1": 0.6312, "X2": 0.19376, "Y2": 0.631, "X3": 0.19246, "Y3": 0.6478, "X4": 0.15085, "Y4": 0.6488, "page": 0}, {"Word": "Results from the 15 mg, 85 mm CP menthol versus", "Confidence": 0.9846, "X1": 0.20156, "Y1": 0.6322, "X2": 0.76593, "Y2": 0.632, "X3": 0.76593, "Y3": 0.6478, "X4": 0.20156, "Y4": 0.6458, "page": 0}, {"Word": "T. Kool and Salem mailout, tests_and_the_ 16 mg, 100 mm", "Confidence": 0.8919, "X1": 0.18596, "Y1": 0.6472, "X2": 0.80104, "Y2": 0.647, "X3": 0.80104, "Y3": 0.6628, "X4": 0.18596, "Y4": 0.6608, "page": 0}, {"Word": "CP menthol versus Benson &. Hedges 100 mm Menthol", "Confidence": 0.85889, "X1": 0.19766, "Y1": 0.6612, "X2": 0.77763, "Y2": 0.661, "X3": 0.77763, "Y3": 0.6768, "X4": 0.19766, "Y4": 0.6748, "page": 0}, {"Word": "pack handout test indicated the CP prototypes fell", "Confidence": 0.95125, "X1": 0.21196, "Y1": 0.6762, "X2": 0.79974, "Y2": 0.676, "X3": 0.79974, "Y3": 0.6918, "X4": 0.21196, "Y4": 0.6908, "page": 0}, {"Word": "just short of parity with the commercial brands.", "Confidence": 0.99187, "X1": 0.20676, "Y1": 0.6912, "X2": 0.77503, "Y2": 0.691, "X3": 0.77503, "Y3": 0.7078, "X4": 0.20676, "Y4": 0.7068, "page": 0}, {"Word": "PLANS AND TIMETABLE :", "Confidence": 0.95325, "X1": 0.10273, "Y1": 0.7342, "X2": 0.3316, "Y2": 0.734, "X3": 0.3316, "Y3": 0.7508, "X4": 0.10273, "Y4": 0.7508, "page": 0}, {"Word": ".Review of CP studies - February, 1973.", "Confidence": 0.93971, "X1": 0.14954, "Y1": 0.7642, "X2": 0.59948, "Y2": 0.764, "X3": 0.59948, "Y3": 0.7818, "X4": 0.14954, "Y4": 0.7808, "page": 0}, {"Word": "February 1, 1973", "Confidence": 0.992, "X1": 0.09883, "Y1": 0.8612, "X2": 0.29129, "Y2": 0.861, "X3": 0.29129, "Y3": 0.8778, "X4": 0.09883, "Y4": 0.8778, "page": 0}, {"Word": "C73-03680", "Confidence": 0.951, "X1": 0.48635, "Y1": 0.9032, "X2": 0.74122, "Y2": 0.903, "X3": 0.74122, "Y3": 0.9368, "X4": 0.48635, "Y4": 0.9398, "page": 0}, {"Word": "2022261738", "Confidence": 0.981, "X1": 0.98179, "Y1": 0.9702, "X2": 0.9909, "Y2": 0.97, "X3": 0.96359, "Y3": 0.9708, "X4": 0.95579, "Y4": 0.8518, "page": 0}], "words_data": [{"Word": "DEVELOPMENT", "Confidence": 0.991, "X1": 0.16905, "Y1": 0.1222, "X2": 0.29519, "Y2": 0.122, "X3": 0.29519, "Y3": 0.1368, "X4": 0.16905, "Y4": 0.1368, "page": 0, "Index": 0}, {"Word": "PROJECT", "Confidence": 0.996, "X1": 0.30689, "Y1": 0.1222, "X2": 0.38752, "Y2": 0.122, "X3": 0.38752, "Y3": 0.1368, "X4": 0.30689, "Y4": 0.1368, "page": 0, "Index": 1}, {"Word": "SUMMARY", "Confidence": 0.996, "X1": 0.39792, "Y1": 0.1222, "X2": 0.47984, "Y2": 0.122, "X3": 0.47984, "Y3": 0.1368, "X4": 0.39792, "Y4": 0.1368, "page": 0, "Index": 2}, {"Word": "FOR", "Confidence": 0.997, "X1": 0.49155, "Y1": 0.1222, "X2": 0.52666, "Y2": 0.122, "X3": 0.52666, "Y3": 0.1368, "X4": 0.49155, "Y4": 0.1368, "page": 0, "Index": 3}, {"Word": "THE", "Confidence": 0.614, "X1": 0.53836, "Y1": 0.1222, "X2": 0.57347, "Y2": 0.122, "X3": 0.57217, "Y3": 0.1368, "X4": 0.53836, "Y4": 0.1368, "page": 0, "Index": 4}, {"Word": "MONTH", "Confidence": 0.997, "X1": 0.58257, "Y1": 0.1222, "X2": 0.64109, "Y2": 0.122, "X3": 0.64109, "Y3": 0.1378, "X4": 0.58257, "Y4": 0.1368, "page": 0, "Index": 5}, {"Word": "OF", "Confidence": 0.998, "X1": 0.6528, "Y1": 0.1222, "X2": 0.6762, "Y2": 0.122, "X3": 0.6762, "Y3": 0.1378, "X4": 0.6515, "Y4": 0.1378, "page": 0, "Index": 6}, {"Word": "JANUARY,", "Confidence": 0.994, "X1": 0.68791, "Y1": 0.1222, "X2": 0.78414, "Y2": 0.122, "X3": 0.78414, "Y3": 0.1388, "X4": 0.68661, "Y4": 0.1378, "page": 0, "Index": 7}, {"Word": "1973", "Confidence": 0.991, "X1": 0.79324, "Y1": 0.1232, "X2": 0.83875, "Y2": 0.123, "X3": 0.83875, "Y3": 0.1398, "X4": 0.79324, "Y4": 0.1388, "page": 0, "Index": 8}, {"Word": "TITLE:", "Confidence": 0.994, "X1": 0.11183, "Y1": 0.1832, "X2": 0.18205, "Y2": 0.183, "X3": 0.18075, "Y3": 0.1988, "X4": 0.11183, "Y4": 0.1988, "page": 0, "Index": 9}, {"Word": "Controlled", "Confidence": 0.958, "X1": 0.20156, "Y1": 0.1822, "X2": 0.3186, "Y2": 0.182, "X3": 0.3186, "Y3": 0.1988, "X4": 0.20026, "Y4": 0.1988, "page": 0, "Index": 10}, {"Word": "Profile", "Confidence": 0.996, "X1": 0.3303, "Y1": 0.1832, "X2": 0.41092, "Y2": 0.183, "X3": 0.40962, "Y3": 0.1988, "X4": 0.329, "Y4": 0.1988, "page": 0, "Index": 11}, {"Word": "Cigaret", "Confidence": 0.996, "X1": 0.42133, "Y1": 0.1852, "X2": 0.50325, "Y2": 0.185, "X3": 0.50325, "Y3": 0.1998, "X4": 0.42133, "Y4": 0.1988, "page": 0, "Index": 12}, {"Word": "OBJECTIVE", "Confidence": 0.995, "X1": 0.10923, "Y1": 0.2272, "X2": 0.21326, "Y2": 0.227, "X3": 0.21196, "Y3": 0.2438, "X4": 0.10793, "Y4": 0.2438, "page": 0, "Index": 13}, {"Word": "\"To", "Confidence": 0.332, "X1": 0.14564, "Y1": 0.2582, "X2": 0.18986, "Y2": 0.258, "X3": 0.18986, "Y3": 0.2738, "X4": 0.14564, "Y4": 0.2738, "page": 0, "Index": 14}, {"Word": "develop", "Confidence": 0.827, "X1": 0.20026, "Y1": 0.2582, "X2": 0.28218, "Y2": 0.258, "X3": 0.28218, "Y3": 0.2738, "X4": 0.20026, "Y4": 0.2738, "page": 0, "Index": 15}, {"Word": "a", "Confidence": 0.998, "X1": 0.29389, "Y1": 0.2582, "X2": 0.30559, "Y2": 0.258, "X3": 0.30559, "Y3": 0.2748, "X4": 0.29389, "Y4": 0.2748, "page": 0, "Index": 16}, {"Word": "hi-fi", "Confidence": 0.997, "X1": 0.31469, "Y1": 0.2582, "X2": 0.37711, "Y2": 0.258, "X3": 0.37581, "Y3": 0.2748, "X4": 0.31469, "Y4": 0.2748, "page": 0, "Index": 17}, {"Word": "85", "Confidence": 0.945, "X1": 0.38622, "Y1": 0.2582, "X2": 0.41092, "Y2": 0.258, "X3": 0.40962, "Y3": 0.2748, "X4": 0.38492, "Y4": 0.2748, "page": 0, "Index": 18}, {"Word": "mm", "Confidence": 0.994, "X1": 0.42003, "Y1": 0.2582, "X2": 0.44603, "Y2": 0.258, "X3": 0.44473, "Y3": 0.2748, "X4": 0.41873, "Y4": 0.2748, "page": 0, "Index": 19}, {"Word": "cigaret,", "Confidence": 0.995, "X1": 0.45514, "Y1": 0.2582, "X2": 0.55267, "Y2": 0.258, "X3": 0.55137, "Y3": 0.2748, "X4": 0.45384, "Y4": 0.2748, "page": 0, "Index": 20}, {"Word": "regular", "Confidence": 0.996, "X1": 0.55917, "Y1": 0.2582, "X2": 0.64109, "Y2": 0.258, "X3": 0.63979, "Y3": 0.2748, "X4": 0.55787, "Y4": 0.2748, "page": 0, "Index": 21}, {"Word": "and", "Confidence": 0.998, "X1": 0.6528, "Y1": 0.2582, "X2": 0.68791, "Y2": 0.258, "X3": 0.68661, "Y3": 0.2748, "X4": 0.6515, "Y4": 0.2748, "page": 0, "Index": 22}, {"Word": "menthol,", "Confidence": 0.967, "X1": 0.69831, "Y1": 0.2592, "X2": 0.79454, "Y2": 0.259, "X3": 0.79194, "Y3": 0.2748, "X4": 0.69571, "Y4": 0.2748, "page": 0, "Index": 23}, {"Word": "with", "Confidence": 0.988, "X1": 0.10793, "Y1": 0.2742, "X2": 0.15475, "Y2": 0.274, "X3": 0.15475, "Y3": 0.2888, "X4": 0.10793, "Y4": 0.2888, "page": 0, "Index": 24}, {"Word": "an", "Confidence": 0.88, "X1": 0.16645, "Y1": 0.2742, "X2": 0.18856, "Y2": 0.274, "X3": 0.18856, "Y3": 0.2888, "X4": 0.16645, "Y4": 0.2888, "page": 0, "Index": 25}, {"Word": "automatic", "Confidence": 0.993, "X1": 0.20156, "Y1": 0.2742, "X2": 0.30559, "Y2": 0.274, "X3": 0.30559, "Y3": 0.2888, "X4": 0.20156, "Y4": 0.2888, "page": 0, "Index": 26}, {"Word": "dilution", "Confidence": 0.996, "X1": 0.31599, "Y1": 0.2732, "X2": 0.40832, "Y2": 0.273, "X3": 0.40702, "Y3": 0.2888, "X4": 0.31599, "Y4": 0.2888, "page": 0, "Index": 27}, {"Word": "system", "Confidence": 0.97, "X1": 0.42133, "Y1": 0.2742, "X2": 0.48895, "Y2": 0.274, "X3": 0.48765, "Y3": 0.2888, "X4": 0.42133, "Y4": 0.2888, "page": 0, "Index": 28}, {"Word": "which", "Confidence": 0.994, "X1": 0.50065, "Y1": 0.2742, "X2": 0.56047, "Y2": 0.274, "X3": 0.55917, "Y3": 0.2888, "X4": 0.50065, "Y4": 0.2888, "page": 0, "Index": 29}, {"Word": "allows", "Confidence": 0.991, "X1": 0.57217, "Y1": 0.2742, "X2": 0.64109, "Y2": 0.274, "X3": 0.63979, "Y3": 0.2888, "X4": 0.57217, "Y4": 0.2888, "page": 0, "Index": 30}, {"Word": "higher", "Confidence": 0.997, "X1": 0.6515, "Y1": 0.2752, "X2": 0.72302, "Y2": 0.275, "X3": 0.72172, "Y3": 0.2888, "X4": 0.6515, "Y4": 0.2888, "page": 0, "Index": 31}, {"Word": "deliveries", "Confidence": 0.994, "X1": 0.11313, "Y1": 0.2882, "X2": 0.22497, "Y2": 0.288, "X3": 0.22367, "Y3": 0.3028, "X4": 0.11183, "Y4": 0.3028, "page": 0, "Index": 32}, {"Word": "during", "Confidence": 0.997, "X1": 0.23537, "Y1": 0.2882, "X2": 0.30559, "Y2": 0.288, "X3": 0.30429, "Y3": 0.3038, "X4": 0.23407, "Y4": 0.3028, "page": 0, "Index": 33}, {"Word": "the", "Confidence": 0.998, "X1": 0.3173, "Y1": 0.2882, "X2": 0.35241, "Y2": 0.288, "X3": 0.35111, "Y3": 0.3038, "X4": 0.3173, "Y4": 0.3038, "page": 0, "Index": 34}, {"Word": "early", "Confidence": 0.968, "X1": 0.36281, "Y1": 0.2882, "X2": 0.42133, "Y2": 0.288, "X3": 0.42003, "Y3": 0.3038, "X4": 0.36151, "Y4": 0.3038, "page": 0, "Index": 35}, {"Word": "puffs", "Confidence": 0.997, "X1": 0.43043, "Y1": 0.2882, "X2": 0.49155, "Y2": 0.288, "X3": 0.49025, "Y3": 0.3038, "X4": 0.42913, "Y4": 0.3038, "page": 0, "Index": 36}, {"Word": "and", "Confidence": 0.998, "X1": 0.50195, "Y1": 0.2882, "X2": 0.53706, "Y2": 0.288, "X3": 0.53706, "Y3": 0.3048, "X4": 0.50065, "Y4": 0.3048, "page": 0, "Index": 37}, {"Word": "lower", "Confidence": 0.955, "X1": 0.54876, "Y1": 0.2892, "X2": 0.60598, "Y2": 0.289, "X3": 0.60598, "Y3": 0.3048, "X4": 0.54746, "Y4": 0.3048, "page": 0, "Index": 38}, {"Word": "deliveries", "Confidence": 0.94, "X1": 0.61899, "Y1": 0.2892, "X2": 0.73342, "Y2": 0.289, "X3": 0.73342, "Y3": 0.3038, "X4": 0.61769, "Y4": 0.3048, "page": 0, "Index": 39}, {"Word": "during", "Confidence": 0.997, "X1": 0.74512, "Y1": 0.2892, "X2": 0.81664, "Y2": 0.289, "X3": 0.81664, "Y3": 0.3038, "X4": 0.74512, "Y4": 0.3038, "page": 0, "Index": 40}, {"Word": "the", "Confidence": 0.998, "X1": 0.11053, "Y1": 0.3022, "X2": 0.14304, "Y2": 0.302, "X3": 0.14174, "Y3": 0.3168, "X4": 0.10923, "Y4": 0.3168, "page": 0, "Index": 41}, {"Word": "later", "Confidence": 0.997, "X1": 0.15475, "Y1": 0.3022, "X2": 0.21326, "Y2": 0.302, "X3": 0.21196, "Y3": 0.3178, "X4": 0.15475, "Y4": 0.3168, "page": 0, "Index": 42}, {"Word": "puffs", "Confidence": 0.997, "X1": 0.22237, "Y1": 0.3032, "X2": 0.28218, "Y2": 0.303, "X3": 0.28218, "Y3": 0.3178, "X4": 0.22107, "Y4": 0.3178, "page": 0, "Index": 43}, {"Word": "and", "Confidence": 0.998, "X1": 0.29259, "Y1": 0.3032, "X2": 0.3277, "Y2": 0.303, "X3": 0.3277, "Y3": 0.3178, "X4": 0.29259, "Y4": 0.3178, "page": 0, "Index": 44}, {"Word": "with", "Confidence": 0.991, "X1": 0.3381, "Y1": 0.3032, "X2": 0.38622, "Y2": 0.303, "X3": 0.38492, "Y3": 0.3188, "X4": 0.3381, "Y4": 0.3178, "page": 0, "Index": 45}, {"Word": "taste", "Confidence": 0.998, "X1": 0.39792, "Y1": 0.3032, "X2": 0.45514, "Y2": 0.303, "X3": 0.45514, "Y3": 0.3188, "X4": 0.39662, "Y4": 0.3188, "page": 0, "Index": 46}, {"Word": "characteristics", "Confidence": 0.994, "X1": 0.46684, "Y1": 0.3042, "X2": 0.63979, "Y2": 0.304, "X3": 0.63979, "Y3": 0.3188, "X4": 0.46684, "Y4": 0.3188, "page": 0, "Index": 47}, {"Word": "superior", "Confidence": 0.995, "X1": 0.6515, "Y1": 0.3042, "X2": 0.74512, "Y2": 0.304, "X3": 0.74512, "Y3": 0.3188, "X4": 0.6515, "Y4": 0.3188, "page": 0, "Index": 48}, {"Word": ".to", "Confidence": 0.991, "X1": 0.75163, "Y1": 0.3042, "X2": 0.77893, "Y2": 0.304, "X3": 0.77893, "Y3": 0.3188, "X4": 0.75163, "Y4": 0.3188, "page": 0, "Index": 49}, {"Word": "those", "Confidence": 0.979, "X1": 0.10923, "Y1": 0.3192, "X2": 0.16645, "Y2": 0.319, "X3": 0.16515, "Y3": 0.3328, "X4": 0.10793, "Y4": 0.3328, "page": 0, "Index": 50}, {"Word": "of", "Confidence": 0.998, "X1": 0.17815, "Y1": 0.3192, "X2": 0.20026, "Y2": 0.319, "X3": 0.20026, "Y3": 0.3328, "X4": 0.17815, "Y4": 0.3328, "page": 0, "Index": 51}, {"Word": "commercial", "Confidence": 0.991, "X1": 0.21196, "Y1": 0.3182, "X2": 0.3277, "Y2": 0.318, "X3": 0.3264, "Y3": 0.3338, "X4": 0.21196, "Y4": 0.3328, "page": 0, "Index": 52}, {"Word": "brands", "Confidence": 0.996, "X1": 0.3381, "Y1": 0.3182, "X2": 0.40962, "Y2": 0.318, "X3": 0.40832, "Y3": 0.3338, "X4": 0.3368, "Y4": 0.3338, "page": 0, "Index": 53}, {"Word": "of", "Confidence": 0.998, "X1": 0.42133, "Y1": 0.3182, "X2": 0.44343, "Y2": 0.318, "X3": 0.44343, "Y3": 0.3338, "X4": 0.42003, "Y4": 0.3338, "page": 0, "Index": 54}, {"Word": "comparable", "Confidence": 0.993, "X1": 0.45644, "Y1": 0.3182, "X2": 0.57087, "Y2": 0.318, "X3": 0.56957, "Y3": 0.3338, "X4": 0.45514, "Y4": 0.3338, "page": 0, "Index": 55}, {"Word": "delivery;", "Confidence": 0.995, "X1": 0.58257, "Y1": 0.3192, "X2": 0.69051, "Y2": 0.319, "X3": 0.68921, "Y3": 0.3338, "X4": 0.58127, "Y4": 0.3338, "page": 0, "Index": 56}, {"Word": "the", "Confidence": 0.998, "X1": 0.70091, "Y1": 0.3192, "X2": 0.73342, "Y2": 0.319, "X3": 0.73212, "Y3": 0.3338, "X4": 0.69961, "Y4": 0.3338, "page": 0, "Index": 57}, {"Word": "dilution", "Confidence": 0.993, "X1": 0.74512, "Y1": 0.3202, "X2": 0.83875, "Y2": 0.32, "X3": 0.83745, "Y3": 0.3338, "X4": 0.74382, "Y4": 0.3338, "page": 0, "Index": 58}, {"Word": "system", "Confidence": 0.995, "X1": 0.10793, "Y1": 0.3332, "X2": 0.17555, "Y2": 0.333, "X3": 0.17555, "Y3": 0.3478, "X4": 0.10793, "Y4": 0.3468, "page": 0, "Index": 59}, {"Word": "is", "Confidence": 0.998, "X1": 0.18986, "Y1": 0.3332, "X2": 0.21066, "Y2": 0.333, "X3": 0.21066, "Y3": 0.3478, "X4": 0.18986, "Y4": 0.3478, "page": 0, "Index": 60}, {"Word": "to", "Confidence": 0.998, "X1": 0.22367, "Y1": 0.3332, "X2": 0.24577, "Y2": 0.333, "X3": 0.24577, "Y3": 0.3478, "X4": 0.22367, "Y4": 0.3478, "page": 0, "Index": 61}, {"Word": "be", "Confidence": 0.998, "X1": 0.25618, "Y1": 0.3332, "X2": 0.28088, "Y2": 0.333, "X3": 0.28088, "Y3": 0.3478, "X4": 0.25618, "Y4": 0.3478, "page": 0, "Index": 62}, {"Word": "stable", "Confidence": 0.997, "X1": 0.29259, "Y1": 0.3332, "X2": 0.36151, "Y2": 0.333, "X3": 0.36151, "Y3": 0.3478, "X4": 0.29259, "Y4": 0.3478, "page": 0, "Index": 63}, {"Word": "at", "Confidence": 0.998, "X1": 0.37321, "Y1": 0.3332, "X2": 0.39662, "Y2": 0.333, "X3": 0.39662, "Y3": 0.3478, "X4": 0.37321, "Y4": 0.3478, "page": 0, "Index": 64}, {"Word": "150\u00baF.", "Confidence": 0.617, "X1": 0.72302, "Y1": 0.3332, "X2": 0.78804, "Y2": 0.333, "X3": 0.78804, "Y3": 0.3478, "X4": 0.72302, "Y4": 0.3488, "page": 0, "Index": 65}, {"Word": "ambient", "Confidence": 0.991, "X1": 0.40832, "Y1": 0.3332, "X2": 0.49025, "Y2": 0.333, "X3": 0.49025, "Y3": 0.3488, "X4": 0.40832, "Y4": 0.3478, "page": 0, "Index": 66}, {"Word": "temperatures", "Confidence": 0.992, "X1": 0.50195, "Y1": 0.3332, "X2": 0.63979, "Y2": 0.333, "X3": 0.63979, "Y3": 0.3488, "X4": 0.50195, "Y4": 0.3488, "page": 0, "Index": 67}, {"Word": "up", "Confidence": 0.998, "X1": 0.6502, "Y1": 0.3332, "X2": 0.6749, "Y2": 0.333, "X3": 0.6749, "Y3": 0.3488, "X4": 0.6502, "Y4": 0.3488, "page": 0, "Index": 68}, {"Word": "to", "Confidence": 0.998, "X1": 0.68791, "Y1": 0.3332, "X2": 0.71001, "Y2": 0.333, "X3": 0.71001, "Y3": 0.3488, "X4": 0.68791, "Y4": 0.3488, "page": 0, "Index": 69}, {"Word": "STATUS", "Confidence": 0.996, "X1": 0.10793, "Y1": 0.3762, "X2": 0.17425, "Y2": 0.376, "X3": 0.17425, "Y3": 0.3918, "X4": 0.10793, "Y4": 0.3938, "page": 0, "Index": 70}, {"Word": ":", "Confidence": 0.837, "X1": 0.17815, "Y1": 0.3762, "X2": 0.18856, "Y2": 0.376, "X3": 0.18986, "Y3": 0.3918, "X4": 0.17945, "Y4": 0.3918, "page": 0, "Index": 71}, {"Word": "(1)", "Confidence": 0.994, "X1": 0.16905, "Y1": 0.4062, "X2": 0.19896, "Y2": 0.406, "X3": 0.19896, "Y3": 0.4238, "X4": 0.16905, "Y4": 0.4238, "page": 0, "Index": 72}, {"Word": "Results", "Confidence": 0.988, "X1": 0.22107, "Y1": 0.4072, "X2": 0.30429, "Y2": 0.407, "X3": 0.30299, "Y3": 0.4238, "X4": 0.22107, "Y4": 0.4238, "page": 0, "Index": 73}, {"Word": "from", "Confidence": 0.99, "X1": 0.31339, "Y1": 0.4072, "X2": 0.36021, "Y2": 0.407, "X3": 0.36021, "Y3": 0.4228, "X4": 0.31339, "Y4": 0.4228, "page": 0, "Index": 74}, {"Word": "the", "Confidence": 0.998, "X1": 0.37191, "Y1": 0.4072, "X2": 0.40702, "Y2": 0.407, "X3": 0.40702, "Y3": 0.4228, "X4": 0.37191, "Y4": 0.4228, "page": 0, "Index": 75}, {"Word": "concept", "Confidence": 0.997, "X1": 0.41873, "Y1": 0.4082, "X2": 0.50195, "Y2": 0.408, "X3": 0.50065, "Y3": 0.4228, "X4": 0.41873, "Y4": 0.4228, "page": 0, "Index": 76}, {"Word": "testing", "Confidence": 0.996, "X1": 0.51235, "Y1": 0.4082, "X2": 0.59428, "Y2": 0.408, "X3": 0.59298, "Y3": 0.4238, "X4": 0.51105, "Y4": 0.4238, "page": 0, "Index": 77}, {"Word": "of", "Confidence": 0.998, "X1": 0.60338, "Y1": 0.4082, "X2": 0.62939, "Y2": 0.408, "X3": 0.62809, "Y3": 0.4238, "X4": 0.60338, "Y4": 0.4238, "page": 0, "Index": 78}, {"Word": "a", "Confidence": 0.995, "X1": 0.63979, "Y1": 0.4082, "X2": 0.6515, "Y2": 0.408, "X3": 0.6515, "Y3": 0.4238, "X4": 0.63849, "Y4": 0.4238, "page": 0, "Index": 79}, {"Word": "12", "Confidence": 0.998, "X1": 0.6619, "Y1": 0.4082, "X2": 0.68661, "Y2": 0.408, "X3": 0.68661, "Y3": 0.4248, "X4": 0.6606, "Y4": 0.4238, "page": 0, "Index": 80}, {"Word": "mg", "Confidence": 0.995, "X1": 0.69571, "Y1": 0.4082, "X2": 0.72302, "Y2": 0.408, "X3": 0.72172, "Y3": 0.4248, "X4": 0.69571, "Y4": 0.4248, "page": 0, "Index": 81}, {"Word": "CP", "Confidence": 0.998, "X1": 0.73082, "Y1": 0.4082, "X2": 0.75683, "Y2": 0.408, "X3": 0.75553, "Y3": 0.4248, "X4": 0.73082, "Y4": 0.4248, "page": 0, "Index": 82}, {"Word": "\"cigaret", "Confidence": 0.535, "X1": 0.20156, "Y1": 0.4232, "X2": 0.30169, "Y2": 0.423, "X3": 0.30299, "Y3": 0.4378, "X4": 0.20286, "Y4": 0.4378, "page": 0, "Index": 83}, {"Word": "versus", "Confidence": 0.996, "X1": 0.31339, "Y1": 0.4232, "X2": 0.38231, "Y2": 0.423, "X3": 0.38362, "Y3": 0.4378, "X4": 0.31469, "Y4": 0.4378, "page": 0, "Index": 84}, {"Word": "a", "Confidence": 0.996, "X1": 0.39532, "Y1": 0.4232, "X2": 0.40702, "Y2": 0.423, "X3": 0.40702, "Y3": 0.4378, "X4": 0.39532, "Y4": 0.4378, "page": 0, "Index": 85}, {"Word": "12", "Confidence": 0.998, "X1": 0.41873, "Y1": 0.4232, "X2": 0.44213, "Y2": 0.423, "X3": 0.44213, "Y3": 0.4378, "X4": 0.41873, "Y4": 0.4378, "page": 0, "Index": 86}, {"Word": "mg", "Confidence": 0.997, "X1": 0.45254, "Y1": 0.4232, "X2": 0.47594, "Y2": 0.423, "X3": 0.47594, "Y3": 0.4378, "X4": 0.45254, "Y4": 0.4378, "page": 0, "Index": 87}, {"Word": "control", "Confidence": 0.968, "X1": 0.48765, "Y1": 0.4232, "X2": 0.56957, "Y2": 0.423, "X3": 0.56957, "Y3": 0.4378, "X4": 0.48765, "Y4": 0.4378, "page": 0, "Index": 88}, {"Word": "with", "Confidence": 0.989, "X1": 0.57997, "Y1": 0.4232, "X2": 0.62809, "Y2": 0.423, "X3": 0.62679, "Y3": 0.4378, "X4": 0.57997, "Y4": 0.4378, "page": 0, "Index": 89}, {"Word": "lower", "Confidence": 0.958, "X1": 0.64109, "Y1": 0.4232, "X2": 0.69701, "Y2": 0.423, "X3": 0.69571, "Y3": 0.4378, "X4": 0.63979, "Y4": 0.4378, "page": 0, "Index": 90}, {"Word": "first", "Confidence": 0.997, "X1": 0.71001, "Y1": 0.4232, "X2": 0.76853, "Y2": 0.423, "X3": 0.76723, "Y3": 0.4378, "X4": 0.70871, "Y4": 0.4378, "page": 0, "Index": 91}, {"Word": "half", "Confidence": 0.983, "X1": 0.22107, "Y1": 0.4372, "X2": 0.26788, "Y2": 0.437, "X3": 0.26788, "Y3": 0.4528, "X4": 0.22107, "Y4": 0.4528, "page": 0, "Index": 92}, {"Word": "puff", "Confidence": 0.986, "X1": 0.27698, "Y1": 0.4372, "X2": 0.3264, "Y2": 0.437, "X3": 0.3264, "Y3": 0.4528, "X4": 0.27828, "Y4": 0.4528, "page": 0, "Index": 93}, {"Word": "deliveries", "Confidence": 0.994, "X1": 0.3355, "Y1": 0.4382, "X2": 0.45254, "Y2": 0.438, "X3": 0.45254, "Y3": 0.4528, "X4": 0.3355, "Y4": 0.4528, "page": 0, "Index": 94}, {"Word": "and", "Confidence": 0.998, "X1": 0.46424, "Y1": 0.4382, "X2": 0.50065, "Y2": 0.438, "X3": 0.50065, "Y3": 0.4528, "X4": 0.46424, "Y4": 0.4528, "page": 0, "Index": 95}, {"Word": "a", "Confidence": 0.996, "X1": 0.51105, "Y1": 0.4382, "X2": 0.52276, "Y2": 0.438, "X3": 0.52276, "Y3": 0.4528, "X4": 0.51105, "Y4": 0.4528, "page": 0, "Index": 96}, {"Word": "14", "Confidence": 0.994, "X1": 0.53446, "Y1": 0.4382, "X2": 0.55787, "Y2": 0.438, "X3": 0.55787, "Y3": 0.4528, "X4": 0.53446, "Y4": 0.4528, "page": 0, "Index": 97}, {"Word": "mg", "Confidence": 0.998, "X1": 0.56827, "Y1": 0.4382, "X2": 0.59428, "Y2": 0.438, "X3": 0.59298, "Y3": 0.4528, "X4": 0.56697, "Y4": 0.4528, "page": 0, "Index": 98}, {"Word": "control", "Confidence": 0.994, "X1": 0.60338, "Y1": 0.4382, "X2": 0.68531, "Y2": 0.438, "X3": 0.68401, "Y3": 0.4538, "X4": 0.60338, "Y4": 0.4528, "page": 0, "Index": 99}, {"Word": "with", "Confidence": 0.989, "X1": 0.69571, "Y1": 0.4382, "X2": 0.74252, "Y2": 0.438, "X3": 0.74252, "Y3": 0.4538, "X4": 0.69571, "Y4": 0.4538, "page": 0, "Index": 100}, {"Word": "equal", "Confidence": 0.955, "X1": 0.22237, "Y1": 0.4522, "X2": 0.27828, "Y2": 0.452, "X3": 0.27828, "Y3": 0.4678, "X4": 0.22237, "Y4": 0.4678, "page": 0, "Index": 101}, {"Word": "first", "Confidence": 0.993, "X1": 0.29129, "Y1": 0.4522, "X2": 0.3485, "Y2": 0.452, "X3": 0.3485, "Y3": 0.4678, "X4": 0.29129, "Y4": 0.4678, "page": 0, "Index": 102}, {"Word": "no", "Confidence": 0.998, "X1": 0.68401, "Y1": 0.4542, "X2": 0.70871, "Y2": 0.454, "X3": 0.70871, "Y3": 0.4678, "X4": 0.68401, "Y4": 0.4688, "page": 0, "Index": 103}, {"Word": "half", "Confidence": 0.989, "X1": 0.35761, "Y1": 0.4522, "X2": 0.40572, "Y2": 0.452, "X3": 0.40572, "Y3": 0.4688, "X4": 0.35761, "Y4": 0.4678, "page": 0, "Index": 104}, {"Word": "puff", "Confidence": 0.984, "X1": 0.41743, "Y1": 0.4532, "X2": 0.46424, "Y2": 0.453, "X3": 0.46424, "Y3": 0.4688, "X4": 0.41743, "Y4": 0.4688, "page": 0, "Index": 105}, {"Word": "deliveries", "Confidence": 0.994, "X1": 0.47594, "Y1": 0.4532, "X2": 0.59168, "Y2": 0.453, "X3": 0.59168, "Y3": 0.4688, "X4": 0.47594, "Y4": 0.4688, "page": 0, "Index": 106}, {"Word": "showed", "Confidence": 0.995, "X1": 0.60468, "Y1": 0.4542, "X2": 0.6736, "Y2": 0.454, "X3": 0.6736, "Y3": 0.4688, "X4": 0.60468, "Y4": 0.4688, "page": 0, "Index": 107}, {"Word": "differences", "Confidence": 0.994, "X1": 0.22237, "Y1": 0.4682, "X2": 0.3498, "Y2": 0.468, "X3": 0.3485, "Y3": 0.4838, "X4": 0.22237, "Y4": 0.4838, "page": 0, "Index": 108}, {"Word": "in", "Confidence": 0.998, "X1": 0.36021, "Y1": 0.4682, "X2": 0.38231, "Y2": 0.468, "X3": 0.38231, "Y3": 0.4848, "X4": 0.36021, "Y4": 0.4838, "page": 0, "Index": 109}, {"Word": "acceptability.", "Confidence": 0.993, "X1": 0.39532, "Y1": 0.4682, "X2": 0.56047, "Y2": 0.468, "X3": 0.56047, "Y3": 0.4848, "X4": 0.39532, "Y4": 0.4848, "page": 0, "Index": 110}, {"Word": "In", "Confidence": 0.998, "X1": 0.58127, "Y1": 0.4682, "X2": 0.60338, "Y2": 0.468, "X3": 0.60338, "Y3": 0.4848, "X4": 0.58127, "Y4": 0.4848, "page": 0, "Index": 111}, {"Word": "the", "Confidence": 0.998, "X1": 0.61638, "Y1": 0.4682, "X2": 0.6515, "Y2": 0.468, "X3": 0.6515, "Y3": 0.4838, "X4": 0.61638, "Y4": 0.4838, "page": 0, "Index": 112}, {"Word": "equal", "Confidence": 0.991, "X1": 0.6619, "Y1": 0.4692, "X2": 0.72042, "Y2": 0.469, "X3": 0.72042, "Y3": 0.4838, "X4": 0.6619, "Y4": 0.4838, "page": 0, "Index": 113}, {"Word": "delivery", "Confidence": 0.996, "X1": 0.22107, "Y1": 0.4842, "X2": 0.31469, "Y2": 0.484, "X3": 0.31469, "Y3": 0.4988, "X4": 0.22107, "Y4": 0.4988, "page": 0, "Index": 114}, {"Word": "test,", "Confidence": 0.991, "X1": 0.3251, "Y1": 0.4842, "X2": 0.38622, "Y2": 0.484, "X3": 0.38622, "Y3": 0.4998, "X4": 0.3251, "Y4": 0.4988, "page": 0, "Index": 115}, {"Word": "panelists", "Confidence": 0.993, "X1": 0.39402, "Y1": 0.4842, "X2": 0.49935, "Y2": 0.484, "X3": 0.49935, "Y3": 0.4998, "X4": 0.39402, "Y4": 0.4998, "page": 0, "Index": 116}, {"Word": "rated", "Confidence": 0.997, "X1": 0.51105, "Y1": 0.4842, "X2": 0.56827, "Y2": 0.484, "X3": 0.56827, "Y3": 0.4998, "X4": 0.50975, "Y4": 0.4998, "page": 0, "Index": 117}, {"Word": "the", "Confidence": 0.998, "X1": 0.58127, "Y1": 0.4842, "X2": 0.61638, "Y2": 0.484, "X3": 0.61508, "Y3": 0.4998, "X4": 0.58127, "Y4": 0.4998, "page": 0, "Index": 118}, {"Word": "initial", "Confidence": 0.991, "X1": 0.62679, "Y1": 0.4832, "X2": 0.70871, "Y2": 0.483, "X3": 0.70741, "Y3": 0.4998, "X4": 0.62679, "Y4": 0.4998, "page": 0, "Index": 119}, {"Word": "puffs", "Confidence": 0.996, "X1": 0.71912, "Y1": 0.4832, "X2": 0.77893, "Y2": 0.483, "X3": 0.77893, "Y3": 0.4998, "X4": 0.71912, "Y4": 0.4998, "page": 0, "Index": 120}, {"Word": "as", "Confidence": 0.998, "X1": 0.22107, "Y1": 0.5002, "X2": 0.24187, "Y2": 0.5, "X3": 0.24057, "Y3": 0.5128, "X4": 0.21977, "Y4": 0.5128, "page": 0, "Index": 121}, {"Word": "well", "Confidence": 0.983, "X1": 0.25618, "Y1": 0.4992, "X2": 0.30169, "Y2": 0.499, "X3": 0.30039, "Y3": 0.5128, "X4": 0.25488, "Y4": 0.5128, "page": 0, "Index": 122}, {"Word": "as", "Confidence": 0.998, "X1": 0.31469, "Y1": 0.4992, "X2": 0.3355, "Y2": 0.499, "X3": 0.3342, "Y3": 0.5128, "X4": 0.31339, "Y4": 0.5128, "page": 0, "Index": 123}, {"Word": "the", "Confidence": 0.998, "X1": 0.3498, "Y1": 0.4992, "X2": 0.38231, "Y2": 0.499, "X3": 0.38101, "Y3": 0.5128, "X4": 0.3485, "Y4": 0.5128, "page": 0, "Index": 124}, {"Word": "later", "Confidence": 0.966, "X1": 0.39532, "Y1": 0.4992, "X2": 0.45254, "Y2": 0.499, "X3": 0.45124, "Y3": 0.5138, "X4": 0.39402, "Y4": 0.5128, "page": 0, "Index": 125}, {"Word": "puffs", "Confidence": 0.993, "X1": 0.46294, "Y1": 0.4992, "X2": 0.52146, "Y2": 0.499, "X3": 0.52146, "Y3": 0.5138, "X4": 0.46164, "Y4": 0.5138, "page": 0, "Index": 126}, {"Word": "of", "Confidence": 0.998, "X1": 0.53446, "Y1": 0.4992, "X2": 0.55657, "Y2": 0.499, "X3": 0.55527, "Y3": 0.5138, "X4": 0.53316, "Y4": 0.5138, "page": 0, "Index": 127}, {"Word": "the", "Confidence": 0.998, "X1": 0.57087, "Y1": 0.4992, "X2": 0.60338, "Y2": 0.499, "X3": 0.60208, "Y3": 0.5138, "X4": 0.56957, "Y4": 0.5138, "page": 0, "Index": 128}, {"Word": "CP", "Confidence": 0.993, "X1": 0.61378, "Y1": 0.4992, "X2": 0.63589, "Y2": 0.499, "X3": 0.63589, "Y3": 0.5128, "X4": 0.61378, "Y4": 0.5128, "page": 0, "Index": 129}, {"Word": "stronger.", "Confidence": 0.941, "X1": 0.6502, "Y1": 0.5012, "X2": 0.74772, "Y2": 0.501, "X3": 0.74642, "Y3": 0.5128, "X4": 0.64889, "Y4": 0.5128, "page": 0, "Index": 130}, {"Word": "and", "Confidence": 0.882, "X1": 0.22237, "Y1": 0.5132, "X2": 0.25488, "Y2": 0.513, "X3": 0.25358, "Y3": 0.5268, "X4": 0.22107, "Y4": 0.5268, "page": 0, "Index": 131}, {"Word": "detected", "Confidence": 0.995, "X1": 0.26658, "Y1": 0.5132, "X2": 0.35891, "Y2": 0.513, "X3": 0.35761, "Y3": 0.5268, "X4": 0.26528, "Y4": 0.5268, "page": 0, "Index": 132}, {"Word": "no", "Confidence": 0.998, "X1": 0.37061, "Y1": 0.5132, "X2": 0.39402, "Y2": 0.513, "X3": 0.39272, "Y3": 0.5268, "X4": 0.36931, "Y4": 0.5268, "page": 0, "Index": 133}, {"Word": "differences", "Confidence": 0.991, "X1": 0.40572, "Y1": 0.5132, "X2": 0.53316, "Y2": 0.513, "X3": 0.53186, "Y3": 0.5278, "X4": 0.40442, "Y4": 0.5268, "page": 0, "Index": 134}, {"Word": "in", "Confidence": 0.997, "X1": 0.54616, "Y1": 0.5132, "X2": 0.56697, "Y2": 0.513, "X3": 0.56697, "Y3": 0.5278, "X4": 0.54486, "Y4": 0.5278, "page": 0, "Index": 135}, {"Word": "initial", "Confidence": 0.955, "X1": 0.58127, "Y1": 0.5132, "X2": 0.6619, "Y2": 0.513, "X3": 0.6606, "Y3": 0.5288, "X4": 0.58127, "Y4": 0.5278, "page": 0, "Index": 136}, {"Word": "or", "Confidence": 0.998, "X1": 0.6736, "Y1": 0.5132, "X2": 0.69571, "Y2": 0.513, "X3": 0.69441, "Y3": 0.5288, "X4": 0.6723, "Y4": 0.5288, "page": 0, "Index": 137}, {"Word": "later", "Confidence": 0.886, "X1": 0.70871, "Y1": 0.5142, "X2": 0.76593, "Y2": 0.514, "X3": 0.76463, "Y3": 0.5288, "X4": 0.70741, "Y4": 0.5288, "page": 0, "Index": 138}, {"Word": "puffs", "Confidence": 0.906, "X1": 0.21977, "Y1": 0.5282, "X2": 0.27828, "Y2": 0.528, "X3": 0.27698, "Y3": 0.5428, "X4": 0.21847, "Y4": 0.5428, "page": 0, "Index": 139}, {"Word": "strength", "Confidence": 0.995, "X1": 0.28999, "Y1": 0.5282, "X2": 0.38101, "Y2": 0.528, "X3": 0.38101, "Y3": 0.5428, "X4": 0.28869, "Y4": 0.5428, "page": 0, "Index": 140}, {"Word": "in", "Confidence": 0.998, "X1": 0.39532, "Y1": 0.5282, "X2": 0.41612, "Y2": 0.528, "X3": 0.41612, "Y3": 0.5428, "X4": 0.39402, "Y4": 0.5428, "page": 0, "Index": 141}, {"Word": "the", "Confidence": 0.998, "X1": 0.42913, "Y1": 0.5282, "X2": 0.46424, "Y2": 0.528, "X3": 0.46424, "Y3": 0.5428, "X4": 0.42913, "Y4": 0.5428, "page": 0, "Index": 142}, {"Word": "12", "Confidence": 0.998, "X1": 0.47594, "Y1": 0.5282, "X2": 0.49935, "Y2": 0.528, "X3": 0.49935, "Y3": 0.5428, "X4": 0.47594, "Y4": 0.5428, "page": 0, "Index": 143}, {"Word": "mg", "Confidence": 0.997, "X1": 0.50845, "Y1": 0.5282, "X2": 0.53446, "Y2": 0.528, "X3": 0.53446, "Y3": 0.5428, "X4": 0.50845, "Y4": 0.5428, "page": 0, "Index": 144}, {"Word": "vs.", "Confidence": 0.997, "X1": 0.54486, "Y1": 0.5282, "X2": 0.58127, "Y2": 0.528, "X3": 0.58127, "Y3": 0.5438, "X4": 0.54486, "Y4": 0.5428, "page": 0, "Index": 145}, {"Word": "14", "Confidence": 0.998, "X1": 0.59168, "Y1": 0.5282, "X2": 0.61638, "Y2": 0.528, "X3": 0.61508, "Y3": 0.5438, "X4": 0.59168, "Y4": 0.5438, "page": 0, "Index": 146}, {"Word": "ms", "Confidence": 0.644, "X1": 0.62549, "Y1": 0.5282, "X2": 0.64889, "Y2": 0.528, "X3": 0.64889, "Y3": 0.5438, "X4": 0.62549, "Y4": 0.5438, "page": 0, "Index": 147}, {"Word": "test.", "Confidence": 0.997, "X1": 0.6632, "Y1": 0.5292, "X2": 0.72042, "Y2": 0.529, "X3": 0.72042, "Y3": 0.5438, "X4": 0.6632, "Y4": 0.5438, "page": 0, "Index": 148}, {"Word": "_product", "Confidence": 0.643, "X1": 0.22887, "Y1": 0.5432, "X2": 0.3251, "Y2": 0.543, "X3": 0.3238, "Y3": 0.5578, "X4": 0.22887, "Y4": 0.5578, "page": 0, "Index": 149}, {"Word": "explanation", "Confidence": 0.992, "X1": 0.3355, "Y1": 0.5432, "X2": 0.46294, "Y2": 0.543, "X3": 0.46164, "Y3": 0.5578, "X4": 0.3355, "Y4": 0.5578, "page": 0, "Index": 150}, {"Word": "did", "Confidence": 0.998, "X1": 0.47464, "Y1": 0.5432, "X2": 0.50975, "Y2": 0.543, "X3": 0.50845, "Y3": 0.5588, "X4": 0.47334, "Y4": 0.5578, "page": 0, "Index": 151}, {"Word": "not", "Confidence": 0.998, "X1": 0.52016, "Y1": 0.5432, "X2": 0.55787, "Y2": 0.543, "X3": 0.55657, "Y3": 0.5588, "X4": 0.52016, "Y4": 0.5588, "page": 0, "Index": 152}, {"Word": "significantly", "Confidence": 0.957, "X1": 0.56697, "Y1": 0.5432, "X2": 0.71912, "Y2": 0.543, "X3": 0.71782, "Y3": 0.5588, "X4": 0.56567, "Y4": 0.5588, "page": 0, "Index": 153}, {"Word": "affect", "Confidence": 0.997, "X1": 0.73082, "Y1": 0.5432, "X2": 0.80104, "Y2": 0.543, "X3": 0.79974, "Y3": 0.5598, "X4": 0.72952, "Y4": 0.5598, "page": 0, "Index": 154}, {"Word": "acceptability.", "Confidence": 0.991, "X1": 0.22107, "Y1": 0.5592, "X2": 0.38101, "Y2": 0.559, "X3": 0.37971, "Y3": 0.5728, "X4": 0.22107, "Y4": 0.5708, "page": 0, "Index": 155}, {"Word": "(2)", "Confidence": 0.936, "X1": 0.16515, "Y1": 0.5852, "X2": 0.19636, "Y2": 0.585, "X3": 0.19636, "Y3": 0.6008, "X4": 0.16385, "Y4": 0.5998, "page": 0, "Index": 156}, {"Word": "HTI", "Confidence": 0.994, "X1": 0.21717, "Y1": 0.5872, "X2": 0.25488, "Y2": 0.587, "X3": 0.25488, "Y3": 0.6018, "X4": 0.21717, "Y4": 0.6018, "page": 0, "Index": 157}, {"Word": "testing", "Confidence": 0.997, "X1": 0.26658, "Y1": 0.5872, "X2": 0.3485, "Y2": 0.587, "X3": 0.3485, "Y3": 0.6028, "X4": 0.26658, "Y4": 0.6018, "page": 0, "Index": 158}, {"Word": "of", "Confidence": 0.998, "X1": 0.35761, "Y1": 0.5872, "X2": 0.38231, "Y2": 0.587, "X3": 0.38101, "Y3": 0.6028, "X4": 0.35631, "Y4": 0.6028, "page": 0, "Index": 159}, {"Word": "a", "Confidence": 0.995, "X1": 0.39402, "Y1": 0.5872, "X2": 0.40572, "Y2": 0.587, "X3": 0.40572, "Y3": 0.6028, "X4": 0.39272, "Y4": 0.6028, "page": 0, "Index": 160}, {"Word": "12", "Confidence": 0.998, "X1": 0.41612, "Y1": 0.5872, "X2": 0.44083, "Y2": 0.587, "X3": 0.44083, "Y3": 0.6028, "X4": 0.41482, "Y4": 0.6028, "page": 0, "Index": 161}, {"Word": "mg", "Confidence": 0.998, "X1": 0.44993, "Y1": 0.5872, "X2": 0.47594, "Y2": 0.587, "X3": 0.47464, "Y3": 0.6028, "X4": 0.44863, "Y4": 0.6028, "page": 0, "Index": 162}, {"Word": "CP", "Confidence": 0.997, "X1": 0.48635, "Y1": 0.5872, "X2": 0.50975, "Y2": 0.587, "X3": 0.50845, "Y3": 0.6028, "X4": 0.48505, "Y4": 0.6028, "page": 0, "Index": 163}, {"Word": "versus", "Confidence": 0.997, "X1": 0.52016, "Y1": 0.5862, "X2": 0.59168, "Y2": 0.586, "X3": 0.59168, "Y3": 0.6028, "X4": 0.52016, "Y4": 0.6028, "page": 0, "Index": 164}, {"Word": "True", "Confidence": 0.989, "X1": 0.60338, "Y1": 0.5862, "X2": 0.6502, "Y2": 0.586, "X3": 0.6502, "Y3": 0.6028, "X4": 0.60208, "Y4": 0.6028, "page": 0, "Index": 165}, {"Word": "indicated", "Confidence": 0.995, "X1": 0.6606, "Y1": 0.5862, "X2": 0.76593, "Y2": 0.586, "X3": 0.76593, "Y3": 0.6028, "X4": 0.6593, "Y4": 0.6028, "page": 0, "Index": 166}, {"Word": "the", "Confidence": 0.909, "X1": 0.22107, "Y1": 0.6032, "X2": 0.25358, "Y2": 0.603, "X3": 0.25358, "Y3": 0.6158, "X4": 0.22107, "Y4": 0.6148, "page": 0, "Index": 167}, {"Word": "cigarets", "Confidence": 0.996, "X1": 0.26528, "Y1": 0.6022, "X2": 0.35761, "Y2": 0.602, "X3": 0.35761, "Y3": 0.6168, "X4": 0.26528, "Y4": 0.6158, "page": 0, "Index": 168}, {"Word": "to", "Confidence": 0.998, "X1": 0.37061, "Y1": 0.6012, "X2": 0.39272, "Y2": 0.601, "X3": 0.39142, "Y3": 0.6168, "X4": 0.36931, "Y4": 0.6168, "page": 0, "Index": 169}, {"Word": "be", "Confidence": 0.998, "X1": 0.40442, "Y1": 0.6012, "X2": 0.42783, "Y2": 0.601, "X3": 0.42653, "Y3": 0.6168, "X4": 0.40312, "Y4": 0.6168, "page": 0, "Index": 170}, {"Word": "equally", "Confidence": 0.994, "X1": 0.43823, "Y1": 0.6012, "X2": 0.52016, "Y2": 0.601, "X3": 0.51886, "Y3": 0.6168, "X4": 0.43823, "Y4": 0.6168, "page": 0, "Index": 171}, {"Word": "preferred.", "Confidence": 0.95, "X1": 0.53056, "Y1": 0.6022, "X2": 0.6502, "Y2": 0.602, "X3": 0.6502, "Y3": 0.6168, "X4": 0.53056, "Y4": 0.6168, "page": 0, "Index": 172}, {"Word": "3(3)", "Confidence": 0.554, "X1": 0.15475, "Y1": 0.6312, "X2": 0.19246, "Y2": 0.631, "X3": 0.19376, "Y3": 0.6478, "X4": 0.15475, "Y4": 0.6488, "page": 0, "Index": 173}, {"Word": "Results", "Confidence": 0.955, "X1": 0.21847, "Y1": 0.6312, "X2": 0.30039, "Y2": 0.631, "X3": 0.29779, "Y3": 0.6468, "X4": 0.21586, "Y4": 0.6458, "page": 0, "Index": 174}, {"Word": "from", "Confidence": 0.991, "X1": 0.31339, "Y1": 0.6312, "X2": 0.35891, "Y2": 0.631, "X3": 0.35631, "Y3": 0.6468, "X4": 0.31079, "Y4": 0.6468, "page": 0, "Index": 175}, {"Word": "the", "Confidence": 0.998, "X1": 0.37061, "Y1": 0.6312, "X2": 0.40572, "Y2": 0.631, "X3": 0.40312, "Y3": 0.6468, "X4": 0.36931, "Y4": 0.6468, "page": 0, "Index": 176}, {"Word": "15", "Confidence": 0.994, "X1": 0.41612, "Y1": 0.6312, "X2": 0.44083, "Y2": 0.631, "X3": 0.43823, "Y3": 0.6478, "X4": 0.41482, "Y4": 0.6478, "page": 0, "Index": 177}, {"Word": "mg,", "Confidence": 0.998, "X1": 0.44993, "Y1": 0.6312, "X2": 0.48895, "Y2": 0.631, "X3": 0.48765, "Y3": 0.6478, "X4": 0.44863, "Y4": 0.6478, "page": 0, "Index": 178}, {"Word": "85", "Confidence": 0.991, "X1": 0.49805, "Y1": 0.6312, "X2": 0.52146, "Y2": 0.631, "X3": 0.52016, "Y3": 0.6478, "X4": 0.49675, "Y4": 0.6478, "page": 0, "Index": 179}, {"Word": "mm", "Confidence": 0.998, "X1": 0.53186, "Y1": 0.6322, "X2": 0.55657, "Y2": 0.632, "X3": 0.55527, "Y3": 0.6478, "X4": 0.53056, "Y4": 0.6478, "page": 0, "Index": 180}, {"Word": "CP", "Confidence": 0.992, "X1": 0.56567, "Y1": 0.6322, "X2": 0.59038, "Y2": 0.632, "X3": 0.59038, "Y3": 0.6478, "X4": 0.56437, "Y4": 0.6478, "page": 0, "Index": 181}, {"Word": "menthol", "Confidence": 0.932, "X1": 0.60078, "Y1": 0.6322, "X2": 0.68401, "Y2": 0.632, "X3": 0.6827, "Y3": 0.6478, "X4": 0.59948, "Y4": 0.6478, "page": 0, "Index": 182}, {"Word": "versus", "Confidence": 0.997, "X1": 0.69441, "Y1": 0.6332, "X2": 0.76463, "Y2": 0.633, "X3": 0.76333, "Y3": 0.6478, "X4": 0.69441, "Y4": 0.6478, "page": 0, "Index": 183}, {"Word": "T.", "Confidence": 0.962, "X1": 0.18856, "Y1": 0.6472, "X2": 0.20546, "Y2": 0.647, "X3": 0.20546, "Y3": 0.6608, "X4": 0.18726, "Y4": 0.6608, "page": 0, "Index": 184}, {"Word": "Kool", "Confidence": 0.998, "X1": 0.21717, "Y1": 0.6472, "X2": 0.26528, "Y2": 0.647, "X3": 0.26398, "Y3": 0.6608, "X4": 0.21717, "Y4": 0.6608, "page": 0, "Index": 185}, {"Word": "and", "Confidence": 1, "X1": 0.27698, "Y1": 0.6472, "X2": 0.31079, "Y2": 0.647, "X3": 0.31079, "Y3": 0.6608, "X4": 0.27568, "Y4": 0.6608, "page": 0, "Index": 186}, {"Word": "Salem", "Confidence": 0.936, "X1": 0.3225, "Y1": 0.6462, "X2": 0.37971, "Y2": 0.646, "X3": 0.37841, "Y3": 0.6608, "X4": 0.3212, "Y4": 0.6608, "page": 0, "Index": 187}, {"Word": "mailout,", "Confidence": 0.863, "X1": 0.39142, "Y1": 0.6462, "X2": 0.48244, "Y2": 0.646, "X3": 0.48244, "Y3": 0.6618, "X4": 0.39012, "Y4": 0.6608, "page": 0, "Index": 188}, {"Word": "tests_and_the_", "Confidence": 0.946, "X1": 0.48635, "Y1": 0.6472, "X2": 0.64499, "Y2": 0.647, "X3": 0.64369, "Y3": 0.6628, "X4": 0.48635, "Y4": 0.6618, "page": 0, "Index": 189}, {"Word": "16", "Confidence": 0.553, "X1": 0.64889, "Y1": 0.6472, "X2": 0.671, "Y2": 0.647, "X3": 0.671, "Y3": 0.6628, "X4": 0.64759, "Y4": 0.6628, "page": 0, "Index": 190}, {"Word": "mg,", "Confidence": 0.998, "X1": 0.6814, "Y1": 0.6482, "X2": 0.72042, "Y2": 0.648, "X3": 0.72042, "Y3": 0.6628, "X4": 0.6814, "Y4": 0.6628, "page": 0, "Index": 191}, {"Word": "100", "Confidence": 0.665, "X1": 0.72952, "Y1": 0.6482, "X2": 0.76333, "Y2": 0.648, "X3": 0.76333, "Y3": 0.6638, "X4": 0.72952, "Y4": 0.6628, "page": 0, "Index": 192}, {"Word": "mm", "Confidence": 0.998, "X1": 0.77373, "Y1": 0.6482, "X2": 0.79844, "Y2": 0.648, "X3": 0.79844, "Y3": 0.6638, "X4": 0.77373, "Y4": 0.6638, "page": 0, "Index": 193}, {"Word": "CP", "Confidence": 0.814, "X1": 0.21847, "Y1": 0.6602, "X2": 0.24057, "Y2": 0.66, "X3": 0.24057, "Y3": 0.6748, "X4": 0.21847, "Y4": 0.6748, "page": 0, "Index": 194}, {"Word": "menthol", "Confidence": 0.849, "X1": 0.25228, "Y1": 0.6612, "X2": 0.3329, "Y2": 0.661, "X3": 0.3329, "Y3": 0.6758, "X4": 0.25228, "Y4": 0.6748, "page": 0, "Index": 195}, {"Word": "versus", "Confidence": 0.997, "X1": 0.3459, "Y1": 0.6612, "X2": 0.41612, "Y2": 0.661, "X3": 0.41482, "Y3": 0.6758, "X4": 0.3446, "Y4": 0.6758, "page": 0, "Index": 196}, {"Word": "Benson", "Confidence": 0.997, "X1": 0.42783, "Y1": 0.6622, "X2": 0.49675, "Y2": 0.662, "X3": 0.49545, "Y3": 0.6758, "X4": 0.42653, "Y4": 0.6758, "page": 0, "Index": 197}, {"Word": "&.", "Confidence": 0.285, "X1": 0.51105, "Y1": 0.6622, "X2": 0.52666, "Y2": 0.662, "X3": 0.52536, "Y3": 0.6768, "X4": 0.51105, "Y4": 0.6768, "page": 0, "Index": 198}, {"Word": "Hedges", "Confidence": 0.997, "X1": 0.52926, "Y1": 0.6622, "X2": 0.60078, "Y2": 0.662, "X3": 0.60078, "Y3": 0.6768, "X4": 0.52926, "Y4": 0.6768, "page": 0, "Index": 199}, {"Word": "100", "Confidence": 0.998, "X1": 0.61378, "Y1": 0.6622, "X2": 0.64759, "Y2": 0.662, "X3": 0.64759, "Y3": 0.6768, "X4": 0.61248, "Y4": 0.6768, "page": 0, "Index": 200}, {"Word": "mm", "Confidence": 0.998, "X1": 0.658, "Y1": 0.6622, "X2": 0.6827, "Y2": 0.662, "X3": 0.6814, "Y3": 0.6768, "X4": 0.658, "Y4": 0.6768, "page": 0, "Index": 201}, {"Word": "Menthol", "Confidence": 0.795, "X1": 0.69311, "Y1": 0.6622, "X2": 0.77503, "Y2": 0.662, "X3": 0.77503, "Y3": 0.6778, "X4": 0.69181, "Y4": 0.6768, "page": 0, "Index": 202}, {"Word": "pack", "Confidence": 0.991, "X1": 0.21717, "Y1": 0.6762, "X2": 0.26398, "Y2": 0.676, "X3": 0.26528, "Y3": 0.6908, "X4": 0.21847, "Y4": 0.6908, "page": 0, "Index": 203}, {"Word": "handout", "Confidence": 0.996, "X1": 0.27438, "Y1": 0.6762, "X2": 0.35761, "Y2": 0.676, "X3": 0.35761, "Y3": 0.6908, "X4": 0.27568, "Y4": 0.6908, "page": 0, "Index": 204}, {"Word": "test", "Confidence": 0.989, "X1": 0.36931, "Y1": 0.6762, "X2": 0.41482, "Y2": 0.676, "X3": 0.41482, "Y3": 0.6908, "X4": 0.37061, "Y4": 0.6908, "page": 0, "Index": 205}, {"Word": "indicated", "Confidence": 0.995, "X1": 0.42783, "Y1": 0.6762, "X2": 0.53056, "Y2": 0.676, "X3": 0.53056, "Y3": 0.6908, "X4": 0.42783, "Y4": 0.6908, "page": 0, "Index": 206}, {"Word": "the", "Confidence": 0.998, "X1": 0.54356, "Y1": 0.6762, "X2": 0.57737, "Y2": 0.676, "X3": 0.57737, "Y3": 0.6918, "X4": 0.54356, "Y4": 0.6908, "page": 0, "Index": 207}, {"Word": "CP", "Confidence": 0.998, "X1": 0.58908, "Y1": 0.6762, "X2": 0.61248, "Y2": 0.676, "X3": 0.61248, "Y3": 0.6918, "X4": 0.58908, "Y4": 0.6918, "page": 0, "Index": 208}, {"Word": "prototypes", "Confidence": 0.982, "X1": 0.62159, "Y1": 0.6772, "X2": 0.73992, "Y2": 0.677, "X3": 0.73862, "Y3": 0.6928, "X4": 0.62159, "Y4": 0.6918, "page": 0, "Index": 209}, {"Word": "fell", "Confidence": 0.661, "X1": 0.75163, "Y1": 0.6772, "X2": 0.79844, "Y2": 0.677, "X3": 0.79714, "Y3": 0.6928, "X4": 0.75163, "Y4": 0.6928, "page": 0, "Index": 210}, {"Word": "just", "Confidence": 0.973, "X1": 0.22107, "Y1": 0.6912, "X2": 0.26528, "Y2": 0.691, "X3": 0.26398, "Y3": 0.7068, "X4": 0.22107, "Y4": 0.7068, "page": 0, "Index": 211}, {"Word": "short", "Confidence": 0.994, "X1": 0.27568, "Y1": 0.6912, "X2": 0.3342, "Y2": 0.691, "X3": 0.3342, "Y3": 0.7078, "X4": 0.27438, "Y4": 0.7068, "page": 0, "Index": 212}, {"Word": "of", "Confidence": 0.998, "X1": 0.3446, "Y1": 0.6912, "X2": 0.36931, "Y2": 0.691, "X3": 0.36931, "Y3": 0.7078, "X4": 0.3446, "Y4": 0.7078, "page": 0, "Index": 213}, {"Word": "parity", "Confidence": 0.997, "X1": 0.37841, "Y1": 0.6912, "X2": 0.44993, "Y2": 0.691, "X3": 0.44993, "Y3": 0.7078, "X4": 0.37711, "Y4": 0.7078, "page": 0, "Index": 214}, {"Word": "with", "Confidence": 0.989, "X1": 0.46034, "Y1": 0.6912, "X2": 0.50845, "Y2": 0.691, "X3": 0.50715, "Y3": 0.7078, "X4": 0.45904, "Y4": 0.7078, "page": 0, "Index": 215}, {"Word": "the", "Confidence": 0.998, "X1": 0.52016, "Y1": 0.6922, "X2": 0.55527, "Y2": 0.692, "X3": 0.55527, "Y3": 0.7078, "X4": 0.52016, "Y4": 0.7078, "page": 0, "Index": 216}, {"Word": "commercial", "Confidence": 0.991, "X1": 0.56567, "Y1": 0.6922, "X2": 0.6814, "Y2": 0.692, "X3": 0.6814, "Y3": 0.7078, "X4": 0.56567, "Y4": 0.7078, "page": 0, "Index": 217}, {"Word": "brands.", "Confidence": 0.995, "X1": 0.69181, "Y1": 0.6922, "X2": 0.77503, "Y2": 0.692, "X3": 0.77503, "Y3": 0.7068, "X4": 0.69181, "Y4": 0.7078, "page": 0, "Index": 218}, {"Word": "PLANS", "Confidence": 0.994, "X1": 0.10403, "Y1": 0.7342, "X2": 0.15995, "Y2": 0.734, "X3": 0.15865, "Y3": 0.7498, "X4": 0.10273, "Y4": 0.7518, "page": 0, "Index": 219}, {"Word": "AND", "Confidence": 0.998, "X1": 0.17165, "Y1": 0.7342, "X2": 0.20676, "Y2": 0.734, "X3": 0.20546, "Y3": 0.7498, "X4": 0.17035, "Y4": 0.7498, "page": 0, "Index": 220}, {"Word": "TIMETABLE", "Confidence": 0.994, "X1": 0.21847, "Y1": 0.7352, "X2": 0.3225, "Y2": 0.735, "X3": 0.3212, "Y3": 0.7508, "X4": 0.21717, "Y4": 0.7498, "page": 0, "Index": 221}, {"Word": ":", "Confidence": 0.827, "X1": 0.3264, "Y1": 0.7362, "X2": 0.3316, "Y2": 0.736, "X3": 0.3303, "Y3": 0.7508, "X4": 0.3251, "Y4": 0.7508, "page": 0, "Index": 222}, {"Word": ".Review", "Confidence": 0.753, "X1": 0.15085, "Y1": 0.7642, "X2": 0.23017, "Y2": 0.764, "X3": 0.23017, "Y3": 0.7808, "X4": 0.15085, "Y4": 0.7798, "page": 0, "Index": 223}, {"Word": "of", "Confidence": 0.992, "X1": 0.23927, "Y1": 0.7642, "X2": 0.26658, "Y2": 0.764, "X3": 0.26528, "Y3": 0.7808, "X4": 0.23927, "Y4": 0.7808, "page": 0, "Index": 224}, {"Word": "CP", "Confidence": 0.997, "X1": 0.27438, "Y1": 0.7642, "X2": 0.29909, "Y2": 0.764, "X3": 0.29909, "Y3": 0.7808, "X4": 0.27438, "Y4": 0.7808, "page": 0, "Index": 225}, {"Word": "studies", "Confidence": 0.965, "X1": 0.31079, "Y1": 0.7642, "X2": 0.39272, "Y2": 0.764, "X3": 0.39272, "Y3": 0.7818, "X4": 0.30949, "Y4": 0.7808, "page": 0, "Index": 226}, {"Word": "-", "Confidence": 0.886, "X1": 0.40442, "Y1": 0.7642, "X2": 0.41743, "Y2": 0.764, "X3": 0.41612, "Y3": 0.7818, "X4": 0.40312, "Y4": 0.7818, "page": 0, "Index": 227}, {"Word": "February,", "Confidence": 0.994, "X1": 0.42523, "Y1": 0.7642, "X2": 0.53446, "Y2": 0.764, "X3": 0.53446, "Y3": 0.7828, "X4": 0.42523, "Y4": 0.7818, "page": 0, "Index": 228}, {"Word": "1973.", "Confidence": 0.991, "X1": 0.54226, "Y1": 0.7642, "X2": 0.59948, "Y2": 0.764, "X3": 0.59948, "Y3": 0.7828, "X4": 0.54226, "Y4": 0.7828, "page": 0, "Index": 229}, {"Word": "February", "Confidence": 0.994, "X1": 0.10273, "Y1": 0.8632, "X2": 0.19506, "Y2": 0.863, "X3": 0.19506, "Y3": 0.8778, "X4": 0.10273, "Y4": 0.8778, "page": 0, "Index": 230}, {"Word": "1,", "Confidence": 0.994, "X1": 0.20676, "Y1": 0.8632, "X2": 0.23407, "Y2": 0.863, "X3": 0.23277, "Y3": 0.8778, "X4": 0.20546, "Y4": 0.8788, "page": 0, "Index": 231}, {"Word": "1973", "Confidence": 0.988, "X1": 0.24187, "Y1": 0.8622, "X2": 0.28869, "Y2": 0.862, "X3": 0.28869, "Y3": 0.8778, "X4": 0.24057, "Y4": 0.8778, "page": 0, "Index": 232}, {"Word": "C73-03680", "Confidence": 0.951, "X1": 0.48765, "Y1": 0.9042, "X2": 0.73342, "Y2": 0.904, "X3": 0.73472, "Y3": 0.9378, "X4": 0.48635, "Y4": 0.9408, "page": 0, "Index": 233}, {"Word": "2022261738", "Confidence": 0.981, "X1": 0.98309, "Y1": 0.9662, "X2": 0.9896, "Y2": 0.966, "X3": 0.96489, "Y3": 0.9668, "X4": 0.95579, "Y4": 0.8528, "page": 0, "Index": 234}]}	"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"
ffmj0084	1	{"lines_data": [{"Word": "THE BUDGET & EXCISE TAXES: UP/DOWN TOMORROW; CART AGAIN; $20BN ALCOHOL", "Confidence": 0.98745, "X1": 0.06234, "Y1": 0.0072, "X2": 0.93247, "Y2": 0.007, "X3": 0.93247, "Y3": 0.0238, "X4": 0.06234, "Y4": 0.0248, "page": 0}, {"Word": "Though the budget negotiators were reportedly ready to announce a deficit-", "Confidence": 0.991, "X1": 0.14935, "Y1": 0.0242, "X2": 0.94675, "Y2": 0.024, "X3": 0.94675, "Y3": 0.0388, "X4": 0.14935, "Y4": 0.0398, "page": 0}, {"Word": "cutting plan -- $9bn in taxes towards $30bn in savings for FY88 and as much", "Confidence": 0.9768, "X1": 0.15714, "Y1": 0.0392, "X2": 0.94675, "Y2": 0.039, "X3": 0.94675, "Y3": 0.0538, "X4": 0.15714, "Y4": 0.0558, "page": 0}, {"Word": "as $45bn for FY89 -- others in Congress, especially Republicans, are having", "Confidence": 0.98575, "X1": 0.15974, "Y1": 0.0552, "X2": 0.94545, "Y2": 0.055, "X3": 0.94545, "Y3": 0.0708, "X4": 0.15974, "Y4": 0.0708, "page": 0}, {"Word": "2nd thoughts. If no package is announced, the $23bn will go ahead tomorrow", "Confidence": 0.94885, "X1": 0.15714, "Y1": 0.0712, "X2": 0.94416, "Y2": 0.071, "X3": 0.94416, "Y3": 0.0848, "X4": 0.15714, "Y4": 0.0858, "page": 0}, {"Word": "(WSJ : 11/19 & 18). Tobacco excise hikes are still out. Responding to the", "Confidence": 0.90907, "X1": 0.15844, "Y1": 0.0862, "X2": 0.94545, "Y2": 0.086, "X3": 0.94545, "Y3": 0.1008, "X4": 0.15844, "Y4": 0.1008, "page": 0}, {"Word": "Bradley/Chafee/Stark letter (ES87-46) and the 11/12 letter to the Treasury", "Confidence": 0.938, "X1": 0.15844, "Y1": 0.1012, "X2": 0.94286, "Y2": 0.101, "X3": 0.94286, "Y3": 0.1168, "X4": 0.15844, "Y4": 0.1168, "page": 0}, {"Word": "from the Coalition on Smoking or Health, the Coalition Against Regressive", "Confidence": 0.98955, "X1": 0.15844, "Y1": 0.1172, "X2": 0.94805, "Y2": 0.117, "X3": 0.94805, "Y3": 0.1328, "X4": 0.15844, "Y4": 0.1328, "page": 0}, {"Word": "Taxation wrote 11/16 to Treasury reiterating the results of its study", "Confidence": 0.99473, "X1": 0.15974, "Y1": 0.1342, "X2": 0.94545, "Y2": 0.134, "X3": 0.94545, "Y3": 0.1488, "X4": 0.15974, "Y4": 0.1488, "page": 0}, {"Word": "showing that $6bn in excise hikes would wipe out the TRA's 1986 tax gains", "Confidence": 0.989, "X1": 0.15584, "Y1": 0.1502, "X2": 0.94545, "Y2": 0.15, "X3": 0.94545, "Y3": 0.1648, "X4": 0.15584, "Y4": 0.1668, "page": 0}, {"Word": "for low-income households (Tax Notes 11/12 & 17). An 11/17 WSJ op-ed piece", "Confidence": 0.96646, "X1": 0.15974, "Y1": 0.1652, "X2": 0.94416, "Y2": 0.165, "X3": 0.94416, "Y3": 0.1808, "X4": 0.15974, "Y4": 0.1818, "page": 0}, {"Word": "says $20bn in revenue should be raised from alcohol excise hikes -- $6 on a", "Confidence": 0.97907, "X1": 0.15844, "Y1": 0.1812, "X2": 0.94416, "Y2": 0.181, "X3": 0.94416, "Y3": 0.1968, "X4": 0.15844, "Y4": 0.1978, "page": 0}, {"Word": "\"fifth\" of liquor, $2.20 on a six-pack of beer -- higher prices would", "Confidence": 0.98208, "X1": 0.15974, "Y1": 0.1982, "X2": 0.94416, "Y2": 0.198, "X3": 0.94416, "Y3": 0.2128, "X4": 0.15974, "Y4": 0.2128, "page": 0}, {"Word": "reduce the purported 100,000 to 200,000 annual deaths attributed to alcohol", "Confidence": 0.99318, "X1": 0.15714, "Y1": 0.2132, "X2": 0.94416, "Y2": 0.213, "X3": 0.94416, "Y3": 0.2278, "X4": 0.15714, "Y4": 0.2288, "page": 0}, {"Word": "consumption.", "Confidence": 0.991, "X1": 0.15844, "Y1": 0.2312, "X2": 0.28701, "Y2": 0.231, "X3": 0.28701, "Y3": 0.2458, "X4": 0.15844, "Y4": 0.2458, "page": 0}, {"Word": "Gerald Ford, speaking on 11/10 to the US League of Savings", "Confidence": 0.97836, "X1": 0.3026, "Y1": 0.2292, "X2": 0.94416, "Y2": 0.229, "X3": 0.94416, "Y3": 0.2448, "X4": 0.3026, "Y4": 0.2448, "page": 0}, {"Word": "Institutions said cigarette and alcohol hikes, an imported oil fee, and a", "Confidence": 0.99142, "X1": 0.16104, "Y1": 0.2462, "X2": 0.94545, "Y2": 0.246, "X3": 0.94545, "Y3": 0.2608, "X4": 0.16104, "Y4": 0.2618, "page": 0}, {"Word": "value-added taxes should be used to bring down the deficit (UPI 11/10).", "Confidence": 0.98875, "X1": 0.16234, "Y1": 0.2602, "X2": 0.81039, "Y2": 0.26, "X3": 0.81039, "Y3": 0.2768, "X4": 0.16234, "Y4": 0.2778, "page": 0}, {"Word": "LEAF: KENTUCKY BURLEY DRY; COOPER CITES IMPORTS", "Confidence": 0.99386, "X1": 0.05974, "Y1": 0.2922, "X2": 0.64416, "Y2": 0.292, "X3": 0.64416, "Y3": 0.3088, "X4": 0.05974, "Y4": 0.3108, "page": 0}, {"Word": "To retain moisture only 29% of Kentucky's burley crop has been stripped vs.", "Confidence": 0.99385, "X1": 0.16104, "Y1": 0.3092, "X2": 0.94545, "Y2": 0.309, "X3": 0.94545, "Y3": 0.3248, "X4": 0.16104, "Y4": 0.3258, "page": 0}, {"Word": "last year's 51%; last week's rain helped only moderately as the burley", "Confidence": 0.962, "X1": 0.15974, "Y1": 0.3252, "X2": 0.94416, "Y2": 0.325, "X3": 0.94416, "Y3": 0.3398, "X4": 0.15974, "Y4": 0.3408, "page": 0}, {"Word": "markets open Monday (UPI 11/17). Rep. Cooper of Tennessee admits he hasn't", "Confidence": 0.99267, "X1": 0.15844, "Y1": 0.3402, "X2": 0.94675, "Y2": 0.34, "X3": 0.94675, "Y3": 0.3548, "X4": 0.15844, "Y4": 0.3558, "page": 0}, {"Word": "been shy about \"warning people of the dangers of smoking\" but defended his", "Confidence": 0.98546, "X1": 0.15844, "Y1": 0.3562, "X2": 0.94416, "Y2": 0.356, "X3": 0.94416, "Y3": 0.3708, "X4": 0.15844, "Y4": 0.3738, "page": 0}, {"Word": "voting record for tobacco farmers and said he thought tobacco companies", "Confidence": 0.99209, "X1": 0.15844, "Y1": 0.3722, "X2": 0.94805, "Y2": 0.372, "X3": 0.94805, "Y3": 0.3868, "X4": 0.15844, "Y4": 0.3888, "page": 0}, {"Word": "were \"still importing too much foreign tobacco ... and are planning", "Confidence": 0.98118, "X1": 0.15974, "Y1": 0.3882, "X2": 0.90779, "Y2": 0.388, "X3": 0.90779, "Y3": 0.4028, "X4": 0.15974, "Y4": 0.4038, "page": 0}, {"Word": "on", "Confidence": 0.998, "X1": 0.91558, "Y1": 0.3902, "X2": 0.94416, "Y2": 0.39, "X3": 0.94286, "Y3": 0.4018, "X4": 0.91558, "Y4": 0.4018, "page": 0}, {"Word": "reducing tobacco quotas by 6 percent next year\" (UPI 11/18).", "Confidence": 0.9844, "X1": 0.15974, "Y1": 0.4032, "X2": 0.82597, "Y2": 0.403, "X3": 0.82597, "Y3": 0.4178, "X4": 0.15974, "Y4": 0.4198, "page": 0}, {"Word": "With the", "Confidence": 0.9895, "X1": 0.85195, "Y1": 0.4042, "X2": 0.94416, "Y2": 0.404, "X3": 0.94416, "Y3": 0.4178, "X4": 0.85195, "Y4": 0.4168, "page": 0}, {"Word": "close of the successful flue-cured season \"the attitude among tobacco", "Confidence": 0.96, "X1": 0.15974, "Y1": 0.4192, "X2": 0.94545, "Y2": 0.419, "X3": 0.94545, "Y3": 0.4348, "X4": 0.15974, "Y4": 0.4358, "page": 0}, {"Word": "growers is the best\" seen in five years (RN&O 11/6/87).", "Confidence": 0.9751, "X1": 0.16104, "Y1": 0.4342, "X2": 0.65974, "Y2": 0.434, "X3": 0.65974, "Y3": 0.4508, "X4": 0.16104, "Y4": 0.4528, "page": 0}, {"Word": "CALIFORNIA: LEADERS HOLD PRESS CONFERENCE; DIBENZO PYRENE MAKES LIST", "Confidence": 0.99389, "X1": 0.06494, "Y1": 0.4662, "X2": 0.8961, "Y2": 0.466, "X3": 0.8961, "Y3": 0.4818, "X4": 0.06494, "Y4": 0.4838, "page": 0}, {"Word": "The 3 leaders of the 11/88 voter initiative to create a 35g cigarette", "Confidence": 0.97546, "X1": 0.15974, "Y1": 0.4832, "X2": 0.94805, "Y2": 0.483, "X3": 0.94805, "Y3": 0.4988, "X4": 0.15974, "Y4": 0.4998, "page": 0}, {"Word": "excise to provide $600mn in funds for health care -- Sen. Robbins, County", "Confidence": 0.93169, "X1": 0.15584, "Y1": 0.4982, "X2": 0.94156, "Y2": 0.498, "X3": 0.94156, "Y3": 0.5138, "X4": 0.15584, "Y4": 0.5148, "page": 0}, {"Word": ": Supervisor Edelman, and City Councilman Braude -- held a press conference", "Confidence": 0.94333, "X1": 0.14545, "Y1": 0.5152, "X2": 0.94286, "Y2": 0.515, "X3": 0.94286, "Y3": 0.5298, "X4": 0.14545, "Y4": 0.5308, "page": 0}, {"Word": "11/5 (UPI 11/5).", "Confidence": 0.97633, "X1": 0.16234, "Y1": 0.5312, "X2": 0.33766, "Y2": 0.531, "X3": 0.33766, "Y3": 0.5488, "X4": 0.16234, "Y4": 0.5478, "page": 0}, {"Word": "CONNECTICUT & LOUISIANA: $700 MILLION & $1BN FROM TOBACCO", "Confidence": 0.98989, "X1": 0.06364, "Y1": 0.5612, "X2": 0.75455, "Y2": 0.561, "X3": 0.75455, "Y3": 0.5788, "X4": 0.06364, "Y4": 0.5808, "page": 0}, {"Word": "The CT State Health Commissioner said, citing 1985 data, \"$701.4 million is", "Confidence": 0.98967, "X1": 0.12208, "Y1": 0.5782, "X2": 0.94675, "Y2": 0.578, "X3": 0.94675, "Y3": 0.5938, "X4": 0.12208, "Y4": 0.5948, "page": 0}, {"Word": "lost each year in lost income and productivity due\" to smoking (UPI 11/16).", "Confidence": 0.95946, "X1": 0.15844, "Y1": 0.5932, "X2": 0.94675, "Y2": 0.593, "X3": 0.94675, "Y3": 0.6098, "X4": 0.15844, "Y4": 0.6128, "page": 0}, {"Word": "The L'A State Dep't of Health reports that 1/6, about Sibn, of all state", "Confidence": 0.899, "X1": 0.15974, "Y1": 0.6112, "X2": 0.94675, "Y2": 0.611, "X3": 0.94675, "Y3": 0.6268, "X4": 0.15974, "Y4": 0.6278, "page": 0}, {"Word": "expenditures on health care are \"tobacco-related\" (UPI 11/10/87).", "Confidence": 0.968, "X1": 0.15974, "Y1": 0.6272, "X2": 0.74156, "Y2": 0.627, "X3": 0.74156, "Y3": 0.6428, "X4": 0.15974, "Y4": 0.6448, "page": 0}, {"Word": "IOWA: APPLICATION OF GOOD CONDUCT RULE FOUGHT BY IOWA CLU", "Confidence": 0.9773, "X1": 0.06494, "Y1": 0.6562, "X2": 0.78052, "Y2": 0.656, "X3": 0.78052, "Y3": 0.6728, "X4": 0.06494, "Y4": 0.6748, "page": 0}, {"Word": "The Civil Liberties Union filed suit against the Sidney Community school", "Confidence": 0.97991, "X1": 0.15974, "Y1": 0.6732, "X2": 0.94805, "Y2": 0.673, "X3": 0.94805, "Y3": 0.6888, "X4": 0.15974, "Y4": 0.6908, "page": 0}, {"Word": "district for violating the due process and privacy rights of a high school", "Confidence": 0.99054, "X1": 0.16234, "Y1": 0.6902, "X2": 0.94935, "Y2": 0.69, "X3": 0.94935, "Y3": 0.7058, "X4": 0.16234, "Y4": 0.7068, "page": 0}, {"Word": "student suspended from extra-curricular activities when the principal, who", "Confidence": 0.95711, "X1": 0.16104, "Y1": 0.7052, "X2": 0.95714, "Y2": 0.705, "X3": 0.95714, "Y3": 0.7208, "X4": 0.16104, "Y4": 0.7228, "page": 0}, {"Word": "cited the school's \"Student Good Conduct Rule,\" observed the student", "Confidence": 0.9829, "X1": 0.15974, "Y1": 0.7222, "X2": 0.94805, "Y2": 0.722, "X3": 0.94805, "Y3": 0.7368, "X4": 0.15974, "Y4": 0.7388, "page": 0}, {"Word": "smoking off of school property and after school hours (UPI 11/9/87).", "Confidence": 0.99427, "X1": 0.15974, "Y1": 0.7372, "X2": 0.78442, "Y2": 0.737, "X3": 0.78442, "Y3": 0.7538, "X4": 0.15974, "Y4": 0.7558, "page": 0}, {"Word": "50762 6551", "Confidence": 0.992, "X1": 0.99351, "Y1": 0.7652, "X2": 0.9987, "Y2": 0.765, "X3": 0.97792, "Y3": 0.7648, "X4": 0.97403, "Y4": 0.6628, "page": 0}, {"Word": "MICHIGAN: EXCISE HIKES UNLEASHED", "Confidence": 0.98225, "X1": 0.05974, "Y1": 0.7702, "X2": 0.46104, "Y2": 0.77, "X3": 0.46104, "Y3": 0.7858, "X4": 0.05974, "Y4": 0.7868, "page": 0}, {"Word": "Introduced: S 545, a 6g cigarette hike and OTP taxes for AIDS research,", "Confidence": 0.94277, "X1": 0.15714, "Y1": 0.7862, "X2": 0.95325, "Y2": 0.786, "X3": 0.95325, "Y3": 0.8008, "X4": 0.15714, "Y4": 0.8028, "page": 0}, {"Word": "joined H 5122, a 5g cigarette hike for school funds (CCH 11/18).", "Confidence": 0.98775, "X1": 0.16104, "Y1": 0.8022, "X2": 0.74545, "Y2": 0.802, "X3": 0.74545, "Y3": 0.8178, "X4": 0.16104, "Y4": 0.8198, "page": 0}, {"Word": "NEW YORK; AUTHOR OF ORDINANCE SEEKS JAIL FOR HOMELESS", "Confidence": 0.97678, "X1": 0.06623, "Y1": 0.8312, "X2": 0.73377, "Y2": 0.831, "X3": 0.73377, "Y3": 0.8468, "X4": 0.06623, "Y4": 0.8488, "page": 0}, {"Word": "Though later denied, the majority leader of the New York City Council and", "Confidence": 0.97538, "X1": 0.16104, "Y1": 0.8452, "X2": 0.94805, "Y2": 0.845, "X3": 0.94805, "Y3": 0.8598, "X4": 0.16104, "Y4": 0.8628, "page": 0}, {"Word": "author of a proposed smoking restriction ordinance, Peter", "Confidence": 0.99113, "X1": 0.15844, "Y1": 0.8622, "X2": 0.84805, "Y2": 0.862, "X3": 0.84805, "Y3": 0.8758, "X4": 0.15974, "Y4": 0.8778, "page": 0}, {"Word": "Vallone,", "Confidence": 0.955, "X1": 0.84805, "Y1": 0.8622, "X2": 0.94545, "Y2": 0.862, "X3": 0.94416, "Y3": 0.8758, "X4": 0.84805, "Y4": 0.8748, "page": 0}, {"Word": "said to the homeless:", "Confidence": 0.994, "X1": 0.15844, "Y1": 0.8772, "X2": 0.37273, "Y2": 0.877, "X3": 0.37273, "Y3": 0.8898, "X4": 0.15844, "Y4": 0.8898, "page": 0}, {"Word": "\"You do not have the right to occupy the sidewalks", "Confidence": 0.9923, "X1": 0.37273, "Y1": 0.8762, "X2": 0.94935, "Y2": 0.876, "X3": 0.94935, "Y3": 0.8888, "X4": 0.37273, "Y4": 0.8898, "page": 0}, {"Word": "or street ... And if you continue to violate the law, then you'll be", "Confidence": 0.97479, "X1": 0.16104, "Y1": 0.8892, "X2": 0.94675, "Y2": 0.889, "X3": 0.94675, "Y3": 0.9018, "X4": 0.16104, "Y4": 0.9048, "page": 0}, {"Word": "accomodated in a cell overnight.\"", "Confidence": 0.9872, "X1": 0.16104, "Y1": 0.9032, "X2": 0.48701, "Y2": 0.903, "X3": 0.48831, "Y3": 0.9168, "X4": 0.16104, "Y4": 0.9188, "page": 0}, {"Word": "A spokeswoman for Human Resources said", "Confidence": 0.99383, "X1": 0.52208, "Y1": 0.9022, "X2": 0.94675, "Y2": 0.902, "X3": 0.94675, "Y3": 0.9168, "X4": 0.52208, "Y4": 0.9168, "page": 0}, {"Word": "no law exists \"against sleeping on the street\" (NYT 11/9/87).", "Confidence": 0.9818, "X1": 0.16234, "Y1": 0.9162, "X2": 0.70649, "Y2": 0.916, "X3": 0.70649, "Y3": 0.9318, "X4": 0.16234, "Y4": 0.9338, "page": 0}, {"Word": "OREGON: CIGARETTE TAXES FOR SPORTS?", "Confidence": 0.9964, "X1": 0.06623, "Y1": 0.9442, "X2": 0.50519, "Y2": 0.944, "X3": 0.50519, "Y3": 0.9598, "X4": 0.06623, "Y4": 0.9608, "page": 0}, {"Word": "An 11/88 voter initiative to fund athletic programs at Oregon colleges", "Confidence": 0.99291, "X1": 0.15584, "Y1": 0.9582, "X2": 0.94675, "Y2": 0.958, "X3": 0.94675, "Y3": 0.9738, "X4": 0.15584, "Y4": 0.9748, "page": 0}, {"Word": "would raise $9-10mn by hiking the cigarette and beer excise taxes by lg --", "Confidence": 0.88607, "X1": 0.16234, "Y1": 0.9722, "X2": 0.95195, "Y2": 0.972, "X3": 0.95195, "Y3": 0.9868, "X4": 0.16234, "Y4": 0.9888, "page": 0}, {"Word": "64 000", "Confidence": 0.742, "X1": 0.15974, "Y1": 0.9872, "X2": 0.22857, "Y2": 0.987, "X3": 0.22857, "Y3": 0.9968, "X4": 0.15974, "Y4": 0.9958, "page": 0}, {"Word": "d by 7/88 (UPI 11/18).", "Confidence": 0.8276, "X1": 0.41948, "Y1": 0.9852, "X2": 0.61818, "Y2": 0.985, "X3": 0.61818, "Y3": 0.9978, "X4": 0.41948, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "THE", "Confidence": 0.998, "X1": 0.06494, "Y1": 0.0092, "X2": 0.10519, "Y2": 0.009, "X3": 0.10649, "Y3": 0.0258, "X4": 0.06494, "Y4": 0.0258, "page": 0, "Index": 0}, {"Word": "BUDGET", "Confidence": 0.996, "X1": 0.11039, "Y1": 0.0092, "X2": 0.1961, "Y2": 0.009, "X3": 0.1974, "Y3": 0.0248, "X4": 0.11039, "Y4": 0.0258, "page": 0, "Index": 1}, {"Word": "&", "Confidence": 0.981, "X1": 0.2026, "Y1": 0.0092, "X2": 0.21688, "Y2": 0.009, "X3": 0.21688, "Y3": 0.0248, "X4": 0.2026, "Y4": 0.0248, "page": 0, "Index": 2}, {"Word": "EXCISE", "Confidence": 0.996, "X1": 0.22468, "Y1": 0.0082, "X2": 0.2974, "Y2": 0.008, "X3": 0.2974, "Y3": 0.0248, "X4": 0.22468, "Y4": 0.0248, "page": 0, "Index": 3}, {"Word": "TAXES:", "Confidence": 0.995, "X1": 0.30519, "Y1": 0.0082, "X2": 0.37922, "Y2": 0.008, "X3": 0.37922, "Y3": 0.0248, "X4": 0.30519, "Y4": 0.0248, "page": 0, "Index": 4}, {"Word": "UP/DOWN", "Confidence": 0.994, "X1": 0.38312, "Y1": 0.0082, "X2": 0.47922, "Y2": 0.008, "X3": 0.47922, "Y3": 0.0248, "X4": 0.38312, "Y4": 0.0248, "page": 0, "Index": 5}, {"Word": "TOMORROW;", "Confidence": 0.991, "X1": 0.48831, "Y1": 0.0082, "X2": 0.61558, "Y2": 0.008, "X3": 0.61558, "Y3": 0.0248, "X4": 0.48831, "Y4": 0.0248, "page": 0, "Index": 6}, {"Word": "CART", "Confidence": 0.987, "X1": 0.61948, "Y1": 0.0072, "X2": 0.67532, "Y2": 0.007, "X3": 0.67532, "Y3": 0.0248, "X4": 0.61948, "Y4": 0.0248, "page": 0, "Index": 7}, {"Word": "AGAIN;", "Confidence": 0.995, "X1": 0.68312, "Y1": 0.0072, "X2": 0.75714, "Y2": 0.007, "X3": 0.75584, "Y3": 0.0248, "X4": 0.68312, "Y4": 0.0248, "page": 0, "Index": 8}, {"Word": "$20BN", "Confidence": 0.933, "X1": 0.76104, "Y1": 0.0072, "X2": 0.81948, "Y2": 0.007, "X3": 0.81948, "Y3": 0.0238, "X4": 0.76104, "Y4": 0.0248, "page": 0, "Index": 9}, {"Word": "ALCOHOL", "Confidence": 0.996, "X1": 0.82987, "Y1": 0.0072, "X2": 0.92727, "Y2": 0.007, "X3": 0.92727, "Y3": 0.0238, "X4": 0.82987, "Y4": 0.0238, "page": 0, "Index": 10}, {"Word": "Though", "Confidence": 0.994, "X1": 0.15974, "Y1": 0.0262, "X2": 0.22987, "Y2": 0.026, "X3": 0.22987, "Y3": 0.0408, "X4": 0.15844, "Y4": 0.0408, "page": 0, "Index": 11}, {"Word": "the", "Confidence": 0.998, "X1": 0.24156, "Y1": 0.0262, "X2": 0.27273, "Y2": 0.026, "X3": 0.27143, "Y3": 0.0408, "X4": 0.24026, "Y4": 0.0408, "page": 0, "Index": 12}, {"Word": "budget", "Confidence": 0.996, "X1": 0.28182, "Y1": 0.0262, "X2": 0.35195, "Y2": 0.026, "X3": 0.35065, "Y3": 0.0408, "X4": 0.28182, "Y4": 0.0408, "page": 0, "Index": 13}, {"Word": "negotiators", "Confidence": 0.991, "X1": 0.35974, "Y1": 0.0262, "X2": 0.47013, "Y2": 0.026, "X3": 0.46883, "Y3": 0.0398, "X4": 0.35844, "Y4": 0.0408, "page": 0, "Index": 14}, {"Word": "were", "Confidence": 0.991, "X1": 0.47922, "Y1": 0.0262, "X2": 0.52468, "Y2": 0.026, "X3": 0.52338, "Y3": 0.0398, "X4": 0.47792, "Y4": 0.0398, "page": 0, "Index": 15}, {"Word": "reportedly", "Confidence": 0.993, "X1": 0.53377, "Y1": 0.0252, "X2": 0.63506, "Y2": 0.025, "X3": 0.63377, "Y3": 0.0398, "X4": 0.53247, "Y4": 0.0398, "page": 0, "Index": 16}, {"Word": "ready", "Confidence": 0.996, "X1": 0.64545, "Y1": 0.0252, "X2": 0.7013, "Y2": 0.025, "X3": 0.7, "Y3": 0.0398, "X4": 0.64416, "Y4": 0.0398, "page": 0, "Index": 17}, {"Word": "to", "Confidence": 0.998, "X1": 0.71429, "Y1": 0.0252, "X2": 0.73247, "Y2": 0.025, "X3": 0.73117, "Y3": 0.0398, "X4": 0.71299, "Y4": 0.0398, "page": 0, "Index": 18}, {"Word": "announce", "Confidence": 0.994, "X1": 0.74416, "Y1": 0.0252, "X2": 0.83766, "Y2": 0.025, "X3": 0.83636, "Y3": 0.0388, "X4": 0.74286, "Y4": 0.0398, "page": 0, "Index": 19}, {"Word": "a", "Confidence": 0.997, "X1": 0.84805, "Y1": 0.0252, "X2": 0.85974, "Y2": 0.025, "X3": 0.85844, "Y3": 0.0388, "X4": 0.84675, "Y4": 0.0388, "page": 0, "Index": 20}, {"Word": "deficit-", "Confidence": 0.953, "X1": 0.87013, "Y1": 0.0252, "X2": 0.94805, "Y2": 0.025, "X3": 0.94675, "Y3": 0.0388, "X4": 0.86883, "Y4": 0.0388, "page": 0, "Index": 21}, {"Word": "cutting", "Confidence": 0.971, "X1": 0.15844, "Y1": 0.0422, "X2": 0.22338, "Y2": 0.042, "X3": 0.22208, "Y3": 0.0558, "X4": 0.15714, "Y4": 0.0558, "page": 0, "Index": 22}, {"Word": "plan", "Confidence": 0.991, "X1": 0.23377, "Y1": 0.0412, "X2": 0.27143, "Y2": 0.041, "X3": 0.27143, "Y3": 0.0558, "X4": 0.23247, "Y4": 0.0558, "page": 0, "Index": 23}, {"Word": "--", "Confidence": 0.846, "X1": 0.28571, "Y1": 0.0412, "X2": 0.3039, "Y2": 0.041, "X3": 0.3039, "Y3": 0.0558, "X4": 0.28442, "Y4": 0.0558, "page": 0, "Index": 24}, {"Word": "$9bn", "Confidence": 0.958, "X1": 0.31169, "Y1": 0.0412, "X2": 0.35584, "Y2": 0.041, "X3": 0.35455, "Y3": 0.0548, "X4": 0.31169, "Y4": 0.0558, "page": 0, "Index": 25}, {"Word": "in", "Confidence": 0.998, "X1": 0.36883, "Y1": 0.0412, "X2": 0.38701, "Y2": 0.041, "X3": 0.38571, "Y3": 0.0548, "X4": 0.36753, "Y4": 0.0548, "page": 0, "Index": 26}, {"Word": "taxes", "Confidence": 0.991, "X1": 0.4, "Y1": 0.0402, "X2": 0.44805, "Y2": 0.04, "X3": 0.44805, "Y3": 0.0548, "X4": 0.3987, "Y4": 0.0548, "page": 0, "Index": 27}, {"Word": "towards", "Confidence": 0.996, "X1": 0.45714, "Y1": 0.0402, "X2": 0.53117, "Y2": 0.04, "X3": 0.52987, "Y3": 0.0548, "X4": 0.45714, "Y4": 0.0548, "page": 0, "Index": 28}, {"Word": "$30bn", "Confidence": 0.941, "X1": 0.54026, "Y1": 0.0402, "X2": 0.59221, "Y2": 0.04, "X3": 0.59091, "Y3": 0.0548, "X4": 0.53896, "Y4": 0.0548, "page": 0, "Index": 29}, {"Word": "in", "Confidence": 0.998, "X1": 0.60519, "Y1": 0.0402, "X2": 0.62338, "Y2": 0.04, "X3": 0.62338, "Y3": 0.0548, "X4": 0.6039, "Y4": 0.0548, "page": 0, "Index": 30}, {"Word": "savings", "Confidence": 0.996, "X1": 0.63636, "Y1": 0.0402, "X2": 0.70519, "Y2": 0.04, "X3": 0.7039, "Y3": 0.0548, "X4": 0.63506, "Y4": 0.0548, "page": 0, "Index": 31}, {"Word": "for", "Confidence": 0.998, "X1": 0.71429, "Y1": 0.0402, "X2": 0.74545, "Y2": 0.04, "X3": 0.74545, "Y3": 0.0548, "X4": 0.71299, "Y4": 0.0548, "page": 0, "Index": 32}, {"Word": "FY88", "Confidence": 0.983, "X1": 0.75584, "Y1": 0.0402, "X2": 0.80649, "Y2": 0.04, "X3": 0.80519, "Y3": 0.0548, "X4": 0.75584, "Y4": 0.0548, "page": 0, "Index": 33}, {"Word": "and", "Confidence": 0.998, "X1": 0.81818, "Y1": 0.0402, "X2": 0.84935, "Y2": 0.04, "X3": 0.84935, "Y3": 0.0548, "X4": 0.81688, "Y4": 0.0548, "page": 0, "Index": 34}, {"Word": "as", "Confidence": 0.998, "X1": 0.86364, "Y1": 0.0402, "X2": 0.88442, "Y2": 0.04, "X3": 0.88442, "Y3": 0.0548, "X4": 0.86364, "Y4": 0.0548, "page": 0, "Index": 35}, {"Word": "much", "Confidence": 0.989, "X1": 0.89481, "Y1": 0.0402, "X2": 0.94286, "Y2": 0.04, "X3": 0.94156, "Y3": 0.0548, "X4": 0.89481, "Y4": 0.0548, "page": 0, "Index": 36}, {"Word": "as", "Confidence": 0.994, "X1": 0.15974, "Y1": 0.0562, "X2": 0.18052, "Y2": 0.056, "X3": 0.18052, "Y3": 0.0708, "X4": 0.15974, "Y4": 0.0708, "page": 0, "Index": 37}, {"Word": "$45bn", "Confidence": 0.933, "X1": 0.18701, "Y1": 0.0562, "X2": 0.24416, "Y2": 0.056, "X3": 0.24416, "Y3": 0.0708, "X4": 0.18571, "Y4": 0.0708, "page": 0, "Index": 38}, {"Word": "for", "Confidence": 0.998, "X1": 0.25325, "Y1": 0.0562, "X2": 0.28831, "Y2": 0.056, "X3": 0.28831, "Y3": 0.0708, "X4": 0.25325, "Y4": 0.0708, "page": 0, "Index": 39}, {"Word": "FY89", "Confidence": 0.985, "X1": 0.29481, "Y1": 0.0562, "X2": 0.34805, "Y2": 0.056, "X3": 0.34805, "Y3": 0.0708, "X4": 0.29481, "Y4": 0.0708, "page": 0, "Index": 40}, {"Word": "--", "Confidence": 0.955, "X1": 0.35844, "Y1": 0.0562, "X2": 0.37792, "Y2": 0.056, "X3": 0.37792, "Y3": 0.0708, "X4": 0.35844, "Y4": 0.0708, "page": 0, "Index": 41}, {"Word": "others", "Confidence": 0.996, "X1": 0.38312, "Y1": 0.0552, "X2": 0.44675, "Y2": 0.055, "X3": 0.44545, "Y3": 0.0708, "X4": 0.38312, "Y4": 0.0708, "page": 0, "Index": 42}, {"Word": "in", "Confidence": 0.998, "X1": 0.45455, "Y1": 0.0552, "X2": 0.47532, "Y2": 0.055, "X3": 0.47403, "Y3": 0.0718, "X4": 0.45455, "Y4": 0.0708, "page": 0, "Index": 43}, {"Word": "Congress,", "Confidence": 0.993, "X1": 0.48442, "Y1": 0.0552, "X2": 0.58312, "Y2": 0.055, "X3": 0.58312, "Y3": 0.0718, "X4": 0.48442, "Y4": 0.0718, "page": 0, "Index": 44}, {"Word": "especially", "Confidence": 0.991, "X1": 0.58831, "Y1": 0.0552, "X2": 0.68571, "Y2": 0.055, "X3": 0.68442, "Y3": 0.0718, "X4": 0.58701, "Y4": 0.0718, "page": 0, "Index": 45}, {"Word": "Republicans,", "Confidence": 0.991, "X1": 0.6961, "Y1": 0.0562, "X2": 0.82987, "Y2": 0.056, "X3": 0.82987, "Y3": 0.0708, "X4": 0.6961, "Y4": 0.0718, "page": 0, "Index": 46}, {"Word": "are", "Confidence": 0.998, "X1": 0.83506, "Y1": 0.0562, "X2": 0.86753, "Y2": 0.056, "X3": 0.86623, "Y3": 0.0708, "X4": 0.83377, "Y4": 0.0708, "page": 0, "Index": 47}, {"Word": "having", "Confidence": 0.997, "X1": 0.87662, "Y1": 0.0562, "X2": 0.94416, "Y2": 0.056, "X3": 0.94286, "Y3": 0.0708, "X4": 0.87532, "Y4": 0.0708, "page": 0, "Index": 48}, {"Word": "2nd", "Confidence": 0.619, "X1": 0.15974, "Y1": 0.0732, "X2": 0.19091, "Y2": 0.073, "X3": 0.18961, "Y3": 0.0868, "X4": 0.15844, "Y4": 0.0868, "page": 0, "Index": 49}, {"Word": "thoughts.", "Confidence": 0.994, "X1": 0.20519, "Y1": 0.0722, "X2": 0.29221, "Y2": 0.072, "X3": 0.29091, "Y3": 0.0868, "X4": 0.2026, "Y4": 0.0868, "page": 0, "Index": 50}, {"Word": "If", "Confidence": 0.996, "X1": 0.31039, "Y1": 0.0722, "X2": 0.32987, "Y2": 0.072, "X3": 0.32857, "Y3": 0.0858, "X4": 0.30909, "Y4": 0.0868, "page": 0, "Index": 51}, {"Word": "no", "Confidence": 0.997, "X1": 0.34156, "Y1": 0.0722, "X2": 0.36364, "Y2": 0.072, "X3": 0.36234, "Y3": 0.0858, "X4": 0.34026, "Y4": 0.0858, "page": 0, "Index": 52}, {"Word": "package", "Confidence": 0.995, "X1": 0.37532, "Y1": 0.0712, "X2": 0.44805, "Y2": 0.071, "X3": 0.44675, "Y3": 0.0858, "X4": 0.37403, "Y4": 0.0858, "page": 0, "Index": 53}, {"Word": "is", "Confidence": 0.998, "X1": 0.45974, "Y1": 0.0712, "X2": 0.47662, "Y2": 0.071, "X3": 0.47532, "Y3": 0.0858, "X4": 0.45844, "Y4": 0.0858, "page": 0, "Index": 54}, {"Word": "announced,", "Confidence": 0.969, "X1": 0.48701, "Y1": 0.0712, "X2": 0.59221, "Y2": 0.071, "X3": 0.59091, "Y3": 0.0858, "X4": 0.48571, "Y4": 0.0858, "page": 0, "Index": 55}, {"Word": "the", "Confidence": 0.998, "X1": 0.5987, "Y1": 0.0712, "X2": 0.62987, "Y2": 0.071, "X3": 0.62857, "Y3": 0.0858, "X4": 0.5974, "Y4": 0.0858, "page": 0, "Index": 56}, {"Word": "$23bn", "Confidence": 0.991, "X1": 0.64026, "Y1": 0.0712, "X2": 0.69351, "Y2": 0.071, "X3": 0.69221, "Y3": 0.0858, "X4": 0.63896, "Y4": 0.0858, "page": 0, "Index": 57}, {"Word": "will", "Confidence": 0.91, "X1": 0.70909, "Y1": 0.0722, "X2": 0.74805, "Y2": 0.072, "X3": 0.74675, "Y3": 0.0858, "X4": 0.70779, "Y4": 0.0858, "page": 0, "Index": 58}, {"Word": "go", "Confidence": 0.994, "X1": 0.75714, "Y1": 0.0722, "X2": 0.77922, "Y2": 0.072, "X3": 0.77792, "Y3": 0.0858, "X4": 0.75584, "Y4": 0.0858, "page": 0, "Index": 59}, {"Word": "ahead", "Confidence": 0.88, "X1": 0.79091, "Y1": 0.0722, "X2": 0.84416, "Y2": 0.072, "X3": 0.84286, "Y3": 0.0858, "X4": 0.78961, "Y4": 0.0858, "page": 0, "Index": 60}, {"Word": "tomorrow", "Confidence": 0.994, "X1": 0.85714, "Y1": 0.0722, "X2": 0.93896, "Y2": 0.072, "X3": 0.93766, "Y3": 0.0858, "X4": 0.85714, "Y4": 0.0858, "page": 0, "Index": 61}, {"Word": "(WSJ", "Confidence": 0.982, "X1": 0.15974, "Y1": 0.0862, "X2": 0.2039, "Y2": 0.086, "X3": 0.2026, "Y3": 0.1018, "X4": 0.15844, "Y4": 0.1018, "page": 0, "Index": 62}, {"Word": ":", "Confidence": 0.084, "X1": 0.20779, "Y1": 0.0862, "X2": 0.21429, "Y2": 0.086, "X3": 0.21299, "Y3": 0.1018, "X4": 0.20649, "Y4": 0.1018, "page": 0, "Index": 63}, {"Word": "11/19", "Confidence": 0.992, "X1": 0.21818, "Y1": 0.0862, "X2": 0.27273, "Y2": 0.086, "X3": 0.27143, "Y3": 0.1008, "X4": 0.21688, "Y4": 0.1018, "page": 0, "Index": 64}, {"Word": "&", "Confidence": 0.995, "X1": 0.28442, "Y1": 0.0862, "X2": 0.2961, "Y2": 0.086, "X3": 0.29481, "Y3": 0.1008, "X4": 0.28312, "Y4": 0.1008, "page": 0, "Index": 65}, {"Word": "18).", "Confidence": 0.991, "X1": 0.31299, "Y1": 0.0862, "X2": 0.35455, "Y2": 0.086, "X3": 0.35325, "Y3": 0.1008, "X4": 0.31169, "Y4": 0.1008, "page": 0, "Index": 66}, {"Word": "Tobacco", "Confidence": 0.994, "X1": 0.37403, "Y1": 0.0862, "X2": 0.45195, "Y2": 0.086, "X3": 0.45065, "Y3": 0.1008, "X4": 0.37273, "Y4": 0.1008, "page": 0, "Index": 67}, {"Word": "excise", "Confidence": 0.764, "X1": 0.46364, "Y1": 0.0862, "X2": 0.52468, "Y2": 0.086, "X3": 0.52338, "Y3": 0.1008, "X4": 0.46234, "Y4": 0.1008, "page": 0, "Index": 68}, {"Word": "hikes", "Confidence": 0.997, "X1": 0.53377, "Y1": 0.0862, "X2": 0.58831, "Y2": 0.086, "X3": 0.58701, "Y3": 0.1008, "X4": 0.53247, "Y4": 0.1008, "page": 0, "Index": 69}, {"Word": "are", "Confidence": 0.958, "X1": 0.5974, "Y1": 0.0862, "X2": 0.62987, "Y2": 0.086, "X3": 0.62857, "Y3": 0.1008, "X4": 0.5961, "Y4": 0.1008, "page": 0, "Index": 70}, {"Word": "still", "Confidence": 0.998, "X1": 0.64026, "Y1": 0.0862, "X2": 0.68442, "Y2": 0.086, "X3": 0.68312, "Y3": 0.1008, "X4": 0.63896, "Y4": 0.1008, "page": 0, "Index": 71}, {"Word": "out.", "Confidence": 0.982, "X1": 0.69351, "Y1": 0.0862, "X2": 0.73636, "Y2": 0.086, "X3": 0.73506, "Y3": 0.1008, "X4": 0.69221, "Y4": 0.1008, "page": 0, "Index": 72}, {"Word": "Responding", "Confidence": 0.994, "X1": 0.75455, "Y1": 0.0872, "X2": 0.87013, "Y2": 0.087, "X3": 0.86883, "Y3": 0.1008, "X4": 0.75325, "Y4": 0.1008, "page": 0, "Index": 73}, {"Word": "to", "Confidence": 0.998, "X1": 0.88312, "Y1": 0.0872, "X2": 0.9013, "Y2": 0.087, "X3": 0.9, "Y3": 0.1018, "X4": 0.88052, "Y4": 0.1018, "page": 0, "Index": 74}, {"Word": "the", "Confidence": 0.998, "X1": 0.91429, "Y1": 0.0872, "X2": 0.94416, "Y2": 0.087, "X3": 0.94286, "Y3": 0.1018, "X4": 0.91169, "Y4": 0.1018, "page": 0, "Index": 75}, {"Word": "Bradley/Chafee/Stark", "Confidence": 0.636, "X1": 0.15974, "Y1": 0.1012, "X2": 0.37403, "Y2": 0.101, "X3": 0.37273, "Y3": 0.1168, "X4": 0.15974, "Y4": 0.1178, "page": 0, "Index": 76}, {"Word": "letter", "Confidence": 0.991, "X1": 0.38442, "Y1": 0.1012, "X2": 0.44156, "Y2": 0.101, "X3": 0.44026, "Y3": 0.1168, "X4": 0.38442, "Y4": 0.1168, "page": 0, "Index": 77}, {"Word": "(ES87-46)", "Confidence": 0.958, "X1": 0.45195, "Y1": 0.1012, "X2": 0.54805, "Y2": 0.101, "X3": 0.54675, "Y3": 0.1168, "X4": 0.45065, "Y4": 0.1168, "page": 0, "Index": 78}, {"Word": "and", "Confidence": 0.998, "X1": 0.55714, "Y1": 0.1012, "X2": 0.59091, "Y2": 0.101, "X3": 0.58961, "Y3": 0.1168, "X4": 0.55584, "Y4": 0.1168, "page": 0, "Index": 79}, {"Word": "the", "Confidence": 0.998, "X1": 0.60519, "Y1": 0.1012, "X2": 0.63636, "Y2": 0.101, "X3": 0.63506, "Y3": 0.1168, "X4": 0.6039, "Y4": 0.1168, "page": 0, "Index": 80}, {"Word": "11/12", "Confidence": 0.854, "X1": 0.64935, "Y1": 0.1022, "X2": 0.7026, "Y2": 0.102, "X3": 0.7013, "Y3": 0.1168, "X4": 0.64675, "Y4": 0.1168, "page": 0, "Index": 81}, {"Word": "letter", "Confidence": 0.956, "X1": 0.71429, "Y1": 0.1022, "X2": 0.77143, "Y2": 0.102, "X3": 0.77013, "Y3": 0.1168, "X4": 0.71299, "Y4": 0.1168, "page": 0, "Index": 82}, {"Word": "to", "Confidence": 0.998, "X1": 0.78182, "Y1": 0.1022, "X2": 0.8013, "Y2": 0.102, "X3": 0.8, "Y3": 0.1168, "X4": 0.78052, "Y4": 0.1168, "page": 0, "Index": 83}, {"Word": "the", "Confidence": 0.998, "X1": 0.81299, "Y1": 0.1022, "X2": 0.84545, "Y2": 0.102, "X3": 0.84416, "Y3": 0.1168, "X4": 0.81169, "Y4": 0.1168, "page": 0, "Index": 84}, {"Word": "Treasury", "Confidence": 0.993, "X1": 0.85844, "Y1": 0.1032, "X2": 0.94416, "Y2": 0.103, "X3": 0.94156, "Y3": 0.1168, "X4": 0.85584, "Y4": 0.1168, "page": 0, "Index": 85}, {"Word": "from", "Confidence": 0.956, "X1": 0.16104, "Y1": 0.1182, "X2": 0.2, "Y2": 0.118, "X3": 0.2, "Y3": 0.1338, "X4": 0.15974, "Y4": 0.1338, "page": 0, "Index": 86}, {"Word": "the", "Confidence": 0.998, "X1": 0.21688, "Y1": 0.1182, "X2": 0.24805, "Y2": 0.118, "X3": 0.24675, "Y3": 0.1338, "X4": 0.21558, "Y4": 0.1338, "page": 0, "Index": 87}, {"Word": "Coalition", "Confidence": 0.994, "X1": 0.25584, "Y1": 0.1182, "X2": 0.34675, "Y2": 0.118, "X3": 0.34675, "Y3": 0.1338, "X4": 0.25455, "Y4": 0.1338, "page": 0, "Index": 88}, {"Word": "on", "Confidence": 0.998, "X1": 0.35844, "Y1": 0.1182, "X2": 0.38182, "Y2": 0.118, "X3": 0.38052, "Y3": 0.1338, "X4": 0.35714, "Y4": 0.1338, "page": 0, "Index": 89}, {"Word": "Smoking", "Confidence": 0.996, "X1": 0.39091, "Y1": 0.1182, "X2": 0.47403, "Y2": 0.118, "X3": 0.47273, "Y3": 0.1338, "X4": 0.38961, "Y4": 0.1338, "page": 0, "Index": 90}, {"Word": "or", "Confidence": 0.997, "X1": 0.48312, "Y1": 0.1182, "X2": 0.50649, "Y2": 0.118, "X3": 0.50649, "Y3": 0.1338, "X4": 0.48312, "Y4": 0.1338, "page": 0, "Index": 91}, {"Word": "Health,", "Confidence": 0.965, "X1": 0.51558, "Y1": 0.1182, "X2": 0.59221, "Y2": 0.118, "X3": 0.59091, "Y3": 0.1338, "X4": 0.51429, "Y4": 0.1338, "page": 0, "Index": 92}, {"Word": "the", "Confidence": 0.998, "X1": 0.60779, "Y1": 0.1182, "X2": 0.64026, "Y2": 0.118, "X3": 0.63896, "Y3": 0.1328, "X4": 0.60649, "Y4": 0.1338, "page": 0, "Index": 93}, {"Word": "Coalition", "Confidence": 0.995, "X1": 0.64935, "Y1": 0.1182, "X2": 0.74156, "Y2": 0.118, "X3": 0.74026, "Y3": 0.1328, "X4": 0.64805, "Y4": 0.1328, "page": 0, "Index": 94}, {"Word": "Against", "Confidence": 0.994, "X1": 0.75455, "Y1": 0.1182, "X2": 0.83247, "Y2": 0.118, "X3": 0.83117, "Y3": 0.1328, "X4": 0.75325, "Y4": 0.1328, "page": 0, "Index": 95}, {"Word": "Regressive", "Confidence": 0.994, "X1": 0.84026, "Y1": 0.1192, "X2": 0.94416, "Y2": 0.119, "X3": 0.94286, "Y3": 0.1328, "X4": 0.83896, "Y4": 0.1328, "page": 0, "Index": 96}, {"Word": "Taxation", "Confidence": 0.992, "X1": 0.16234, "Y1": 0.1352, "X2": 0.24545, "Y2": 0.135, "X3": 0.24416, "Y3": 0.1498, "X4": 0.16234, "Y4": 0.1498, "page": 0, "Index": 97}, {"Word": "wrote", "Confidence": 0.997, "X1": 0.26364, "Y1": 0.1352, "X2": 0.32078, "Y2": 0.135, "X3": 0.31948, "Y3": 0.1498, "X4": 0.26364, "Y4": 0.1498, "page": 0, "Index": 98}, {"Word": "11/16", "Confidence": 0.995, "X1": 0.33636, "Y1": 0.1352, "X2": 0.39091, "Y2": 0.135, "X3": 0.38961, "Y3": 0.1498, "X4": 0.33636, "Y4": 0.1498, "page": 0, "Index": 99}, {"Word": "to", "Confidence": 0.998, "X1": 0.40779, "Y1": 0.1352, "X2": 0.42857, "Y2": 0.135, "X3": 0.42727, "Y3": 0.1498, "X4": 0.40779, "Y4": 0.1498, "page": 0, "Index": 100}, {"Word": "Treasury", "Confidence": 0.994, "X1": 0.44545, "Y1": 0.1352, "X2": 0.53117, "Y2": 0.135, "X3": 0.52987, "Y3": 0.1498, "X4": 0.44545, "Y4": 0.1498, "page": 0, "Index": 101}, {"Word": "reiterating", "Confidence": 0.994, "X1": 0.54935, "Y1": 0.1352, "X2": 0.65584, "Y2": 0.135, "X3": 0.65455, "Y3": 0.1498, "X4": 0.54935, "Y4": 0.1498, "page": 0, "Index": 102}, {"Word": "the", "Confidence": 0.998, "X1": 0.67403, "Y1": 0.1352, "X2": 0.70649, "Y2": 0.135, "X3": 0.70519, "Y3": 0.1498, "X4": 0.67403, "Y4": 0.1498, "page": 0, "Index": 103}, {"Word": "results", "Confidence": 0.981, "X1": 0.72338, "Y1": 0.1352, "X2": 0.79221, "Y2": 0.135, "X3": 0.79091, "Y3": 0.1498, "X4": 0.72208, "Y4": 0.1498, "page": 0, "Index": 104}, {"Word": "of", "Confidence": 0.998, "X1": 0.80779, "Y1": 0.1352, "X2": 0.83117, "Y2": 0.135, "X3": 0.82987, "Y3": 0.1498, "X4": 0.80649, "Y4": 0.1498, "page": 0, "Index": 105}, {"Word": "its", "Confidence": 0.998, "X1": 0.84805, "Y1": 0.1352, "X2": 0.87532, "Y2": 0.135, "X3": 0.87403, "Y3": 0.1498, "X4": 0.84675, "Y4": 0.1498, "page": 0, "Index": 106}, {"Word": "study", "Confidence": 0.997, "X1": 0.88961, "Y1": 0.1352, "X2": 0.94416, "Y2": 0.135, "X3": 0.94286, "Y3": 0.1498, "X4": 0.88831, "Y4": 0.1498, "page": 0, "Index": 107}, {"Word": "showing", "Confidence": 0.997, "X1": 0.15974, "Y1": 0.1522, "X2": 0.23247, "Y2": 0.152, "X3": 0.23117, "Y3": 0.1668, "X4": 0.15974, "Y4": 0.1668, "page": 0, "Index": 108}, {"Word": "that", "Confidence": 0.991, "X1": 0.24545, "Y1": 0.1512, "X2": 0.28571, "Y2": 0.151, "X3": 0.28442, "Y3": 0.1668, "X4": 0.24416, "Y4": 0.1668, "page": 0, "Index": 109}, {"Word": "$6bn", "Confidence": 0.901, "X1": 0.29481, "Y1": 0.1512, "X2": 0.33766, "Y2": 0.151, "X3": 0.33636, "Y3": 0.1658, "X4": 0.29351, "Y4": 0.1668, "page": 0, "Index": 110}, {"Word": "in", "Confidence": 0.998, "X1": 0.35195, "Y1": 0.1512, "X2": 0.37013, "Y2": 0.151, "X3": 0.36883, "Y3": 0.1658, "X4": 0.35065, "Y4": 0.1658, "page": 0, "Index": 111}, {"Word": "excise", "Confidence": 0.994, "X1": 0.38312, "Y1": 0.1512, "X2": 0.43896, "Y2": 0.151, "X3": 0.43766, "Y3": 0.1658, "X4": 0.38182, "Y4": 0.1658, "page": 0, "Index": 112}, {"Word": "hikes", "Confidence": 0.997, "X1": 0.45065, "Y1": 0.1512, "X2": 0.5013, "Y2": 0.151, "X3": 0.5, "Y3": 0.1658, "X4": 0.44935, "Y4": 0.1658, "page": 0, "Index": 113}, {"Word": "would", "Confidence": 0.997, "X1": 0.51429, "Y1": 0.1512, "X2": 0.56623, "Y2": 0.151, "X3": 0.56623, "Y3": 0.1648, "X4": 0.51299, "Y4": 0.1658, "page": 0, "Index": 114}, {"Word": "wipe", "Confidence": 0.994, "X1": 0.58182, "Y1": 0.1512, "X2": 0.62597, "Y2": 0.151, "X3": 0.62597, "Y3": 0.1648, "X4": 0.58182, "Y4": 0.1648, "page": 0, "Index": 115}, {"Word": "out", "Confidence": 0.998, "X1": 0.63766, "Y1": 0.1512, "X2": 0.67273, "Y2": 0.151, "X3": 0.67143, "Y3": 0.1648, "X4": 0.63766, "Y4": 0.1648, "page": 0, "Index": 116}, {"Word": "the", "Confidence": 0.998, "X1": 0.68312, "Y1": 0.1512, "X2": 0.71299, "Y2": 0.151, "X3": 0.71169, "Y3": 0.1648, "X4": 0.68182, "Y4": 0.1648, "page": 0, "Index": 117}, {"Word": "TRA's", "Confidence": 0.997, "X1": 0.72857, "Y1": 0.1512, "X2": 0.78831, "Y2": 0.151, "X3": 0.78831, "Y3": 0.1648, "X4": 0.72727, "Y4": 0.1648, "page": 0, "Index": 118}, {"Word": "1986", "Confidence": 0.988, "X1": 0.7987, "Y1": 0.1512, "X2": 0.84026, "Y2": 0.151, "X3": 0.84026, "Y3": 0.1658, "X4": 0.7987, "Y4": 0.1648, "page": 0, "Index": 119}, {"Word": "tax", "Confidence": 0.998, "X1": 0.85455, "Y1": 0.1512, "X2": 0.88312, "Y2": 0.151, "X3": 0.88182, "Y3": 0.1658, "X4": 0.85455, "Y4": 0.1658, "page": 0, "Index": 120}, {"Word": "gains", "Confidence": 0.998, "X1": 0.8974, "Y1": 0.1512, "X2": 0.94545, "Y2": 0.151, "X3": 0.94416, "Y3": 0.1658, "X4": 0.8961, "Y4": 0.1658, "page": 0, "Index": 121}, {"Word": "for", "Confidence": 0.998, "X1": 0.15974, "Y1": 0.1682, "X2": 0.18961, "Y2": 0.168, "X3": 0.18961, "Y3": 0.1818, "X4": 0.15974, "Y4": 0.1818, "page": 0, "Index": 122}, {"Word": "low-income", "Confidence": 0.994, "X1": 0.1974, "Y1": 0.1672, "X2": 0.3013, "Y2": 0.167, "X3": 0.3013, "Y3": 0.1818, "X4": 0.1974, "Y4": 0.1818, "page": 0, "Index": 123}, {"Word": "households", "Confidence": 0.666, "X1": 0.31039, "Y1": 0.1662, "X2": 0.41169, "Y2": 0.166, "X3": 0.41169, "Y3": 0.1818, "X4": 0.31039, "Y4": 0.1818, "page": 0, "Index": 124}, {"Word": "(Tax", "Confidence": 0.987, "X1": 0.41818, "Y1": 0.1662, "X2": 0.45974, "Y2": 0.166, "X3": 0.45974, "Y3": 0.1818, "X4": 0.41818, "Y4": 0.1818, "page": 0, "Index": 125}, {"Word": "Notes", "Confidence": 0.997, "X1": 0.47273, "Y1": 0.1662, "X2": 0.52727, "Y2": 0.166, "X3": 0.52597, "Y3": 0.1818, "X4": 0.47143, "Y4": 0.1818, "page": 0, "Index": 126}, {"Word": "11/12", "Confidence": 0.993, "X1": 0.53636, "Y1": 0.1662, "X2": 0.58571, "Y2": 0.166, "X3": 0.58571, "Y3": 0.1818, "X4": 0.53636, "Y4": 0.1818, "page": 0, "Index": 127}, {"Word": "&", "Confidence": 0.998, "X1": 0.5974, "Y1": 0.1662, "X2": 0.60909, "Y2": 0.166, "X3": 0.60909, "Y3": 0.1818, "X4": 0.5974, "Y4": 0.1818, "page": 0, "Index": 128}, {"Word": "17).", "Confidence": 0.991, "X1": 0.62857, "Y1": 0.1662, "X2": 0.66494, "Y2": 0.166, "X3": 0.66494, "Y3": 0.1818, "X4": 0.62727, "Y4": 0.1818, "page": 0, "Index": 129}, {"Word": "An", "Confidence": 0.997, "X1": 0.68571, "Y1": 0.1662, "X2": 0.71169, "Y2": 0.166, "X3": 0.71039, "Y3": 0.1818, "X4": 0.68442, "Y4": 0.1818, "page": 0, "Index": 130}, {"Word": "11/17", "Confidence": 0.997, "X1": 0.72468, "Y1": 0.1662, "X2": 0.77662, "Y2": 0.166, "X3": 0.77662, "Y3": 0.1818, "X4": 0.72468, "Y4": 0.1818, "page": 0, "Index": 131}, {"Word": "WSJ", "Confidence": 0.991, "X1": 0.78831, "Y1": 0.1662, "X2": 0.82597, "Y2": 0.166, "X3": 0.82597, "Y3": 0.1818, "X4": 0.78831, "Y4": 0.1818, "page": 0, "Index": 132}, {"Word": "op-ed", "Confidence": 0.996, "X1": 0.83636, "Y1": 0.1662, "X2": 0.88571, "Y2": 0.166, "X3": 0.88442, "Y3": 0.1818, "X4": 0.83506, "Y4": 0.1818, "page": 0, "Index": 133}, {"Word": "piece", "Confidence": 0.959, "X1": 0.8974, "Y1": 0.1672, "X2": 0.94545, "Y2": 0.167, "X3": 0.94416, "Y3": 0.1818, "X4": 0.8961, "Y4": 0.1818, "page": 0, "Index": 134}, {"Word": "says", "Confidence": 0.981, "X1": 0.15974, "Y1": 0.1832, "X2": 0.2, "Y2": 0.183, "X3": 0.1987, "Y3": 0.1978, "X4": 0.15844, "Y4": 0.1988, "page": 0, "Index": 135}, {"Word": "$20bn", "Confidence": 0.954, "X1": 0.20909, "Y1": 0.1832, "X2": 0.26234, "Y2": 0.183, "X3": 0.26234, "Y3": 0.1978, "X4": 0.20779, "Y4": 0.1978, "page": 0, "Index": 136}, {"Word": "in", "Confidence": 0.998, "X1": 0.27662, "Y1": 0.1822, "X2": 0.29481, "Y2": 0.182, "X3": 0.29481, "Y3": 0.1978, "X4": 0.27532, "Y4": 0.1978, "page": 0, "Index": 137}, {"Word": "revenue", "Confidence": 0.985, "X1": 0.30779, "Y1": 0.1822, "X2": 0.38052, "Y2": 0.182, "X3": 0.37922, "Y3": 0.1978, "X4": 0.30649, "Y4": 0.1978, "page": 0, "Index": 138}, {"Word": "should", "Confidence": 0.997, "X1": 0.38961, "Y1": 0.1822, "X2": 0.44935, "Y2": 0.182, "X3": 0.44935, "Y3": 0.1968, "X4": 0.38961, "Y4": 0.1978, "page": 0, "Index": 139}, {"Word": "be", "Confidence": 0.997, "X1": 0.46364, "Y1": 0.1822, "X2": 0.48701, "Y2": 0.182, "X3": 0.48571, "Y3": 0.1968, "X4": 0.46234, "Y4": 0.1968, "page": 0, "Index": 140}, {"Word": "raised", "Confidence": 0.997, "X1": 0.4961, "Y1": 0.1822, "X2": 0.55065, "Y2": 0.182, "X3": 0.54935, "Y3": 0.1968, "X4": 0.49481, "Y4": 0.1968, "page": 0, "Index": 141}, {"Word": "from", "Confidence": 0.991, "X1": 0.56364, "Y1": 0.1822, "X2": 0.6039, "Y2": 0.182, "X3": 0.6039, "Y3": 0.1968, "X4": 0.56364, "Y4": 0.1968, "page": 0, "Index": 142}, {"Word": "alcohol", "Confidence": 0.991, "X1": 0.62208, "Y1": 0.1822, "X2": 0.69091, "Y2": 0.182, "X3": 0.68961, "Y3": 0.1968, "X4": 0.62078, "Y4": 0.1968, "page": 0, "Index": 143}, {"Word": "excise", "Confidence": 0.996, "X1": 0.7, "Y1": 0.1822, "X2": 0.75714, "Y2": 0.182, "X3": 0.75714, "Y3": 0.1968, "X4": 0.7, "Y4": 0.1968, "page": 0, "Index": 144}, {"Word": "hikes", "Confidence": 0.996, "X1": 0.77013, "Y1": 0.1822, "X2": 0.82078, "Y2": 0.182, "X3": 0.81948, "Y3": 0.1978, "X4": 0.76883, "Y4": 0.1968, "page": 0, "Index": 145}, {"Word": "--", "Confidence": 0.991, "X1": 0.83117, "Y1": 0.1822, "X2": 0.85065, "Y2": 0.182, "X3": 0.84935, "Y3": 0.1978, "X4": 0.82987, "Y4": 0.1978, "page": 0, "Index": 146}, {"Word": "$6", "Confidence": 0.818, "X1": 0.85974, "Y1": 0.1832, "X2": 0.88312, "Y2": 0.183, "X3": 0.88312, "Y3": 0.1978, "X4": 0.85974, "Y4": 0.1978, "page": 0, "Index": 147}, {"Word": "on", "Confidence": 0.998, "X1": 0.89481, "Y1": 0.1832, "X2": 0.91688, "Y2": 0.183, "X3": 0.91688, "Y3": 0.1978, "X4": 0.89481, "Y4": 0.1978, "page": 0, "Index": 148}, {"Word": "a", "Confidence": 0.996, "X1": 0.93117, "Y1": 0.1832, "X2": 0.94286, "Y2": 0.183, "X3": 0.94286, "Y3": 0.1978, "X4": 0.93117, "Y4": 0.1978, "page": 0, "Index": 149}, {"Word": "\"fifth\"", "Confidence": 0.963, "X1": 0.15974, "Y1": 0.1982, "X2": 0.22727, "Y2": 0.198, "X3": 0.22727, "Y3": 0.2138, "X4": 0.15974, "Y4": 0.2138, "page": 0, "Index": 150}, {"Word": "of", "Confidence": 0.998, "X1": 0.23896, "Y1": 0.1982, "X2": 0.26104, "Y2": 0.198, "X3": 0.26104, "Y3": 0.2138, "X4": 0.23896, "Y4": 0.2138, "page": 0, "Index": 151}, {"Word": "liquor,", "Confidence": 0.992, "X1": 0.27662, "Y1": 0.1982, "X2": 0.34935, "Y2": 0.198, "X3": 0.34935, "Y3": 0.2138, "X4": 0.27662, "Y4": 0.2138, "page": 0, "Index": 152}, {"Word": "$2.20", "Confidence": 0.997, "X1": 0.36104, "Y1": 0.1982, "X2": 0.41169, "Y2": 0.198, "X3": 0.41169, "Y3": 0.2138, "X4": 0.36104, "Y4": 0.2138, "page": 0, "Index": 153}, {"Word": "on", "Confidence": 0.998, "X1": 0.42597, "Y1": 0.1982, "X2": 0.44935, "Y2": 0.198, "X3": 0.44935, "Y3": 0.2138, "X4": 0.42597, "Y4": 0.2138, "page": 0, "Index": 154}, {"Word": "a", "Confidence": 0.996, "X1": 0.46883, "Y1": 0.1982, "X2": 0.48052, "Y2": 0.198, "X3": 0.48052, "Y3": 0.2138, "X4": 0.46883, "Y4": 0.2138, "page": 0, "Index": 155}, {"Word": "six-pack", "Confidence": 0.995, "X1": 0.4961, "Y1": 0.1982, "X2": 0.57792, "Y2": 0.198, "X3": 0.57792, "Y3": 0.2138, "X4": 0.4961, "Y4": 0.2138, "page": 0, "Index": 156}, {"Word": "of", "Confidence": 0.998, "X1": 0.5961, "Y1": 0.1982, "X2": 0.61818, "Y2": 0.198, "X3": 0.61818, "Y3": 0.2138, "X4": 0.5961, "Y4": 0.2138, "page": 0, "Index": 157}, {"Word": "beer", "Confidence": 0.99, "X1": 0.63377, "Y1": 0.1982, "X2": 0.67922, "Y2": 0.198, "X3": 0.67922, "Y3": 0.2138, "X4": 0.63377, "Y4": 0.2138, "page": 0, "Index": 158}, {"Word": "--", "Confidence": 0.848, "X1": 0.69351, "Y1": 0.1982, "X2": 0.71429, "Y2": 0.198, "X3": 0.71429, "Y3": 0.2138, "X4": 0.69351, "Y4": 0.2138, "page": 0, "Index": 159}, {"Word": "higher", "Confidence": 0.997, "X1": 0.72727, "Y1": 0.1982, "X2": 0.79351, "Y2": 0.198, "X3": 0.79351, "Y3": 0.2138, "X4": 0.72727, "Y4": 0.2138, "page": 0, "Index": 160}, {"Word": "prices", "Confidence": 0.997, "X1": 0.80779, "Y1": 0.1982, "X2": 0.87013, "Y2": 0.198, "X3": 0.87013, "Y3": 0.2138, "X4": 0.80779, "Y4": 0.2138, "page": 0, "Index": 161}, {"Word": "would", "Confidence": 0.998, "X1": 0.88442, "Y1": 0.1982, "X2": 0.94286, "Y2": 0.198, "X3": 0.94286, "Y3": 0.2138, "X4": 0.88442, "Y4": 0.2138, "page": 0, "Index": 162}, {"Word": "reduce", "Confidence": 0.995, "X1": 0.15844, "Y1": 0.2152, "X2": 0.22468, "Y2": 0.215, "X3": 0.22468, "Y3": 0.2298, "X4": 0.15844, "Y4": 0.2298, "page": 0, "Index": 163}, {"Word": "the", "Confidence": 0.998, "X1": 0.23377, "Y1": 0.2152, "X2": 0.26364, "Y2": 0.215, "X3": 0.26364, "Y3": 0.2298, "X4": 0.23377, "Y4": 0.2298, "page": 0, "Index": 164}, {"Word": "purported", "Confidence": 0.994, "X1": 0.27273, "Y1": 0.2142, "X2": 0.37013, "Y2": 0.214, "X3": 0.36883, "Y3": 0.2298, "X4": 0.27273, "Y4": 0.2298, "page": 0, "Index": 165}, {"Word": "100,000", "Confidence": 0.993, "X1": 0.38312, "Y1": 0.2142, "X2": 0.45455, "Y2": 0.214, "X3": 0.45455, "Y3": 0.2298, "X4": 0.38312, "Y4": 0.2298, "page": 0, "Index": 166}, {"Word": "to", "Confidence": 0.998, "X1": 0.46494, "Y1": 0.2142, "X2": 0.48571, "Y2": 0.214, "X3": 0.48571, "Y3": 0.2298, "X4": 0.46494, "Y4": 0.2298, "page": 0, "Index": 167}, {"Word": "200,000", "Confidence": 0.971, "X1": 0.4961, "Y1": 0.2142, "X2": 0.56753, "Y2": 0.214, "X3": 0.56753, "Y3": 0.2288, "X4": 0.4961, "Y4": 0.2298, "page": 0, "Index": 168}, {"Word": "annual", "Confidence": 0.995, "X1": 0.57922, "Y1": 0.2142, "X2": 0.64935, "Y2": 0.214, "X3": 0.64935, "Y3": 0.2288, "X4": 0.57922, "Y4": 0.2288, "page": 0, "Index": 169}, {"Word": "deaths", "Confidence": 0.996, "X1": 0.65714, "Y1": 0.2142, "X2": 0.72208, "Y2": 0.214, "X3": 0.72208, "Y3": 0.2288, "X4": 0.65584, "Y4": 0.2288, "page": 0, "Index": 170}, {"Word": "attributed", "Confidence": 0.994, "X1": 0.73117, "Y1": 0.2142, "X2": 0.82987, "Y2": 0.214, "X3": 0.82987, "Y3": 0.2288, "X4": 0.73117, "Y4": 0.2288, "page": 0, "Index": 171}, {"Word": "to", "Confidence": 0.998, "X1": 0.84286, "Y1": 0.2142, "X2": 0.86234, "Y2": 0.214, "X3": 0.86234, "Y3": 0.2288, "X4": 0.84286, "Y4": 0.2288, "page": 0, "Index": 172}, {"Word": "alcohol", "Confidence": 0.993, "X1": 0.87273, "Y1": 0.2142, "X2": 0.94416, "Y2": 0.214, "X3": 0.94286, "Y3": 0.2288, "X4": 0.87273, "Y4": 0.2288, "page": 0, "Index": 173}, {"Word": "consumption.", "Confidence": 0.991, "X1": 0.15974, "Y1": 0.2312, "X2": 0.28312, "Y2": 0.231, "X3": 0.28182, "Y3": 0.2468, "X4": 0.15844, "Y4": 0.2458, "page": 0, "Index": 174}, {"Word": "Gerald", "Confidence": 0.997, "X1": 0.3039, "Y1": 0.2302, "X2": 0.36623, "Y2": 0.23, "X3": 0.36623, "Y3": 0.2458, "X4": 0.3039, "Y4": 0.2458, "page": 0, "Index": 175}, {"Word": "Ford,", "Confidence": 0.996, "X1": 0.37792, "Y1": 0.2302, "X2": 0.43247, "Y2": 0.23, "X3": 0.43247, "Y3": 0.2458, "X4": 0.37922, "Y4": 0.2458, "page": 0, "Index": 176}, {"Word": "speaking", "Confidence": 0.995, "X1": 0.44286, "Y1": 0.2302, "X2": 0.52208, "Y2": 0.23, "X3": 0.52208, "Y3": 0.2458, "X4": 0.44286, "Y4": 0.2458, "page": 0, "Index": 177}, {"Word": "on", "Confidence": 0.993, "X1": 0.53377, "Y1": 0.2302, "X2": 0.55844, "Y2": 0.23, "X3": 0.55844, "Y3": 0.2458, "X4": 0.53506, "Y4": 0.2458, "page": 0, "Index": 178}, {"Word": "11/10", "Confidence": 0.797, "X1": 0.57403, "Y1": 0.2302, "X2": 0.62468, "Y2": 0.23, "X3": 0.62468, "Y3": 0.2458, "X4": 0.57403, "Y4": 0.2458, "page": 0, "Index": 179}, {"Word": "to", "Confidence": 0.998, "X1": 0.63896, "Y1": 0.2302, "X2": 0.65974, "Y2": 0.23, "X3": 0.66104, "Y3": 0.2458, "X4": 0.63896, "Y4": 0.2458, "page": 0, "Index": 180}, {"Word": "the", "Confidence": 0.998, "X1": 0.67273, "Y1": 0.2302, "X2": 0.7039, "Y2": 0.23, "X3": 0.7039, "Y3": 0.2458, "X4": 0.67273, "Y4": 0.2458, "page": 0, "Index": 181}, {"Word": "US", "Confidence": 0.998, "X1": 0.71818, "Y1": 0.2302, "X2": 0.74545, "Y2": 0.23, "X3": 0.74545, "Y3": 0.2458, "X4": 0.71818, "Y4": 0.2458, "page": 0, "Index": 182}, {"Word": "League", "Confidence": 0.995, "X1": 0.76104, "Y1": 0.2302, "X2": 0.82727, "Y2": 0.23, "X3": 0.82727, "Y3": 0.2448, "X4": 0.76104, "Y4": 0.2448, "page": 0, "Index": 183}, {"Word": "of", "Confidence": 0.998, "X1": 0.84026, "Y1": 0.2292, "X2": 0.86234, "Y2": 0.229, "X3": 0.86234, "Y3": 0.2448, "X4": 0.84026, "Y4": 0.2448, "page": 0, "Index": 184}, {"Word": "Savings", "Confidence": 0.997, "X1": 0.87532, "Y1": 0.2292, "X2": 0.94416, "Y2": 0.229, "X3": 0.94416, "Y3": 0.2448, "X4": 0.87532, "Y4": 0.2448, "page": 0, "Index": 185}, {"Word": "Institutions", "Confidence": 0.955, "X1": 0.16104, "Y1": 0.2472, "X2": 0.27403, "Y2": 0.247, "X3": 0.27532, "Y3": 0.2618, "X4": 0.16104, "Y4": 0.2618, "page": 0, "Index": 186}, {"Word": "said", "Confidence": 0.988, "X1": 0.28442, "Y1": 0.2472, "X2": 0.32468, "Y2": 0.247, "X3": 0.32468, "Y3": 0.2618, "X4": 0.28571, "Y4": 0.2618, "page": 0, "Index": 187}, {"Word": "cigarette", "Confidence": 0.994, "X1": 0.33896, "Y1": 0.2472, "X2": 0.42727, "Y2": 0.247, "X3": 0.42727, "Y3": 0.2618, "X4": 0.34026, "Y4": 0.2618, "page": 0, "Index": 188}, {"Word": "and", "Confidence": 0.998, "X1": 0.43896, "Y1": 0.2472, "X2": 0.47532, "Y2": 0.247, "X3": 0.47532, "Y3": 0.2608, "X4": 0.43896, "Y4": 0.2618, "page": 0, "Index": 189}, {"Word": "alcohol", "Confidence": 0.993, "X1": 0.48961, "Y1": 0.2462, "X2": 0.56364, "Y2": 0.246, "X3": 0.56494, "Y3": 0.2608, "X4": 0.48961, "Y4": 0.2608, "page": 0, "Index": 190}, {"Word": "hikes,", "Confidence": 0.994, "X1": 0.57532, "Y1": 0.2462, "X2": 0.63766, "Y2": 0.246, "X3": 0.63896, "Y3": 0.2608, "X4": 0.57532, "Y4": 0.2608, "page": 0, "Index": 191}, {"Word": "an", "Confidence": 0.998, "X1": 0.64545, "Y1": 0.2462, "X2": 0.66883, "Y2": 0.246, "X3": 0.67013, "Y3": 0.2608, "X4": 0.64675, "Y4": 0.2608, "page": 0, "Index": 192}, {"Word": "imported", "Confidence": 0.995, "X1": 0.68442, "Y1": 0.2462, "X2": 0.77273, "Y2": 0.246, "X3": 0.77273, "Y3": 0.2618, "X4": 0.68571, "Y4": 0.2608, "page": 0, "Index": 193}, {"Word": "oil", "Confidence": 0.998, "X1": 0.78701, "Y1": 0.2462, "X2": 0.81818, "Y2": 0.246, "X3": 0.81818, "Y3": 0.2618, "X4": 0.78701, "Y4": 0.2618, "page": 0, "Index": 194}, {"Word": "fee,", "Confidence": 0.991, "X1": 0.82857, "Y1": 0.2462, "X2": 0.87013, "Y2": 0.246, "X3": 0.87143, "Y3": 0.2618, "X4": 0.82857, "Y4": 0.2618, "page": 0, "Index": 195}, {"Word": "and", "Confidence": 0.998, "X1": 0.88052, "Y1": 0.2462, "X2": 0.91429, "Y2": 0.246, "X3": 0.91558, "Y3": 0.2618, "X4": 0.88052, "Y4": 0.2618, "page": 0, "Index": 196}, {"Word": "a", "Confidence": 0.995, "X1": 0.92987, "Y1": 0.2462, "X2": 0.94156, "Y2": 0.246, "X3": 0.94286, "Y3": 0.2618, "X4": 0.93117, "Y4": 0.2618, "page": 0, "Index": 197}, {"Word": "value-added", "Confidence": 0.941, "X1": 0.16234, "Y1": 0.2632, "X2": 0.26623, "Y2": 0.263, "X3": 0.26623, "Y3": 0.2778, "X4": 0.16234, "Y4": 0.2778, "page": 0, "Index": 198}, {"Word": "taxes", "Confidence": 0.996, "X1": 0.27273, "Y1": 0.2632, "X2": 0.31948, "Y2": 0.263, "X3": 0.31948, "Y3": 0.2768, "X4": 0.27273, "Y4": 0.2778, "page": 0, "Index": 199}, {"Word": "should", "Confidence": 0.997, "X1": 0.32338, "Y1": 0.2622, "X2": 0.38312, "Y2": 0.262, "X3": 0.38312, "Y3": 0.2768, "X4": 0.32338, "Y4": 0.2768, "page": 0, "Index": 200}, {"Word": "be", "Confidence": 0.997, "X1": 0.38961, "Y1": 0.2622, "X2": 0.41169, "Y2": 0.262, "X3": 0.41169, "Y3": 0.2768, "X4": 0.38831, "Y4": 0.2768, "page": 0, "Index": 201}, {"Word": "used", "Confidence": 0.989, "X1": 0.41558, "Y1": 0.2622, "X2": 0.45584, "Y2": 0.262, "X3": 0.45584, "Y3": 0.2768, "X4": 0.41558, "Y4": 0.2768, "page": 0, "Index": 202}, {"Word": "to", "Confidence": 0.998, "X1": 0.46234, "Y1": 0.2622, "X2": 0.48182, "Y2": 0.262, "X3": 0.48052, "Y3": 0.2768, "X4": 0.46104, "Y4": 0.2768, "page": 0, "Index": 203}, {"Word": "bring", "Confidence": 0.997, "X1": 0.48571, "Y1": 0.2622, "X2": 0.53506, "Y2": 0.262, "X3": 0.53506, "Y3": 0.2768, "X4": 0.48442, "Y4": 0.2768, "page": 0, "Index": 204}, {"Word": "down", "Confidence": 0.987, "X1": 0.53896, "Y1": 0.2622, "X2": 0.58961, "Y2": 0.262, "X3": 0.58831, "Y3": 0.2768, "X4": 0.53896, "Y4": 0.2768, "page": 0, "Index": 205}, {"Word": "the", "Confidence": 0.998, "X1": 0.59481, "Y1": 0.2622, "X2": 0.62468, "Y2": 0.262, "X3": 0.62468, "Y3": 0.2768, "X4": 0.59351, "Y4": 0.2768, "page": 0, "Index": 206}, {"Word": "deficit", "Confidence": 0.993, "X1": 0.62987, "Y1": 0.2612, "X2": 0.69221, "Y2": 0.261, "X3": 0.69091, "Y3": 0.2768, "X4": 0.62857, "Y4": 0.2768, "page": 0, "Index": 207}, {"Word": "(UPI", "Confidence": 0.981, "X1": 0.6961, "Y1": 0.2612, "X2": 0.74416, "Y2": 0.261, "X3": 0.74286, "Y3": 0.2778, "X4": 0.69481, "Y4": 0.2768, "page": 0, "Index": 208}, {"Word": "11/10).", "Confidence": 0.991, "X1": 0.74805, "Y1": 0.2612, "X2": 0.81039, "Y2": 0.261, "X3": 0.80909, "Y3": 0.2778, "X4": 0.74675, "Y4": 0.2778, "page": 0, "Index": 209}, {"Word": "LEAF:", "Confidence": 0.993, "X1": 0.06494, "Y1": 0.2932, "X2": 0.12208, "Y2": 0.293, "X3": 0.12208, "Y3": 0.3108, "X4": 0.06494, "Y4": 0.3118, "page": 0, "Index": 210}, {"Word": "KENTUCKY", "Confidence": 0.995, "X1": 0.12597, "Y1": 0.2932, "X2": 0.24026, "Y2": 0.293, "X3": 0.24026, "Y3": 0.3098, "X4": 0.12597, "Y4": 0.3108, "page": 0, "Index": 211}, {"Word": "BURLEY", "Confidence": 0.996, "X1": 0.24675, "Y1": 0.2932, "X2": 0.32987, "Y2": 0.293, "X3": 0.32987, "Y3": 0.3098, "X4": 0.24675, "Y4": 0.3098, "page": 0, "Index": 212}, {"Word": "DRY;", "Confidence": 0.983, "X1": 0.33506, "Y1": 0.2932, "X2": 0.38701, "Y2": 0.293, "X3": 0.38701, "Y3": 0.3088, "X4": 0.33506, "Y4": 0.3098, "page": 0, "Index": 213}, {"Word": "COOPER", "Confidence": 0.997, "X1": 0.39091, "Y1": 0.2932, "X2": 0.47273, "Y2": 0.293, "X3": 0.47273, "Y3": 0.3088, "X4": 0.39091, "Y4": 0.3088, "page": 0, "Index": 214}, {"Word": "CITES", "Confidence": 0.997, "X1": 0.48052, "Y1": 0.2932, "X2": 0.54156, "Y2": 0.293, "X3": 0.54156, "Y3": 0.3088, "X4": 0.48052, "Y4": 0.3088, "page": 0, "Index": 215}, {"Word": "IMPORTS", "Confidence": 0.996, "X1": 0.54545, "Y1": 0.2942, "X2": 0.64026, "Y2": 0.294, "X3": 0.64026, "Y3": 0.3088, "X4": 0.54545, "Y4": 0.3088, "page": 0, "Index": 216}, {"Word": "To", "Confidence": 0.997, "X1": 0.16104, "Y1": 0.3102, "X2": 0.18312, "Y2": 0.31, "X3": 0.18312, "Y3": 0.3258, "X4": 0.16234, "Y4": 0.3258, "page": 0, "Index": 217}, {"Word": "retain", "Confidence": 0.991, "X1": 0.19481, "Y1": 0.3102, "X2": 0.25065, "Y2": 0.31, "X3": 0.25065, "Y3": 0.3258, "X4": 0.1961, "Y4": 0.3258, "page": 0, "Index": 218}, {"Word": "moisture", "Confidence": 0.994, "X1": 0.26234, "Y1": 0.3102, "X2": 0.34156, "Y2": 0.31, "X3": 0.34156, "Y3": 0.3258, "X4": 0.26234, "Y4": 0.3258, "page": 0, "Index": 219}, {"Word": "only", "Confidence": 0.988, "X1": 0.35325, "Y1": 0.3102, "X2": 0.39351, "Y2": 0.31, "X3": 0.39351, "Y3": 0.3258, "X4": 0.35325, "Y4": 0.3258, "page": 0, "Index": 220}, {"Word": "29%", "Confidence": 0.998, "X1": 0.40649, "Y1": 0.3102, "X2": 0.43896, "Y2": 0.31, "X3": 0.43896, "Y3": 0.3258, "X4": 0.40649, "Y4": 0.3258, "page": 0, "Index": 221}, {"Word": "of", "Confidence": 0.998, "X1": 0.45584, "Y1": 0.3102, "X2": 0.47792, "Y2": 0.31, "X3": 0.47792, "Y3": 0.3258, "X4": 0.45584, "Y4": 0.3258, "page": 0, "Index": 222}, {"Word": "Kentucky's", "Confidence": 0.991, "X1": 0.49091, "Y1": 0.3102, "X2": 0.59351, "Y2": 0.31, "X3": 0.59351, "Y3": 0.3258, "X4": 0.49091, "Y4": 0.3258, "page": 0, "Index": 223}, {"Word": "burley", "Confidence": 0.997, "X1": 0.60519, "Y1": 0.3102, "X2": 0.66364, "Y2": 0.31, "X3": 0.66364, "Y3": 0.3248, "X4": 0.60519, "Y4": 0.3258, "page": 0, "Index": 224}, {"Word": "crop", "Confidence": 0.991, "X1": 0.67792, "Y1": 0.3102, "X2": 0.71818, "Y2": 0.31, "X3": 0.71688, "Y3": 0.3248, "X4": 0.67662, "Y4": 0.3248, "page": 0, "Index": 225}, {"Word": "has", "Confidence": 0.998, "X1": 0.73117, "Y1": 0.3102, "X2": 0.76364, "Y2": 0.31, "X3": 0.76364, "Y3": 0.3248, "X4": 0.73117, "Y4": 0.3248, "page": 0, "Index": 226}, {"Word": "been", "Confidence": 0.988, "X1": 0.77662, "Y1": 0.3102, "X2": 0.81818, "Y2": 0.31, "X3": 0.81688, "Y3": 0.3248, "X4": 0.77532, "Y4": 0.3248, "page": 0, "Index": 227}, {"Word": "stripped", "Confidence": 0.995, "X1": 0.83117, "Y1": 0.3112, "X2": 0.90519, "Y2": 0.311, "X3": 0.9039, "Y3": 0.3238, "X4": 0.83117, "Y4": 0.3248, "page": 0, "Index": 228}, {"Word": "vs.", "Confidence": 0.994, "X1": 0.91948, "Y1": 0.3112, "X2": 0.94545, "Y2": 0.311, "X3": 0.94416, "Y3": 0.3238, "X4": 0.91948, "Y4": 0.3238, "page": 0, "Index": 229}, {"Word": "last", "Confidence": 0.962, "X1": 0.15974, "Y1": 0.3262, "X2": 0.1974, "Y2": 0.326, "X3": 0.1974, "Y3": 0.3408, "X4": 0.15974, "Y4": 0.3408, "page": 0, "Index": 230}, {"Word": "year's", "Confidence": 0.991, "X1": 0.20909, "Y1": 0.3262, "X2": 0.26883, "Y2": 0.326, "X3": 0.26883, "Y3": 0.3408, "X4": 0.20909, "Y4": 0.3408, "page": 0, "Index": 231}, {"Word": "51%;", "Confidence": 0.988, "X1": 0.28312, "Y1": 0.3262, "X2": 0.33247, "Y2": 0.326, "X3": 0.33247, "Y3": 0.3408, "X4": 0.28312, "Y4": 0.3408, "page": 0, "Index": 232}, {"Word": "last", "Confidence": 0.991, "X1": 0.34156, "Y1": 0.3262, "X2": 0.38182, "Y2": 0.326, "X3": 0.38182, "Y3": 0.3408, "X4": 0.34156, "Y4": 0.3408, "page": 0, "Index": 233}, {"Word": "week's", "Confidence": 0.799, "X1": 0.3961, "Y1": 0.3262, "X2": 0.46104, "Y2": 0.326, "X3": 0.46104, "Y3": 0.3408, "X4": 0.3961, "Y4": 0.3408, "page": 0, "Index": 234}, {"Word": "rain", "Confidence": 0.991, "X1": 0.47273, "Y1": 0.3262, "X2": 0.51299, "Y2": 0.326, "X3": 0.51299, "Y3": 0.3408, "X4": 0.47273, "Y4": 0.3408, "page": 0, "Index": 235}, {"Word": "helped", "Confidence": 0.892, "X1": 0.53117, "Y1": 0.3252, "X2": 0.59351, "Y2": 0.325, "X3": 0.59351, "Y3": 0.3408, "X4": 0.53117, "Y4": 0.3408, "page": 0, "Index": 236}, {"Word": "only", "Confidence": 0.991, "X1": 0.61039, "Y1": 0.3262, "X2": 0.65455, "Y2": 0.326, "X3": 0.65455, "Y3": 0.3408, "X4": 0.61039, "Y4": 0.3408, "page": 0, "Index": 237}, {"Word": "moderately", "Confidence": 0.95, "X1": 0.67143, "Y1": 0.3262, "X2": 0.78052, "Y2": 0.326, "X3": 0.77922, "Y3": 0.3398, "X4": 0.67143, "Y4": 0.3408, "page": 0, "Index": 238}, {"Word": "as", "Confidence": 0.998, "X1": 0.7961, "Y1": 0.3262, "X2": 0.81948, "Y2": 0.326, "X3": 0.81818, "Y3": 0.3398, "X4": 0.7961, "Y4": 0.3398, "page": 0, "Index": 239}, {"Word": "the", "Confidence": 0.998, "X1": 0.83377, "Y1": 0.3262, "X2": 0.86494, "Y2": 0.326, "X3": 0.86364, "Y3": 0.3398, "X4": 0.83247, "Y4": 0.3398, "page": 0, "Index": 240}, {"Word": "burley", "Confidence": 0.993, "X1": 0.88052, "Y1": 0.3262, "X2": 0.94286, "Y2": 0.326, "X3": 0.94286, "Y3": 0.3398, "X4": 0.87922, "Y4": 0.3398, "page": 0, "Index": 241}, {"Word": "markets", "Confidence": 0.991, "X1": 0.15974, "Y1": 0.3422, "X2": 0.23247, "Y2": 0.342, "X3": 0.23247, "Y3": 0.3568, "X4": 0.15844, "Y4": 0.3568, "page": 0, "Index": 242}, {"Word": "open", "Confidence": 0.988, "X1": 0.24026, "Y1": 0.3412, "X2": 0.28312, "Y2": 0.341, "X3": 0.28312, "Y3": 0.3568, "X4": 0.24026, "Y4": 0.3568, "page": 0, "Index": 243}, {"Word": "Monday", "Confidence": 0.997, "X1": 0.29481, "Y1": 0.3412, "X2": 0.36753, "Y2": 0.341, "X3": 0.36623, "Y3": 0.3568, "X4": 0.29481, "Y4": 0.3568, "page": 0, "Index": 244}, {"Word": "(UPI", "Confidence": 0.981, "X1": 0.37922, "Y1": 0.3402, "X2": 0.42468, "Y2": 0.34, "X3": 0.42468, "Y3": 0.3568, "X4": 0.37792, "Y4": 0.3568, "page": 0, "Index": 245}, {"Word": "11/17).", "Confidence": 0.994, "X1": 0.43506, "Y1": 0.3402, "X2": 0.5013, "Y2": 0.34, "X3": 0.5013, "Y3": 0.3558, "X4": 0.43377, "Y4": 0.3568, "page": 0, "Index": 246}, {"Word": "Rep.", "Confidence": 0.99, "X1": 0.51948, "Y1": 0.3402, "X2": 0.56753, "Y2": 0.34, "X3": 0.56753, "Y3": 0.3558, "X4": 0.51948, "Y4": 0.3558, "page": 0, "Index": 247}, {"Word": "Cooper", "Confidence": 0.997, "X1": 0.57273, "Y1": 0.3402, "X2": 0.63896, "Y2": 0.34, "X3": 0.63766, "Y3": 0.3558, "X4": 0.57273, "Y4": 0.3558, "page": 0, "Index": 248}, {"Word": "of", "Confidence": 0.998, "X1": 0.64805, "Y1": 0.3402, "X2": 0.67013, "Y2": 0.34, "X3": 0.66883, "Y3": 0.3558, "X4": 0.64805, "Y4": 0.3558, "page": 0, "Index": 249}, {"Word": "Tennessee", "Confidence": 0.991, "X1": 0.68182, "Y1": 0.3412, "X2": 0.77143, "Y2": 0.341, "X3": 0.77143, "Y3": 0.3548, "X4": 0.68182, "Y4": 0.3558, "page": 0, "Index": 250}, {"Word": "admits", "Confidence": 0.997, "X1": 0.78312, "Y1": 0.3412, "X2": 0.84545, "Y2": 0.341, "X3": 0.84545, "Y3": 0.3548, "X4": 0.78182, "Y4": 0.3548, "page": 0, "Index": 251}, {"Word": "he", "Confidence": 0.997, "X1": 0.85325, "Y1": 0.3412, "X2": 0.87792, "Y2": 0.341, "X3": 0.87792, "Y3": 0.3548, "X4": 0.85325, "Y4": 0.3548, "page": 0, "Index": 252}, {"Word": "hasn't", "Confidence": 0.991, "X1": 0.88831, "Y1": 0.3422, "X2": 0.94545, "Y2": 0.342, "X3": 0.94545, "Y3": 0.3548, "X4": 0.88831, "Y4": 0.3548, "page": 0, "Index": 253}, {"Word": "been", "Confidence": 0.979, "X1": 0.15974, "Y1": 0.3582, "X2": 0.2, "Y2": 0.358, "X3": 0.1987, "Y3": 0.3738, "X4": 0.15844, "Y4": 0.3738, "page": 0, "Index": 254}, {"Word": "shy", "Confidence": 0.998, "X1": 0.21299, "Y1": 0.3582, "X2": 0.24416, "Y2": 0.358, "X3": 0.24416, "Y3": 0.3738, "X4": 0.21299, "Y4": 0.3738, "page": 0, "Index": 255}, {"Word": "about", "Confidence": 0.997, "X1": 0.25714, "Y1": 0.3582, "X2": 0.31169, "Y2": 0.358, "X3": 0.31169, "Y3": 0.3738, "X4": 0.25714, "Y4": 0.3738, "page": 0, "Index": 256}, {"Word": "\"warning", "Confidence": 0.993, "X1": 0.32208, "Y1": 0.3572, "X2": 0.4026, "Y2": 0.357, "X3": 0.4026, "Y3": 0.3728, "X4": 0.32078, "Y4": 0.3728, "page": 0, "Index": 257}, {"Word": "people", "Confidence": 0.874, "X1": 0.41429, "Y1": 0.3572, "X2": 0.47403, "Y2": 0.357, "X3": 0.47273, "Y3": 0.3728, "X4": 0.41429, "Y4": 0.3728, "page": 0, "Index": 258}, {"Word": "of", "Confidence": 0.998, "X1": 0.48442, "Y1": 0.3572, "X2": 0.50649, "Y2": 0.357, "X3": 0.50519, "Y3": 0.3728, "X4": 0.48442, "Y4": 0.3728, "page": 0, "Index": 259}, {"Word": "the", "Confidence": 0.998, "X1": 0.51818, "Y1": 0.3572, "X2": 0.54805, "Y2": 0.357, "X3": 0.54805, "Y3": 0.3728, "X4": 0.51818, "Y4": 0.3728, "page": 0, "Index": 260}, {"Word": "dangers", "Confidence": 0.996, "X1": 0.55974, "Y1": 0.3572, "X2": 0.63377, "Y2": 0.357, "X3": 0.63247, "Y3": 0.3718, "X4": 0.55974, "Y4": 0.3728, "page": 0, "Index": 261}, {"Word": "of", "Confidence": 0.998, "X1": 0.64416, "Y1": 0.3572, "X2": 0.66623, "Y2": 0.357, "X3": 0.66623, "Y3": 0.3718, "X4": 0.64416, "Y4": 0.3718, "page": 0, "Index": 262}, {"Word": "smoking\"", "Confidence": 0.991, "X1": 0.67792, "Y1": 0.3562, "X2": 0.76494, "Y2": 0.356, "X3": 0.76364, "Y3": 0.3718, "X4": 0.67792, "Y4": 0.3718, "page": 0, "Index": 263}, {"Word": "but", "Confidence": 0.998, "X1": 0.77403, "Y1": 0.3562, "X2": 0.80909, "Y2": 0.356, "X3": 0.80909, "Y3": 0.3708, "X4": 0.77403, "Y4": 0.3718, "page": 0, "Index": 264}, {"Word": "defended", "Confidence": 0.993, "X1": 0.81818, "Y1": 0.3562, "X2": 0.9026, "Y2": 0.356, "X3": 0.9013, "Y3": 0.3708, "X4": 0.81818, "Y4": 0.3708, "page": 0, "Index": 265}, {"Word": "his", "Confidence": 0.998, "X1": 0.91558, "Y1": 0.3562, "X2": 0.94416, "Y2": 0.356, "X3": 0.94286, "Y3": 0.3698, "X4": 0.91558, "Y4": 0.3708, "page": 0, "Index": 266}, {"Word": "tobacco", "Confidence": 0.993, "X1": 0.35325, "Y1": 0.3732, "X2": 0.42727, "Y2": 0.373, "X3": 0.42597, "Y3": 0.3878, "X4": 0.35325, "Y4": 0.3888, "page": 0, "Index": 267}, {"Word": "farmers", "Confidence": 0.996, "X1": 0.43896, "Y1": 0.3732, "X2": 0.51818, "Y2": 0.373, "X3": 0.51688, "Y3": 0.3878, "X4": 0.43766, "Y4": 0.3878, "page": 0, "Index": 268}, {"Word": "and", "Confidence": 0.998, "X1": 0.52857, "Y1": 0.3732, "X2": 0.56364, "Y2": 0.373, "X3": 0.56234, "Y3": 0.3878, "X4": 0.52727, "Y4": 0.3878, "page": 0, "Index": 269}, {"Word": "said", "Confidence": 0.989, "X1": 0.57662, "Y1": 0.3732, "X2": 0.61688, "Y2": 0.373, "X3": 0.61558, "Y3": 0.3878, "X4": 0.57532, "Y4": 0.3878, "page": 0, "Index": 270}, {"Word": "he", "Confidence": 0.97, "X1": 0.62987, "Y1": 0.3732, "X2": 0.65455, "Y2": 0.373, "X3": 0.65455, "Y3": 0.3878, "X4": 0.62857, "Y4": 0.3878, "page": 0, "Index": 271}, {"Word": "thought", "Confidence": 0.996, "X1": 0.66623, "Y1": 0.3732, "X2": 0.74545, "Y2": 0.373, "X3": 0.74545, "Y3": 0.3868, "X4": 0.66623, "Y4": 0.3878, "page": 0, "Index": 272}, {"Word": "tobacco", "Confidence": 0.991, "X1": 0.75455, "Y1": 0.3732, "X2": 0.82987, "Y2": 0.373, "X3": 0.82857, "Y3": 0.3868, "X4": 0.75455, "Y4": 0.3868, "page": 0, "Index": 273}, {"Word": "companies", "Confidence": 0.994, "X1": 0.84416, "Y1": 0.3742, "X2": 0.94545, "Y2": 0.374, "X3": 0.94545, "Y3": 0.3878, "X4": 0.84286, "Y4": 0.3868, "page": 0, "Index": 274}, {"Word": "voting", "Confidence": 0.994, "X1": 0.15974, "Y1": 0.3742, "X2": 0.22078, "Y2": 0.374, "X3": 0.21948, "Y3": 0.3888, "X4": 0.15974, "Y4": 0.3898, "page": 0, "Index": 275}, {"Word": "record", "Confidence": 0.994, "X1": 0.23377, "Y1": 0.3732, "X2": 0.29481, "Y2": 0.373, "X3": 0.29481, "Y3": 0.3888, "X4": 0.23247, "Y4": 0.3888, "page": 0, "Index": 276}, {"Word": "for", "Confidence": 0.998, "X1": 0.30909, "Y1": 0.3732, "X2": 0.34156, "Y2": 0.373, "X3": 0.34156, "Y3": 0.3888, "X4": 0.30909, "Y4": 0.3888, "page": 0, "Index": 277}, {"Word": "were", "Confidence": 0.979, "X1": 0.16104, "Y1": 0.3892, "X2": 0.20649, "Y2": 0.389, "X3": 0.20519, "Y3": 0.4038, "X4": 0.15974, "Y4": 0.4038, "page": 0, "Index": 278}, {"Word": "\"still", "Confidence": 0.918, "X1": 0.22338, "Y1": 0.3892, "X2": 0.27532, "Y2": 0.389, "X3": 0.27403, "Y3": 0.4038, "X4": 0.22338, "Y4": 0.4038, "page": 0, "Index": 279}, {"Word": "importing", "Confidence": 0.994, "X1": 0.29091, "Y1": 0.3892, "X2": 0.38701, "Y2": 0.389, "X3": 0.38571, "Y3": 0.4038, "X4": 0.28961, "Y4": 0.4038, "page": 0, "Index": 280}, {"Word": "too", "Confidence": 0.998, "X1": 0.40519, "Y1": 0.3892, "X2": 0.43636, "Y2": 0.389, "X3": 0.43506, "Y3": 0.4038, "X4": 0.40519, "Y4": 0.4038, "page": 0, "Index": 281}, {"Word": "much", "Confidence": 0.991, "X1": 0.45455, "Y1": 0.3892, "X2": 0.50649, "Y2": 0.389, "X3": 0.50649, "Y3": 0.4038, "X4": 0.45455, "Y4": 0.4038, "page": 0, "Index": 282}, {"Word": "foreign", "Confidence": 0.965, "X1": 0.52597, "Y1": 0.3892, "X2": 0.5974, "Y2": 0.389, "X3": 0.5974, "Y3": 0.4038, "X4": 0.52597, "Y4": 0.4038, "page": 0, "Index": 283}, {"Word": "tobacco", "Confidence": 0.994, "X1": 0.61818, "Y1": 0.3892, "X2": 0.68831, "Y2": 0.389, "X3": 0.68831, "Y3": 0.4038, "X4": 0.61818, "Y4": 0.4038, "page": 0, "Index": 284}, {"Word": "...", "Confidence": 0.964, "X1": 0.69221, "Y1": 0.3892, "X2": 0.7039, "Y2": 0.389, "X3": 0.7039, "Y3": 0.4038, "X4": 0.69221, "Y4": 0.4038, "page": 0, "Index": 285}, {"Word": "and", "Confidence": 0.998, "X1": 0.70779, "Y1": 0.3892, "X2": 0.74286, "Y2": 0.389, "X3": 0.74286, "Y3": 0.4038, "X4": 0.70779, "Y4": 0.4038, "page": 0, "Index": 286}, {"Word": "are", "Confidence": 0.998, "X1": 0.76364, "Y1": 0.3892, "X2": 0.7961, "Y2": 0.389, "X3": 0.7961, "Y3": 0.4038, "X4": 0.76364, "Y4": 0.4038, "page": 0, "Index": 287}, {"Word": "planning", "Confidence": 0.994, "X1": 0.81429, "Y1": 0.3902, "X2": 0.9, "Y2": 0.39, "X3": 0.9013, "Y3": 0.4028, "X4": 0.81429, "Y4": 0.4028, "page": 0, "Index": 288}, {"Word": "on", "Confidence": 0.998, "X1": 0.91948, "Y1": 0.3902, "X2": 0.94156, "Y2": 0.39, "X3": 0.94156, "Y3": 0.4018, "X4": 0.91948, "Y4": 0.4018, "page": 0, "Index": 289}, {"Word": "11/18).", "Confidence": 0.958, "X1": 0.75844, "Y1": 0.4032, "X2": 0.82727, "Y2": 0.403, "X3": 0.82597, "Y3": 0.4178, "X4": 0.75714, "Y4": 0.4188, "page": 0, "Index": 290}, {"Word": "With", "Confidence": 0.981, "X1": 0.85325, "Y1": 0.4052, "X2": 0.8974, "Y2": 0.405, "X3": 0.8961, "Y3": 0.4178, "X4": 0.85325, "Y4": 0.4178, "page": 0, "Index": 291}, {"Word": "the", "Confidence": 0.998, "X1": 0.91299, "Y1": 0.4052, "X2": 0.94156, "Y2": 0.405, "X3": 0.94156, "Y3": 0.4178, "X4": 0.91299, "Y4": 0.4178, "page": 0, "Index": 292}, {"Word": "reducing", "Confidence": 0.991, "X1": 0.16104, "Y1": 0.4052, "X2": 0.24416, "Y2": 0.405, "X3": 0.24286, "Y3": 0.4208, "X4": 0.15974, "Y4": 0.4208, "page": 0, "Index": 293}, {"Word": "tobacco", "Confidence": 0.996, "X1": 0.25844, "Y1": 0.4052, "X2": 0.33247, "Y2": 0.405, "X3": 0.33247, "Y3": 0.4198, "X4": 0.25844, "Y4": 0.4208, "page": 0, "Index": 294}, {"Word": "quotas", "Confidence": 0.997, "X1": 0.34805, "Y1": 0.4052, "X2": 0.41169, "Y2": 0.405, "X3": 0.41169, "Y3": 0.4198, "X4": 0.34675, "Y4": 0.4198, "page": 0, "Index": 295}, {"Word": "by", "Confidence": 0.998, "X1": 0.42338, "Y1": 0.4052, "X2": 0.44805, "Y2": 0.405, "X3": 0.44805, "Y3": 0.4198, "X4": 0.42338, "Y4": 0.4198, "page": 0, "Index": 296}, {"Word": "6", "Confidence": 0.994, "X1": 0.46104, "Y1": 0.4052, "X2": 0.47273, "Y2": 0.405, "X3": 0.47143, "Y3": 0.4198, "X4": 0.46104, "Y4": 0.4198, "page": 0, "Index": 297}, {"Word": "percent", "Confidence": 0.994, "X1": 0.48701, "Y1": 0.4042, "X2": 0.56234, "Y2": 0.404, "X3": 0.56234, "Y3": 0.4188, "X4": 0.48701, "Y4": 0.4198, "page": 0, "Index": 298}, {"Word": "next", "Confidence": 0.991, "X1": 0.57403, "Y1": 0.4042, "X2": 0.61948, "Y2": 0.404, "X3": 0.61948, "Y3": 0.4188, "X4": 0.57273, "Y4": 0.4188, "page": 0, "Index": 299}, {"Word": "year\"", "Confidence": 0.934, "X1": 0.63117, "Y1": 0.4042, "X2": 0.68571, "Y2": 0.404, "X3": 0.68571, "Y3": 0.4188, "X4": 0.63117, "Y4": 0.4188, "page": 0, "Index": 300}, {"Word": "(UPI", "Confidence": 0.991, "X1": 0.69481, "Y1": 0.4042, "X2": 0.74545, "Y2": 0.404, "X3": 0.74416, "Y3": 0.4188, "X4": 0.69481, "Y4": 0.4188, "page": 0, "Index": 301}, {"Word": "close", "Confidence": 0.77, "X1": 0.16104, "Y1": 0.4202, "X2": 0.20779, "Y2": 0.42, "X3": 0.20779, "Y3": 0.4358, "X4": 0.15974, "Y4": 0.4368, "page": 0, "Index": 302}, {"Word": "of", "Confidence": 0.998, "X1": 0.22338, "Y1": 0.4202, "X2": 0.24675, "Y2": 0.42, "X3": 0.24545, "Y3": 0.4358, "X4": 0.22338, "Y4": 0.4358, "page": 0, "Index": 303}, {"Word": "the", "Confidence": 0.998, "X1": 0.26494, "Y1": 0.4202, "X2": 0.2961, "Y2": 0.42, "X3": 0.2961, "Y3": 0.4358, "X4": 0.26364, "Y4": 0.4358, "page": 0, "Index": 304}, {"Word": "successful", "Confidence": 0.992, "X1": 0.31299, "Y1": 0.4202, "X2": 0.41558, "Y2": 0.42, "X3": 0.41558, "Y3": 0.4348, "X4": 0.31299, "Y4": 0.4358, "page": 0, "Index": 305}, {"Word": "flue-cured", "Confidence": 0.941, "X1": 0.42987, "Y1": 0.4202, "X2": 0.53117, "Y2": 0.42, "X3": 0.53117, "Y3": 0.4348, "X4": 0.42987, "Y4": 0.4348, "page": 0, "Index": 306}, {"Word": "season", "Confidence": 0.963, "X1": 0.55065, "Y1": 0.4202, "X2": 0.61169, "Y2": 0.42, "X3": 0.61169, "Y3": 0.4348, "X4": 0.55065, "Y4": 0.4348, "page": 0, "Index": 307}, {"Word": "\"the", "Confidence": 0.955, "X1": 0.63247, "Y1": 0.4202, "X2": 0.67143, "Y2": 0.42, "X3": 0.67013, "Y3": 0.4348, "X4": 0.63117, "Y4": 0.4348, "page": 0, "Index": 308}, {"Word": "attitude", "Confidence": 0.995, "X1": 0.68831, "Y1": 0.4202, "X2": 0.76883, "Y2": 0.42, "X3": 0.76883, "Y3": 0.4348, "X4": 0.68831, "Y4": 0.4348, "page": 0, "Index": 309}, {"Word": "among", "Confidence": 0.997, "X1": 0.78701, "Y1": 0.4212, "X2": 0.84935, "Y2": 0.421, "X3": 0.84935, "Y3": 0.4348, "X4": 0.78701, "Y4": 0.4348, "page": 0, "Index": 310}, {"Word": "tobacco", "Confidence": 0.991, "X1": 0.86883, "Y1": 0.4212, "X2": 0.94286, "Y2": 0.421, "X3": 0.94286, "Y3": 0.4348, "X4": 0.86883, "Y4": 0.4348, "page": 0, "Index": 311}, {"Word": "growers", "Confidence": 0.994, "X1": 0.16104, "Y1": 0.4372, "X2": 0.22857, "Y2": 0.437, "X3": 0.22987, "Y3": 0.4518, "X4": 0.16104, "Y4": 0.4528, "page": 0, "Index": 312}, {"Word": "is", "Confidence": 0.998, "X1": 0.23377, "Y1": 0.4362, "X2": 0.25065, "Y2": 0.436, "X3": 0.25065, "Y3": 0.4518, "X4": 0.23377, "Y4": 0.4518, "page": 0, "Index": 313}, {"Word": "the", "Confidence": 0.998, "X1": 0.25455, "Y1": 0.4362, "X2": 0.28571, "Y2": 0.436, "X3": 0.28571, "Y3": 0.4518, "X4": 0.25584, "Y4": 0.4518, "page": 0, "Index": 314}, {"Word": "best\"", "Confidence": 0.994, "X1": 0.28961, "Y1": 0.4352, "X2": 0.33247, "Y2": 0.435, "X3": 0.33247, "Y3": 0.4508, "X4": 0.28961, "Y4": 0.4518, "page": 0, "Index": 315}, {"Word": "seen", "Confidence": 0.991, "X1": 0.33766, "Y1": 0.4352, "X2": 0.37662, "Y2": 0.435, "X3": 0.37662, "Y3": 0.4508, "X4": 0.33766, "Y4": 0.4508, "page": 0, "Index": 316}, {"Word": "in", "Confidence": 0.998, "X1": 0.38182, "Y1": 0.4352, "X2": 0.4026, "Y2": 0.435, "X3": 0.4026, "Y3": 0.4508, "X4": 0.38182, "Y4": 0.4508, "page": 0, "Index": 317}, {"Word": "five", "Confidence": 0.989, "X1": 0.40649, "Y1": 0.4352, "X2": 0.44545, "Y2": 0.435, "X3": 0.44545, "Y3": 0.4508, "X4": 0.40649, "Y4": 0.4508, "page": 0, "Index": 318}, {"Word": "years", "Confidence": 0.849, "X1": 0.45065, "Y1": 0.4352, "X2": 0.4987, "Y2": 0.435, "X3": 0.4974, "Y3": 0.4508, "X4": 0.45065, "Y4": 0.4508, "page": 0, "Index": 319}, {"Word": "(RN&O", "Confidence": 0.995, "X1": 0.5026, "Y1": 0.4352, "X2": 0.56753, "Y2": 0.435, "X3": 0.56753, "Y3": 0.4508, "X4": 0.5026, "Y4": 0.4508, "page": 0, "Index": 320}, {"Word": "11/6/87).", "Confidence": 0.945, "X1": 0.57792, "Y1": 0.4352, "X2": 0.65974, "Y2": 0.435, "X3": 0.65844, "Y3": 0.4518, "X4": 0.57662, "Y4": 0.4508, "page": 0, "Index": 321}, {"Word": "CALIFORNIA:", "Confidence": 0.991, "X1": 0.06623, "Y1": 0.4672, "X2": 0.1987, "Y2": 0.467, "X3": 0.1987, "Y3": 0.4838, "X4": 0.06623, "Y4": 0.4848, "page": 0, "Index": 322}, {"Word": "LEADERS", "Confidence": 0.995, "X1": 0.2039, "Y1": 0.4662, "X2": 0.2974, "Y2": 0.466, "X3": 0.2961, "Y3": 0.4838, "X4": 0.2026, "Y4": 0.4838, "page": 0, "Index": 323}, {"Word": "HOLD", "Confidence": 0.989, "X1": 0.3026, "Y1": 0.4662, "X2": 0.36104, "Y2": 0.466, "X3": 0.35974, "Y3": 0.4838, "X4": 0.3026, "Y4": 0.4838, "page": 0, "Index": 324}, {"Word": "PRESS", "Confidence": 0.997, "X1": 0.36753, "Y1": 0.4662, "X2": 0.43117, "Y2": 0.466, "X3": 0.42987, "Y3": 0.4838, "X4": 0.36753, "Y4": 0.4838, "page": 0, "Index": 325}, {"Word": "CONFERENCE;", "Confidence": 0.993, "X1": 0.43636, "Y1": 0.4662, "X2": 0.57922, "Y2": 0.466, "X3": 0.57792, "Y3": 0.4828, "X4": 0.43506, "Y4": 0.4838, "page": 0, "Index": 326}, {"Word": "DIBENZO", "Confidence": 0.996, "X1": 0.58312, "Y1": 0.4662, "X2": 0.67403, "Y2": 0.466, "X3": 0.67273, "Y3": 0.4828, "X4": 0.58182, "Y4": 0.4828, "page": 0, "Index": 327}, {"Word": "PYRENE", "Confidence": 0.997, "X1": 0.68312, "Y1": 0.4662, "X2": 0.76494, "Y2": 0.466, "X3": 0.76364, "Y3": 0.4818, "X4": 0.68182, "Y4": 0.4828, "page": 0, "Index": 328}, {"Word": "MAKES", "Confidence": 0.998, "X1": 0.77013, "Y1": 0.4662, "X2": 0.84286, "Y2": 0.466, "X3": 0.84156, "Y3": 0.4818, "X4": 0.77013, "Y4": 0.4818, "page": 0, "Index": 329}, {"Word": "LIST", "Confidence": 0.989, "X1": 0.84675, "Y1": 0.4672, "X2": 0.89481, "Y2": 0.467, "X3": 0.89351, "Y3": 0.4818, "X4": 0.84675, "Y4": 0.4818, "page": 0, "Index": 330}, {"Word": "The", "Confidence": 0.998, "X1": 0.16234, "Y1": 0.4842, "X2": 0.1974, "Y2": 0.484, "X3": 0.1974, "Y3": 0.4998, "X4": 0.16234, "Y4": 0.4998, "page": 0, "Index": 331}, {"Word": "3", "Confidence": 0.997, "X1": 0.21299, "Y1": 0.4842, "X2": 0.22468, "Y2": 0.484, "X3": 0.22468, "Y3": 0.4998, "X4": 0.21299, "Y4": 0.4998, "page": 0, "Index": 332}, {"Word": "leaders", "Confidence": 0.95, "X1": 0.24026, "Y1": 0.4842, "X2": 0.31299, "Y2": 0.484, "X3": 0.31299, "Y3": 0.4998, "X4": 0.23896, "Y4": 0.4998, "page": 0, "Index": 333}, {"Word": "of", "Confidence": 0.998, "X1": 0.32727, "Y1": 0.4842, "X2": 0.35065, "Y2": 0.484, "X3": 0.35065, "Y3": 0.4998, "X4": 0.32727, "Y4": 0.4998, "page": 0, "Index": 334}, {"Word": "the", "Confidence": 0.998, "X1": 0.36753, "Y1": 0.4842, "X2": 0.3987, "Y2": 0.484, "X3": 0.3974, "Y3": 0.4988, "X4": 0.36623, "Y4": 0.4998, "page": 0, "Index": 335}, {"Word": "11/88", "Confidence": 0.994, "X1": 0.41558, "Y1": 0.4842, "X2": 0.46883, "Y2": 0.484, "X3": 0.46883, "Y3": 0.4988, "X4": 0.41558, "Y4": 0.4988, "page": 0, "Index": 336}, {"Word": "voter", "Confidence": 0.997, "X1": 0.48701, "Y1": 0.4842, "X2": 0.53896, "Y2": 0.484, "X3": 0.53896, "Y3": 0.4988, "X4": 0.48701, "Y4": 0.4988, "page": 0, "Index": 337}, {"Word": "initiative", "Confidence": 0.994, "X1": 0.55455, "Y1": 0.4842, "X2": 0.64935, "Y2": 0.484, "X3": 0.64935, "Y3": 0.4988, "X4": 0.55455, "Y4": 0.4988, "page": 0, "Index": 338}, {"Word": "to", "Confidence": 0.998, "X1": 0.66494, "Y1": 0.4842, "X2": 0.68442, "Y2": 0.484, "X3": 0.68442, "Y3": 0.4988, "X4": 0.66494, "Y4": 0.4988, "page": 0, "Index": 339}, {"Word": "create", "Confidence": 0.955, "X1": 0.7013, "Y1": 0.4842, "X2": 0.76364, "Y2": 0.484, "X3": 0.76364, "Y3": 0.4988, "X4": 0.7, "Y4": 0.4988, "page": 0, "Index": 340}, {"Word": "a", "Confidence": 0.996, "X1": 0.77792, "Y1": 0.4842, "X2": 0.78961, "Y2": 0.484, "X3": 0.78961, "Y3": 0.4988, "X4": 0.77792, "Y4": 0.4988, "page": 0, "Index": 341}, {"Word": "35g", "Confidence": 0.812, "X1": 0.81039, "Y1": 0.4842, "X2": 0.84286, "Y2": 0.484, "X3": 0.84156, "Y3": 0.4988, "X4": 0.80909, "Y4": 0.4988, "page": 0, "Index": 342}, {"Word": "cigarette", "Confidence": 0.994, "X1": 0.85974, "Y1": 0.4842, "X2": 0.94675, "Y2": 0.484, "X3": 0.94675, "Y3": 0.4998, "X4": 0.85974, "Y4": 0.4988, "page": 0, "Index": 343}, {"Word": "excise", "Confidence": 0.656, "X1": 0.15974, "Y1": 0.5012, "X2": 0.21818, "Y2": 0.501, "X3": 0.21818, "Y3": 0.5158, "X4": 0.15844, "Y4": 0.5158, "page": 0, "Index": 344}, {"Word": "to", "Confidence": 0.998, "X1": 0.22857, "Y1": 0.5012, "X2": 0.24935, "Y2": 0.501, "X3": 0.24805, "Y3": 0.5148, "X4": 0.22727, "Y4": 0.5158, "page": 0, "Index": 345}, {"Word": "provide", "Confidence": 0.996, "X1": 0.25844, "Y1": 0.5002, "X2": 0.33506, "Y2": 0.5, "X3": 0.33377, "Y3": 0.5148, "X4": 0.25714, "Y4": 0.5148, "page": 0, "Index": 346}, {"Word": "$600mn", "Confidence": 0.981, "X1": 0.34416, "Y1": 0.5002, "X2": 0.41818, "Y2": 0.5, "X3": 0.41688, "Y3": 0.5148, "X4": 0.34286, "Y4": 0.5148, "page": 0, "Index": 347}, {"Word": "in", "Confidence": 0.998, "X1": 0.42857, "Y1": 0.4992, "X2": 0.44805, "Y2": 0.499, "X3": 0.44805, "Y3": 0.5148, "X4": 0.42857, "Y4": 0.5148, "page": 0, "Index": 348}, {"Word": "funds", "Confidence": 0.997, "X1": 0.46104, "Y1": 0.4992, "X2": 0.51948, "Y2": 0.499, "X3": 0.51818, "Y3": 0.5148, "X4": 0.45974, "Y4": 0.5148, "page": 0, "Index": 349}, {"Word": "for", "Confidence": 0.998, "X1": 0.52727, "Y1": 0.4992, "X2": 0.56104, "Y2": 0.499, "X3": 0.55974, "Y3": 0.5148, "X4": 0.52597, "Y4": 0.5148, "page": 0, "Index": 350}, {"Word": "health", "Confidence": 0.993, "X1": 0.56883, "Y1": 0.4992, "X2": 0.62987, "Y2": 0.499, "X3": 0.62857, "Y3": 0.5148, "X4": 0.56753, "Y4": 0.5148, "page": 0, "Index": 351}, {"Word": "care", "Confidence": 0.62, "X1": 0.64156, "Y1": 0.4992, "X2": 0.68442, "Y2": 0.499, "X3": 0.68312, "Y3": 0.5138, "X4": 0.64026, "Y4": 0.5148, "page": 0, "Index": 352}, {"Word": "--", "Confidence": 0.941, "X1": 0.69481, "Y1": 0.4992, "X2": 0.71558, "Y2": 0.499, "X3": 0.71429, "Y3": 0.5138, "X4": 0.69481, "Y4": 0.5138, "page": 0, "Index": 353}, {"Word": "Sen.", "Confidence": 0.984, "X1": 0.72208, "Y1": 0.4992, "X2": 0.76883, "Y2": 0.499, "X3": 0.76883, "Y3": 0.5138, "X4": 0.72208, "Y4": 0.5138, "page": 0, "Index": 354}, {"Word": "Robbins,", "Confidence": 0.953, "X1": 0.77532, "Y1": 0.4992, "X2": 0.86753, "Y2": 0.499, "X3": 0.86623, "Y3": 0.5138, "X4": 0.77403, "Y4": 0.5138, "page": 0, "Index": 355}, {"Word": "County", "Confidence": 0.997, "X1": 0.87273, "Y1": 0.4992, "X2": 0.94156, "Y2": 0.499, "X3": 0.94156, "Y3": 0.5148, "X4": 0.87143, "Y4": 0.5138, "page": 0, "Index": 356}, {"Word": ":", "Confidence": 0.791, "X1": 0.14675, "Y1": 0.5162, "X2": 0.15455, "Y2": 0.516, "X3": 0.15325, "Y3": 0.5308, "X4": 0.14545, "Y4": 0.5308, "page": 0, "Index": 357}, {"Word": "Supervisor", "Confidence": 0.991, "X1": 0.15844, "Y1": 0.5162, "X2": 0.26494, "Y2": 0.516, "X3": 0.26364, "Y3": 0.5308, "X4": 0.15714, "Y4": 0.5308, "page": 0, "Index": 358}, {"Word": "Edelman,", "Confidence": 0.902, "X1": 0.27273, "Y1": 0.5162, "X2": 0.36753, "Y2": 0.516, "X3": 0.36753, "Y3": 0.5308, "X4": 0.27273, "Y4": 0.5308, "page": 0, "Index": 359}, {"Word": "and", "Confidence": 0.996, "X1": 0.37143, "Y1": 0.5162, "X2": 0.40649, "Y2": 0.516, "X3": 0.40649, "Y3": 0.5318, "X4": 0.37143, "Y4": 0.5308, "page": 0, "Index": 360}, {"Word": "City", "Confidence": 0.989, "X1": 0.41818, "Y1": 0.5152, "X2": 0.46104, "Y2": 0.515, "X3": 0.45974, "Y3": 0.5318, "X4": 0.41818, "Y4": 0.5318, "page": 0, "Index": 361}, {"Word": "Councilman", "Confidence": 0.992, "X1": 0.47013, "Y1": 0.5152, "X2": 0.58571, "Y2": 0.515, "X3": 0.58571, "Y3": 0.5308, "X4": 0.47013, "Y4": 0.5318, "page": 0, "Index": 362}, {"Word": "Braude", "Confidence": 0.768, "X1": 0.5974, "Y1": 0.5152, "X2": 0.66753, "Y2": 0.515, "X3": 0.66623, "Y3": 0.5308, "X4": 0.5961, "Y4": 0.5308, "page": 0, "Index": 363}, {"Word": "--", "Confidence": 0.924, "X1": 0.67532, "Y1": 0.5152, "X2": 0.6961, "Y2": 0.515, "X3": 0.6961, "Y3": 0.5308, "X4": 0.67532, "Y4": 0.5308, "page": 0, "Index": 364}, {"Word": "held", "Confidence": 0.981, "X1": 0.7013, "Y1": 0.5152, "X2": 0.74286, "Y2": 0.515, "X3": 0.74286, "Y3": 0.5308, "X4": 0.7, "Y4": 0.5308, "page": 0, "Index": 365}, {"Word": "a", "Confidence": 0.995, "X1": 0.75455, "Y1": 0.5152, "X2": 0.76623, "Y2": 0.515, "X3": 0.76494, "Y3": 0.5308, "X4": 0.75325, "Y4": 0.5308, "page": 0, "Index": 366}, {"Word": "press", "Confidence": 0.997, "X1": 0.77662, "Y1": 0.5152, "X2": 0.82857, "Y2": 0.515, "X3": 0.82857, "Y3": 0.5308, "X4": 0.77662, "Y4": 0.5308, "page": 0, "Index": 367}, {"Word": "conference", "Confidence": 0.994, "X1": 0.83636, "Y1": 0.5152, "X2": 0.94416, "Y2": 0.515, "X3": 0.94286, "Y3": 0.5298, "X4": 0.83636, "Y4": 0.5308, "page": 0, "Index": 368}, {"Word": "11/5", "Confidence": 0.979, "X1": 0.16234, "Y1": 0.5312, "X2": 0.2039, "Y2": 0.531, "X3": 0.2039, "Y3": 0.5478, "X4": 0.16234, "Y4": 0.5488, "page": 0, "Index": 369}, {"Word": "(UPI", "Confidence": 0.992, "X1": 0.21688, "Y1": 0.5322, "X2": 0.26753, "Y2": 0.532, "X3": 0.26753, "Y3": 0.5478, "X4": 0.21688, "Y4": 0.5478, "page": 0, "Index": 370}, {"Word": "11/5).", "Confidence": 0.958, "X1": 0.28052, "Y1": 0.5332, "X2": 0.33766, "Y2": 0.533, "X3": 0.33636, "Y3": 0.5488, "X4": 0.28052, "Y4": 0.5478, "page": 0, "Index": 371}, {"Word": "MILLION", "Confidence": 0.996, "X1": 0.41299, "Y1": 0.5622, "X2": 0.5, "Y2": 0.562, "X3": 0.5, "Y3": 0.5778, "X4": 0.41299, "Y4": 0.5788, "page": 0, "Index": 372}, {"Word": "&", "Confidence": 0.991, "X1": 0.50909, "Y1": 0.5622, "X2": 0.52338, "Y2": 0.562, "X3": 0.52338, "Y3": 0.5778, "X4": 0.50909, "Y4": 0.5778, "page": 0, "Index": 373}, {"Word": "$1BN", "Confidence": 0.984, "X1": 0.52857, "Y1": 0.5622, "X2": 0.57922, "Y2": 0.562, "X3": 0.57922, "Y3": 0.5778, "X4": 0.52987, "Y4": 0.5778, "page": 0, "Index": 374}, {"Word": "FROM", "Confidence": 0.99, "X1": 0.58701, "Y1": 0.5622, "X2": 0.64156, "Y2": 0.562, "X3": 0.64156, "Y3": 0.5778, "X4": 0.58831, "Y4": 0.5778, "page": 0, "Index": 375}, {"Word": "TOBACCO", "Confidence": 0.996, "X1": 0.65325, "Y1": 0.5622, "X2": 0.74805, "Y2": 0.562, "X3": 0.74935, "Y3": 0.5778, "X4": 0.65325, "Y4": 0.5778, "page": 0, "Index": 376}, {"Word": "CONNECTICUT", "Confidence": 0.992, "X1": 0.06623, "Y1": 0.5632, "X2": 0.21299, "Y2": 0.563, "X3": 0.21299, "Y3": 0.5798, "X4": 0.06494, "Y4": 0.5808, "page": 0, "Index": 377}, {"Word": "&", "Confidence": 0.982, "X1": 0.21948, "Y1": 0.5632, "X2": 0.23377, "Y2": 0.563, "X3": 0.23247, "Y3": 0.5798, "X4": 0.21948, "Y4": 0.5798, "page": 0, "Index": 378}, {"Word": "LOUISIANA:", "Confidence": 0.991, "X1": 0.23896, "Y1": 0.5622, "X2": 0.36234, "Y2": 0.562, "X3": 0.36234, "Y3": 0.5788, "X4": 0.23896, "Y4": 0.5798, "page": 0, "Index": 379}, {"Word": "$700", "Confidence": 0.987, "X1": 0.36623, "Y1": 0.5622, "X2": 0.40909, "Y2": 0.562, "X3": 0.40909, "Y3": 0.5788, "X4": 0.36623, "Y4": 0.5788, "page": 0, "Index": 380}, {"Word": "The", "Confidence": 0.998, "X1": 0.15974, "Y1": 0.5802, "X2": 0.1961, "Y2": 0.58, "X3": 0.1974, "Y3": 0.5938, "X4": 0.15974, "Y4": 0.5938, "page": 0, "Index": 381}, {"Word": "CT", "Confidence": 0.997, "X1": 0.2039, "Y1": 0.5802, "X2": 0.23247, "Y2": 0.58, "X3": 0.23247, "Y3": 0.5948, "X4": 0.2039, "Y4": 0.5938, "page": 0, "Index": 382}, {"Word": "State", "Confidence": 0.997, "X1": 0.24286, "Y1": 0.5802, "X2": 0.29481, "Y2": 0.58, "X3": 0.29481, "Y3": 0.5948, "X4": 0.24286, "Y4": 0.5948, "page": 0, "Index": 383}, {"Word": "Health", "Confidence": 0.994, "X1": 0.3026, "Y1": 0.5802, "X2": 0.36883, "Y2": 0.58, "X3": 0.36883, "Y3": 0.5948, "X4": 0.3026, "Y4": 0.5948, "page": 0, "Index": 384}, {"Word": "Commissioner", "Confidence": 0.992, "X1": 0.37792, "Y1": 0.5792, "X2": 0.51429, "Y2": 0.579, "X3": 0.51429, "Y3": 0.5948, "X4": 0.37792, "Y4": 0.5948, "page": 0, "Index": 385}, {"Word": "said,", "Confidence": 0.994, "X1": 0.52338, "Y1": 0.5792, "X2": 0.57403, "Y2": 0.579, "X3": 0.57532, "Y3": 0.5948, "X4": 0.52338, "Y4": 0.5948, "page": 0, "Index": 386}, {"Word": "citing", "Confidence": 0.997, "X1": 0.58052, "Y1": 0.5792, "X2": 0.63896, "Y2": 0.579, "X3": 0.63896, "Y3": 0.5948, "X4": 0.58052, "Y4": 0.5948, "page": 0, "Index": 387}, {"Word": "1985", "Confidence": 0.985, "X1": 0.65065, "Y1": 0.5792, "X2": 0.69481, "Y2": 0.579, "X3": 0.69481, "Y3": 0.5948, "X4": 0.65065, "Y4": 0.5948, "page": 0, "Index": 388}, {"Word": "data,", "Confidence": 0.994, "X1": 0.70519, "Y1": 0.5792, "X2": 0.75974, "Y2": 0.579, "X3": 0.75974, "Y3": 0.5948, "X4": 0.70519, "Y4": 0.5948, "page": 0, "Index": 389}, {"Word": "\"$701.4", "Confidence": 0.936, "X1": 0.76494, "Y1": 0.5792, "X2": 0.83506, "Y2": 0.579, "X3": 0.83506, "Y3": 0.5938, "X4": 0.76494, "Y4": 0.5948, "page": 0, "Index": 390}, {"Word": "million", "Confidence": 0.994, "X1": 0.84416, "Y1": 0.5782, "X2": 0.91429, "Y2": 0.578, "X3": 0.91429, "Y3": 0.5938, "X4": 0.84416, "Y4": 0.5938, "page": 0, "Index": 391}, {"Word": "is", "Confidence": 0.998, "X1": 0.92727, "Y1": 0.5782, "X2": 0.94545, "Y2": 0.578, "X3": 0.94545, "Y3": 0.5928, "X4": 0.92727, "Y4": 0.5938, "page": 0, "Index": 392}, {"Word": "lost", "Confidence": 0.886, "X1": 0.15844, "Y1": 0.5972, "X2": 0.19481, "Y2": 0.597, "X3": 0.19481, "Y3": 0.6128, "X4": 0.15844, "Y4": 0.6128, "page": 0, "Index": 393}, {"Word": "each", "Confidence": 0.803, "X1": 0.20519, "Y1": 0.5972, "X2": 0.24545, "Y2": 0.597, "X3": 0.24545, "Y3": 0.6128, "X4": 0.20519, "Y4": 0.6128, "page": 0, "Index": 394}, {"Word": "year", "Confidence": 0.991, "X1": 0.25974, "Y1": 0.5972, "X2": 0.3013, "Y2": 0.597, "X3": 0.3013, "Y3": 0.6128, "X4": 0.25974, "Y4": 0.6128, "page": 0, "Index": 395}, {"Word": "in", "Confidence": 0.998, "X1": 0.31429, "Y1": 0.5972, "X2": 0.33377, "Y2": 0.597, "X3": 0.33247, "Y3": 0.6118, "X4": 0.31429, "Y4": 0.6128, "page": 0, "Index": 396}, {"Word": "lost", "Confidence": 0.991, "X1": 0.34545, "Y1": 0.5972, "X2": 0.38442, "Y2": 0.597, "X3": 0.38312, "Y3": 0.6118, "X4": 0.34545, "Y4": 0.6118, "page": 0, "Index": 397}, {"Word": "income", "Confidence": 0.997, "X1": 0.39351, "Y1": 0.5962, "X2": 0.45844, "Y2": 0.596, "X3": 0.45714, "Y3": 0.6118, "X4": 0.39351, "Y4": 0.6118, "page": 0, "Index": 398}, {"Word": "and", "Confidence": 0.998, "X1": 0.47013, "Y1": 0.5962, "X2": 0.50519, "Y2": 0.596, "X3": 0.5039, "Y3": 0.6118, "X4": 0.47013, "Y4": 0.6118, "page": 0, "Index": 399}, {"Word": "productivity", "Confidence": 0.992, "X1": 0.51688, "Y1": 0.5962, "X2": 0.63117, "Y2": 0.596, "X3": 0.62987, "Y3": 0.6118, "X4": 0.51688, "Y4": 0.6118, "page": 0, "Index": 400}, {"Word": "due\"", "Confidence": 0.849, "X1": 0.64416, "Y1": 0.5952, "X2": 0.68961, "Y2": 0.595, "X3": 0.68961, "Y3": 0.6108, "X4": 0.64416, "Y4": 0.6118, "page": 0, "Index": 401}, {"Word": "to", "Confidence": 0.998, "X1": 0.7013, "Y1": 0.5952, "X2": 0.72078, "Y2": 0.595, "X3": 0.72078, "Y3": 0.6108, "X4": 0.7, "Y4": 0.6108, "page": 0, "Index": 402}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.73377, "Y1": 0.5952, "X2": 0.81039, "Y2": 0.595, "X3": 0.80909, "Y3": 0.6108, "X4": 0.73377, "Y4": 0.6108, "page": 0, "Index": 403}, {"Word": "(UPI", "Confidence": 0.993, "X1": 0.82338, "Y1": 0.5942, "X2": 0.87013, "Y2": 0.594, "X3": 0.87013, "Y3": 0.6108, "X4": 0.82208, "Y4": 0.6108, "page": 0, "Index": 404}, {"Word": "11/16).", "Confidence": 0.981, "X1": 0.88312, "Y1": 0.5942, "X2": 0.94675, "Y2": 0.594, "X3": 0.94545, "Y3": 0.6108, "X4": 0.88182, "Y4": 0.6108, "page": 0, "Index": 405}, {"Word": "reports", "Confidence": 0.996, "X1": 0.49481, "Y1": 0.6122, "X2": 0.56753, "Y2": 0.612, "X3": 0.56753, "Y3": 0.6278, "X4": 0.49481, "Y4": 0.6288, "page": 0, "Index": 406}, {"Word": "that", "Confidence": 0.988, "X1": 0.57792, "Y1": 0.6122, "X2": 0.62078, "Y2": 0.612, "X3": 0.62208, "Y3": 0.6278, "X4": 0.57792, "Y4": 0.6278, "page": 0, "Index": 407}, {"Word": "1/6,", "Confidence": 0.837, "X1": 0.63247, "Y1": 0.6122, "X2": 0.67662, "Y2": 0.612, "X3": 0.67662, "Y3": 0.6278, "X4": 0.63247, "Y4": 0.6278, "page": 0, "Index": 408}, {"Word": "about", "Confidence": 0.997, "X1": 0.68442, "Y1": 0.6122, "X2": 0.74416, "Y2": 0.612, "X3": 0.74416, "Y3": 0.6278, "X4": 0.68442, "Y4": 0.6278, "page": 0, "Index": 409}, {"Word": "Sibn,", "Confidence": 0.729, "X1": 0.75455, "Y1": 0.6122, "X2": 0.81429, "Y2": 0.612, "X3": 0.81429, "Y3": 0.6278, "X4": 0.75455, "Y4": 0.6278, "page": 0, "Index": 410}, {"Word": "of", "Confidence": 0.998, "X1": 0.82078, "Y1": 0.6122, "X2": 0.84545, "Y2": 0.612, "X3": 0.84545, "Y3": 0.6278, "X4": 0.82078, "Y4": 0.6278, "page": 0, "Index": 411}, {"Word": "all", "Confidence": 0.998, "X1": 0.85844, "Y1": 0.6122, "X2": 0.88831, "Y2": 0.612, "X3": 0.88831, "Y3": 0.6268, "X4": 0.85844, "Y4": 0.6278, "page": 0, "Index": 412}, {"Word": "state", "Confidence": 0.821, "X1": 0.8974, "Y1": 0.6112, "X2": 0.94675, "Y2": 0.611, "X3": 0.94675, "Y3": 0.6268, "X4": 0.8974, "Y4": 0.6268, "page": 0, "Index": 413}, {"Word": "The", "Confidence": 0.998, "X1": 0.16104, "Y1": 0.6122, "X2": 0.1961, "Y2": 0.612, "X3": 0.1974, "Y3": 0.6288, "X4": 0.16104, "Y4": 0.6288, "page": 0, "Index": 414}, {"Word": "L'A", "Confidence": 0.243, "X1": 0.20779, "Y1": 0.6122, "X2": 0.23636, "Y2": 0.612, "X3": 0.23766, "Y3": 0.6288, "X4": 0.20779, "Y4": 0.6288, "page": 0, "Index": 415}, {"Word": "State", "Confidence": 0.997, "X1": 0.25065, "Y1": 0.6122, "X2": 0.3026, "Y2": 0.612, "X3": 0.3039, "Y3": 0.6288, "X4": 0.25065, "Y4": 0.6288, "page": 0, "Index": 416}, {"Word": "Dep't", "Confidence": 0.994, "X1": 0.31299, "Y1": 0.6122, "X2": 0.37143, "Y2": 0.612, "X3": 0.37143, "Y3": 0.6288, "X4": 0.31299, "Y4": 0.6288, "page": 0, "Index": 417}, {"Word": "of", "Confidence": 0.998, "X1": 0.37922, "Y1": 0.6122, "X2": 0.4026, "Y2": 0.612, "X3": 0.4026, "Y3": 0.6288, "X4": 0.38052, "Y4": 0.6288, "page": 0, "Index": 418}, {"Word": "Health", "Confidence": 0.992, "X1": 0.41429, "Y1": 0.6122, "X2": 0.48052, "Y2": 0.612, "X3": 0.48052, "Y3": 0.6288, "X4": 0.41429, "Y4": 0.6288, "page": 0, "Index": 419}, {"Word": "expenditures", "Confidence": 0.808, "X1": 0.15974, "Y1": 0.6292, "X2": 0.27403, "Y2": 0.629, "X3": 0.27403, "Y3": 0.6448, "X4": 0.16104, "Y4": 0.6448, "page": 0, "Index": 420}, {"Word": "on", "Confidence": 0.998, "X1": 0.27792, "Y1": 0.6292, "X2": 0.3, "Y2": 0.629, "X3": 0.3013, "Y3": 0.6438, "X4": 0.27922, "Y4": 0.6438, "page": 0, "Index": 421}, {"Word": "health", "Confidence": 0.995, "X1": 0.30649, "Y1": 0.6292, "X2": 0.36364, "Y2": 0.629, "X3": 0.36364, "Y3": 0.6438, "X4": 0.30649, "Y4": 0.6438, "page": 0, "Index": 422}, {"Word": "care", "Confidence": 0.981, "X1": 0.36753, "Y1": 0.6282, "X2": 0.40779, "Y2": 0.628, "X3": 0.40909, "Y3": 0.6438, "X4": 0.36883, "Y4": 0.6438, "page": 0, "Index": 423}, {"Word": "are", "Confidence": 0.998, "X1": 0.41299, "Y1": 0.6282, "X2": 0.44156, "Y2": 0.628, "X3": 0.44286, "Y3": 0.6438, "X4": 0.41299, "Y4": 0.6438, "page": 0, "Index": 424}, {"Word": "\"tobacco-related\"", "Confidence": 0.982, "X1": 0.44675, "Y1": 0.6282, "X2": 0.5974, "Y2": 0.628, "X3": 0.5974, "Y3": 0.6438, "X4": 0.44675, "Y4": 0.6438, "page": 0, "Index": 425}, {"Word": "(UPI", "Confidence": 0.991, "X1": 0.6013, "Y1": 0.6272, "X2": 0.64805, "Y2": 0.627, "X3": 0.64805, "Y3": 0.6438, "X4": 0.6013, "Y4": 0.6438, "page": 0, "Index": 426}, {"Word": "11/10/87).", "Confidence": 0.991, "X1": 0.65195, "Y1": 0.6272, "X2": 0.74286, "Y2": 0.627, "X3": 0.74156, "Y3": 0.6438, "X4": 0.65195, "Y4": 0.6438, "page": 0, "Index": 427}, {"Word": "IOWA:", "Confidence": 0.88, "X1": 0.06623, "Y1": 0.6592, "X2": 0.12597, "Y2": 0.659, "X3": 0.12727, "Y3": 0.6748, "X4": 0.06623, "Y4": 0.6748, "page": 0, "Index": 428}, {"Word": "APPLICATION", "Confidence": 0.955, "X1": 0.13117, "Y1": 0.6592, "X2": 0.26753, "Y2": 0.659, "X3": 0.26753, "Y3": 0.6748, "X4": 0.13117, "Y4": 0.6748, "page": 0, "Index": 429}, {"Word": "OF", "Confidence": 0.998, "X1": 0.27662, "Y1": 0.6582, "X2": 0.3039, "Y2": 0.658, "X3": 0.3039, "Y3": 0.6748, "X4": 0.27662, "Y4": 0.6748, "page": 0, "Index": 430}, {"Word": "GOOD", "Confidence": 0.991, "X1": 0.31039, "Y1": 0.6582, "X2": 0.37013, "Y2": 0.658, "X3": 0.37013, "Y3": 0.6748, "X4": 0.31039, "Y4": 0.6748, "page": 0, "Index": 431}, {"Word": "CONDUCT", "Confidence": 0.996, "X1": 0.37792, "Y1": 0.6582, "X2": 0.47792, "Y2": 0.658, "X3": 0.47792, "Y3": 0.6738, "X4": 0.37662, "Y4": 0.6748, "page": 0, "Index": 432}, {"Word": "RULE", "Confidence": 0.991, "X1": 0.48442, "Y1": 0.6582, "X2": 0.53896, "Y2": 0.658, "X3": 0.53896, "Y3": 0.6738, "X4": 0.48312, "Y4": 0.6738, "page": 0, "Index": 433}, {"Word": "FOUGHT", "Confidence": 0.997, "X1": 0.54545, "Y1": 0.6572, "X2": 0.63506, "Y2": 0.657, "X3": 0.63377, "Y3": 0.6738, "X4": 0.54416, "Y4": 0.6738, "page": 0, "Index": 434}, {"Word": "BY", "Confidence": 0.998, "X1": 0.64026, "Y1": 0.6572, "X2": 0.66753, "Y2": 0.657, "X3": 0.66753, "Y3": 0.6738, "X4": 0.64026, "Y4": 0.6738, "page": 0, "Index": 435}, {"Word": "IOWA", "Confidence": 0.969, "X1": 0.67532, "Y1": 0.6572, "X2": 0.72857, "Y2": 0.657, "X3": 0.72727, "Y3": 0.6728, "X4": 0.67403, "Y4": 0.6738, "page": 0, "Index": 436}, {"Word": "CLU", "Confidence": 0.998, "X1": 0.73636, "Y1": 0.6572, "X2": 0.77662, "Y2": 0.657, "X3": 0.77532, "Y3": 0.6728, "X4": 0.73506, "Y4": 0.6728, "page": 0, "Index": 437}, {"Word": "The", "Confidence": 0.994, "X1": 0.16234, "Y1": 0.6762, "X2": 0.1974, "Y2": 0.676, "X3": 0.1974, "Y3": 0.6908, "X4": 0.16234, "Y4": 0.6908, "page": 0, "Index": 438}, {"Word": "Civil", "Confidence": 0.901, "X1": 0.20649, "Y1": 0.6762, "X2": 0.26104, "Y2": 0.676, "X3": 0.26104, "Y3": 0.6908, "X4": 0.20649, "Y4": 0.6908, "page": 0, "Index": 439}, {"Word": "Liberties", "Confidence": 0.951, "X1": 0.26883, "Y1": 0.6762, "X2": 0.36104, "Y2": 0.676, "X3": 0.36104, "Y3": 0.6908, "X4": 0.26883, "Y4": 0.6908, "page": 0, "Index": 440}, {"Word": "Union", "Confidence": 0.997, "X1": 0.37013, "Y1": 0.6762, "X2": 0.42987, "Y2": 0.676, "X3": 0.42987, "Y3": 0.6908, "X4": 0.37013, "Y4": 0.6908, "page": 0, "Index": 441}, {"Word": "filed", "Confidence": 0.968, "X1": 0.44026, "Y1": 0.6752, "X2": 0.48831, "Y2": 0.675, "X3": 0.48831, "Y3": 0.6908, "X4": 0.44026, "Y4": 0.6908, "page": 0, "Index": 442}, {"Word": "suit", "Confidence": 0.991, "X1": 0.5, "Y1": 0.6752, "X2": 0.54286, "Y2": 0.675, "X3": 0.54286, "Y3": 0.6908, "X4": 0.5, "Y4": 0.6908, "page": 0, "Index": 443}, {"Word": "against", "Confidence": 0.996, "X1": 0.55065, "Y1": 0.6752, "X2": 0.62468, "Y2": 0.675, "X3": 0.62468, "Y3": 0.6908, "X4": 0.55065, "Y4": 0.6908, "page": 0, "Index": 444}, {"Word": "the", "Confidence": 0.998, "X1": 0.63377, "Y1": 0.6752, "X2": 0.66623, "Y2": 0.675, "X3": 0.66623, "Y3": 0.6908, "X4": 0.63377, "Y4": 0.6908, "page": 0, "Index": 445}, {"Word": "Sidney", "Confidence": 0.991, "X1": 0.67662, "Y1": 0.6752, "X2": 0.74416, "Y2": 0.675, "X3": 0.74416, "Y3": 0.6908, "X4": 0.67662, "Y4": 0.6908, "page": 0, "Index": 446}, {"Word": "Community", "Confidence": 0.995, "X1": 0.75584, "Y1": 0.6742, "X2": 0.87013, "Y2": 0.674, "X3": 0.87013, "Y3": 0.6898, "X4": 0.75584, "Y4": 0.6908, "page": 0, "Index": 447}, {"Word": "school", "Confidence": 0.997, "X1": 0.88312, "Y1": 0.6742, "X2": 0.94675, "Y2": 0.674, "X3": 0.94675, "Y3": 0.6898, "X4": 0.88312, "Y4": 0.6898, "page": 0, "Index": 448}, {"Word": "district", "Confidence": 0.933, "X1": 0.16234, "Y1": 0.6922, "X2": 0.23377, "Y2": 0.692, "X3": 0.23506, "Y3": 0.7068, "X4": 0.16364, "Y4": 0.7068, "page": 0, "Index": 449}, {"Word": "for", "Confidence": 0.998, "X1": 0.24286, "Y1": 0.6922, "X2": 0.27532, "Y2": 0.692, "X3": 0.27662, "Y3": 0.7068, "X4": 0.24286, "Y4": 0.7068, "page": 0, "Index": 450}, {"Word": "violating", "Confidence": 0.994, "X1": 0.28701, "Y1": 0.6922, "X2": 0.37532, "Y2": 0.692, "X3": 0.37532, "Y3": 0.7068, "X4": 0.28701, "Y4": 0.7068, "page": 0, "Index": 451}, {"Word": "the", "Confidence": 0.998, "X1": 0.38571, "Y1": 0.6922, "X2": 0.41948, "Y2": 0.692, "X3": 0.41948, "Y3": 0.7068, "X4": 0.38571, "Y4": 0.7068, "page": 0, "Index": 452}, {"Word": "due", "Confidence": 0.998, "X1": 0.42857, "Y1": 0.6922, "X2": 0.46623, "Y2": 0.692, "X3": 0.46623, "Y3": 0.7068, "X4": 0.42857, "Y4": 0.7068, "page": 0, "Index": 453}, {"Word": "process", "Confidence": 0.991, "X1": 0.47532, "Y1": 0.6912, "X2": 0.55065, "Y2": 0.691, "X3": 0.55065, "Y3": 0.7068, "X4": 0.47662, "Y4": 0.7068, "page": 0, "Index": 454}, {"Word": "and", "Confidence": 0.998, "X1": 0.55844, "Y1": 0.6912, "X2": 0.59351, "Y2": 0.691, "X3": 0.59351, "Y3": 0.7068, "X4": 0.55844, "Y4": 0.7068, "page": 0, "Index": 455}, {"Word": "privacy", "Confidence": 0.996, "X1": 0.60649, "Y1": 0.6912, "X2": 0.68312, "Y2": 0.691, "X3": 0.68312, "Y3": 0.7068, "X4": 0.60649, "Y4": 0.7068, "page": 0, "Index": 456}, {"Word": "rights", "Confidence": 0.997, "X1": 0.69481, "Y1": 0.6912, "X2": 0.75714, "Y2": 0.691, "X3": 0.75714, "Y3": 0.7068, "X4": 0.6961, "Y4": 0.7068, "page": 0, "Index": 457}, {"Word": "of", "Confidence": 0.998, "X1": 0.76623, "Y1": 0.6912, "X2": 0.78961, "Y2": 0.691, "X3": 0.78961, "Y3": 0.7068, "X4": 0.76623, "Y4": 0.7068, "page": 0, "Index": 458}, {"Word": "a", "Confidence": 0.995, "X1": 0.8026, "Y1": 0.6912, "X2": 0.81429, "Y2": 0.691, "X3": 0.81429, "Y3": 0.7068, "X4": 0.8026, "Y4": 0.7068, "page": 0, "Index": 459}, {"Word": "high", "Confidence": 0.989, "X1": 0.82468, "Y1": 0.6902, "X2": 0.86883, "Y2": 0.69, "X3": 0.86883, "Y3": 0.7058, "X4": 0.82468, "Y4": 0.7068, "page": 0, "Index": 460}, {"Word": "school", "Confidence": 0.992, "X1": 0.88182, "Y1": 0.6902, "X2": 0.94805, "Y2": 0.69, "X3": 0.94805, "Y3": 0.7058, "X4": 0.88182, "Y4": 0.7058, "page": 0, "Index": 461}, {"Word": "50762", "Confidence": 0.994, "X1": 0.99221, "Y1": 0.7102, "X2": 0.9961, "Y2": 0.71, "X3": 0.97792, "Y3": 0.7108, "X4": 0.97403, "Y4": 0.6638, "page": 0, "Index": 462}, {"Word": "student", "Confidence": 0.983, "X1": 0.16104, "Y1": 0.7082, "X2": 0.23506, "Y2": 0.708, "X3": 0.23506, "Y3": 0.7228, "X4": 0.16104, "Y4": 0.7228, "page": 0, "Index": 463}, {"Word": "suspended", "Confidence": 0.995, "X1": 0.24156, "Y1": 0.7082, "X2": 0.34026, "Y2": 0.708, "X3": 0.34156, "Y3": 0.7228, "X4": 0.24156, "Y4": 0.7228, "page": 0, "Index": 464}, {"Word": "from", "Confidence": 0.989, "X1": 0.35325, "Y1": 0.7082, "X2": 0.3961, "Y2": 0.708, "X3": 0.3961, "Y3": 0.7228, "X4": 0.35325, "Y4": 0.7228, "page": 0, "Index": 465}, {"Word": "extra-curricular", "Confidence": 0.876, "X1": 0.41299, "Y1": 0.7072, "X2": 0.57273, "Y2": 0.707, "X3": 0.57273, "Y3": 0.7228, "X4": 0.41299, "Y4": 0.7228, "page": 0, "Index": 466}, {"Word": "activities", "Confidence": 0.795, "X1": 0.58182, "Y1": 0.7072, "X2": 0.67792, "Y2": 0.707, "X3": 0.67792, "Y3": 0.7228, "X4": 0.58312, "Y4": 0.7228, "page": 0, "Index": 467}, {"Word": "when", "Confidence": 0.989, "X1": 0.68701, "Y1": 0.7072, "X2": 0.73896, "Y2": 0.707, "X3": 0.73896, "Y3": 0.7228, "X4": 0.68831, "Y4": 0.7228, "page": 0, "Index": 468}, {"Word": "the", "Confidence": 0.998, "X1": 0.75065, "Y1": 0.7062, "X2": 0.78312, "Y2": 0.706, "X3": 0.78312, "Y3": 0.7228, "X4": 0.75065, "Y4": 0.7228, "page": 0, "Index": 469}, {"Word": "principal,", "Confidence": 0.991, "X1": 0.79351, "Y1": 0.7062, "X2": 0.8961, "Y2": 0.706, "X3": 0.8961, "Y3": 0.7218, "X4": 0.79481, "Y4": 0.7228, "page": 0, "Index": 470}, {"Word": "who", "Confidence": 0.998, "X1": 0.9026, "Y1": 0.7062, "X2": 0.94286, "Y2": 0.706, "X3": 0.94416, "Y3": 0.7218, "X4": 0.9039, "Y4": 0.7218, "page": 0, "Index": 471}, {"Word": "Conduct", "Confidence": 0.993, "X1": 0.53766, "Y1": 0.7232, "X2": 0.62208, "Y2": 0.723, "X3": 0.62208, "Y3": 0.7378, "X4": 0.53766, "Y4": 0.7388, "page": 0, "Index": 472}, {"Word": "Rule,\"", "Confidence": 0.884, "X1": 0.63766, "Y1": 0.7232, "X2": 0.7039, "Y2": 0.723, "X3": 0.7026, "Y3": 0.7378, "X4": 0.63766, "Y4": 0.7378, "page": 0, "Index": 473}, {"Word": "observed", "Confidence": 0.994, "X1": 0.71558, "Y1": 0.7232, "X2": 0.8026, "Y2": 0.723, "X3": 0.8026, "Y3": 0.7378, "X4": 0.71558, "Y4": 0.7378, "page": 0, "Index": 474}, {"Word": "the", "Confidence": 0.998, "X1": 0.82208, "Y1": 0.7232, "X2": 0.85455, "Y2": 0.723, "X3": 0.85325, "Y3": 0.7378, "X4": 0.82078, "Y4": 0.7378, "page": 0, "Index": 475}, {"Word": "student", "Confidence": 0.996, "X1": 0.87143, "Y1": 0.7232, "X2": 0.94675, "Y2": 0.723, "X3": 0.94675, "Y3": 0.7378, "X4": 0.87143, "Y4": 0.7378, "page": 0, "Index": 476}, {"Word": "cited", "Confidence": 0.992, "X1": 0.15974, "Y1": 0.7242, "X2": 0.20649, "Y2": 0.724, "X3": 0.20649, "Y3": 0.7388, "X4": 0.15974, "Y4": 0.7398, "page": 0, "Index": 477}, {"Word": "the", "Confidence": 0.998, "X1": 0.22597, "Y1": 0.7242, "X2": 0.25714, "Y2": 0.724, "X3": 0.25714, "Y3": 0.7388, "X4": 0.22597, "Y4": 0.7388, "page": 0, "Index": 478}, {"Word": "school's", "Confidence": 0.993, "X1": 0.27532, "Y1": 0.7242, "X2": 0.35325, "Y2": 0.724, "X3": 0.35325, "Y3": 0.7388, "X4": 0.27403, "Y4": 0.7388, "page": 0, "Index": 479}, {"Word": "\"Student", "Confidence": 0.993, "X1": 0.36883, "Y1": 0.7232, "X2": 0.45455, "Y2": 0.723, "X3": 0.45455, "Y3": 0.7388, "X4": 0.36883, "Y4": 0.7388, "page": 0, "Index": 480}, {"Word": "Good", "Confidence": 0.988, "X1": 0.46883, "Y1": 0.7232, "X2": 0.51948, "Y2": 0.723, "X3": 0.51948, "Y3": 0.7388, "X4": 0.46883, "Y4": 0.7388, "page": 0, "Index": 481}, {"Word": "smoking", "Confidence": 0.995, "X1": 0.15974, "Y1": 0.7402, "X2": 0.23377, "Y2": 0.74, "X3": 0.23377, "Y3": 0.7558, "X4": 0.15974, "Y4": 0.7568, "page": 0, "Index": 482}, {"Word": "off", "Confidence": 0.998, "X1": 0.23766, "Y1": 0.7402, "X2": 0.26753, "Y2": 0.74, "X3": 0.26753, "Y3": 0.7558, "X4": 0.23766, "Y4": 0.7558, "page": 0, "Index": 483}, {"Word": "of", "Confidence": 0.998, "X1": 0.27143, "Y1": 0.7402, "X2": 0.29351, "Y2": 0.74, "X3": 0.29351, "Y3": 0.7558, "X4": 0.27143, "Y4": 0.7558, "page": 0, "Index": 484}, {"Word": "school", "Confidence": 0.997, "X1": 0.2987, "Y1": 0.7402, "X2": 0.35584, "Y2": 0.74, "X3": 0.35584, "Y3": 0.7558, "X4": 0.2987, "Y4": 0.7558, "page": 0, "Index": 485}, {"Word": "property", "Confidence": 0.994, "X1": 0.35974, "Y1": 0.7392, "X2": 0.43766, "Y2": 0.739, "X3": 0.43766, "Y3": 0.7548, "X4": 0.35974, "Y4": 0.7558, "page": 0, "Index": 486}, {"Word": "and", "Confidence": 0.998, "X1": 0.44286, "Y1": 0.7392, "X2": 0.47662, "Y2": 0.739, "X3": 0.47662, "Y3": 0.7548, "X4": 0.44156, "Y4": 0.7548, "page": 0, "Index": 487}, {"Word": "after", "Confidence": 0.997, "X1": 0.48182, "Y1": 0.7392, "X2": 0.52727, "Y2": 0.739, "X3": 0.52727, "Y3": 0.7548, "X4": 0.48052, "Y4": 0.7548, "page": 0, "Index": 488}, {"Word": "school", "Confidence": 0.991, "X1": 0.53117, "Y1": 0.7382, "X2": 0.59091, "Y2": 0.738, "X3": 0.58961, "Y3": 0.7548, "X4": 0.53117, "Y4": 0.7548, "page": 0, "Index": 489}, {"Word": "hours", "Confidence": 0.997, "X1": 0.59481, "Y1": 0.7382, "X2": 0.64545, "Y2": 0.738, "X3": 0.64416, "Y3": 0.7548, "X4": 0.59481, "Y4": 0.7548, "page": 0, "Index": 490}, {"Word": "(UPI", "Confidence": 0.981, "X1": 0.64935, "Y1": 0.7382, "X2": 0.6961, "Y2": 0.738, "X3": 0.6961, "Y3": 0.7548, "X4": 0.64805, "Y4": 0.7548, "page": 0, "Index": 491}, {"Word": "11/9/87).", "Confidence": 0.991, "X1": 0.7013, "Y1": 0.7372, "X2": 0.78312, "Y2": 0.737, "X3": 0.78312, "Y3": 0.7548, "X4": 0.7, "Y4": 0.7548, "page": 0, "Index": 492}, {"Word": "6551", "Confidence": 0.99, "X1": 0.9961, "Y1": 0.7592, "X2": 0.9974, "Y2": 0.759, "X3": 0.97922, "Y3": 0.7588, "X4": 0.97792, "Y4": 0.7198, "page": 0, "Index": 493}, {"Word": "MICHIGAN:", "Confidence": 0.941, "X1": 0.06494, "Y1": 0.7712, "X2": 0.17792, "Y2": 0.771, "X3": 0.17792, "Y3": 0.7878, "X4": 0.06494, "Y4": 0.7868, "page": 0, "Index": 494}, {"Word": "EXCISE", "Confidence": 0.996, "X1": 0.18182, "Y1": 0.7702, "X2": 0.25584, "Y2": 0.77, "X3": 0.25584, "Y3": 0.7868, "X4": 0.18182, "Y4": 0.7878, "page": 0, "Index": 495}, {"Word": "HIKES", "Confidence": 0.997, "X1": 0.26364, "Y1": 0.7702, "X2": 0.32857, "Y2": 0.77, "X3": 0.32857, "Y3": 0.7868, "X4": 0.26364, "Y4": 0.7868, "page": 0, "Index": 496}, {"Word": "UNLEASHED", "Confidence": 0.995, "X1": 0.33377, "Y1": 0.7702, "X2": 0.45584, "Y2": 0.77, "X3": 0.45714, "Y3": 0.7858, "X4": 0.33377, "Y4": 0.7868, "page": 0, "Index": 497}, {"Word": "Introduced:", "Confidence": 0.987, "X1": 0.15844, "Y1": 0.7882, "X2": 0.27792, "Y2": 0.788, "X3": 0.27792, "Y3": 0.8038, "X4": 0.15844, "Y4": 0.8038, "page": 0, "Index": 498}, {"Word": "S", "Confidence": 0.884, "X1": 0.28312, "Y1": 0.7882, "X2": 0.29481, "Y2": 0.788, "X3": 0.29481, "Y3": 0.8038, "X4": 0.28312, "Y4": 0.8038, "page": 0, "Index": 499}, {"Word": "545,", "Confidence": 0.971, "X1": 0.30909, "Y1": 0.7882, "X2": 0.35325, "Y2": 0.788, "X3": 0.35325, "Y3": 0.8038, "X4": 0.30909, "Y4": 0.8038, "page": 0, "Index": 500}, {"Word": "a", "Confidence": 0.993, "X1": 0.36234, "Y1": 0.7882, "X2": 0.37403, "Y2": 0.788, "X3": 0.37273, "Y3": 0.8038, "X4": 0.36104, "Y4": 0.8038, "page": 0, "Index": 501}, {"Word": "6g", "Confidence": 0.688, "X1": 0.38442, "Y1": 0.7882, "X2": 0.40909, "Y2": 0.788, "X3": 0.40779, "Y3": 0.8028, "X4": 0.38442, "Y4": 0.8038, "page": 0, "Index": 502}, {"Word": "cigarette", "Confidence": 0.993, "X1": 0.41948, "Y1": 0.7872, "X2": 0.50779, "Y2": 0.787, "X3": 0.50779, "Y3": 0.8028, "X4": 0.41948, "Y4": 0.8028, "page": 0, "Index": 503}, {"Word": "hike", "Confidence": 0.987, "X1": 0.51818, "Y1": 0.7872, "X2": 0.56364, "Y2": 0.787, "X3": 0.56234, "Y3": 0.8028, "X4": 0.51688, "Y4": 0.8028, "page": 0, "Index": 504}, {"Word": "and", "Confidence": 0.998, "X1": 0.57403, "Y1": 0.7872, "X2": 0.61039, "Y2": 0.787, "X3": 0.61039, "Y3": 0.8028, "X4": 0.57403, "Y4": 0.8028, "page": 0, "Index": 505}, {"Word": "OTP", "Confidence": 0.998, "X1": 0.62597, "Y1": 0.7872, "X2": 0.66623, "Y2": 0.787, "X3": 0.66623, "Y3": 0.8028, "X4": 0.62468, "Y4": 0.8028, "page": 0, "Index": 506}, {"Word": "taxes", "Confidence": 0.996, "X1": 0.68312, "Y1": 0.7872, "X2": 0.73636, "Y2": 0.787, "X3": 0.73636, "Y3": 0.8028, "X4": 0.68312, "Y4": 0.8028, "page": 0, "Index": 507}, {"Word": "for", "Confidence": 0.998, "X1": 0.74805, "Y1": 0.7872, "X2": 0.78182, "Y2": 0.787, "X3": 0.78052, "Y3": 0.8028, "X4": 0.74805, "Y4": 0.8028, "page": 0, "Index": 508}, {"Word": "AIDS", "Confidence": 0.981, "X1": 0.79481, "Y1": 0.7862, "X2": 0.84545, "Y2": 0.786, "X3": 0.84545, "Y3": 0.8018, "X4": 0.79481, "Y4": 0.8028, "page": 0, "Index": 509}, {"Word": "research,", "Confidence": 0.782, "X1": 0.85844, "Y1": 0.7862, "X2": 0.95195, "Y2": 0.786, "X3": 0.95195, "Y3": 0.8018, "X4": 0.85844, "Y4": 0.8018, "page": 0, "Index": 510}, {"Word": "joined", "Confidence": 0.995, "X1": 0.16234, "Y1": 0.8042, "X2": 0.21558, "Y2": 0.804, "X3": 0.21558, "Y3": 0.8208, "X4": 0.16104, "Y4": 0.8208, "page": 0, "Index": 511}, {"Word": "H", "Confidence": 0.997, "X1": 0.22078, "Y1": 0.8042, "X2": 0.23247, "Y2": 0.804, "X3": 0.23247, "Y3": 0.8208, "X4": 0.22078, "Y4": 0.8208, "page": 0, "Index": 512}, {"Word": "5122,", "Confidence": 0.995, "X1": 0.24416, "Y1": 0.8042, "X2": 0.29091, "Y2": 0.804, "X3": 0.29091, "Y3": 0.8198, "X4": 0.24416, "Y4": 0.8208, "page": 0, "Index": 513}, {"Word": "a", "Confidence": 0.995, "X1": 0.29481, "Y1": 0.8042, "X2": 0.30779, "Y2": 0.804, "X3": 0.30649, "Y3": 0.8198, "X4": 0.29481, "Y4": 0.8198, "page": 0, "Index": 514}, {"Word": "5g", "Confidence": 0.929, "X1": 0.31299, "Y1": 0.8042, "X2": 0.33377, "Y2": 0.804, "X3": 0.33377, "Y3": 0.8198, "X4": 0.31299, "Y4": 0.8198, "page": 0, "Index": 515}, {"Word": "cigarette", "Confidence": 0.994, "X1": 0.33896, "Y1": 0.8032, "X2": 0.41818, "Y2": 0.803, "X3": 0.41818, "Y3": 0.8198, "X4": 0.33766, "Y4": 0.8198, "page": 0, "Index": 516}, {"Word": "hike", "Confidence": 0.987, "X1": 0.42208, "Y1": 0.8032, "X2": 0.46364, "Y2": 0.803, "X3": 0.46364, "Y3": 0.8198, "X4": 0.42208, "Y4": 0.8198, "page": 0, "Index": 517}, {"Word": "for", "Confidence": 0.998, "X1": 0.46753, "Y1": 0.8032, "X2": 0.4987, "Y2": 0.803, "X3": 0.4987, "Y3": 0.8198, "X4": 0.46753, "Y4": 0.8198, "page": 0, "Index": 518}, {"Word": "school", "Confidence": 0.996, "X1": 0.5026, "Y1": 0.8032, "X2": 0.55844, "Y2": 0.803, "X3": 0.55844, "Y3": 0.8188, "X4": 0.5026, "Y4": 0.8188, "page": 0, "Index": 519}, {"Word": "funds", "Confidence": 0.997, "X1": 0.56364, "Y1": 0.8032, "X2": 0.61818, "Y2": 0.803, "X3": 0.61818, "Y3": 0.8188, "X4": 0.56234, "Y4": 0.8188, "page": 0, "Index": 520}, {"Word": "(CCH", "Confidence": 0.991, "X1": 0.62208, "Y1": 0.8032, "X2": 0.66753, "Y2": 0.803, "X3": 0.66753, "Y3": 0.8188, "X4": 0.62208, "Y4": 0.8188, "page": 0, "Index": 521}, {"Word": "11/18).", "Confidence": 0.979, "X1": 0.67922, "Y1": 0.8032, "X2": 0.74545, "Y2": 0.803, "X3": 0.74545, "Y3": 0.8188, "X4": 0.67922, "Y4": 0.8188, "page": 0, "Index": 522}, {"Word": "AUTHOR", "Confidence": 0.997, "X1": 0.19351, "Y1": 0.8332, "X2": 0.27922, "Y2": 0.833, "X3": 0.27922, "Y3": 0.8478, "X4": 0.19351, "Y4": 0.8488, "page": 0, "Index": 523}, {"Word": "OF", "Confidence": 0.998, "X1": 0.28701, "Y1": 0.8332, "X2": 0.31429, "Y2": 0.833, "X3": 0.31429, "Y3": 0.8478, "X4": 0.28701, "Y4": 0.8478, "page": 0, "Index": 524}, {"Word": "ORDINANCE", "Confidence": 0.992, "X1": 0.32208, "Y1": 0.8322, "X2": 0.44286, "Y2": 0.832, "X3": 0.44286, "Y3": 0.8478, "X4": 0.32208, "Y4": 0.8478, "page": 0, "Index": 525}, {"Word": "SEEKS", "Confidence": 0.996, "X1": 0.44935, "Y1": 0.8322, "X2": 0.51299, "Y2": 0.832, "X3": 0.51299, "Y3": 0.8478, "X4": 0.44935, "Y4": 0.8478, "page": 0, "Index": 526}, {"Word": "JAIL", "Confidence": 0.991, "X1": 0.51948, "Y1": 0.8322, "X2": 0.56623, "Y2": 0.832, "X3": 0.56623, "Y3": 0.8468, "X4": 0.51948, "Y4": 0.8478, "page": 0, "Index": 527}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.57273, "Y1": 0.8322, "X2": 0.61299, "Y2": 0.832, "X3": 0.61299, "Y3": 0.8468, "X4": 0.57403, "Y4": 0.8468, "page": 0, "Index": 528}, {"Word": "HOMELESS", "Confidence": 0.996, "X1": 0.62078, "Y1": 0.8322, "X2": 0.73117, "Y2": 0.832, "X3": 0.73117, "Y3": 0.8468, "X4": 0.62208, "Y4": 0.8468, "page": 0, "Index": 529}, {"Word": "NEW", "Confidence": 0.998, "X1": 0.06623, "Y1": 0.8332, "X2": 0.10649, "Y2": 0.833, "X3": 0.10649, "Y3": 0.8498, "X4": 0.06623, "Y4": 0.8498, "page": 0, "Index": 530}, {"Word": "YORK;", "Confidence": 0.825, "X1": 0.11688, "Y1": 0.8332, "X2": 0.18442, "Y2": 0.833, "X3": 0.18442, "Y3": 0.8488, "X4": 0.11688, "Y4": 0.8488, "page": 0, "Index": 531}, {"Word": "Though", "Confidence": 0.997, "X1": 0.16234, "Y1": 0.8482, "X2": 0.22727, "Y2": 0.848, "X3": 0.22727, "Y3": 0.8638, "X4": 0.16234, "Y4": 0.8638, "page": 0, "Index": 532}, {"Word": "later", "Confidence": 0.996, "X1": 0.23896, "Y1": 0.8482, "X2": 0.28571, "Y2": 0.848, "X3": 0.28571, "Y3": 0.8638, "X4": 0.23896, "Y4": 0.8638, "page": 0, "Index": 533}, {"Word": "denied,", "Confidence": 0.849, "X1": 0.2961, "Y1": 0.8482, "X2": 0.36753, "Y2": 0.848, "X3": 0.36753, "Y3": 0.8628, "X4": 0.2961, "Y4": 0.8638, "page": 0, "Index": 534}, {"Word": "the", "Confidence": 0.998, "X1": 0.37662, "Y1": 0.8482, "X2": 0.40649, "Y2": 0.848, "X3": 0.40649, "Y3": 0.8628, "X4": 0.37662, "Y4": 0.8628, "page": 0, "Index": 535}, {"Word": "majority", "Confidence": 0.995, "X1": 0.41818, "Y1": 0.8482, "X2": 0.4961, "Y2": 0.848, "X3": 0.49481, "Y3": 0.8628, "X4": 0.41818, "Y4": 0.8628, "page": 0, "Index": 536}, {"Word": "leader", "Confidence": 0.879, "X1": 0.50909, "Y1": 0.8482, "X2": 0.56753, "Y2": 0.848, "X3": 0.56623, "Y3": 0.8628, "X4": 0.50909, "Y4": 0.8628, "page": 0, "Index": 537}, {"Word": "of", "Confidence": 0.998, "X1": 0.57922, "Y1": 0.8482, "X2": 0.6013, "Y2": 0.848, "X3": 0.6, "Y3": 0.8618, "X4": 0.57922, "Y4": 0.8628, "page": 0, "Index": 538}, {"Word": "the", "Confidence": 0.998, "X1": 0.61429, "Y1": 0.8472, "X2": 0.64545, "Y2": 0.847, "X3": 0.64416, "Y3": 0.8618, "X4": 0.61429, "Y4": 0.8618, "page": 0, "Index": 539}, {"Word": "New", "Confidence": 0.998, "X1": 0.65714, "Y1": 0.8472, "X2": 0.69481, "Y2": 0.847, "X3": 0.69351, "Y3": 0.8618, "X4": 0.65714, "Y4": 0.8618, "page": 0, "Index": 540}, {"Word": "York", "Confidence": 0.989, "X1": 0.71429, "Y1": 0.8472, "X2": 0.75844, "Y2": 0.847, "X3": 0.75714, "Y3": 0.8618, "X4": 0.71429, "Y4": 0.8618, "page": 0, "Index": 541}, {"Word": "City", "Confidence": 0.991, "X1": 0.77273, "Y1": 0.8462, "X2": 0.81429, "Y2": 0.846, "X3": 0.81299, "Y3": 0.8608, "X4": 0.77273, "Y4": 0.8618, "page": 0, "Index": 542}, {"Word": "Council", "Confidence": 0.994, "X1": 0.82727, "Y1": 0.8462, "X2": 0.9013, "Y2": 0.846, "X3": 0.9, "Y3": 0.8608, "X4": 0.82727, "Y4": 0.8608, "page": 0, "Index": 543}, {"Word": "and", "Confidence": 0.998, "X1": 0.91039, "Y1": 0.8462, "X2": 0.94416, "Y2": 0.846, "X3": 0.94286, "Y3": 0.8608, "X4": 0.91039, "Y4": 0.8608, "page": 0, "Index": 544}, {"Word": "author", "Confidence": 0.996, "X1": 0.15974, "Y1": 0.8642, "X2": 0.22468, "Y2": 0.864, "X3": 0.22468, "Y3": 0.8778, "X4": 0.15974, "Y4": 0.8778, "page": 0, "Index": 545}, {"Word": "of", "Confidence": 0.998, "X1": 0.24545, "Y1": 0.8632, "X2": 0.26753, "Y2": 0.863, "X3": 0.26753, "Y3": 0.8778, "X4": 0.24545, "Y4": 0.8778, "page": 0, "Index": 546}, {"Word": "a", "Confidence": 0.996, "X1": 0.28961, "Y1": 0.8632, "X2": 0.3, "Y2": 0.863, "X3": 0.3013, "Y3": 0.8778, "X4": 0.28961, "Y4": 0.8778, "page": 0, "Index": 547}, {"Word": "proposed", "Confidence": 0.996, "X1": 0.32338, "Y1": 0.8632, "X2": 0.40909, "Y2": 0.863, "X3": 0.40909, "Y3": 0.8778, "X4": 0.32338, "Y4": 0.8778, "page": 0, "Index": 548}, {"Word": "smoking", "Confidence": 0.997, "X1": 0.43247, "Y1": 0.8632, "X2": 0.51169, "Y2": 0.863, "X3": 0.51169, "Y3": 0.8768, "X4": 0.43247, "Y4": 0.8778, "page": 0, "Index": 549}, {"Word": "restriction", "Confidence": 0.994, "X1": 0.53506, "Y1": 0.8632, "X2": 0.63636, "Y2": 0.863, "X3": 0.63636, "Y3": 0.8768, "X4": 0.53506, "Y4": 0.8768, "page": 0, "Index": 550}, {"Word": "ordinance,", "Confidence": 0.955, "X1": 0.66104, "Y1": 0.8622, "X2": 0.77013, "Y2": 0.862, "X3": 0.76883, "Y3": 0.8758, "X4": 0.66104, "Y4": 0.8768, "page": 0, "Index": 551}, {"Word": "Peter", "Confidence": 0.997, "X1": 0.78831, "Y1": 0.8622, "X2": 0.84156, "Y2": 0.862, "X3": 0.84026, "Y3": 0.8748, "X4": 0.78701, "Y4": 0.8758, "page": 0, "Index": 552}, {"Word": "Vallone,", "Confidence": 0.955, "X1": 0.86364, "Y1": 0.8632, "X2": 0.94545, "Y2": 0.863, "X3": 0.94416, "Y3": 0.8758, "X4": 0.86364, "Y4": 0.8748, "page": 0, "Index": 553}, {"Word": "said", "Confidence": 0.988, "X1": 0.15974, "Y1": 0.8772, "X2": 0.19351, "Y2": 0.877, "X3": 0.19481, "Y3": 0.8908, "X4": 0.16104, "Y4": 0.8908, "page": 0, "Index": 554}, {"Word": "to", "Confidence": 0.998, "X1": 0.21039, "Y1": 0.8772, "X2": 0.22857, "Y2": 0.877, "X3": 0.22857, "Y3": 0.8908, "X4": 0.21169, "Y4": 0.8908, "page": 0, "Index": 555}, {"Word": "the", "Confidence": 0.998, "X1": 0.24416, "Y1": 0.8772, "X2": 0.27143, "Y2": 0.877, "X3": 0.27273, "Y3": 0.8898, "X4": 0.24416, "Y4": 0.8898, "page": 0, "Index": 556}, {"Word": "homeless:", "Confidence": 0.992, "X1": 0.28701, "Y1": 0.8782, "X2": 0.37403, "Y2": 0.878, "X3": 0.37273, "Y3": 0.8898, "X4": 0.28701, "Y4": 0.8898, "page": 0, "Index": 557}, {"Word": "\"You", "Confidence": 0.97, "X1": 0.3987, "Y1": 0.8772, "X2": 0.44026, "Y2": 0.877, "X3": 0.44026, "Y3": 0.8908, "X4": 0.3987, "Y4": 0.8908, "page": 0, "Index": 558}, {"Word": "do", "Confidence": 0.994, "X1": 0.45714, "Y1": 0.8772, "X2": 0.47922, "Y2": 0.877, "X3": 0.47922, "Y3": 0.8898, "X4": 0.45844, "Y4": 0.8898, "page": 0, "Index": 559}, {"Word": "not", "Confidence": 0.998, "X1": 0.49481, "Y1": 0.8762, "X2": 0.52727, "Y2": 0.876, "X3": 0.52727, "Y3": 0.8898, "X4": 0.4961, "Y4": 0.8898, "page": 0, "Index": 560}, {"Word": "have", "Confidence": 0.988, "X1": 0.53896, "Y1": 0.8762, "X2": 0.58182, "Y2": 0.876, "X3": 0.58312, "Y3": 0.8898, "X4": 0.54026, "Y4": 0.8898, "page": 0, "Index": 561}, {"Word": "the", "Confidence": 0.998, "X1": 0.5987, "Y1": 0.8762, "X2": 0.62727, "Y2": 0.876, "X3": 0.62727, "Y3": 0.8898, "X4": 0.5987, "Y4": 0.8898, "page": 0, "Index": 562}, {"Word": "right", "Confidence": 0.997, "X1": 0.64156, "Y1": 0.8762, "X2": 0.68961, "Y2": 0.876, "X3": 0.68961, "Y3": 0.8888, "X4": 0.64156, "Y4": 0.8898, "page": 0, "Index": 563}, {"Word": "to", "Confidence": 0.998, "X1": 0.7026, "Y1": 0.8762, "X2": 0.72078, "Y2": 0.876, "X3": 0.72078, "Y3": 0.8888, "X4": 0.7026, "Y4": 0.8888, "page": 0, "Index": 564}, {"Word": "occupy", "Confidence": 0.991, "X1": 0.73636, "Y1": 0.8762, "X2": 0.7987, "Y2": 0.876, "X3": 0.7987, "Y3": 0.8888, "X4": 0.73636, "Y4": 0.8888, "page": 0, "Index": 565}, {"Word": "the", "Confidence": 0.998, "X1": 0.81558, "Y1": 0.8762, "X2": 0.84416, "Y2": 0.876, "X3": 0.84416, "Y3": 0.8888, "X4": 0.81558, "Y4": 0.8888, "page": 0, "Index": 566}, {"Word": "sidewalks", "Confidence": 0.991, "X1": 0.85844, "Y1": 0.8762, "X2": 0.94675, "Y2": 0.876, "X3": 0.94545, "Y3": 0.8888, "X4": 0.85844, "Y4": 0.8888, "page": 0, "Index": 567}, {"Word": "or", "Confidence": 0.994, "X1": 0.16104, "Y1": 0.8912, "X2": 0.18052, "Y2": 0.891, "X3": 0.18052, "Y3": 0.9048, "X4": 0.16104, "Y4": 0.9048, "page": 0, "Index": 568}, {"Word": "street", "Confidence": 0.767, "X1": 0.2, "Y1": 0.8912, "X2": 0.25195, "Y2": 0.891, "X3": 0.25195, "Y3": 0.9048, "X4": 0.2, "Y4": 0.9048, "page": 0, "Index": 569}, {"Word": "...", "Confidence": 0.967, "X1": 0.25584, "Y1": 0.8912, "X2": 0.26883, "Y2": 0.891, "X3": 0.26753, "Y3": 0.9048, "X4": 0.25455, "Y4": 0.9048, "page": 0, "Index": 570}, {"Word": "And", "Confidence": 0.998, "X1": 0.27143, "Y1": 0.8912, "X2": 0.30909, "Y2": 0.891, "X3": 0.30909, "Y3": 0.9048, "X4": 0.27143, "Y4": 0.9048, "page": 0, "Index": 571}, {"Word": "if", "Confidence": 0.998, "X1": 0.33247, "Y1": 0.8912, "X2": 0.35065, "Y2": 0.891, "X3": 0.35065, "Y3": 0.9048, "X4": 0.33117, "Y4": 0.9048, "page": 0, "Index": 572}, {"Word": "you", "Confidence": 0.998, "X1": 0.37143, "Y1": 0.8912, "X2": 0.40649, "Y2": 0.891, "X3": 0.40519, "Y3": 0.9048, "X4": 0.37143, "Y4": 0.9048, "page": 0, "Index": 573}, {"Word": "continue", "Confidence": 0.991, "X1": 0.42857, "Y1": 0.8902, "X2": 0.51299, "Y2": 0.89, "X3": 0.51299, "Y3": 0.9038, "X4": 0.42857, "Y4": 0.9048, "page": 0, "Index": 574}, {"Word": "to", "Confidence": 0.998, "X1": 0.53506, "Y1": 0.8902, "X2": 0.55325, "Y2": 0.89, "X3": 0.55195, "Y3": 0.9038, "X4": 0.53377, "Y4": 0.9038, "page": 0, "Index": 575}, {"Word": "violate", "Confidence": 0.995, "X1": 0.57532, "Y1": 0.8902, "X2": 0.64416, "Y2": 0.89, "X3": 0.64286, "Y3": 0.9038, "X4": 0.57532, "Y4": 0.9038, "page": 0, "Index": 576}, {"Word": "the", "Confidence": 0.998, "X1": 0.66494, "Y1": 0.8902, "X2": 0.6961, "Y2": 0.89, "X3": 0.69481, "Y3": 0.9038, "X4": 0.66494, "Y4": 0.9038, "page": 0, "Index": 577}, {"Word": "law,", "Confidence": 0.962, "X1": 0.71688, "Y1": 0.8902, "X2": 0.76234, "Y2": 0.89, "X3": 0.76234, "Y3": 0.9028, "X4": 0.71688, "Y4": 0.9038, "page": 0, "Index": 578}, {"Word": "then", "Confidence": 0.988, "X1": 0.78052, "Y1": 0.8902, "X2": 0.82208, "Y2": 0.89, "X3": 0.82078, "Y3": 0.9028, "X4": 0.78052, "Y4": 0.9028, "page": 0, "Index": 579}, {"Word": "you'll", "Confidence": 0.995, "X1": 0.84675, "Y1": 0.8892, "X2": 0.90519, "Y2": 0.889, "X3": 0.9039, "Y3": 0.9028, "X4": 0.84545, "Y4": 0.9028, "page": 0, "Index": 580}, {"Word": "be", "Confidence": 0.998, "X1": 0.92338, "Y1": 0.8892, "X2": 0.94545, "Y2": 0.889, "X3": 0.94416, "Y3": 0.9028, "X4": 0.92208, "Y4": 0.9028, "page": 0, "Index": 581}, {"Word": "a", "Confidence": 0.996, "X1": 0.31818, "Y1": 0.9042, "X2": 0.32727, "Y2": 0.904, "X3": 0.32727, "Y3": 0.9178, "X4": 0.31818, "Y4": 0.9188, "page": 0, "Index": 582}, {"Word": "cell", "Confidence": 0.991, "X1": 0.34026, "Y1": 0.9042, "X2": 0.37532, "Y2": 0.904, "X3": 0.37532, "Y3": 0.9178, "X4": 0.34026, "Y4": 0.9178, "page": 0, "Index": 583}, {"Word": "overnight.\"", "Confidence": 0.96, "X1": 0.38571, "Y1": 0.9042, "X2": 0.48442, "Y2": 0.904, "X3": 0.48442, "Y3": 0.9168, "X4": 0.38571, "Y4": 0.9178, "page": 0, "Index": 584}, {"Word": "A", "Confidence": 0.995, "X1": 0.52338, "Y1": 0.9042, "X2": 0.53377, "Y2": 0.904, "X3": 0.53506, "Y3": 0.9168, "X4": 0.52468, "Y4": 0.9168, "page": 0, "Index": 585}, {"Word": "spokeswoman", "Confidence": 0.992, "X1": 0.55065, "Y1": 0.9032, "X2": 0.66883, "Y2": 0.903, "X3": 0.66883, "Y3": 0.9168, "X4": 0.55065, "Y4": 0.9168, "page": 0, "Index": 586}, {"Word": "for", "Confidence": 0.998, "X1": 0.68442, "Y1": 0.9032, "X2": 0.71429, "Y2": 0.903, "X3": 0.71429, "Y3": 0.9168, "X4": 0.68442, "Y4": 0.9168, "page": 0, "Index": 587}, {"Word": "Human", "Confidence": 0.998, "X1": 0.72727, "Y1": 0.9032, "X2": 0.79091, "Y2": 0.903, "X3": 0.79091, "Y3": 0.9168, "X4": 0.72727, "Y4": 0.9168, "page": 0, "Index": 588}, {"Word": "Resources", "Confidence": 0.991, "X1": 0.80649, "Y1": 0.9042, "X2": 0.8961, "Y2": 0.904, "X3": 0.8961, "Y3": 0.9168, "X4": 0.80649, "Y4": 0.9168, "page": 0, "Index": 589}, {"Word": "said", "Confidence": 0.989, "X1": 0.90779, "Y1": 0.9042, "X2": 0.94286, "Y2": 0.904, "X3": 0.94286, "Y3": 0.9168, "X4": 0.90779, "Y4": 0.9168, "page": 0, "Index": 590}, {"Word": "accomodated", "Confidence": 0.991, "X1": 0.16104, "Y1": 0.9052, "X2": 0.27273, "Y2": 0.905, "X3": 0.27273, "Y3": 0.9188, "X4": 0.16104, "Y4": 0.9178, "page": 0, "Index": 591}, {"Word": "in", "Confidence": 0.998, "X1": 0.28571, "Y1": 0.9042, "X2": 0.3039, "Y2": 0.904, "X3": 0.3039, "Y3": 0.9188, "X4": 0.28571, "Y4": 0.9188, "page": 0, "Index": 592}, {"Word": "no", "Confidence": 0.994, "X1": 0.16234, "Y1": 0.9192, "X2": 0.18312, "Y2": 0.919, "X3": 0.18312, "Y3": 0.9328, "X4": 0.16364, "Y4": 0.9328, "page": 0, "Index": 593}, {"Word": "law", "Confidence": 0.97, "X1": 0.18701, "Y1": 0.9192, "X2": 0.21558, "Y2": 0.919, "X3": 0.21688, "Y3": 0.9328, "X4": 0.18701, "Y4": 0.9328, "page": 0, "Index": 594}, {"Word": "exists", "Confidence": 0.993, "X1": 0.22468, "Y1": 0.9192, "X2": 0.27792, "Y2": 0.919, "X3": 0.27922, "Y3": 0.9328, "X4": 0.22597, "Y4": 0.9328, "page": 0, "Index": 595}, {"Word": "\"against", "Confidence": 0.943, "X1": 0.28182, "Y1": 0.9182, "X2": 0.35325, "Y2": 0.918, "X3": 0.35455, "Y3": 0.9328, "X4": 0.28182, "Y4": 0.9328, "page": 0, "Index": 596}, {"Word": "sleeping", "Confidence": 0.991, "X1": 0.35714, "Y1": 0.9182, "X2": 0.42987, "Y2": 0.918, "X3": 0.43117, "Y3": 0.9328, "X4": 0.35844, "Y4": 0.9328, "page": 0, "Index": 597}, {"Word": "on", "Confidence": 0.998, "X1": 0.43636, "Y1": 0.9182, "X2": 0.45714, "Y2": 0.918, "X3": 0.45714, "Y3": 0.9328, "X4": 0.43636, "Y4": 0.9328, "page": 0, "Index": 598}, {"Word": "the", "Confidence": 0.998, "X1": 0.46364, "Y1": 0.9182, "X2": 0.49351, "Y2": 0.918, "X3": 0.49351, "Y3": 0.9328, "X4": 0.46494, "Y4": 0.9328, "page": 0, "Index": 599}, {"Word": "street\"", "Confidence": 0.947, "X1": 0.4974, "Y1": 0.9172, "X2": 0.55714, "Y2": 0.917, "X3": 0.55714, "Y3": 0.9328, "X4": 0.4974, "Y4": 0.9328, "page": 0, "Index": 600}, {"Word": "(NYT", "Confidence": 0.991, "X1": 0.56104, "Y1": 0.9172, "X2": 0.61169, "Y2": 0.917, "X3": 0.61169, "Y3": 0.9328, "X4": 0.56104, "Y4": 0.9328, "page": 0, "Index": 601}, {"Word": "11/9/87).", "Confidence": 0.993, "X1": 0.62078, "Y1": 0.9172, "X2": 0.70649, "Y2": 0.917, "X3": 0.70519, "Y3": 0.9328, "X4": 0.62078, "Y4": 0.9328, "page": 0, "Index": 602}, {"Word": "OREGON:", "Confidence": 0.996, "X1": 0.06753, "Y1": 0.9452, "X2": 0.16104, "Y2": 0.945, "X3": 0.15974, "Y3": 0.9618, "X4": 0.06623, "Y4": 0.9618, "page": 0, "Index": 603}, {"Word": "CIGARETTE", "Confidence": 0.994, "X1": 0.16494, "Y1": 0.9442, "X2": 0.28182, "Y2": 0.944, "X3": 0.28052, "Y3": 0.9608, "X4": 0.16364, "Y4": 0.9618, "page": 0, "Index": 604}, {"Word": "TAXES", "Confidence": 0.997, "X1": 0.29091, "Y1": 0.9442, "X2": 0.35714, "Y2": 0.944, "X3": 0.35584, "Y3": 0.9608, "X4": 0.28961, "Y4": 0.9608, "page": 0, "Index": 605}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.36364, "Y1": 0.9442, "X2": 0.4026, "Y2": 0.944, "X3": 0.4013, "Y3": 0.9608, "X4": 0.36234, "Y4": 0.9608, "page": 0, "Index": 606}, {"Word": "SPORTS?", "Confidence": 0.997, "X1": 0.41169, "Y1": 0.9452, "X2": 0.5026, "Y2": 0.945, "X3": 0.5013, "Y3": 0.9598, "X4": 0.41039, "Y4": 0.9598, "page": 0, "Index": 607}, {"Word": "An", "Confidence": 0.997, "X1": 0.16104, "Y1": 0.9612, "X2": 0.18701, "Y2": 0.961, "X3": 0.18571, "Y3": 0.9748, "X4": 0.15974, "Y4": 0.9748, "page": 0, "Index": 608}, {"Word": "11/88", "Confidence": 0.992, "X1": 0.20519, "Y1": 0.9612, "X2": 0.25844, "Y2": 0.961, "X3": 0.25714, "Y3": 0.9748, "X4": 0.2039, "Y4": 0.9748, "page": 0, "Index": 609}, {"Word": "voter", "Confidence": 0.996, "X1": 0.27403, "Y1": 0.9602, "X2": 0.32597, "Y2": 0.96, "X3": 0.32468, "Y3": 0.9748, "X4": 0.27273, "Y4": 0.9748, "page": 0, "Index": 610}, {"Word": "initiative", "Confidence": 0.991, "X1": 0.33896, "Y1": 0.9602, "X2": 0.43247, "Y2": 0.96, "X3": 0.43247, "Y3": 0.9738, "X4": 0.33766, "Y4": 0.9748, "page": 0, "Index": 611}, {"Word": "to", "Confidence": 0.998, "X1": 0.44805, "Y1": 0.9602, "X2": 0.46753, "Y2": 0.96, "X3": 0.46753, "Y3": 0.9738, "X4": 0.44675, "Y4": 0.9738, "page": 0, "Index": 612}, {"Word": "fund", "Confidence": 0.987, "X1": 0.48312, "Y1": 0.9602, "X2": 0.52987, "Y2": 0.96, "X3": 0.52987, "Y3": 0.9738, "X4": 0.48182, "Y4": 0.9738, "page": 0, "Index": 613}, {"Word": "athletic", "Confidence": 0.976, "X1": 0.54805, "Y1": 0.9592, "X2": 0.62468, "Y2": 0.959, "X3": 0.62338, "Y3": 0.9738, "X4": 0.54805, "Y4": 0.9738, "page": 0, "Index": 614}, {"Word": "programs", "Confidence": 0.995, "X1": 0.64026, "Y1": 0.9592, "X2": 0.73247, "Y2": 0.959, "X3": 0.73117, "Y3": 0.9738, "X4": 0.63896, "Y4": 0.9738, "page": 0, "Index": 615}, {"Word": "at", "Confidence": 0.998, "X1": 0.74675, "Y1": 0.9592, "X2": 0.76883, "Y2": 0.959, "X3": 0.76753, "Y3": 0.9738, "X4": 0.74545, "Y4": 0.9738, "page": 0, "Index": 616}, {"Word": "Oregon", "Confidence": 0.997, "X1": 0.78182, "Y1": 0.9592, "X2": 0.85195, "Y2": 0.959, "X3": 0.85065, "Y3": 0.9738, "X4": 0.78052, "Y4": 0.9738, "page": 0, "Index": 617}, {"Word": "colleges", "Confidence": 0.995, "X1": 0.86883, "Y1": 0.9592, "X2": 0.94675, "Y2": 0.959, "X3": 0.94545, "Y3": 0.9748, "X4": 0.86883, "Y4": 0.9738, "page": 0, "Index": 618}, {"Word": "raise", "Confidence": 0.941, "X1": 0.22727, "Y1": 0.9742, "X2": 0.27273, "Y2": 0.974, "X3": 0.27143, "Y3": 0.9878, "X4": 0.22727, "Y4": 0.9888, "page": 0, "Index": 619}, {"Word": "$9-10mn", "Confidence": 0.992, "X1": 0.28442, "Y1": 0.9742, "X2": 0.36104, "Y2": 0.974, "X3": 0.35974, "Y3": 0.9878, "X4": 0.28442, "Y4": 0.9878, "page": 0, "Index": 620}, {"Word": "by", "Confidence": 0.998, "X1": 0.37662, "Y1": 0.9742, "X2": 0.4, "Y2": 0.974, "X3": 0.3987, "Y3": 0.9878, "X4": 0.37532, "Y4": 0.9878, "page": 0, "Index": 621}, {"Word": "hiking", "Confidence": 0.997, "X1": 0.41429, "Y1": 0.9742, "X2": 0.47273, "Y2": 0.974, "X3": 0.47273, "Y3": 0.9878, "X4": 0.41429, "Y4": 0.9878, "page": 0, "Index": 622}, {"Word": "the", "Confidence": 0.998, "X1": 0.48831, "Y1": 0.9742, "X2": 0.51818, "Y2": 0.974, "X3": 0.51688, "Y3": 0.9878, "X4": 0.48701, "Y4": 0.9878, "page": 0, "Index": 623}, {"Word": "cigarette", "Confidence": 0.994, "X1": 0.53247, "Y1": 0.9732, "X2": 0.61169, "Y2": 0.973, "X3": 0.61039, "Y3": 0.9878, "X4": 0.53117, "Y4": 0.9878, "page": 0, "Index": 624}, {"Word": "and", "Confidence": 0.998, "X1": 0.62597, "Y1": 0.9732, "X2": 0.65844, "Y2": 0.973, "X3": 0.65714, "Y3": 0.9878, "X4": 0.62597, "Y4": 0.9878, "page": 0, "Index": 625}, {"Word": "beer", "Confidence": 0.958, "X1": 0.67532, "Y1": 0.9732, "X2": 0.71558, "Y2": 0.973, "X3": 0.71558, "Y3": 0.9878, "X4": 0.67403, "Y4": 0.9878, "page": 0, "Index": 626}, {"Word": "excise", "Confidence": 0.662, "X1": 0.72987, "Y1": 0.9732, "X2": 0.78571, "Y2": 0.973, "X3": 0.78442, "Y3": 0.9878, "X4": 0.72857, "Y4": 0.9878, "page": 0, "Index": 627}, {"Word": "taxes", "Confidence": 0.994, "X1": 0.8, "Y1": 0.9732, "X2": 0.84805, "Y2": 0.973, "X3": 0.84675, "Y3": 0.9878, "X4": 0.7987, "Y4": 0.9878, "page": 0, "Index": 628}, {"Word": "by", "Confidence": 0.995, "X1": 0.86104, "Y1": 0.9732, "X2": 0.88442, "Y2": 0.973, "X3": 0.88312, "Y3": 0.9878, "X4": 0.85974, "Y4": 0.9878, "page": 0, "Index": 629}, {"Word": "lg", "Confidence": 0.15, "X1": 0.9013, "Y1": 0.9732, "X2": 0.92078, "Y2": 0.973, "X3": 0.91948, "Y3": 0.9878, "X4": 0.9, "Y4": 0.9878, "page": 0, "Index": 630}, {"Word": "--", "Confidence": 0.734, "X1": 0.93636, "Y1": 0.9732, "X2": 0.95195, "Y2": 0.973, "X3": 0.95065, "Y3": 0.9878, "X4": 0.93506, "Y4": 0.9878, "page": 0, "Index": 631}, {"Word": "64", "Confidence": 0.634, "X1": 0.16104, "Y1": 0.9872, "X2": 0.17922, "Y2": 0.987, "X3": 0.17922, "Y3": 0.9968, "X4": 0.16234, "Y4": 0.9968, "page": 0, "Index": 632}, {"Word": "would", "Confidence": 0.994, "X1": 0.16364, "Y1": 0.9742, "X2": 0.21299, "Y2": 0.974, "X3": 0.21299, "Y3": 0.9888, "X4": 0.16234, "Y4": 0.9888, "page": 0, "Index": 633}, {"Word": "000", "Confidence": 0.85, "X1": 0.18442, "Y1": 0.9872, "X2": 0.21299, "Y2": 0.987, "X3": 0.21429, "Y3": 0.9968, "X4": 0.18571, "Y4": 0.9968, "page": 0, "Index": 634}, {"Word": "d", "Confidence": 0.995, "X1": 0.42078, "Y1": 0.9862, "X2": 0.42857, "Y2": 0.986, "X3": 0.42987, "Y3": 0.9978, "X4": 0.42078, "Y4": 0.9978, "page": 0, "Index": 635}, {"Word": "by", "Confidence": 0.768, "X1": 0.43506, "Y1": 0.9862, "X2": 0.45584, "Y2": 0.986, "X3": 0.45584, "Y3": 0.9978, "X4": 0.43506, "Y4": 0.9978, "page": 0, "Index": 636}, {"Word": "7/88", "Confidence": 0.986, "X1": 0.46494, "Y1": 0.9852, "X2": 0.5026, "Y2": 0.985, "X3": 0.5026, "Y3": 0.9978, "X4": 0.46494, "Y4": 0.9978, "page": 0, "Index": 637}, {"Word": "(UPI", "Confidence": 0.775, "X1": 0.50909, "Y1": 0.9862, "X2": 0.55455, "Y2": 0.986, "X3": 0.55455, "Y3": 0.9978, "X4": 0.50909, "Y4": 0.9978, "page": 0, "Index": 638}, {"Word": "11/18).", "Confidence": 0.614, "X1": 0.56104, "Y1": 0.9862, "X2": 0.61818, "Y2": 0.986, "X3": 0.61818, "Y3": 0.9978, "X4": 0.56104, "Y4": 0.9978, "page": 0, "Index": 639}]}	"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"
ffmj0084	0	{"lines_data": [{"Word": "EXECUTIVE SUMMARY", "Confidence": 0.993, "X1": 0.30729, "Y1": 0.0652, "X2": 0.9375, "Y2": 0.065, "X3": 0.9375, "Y3": 0.0998, "X4": 0.30729, "Y4": 0.1028, "page": 0}, {"Word": "TMA", "Confidence": 0.998, "X1": 0.12109, "Y1": 0.0592, "X2": 0.24609, "Y2": 0.059, "X3": 0.24609, "Y3": 0.1098, "X4": 0.11849, "Y4": 0.1098, "page": 0}, {"Word": "ES 87-47", "Confidence": 0.995, "X1": 0.72266, "Y1": 0.1102, "X2": 0.79818, "Y2": 0.11, "X3": 0.79818, "Y3": 0.1238, "X4": 0.72266, "Y4": 0.1238, "page": 0}, {"Word": "November 20, 1987", "Confidence": 0.99433, "X1": 0.72135, "Y1": 0.1252, "X2": 0.89453, "Y2": 0.125, "X3": 0.89453, "Y3": 0.1408, "X4": 0.72135, "Y4": 0.1408, "page": 0}, {"Word": "FARRELL DELMAN", "Confidence": 0.994, "X1": 0.0625, "Y1": 0.1722, "X2": 0.1875, "Y2": 0.172, "X3": 0.1875, "Y3": 0.1858, "X4": 0.0625, "Y4": 0.1858, "page": 0}, {"Word": "Tel: (609) 275-4900", "Confidence": 0.99033, "X1": 0.8138, "Y1": 0.1712, "X2": 0.9401, "Y2": 0.171, "X3": 0.9401, "Y3": 0.1828, "X4": 0.8138, "Y4": 0.1838, "page": 0}, {"Word": "Fax: (609) 275-8379", "Confidence": 0.99333, "X1": 0.8112, "Y1": 0.1842, "X2": 0.9401, "Y2": 0.184, "X3": 0.9401, "Y3": 0.1978, "X4": 0.8112, "Y4": 0.1978, "page": 0}, {"Word": "PRESIDENT", "Confidence": 0.991, "X1": 0.0638, "Y1": 0.1862, "X2": 0.14193, "Y2": 0.186, "X3": 0.14193, "Y3": 0.1998, "X4": 0.0638, "Y4": 0.1988, "page": 0}, {"Word": "EEC: PHILIP MORRIS WINS; CIGAR TARIFFS LOWERED FOR LDC EXPORTS", "Confidence": 0.9936, "X1": 0.13021, "Y1": 0.2052, "X2": 0.87891, "Y2": 0.205, "X3": 0.87891, "Y3": 0.2198, "X4": 0.13021, "Y4": 0.2208, "page": 0}, {"Word": "On 11/17 the European Court of Justice upheld Philip Morris Cos.'s 1984 acquisition", "Confidence": 0.97762, "X1": 0.0638, "Y1": 0.2222, "X2": 0.94531, "Y2": 0.222, "X3": 0.94531, "Y3": 0.2368, "X4": 0.0638, "Y4": 0.2378, "page": 0}, {"Word": "of a stake in Rothmans.", "Confidence": 0.9912, "X1": 0.06641, "Y1": 0.2392, "X2": 0.32161, "Y2": 0.239, "X3": 0.32161, "Y3": 0.2538, "X4": 0.06641, "Y4": 0.2538, "page": 0}, {"Word": "The decision gave impetus to merger guidelines endorsed by", "Confidence": 0.99533, "X1": 0.32292, "Y1": 0.2382, "X2": 0.94401, "Y2": 0.238, "X3": 0.94401, "Y3": 0.2528, "X4": 0.32292, "Y4": 0.2538, "page": 0}, {"Word": "the European Community Commission, but rejected by a number of member states and", "Confidence": 0.99308, "X1": 0.06641, "Y1": 0.2532, "X2": 0.94401, "Y2": 0.253, "X3": 0.94401, "Y3": 0.2688, "X4": 0.06641, "Y4": 0.2698, "page": 0}, {"Word": "delayed by the EC Council of Ministers (AP 11/17, WSJ 11/18). Though the EEC,", "Confidence": 0.99279, "X1": 0.06641, "Y1": 0.2682, "X2": 0.94271, "Y2": 0.268, "X3": 0.94271, "Y3": 0.2848, "X4": 0.06641, "Y4": 0.2858, "page": 0}, {"Word": "following a 1985 US act, redefined beneficiaries under its Generalized System of", "Confidence": 0.98592, "X1": 0.06641, "Y1": 0.2852, "X2": 0.94531, "Y2": 0.285, "X3": 0.94531, "Y3": 0.2998, "X4": 0.06641, "Y4": 0.3018, "page": 0}, {"Word": "Preferences to exclude certain Advanced Developing Nations, it announced $It- in", "Confidence": 0.90973, "X1": 0.0651, "Y1": 0.3012, "X2": 0.94531, "Y2": 0.301, "X3": 0.94531, "Y3": 0.3158, "X4": 0.0651, "Y4": 0.3178, "page": 0}, {"Word": "tariff cuts for 1988 on GSP country exports -- cigars are included (AP 11/17).", "Confidence": 0.9905, "X1": 0.06641, "Y1": 0.3162, "X2": 0.76302, "Y2": 0.316, "X3": 0.76302, "Y3": 0.3328, "X4": 0.06641, "Y4": 0.3338, "page": 0}, {"Word": "GREAT AMERICAN SMOKEOUT FACES GREAT AMERICAN CHALLENGE", "Confidence": 0.99557, "X1": 0.15234, "Y1": 0.3472, "X2": 0.86328, "Y2": 0.347, "X3": 0.86328, "Y3": 0.3628, "X4": 0.15234, "Y4": 0.3638, "page": 0}, {"Word": "\"Even though your offices may be 'smoke free', you probably have not begun to deal", "Confidence": 0.98187, "X1": 0.06641, "Y1": 0.3642, "X2": 0.94661, "Y2": 0.364, "X3": 0.94661, "Y3": 0.3798, "X4": 0.06641, "Y4": 0.3818, "page": 0}, {"Word": "with the real causes of poor indoor air quality\" reads the Challenge.", "Confidence": 0.98667, "X1": 0.06641, "Y1": 0.3802, "X2": 0.84505, "Y2": 0.38, "X3": 0.84505, "Y3": 0.3958, "X4": 0.06641, "Y4": 0.3978, "page": 0}, {"Word": "But, in", "Confidence": 0.991, "X1": 0.86328, "Y1": 0.3792, "X2": 0.94531, "Y2": 0.379, "X3": 0.94531, "Y3": 0.3948, "X4": 0.86328, "Y4": 0.3958, "page": 0}, {"Word": "response to the Tobacco Institute's offer to test at its expense, the air quality in", "Confidence": 0.99113, "X1": 0.0651, "Y1": 0.3972, "X2": 0.94661, "Y2": 0.397, "X3": 0.94661, "Y3": 0.4118, "X4": 0.0651, "Y4": 0.4128, "page": 0}, {"Word": "the offices of the American Cancer Society -- provided that the results would be", "Confidence": 0.959, "X1": 0.0651, "Y1": 0.4122, "X2": 0.94531, "Y2": 0.412, "X3": 0.94531, "Y3": 0.4268, "X4": 0.0651, "Y4": 0.4278, "page": 0}, {"Word": "published and the recommendations followed -", "Confidence": 0.96567, "X1": 0.0638, "Y1": 0.4282, "X2": 0.53516, "Y2": 0.428, "X3": 0.53516, "Y3": 0.4428, "X4": 0.0638, "Y4": 0.4438, "page": 0}, {"Word": "as announced in full-page ads run on", "Confidence": 0.99443, "X1": 0.55078, "Y1": 0.4272, "X2": 0.94401, "Y2": 0.427, "X3": 0.94401, "Y3": 0.4418, "X4": 0.55078, "Y4": 0.4438, "page": 0}, {"Word": "11/17 in 7 newspapers (Chicago Tribune, Los Angeles Times, NYT, Pittsburgh Press,", "Confidence": 0.98833, "X1": 0.06641, "Y1": 0.4442, "X2": 0.94401, "Y2": 0.444, "X3": 0.94401, "Y3": 0.4588, "X4": 0.06641, "Y4": 0.4598, "page": 0}, {"Word": "San Francisco Examiner, USA Today, & The Washington Post), ACS refused saying the", "Confidence": 0.99485, "X1": 0.0638, "Y1": 0.4602, "X2": 0.94401, "Y2": 0.46, "X3": 0.94401, "Y3": 0.4748, "X4": 0.0638, "Y4": 0.4758, "page": 0}, {"Word": "Great American Challenge was \"a ploy ... to divert public attention from the medical", "Confidence": 0.99229, "X1": 0.0651, "Y1": 0.4752, "X2": 0.94401, "Y2": 0.475, "X3": 0.94401, "Y3": 0.4908, "X4": 0.0651, "Y4": 0.4918, "page": 0}, {"Word": "and social realities of cigarette smoking.\" Though Smokeout events were concentrated", "Confidence": 0.964, "X1": 0.06771, "Y1": 0.4922, "X2": 0.94401, "Y2": 0.492, "X3": 0.94401, "Y3": 0.5058, "X4": 0.06771, "Y4": 0.5068, "page": 0}, {"Word": "around the ACS's Philadelphia office, including neighboring hospitals, the following", "Confidence": 0.9888, "X1": 0.06641, "Y1": 0.5072, "X2": 0.94401, "Y2": 0.507, "X3": 0.94401, "Y3": 0.5218, "X4": 0.06641, "Y4": 0.5238, "page": 0}, {"Word": "companies announced special \"quit\" programs to mark the day: General Electric", "Confidence": 0.96318, "X1": 0.06641, "Y1": 0.5242, "X2": 0.94531, "Y2": 0.524, "X3": 0.94531, "Y3": 0.5378, "X4": 0.06641, "Y4": 0.5408, "page": 0}, {"Word": "(Valley Forge), Laventhol & Horwath, McNeil Pharmaceuticals, Penn Mutual, Mellon", "Confidence": 0.9208, "X1": 0.06641, "Y1": 0.5402, "X2": 0.94531, "Y2": 0.54, "X3": 0.94531, "Y3": 0.5548, "X4": 0.06641, "Y4": 0.5568, "page": 0}, {"Word": "Bank, & Richardson Vicks. Expressing a \"lighter\" theme, the 11th Great American", "Confidence": 0.95592, "X1": 0.06641, "Y1": 0.5552, "X2": 0.94271, "Y2": 0.555, "X3": 0.94271, "Y3": 0.5698, "X4": 0.06641, "Y4": 0.5718, "page": 0}, {"Word": "Smokeout included free \"I'm a Born Nonsmoker\" T-shirts given to newborns in", "Confidence": 0.98158, "X1": 0.06641, "Y1": 0.5712, "X2": 0.94531, "Y2": 0.571, "X3": 0.94531, "Y3": 0.5848, "X4": 0.06641, "Y4": 0.5878, "page": 0}, {"Word": "hospitals, Mr. Potato Head -- the official GAS \"spokespud\" -- giving his pipe to", "Confidence": 0.98129, "X1": 0.06641, "Y1": 0.5872, "X2": 0.94401, "Y2": 0.587, "X3": 0.94401, "Y3": 0.6018, "X4": 0.06641, "Y4": 0.6038, "page": 0}, {"Word": "former pipe-smoker Surgeon General Koop & separately to Providence, RI Mayor", "Confidence": 0.99209, "X1": 0.06641, "Y1": 0.6032, "X2": 0.94401, "Y2": 0.603, "X3": 0.94401, "Y3": 0.6178, "X4": 0.06641, "Y4": 0.6198, "page": 0}, {"Word": "Paolino, and Santa Claus joining a kickoff in Atlanta. US Healthcare announced a", "Confidence": 0.96154, "X1": 0.0651, "Y1": 0.6202, "X2": 0.94401, "Y2": 0.62, "X3": 0.94401, "Y3": 0.6348, "X4": 0.0651, "Y4": 0.6368, "page": 0}, {"Word": "\"SWAP\" program .- apples for cigarettes.", "Confidence": 0.78667, "X1": 0.06901, "Y1": 0.6362, "X2": 0.49349, "Y2": 0.636, "X3": 0.49349, "Y3": 0.6518, "X4": 0.06901, "Y4": 0.6518, "page": 0}, {"Word": "Last year about 44% of smokers (about", "Confidence": 0.94371, "X1": 0.51953, "Y1": 0.6352, "X2": 0.94401, "Y2": 0.635, "X3": 0.94401, "Y3": 0.6498, "X4": 0.51953, "Y4": 0.6508, "page": 0}, {"Word": "24mn) participated according to the ACS.", "Confidence": 0.99, "X1": 0.06641, "Y1": 0.6512, "X2": 0.5, "Y2": 0.651, "X3": 0.5, "Y3": 0.6668, "X4": 0.06641, "Y4": 0.6668, "page": 0}, {"Word": "Speaking on 11/18 in Cincinnati at the", "Confidence": 0.99614, "X1": 0.51953, "Y1": 0.6512, "X2": 0.94271, "Y2": 0.651, "X3": 0.94271, "Y3": 0.6658, "X4": 0.51953, "Y4": 0.6668, "page": 0}, {"Word": "White House. Conference on Drug Abuse, HHS Sec. Bowen said \"I think if you can keep", "Confidence": 0.94244, "X1": 0.06641, "Y1": 0.6672, "X2": 0.94401, "Y2": 0.667, "X3": 0.94401, "Y3": 0.6818, "X4": 0.06641, "Y4": 0.6838, "page": 0}, {"Word": "young people from starting on cigarettes, a lower percentage of them would go on to", "Confidence": 0.98453, "X1": 0.06641, "Y1": 0.6832, "X2": 0.94661, "Y2": 0.683, "X3": 0.94661, "Y3": 0.6988, "X4": 0.06641, "Y4": 0.7008, "page": 0}, {"Word": "use drugs\" (AP 11/18, PRN 11/17 & 18, UPI 11'/17 & 18).", "Confidence": 0.93267, "X1": 0.06771, "Y1": 0.6992, "X2": 0.57812, "Y2": 0.699, "X3": 0.57812, "Y3": 0.7148, "X4": 0.06771, "Y4": 0.7178, "page": 0}, {"Word": "SMOKE-FREE PLACES: HOTELS, USG STATUS, BETH-ISRAEL, NIH, A $1,350 COURSE", "Confidence": 0.9931, "X1": 0.06641, "Y1": 0.7292, "X2": 0.89323, "Y2": 0.729, "X3": 0.89323, "Y3": 0.7458, "X4": 0.06641, "Y4": 0.7468, "page": 0}, {"Word": "There are an estimated 50,000-60,000 non-smoking hotel rooms available in", "Confidence": 0.9912, "X1": 0.16146, "Y1": 0.7472, "X2": 0.94401, "Y2": 0.747, "X3": 0.94531, "Y3": 0.7618, "X4": 0.16146, "Y4": 0.7648, "page": 0}, {"Word": "the US, according to Holiday Inns (PRN 11/18). US Gypsum, which announced", "Confidence": 0.96833, "X1": 0.15885, "Y1": 0.7632, "X2": 0.94792, "Y2": 0.763, "X3": 0.94792, "Y3": 0.7788, "X4": 0.15885, "Y4": 0.7798, "page": 0}, {"Word": "1/87 a non-smoking policy for its fibers division employees at work AND at", "Confidence": 0.99146, "X1": 0.16016, "Y1": 0.7792, "X2": 0.94792, "Y2": 0.779, "X3": 0.94792, "Y3": 0.7948, "X4": 0.16016, "Y4": 0.7958, "page": 0}, {"Word": "home, eff. 9/1/87, said there were no employee dismissals; one worker said", "Confidence": 0.9805, "X1": 0.15885, "Y1": 0.7952, "X2": 0.95182, "Y2": 0.795, "X3": 0.95182, "Y3": 0.8098, "X4": 0.15885, "Y4": 0.8118, "page": 0}, {"Word": "\"\"I'd bet that 95% of the guys that smoked still do,' away from the plant\"\"", "Confidence": 0.941, "X1": 0.15885, "Y1": 0.8082, "X2": 0.95573, "Y2": 0.808, "X3": 0.95703, "Y3": 0.8248, "X4": 0.15885, "Y4": 0.8268, "page": 0}, {"Word": "(AP 11/18).", "Confidence": 0.98, "X1": 0.15885, "Y1": 0.8272, "X2": 0.29036, "Y2": 0.827, "X3": 0.29036, "Y3": 0.8428, "X4": 0.15885, "Y4": 0.8438, "page": 0}, {"Word": "The no-smoking policy, eff. 5/7/87, at NY's Beth Israel", "Confidence": 0.991, "X1": 0.30208, "Y1": 0.8262, "X2": 0.95052, "Y2": 0.826, "X3": 0.95052, "Y3": 0.8408, "X4": 0.30208, "Y4": 0.8428, "page": 0}, {"Word": "Medical Center has resulted in 100 employees quitting -- the hospital has", "Confidence": 0.97442, "X1": 0.16016, "Y1": 0.8422, "X2": 0.95312, "Y2": 0.842, "X3": 0.95312, "Y3": 0.8568, "X4": 0.16016, "Y4": 0.8588, "page": 0}, {"Word": "become a national model (UPI 11/16). Eff. 11/12 The National Institutes of", "Confidence": 0.99075, "X1": 0.16016, "Y1": 0.8572, "X2": 0.95312, "Y2": 0.857, "X3": 0.95312, "Y3": 0.8728, "X4": 0.16016, "Y4": 0.8758, "page": 0}, {"Word": "Health formally banned all smoking \"in any building\" on its \"enclave\"", "Confidence": 0.96082, "X1": 0.15885, "Y1": 0.8732, "X2": 0.95573, "Y2": 0.873, "X3": 0.95573, "Y3": 0.8888, "X4": 0.15885, "Y4": 0.8918, "page": 0}, {"Word": "50762 6550", "Confidence": 0.993, "X1": 0.98958, "Y1": 0.8932, "X2": 0.99089, "Y2": 0.893, "X3": 0.97005, "Y3": 0.8928, "X4": 0.97005, "Y4": 0.7928, "page": 0}, {"Word": "except for medical research purposes (FR 11/12).", "Confidence": 0.96114, "X1": 0.15885, "Y1": 0.8912, "X2": 0.65495, "Y2": 0.891, "X3": 0.65495, "Y3": 0.9058, "X4": 0.15885, "Y4": 0.9078, "page": 0}, {"Word": "The Helena Health Center", "Confidence": 0.94275, "X1": 0.67708, "Y1": 0.8902, "X2": 0.94922, "Y2": 0.89, "X3": 0.94922, "Y3": 0.9048, "X4": 0.67708, "Y4": 0.9048, "page": 0}, {"Word": "in Deer Park, CA charges $1,350 for its 5-day smoking cessation program --", "Confidence": 0.948, "X1": 0.16016, "Y1": 0.9062, "X2": 0.94661, "Y2": 0.906, "X3": 0.94661, "Y3": 0.9218, "X4": 0.16016, "Y4": 0.9228, "page": 0}, {"Word": "they claim doctors, clergy, lawyers, and executives \"are more hard-core", "Confidence": 0.9451, "X1": 0.15885, "Y1": 0.9222, "X2": 0.94792, "Y2": 0.922, "X3": 0.94792, "Y3": 0.9378, "X4": 0.15885, "Y4": 0.9408, "page": 0}, {"Word": "., smokers\" (PRN 11/17).", "Confidence": 0.8675, "X1": 0.14062, "Y1": 0.9392, "X2": 0.36198, "Y2": 0.939, "X3": 0.36198, "Y3": 0.9558, "X4": 0.14062, "Y4": 0.9578, "page": 0}, {"Word": "TOBACCO MERCHANTS", "Confidence": 0.994, "X1": 0.08464, "Y1": 0.9592, "X2": 0.24479, "Y2": 0.959, "X3": 0.24479, "Y3": 0.9728, "X4": 0.08464, "Y4": 0.9738, "page": 0}, {"Word": "P.O. BOX 8019", "Confidence": 0.992, "X1": 0.76953, "Y1": 0.9582, "X2": 0.86458, "Y2": 0.958, "X3": 0.86458, "Y3": 0.9708, "X4": 0.76953, "Y4": 0.9708, "page": 0}, {"Word": "ASSOCIATION OF THE U.S ., INC.", "Confidence": 0.921, "X1": 0.05599, "Y1": 0.9732, "X2": 0.26953, "Y2": 0.973, "X3": 0.26953, "Y3": 0.9878, "X4": 0.05599, "Y4": 0.9888, "page": 0}, {"Word": "PRINCETON. N.J. 08543-8019", "Confidence": 0.92167, "X1": 0.72005, "Y1": 0.9712, "X2": 0.91536, "Y2": 0.971, "X3": 0.91536, "Y3": 0.9858, "X4": 0.72005, "Y4": 0.9858, "page": 0}, {"Word": "Founded 1915", "Confidence": 0.838, "X1": 0.40104, "Y1": 0.9552, "X2": 0.59766, "Y2": 0.955, "X3": 0.59766, "Y3": 0.9888, "X4": 0.40104, "Y4": 0.9888, "page": 0}], "words_data": [{"Word": "EXECUTIVE", "Confidence": 0.991, "X1": 0.30859, "Y1": 0.0662, "X2": 0.61979, "Y2": 0.066, "X3": 0.61849, "Y3": 0.1028, "X4": 0.30859, "Y4": 0.1018, "page": 0, "Index": 0}, {"Word": "SUMMARY", "Confidence": 0.995, "X1": 0.64062, "Y1": 0.0652, "X2": 0.92188, "Y2": 0.065, "X3": 0.92188, "Y3": 0.0998, "X4": 0.64062, "Y4": 0.1028, "page": 0, "Index": 1}, {"Word": "TMA", "Confidence": 0.998, "X1": 0.12109, "Y1": 0.0592, "X2": 0.24219, "Y2": 0.059, "X3": 0.24219, "Y3": 0.1098, "X4": 0.1224, "Y4": 0.1098, "page": 0, "Index": 2}, {"Word": "ES", "Confidence": 0.997, "X1": 0.72396, "Y1": 0.1112, "X2": 0.74479, "Y2": 0.111, "X3": 0.74479, "Y3": 0.1238, "X4": 0.72396, "Y4": 0.1238, "page": 0, "Index": 3}, {"Word": "87-47", "Confidence": 0.993, "X1": 0.7513, "Y1": 0.1112, "X2": 0.79818, "Y2": 0.111, "X3": 0.79818, "Y3": 0.1238, "X4": 0.7513, "Y4": 0.1238, "page": 0, "Index": 4}, {"Word": "November", "Confidence": 0.996, "X1": 0.72266, "Y1": 0.1272, "X2": 0.8151, "Y2": 0.127, "X3": 0.8151, "Y3": 0.1418, "X4": 0.72266, "Y4": 0.1408, "page": 0, "Index": 5}, {"Word": "20,", "Confidence": 0.998, "X1": 0.82031, "Y1": 0.1262, "X2": 0.84896, "Y2": 0.126, "X3": 0.84766, "Y3": 0.1418, "X4": 0.81901, "Y4": 0.1418, "page": 0, "Index": 6}, {"Word": "1987", "Confidence": 0.989, "X1": 0.85286, "Y1": 0.1252, "X2": 0.89453, "Y2": 0.125, "X3": 0.89323, "Y3": 0.1408, "X4": 0.85156, "Y4": 0.1418, "page": 0, "Index": 7}, {"Word": "FARRELL", "Confidence": 0.992, "X1": 0.0638, "Y1": 0.1732, "X2": 0.1224, "Y2": 0.173, "X3": 0.1224, "Y3": 0.1848, "X4": 0.0625, "Y4": 0.1848, "page": 0, "Index": 8}, {"Word": "DELMAN", "Confidence": 0.996, "X1": 0.1263, "Y1": 0.1732, "X2": 0.18359, "Y2": 0.173, "X3": 0.18229, "Y3": 0.1868, "X4": 0.125, "Y4": 0.1848, "page": 0, "Index": 9}, {"Word": "Tel:", "Confidence": 0.983, "X1": 0.81641, "Y1": 0.1722, "X2": 0.83724, "Y2": 0.172, "X3": 0.83724, "Y3": 0.1848, "X4": 0.81641, "Y4": 0.1848, "page": 0, "Index": 10}, {"Word": "(609)", "Confidence": 0.994, "X1": 0.83984, "Y1": 0.1722, "X2": 0.8737, "Y2": 0.172, "X3": 0.8737, "Y3": 0.1838, "X4": 0.83984, "Y4": 0.1838, "page": 0, "Index": 11}, {"Word": "275-4900", "Confidence": 0.994, "X1": 0.8763, "Y1": 0.1712, "X2": 0.9401, "Y2": 0.171, "X3": 0.9401, "Y3": 0.1838, "X4": 0.8763, "Y4": 0.1838, "page": 0, "Index": 12}, {"Word": "Fax:", "Confidence": 0.987, "X1": 0.8125, "Y1": 0.1852, "X2": 0.83594, "Y2": 0.185, "X3": 0.83594, "Y3": 0.1978, "X4": 0.8125, "Y4": 0.1978, "page": 0, "Index": 13}, {"Word": "275-8379", "Confidence": 0.996, "X1": 0.8763, "Y1": 0.1852, "X2": 0.9401, "Y2": 0.185, "X3": 0.9388, "Y3": 0.1978, "X4": 0.8763, "Y4": 0.1988, "page": 0, "Index": 14}, {"Word": "PRESIDENT", "Confidence": 0.991, "X1": 0.0651, "Y1": 0.1872, "X2": 0.14193, "Y2": 0.187, "X3": 0.14062, "Y3": 0.2008, "X4": 0.0651, "Y4": 0.1988, "page": 0, "Index": 15}, {"Word": "(609)", "Confidence": 0.997, "X1": 0.83984, "Y1": 0.1852, "X2": 0.8737, "Y2": 0.185, "X3": 0.8724, "Y3": 0.1988, "X4": 0.83984, "Y4": 0.1978, "page": 0, "Index": 16}, {"Word": "EEC:", "Confidence": 0.983, "X1": 0.13672, "Y1": 0.2062, "X2": 0.18229, "Y2": 0.206, "X3": 0.18099, "Y3": 0.2218, "X4": 0.13542, "Y4": 0.2218, "page": 0, "Index": 17}, {"Word": "PHILIP", "Confidence": 0.991, "X1": 0.1862, "Y1": 0.2062, "X2": 0.25781, "Y2": 0.206, "X3": 0.25651, "Y3": 0.2218, "X4": 0.1849, "Y4": 0.2218, "page": 0, "Index": 18}, {"Word": "MORRIS", "Confidence": 0.993, "X1": 0.26302, "Y1": 0.2062, "X2": 0.34505, "Y2": 0.206, "X3": 0.34505, "Y3": 0.2218, "X4": 0.26302, "Y4": 0.2218, "page": 0, "Index": 19}, {"Word": "WINS;", "Confidence": 0.991, "X1": 0.35156, "Y1": 0.2052, "X2": 0.41016, "Y2": 0.205, "X3": 0.41016, "Y3": 0.2218, "X4": 0.35026, "Y4": 0.2218, "page": 0, "Index": 20}, {"Word": "CIGAR", "Confidence": 0.997, "X1": 0.41406, "Y1": 0.2052, "X2": 0.47656, "Y2": 0.205, "X3": 0.47656, "Y3": 0.2218, "X4": 0.41406, "Y4": 0.2218, "page": 0, "Index": 21}, {"Word": "TARIFFS", "Confidence": 0.993, "X1": 0.48698, "Y1": 0.2052, "X2": 0.57161, "Y2": 0.205, "X3": 0.57161, "Y3": 0.2218, "X4": 0.48698, "Y4": 0.2218, "page": 0, "Index": 22}, {"Word": "LOWERED", "Confidence": 0.995, "X1": 0.57943, "Y1": 0.2052, "X2": 0.67448, "Y2": 0.205, "X3": 0.67448, "Y3": 0.2208, "X4": 0.57943, "Y4": 0.2218, "page": 0, "Index": 23}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.68359, "Y1": 0.2052, "X2": 0.72266, "Y2": 0.205, "X3": 0.72266, "Y3": 0.2208, "X4": 0.68359, "Y4": 0.2208, "page": 0, "Index": 24}, {"Word": "LDC", "Confidence": 0.998, "X1": 0.73177, "Y1": 0.2052, "X2": 0.77214, "Y2": 0.205, "X3": 0.77214, "Y3": 0.2208, "X4": 0.73177, "Y4": 0.2208, "page": 0, "Index": 25}, {"Word": "EXPORTS", "Confidence": 0.997, "X1": 0.77995, "Y1": 0.2062, "X2": 0.8737, "Y2": 0.206, "X3": 0.8737, "Y3": 0.2208, "X4": 0.77995, "Y4": 0.2208, "page": 0, "Index": 26}, {"Word": "European", "Confidence": 0.768, "X1": 0.20833, "Y1": 0.2232, "X2": 0.29818, "Y2": 0.223, "X3": 0.29818, "Y3": 0.2378, "X4": 0.20703, "Y4": 0.2388, "page": 0, "Index": 27}, {"Word": "Court", "Confidence": 0.998, "X1": 0.3112, "Y1": 0.2232, "X2": 0.37109, "Y2": 0.223, "X3": 0.36979, "Y3": 0.2378, "X4": 0.3099, "Y4": 0.2378, "page": 0, "Index": 28}, {"Word": "of", "Confidence": 0.998, "X1": 0.3763, "Y1": 0.2232, "X2": 0.39974, "Y2": 0.223, "X3": 0.39844, "Y3": 0.2378, "X4": 0.3763, "Y4": 0.2378, "page": 0, "Index": 29}, {"Word": "Justice", "Confidence": 0.996, "X1": 0.41016, "Y1": 0.2232, "X2": 0.47786, "Y2": 0.223, "X3": 0.47786, "Y3": 0.2378, "X4": 0.41016, "Y4": 0.2378, "page": 0, "Index": 30}, {"Word": "upheld", "Confidence": 0.997, "X1": 0.48828, "Y1": 0.2232, "X2": 0.55469, "Y2": 0.223, "X3": 0.55339, "Y3": 0.2378, "X4": 0.48698, "Y4": 0.2378, "page": 0, "Index": 31}, {"Word": "Philip", "Confidence": 0.993, "X1": 0.5651, "Y1": 0.2232, "X2": 0.625, "Y2": 0.223, "X3": 0.625, "Y3": 0.2378, "X4": 0.5651, "Y4": 0.2378, "page": 0, "Index": 32}, {"Word": "Morris", "Confidence": 0.996, "X1": 0.63672, "Y1": 0.2232, "X2": 0.70443, "Y2": 0.223, "X3": 0.70312, "Y3": 0.2378, "X4": 0.63542, "Y4": 0.2378, "page": 0, "Index": 33}, {"Word": "Cos.'s", "Confidence": 0.991, "X1": 0.71224, "Y1": 0.2232, "X2": 0.76953, "Y2": 0.223, "X3": 0.76953, "Y3": 0.2378, "X4": 0.71224, "Y4": 0.2378, "page": 0, "Index": 34}, {"Word": "1984", "Confidence": 0.989, "X1": 0.77995, "Y1": 0.2232, "X2": 0.82422, "Y2": 0.223, "X3": 0.82292, "Y3": 0.2378, "X4": 0.77865, "Y4": 0.2378, "page": 0, "Index": 35}, {"Word": "acquisition", "Confidence": 0.991, "X1": 0.83333, "Y1": 0.2232, "X2": 0.94271, "Y2": 0.223, "X3": 0.94141, "Y3": 0.2378, "X4": 0.83203, "Y4": 0.2378, "page": 0, "Index": 36}, {"Word": "On", "Confidence": 0.997, "X1": 0.0651, "Y1": 0.2232, "X2": 0.09245, "Y2": 0.223, "X3": 0.09115, "Y3": 0.2388, "X4": 0.0651, "Y4": 0.2388, "page": 0, "Index": 37}, {"Word": "11/17", "Confidence": 0.997, "X1": 0.10286, "Y1": 0.2232, "X2": 0.15755, "Y2": 0.223, "X3": 0.15755, "Y3": 0.2388, "X4": 0.10286, "Y4": 0.2388, "page": 0, "Index": 38}, {"Word": "the", "Confidence": 0.998, "X1": 0.16797, "Y1": 0.2232, "X2": 0.19922, "Y2": 0.223, "X3": 0.19792, "Y3": 0.2388, "X4": 0.16667, "Y4": 0.2388, "page": 0, "Index": 39}, {"Word": "of", "Confidence": 0.998, "X1": 0.06641, "Y1": 0.2402, "X2": 0.08594, "Y2": 0.24, "X3": 0.08594, "Y3": 0.2538, "X4": 0.06641, "Y4": 0.2538, "page": 0, "Index": 40}, {"Word": "a", "Confidence": 0.995, "X1": 0.09766, "Y1": 0.2402, "X2": 0.10938, "Y2": 0.24, "X3": 0.10938, "Y3": 0.2538, "X4": 0.09766, "Y4": 0.2538, "page": 0, "Index": 41}, {"Word": "stake", "Confidence": 0.974, "X1": 0.12109, "Y1": 0.2392, "X2": 0.16927, "Y2": 0.239, "X3": 0.16927, "Y3": 0.2538, "X4": 0.12109, "Y4": 0.2538, "page": 0, "Index": 42}, {"Word": "in", "Confidence": 0.998, "X1": 0.18099, "Y1": 0.2392, "X2": 0.20182, "Y2": 0.239, "X3": 0.20052, "Y3": 0.2538, "X4": 0.18099, "Y4": 0.2538, "page": 0, "Index": 43}, {"Word": "Rothmans.", "Confidence": 0.991, "X1": 0.21484, "Y1": 0.2392, "X2": 0.3151, "Y2": 0.239, "X3": 0.3138, "Y3": 0.2548, "X4": 0.21354, "Y4": 0.2538, "page": 0, "Index": 44}, {"Word": "The", "Confidence": 0.998, "X1": 0.33724, "Y1": 0.2382, "X2": 0.3724, "Y2": 0.238, "X3": 0.3724, "Y3": 0.2538, "X4": 0.33724, "Y4": 0.2538, "page": 0, "Index": 45}, {"Word": "decision", "Confidence": 0.994, "X1": 0.38411, "Y1": 0.2392, "X2": 0.45703, "Y2": 0.239, "X3": 0.45573, "Y3": 0.2538, "X4": 0.38411, "Y4": 0.2538, "page": 0, "Index": 46}, {"Word": "gave", "Confidence": 0.989, "X1": 0.47135, "Y1": 0.2392, "X2": 0.51432, "Y2": 0.239, "X3": 0.51302, "Y3": 0.2538, "X4": 0.47135, "Y4": 0.2538, "page": 0, "Index": 47}, {"Word": "impetus", "Confidence": 0.995, "X1": 0.52734, "Y1": 0.2392, "X2": 0.60026, "Y2": 0.239, "X3": 0.59896, "Y3": 0.2538, "X4": 0.52604, "Y4": 0.2538, "page": 0, "Index": 48}, {"Word": "to", "Confidence": 0.998, "X1": 0.61068, "Y1": 0.2392, "X2": 0.63151, "Y2": 0.239, "X3": 0.63021, "Y3": 0.2538, "X4": 0.60938, "Y4": 0.2538, "page": 0, "Index": 49}, {"Word": "merger", "Confidence": 0.997, "X1": 0.64323, "Y1": 0.2392, "X2": 0.70964, "Y2": 0.239, "X3": 0.70833, "Y3": 0.2538, "X4": 0.64193, "Y4": 0.2538, "page": 0, "Index": 50}, {"Word": "guidelines", "Confidence": 0.994, "X1": 0.72005, "Y1": 0.2392, "X2": 0.8151, "Y2": 0.239, "X3": 0.8125, "Y3": 0.2538, "X4": 0.71875, "Y4": 0.2538, "page": 0, "Index": 51}, {"Word": "endorsed", "Confidence": 0.995, "X1": 0.82552, "Y1": 0.2392, "X2": 0.90365, "Y2": 0.239, "X3": 0.90234, "Y3": 0.2528, "X4": 0.82422, "Y4": 0.2538, "page": 0, "Index": 52}, {"Word": "by", "Confidence": 0.998, "X1": 0.91927, "Y1": 0.2392, "X2": 0.94141, "Y2": 0.239, "X3": 0.9401, "Y3": 0.2528, "X4": 0.91667, "Y4": 0.2528, "page": 0, "Index": 53}, {"Word": "the", "Confidence": 0.994, "X1": 0.06771, "Y1": 0.2562, "X2": 0.09505, "Y2": 0.256, "X3": 0.09505, "Y3": 0.2698, "X4": 0.06641, "Y4": 0.2698, "page": 0, "Index": 54}, {"Word": "European", "Confidence": 0.971, "X1": 0.10677, "Y1": 0.2552, "X2": 0.19141, "Y2": 0.255, "X3": 0.19141, "Y3": 0.2698, "X4": 0.10677, "Y4": 0.2698, "page": 0, "Index": 55}, {"Word": "Community", "Confidence": 0.995, "X1": 0.20573, "Y1": 0.2542, "X2": 0.3099, "Y2": 0.254, "X3": 0.30859, "Y3": 0.2698, "X4": 0.20573, "Y4": 0.2698, "page": 0, "Index": 56}, {"Word": "Commission,", "Confidence": 0.993, "X1": 0.32292, "Y1": 0.2542, "X2": 0.4401, "Y2": 0.254, "X3": 0.4388, "Y3": 0.2698, "X4": 0.32161, "Y4": 0.2698, "page": 0, "Index": 57}, {"Word": "but", "Confidence": 0.998, "X1": 0.44792, "Y1": 0.2542, "X2": 0.48177, "Y2": 0.254, "X3": 0.48177, "Y3": 0.2698, "X4": 0.44661, "Y4": 0.2698, "page": 0, "Index": 58}, {"Word": "rejected", "Confidence": 0.976, "X1": 0.49349, "Y1": 0.2542, "X2": 0.5651, "Y2": 0.254, "X3": 0.5638, "Y3": 0.2698, "X4": 0.49219, "Y4": 0.2698, "page": 0, "Index": 59}, {"Word": "by", "Confidence": 0.998, "X1": 0.57943, "Y1": 0.2542, "X2": 0.60156, "Y2": 0.254, "X3": 0.60026, "Y3": 0.2698, "X4": 0.57812, "Y4": 0.2698, "page": 0, "Index": 60}, {"Word": "a", "Confidence": 0.998, "X1": 0.61458, "Y1": 0.2542, "X2": 0.6263, "Y2": 0.254, "X3": 0.625, "Y3": 0.2698, "X4": 0.61458, "Y4": 0.2698, "page": 0, "Index": 61}, {"Word": "number", "Confidence": 0.997, "X1": 0.64062, "Y1": 0.2542, "X2": 0.71224, "Y2": 0.254, "X3": 0.71094, "Y3": 0.2698, "X4": 0.63932, "Y4": 0.2698, "page": 0, "Index": 62}, {"Word": "of", "Confidence": 0.998, "X1": 0.72266, "Y1": 0.2542, "X2": 0.74609, "Y2": 0.254, "X3": 0.74479, "Y3": 0.2688, "X4": 0.72135, "Y4": 0.2688, "page": 0, "Index": 63}, {"Word": "member", "Confidence": 0.997, "X1": 0.75911, "Y1": 0.2552, "X2": 0.83203, "Y2": 0.255, "X3": 0.83073, "Y3": 0.2688, "X4": 0.75781, "Y4": 0.2688, "page": 0, "Index": 64}, {"Word": "states", "Confidence": 0.997, "X1": 0.84375, "Y1": 0.2552, "X2": 0.89583, "Y2": 0.255, "X3": 0.89453, "Y3": 0.2688, "X4": 0.84245, "Y4": 0.2688, "page": 0, "Index": 65}, {"Word": "and", "Confidence": 0.998, "X1": 0.90885, "Y1": 0.2552, "X2": 0.94141, "Y2": 0.255, "X3": 0.9401, "Y3": 0.2688, "X4": 0.90755, "Y4": 0.2688, "page": 0, "Index": 66}, {"Word": "delayed", "Confidence": 0.991, "X1": 0.06641, "Y1": 0.2712, "X2": 0.13932, "Y2": 0.271, "X3": 0.13932, "Y3": 0.2858, "X4": 0.06641, "Y4": 0.2858, "page": 0, "Index": 67}, {"Word": "by", "Confidence": 0.998, "X1": 0.15234, "Y1": 0.2702, "X2": 0.17578, "Y2": 0.27, "X3": 0.17578, "Y3": 0.2858, "X4": 0.15104, "Y4": 0.2858, "page": 0, "Index": 68}, {"Word": "the", "Confidence": 0.998, "X1": 0.1875, "Y1": 0.2702, "X2": 0.22005, "Y2": 0.27, "X3": 0.22005, "Y3": 0.2858, "X4": 0.1875, "Y4": 0.2858, "page": 0, "Index": 69}, {"Word": "EC", "Confidence": 0.997, "X1": 0.23047, "Y1": 0.2702, "X2": 0.25781, "Y2": 0.27, "X3": 0.25651, "Y3": 0.2858, "X4": 0.23047, "Y4": 0.2858, "page": 0, "Index": 70}, {"Word": "Council", "Confidence": 0.994, "X1": 0.27083, "Y1": 0.2692, "X2": 0.35156, "Y2": 0.269, "X3": 0.35026, "Y3": 0.2858, "X4": 0.26953, "Y4": 0.2858, "page": 0, "Index": 71}, {"Word": "of", "Confidence": 0.998, "X1": 0.35807, "Y1": 0.2692, "X2": 0.38151, "Y2": 0.269, "X3": 0.38151, "Y3": 0.2858, "X4": 0.35807, "Y4": 0.2858, "page": 0, "Index": 72}, {"Word": "Ministers", "Confidence": 0.994, "X1": 0.39193, "Y1": 0.2692, "X2": 0.48568, "Y2": 0.269, "X3": 0.48568, "Y3": 0.2858, "X4": 0.39062, "Y4": 0.2858, "page": 0, "Index": 73}, {"Word": "(AP", "Confidence": 0.998, "X1": 0.49349, "Y1": 0.2692, "X2": 0.52995, "Y2": 0.269, "X3": 0.52995, "Y3": 0.2858, "X4": 0.49349, "Y4": 0.2858, "page": 0, "Index": 74}, {"Word": "11/17,", "Confidence": 0.969, "X1": 0.54427, "Y1": 0.2692, "X2": 0.61068, "Y2": 0.269, "X3": 0.60938, "Y3": 0.2858, "X4": 0.54427, "Y4": 0.2858, "page": 0, "Index": 75}, {"Word": "WSJ", "Confidence": 0.993, "X1": 0.61719, "Y1": 0.2692, "X2": 0.65495, "Y2": 0.269, "X3": 0.65495, "Y3": 0.2858, "X4": 0.61719, "Y4": 0.2858, "page": 0, "Index": 76}, {"Word": "11/18).", "Confidence": 0.994, "X1": 0.66797, "Y1": 0.2692, "X2": 0.74219, "Y2": 0.269, "X3": 0.74219, "Y3": 0.2848, "X4": 0.66797, "Y4": 0.2858, "page": 0, "Index": 77}, {"Word": "Though", "Confidence": 0.997, "X1": 0.76302, "Y1": 0.2702, "X2": 0.83594, "Y2": 0.27, "X3": 0.83594, "Y3": 0.2848, "X4": 0.76302, "Y4": 0.2848, "page": 0, "Index": 78}, {"Word": "the", "Confidence": 0.998, "X1": 0.84896, "Y1": 0.2702, "X2": 0.88281, "Y2": 0.27, "X3": 0.88281, "Y3": 0.2848, "X4": 0.84766, "Y4": 0.2848, "page": 0, "Index": 79}, {"Word": "EEC,", "Confidence": 0.98, "X1": 0.89323, "Y1": 0.2712, "X2": 0.94271, "Y2": 0.271, "X3": 0.94271, "Y3": 0.2848, "X4": 0.89193, "Y4": 0.2848, "page": 0, "Index": 80}, {"Word": "following", "Confidence": 0.993, "X1": 0.06771, "Y1": 0.2872, "X2": 0.16016, "Y2": 0.287, "X3": 0.16016, "Y3": 0.3018, "X4": 0.06771, "Y4": 0.3018, "page": 0, "Index": 81}, {"Word": "a", "Confidence": 0.994, "X1": 0.17057, "Y1": 0.2862, "X2": 0.18229, "Y2": 0.286, "X3": 0.18229, "Y3": 0.3018, "X4": 0.17057, "Y4": 0.3018, "page": 0, "Index": 82}, {"Word": "1985", "Confidence": 0.982, "X1": 0.19661, "Y1": 0.2862, "X2": 0.24219, "Y2": 0.286, "X3": 0.24219, "Y3": 0.3018, "X4": 0.19661, "Y4": 0.3018, "page": 0, "Index": 83}, {"Word": "US", "Confidence": 0.998, "X1": 0.25391, "Y1": 0.2862, "X2": 0.28255, "Y2": 0.286, "X3": 0.28255, "Y3": 0.3018, "X4": 0.25391, "Y4": 0.3018, "page": 0, "Index": 84}, {"Word": "act,", "Confidence": 0.983, "X1": 0.29688, "Y1": 0.2862, "X2": 0.33854, "Y2": 0.286, "X3": 0.33854, "Y3": 0.3018, "X4": 0.29688, "Y4": 0.3018, "page": 0, "Index": 85}, {"Word": "redefined", "Confidence": 0.991, "X1": 0.34635, "Y1": 0.2852, "X2": 0.44141, "Y2": 0.285, "X3": 0.44141, "Y3": 0.3018, "X4": 0.34635, "Y4": 0.3018, "page": 0, "Index": 86}, {"Word": "beneficiaries", "Confidence": 0.943, "X1": 0.45443, "Y1": 0.2852, "X2": 0.58594, "Y2": 0.285, "X3": 0.58594, "Y3": 0.3018, "X4": 0.45573, "Y4": 0.3018, "page": 0, "Index": 87}, {"Word": "under", "Confidence": 0.997, "X1": 0.59766, "Y1": 0.2852, "X2": 0.65755, "Y2": 0.285, "X3": 0.65755, "Y3": 0.3018, "X4": 0.59766, "Y4": 0.3018, "page": 0, "Index": 88}, {"Word": "its", "Confidence": 0.998, "X1": 0.66797, "Y1": 0.2852, "X2": 0.69661, "Y2": 0.285, "X3": 0.69661, "Y3": 0.3018, "X4": 0.66797, "Y4": 0.3018, "page": 0, "Index": 89}, {"Word": "Generalized", "Confidence": 0.958, "X1": 0.70703, "Y1": 0.2852, "X2": 0.82552, "Y2": 0.285, "X3": 0.82552, "Y3": 0.3008, "X4": 0.70703, "Y4": 0.3018, "page": 0, "Index": 90}, {"Word": "System", "Confidence": 0.996, "X1": 0.83854, "Y1": 0.2862, "X2": 0.90104, "Y2": 0.286, "X3": 0.90234, "Y3": 0.3008, "X4": 0.83984, "Y4": 0.3008, "page": 0, "Index": 91}, {"Word": "of", "Confidence": 0.998, "X1": 0.91927, "Y1": 0.2862, "X2": 0.94401, "Y2": 0.286, "X3": 0.94401, "Y3": 0.3008, "X4": 0.92057, "Y4": 0.3008, "page": 0, "Index": 92}, {"Word": "Preferences", "Confidence": 0.97, "X1": 0.06641, "Y1": 0.3032, "X2": 0.18099, "Y2": 0.303, "X3": 0.18099, "Y3": 0.3178, "X4": 0.06641, "Y4": 0.3178, "page": 0, "Index": 93}, {"Word": "to", "Confidence": 0.996, "X1": 0.1901, "Y1": 0.3032, "X2": 0.20964, "Y2": 0.303, "X3": 0.20964, "Y3": 0.3178, "X4": 0.1901, "Y4": 0.3178, "page": 0, "Index": 94}, {"Word": "exclude", "Confidence": 0.994, "X1": 0.22135, "Y1": 0.3022, "X2": 0.29818, "Y2": 0.302, "X3": 0.29688, "Y3": 0.3178, "X4": 0.22005, "Y4": 0.3178, "page": 0, "Index": 95}, {"Word": "certain", "Confidence": 0.994, "X1": 0.30859, "Y1": 0.3022, "X2": 0.3776, "Y2": 0.302, "X3": 0.3763, "Y3": 0.3178, "X4": 0.30859, "Y4": 0.3178, "page": 0, "Index": 96}, {"Word": "Advanced", "Confidence": 0.993, "X1": 0.39062, "Y1": 0.3022, "X2": 0.48438, "Y2": 0.302, "X3": 0.48438, "Y3": 0.3178, "X4": 0.39062, "Y4": 0.3178, "page": 0, "Index": 97}, {"Word": "Developing", "Confidence": 0.902, "X1": 0.4974, "Y1": 0.3012, "X2": 0.60807, "Y2": 0.301, "X3": 0.60807, "Y3": 0.3178, "X4": 0.49609, "Y4": 0.3178, "page": 0, "Index": 98}, {"Word": "Nations,", "Confidence": 0.994, "X1": 0.61849, "Y1": 0.3012, "X2": 0.70703, "Y2": 0.301, "X3": 0.70703, "Y3": 0.3168, "X4": 0.61849, "Y4": 0.3178, "page": 0, "Index": 99}, {"Word": "it", "Confidence": 0.998, "X1": 0.71615, "Y1": 0.3022, "X2": 0.73568, "Y2": 0.302, "X3": 0.73438, "Y3": 0.3168, "X4": 0.71484, "Y4": 0.3168, "page": 0, "Index": 100}, {"Word": "announced", "Confidence": 0.993, "X1": 0.74479, "Y1": 0.3022, "X2": 0.84896, "Y2": 0.302, "X3": 0.84896, "Y3": 0.3168, "X4": 0.74479, "Y4": 0.3168, "page": 0, "Index": 101}, {"Word": "$It-", "Confidence": 0.175, "X1": 0.86198, "Y1": 0.3022, "X2": 0.90885, "Y2": 0.302, "X3": 0.90885, "Y3": 0.3168, "X4": 0.86068, "Y4": 0.3168, "page": 0, "Index": 102}, {"Word": "in", "Confidence": 0.998, "X1": 0.92188, "Y1": 0.3022, "X2": 0.94271, "Y2": 0.302, "X3": 0.94141, "Y3": 0.3168, "X4": 0.92057, "Y4": 0.3168, "page": 0, "Index": 103}, {"Word": "tariff", "Confidence": 0.997, "X1": 0.06641, "Y1": 0.3182, "X2": 0.11589, "Y2": 0.318, "X3": 0.11589, "Y3": 0.3338, "X4": 0.06641, "Y4": 0.3338, "page": 0, "Index": 104}, {"Word": "cuts", "Confidence": 0.991, "X1": 0.11979, "Y1": 0.3182, "X2": 0.15885, "Y2": 0.318, "X3": 0.15885, "Y3": 0.3338, "X4": 0.11979, "Y4": 0.3338, "page": 0, "Index": 105}, {"Word": "for", "Confidence": 0.998, "X1": 0.16276, "Y1": 0.3182, "X2": 0.19401, "Y2": 0.318, "X3": 0.19401, "Y3": 0.3338, "X4": 0.16276, "Y4": 0.3338, "page": 0, "Index": 106}, {"Word": "1988", "Confidence": 0.983, "X1": 0.19922, "Y1": 0.3182, "X2": 0.24089, "Y2": 0.318, "X3": 0.24089, "Y3": 0.3338, "X4": 0.19922, "Y4": 0.3338, "page": 0, "Index": 107}, {"Word": "on", "Confidence": 0.997, "X1": 0.24479, "Y1": 0.3182, "X2": 0.26823, "Y2": 0.318, "X3": 0.26823, "Y3": 0.3338, "X4": 0.24479, "Y4": 0.3338, "page": 0, "Index": 108}, {"Word": "GSP", "Confidence": 0.998, "X1": 0.27344, "Y1": 0.3182, "X2": 0.3112, "Y2": 0.318, "X3": 0.3112, "Y3": 0.3338, "X4": 0.27344, "Y4": 0.3338, "page": 0, "Index": 109}, {"Word": "country", "Confidence": 0.996, "X1": 0.31641, "Y1": 0.3182, "X2": 0.38672, "Y2": 0.318, "X3": 0.38672, "Y3": 0.3338, "X4": 0.31641, "Y4": 0.3338, "page": 0, "Index": 110}, {"Word": "exports", "Confidence": 0.993, "X1": 0.39193, "Y1": 0.3182, "X2": 0.45833, "Y2": 0.318, "X3": 0.45833, "Y3": 0.3338, "X4": 0.39193, "Y4": 0.3338, "page": 0, "Index": 111}, {"Word": "--", "Confidence": 0.955, "X1": 0.46224, "Y1": 0.3182, "X2": 0.47786, "Y2": 0.318, "X3": 0.47786, "Y3": 0.3338, "X4": 0.46224, "Y4": 0.3338, "page": 0, "Index": 112}, {"Word": "cigars", "Confidence": 0.995, "X1": 0.48307, "Y1": 0.3182, "X2": 0.53646, "Y2": 0.318, "X3": 0.53646, "Y3": 0.3338, "X4": 0.48307, "Y4": 0.3338, "page": 0, "Index": 113}, {"Word": "are", "Confidence": 0.994, "X1": 0.54036, "Y1": 0.3182, "X2": 0.57161, "Y2": 0.318, "X3": 0.57161, "Y3": 0.3338, "X4": 0.54036, "Y4": 0.3338, "page": 0, "Index": 114}, {"Word": "included", "Confidence": 0.995, "X1": 0.57552, "Y1": 0.3172, "X2": 0.65495, "Y2": 0.317, "X3": 0.65495, "Y3": 0.3328, "X4": 0.57552, "Y4": 0.3338, "page": 0, "Index": 115}, {"Word": "(AP", "Confidence": 0.994, "X1": 0.66016, "Y1": 0.3172, "X2": 0.69401, "Y2": 0.317, "X3": 0.69401, "Y3": 0.3328, "X4": 0.66016, "Y4": 0.3328, "page": 0, "Index": 116}, {"Word": "11/17).", "Confidence": 0.981, "X1": 0.70182, "Y1": 0.3172, "X2": 0.76432, "Y2": 0.317, "X3": 0.76432, "Y3": 0.3328, "X4": 0.70182, "Y4": 0.3328, "page": 0, "Index": 117}, {"Word": "GREAT", "Confidence": 0.997, "X1": 0.15755, "Y1": 0.3482, "X2": 0.22786, "Y2": 0.348, "X3": 0.22786, "Y3": 0.3648, "X4": 0.15755, "Y4": 0.3648, "page": 0, "Index": 118}, {"Word": "AMERICAN", "Confidence": 0.995, "X1": 0.23568, "Y1": 0.3482, "X2": 0.33984, "Y2": 0.348, "X3": 0.33984, "Y3": 0.3638, "X4": 0.23438, "Y4": 0.3648, "page": 0, "Index": 119}, {"Word": "SMOKEOUT", "Confidence": 0.995, "X1": 0.34896, "Y1": 0.3472, "X2": 0.46354, "Y2": 0.347, "X3": 0.46224, "Y3": 0.3638, "X4": 0.34766, "Y4": 0.3638, "page": 0, "Index": 120}, {"Word": "FACES", "Confidence": 0.997, "X1": 0.47005, "Y1": 0.3472, "X2": 0.53646, "Y2": 0.347, "X3": 0.53385, "Y3": 0.3628, "X4": 0.46875, "Y4": 0.3638, "page": 0, "Index": 121}, {"Word": "GREAT", "Confidence": 0.997, "X1": 0.54036, "Y1": 0.3472, "X2": 0.61068, "Y2": 0.347, "X3": 0.60938, "Y3": 0.3628, "X4": 0.53906, "Y4": 0.3628, "page": 0, "Index": 122}, {"Word": "AMERICAN", "Confidence": 0.995, "X1": 0.61979, "Y1": 0.3472, "X2": 0.72396, "Y2": 0.347, "X3": 0.72266, "Y3": 0.3628, "X4": 0.61719, "Y4": 0.3628, "page": 0, "Index": 123}, {"Word": "CHALLENGE", "Confidence": 0.993, "X1": 0.73307, "Y1": 0.3482, "X2": 0.85807, "Y2": 0.348, "X3": 0.85547, "Y3": 0.3628, "X4": 0.73177, "Y4": 0.3628, "page": 0, "Index": 124}, {"Word": "\"Even", "Confidence": 0.945, "X1": 0.06641, "Y1": 0.3662, "X2": 0.11589, "Y2": 0.366, "X3": 0.11589, "Y3": 0.3808, "X4": 0.06641, "Y4": 0.3808, "page": 0, "Index": 125}, {"Word": "though", "Confidence": 0.997, "X1": 0.12891, "Y1": 0.3662, "X2": 0.19271, "Y2": 0.366, "X3": 0.19141, "Y3": 0.3818, "X4": 0.12891, "Y4": 0.3818, "page": 0, "Index": 126}, {"Word": "your", "Confidence": 0.991, "X1": 0.20703, "Y1": 0.3662, "X2": 0.2513, "Y2": 0.366, "X3": 0.25, "Y3": 0.3818, "X4": 0.20703, "Y4": 0.3818, "page": 0, "Index": 127}, {"Word": "offices", "Confidence": 0.996, "X1": 0.26172, "Y1": 0.3662, "X2": 0.32812, "Y2": 0.366, "X3": 0.32812, "Y3": 0.3818, "X4": 0.26172, "Y4": 0.3818, "page": 0, "Index": 128}, {"Word": "may", "Confidence": 0.991, "X1": 0.33854, "Y1": 0.3652, "X2": 0.3776, "Y2": 0.365, "X3": 0.3776, "Y3": 0.3818, "X4": 0.33854, "Y4": 0.3818, "page": 0, "Index": 129}, {"Word": "be", "Confidence": 0.997, "X1": 0.39062, "Y1": 0.3652, "X2": 0.41406, "Y2": 0.365, "X3": 0.41406, "Y3": 0.3818, "X4": 0.39062, "Y4": 0.3818, "page": 0, "Index": 130}, {"Word": "'smoke", "Confidence": 0.973, "X1": 0.42578, "Y1": 0.3652, "X2": 0.48828, "Y2": 0.365, "X3": 0.48698, "Y3": 0.3818, "X4": 0.42448, "Y4": 0.3818, "page": 0, "Index": 131}, {"Word": "free',", "Confidence": 0.935, "X1": 0.4987, "Y1": 0.3652, "X2": 0.55339, "Y2": 0.365, "X3": 0.55339, "Y3": 0.3808, "X4": 0.4987, "Y4": 0.3818, "page": 0, "Index": 132}, {"Word": "you", "Confidence": 0.994, "X1": 0.5625, "Y1": 0.3652, "X2": 0.59505, "Y2": 0.365, "X3": 0.59505, "Y3": 0.3808, "X4": 0.5612, "Y4": 0.3808, "page": 0, "Index": 133}, {"Word": "probably", "Confidence": 0.995, "X1": 0.60807, "Y1": 0.3652, "X2": 0.6888, "Y2": 0.365, "X3": 0.6888, "Y3": 0.3808, "X4": 0.60677, "Y4": 0.3808, "page": 0, "Index": 134}, {"Word": "have", "Confidence": 0.99, "X1": 0.70182, "Y1": 0.3652, "X2": 0.74609, "Y2": 0.365, "X3": 0.74609, "Y3": 0.3808, "X4": 0.70052, "Y4": 0.3808, "page": 0, "Index": 135}, {"Word": "not", "Confidence": 0.998, "X1": 0.75911, "Y1": 0.3652, "X2": 0.79297, "Y2": 0.365, "X3": 0.79297, "Y3": 0.3798, "X4": 0.75781, "Y4": 0.3798, "page": 0, "Index": 136}, {"Word": "begun", "Confidence": 0.997, "X1": 0.80339, "Y1": 0.3652, "X2": 0.85807, "Y2": 0.365, "X3": 0.85677, "Y3": 0.3798, "X4": 0.80208, "Y4": 0.3798, "page": 0, "Index": 137}, {"Word": "to", "Confidence": 0.998, "X1": 0.87109, "Y1": 0.3652, "X2": 0.89062, "Y2": 0.365, "X3": 0.89062, "Y3": 0.3788, "X4": 0.87109, "Y4": 0.3798, "page": 0, "Index": 138}, {"Word": "deal", "Confidence": 0.931, "X1": 0.90365, "Y1": 0.3652, "X2": 0.94661, "Y2": 0.365, "X3": 0.94531, "Y3": 0.3788, "X4": 0.90365, "Y4": 0.3788, "page": 0, "Index": 139}, {"Word": "with", "Confidence": 0.998, "X1": 0.06641, "Y1": 0.3832, "X2": 0.10938, "Y2": 0.383, "X3": 0.10938, "Y3": 0.3978, "X4": 0.06641, "Y4": 0.3968, "page": 0, "Index": 140}, {"Word": "the", "Confidence": 0.991, "X1": 0.1237, "Y1": 0.3832, "X2": 0.15495, "Y2": 0.383, "X3": 0.15495, "Y3": 0.3978, "X4": 0.1237, "Y4": 0.3978, "page": 0, "Index": 141}, {"Word": "real", "Confidence": 0.928, "X1": 0.16927, "Y1": 0.3822, "X2": 0.21224, "Y2": 0.382, "X3": 0.21224, "Y3": 0.3978, "X4": 0.16927, "Y4": 0.3978, "page": 0, "Index": 142}, {"Word": "causes", "Confidence": 0.997, "X1": 0.22266, "Y1": 0.3822, "X2": 0.28776, "Y2": 0.382, "X3": 0.28776, "Y3": 0.3978, "X4": 0.22266, "Y4": 0.3978, "page": 0, "Index": 143}, {"Word": "of", "Confidence": 0.998, "X1": 0.29948, "Y1": 0.3822, "X2": 0.32292, "Y2": 0.382, "X3": 0.32161, "Y3": 0.3978, "X4": 0.29948, "Y4": 0.3978, "page": 0, "Index": 144}, {"Word": "poor", "Confidence": 0.991, "X1": 0.33594, "Y1": 0.3822, "X2": 0.38281, "Y2": 0.382, "X3": 0.38281, "Y3": 0.3978, "X4": 0.33594, "Y4": 0.3978, "page": 0, "Index": 145}, {"Word": "indoor", "Confidence": 0.997, "X1": 0.39583, "Y1": 0.3822, "X2": 0.46094, "Y2": 0.382, "X3": 0.46094, "Y3": 0.3978, "X4": 0.39583, "Y4": 0.3978, "page": 0, "Index": 146}, {"Word": "air", "Confidence": 0.998, "X1": 0.47656, "Y1": 0.3812, "X2": 0.50651, "Y2": 0.381, "X3": 0.50651, "Y3": 0.3978, "X4": 0.47656, "Y4": 0.3978, "page": 0, "Index": 147}, {"Word": "quality\"", "Confidence": 0.991, "X1": 0.52083, "Y1": 0.3812, "X2": 0.60286, "Y2": 0.381, "X3": 0.60286, "Y3": 0.3978, "X4": 0.52083, "Y4": 0.3978, "page": 0, "Index": 148}, {"Word": "reads", "Confidence": 0.998, "X1": 0.61328, "Y1": 0.3812, "X2": 0.67057, "Y2": 0.381, "X3": 0.66927, "Y3": 0.3968, "X4": 0.61328, "Y4": 0.3978, "page": 0, "Index": 149}, {"Word": "the", "Confidence": 0.998, "X1": 0.68229, "Y1": 0.3812, "X2": 0.71615, "Y2": 0.381, "X3": 0.71484, "Y3": 0.3968, "X4": 0.68229, "Y4": 0.3968, "page": 0, "Index": 150}, {"Word": "Challenge.", "Confidence": 0.955, "X1": 0.72917, "Y1": 0.3812, "X2": 0.83984, "Y2": 0.381, "X3": 0.83984, "Y3": 0.3958, "X4": 0.72917, "Y4": 0.3968, "page": 0, "Index": 151}, {"Word": "But,", "Confidence": 0.984, "X1": 0.86589, "Y1": 0.3802, "X2": 0.91016, "Y2": 0.38, "X3": 0.91016, "Y3": 0.3958, "X4": 0.86589, "Y4": 0.3958, "page": 0, "Index": 152}, {"Word": "in", "Confidence": 0.998, "X1": 0.92188, "Y1": 0.3802, "X2": 0.94141, "Y2": 0.38, "X3": 0.94141, "Y3": 0.3948, "X4": 0.92057, "Y4": 0.3958, "page": 0, "Index": 153}, {"Word": "response", "Confidence": 0.991, "X1": 0.0651, "Y1": 0.3982, "X2": 0.14714, "Y2": 0.398, "X3": 0.14714, "Y3": 0.4128, "X4": 0.06641, "Y4": 0.4138, "page": 0, "Index": 154}, {"Word": "to", "Confidence": 0.997, "X1": 0.15885, "Y1": 0.3982, "X2": 0.17839, "Y2": 0.398, "X3": 0.17839, "Y3": 0.4128, "X4": 0.16016, "Y4": 0.4128, "page": 0, "Index": 155}, {"Word": "the", "Confidence": 0.991, "X1": 0.19141, "Y1": 0.3982, "X2": 0.22396, "Y2": 0.398, "X3": 0.22396, "Y3": 0.4128, "X4": 0.19271, "Y4": 0.4128, "page": 0, "Index": 156}, {"Word": "Tobacco", "Confidence": 0.994, "X1": 0.23828, "Y1": 0.3982, "X2": 0.31641, "Y2": 0.398, "X3": 0.31641, "Y3": 0.4128, "X4": 0.23828, "Y4": 0.4128, "page": 0, "Index": 157}, {"Word": "Institute's", "Confidence": 0.991, "X1": 0.32812, "Y1": 0.3972, "X2": 0.43099, "Y2": 0.397, "X3": 0.43099, "Y3": 0.4128, "X4": 0.32812, "Y4": 0.4128, "page": 0, "Index": 158}, {"Word": "offer", "Confidence": 0.998, "X1": 0.44141, "Y1": 0.3972, "X2": 0.49349, "Y2": 0.397, "X3": 0.49349, "Y3": 0.4128, "X4": 0.4401, "Y4": 0.4128, "page": 0, "Index": 159}, {"Word": "to", "Confidence": 0.998, "X1": 0.50521, "Y1": 0.3972, "X2": 0.52474, "Y2": 0.397, "X3": 0.52474, "Y3": 0.4128, "X4": 0.50391, "Y4": 0.4128, "page": 0, "Index": 160}, {"Word": "test", "Confidence": 0.987, "X1": 0.53776, "Y1": 0.3972, "X2": 0.57552, "Y2": 0.397, "X3": 0.57552, "Y3": 0.4128, "X4": 0.53646, "Y4": 0.4128, "page": 0, "Index": 161}, {"Word": "at", "Confidence": 0.998, "X1": 0.58594, "Y1": 0.3972, "X2": 0.60938, "Y2": 0.397, "X3": 0.60807, "Y3": 0.4128, "X4": 0.58464, "Y4": 0.4128, "page": 0, "Index": 162}, {"Word": "its", "Confidence": 0.998, "X1": 0.61849, "Y1": 0.3972, "X2": 0.64714, "Y2": 0.397, "X3": 0.64583, "Y3": 0.4128, "X4": 0.61719, "Y4": 0.4128, "page": 0, "Index": 163}, {"Word": "expense,", "Confidence": 0.934, "X1": 0.65625, "Y1": 0.3972, "X2": 0.74479, "Y2": 0.397, "X3": 0.74349, "Y3": 0.4118, "X4": 0.65495, "Y4": 0.4128, "page": 0, "Index": 164}, {"Word": "the", "Confidence": 0.998, "X1": 0.7526, "Y1": 0.3972, "X2": 0.78385, "Y2": 0.397, "X3": 0.78255, "Y3": 0.4118, "X4": 0.7513, "Y4": 0.4118, "page": 0, "Index": 165}, {"Word": "air", "Confidence": 0.998, "X1": 0.79688, "Y1": 0.3972, "X2": 0.82682, "Y2": 0.397, "X3": 0.82552, "Y3": 0.4118, "X4": 0.79557, "Y4": 0.4118, "page": 0, "Index": 166}, {"Word": "quality", "Confidence": 0.996, "X1": 0.83854, "Y1": 0.3972, "X2": 0.90885, "Y2": 0.397, "X3": 0.90755, "Y3": 0.4118, "X4": 0.83724, "Y4": 0.4118, "page": 0, "Index": 167}, {"Word": "in", "Confidence": 0.998, "X1": 0.92188, "Y1": 0.3972, "X2": 0.94271, "Y2": 0.397, "X3": 0.94141, "Y3": 0.4118, "X4": 0.92057, "Y4": 0.4118, "page": 0, "Index": 168}, {"Word": "American", "Confidence": 0.995, "X1": 0.26953, "Y1": 0.4132, "X2": 0.35938, "Y2": 0.413, "X3": 0.36068, "Y3": 0.4278, "X4": 0.26953, "Y4": 0.4288, "page": 0, "Index": 169}, {"Word": "Cancer", "Confidence": 0.997, "X1": 0.3737, "Y1": 0.4132, "X2": 0.44271, "Y2": 0.413, "X3": 0.44401, "Y3": 0.4278, "X4": 0.375, "Y4": 0.4278, "page": 0, "Index": 170}, {"Word": "Society", "Confidence": 0.658, "X1": 0.45573, "Y1": 0.4132, "X2": 0.52604, "Y2": 0.413, "X3": 0.52604, "Y3": 0.4278, "X4": 0.45573, "Y4": 0.4278, "page": 0, "Index": 171}, {"Word": "--", "Confidence": 0.881, "X1": 0.53906, "Y1": 0.4132, "X2": 0.55859, "Y2": 0.413, "X3": 0.55859, "Y3": 0.4278, "X4": 0.53906, "Y4": 0.4278, "page": 0, "Index": 172}, {"Word": "provided", "Confidence": 0.992, "X1": 0.56641, "Y1": 0.4132, "X2": 0.65365, "Y2": 0.413, "X3": 0.65365, "Y3": 0.4278, "X4": 0.56641, "Y4": 0.4278, "page": 0, "Index": 173}, {"Word": "that", "Confidence": 0.989, "X1": 0.66797, "Y1": 0.4132, "X2": 0.71094, "Y2": 0.413, "X3": 0.71094, "Y3": 0.4268, "X4": 0.66797, "Y4": 0.4278, "page": 0, "Index": 174}, {"Word": "the", "Confidence": 0.998, "X1": 0.72135, "Y1": 0.4132, "X2": 0.75391, "Y2": 0.413, "X3": 0.75391, "Y3": 0.4268, "X4": 0.72005, "Y4": 0.4268, "page": 0, "Index": 175}, {"Word": "results", "Confidence": 0.933, "X1": 0.76562, "Y1": 0.4132, "X2": 0.83464, "Y2": 0.413, "X3": 0.83464, "Y3": 0.4268, "X4": 0.76562, "Y4": 0.4268, "page": 0, "Index": 176}, {"Word": "would", "Confidence": 0.998, "X1": 0.84635, "Y1": 0.4132, "X2": 0.90365, "Y2": 0.413, "X3": 0.90365, "Y3": 0.4258, "X4": 0.84635, "Y4": 0.4268, "page": 0, "Index": 177}, {"Word": "be", "Confidence": 0.997, "X1": 0.91927, "Y1": 0.4132, "X2": 0.94271, "Y2": 0.413, "X3": 0.94141, "Y3": 0.4258, "X4": 0.91927, "Y4": 0.4258, "page": 0, "Index": 178}, {"Word": "the", "Confidence": 0.996, "X1": 0.0651, "Y1": 0.4132, "X2": 0.09505, "Y2": 0.413, "X3": 0.09635, "Y3": 0.4288, "X4": 0.06641, "Y4": 0.4288, "page": 0, "Index": 179}, {"Word": "offices", "Confidence": 0.996, "X1": 0.10677, "Y1": 0.4132, "X2": 0.17708, "Y2": 0.413, "X3": 0.17839, "Y3": 0.4288, "X4": 0.10807, "Y4": 0.4288, "page": 0, "Index": 180}, {"Word": "of", "Confidence": 0.998, "X1": 0.1888, "Y1": 0.4132, "X2": 0.21094, "Y2": 0.413, "X3": 0.21224, "Y3": 0.4288, "X4": 0.1888, "Y4": 0.4288, "page": 0, "Index": 181}, {"Word": "the", "Confidence": 0.998, "X1": 0.22266, "Y1": 0.4132, "X2": 0.25521, "Y2": 0.413, "X3": 0.25521, "Y3": 0.4288, "X4": 0.22396, "Y4": 0.4288, "page": 0, "Index": 182}, {"Word": "published", "Confidence": 0.994, "X1": 0.0651, "Y1": 0.4292, "X2": 0.14974, "Y2": 0.429, "X3": 0.14974, "Y3": 0.4448, "X4": 0.0651, "Y4": 0.4448, "page": 0, "Index": 183}, {"Word": "and", "Confidence": 0.998, "X1": 0.16276, "Y1": 0.4292, "X2": 0.19661, "Y2": 0.429, "X3": 0.19661, "Y3": 0.4448, "X4": 0.16276, "Y4": 0.4448, "page": 0, "Index": 184}, {"Word": "the", "Confidence": 0.998, "X1": 0.21094, "Y1": 0.4292, "X2": 0.24089, "Y2": 0.429, "X3": 0.24089, "Y3": 0.4448, "X4": 0.21094, "Y4": 0.4448, "page": 0, "Index": 185}, {"Word": "recommendations", "Confidence": 0.993, "X1": 0.2526, "Y1": 0.4292, "X2": 0.41016, "Y2": 0.429, "X3": 0.41016, "Y3": 0.4438, "X4": 0.2526, "Y4": 0.4448, "page": 0, "Index": 186}, {"Word": "followed", "Confidence": 0.995, "X1": 0.41927, "Y1": 0.4292, "X2": 0.4987, "Y2": 0.429, "X3": 0.4974, "Y3": 0.4438, "X4": 0.41927, "Y4": 0.4438, "page": 0, "Index": 187}, {"Word": "-", "Confidence": 0.816, "X1": 0.51302, "Y1": 0.4292, "X2": 0.52474, "Y2": 0.429, "X3": 0.52344, "Y3": 0.4438, "X4": 0.51302, "Y4": 0.4438, "page": 0, "Index": 188}, {"Word": "as", "Confidence": 0.998, "X1": 0.55599, "Y1": 0.4302, "X2": 0.57812, "Y2": 0.43, "X3": 0.57812, "Y3": 0.4438, "X4": 0.55599, "Y4": 0.4438, "page": 0, "Index": 189}, {"Word": "announced", "Confidence": 0.994, "X1": 0.58854, "Y1": 0.4282, "X2": 0.68359, "Y2": 0.428, "X3": 0.68359, "Y3": 0.4438, "X4": 0.58854, "Y4": 0.4438, "page": 0, "Index": 190}, {"Word": "in", "Confidence": 0.998, "X1": 0.70052, "Y1": 0.4282, "X2": 0.71875, "Y2": 0.428, "X3": 0.71875, "Y3": 0.4428, "X4": 0.70052, "Y4": 0.4428, "page": 0, "Index": 191}, {"Word": "full-page", "Confidence": 0.977, "X1": 0.73307, "Y1": 0.4282, "X2": 0.81641, "Y2": 0.428, "X3": 0.81641, "Y3": 0.4428, "X4": 0.73307, "Y4": 0.4428, "page": 0, "Index": 192}, {"Word": "ads", "Confidence": 0.998, "X1": 0.82943, "Y1": 0.4282, "X2": 0.86198, "Y2": 0.428, "X3": 0.86198, "Y3": 0.4428, "X4": 0.82943, "Y4": 0.4428, "page": 0, "Index": 193}, {"Word": "run", "Confidence": 0.998, "X1": 0.8737, "Y1": 0.4292, "X2": 0.90495, "Y2": 0.429, "X3": 0.90365, "Y3": 0.4428, "X4": 0.8724, "Y4": 0.4428, "page": 0, "Index": 194}, {"Word": "on", "Confidence": 0.998, "X1": 0.92057, "Y1": 0.4292, "X2": 0.94271, "Y2": 0.429, "X3": 0.94141, "Y3": 0.4428, "X4": 0.91927, "Y4": 0.4428, "page": 0, "Index": 195}, {"Word": "11/17", "Confidence": 0.995, "X1": 0.06641, "Y1": 0.4452, "X2": 0.12109, "Y2": 0.445, "X3": 0.11979, "Y3": 0.4608, "X4": 0.06641, "Y4": 0.4608, "page": 0, "Index": 196}, {"Word": "in", "Confidence": 0.998, "X1": 0.12891, "Y1": 0.4452, "X2": 0.14974, "Y2": 0.445, "X3": 0.14974, "Y3": 0.4608, "X4": 0.12891, "Y4": 0.4608, "page": 0, "Index": 197}, {"Word": "7", "Confidence": 0.996, "X1": 0.16276, "Y1": 0.4452, "X2": 0.17448, "Y2": 0.445, "X3": 0.17318, "Y3": 0.4608, "X4": 0.16146, "Y4": 0.4608, "page": 0, "Index": 198}, {"Word": "newspapers", "Confidence": 0.991, "X1": 0.18229, "Y1": 0.4452, "X2": 0.29688, "Y2": 0.445, "X3": 0.29557, "Y3": 0.4608, "X4": 0.18229, "Y4": 0.4608, "page": 0, "Index": 199}, {"Word": "(Chicago", "Confidence": 0.995, "X1": 0.30339, "Y1": 0.4442, "X2": 0.39062, "Y2": 0.444, "X3": 0.39062, "Y3": 0.4598, "X4": 0.30339, "Y4": 0.4608, "page": 0, "Index": 200}, {"Word": "Tribune,", "Confidence": 0.918, "X1": 0.40234, "Y1": 0.4442, "X2": 0.49089, "Y2": 0.444, "X3": 0.48958, "Y3": 0.4598, "X4": 0.40104, "Y4": 0.4598, "page": 0, "Index": 201}, {"Word": "Los", "Confidence": 0.998, "X1": 0.49479, "Y1": 0.4442, "X2": 0.53385, "Y2": 0.444, "X3": 0.53255, "Y3": 0.4598, "X4": 0.49479, "Y4": 0.4598, "page": 0, "Index": 202}, {"Word": "Angeles", "Confidence": 0.996, "X1": 0.54167, "Y1": 0.4442, "X2": 0.61979, "Y2": 0.444, "X3": 0.61849, "Y3": 0.4598, "X4": 0.54036, "Y4": 0.4598, "page": 0, "Index": 203}, {"Word": "Times,", "Confidence": 0.995, "X1": 0.63151, "Y1": 0.4442, "X2": 0.69922, "Y2": 0.444, "X3": 0.69792, "Y3": 0.4598, "X4": 0.63021, "Y4": 0.4598, "page": 0, "Index": 204}, {"Word": "NYT,", "Confidence": 0.991, "X1": 0.70443, "Y1": 0.4442, "X2": 0.76562, "Y2": 0.444, "X3": 0.76432, "Y3": 0.4598, "X4": 0.70312, "Y4": 0.4598, "page": 0, "Index": 205}, {"Word": "Pittsburgh", "Confidence": 0.993, "X1": 0.77083, "Y1": 0.4452, "X2": 0.875, "Y2": 0.445, "X3": 0.8737, "Y3": 0.4588, "X4": 0.76953, "Y4": 0.4598, "page": 0, "Index": 206}, {"Word": "Press,", "Confidence": 0.994, "X1": 0.88672, "Y1": 0.4452, "X2": 0.94401, "Y2": 0.445, "X3": 0.94271, "Y3": 0.4588, "X4": 0.88542, "Y4": 0.4588, "page": 0, "Index": 207}, {"Word": "San", "Confidence": 0.994, "X1": 0.06641, "Y1": 0.4612, "X2": 0.09635, "Y2": 0.461, "X3": 0.09635, "Y3": 0.4758, "X4": 0.0651, "Y4": 0.4758, "page": 0, "Index": 208}, {"Word": "Francisco", "Confidence": 0.994, "X1": 0.11068, "Y1": 0.4612, "X2": 0.19792, "Y2": 0.461, "X3": 0.19661, "Y3": 0.4758, "X4": 0.10938, "Y4": 0.4758, "page": 0, "Index": 209}, {"Word": "Examiner,", "Confidence": 0.993, "X1": 0.20964, "Y1": 0.4602, "X2": 0.30599, "Y2": 0.46, "X3": 0.30469, "Y3": 0.4758, "X4": 0.20833, "Y4": 0.4758, "page": 0, "Index": 210}, {"Word": "USA", "Confidence": 0.998, "X1": 0.3151, "Y1": 0.4602, "X2": 0.35417, "Y2": 0.46, "X3": 0.35417, "Y3": 0.4758, "X4": 0.3151, "Y4": 0.4758, "page": 0, "Index": 211}, {"Word": "Today,", "Confidence": 0.993, "X1": 0.3737, "Y1": 0.4602, "X2": 0.4388, "Y2": 0.46, "X3": 0.4375, "Y3": 0.4758, "X4": 0.3724, "Y4": 0.4758, "page": 0, "Index": 212}, {"Word": "&", "Confidence": 0.991, "X1": 0.44661, "Y1": 0.4602, "X2": 0.45964, "Y2": 0.46, "X3": 0.45833, "Y3": 0.4758, "X4": 0.44531, "Y4": 0.4758, "page": 0, "Index": 213}, {"Word": "The", "Confidence": 0.998, "X1": 0.47786, "Y1": 0.4602, "X2": 0.51432, "Y2": 0.46, "X3": 0.51302, "Y3": 0.4758, "X4": 0.47656, "Y4": 0.4758, "page": 0, "Index": 214}, {"Word": "Washington", "Confidence": 0.994, "X1": 0.52734, "Y1": 0.4602, "X2": 0.6276, "Y2": 0.46, "X3": 0.6263, "Y3": 0.4758, "X4": 0.52604, "Y4": 0.4758, "page": 0, "Index": 215}, {"Word": "Post),", "Confidence": 0.991, "X1": 0.64323, "Y1": 0.4602, "X2": 0.69922, "Y2": 0.46, "X3": 0.69792, "Y3": 0.4758, "X4": 0.64193, "Y4": 0.4758, "page": 0, "Index": 216}, {"Word": "ACS", "Confidence": 0.998, "X1": 0.70703, "Y1": 0.4602, "X2": 0.7474, "Y2": 0.46, "X3": 0.74609, "Y3": 0.4758, "X4": 0.70573, "Y4": 0.4758, "page": 0, "Index": 217}, {"Word": "refused", "Confidence": 0.994, "X1": 0.75911, "Y1": 0.4602, "X2": 0.82682, "Y2": 0.46, "X3": 0.82552, "Y3": 0.4748, "X4": 0.75781, "Y4": 0.4758, "page": 0, "Index": 218}, {"Word": "saying", "Confidence": 0.997, "X1": 0.84245, "Y1": 0.4612, "X2": 0.90104, "Y2": 0.461, "X3": 0.89844, "Y3": 0.4748, "X4": 0.84115, "Y4": 0.4748, "page": 0, "Index": 219}, {"Word": "the", "Confidence": 0.998, "X1": 0.91406, "Y1": 0.4612, "X2": 0.94401, "Y2": 0.461, "X3": 0.94271, "Y3": 0.4748, "X4": 0.91276, "Y4": 0.4748, "page": 0, "Index": 220}, {"Word": "Great", "Confidence": 0.994, "X1": 0.0651, "Y1": 0.4772, "X2": 0.1224, "Y2": 0.477, "X3": 0.1224, "Y3": 0.4918, "X4": 0.0651, "Y4": 0.4918, "page": 0, "Index": 221}, {"Word": "American", "Confidence": 0.995, "X1": 0.13281, "Y1": 0.4772, "X2": 0.22396, "Y2": 0.477, "X3": 0.22396, "Y3": 0.4918, "X4": 0.13281, "Y4": 0.4918, "page": 0, "Index": 222}, {"Word": "Challenge", "Confidence": 0.995, "X1": 0.23698, "Y1": 0.4772, "X2": 0.33464, "Y2": 0.477, "X3": 0.33464, "Y3": 0.4918, "X4": 0.23698, "Y4": 0.4918, "page": 0, "Index": 223}, {"Word": "was", "Confidence": 0.998, "X1": 0.34635, "Y1": 0.4772, "X2": 0.38411, "Y2": 0.477, "X3": 0.38281, "Y3": 0.4918, "X4": 0.34635, "Y4": 0.4918, "page": 0, "Index": 224}, {"Word": "\"a", "Confidence": 0.964, "X1": 0.39323, "Y1": 0.4772, "X2": 0.41406, "Y2": 0.477, "X3": 0.41276, "Y3": 0.4918, "X4": 0.39323, "Y4": 0.4918, "page": 0, "Index": 225}, {"Word": "ploy", "Confidence": 0.988, "X1": 0.42448, "Y1": 0.4772, "X2": 0.46354, "Y2": 0.477, "X3": 0.46224, "Y3": 0.4918, "X4": 0.42318, "Y4": 0.4918, "page": 0, "Index": 226}, {"Word": "...", "Confidence": 0.996, "X1": 0.46745, "Y1": 0.4772, "X2": 0.47917, "Y2": 0.477, "X3": 0.47786, "Y3": 0.4918, "X4": 0.46615, "Y4": 0.4918, "page": 0, "Index": 227}, {"Word": "to", "Confidence": 0.997, "X1": 0.48307, "Y1": 0.4772, "X2": 0.5026, "Y2": 0.477, "X3": 0.5026, "Y3": 0.4918, "X4": 0.48177, "Y4": 0.4918, "page": 0, "Index": 228}, {"Word": "divert", "Confidence": 0.996, "X1": 0.51302, "Y1": 0.4772, "X2": 0.57682, "Y2": 0.477, "X3": 0.57552, "Y3": 0.4918, "X4": 0.51302, "Y4": 0.4918, "page": 0, "Index": 229}, {"Word": "public", "Confidence": 0.994, "X1": 0.58464, "Y1": 0.4762, "X2": 0.64844, "Y2": 0.476, "X3": 0.64844, "Y3": 0.4918, "X4": 0.58333, "Y4": 0.4918, "page": 0, "Index": 230}, {"Word": "attention", "Confidence": 0.994, "X1": 0.65885, "Y1": 0.4762, "X2": 0.7487, "Y2": 0.476, "X3": 0.7474, "Y3": 0.4908, "X4": 0.65885, "Y4": 0.4918, "page": 0, "Index": 231}, {"Word": "from", "Confidence": 0.987, "X1": 0.76172, "Y1": 0.4762, "X2": 0.80339, "Y2": 0.476, "X3": 0.80208, "Y3": 0.4908, "X4": 0.76042, "Y4": 0.4908, "page": 0, "Index": 232}, {"Word": "the", "Confidence": 0.998, "X1": 0.82292, "Y1": 0.4762, "X2": 0.85547, "Y2": 0.476, "X3": 0.85417, "Y3": 0.4908, "X4": 0.82292, "Y4": 0.4908, "page": 0, "Index": 233}, {"Word": "medical", "Confidence": 0.996, "X1": 0.86719, "Y1": 0.4762, "X2": 0.94401, "Y2": 0.476, "X3": 0.94271, "Y3": 0.4908, "X4": 0.86589, "Y4": 0.4908, "page": 0, "Index": 234}, {"Word": "and", "Confidence": 0.998, "X1": 0.06771, "Y1": 0.4942, "X2": 0.10026, "Y2": 0.494, "X3": 0.09896, "Y3": 0.5078, "X4": 0.06771, "Y4": 0.5078, "page": 0, "Index": 235}, {"Word": "social", "Confidence": 0.997, "X1": 0.11068, "Y1": 0.4932, "X2": 0.17057, "Y2": 0.493, "X3": 0.17057, "Y3": 0.5078, "X4": 0.10938, "Y4": 0.5078, "page": 0, "Index": 236}, {"Word": "realities", "Confidence": 0.732, "X1": 0.17578, "Y1": 0.4932, "X2": 0.25911, "Y2": 0.493, "X3": 0.25781, "Y3": 0.5078, "X4": 0.17578, "Y4": 0.5078, "page": 0, "Index": 237}, {"Word": "of", "Confidence": 0.998, "X1": 0.26693, "Y1": 0.4932, "X2": 0.28776, "Y2": 0.493, "X3": 0.28776, "Y3": 0.5078, "X4": 0.26562, "Y4": 0.5078, "page": 0, "Index": 238}, {"Word": "cigarette", "Confidence": 0.993, "X1": 0.29818, "Y1": 0.4922, "X2": 0.38672, "Y2": 0.492, "X3": 0.38542, "Y3": 0.5068, "X4": 0.29818, "Y4": 0.5078, "page": 0, "Index": 239}, {"Word": "smoking.\"", "Confidence": 0.957, "X1": 0.39453, "Y1": 0.4922, "X2": 0.49089, "Y2": 0.492, "X3": 0.48958, "Y3": 0.5068, "X4": 0.39323, "Y4": 0.5068, "page": 0, "Index": 240}, {"Word": "Though", "Confidence": 0.997, "X1": 0.4987, "Y1": 0.4922, "X2": 0.57031, "Y2": 0.492, "X3": 0.56901, "Y3": 0.5068, "X4": 0.4974, "Y4": 0.5068, "page": 0, "Index": 241}, {"Word": "Smokeout", "Confidence": 0.955, "X1": 0.58203, "Y1": 0.4922, "X2": 0.67839, "Y2": 0.492, "X3": 0.67708, "Y3": 0.5068, "X4": 0.58073, "Y4": 0.5068, "page": 0, "Index": 242}, {"Word": "events", "Confidence": 0.995, "X1": 0.6862, "Y1": 0.4922, "X2": 0.7513, "Y2": 0.492, "X3": 0.75, "Y3": 0.5068, "X4": 0.6862, "Y4": 0.5068, "page": 0, "Index": 243}, {"Word": "were", "Confidence": 0.99, "X1": 0.76042, "Y1": 0.4922, "X2": 0.80729, "Y2": 0.492, "X3": 0.80599, "Y3": 0.5068, "X4": 0.75911, "Y4": 0.5068, "page": 0, "Index": 244}, {"Word": "concentrated", "Confidence": 0.992, "X1": 0.81641, "Y1": 0.4932, "X2": 0.94141, "Y2": 0.493, "X3": 0.9401, "Y3": 0.5058, "X4": 0.81641, "Y4": 0.5068, "page": 0, "Index": 245}, {"Word": "around", "Confidence": 0.995, "X1": 0.06771, "Y1": 0.5092, "X2": 0.13281, "Y2": 0.509, "X3": 0.13281, "Y3": 0.5248, "X4": 0.06641, "Y4": 0.5248, "page": 0, "Index": 246}, {"Word": "the", "Confidence": 0.998, "X1": 0.14323, "Y1": 0.5092, "X2": 0.17708, "Y2": 0.509, "X3": 0.17578, "Y3": 0.5248, "X4": 0.14323, "Y4": 0.5248, "page": 0, "Index": 247}, {"Word": "ACS's", "Confidence": 0.994, "X1": 0.1875, "Y1": 0.5092, "X2": 0.24609, "Y2": 0.509, "X3": 0.24479, "Y3": 0.5238, "X4": 0.1875, "Y4": 0.5248, "page": 0, "Index": 248}, {"Word": "Philadelphia", "Confidence": 0.971, "X1": 0.2526, "Y1": 0.5082, "X2": 0.3776, "Y2": 0.508, "X3": 0.3776, "Y3": 0.5238, "X4": 0.2513, "Y4": 0.5238, "page": 0, "Index": 249}, {"Word": "office,", "Confidence": 0.995, "X1": 0.38802, "Y1": 0.5082, "X2": 0.45964, "Y2": 0.508, "X3": 0.45964, "Y3": 0.5238, "X4": 0.38672, "Y4": 0.5238, "page": 0, "Index": 250}, {"Word": "including", "Confidence": 0.993, "X1": 0.46484, "Y1": 0.5082, "X2": 0.55859, "Y2": 0.508, "X3": 0.55729, "Y3": 0.5238, "X4": 0.46354, "Y4": 0.5238, "page": 0, "Index": 251}, {"Word": "neighboring", "Confidence": 0.955, "X1": 0.57031, "Y1": 0.5082, "X2": 0.6875, "Y2": 0.508, "X3": 0.6862, "Y3": 0.5228, "X4": 0.56901, "Y4": 0.5238, "page": 0, "Index": 252}, {"Word": "hospitals,", "Confidence": 0.994, "X1": 0.70052, "Y1": 0.5082, "X2": 0.79948, "Y2": 0.508, "X3": 0.79818, "Y3": 0.5228, "X4": 0.69922, "Y4": 0.5228, "page": 0, "Index": 253}, {"Word": "the", "Confidence": 0.998, "X1": 0.80469, "Y1": 0.5082, "X2": 0.83724, "Y2": 0.508, "X3": 0.83594, "Y3": 0.5228, "X4": 0.80339, "Y4": 0.5228, "page": 0, "Index": 254}, {"Word": "following", "Confidence": 0.995, "X1": 0.84896, "Y1": 0.5082, "X2": 0.94401, "Y2": 0.508, "X3": 0.94271, "Y3": 0.5228, "X4": 0.84766, "Y4": 0.5228, "page": 0, "Index": 255}, {"Word": "Electric", "Confidence": 0.995, "X1": 0.86589, "Y1": 0.5242, "X2": 0.94271, "Y2": 0.524, "X3": 0.94271, "Y3": 0.5378, "X4": 0.86458, "Y4": 0.5378, "page": 0, "Index": 256}, {"Word": "companies", "Confidence": 0.772, "X1": 0.06771, "Y1": 0.5272, "X2": 0.16667, "Y2": 0.527, "X3": 0.16536, "Y3": 0.5408, "X4": 0.06641, "Y4": 0.5408, "page": 0, "Index": 257}, {"Word": "announced", "Confidence": 0.994, "X1": 0.18099, "Y1": 0.5262, "X2": 0.28385, "Y2": 0.526, "X3": 0.28255, "Y3": 0.5408, "X4": 0.17969, "Y4": 0.5408, "page": 0, "Index": 258}, {"Word": "special", "Confidence": 0.995, "X1": 0.30078, "Y1": 0.5262, "X2": 0.3724, "Y2": 0.526, "X3": 0.37109, "Y3": 0.5408, "X4": 0.30078, "Y4": 0.5408, "page": 0, "Index": 259}, {"Word": "\"quit\"", "Confidence": 0.885, "X1": 0.38542, "Y1": 0.5262, "X2": 0.44401, "Y2": 0.526, "X3": 0.44271, "Y3": 0.5408, "X4": 0.38411, "Y4": 0.5408, "page": 0, "Index": 260}, {"Word": "programs", "Confidence": 0.995, "X1": 0.45703, "Y1": 0.5252, "X2": 0.54688, "Y2": 0.525, "X3": 0.54688, "Y3": 0.5398, "X4": 0.45573, "Y4": 0.5408, "page": 0, "Index": 261}, {"Word": "to", "Confidence": 0.998, "X1": 0.5612, "Y1": 0.5252, "X2": 0.58073, "Y2": 0.525, "X3": 0.58073, "Y3": 0.5398, "X4": 0.5612, "Y4": 0.5398, "page": 0, "Index": 262}, {"Word": "mark", "Confidence": 0.985, "X1": 0.59766, "Y1": 0.5252, "X2": 0.64583, "Y2": 0.525, "X3": 0.64583, "Y3": 0.5398, "X4": 0.59635, "Y4": 0.5398, "page": 0, "Index": 263}, {"Word": "the", "Confidence": 0.998, "X1": 0.66406, "Y1": 0.5252, "X2": 0.69531, "Y2": 0.525, "X3": 0.69401, "Y3": 0.5398, "X4": 0.66276, "Y4": 0.5398, "page": 0, "Index": 264}, {"Word": "day:", "Confidence": 0.984, "X1": 0.71224, "Y1": 0.5252, "X2": 0.75911, "Y2": 0.525, "X3": 0.75781, "Y3": 0.5388, "X4": 0.71094, "Y4": 0.5398, "page": 0, "Index": 265}, {"Word": "General", "Confidence": 0.994, "X1": 0.77083, "Y1": 0.5242, "X2": 0.85156, "Y2": 0.524, "X3": 0.85026, "Y3": 0.5388, "X4": 0.76953, "Y4": 0.5388, "page": 0, "Index": 266}, {"Word": "(Valley", "Confidence": 0.944, "X1": 0.06771, "Y1": 0.5422, "X2": 0.13672, "Y2": 0.542, "X3": 0.13672, "Y3": 0.5568, "X4": 0.06641, "Y4": 0.5578, "page": 0, "Index": 267}, {"Word": "Forge),", "Confidence": 0.995, "X1": 0.14714, "Y1": 0.5412, "X2": 0.22135, "Y2": 0.541, "X3": 0.22135, "Y3": 0.5568, "X4": 0.14714, "Y4": 0.5568, "page": 0, "Index": 268}, {"Word": "Laventhol", "Confidence": 0.994, "X1": 0.22656, "Y1": 0.5412, "X2": 0.32943, "Y2": 0.541, "X3": 0.32943, "Y3": 0.5558, "X4": 0.22656, "Y4": 0.5568, "page": 0, "Index": 269}, {"Word": "&", "Confidence": 0.991, "X1": 0.33854, "Y1": 0.5412, "X2": 0.35156, "Y2": 0.541, "X3": 0.35026, "Y3": 0.5558, "X4": 0.33854, "Y4": 0.5558, "page": 0, "Index": 270}, {"Word": "Horwath,", "Confidence": 0.991, "X1": 0.36589, "Y1": 0.5412, "X2": 0.46094, "Y2": 0.541, "X3": 0.46094, "Y3": 0.5558, "X4": 0.36589, "Y4": 0.5558, "page": 0, "Index": 271}, {"Word": "McNeil", "Confidence": 0.933, "X1": 0.46745, "Y1": 0.5412, "X2": 0.54297, "Y2": 0.541, "X3": 0.54167, "Y3": 0.5548, "X4": 0.46745, "Y4": 0.5558, "page": 0, "Index": 272}, {"Word": "Pharmaceuticals,", "Confidence": 0.388, "X1": 0.55078, "Y1": 0.5402, "X2": 0.72135, "Y2": 0.54, "X3": 0.72005, "Y3": 0.5548, "X4": 0.54948, "Y4": 0.5548, "page": 0, "Index": 273}, {"Word": "Penn", "Confidence": 0.986, "X1": 0.72786, "Y1": 0.5402, "X2": 0.77604, "Y2": 0.54, "X3": 0.77474, "Y3": 0.5548, "X4": 0.72656, "Y4": 0.5548, "page": 0, "Index": 274}, {"Word": "Mutual,", "Confidence": 0.991, "X1": 0.78906, "Y1": 0.5402, "X2": 0.86979, "Y2": 0.54, "X3": 0.86849, "Y3": 0.5548, "X4": 0.78776, "Y4": 0.5548, "page": 0, "Index": 275}, {"Word": "Mellon", "Confidence": 0.995, "X1": 0.8763, "Y1": 0.5402, "X2": 0.9401, "Y2": 0.54, "X3": 0.9401, "Y3": 0.5548, "X4": 0.875, "Y4": 0.5548, "page": 0, "Index": 276}, {"Word": "Bank,", "Confidence": 0.991, "X1": 0.06771, "Y1": 0.5572, "X2": 0.125, "Y2": 0.557, "X3": 0.125, "Y3": 0.5718, "X4": 0.06641, "Y4": 0.5718, "page": 0, "Index": 277}, {"Word": "&", "Confidence": 0.996, "X1": 0.13281, "Y1": 0.5572, "X2": 0.14323, "Y2": 0.557, "X3": 0.14323, "Y3": 0.5718, "X4": 0.13281, "Y4": 0.5718, "page": 0, "Index": 278}, {"Word": "Richardson", "Confidence": 0.994, "X1": 0.16016, "Y1": 0.5572, "X2": 0.26953, "Y2": 0.557, "X3": 0.26953, "Y3": 0.5718, "X4": 0.16016, "Y4": 0.5718, "page": 0, "Index": 279}, {"Word": "Vicks.", "Confidence": 0.994, "X1": 0.28516, "Y1": 0.5572, "X2": 0.34896, "Y2": 0.557, "X3": 0.34896, "Y3": 0.5718, "X4": 0.28516, "Y4": 0.5718, "page": 0, "Index": 280}, {"Word": "Expressing", "Confidence": 0.994, "X1": 0.36849, "Y1": 0.5562, "X2": 0.47266, "Y2": 0.556, "X3": 0.47266, "Y3": 0.5708, "X4": 0.36849, "Y4": 0.5718, "page": 0, "Index": 281}, {"Word": "a", "Confidence": 0.996, "X1": 0.48438, "Y1": 0.5562, "X2": 0.49609, "Y2": 0.556, "X3": 0.49479, "Y3": 0.5708, "X4": 0.48438, "Y4": 0.5708, "page": 0, "Index": 282}, {"Word": "\"lighter\"", "Confidence": 0.955, "X1": 0.50911, "Y1": 0.5562, "X2": 0.59245, "Y2": 0.556, "X3": 0.59245, "Y3": 0.5708, "X4": 0.50781, "Y4": 0.5708, "page": 0, "Index": 283}, {"Word": "theme,", "Confidence": 0.995, "X1": 0.60156, "Y1": 0.5562, "X2": 0.67057, "Y2": 0.556, "X3": 0.67057, "Y3": 0.5708, "X4": 0.60156, "Y4": 0.5708, "page": 0, "Index": 284}, {"Word": "the", "Confidence": 0.998, "X1": 0.67839, "Y1": 0.5562, "X2": 0.70964, "Y2": 0.556, "X3": 0.70964, "Y3": 0.5708, "X4": 0.67839, "Y4": 0.5708, "page": 0, "Index": 285}, {"Word": "11th", "Confidence": 0.932, "X1": 0.72396, "Y1": 0.5562, "X2": 0.76432, "Y2": 0.556, "X3": 0.76432, "Y3": 0.5708, "X4": 0.72396, "Y4": 0.5708, "page": 0, "Index": 286}, {"Word": "Great", "Confidence": 0.997, "X1": 0.77865, "Y1": 0.5562, "X2": 0.83724, "Y2": 0.556, "X3": 0.83724, "Y3": 0.5698, "X4": 0.77865, "Y4": 0.5708, "page": 0, "Index": 287}, {"Word": "American", "Confidence": 0.629, "X1": 0.84896, "Y1": 0.5562, "X2": 0.9401, "Y2": 0.556, "X3": 0.9388, "Y3": 0.5698, "X4": 0.84896, "Y4": 0.5698, "page": 0, "Index": 288}, {"Word": "Smokeout", "Confidence": 0.891, "X1": 0.06771, "Y1": 0.5732, "X2": 0.16146, "Y2": 0.573, "X3": 0.16016, "Y3": 0.5878, "X4": 0.06771, "Y4": 0.5888, "page": 0, "Index": 289}, {"Word": "included", "Confidence": 0.971, "X1": 0.17448, "Y1": 0.5732, "X2": 0.25781, "Y2": 0.573, "X3": 0.25781, "Y3": 0.5878, "X4": 0.17318, "Y4": 0.5878, "page": 0, "Index": 290}, {"Word": "free", "Confidence": 0.981, "X1": 0.27474, "Y1": 0.5722, "X2": 0.31641, "Y2": 0.572, "X3": 0.3151, "Y3": 0.5878, "X4": 0.27344, "Y4": 0.5878, "page": 0, "Index": 291}, {"Word": "\"I'm", "Confidence": 0.993, "X1": 0.33203, "Y1": 0.5722, "X2": 0.36589, "Y2": 0.572, "X3": 0.36589, "Y3": 0.5868, "X4": 0.33073, "Y4": 0.5878, "page": 0, "Index": 292}, {"Word": "a", "Confidence": 0.995, "X1": 0.38672, "Y1": 0.5722, "X2": 0.39844, "Y2": 0.572, "X3": 0.39714, "Y3": 0.5868, "X4": 0.38672, "Y4": 0.5868, "page": 0, "Index": 293}, {"Word": "Born", "Confidence": 0.982, "X1": 0.41536, "Y1": 0.5722, "X2": 0.45964, "Y2": 0.572, "X3": 0.45833, "Y3": 0.5868, "X4": 0.41406, "Y4": 0.5868, "page": 0, "Index": 294}, {"Word": "Nonsmoker\"", "Confidence": 0.989, "X1": 0.47656, "Y1": 0.5722, "X2": 0.59635, "Y2": 0.572, "X3": 0.59505, "Y3": 0.5868, "X4": 0.47526, "Y4": 0.5868, "page": 0, "Index": 295}, {"Word": "T-shirts", "Confidence": 0.994, "X1": 0.61198, "Y1": 0.5722, "X2": 0.6888, "Y2": 0.572, "X3": 0.6888, "Y3": 0.5858, "X4": 0.61068, "Y4": 0.5868, "page": 0, "Index": 296}, {"Word": "given", "Confidence": 0.994, "X1": 0.70443, "Y1": 0.5722, "X2": 0.75781, "Y2": 0.572, "X3": 0.75651, "Y3": 0.5858, "X4": 0.70443, "Y4": 0.5858, "page": 0, "Index": 297}, {"Word": "to", "Confidence": 0.998, "X1": 0.77474, "Y1": 0.5722, "X2": 0.79557, "Y2": 0.572, "X3": 0.79427, "Y3": 0.5858, "X4": 0.77474, "Y4": 0.5858, "page": 0, "Index": 298}, {"Word": "newborns", "Confidence": 0.993, "X1": 0.8125, "Y1": 0.5722, "X2": 0.90755, "Y2": 0.572, "X3": 0.90625, "Y3": 0.5858, "X4": 0.8112, "Y4": 0.5858, "page": 0, "Index": 299}, {"Word": "in", "Confidence": 0.998, "X1": 0.92188, "Y1": 0.5722, "X2": 0.94141, "Y2": 0.572, "X3": 0.9401, "Y3": 0.5858, "X4": 0.92057, "Y4": 0.5858, "page": 0, "Index": 300}, {"Word": "hospitals,", "Confidence": 0.991, "X1": 0.06641, "Y1": 0.5892, "X2": 0.16276, "Y2": 0.589, "X3": 0.16276, "Y3": 0.6048, "X4": 0.06641, "Y4": 0.6048, "page": 0, "Index": 301}, {"Word": "Mr.", "Confidence": 0.995, "X1": 0.17057, "Y1": 0.5892, "X2": 0.20964, "Y2": 0.589, "X3": 0.20964, "Y3": 0.6038, "X4": 0.16927, "Y4": 0.6048, "page": 0, "Index": 302}, {"Word": "Potato", "Confidence": 0.997, "X1": 0.21875, "Y1": 0.5882, "X2": 0.28125, "Y2": 0.588, "X3": 0.28125, "Y3": 0.6038, "X4": 0.21745, "Y4": 0.6038, "page": 0, "Index": 303}, {"Word": "Head", "Confidence": 0.991, "X1": 0.29427, "Y1": 0.5882, "X2": 0.34375, "Y2": 0.588, "X3": 0.34375, "Y3": 0.6038, "X4": 0.29297, "Y4": 0.6038, "page": 0, "Index": 304}, {"Word": "--", "Confidence": 0.86, "X1": 0.35938, "Y1": 0.5882, "X2": 0.38021, "Y2": 0.588, "X3": 0.38021, "Y3": 0.6038, "X4": 0.35807, "Y4": 0.6038, "page": 0, "Index": 305}, {"Word": "the", "Confidence": 0.998, "X1": 0.38802, "Y1": 0.5882, "X2": 0.42188, "Y2": 0.588, "X3": 0.42057, "Y3": 0.6038, "X4": 0.38802, "Y4": 0.6038, "page": 0, "Index": 306}, {"Word": "official", "Confidence": 0.991, "X1": 0.43229, "Y1": 0.5882, "X2": 0.51302, "Y2": 0.588, "X3": 0.51302, "Y3": 0.6028, "X4": 0.43229, "Y4": 0.6038, "page": 0, "Index": 307}, {"Word": "GAS", "Confidence": 0.998, "X1": 0.52474, "Y1": 0.5882, "X2": 0.56641, "Y2": 0.588, "X3": 0.56641, "Y3": 0.6028, "X4": 0.52344, "Y4": 0.6028, "page": 0, "Index": 308}, {"Word": "\"spokespud\"", "Confidence": 0.941, "X1": 0.58333, "Y1": 0.5872, "X2": 0.70182, "Y2": 0.587, "X3": 0.70182, "Y3": 0.6028, "X4": 0.58203, "Y4": 0.6028, "page": 0, "Index": 309}, {"Word": "--", "Confidence": 0.994, "X1": 0.71354, "Y1": 0.5872, "X2": 0.73438, "Y2": 0.587, "X3": 0.73307, "Y3": 0.6028, "X4": 0.71224, "Y4": 0.6028, "page": 0, "Index": 310}, {"Word": "giving", "Confidence": 0.997, "X1": 0.74479, "Y1": 0.5882, "X2": 0.80729, "Y2": 0.588, "X3": 0.80599, "Y3": 0.6028, "X4": 0.74479, "Y4": 0.6028, "page": 0, "Index": 311}, {"Word": "his", "Confidence": 0.998, "X1": 0.82292, "Y1": 0.5882, "X2": 0.85417, "Y2": 0.588, "X3": 0.85286, "Y3": 0.6028, "X4": 0.82161, "Y4": 0.6028, "page": 0, "Index": 312}, {"Word": "pipe", "Confidence": 0.989, "X1": 0.86589, "Y1": 0.5882, "X2": 0.91016, "Y2": 0.588, "X3": 0.90885, "Y3": 0.6028, "X4": 0.86589, "Y4": 0.6028, "page": 0, "Index": 313}, {"Word": "to", "Confidence": 0.998, "X1": 0.92318, "Y1": 0.5882, "X2": 0.94271, "Y2": 0.588, "X3": 0.94271, "Y3": 0.6028, "X4": 0.92318, "Y4": 0.6028, "page": 0, "Index": 314}, {"Word": "Mayor", "Confidence": 0.997, "X1": 0.88672, "Y1": 0.6032, "X2": 0.94401, "Y2": 0.603, "X3": 0.94401, "Y3": 0.6178, "X4": 0.88672, "Y4": 0.6188, "page": 0, "Index": 315}, {"Word": "former", "Confidence": 0.997, "X1": 0.06771, "Y1": 0.6052, "X2": 0.13542, "Y2": 0.605, "X3": 0.13542, "Y3": 0.6208, "X4": 0.06641, "Y4": 0.6208, "page": 0, "Index": 316}, {"Word": "pipe-smoker", "Confidence": 0.99, "X1": 0.14844, "Y1": 0.6052, "X2": 0.26693, "Y2": 0.605, "X3": 0.26693, "Y3": 0.6208, "X4": 0.14844, "Y4": 0.6208, "page": 0, "Index": 317}, {"Word": "Surgeon", "Confidence": 0.989, "X1": 0.27995, "Y1": 0.6052, "X2": 0.35938, "Y2": 0.605, "X3": 0.35807, "Y3": 0.6198, "X4": 0.27995, "Y4": 0.6208, "page": 0, "Index": 318}, {"Word": "General", "Confidence": 0.996, "X1": 0.38021, "Y1": 0.6052, "X2": 0.45312, "Y2": 0.605, "X3": 0.45312, "Y3": 0.6198, "X4": 0.38021, "Y4": 0.6198, "page": 0, "Index": 319}, {"Word": "Koop", "Confidence": 0.994, "X1": 0.47005, "Y1": 0.6042, "X2": 0.51953, "Y2": 0.604, "X3": 0.51823, "Y3": 0.6198, "X4": 0.46875, "Y4": 0.6198, "page": 0, "Index": 320}, {"Word": "&", "Confidence": 0.991, "X1": 0.52995, "Y1": 0.6042, "X2": 0.54557, "Y2": 0.604, "X3": 0.54427, "Y3": 0.6198, "X4": 0.52995, "Y4": 0.6198, "page": 0, "Index": 321}, {"Word": "separately", "Confidence": 0.992, "X1": 0.5612, "Y1": 0.6042, "X2": 0.66667, "Y2": 0.604, "X3": 0.66536, "Y3": 0.6188, "X4": 0.5612, "Y4": 0.6198, "page": 0, "Index": 322}, {"Word": "to", "Confidence": 0.998, "X1": 0.67708, "Y1": 0.6042, "X2": 0.70052, "Y2": 0.604, "X3": 0.69922, "Y3": 0.6188, "X4": 0.67708, "Y4": 0.6188, "page": 0, "Index": 323}, {"Word": "Providence,", "Confidence": 0.98, "X1": 0.71615, "Y1": 0.6042, "X2": 0.83203, "Y2": 0.604, "X3": 0.83073, "Y3": 0.6188, "X4": 0.71615, "Y4": 0.6188, "page": 0, "Index": 324}, {"Word": "RI", "Confidence": 0.989, "X1": 0.84766, "Y1": 0.6042, "X2": 0.87109, "Y2": 0.604, "X3": 0.87109, "Y3": 0.6188, "X4": 0.84766, "Y4": 0.6188, "page": 0, "Index": 325}, {"Word": "Paolino,", "Confidence": 0.994, "X1": 0.06641, "Y1": 0.6212, "X2": 0.14974, "Y2": 0.621, "X3": 0.14844, "Y3": 0.6368, "X4": 0.06641, "Y4": 0.6368, "page": 0, "Index": 326}, {"Word": "and", "Confidence": 0.998, "X1": 0.15365, "Y1": 0.6212, "X2": 0.1901, "Y2": 0.621, "X3": 0.1888, "Y3": 0.6368, "X4": 0.15365, "Y4": 0.6368, "page": 0, "Index": 327}, {"Word": "Santa", "Confidence": 0.997, "X1": 0.20052, "Y1": 0.6212, "X2": 0.25651, "Y2": 0.621, "X3": 0.25521, "Y3": 0.6368, "X4": 0.20052, "Y4": 0.6368, "page": 0, "Index": 328}, {"Word": "Claus", "Confidence": 0.997, "X1": 0.26693, "Y1": 0.6212, "X2": 0.32292, "Y2": 0.621, "X3": 0.32161, "Y3": 0.6358, "X4": 0.26693, "Y4": 0.6368, "page": 0, "Index": 329}, {"Word": "joining", "Confidence": 0.997, "X1": 0.33203, "Y1": 0.6202, "X2": 0.40234, "Y2": 0.62, "X3": 0.40104, "Y3": 0.6358, "X4": 0.33203, "Y4": 0.6358, "page": 0, "Index": 330}, {"Word": "a", "Confidence": 0.994, "X1": 0.41276, "Y1": 0.6202, "X2": 0.42448, "Y2": 0.62, "X3": 0.42318, "Y3": 0.6358, "X4": 0.41276, "Y4": 0.6358, "page": 0, "Index": 331}, {"Word": "kickoff", "Confidence": 0.996, "X1": 0.43359, "Y1": 0.6202, "X2": 0.50911, "Y2": 0.62, "X3": 0.50781, "Y3": 0.6358, "X4": 0.43359, "Y4": 0.6358, "page": 0, "Index": 332}, {"Word": "in", "Confidence": 0.998, "X1": 0.51953, "Y1": 0.6202, "X2": 0.53906, "Y2": 0.62, "X3": 0.53776, "Y3": 0.6358, "X4": 0.51953, "Y4": 0.6358, "page": 0, "Index": 333}, {"Word": "Atlanta.", "Confidence": 0.88, "X1": 0.55078, "Y1": 0.6202, "X2": 0.63542, "Y2": 0.62, "X3": 0.63411, "Y3": 0.6348, "X4": 0.55078, "Y4": 0.6358, "page": 0, "Index": 334}, {"Word": "US", "Confidence": 0.998, "X1": 0.65495, "Y1": 0.6202, "X2": 0.68229, "Y2": 0.62, "X3": 0.68099, "Y3": 0.6348, "X4": 0.65495, "Y4": 0.6348, "page": 0, "Index": 335}, {"Word": "Healthcare", "Confidence": 0.663, "X1": 0.69531, "Y1": 0.6202, "X2": 0.80339, "Y2": 0.62, "X3": 0.80208, "Y3": 0.6348, "X4": 0.69531, "Y4": 0.6348, "page": 0, "Index": 336}, {"Word": "announced", "Confidence": 0.993, "X1": 0.8138, "Y1": 0.6212, "X2": 0.91797, "Y2": 0.621, "X3": 0.91667, "Y3": 0.6338, "X4": 0.8138, "Y4": 0.6348, "page": 0, "Index": 337}, {"Word": "a", "Confidence": 0.995, "X1": 0.92969, "Y1": 0.6212, "X2": 0.94141, "Y2": 0.621, "X3": 0.9401, "Y3": 0.6338, "X4": 0.92969, "Y4": 0.6338, "page": 0, "Index": 338}, {"Word": "\"SWAP\"", "Confidence": 0.612, "X1": 0.06901, "Y1": 0.6372, "X2": 0.14062, "Y2": 0.637, "X3": 0.14062, "Y3": 0.6528, "X4": 0.06901, "Y4": 0.6518, "page": 0, "Index": 339}, {"Word": "program", "Confidence": 0.995, "X1": 0.14974, "Y1": 0.6382, "X2": 0.22526, "Y2": 0.638, "X3": 0.22526, "Y3": 0.6528, "X4": 0.14974, "Y4": 0.6528, "page": 0, "Index": 340}, {"Word": ".-", "Confidence": 0.13, "X1": 0.24479, "Y1": 0.6382, "X2": 0.26302, "Y2": 0.638, "X3": 0.26432, "Y3": 0.6528, "X4": 0.24479, "Y4": 0.6528, "page": 0, "Index": 341}, {"Word": "apples", "Confidence": 0.994, "X1": 0.27344, "Y1": 0.6382, "X2": 0.33594, "Y2": 0.638, "X3": 0.33594, "Y3": 0.6518, "X4": 0.27344, "Y4": 0.6528, "page": 0, "Index": 342}, {"Word": "for", "Confidence": 0.998, "X1": 0.34635, "Y1": 0.6382, "X2": 0.37891, "Y2": 0.638, "X3": 0.38021, "Y3": 0.6518, "X4": 0.34635, "Y4": 0.6518, "page": 0, "Index": 343}, {"Word": "cigarettes.", "Confidence": 0.991, "X1": 0.39062, "Y1": 0.6372, "X2": 0.49349, "Y2": 0.637, "X3": 0.49349, "Y3": 0.6508, "X4": 0.39193, "Y4": 0.6518, "page": 0, "Index": 344}, {"Word": "Last", "Confidence": 0.994, "X1": 0.51953, "Y1": 0.6372, "X2": 0.5625, "Y2": 0.637, "X3": 0.5625, "Y3": 0.6508, "X4": 0.52083, "Y4": 0.6518, "page": 0, "Index": 345}, {"Word": "year", "Confidence": 0.625, "X1": 0.57422, "Y1": 0.6362, "X2": 0.61719, "Y2": 0.636, "X3": 0.61719, "Y3": 0.6508, "X4": 0.57422, "Y4": 0.6508, "page": 0, "Index": 346}, {"Word": "about", "Confidence": 0.998, "X1": 0.63021, "Y1": 0.6362, "X2": 0.6888, "Y2": 0.636, "X3": 0.6888, "Y3": 0.6508, "X4": 0.63021, "Y4": 0.6508, "page": 0, "Index": 347}, {"Word": "44%", "Confidence": 0.998, "X1": 0.70052, "Y1": 0.6362, "X2": 0.73438, "Y2": 0.636, "X3": 0.73438, "Y3": 0.6508, "X4": 0.70182, "Y4": 0.6508, "page": 0, "Index": 348}, {"Word": "of", "Confidence": 0.998, "X1": 0.7513, "Y1": 0.6362, "X2": 0.77474, "Y2": 0.636, "X3": 0.77474, "Y3": 0.6508, "X4": 0.7513, "Y4": 0.6508, "page": 0, "Index": 349}, {"Word": "smokers", "Confidence": 0.996, "X1": 0.78776, "Y1": 0.6362, "X2": 0.86849, "Y2": 0.636, "X3": 0.86849, "Y3": 0.6508, "X4": 0.78776, "Y4": 0.6508, "page": 0, "Index": 350}, {"Word": "(about", "Confidence": 0.997, "X1": 0.88021, "Y1": 0.6372, "X2": 0.94531, "Y2": 0.637, "X3": 0.94401, "Y3": 0.6508, "X4": 0.88021, "Y4": 0.6508, "page": 0, "Index": 351}, {"Word": "24mn)", "Confidence": 0.97, "X1": 0.06771, "Y1": 0.6532, "X2": 0.1276, "Y2": 0.653, "X3": 0.1276, "Y3": 0.6678, "X4": 0.06771, "Y4": 0.6678, "page": 0, "Index": 352}, {"Word": "participated", "Confidence": 0.991, "X1": 0.13411, "Y1": 0.6532, "X2": 0.25521, "Y2": 0.653, "X3": 0.25521, "Y3": 0.6678, "X4": 0.13411, "Y4": 0.6678, "page": 0, "Index": 353}, {"Word": "according", "Confidence": 0.995, "X1": 0.26823, "Y1": 0.6532, "X2": 0.36458, "Y2": 0.653, "X3": 0.36458, "Y3": 0.6678, "X4": 0.26823, "Y4": 0.6678, "page": 0, "Index": 354}, {"Word": "to", "Confidence": 0.998, "X1": 0.3763, "Y1": 0.6532, "X2": 0.39453, "Y2": 0.653, "X3": 0.39583, "Y3": 0.6678, "X4": 0.3763, "Y4": 0.6678, "page": 0, "Index": 355}, {"Word": "the", "Confidence": 0.998, "X1": 0.40755, "Y1": 0.6522, "X2": 0.4388, "Y2": 0.652, "X3": 0.4388, "Y3": 0.6668, "X4": 0.40755, "Y4": 0.6678, "page": 0, "Index": 356}, {"Word": "ACS.", "Confidence": 0.988, "X1": 0.45052, "Y1": 0.6522, "X2": 0.5, "Y2": 0.652, "X3": 0.5, "Y3": 0.6668, "X4": 0.45052, "Y4": 0.6668, "page": 0, "Index": 357}, {"Word": "Speaking", "Confidence": 0.992, "X1": 0.51953, "Y1": 0.6522, "X2": 0.60807, "Y2": 0.652, "X3": 0.60938, "Y3": 0.6668, "X4": 0.52083, "Y4": 0.6668, "page": 0, "Index": 358}, {"Word": "on", "Confidence": 0.998, "X1": 0.62109, "Y1": 0.6522, "X2": 0.64453, "Y2": 0.652, "X3": 0.64453, "Y3": 0.6668, "X4": 0.6224, "Y4": 0.6668, "page": 0, "Index": 359}, {"Word": "11/18", "Confidence": 0.995, "X1": 0.65885, "Y1": 0.6512, "X2": 0.71354, "Y2": 0.651, "X3": 0.71354, "Y3": 0.6668, "X4": 0.66016, "Y4": 0.6668, "page": 0, "Index": 360}, {"Word": "in", "Confidence": 0.998, "X1": 0.72656, "Y1": 0.6512, "X2": 0.74609, "Y2": 0.651, "X3": 0.7474, "Y3": 0.6658, "X4": 0.72656, "Y4": 0.6668, "page": 0, "Index": 361}, {"Word": "Cincinnati", "Confidence": 0.994, "X1": 0.75911, "Y1": 0.6522, "X2": 0.86849, "Y2": 0.652, "X3": 0.86849, "Y3": 0.6668, "X4": 0.76042, "Y4": 0.6658, "page": 0, "Index": 362}, {"Word": "at", "Confidence": 0.998, "X1": 0.8776, "Y1": 0.6522, "X2": 0.89974, "Y2": 0.652, "X3": 0.89974, "Y3": 0.6668, "X4": 0.8776, "Y4": 0.6668, "page": 0, "Index": 363}, {"Word": "the", "Confidence": 0.998, "X1": 0.91016, "Y1": 0.6522, "X2": 0.94271, "Y2": 0.652, "X3": 0.94271, "Y3": 0.6668, "X4": 0.91016, "Y4": 0.6668, "page": 0, "Index": 364}, {"Word": "White", "Confidence": 0.994, "X1": 0.06771, "Y1": 0.6692, "X2": 0.11849, "Y2": 0.669, "X3": 0.11849, "Y3": 0.6838, "X4": 0.06771, "Y4": 0.6848, "page": 0, "Index": 365}, {"Word": "House.", "Confidence": 0.551, "X1": 0.1263, "Y1": 0.6682, "X2": 0.1901, "Y2": 0.668, "X3": 0.1901, "Y3": 0.6838, "X4": 0.1263, "Y4": 0.6838, "page": 0, "Index": 366}, {"Word": "Conference", "Confidence": 0.992, "X1": 0.19401, "Y1": 0.6682, "X2": 0.29688, "Y2": 0.668, "X3": 0.29688, "Y3": 0.6838, "X4": 0.19401, "Y4": 0.6838, "page": 0, "Index": 367}, {"Word": "on", "Confidence": 0.998, "X1": 0.30729, "Y1": 0.6682, "X2": 0.33073, "Y2": 0.668, "X3": 0.32943, "Y3": 0.6838, "X4": 0.30729, "Y4": 0.6838, "page": 0, "Index": 368}, {"Word": "Drug", "Confidence": 0.991, "X1": 0.34245, "Y1": 0.6682, "X2": 0.38932, "Y2": 0.668, "X3": 0.38932, "Y3": 0.6828, "X4": 0.34245, "Y4": 0.6838, "page": 0, "Index": 369}, {"Word": "Abuse,", "Confidence": 0.991, "X1": 0.40104, "Y1": 0.6682, "X2": 0.46615, "Y2": 0.668, "X3": 0.46484, "Y3": 0.6828, "X4": 0.40104, "Y4": 0.6828, "page": 0, "Index": 370}, {"Word": "HHS", "Confidence": 0.996, "X1": 0.47135, "Y1": 0.6682, "X2": 0.51432, "Y2": 0.668, "X3": 0.51432, "Y3": 0.6828, "X4": 0.47135, "Y4": 0.6828, "page": 0, "Index": 371}, {"Word": "Sec.", "Confidence": 0.933, "X1": 0.52474, "Y1": 0.6682, "X2": 0.56641, "Y2": 0.668, "X3": 0.56641, "Y3": 0.6828, "X4": 0.52474, "Y4": 0.6828, "page": 0, "Index": 372}, {"Word": "Bowen", "Confidence": 0.998, "X1": 0.57161, "Y1": 0.6682, "X2": 0.63021, "Y2": 0.668, "X3": 0.63021, "Y3": 0.6828, "X4": 0.57161, "Y4": 0.6828, "page": 0, "Index": 373}, {"Word": "said", "Confidence": 0.988, "X1": 0.64193, "Y1": 0.6672, "X2": 0.67969, "Y2": 0.667, "X3": 0.67969, "Y3": 0.6828, "X4": 0.64193, "Y4": 0.6828, "page": 0, "Index": 374}, {"Word": "\"I", "Confidence": 0.85, "X1": 0.69271, "Y1": 0.6672, "X2": 0.71224, "Y2": 0.667, "X3": 0.71094, "Y3": 0.6828, "X4": 0.69141, "Y4": 0.6828, "page": 0, "Index": 375}, {"Word": "think", "Confidence": 0.845, "X1": 0.72005, "Y1": 0.6672, "X2": 0.76823, "Y2": 0.667, "X3": 0.76823, "Y3": 0.6828, "X4": 0.72005, "Y4": 0.6828, "page": 0, "Index": 376}, {"Word": "if", "Confidence": 0.998, "X1": 0.78125, "Y1": 0.6672, "X2": 0.79948, "Y2": 0.667, "X3": 0.79948, "Y3": 0.6828, "X4": 0.78125, "Y4": 0.6828, "page": 0, "Index": 377}, {"Word": "you", "Confidence": 0.998, "X1": 0.8112, "Y1": 0.6672, "X2": 0.84505, "Y2": 0.667, "X3": 0.84375, "Y3": 0.6818, "X4": 0.8099, "Y4": 0.6828, "page": 0, "Index": 378}, {"Word": "can", "Confidence": 0.998, "X1": 0.85547, "Y1": 0.6672, "X2": 0.88672, "Y2": 0.667, "X3": 0.88672, "Y3": 0.6818, "X4": 0.85547, "Y4": 0.6818, "page": 0, "Index": 379}, {"Word": "keep", "Confidence": 0.958, "X1": 0.89844, "Y1": 0.6672, "X2": 0.94141, "Y2": 0.667, "X3": 0.94141, "Y3": 0.6818, "X4": 0.89844, "Y4": 0.6818, "page": 0, "Index": 380}, {"Word": "young", "Confidence": 0.848, "X1": 0.06771, "Y1": 0.6862, "X2": 0.11979, "Y2": 0.686, "X3": 0.11849, "Y3": 0.7018, "X4": 0.06641, "Y4": 0.7018, "page": 0, "Index": 381}, {"Word": "people", "Confidence": 0.991, "X1": 0.13411, "Y1": 0.6852, "X2": 0.19271, "Y2": 0.685, "X3": 0.19271, "Y3": 0.7008, "X4": 0.13281, "Y4": 0.7018, "page": 0, "Index": 382}, {"Word": "from", "Confidence": 0.988, "X1": 0.20443, "Y1": 0.6852, "X2": 0.24479, "Y2": 0.685, "X3": 0.24349, "Y3": 0.7008, "X4": 0.20312, "Y4": 0.7008, "page": 0, "Index": 383}, {"Word": "starting", "Confidence": 0.995, "X1": 0.26302, "Y1": 0.6852, "X2": 0.33333, "Y2": 0.685, "X3": 0.33333, "Y3": 0.6998, "X4": 0.26172, "Y4": 0.7008, "page": 0, "Index": 384}, {"Word": "on", "Confidence": 0.998, "X1": 0.34635, "Y1": 0.6852, "X2": 0.36979, "Y2": 0.685, "X3": 0.36849, "Y3": 0.6998, "X4": 0.34505, "Y4": 0.6998, "page": 0, "Index": 385}, {"Word": "cigarettes,", "Confidence": 0.991, "X1": 0.38281, "Y1": 0.6842, "X2": 0.48047, "Y2": 0.684, "X3": 0.47917, "Y3": 0.6998, "X4": 0.38281, "Y4": 0.6998, "page": 0, "Index": 386}, {"Word": "a", "Confidence": 0.994, "X1": 0.48698, "Y1": 0.6842, "X2": 0.4987, "Y2": 0.684, "X3": 0.4987, "Y3": 0.6998, "X4": 0.48698, "Y4": 0.6998, "page": 0, "Index": 387}, {"Word": "lower", "Confidence": 0.997, "X1": 0.51172, "Y1": 0.6842, "X2": 0.5651, "Y2": 0.684, "X3": 0.5651, "Y3": 0.6998, "X4": 0.51172, "Y4": 0.6998, "page": 0, "Index": 388}, {"Word": "percentage", "Confidence": 0.994, "X1": 0.57552, "Y1": 0.6842, "X2": 0.67578, "Y2": 0.684, "X3": 0.67448, "Y3": 0.6988, "X4": 0.57552, "Y4": 0.6998, "page": 0, "Index": 389}, {"Word": "of", "Confidence": 0.998, "X1": 0.6875, "Y1": 0.6842, "X2": 0.70964, "Y2": 0.684, "X3": 0.70964, "Y3": 0.6988, "X4": 0.6875, "Y4": 0.6988, "page": 0, "Index": 390}, {"Word": "them", "Confidence": 0.986, "X1": 0.72266, "Y1": 0.6842, "X2": 0.76172, "Y2": 0.684, "X3": 0.76172, "Y3": 0.6988, "X4": 0.72135, "Y4": 0.6988, "page": 0, "Index": 391}, {"Word": "would", "Confidence": 0.997, "X1": 0.78255, "Y1": 0.6842, "X2": 0.83594, "Y2": 0.684, "X3": 0.83594, "Y3": 0.6988, "X4": 0.78125, "Y4": 0.6988, "page": 0, "Index": 392}, {"Word": "go", "Confidence": 0.995, "X1": 0.85156, "Y1": 0.6842, "X2": 0.8737, "Y2": 0.684, "X3": 0.8737, "Y3": 0.6988, "X4": 0.85156, "Y4": 0.6988, "page": 0, "Index": 393}, {"Word": "on", "Confidence": 0.998, "X1": 0.88542, "Y1": 0.6842, "X2": 0.90755, "Y2": 0.684, "X3": 0.90755, "Y3": 0.6988, "X4": 0.88542, "Y4": 0.6988, "page": 0, "Index": 394}, {"Word": "to", "Confidence": 0.998, "X1": 0.92318, "Y1": 0.6842, "X2": 0.94401, "Y2": 0.684, "X3": 0.94401, "Y3": 0.6988, "X4": 0.92318, "Y4": 0.6988, "page": 0, "Index": 395}, {"Word": "use", "Confidence": 0.848, "X1": 0.06901, "Y1": 0.7022, "X2": 0.09375, "Y2": 0.702, "X3": 0.09245, "Y3": 0.7178, "X4": 0.06771, "Y4": 0.7188, "page": 0, "Index": 396}, {"Word": "drugs\"", "Confidence": 0.991, "X1": 0.09766, "Y1": 0.7012, "X2": 0.15625, "Y2": 0.701, "X3": 0.15495, "Y3": 0.7178, "X4": 0.09766, "Y4": 0.7178, "page": 0, "Index": 397}, {"Word": "(AP", "Confidence": 0.998, "X1": 0.16016, "Y1": 0.7012, "X2": 0.19531, "Y2": 0.701, "X3": 0.19531, "Y3": 0.7168, "X4": 0.16016, "Y4": 0.7178, "page": 0, "Index": 398}, {"Word": "11/18,", "Confidence": 0.993, "X1": 0.20312, "Y1": 0.7002, "X2": 0.25781, "Y2": 0.7, "X3": 0.25781, "Y3": 0.7168, "X4": 0.20182, "Y4": 0.7168, "page": 0, "Index": 399}, {"Word": "PRN", "Confidence": 0.998, "X1": 0.26172, "Y1": 0.7002, "X2": 0.30078, "Y2": 0.7, "X3": 0.30078, "Y3": 0.7158, "X4": 0.26172, "Y4": 0.7168, "page": 0, "Index": 400}, {"Word": "11/17", "Confidence": 0.996, "X1": 0.3125, "Y1": 0.6992, "X2": 0.36458, "Y2": 0.699, "X3": 0.36458, "Y3": 0.7158, "X4": 0.3125, "Y4": 0.7158, "page": 0, "Index": 401}, {"Word": "&", "Confidence": 0.996, "X1": 0.36979, "Y1": 0.6992, "X2": 0.38151, "Y2": 0.699, "X3": 0.38151, "Y3": 0.7158, "X4": 0.36979, "Y4": 0.7158, "page": 0, "Index": 402}, {"Word": "18,", "Confidence": 0.991, "X1": 0.39062, "Y1": 0.6992, "X2": 0.41927, "Y2": 0.699, "X3": 0.41927, "Y3": 0.7158, "X4": 0.39062, "Y4": 0.7158, "page": 0, "Index": 403}, {"Word": "UPI", "Confidence": 0.991, "X1": 0.42318, "Y1": 0.6992, "X2": 0.45964, "Y2": 0.699, "X3": 0.46094, "Y3": 0.7158, "X4": 0.42318, "Y4": 0.7158, "page": 0, "Index": 404}, {"Word": "11'/17", "Confidence": 0.401, "X1": 0.46484, "Y1": 0.6992, "X2": 0.51693, "Y2": 0.699, "X3": 0.51693, "Y3": 0.7158, "X4": 0.46484, "Y4": 0.7158, "page": 0, "Index": 405}, {"Word": "&", "Confidence": 0.998, "X1": 0.52083, "Y1": 0.6992, "X2": 0.53385, "Y2": 0.699, "X3": 0.53385, "Y3": 0.7158, "X4": 0.52083, "Y4": 0.7158, "page": 0, "Index": 406}, {"Word": "18).", "Confidence": 0.991, "X1": 0.54297, "Y1": 0.7002, "X2": 0.57812, "Y2": 0.7, "X3": 0.57812, "Y3": 0.7158, "X4": 0.54427, "Y4": 0.7158, "page": 0, "Index": 407}, {"Word": "SMOKE-FREE", "Confidence": 0.992, "X1": 0.06641, "Y1": 0.7302, "X2": 0.19401, "Y2": 0.73, "X3": 0.19401, "Y3": 0.7468, "X4": 0.06641, "Y4": 0.7478, "page": 0, "Index": 408}, {"Word": "PLACES:", "Confidence": 0.991, "X1": 0.19922, "Y1": 0.7302, "X2": 0.28385, "Y2": 0.73, "X3": 0.28385, "Y3": 0.7468, "X4": 0.19922, "Y4": 0.7468, "page": 0, "Index": 409}, {"Word": "HOTELS,", "Confidence": 0.992, "X1": 0.28906, "Y1": 0.7302, "X2": 0.3776, "Y2": 0.73, "X3": 0.3776, "Y3": 0.7468, "X4": 0.28906, "Y4": 0.7468, "page": 0, "Index": 410}, {"Word": "USG", "Confidence": 0.998, "X1": 0.38151, "Y1": 0.7302, "X2": 0.42188, "Y2": 0.73, "X3": 0.42188, "Y3": 0.7468, "X4": 0.38151, "Y4": 0.7468, "page": 0, "Index": 411}, {"Word": "STATUS,", "Confidence": 0.995, "X1": 0.42969, "Y1": 0.7302, "X2": 0.51823, "Y2": 0.73, "X3": 0.51823, "Y3": 0.7468, "X4": 0.42969, "Y4": 0.7468, "page": 0, "Index": 412}, {"Word": "BETH-ISRAEL,", "Confidence": 0.991, "X1": 0.52214, "Y1": 0.7302, "X2": 0.66667, "Y2": 0.73, "X3": 0.66667, "Y3": 0.7458, "X4": 0.52214, "Y4": 0.7468, "page": 0, "Index": 413}, {"Word": "NIH,", "Confidence": 0.989, "X1": 0.67057, "Y1": 0.7302, "X2": 0.72005, "Y2": 0.73, "X3": 0.71875, "Y3": 0.7458, "X4": 0.67057, "Y4": 0.7458, "page": 0, "Index": 414}, {"Word": "A", "Confidence": 0.995, "X1": 0.72396, "Y1": 0.7302, "X2": 0.73698, "Y2": 0.73, "X3": 0.73568, "Y3": 0.7458, "X4": 0.72396, "Y4": 0.7458, "page": 0, "Index": 415}, {"Word": "$1,350", "Confidence": 0.991, "X1": 0.74219, "Y1": 0.7302, "X2": 0.80339, "Y2": 0.73, "X3": 0.80339, "Y3": 0.7458, "X4": 0.74219, "Y4": 0.7458, "page": 0, "Index": 416}, {"Word": "COURSE", "Confidence": 0.997, "X1": 0.80859, "Y1": 0.7302, "X2": 0.89062, "Y2": 0.73, "X3": 0.89062, "Y3": 0.7458, "X4": 0.80729, "Y4": 0.7458, "page": 0, "Index": 417}, {"Word": "There", "Confidence": 0.994, "X1": 0.16146, "Y1": 0.7482, "X2": 0.21615, "Y2": 0.748, "X3": 0.21615, "Y3": 0.7648, "X4": 0.16146, "Y4": 0.7658, "page": 0, "Index": 418}, {"Word": "are", "Confidence": 0.998, "X1": 0.22656, "Y1": 0.7482, "X2": 0.25911, "Y2": 0.748, "X3": 0.25911, "Y3": 0.7648, "X4": 0.22656, "Y4": 0.7648, "page": 0, "Index": 419}, {"Word": "an", "Confidence": 0.998, "X1": 0.26953, "Y1": 0.7482, "X2": 0.29297, "Y2": 0.748, "X3": 0.29297, "Y3": 0.7648, "X4": 0.26953, "Y4": 0.7648, "page": 0, "Index": 420}, {"Word": "estimated", "Confidence": 0.991, "X1": 0.30469, "Y1": 0.7482, "X2": 0.39844, "Y2": 0.748, "X3": 0.39844, "Y3": 0.7638, "X4": 0.30469, "Y4": 0.7648, "page": 0, "Index": 421}, {"Word": "50,000-60,000", "Confidence": 0.955, "X1": 0.41016, "Y1": 0.7482, "X2": 0.54167, "Y2": 0.748, "X3": 0.54167, "Y3": 0.7628, "X4": 0.41016, "Y4": 0.7638, "page": 0, "Index": 422}, {"Word": "non-smoking", "Confidence": 0.993, "X1": 0.55208, "Y1": 0.7482, "X2": 0.67708, "Y2": 0.748, "X3": 0.67708, "Y3": 0.7628, "X4": 0.55208, "Y4": 0.7628, "page": 0, "Index": 423}, {"Word": "hotel", "Confidence": 0.997, "X1": 0.6875, "Y1": 0.7472, "X2": 0.74219, "Y2": 0.747, "X3": 0.74219, "Y3": 0.7618, "X4": 0.6888, "Y4": 0.7628, "page": 0, "Index": 424}, {"Word": "rooms", "Confidence": 0.997, "X1": 0.75, "Y1": 0.7472, "X2": 0.8099, "Y2": 0.747, "X3": 0.8112, "Y3": 0.7618, "X4": 0.75, "Y4": 0.7618, "page": 0, "Index": 425}, {"Word": "available", "Confidence": 0.991, "X1": 0.82031, "Y1": 0.7472, "X2": 0.91146, "Y2": 0.747, "X3": 0.91276, "Y3": 0.7618, "X4": 0.82031, "Y4": 0.7618, "page": 0, "Index": 426}, {"Word": "in", "Confidence": 0.998, "X1": 0.92188, "Y1": 0.7472, "X2": 0.94141, "Y2": 0.747, "X3": 0.94141, "Y3": 0.7618, "X4": 0.92188, "Y4": 0.7618, "page": 0, "Index": 427}, {"Word": "announced", "Confidence": 0.994, "X1": 0.84505, "Y1": 0.7652, "X2": 0.94141, "Y2": 0.765, "X3": 0.94271, "Y3": 0.7778, "X4": 0.84635, "Y4": 0.7788, "page": 0, "Index": 428}, {"Word": "the", "Confidence": 0.905, "X1": 0.15885, "Y1": 0.7652, "X2": 0.1888, "Y2": 0.765, "X3": 0.1888, "Y3": 0.7808, "X4": 0.15885, "Y4": 0.7808, "page": 0, "Index": 429}, {"Word": "US,", "Confidence": 0.799, "X1": 0.19792, "Y1": 0.7652, "X2": 0.23698, "Y2": 0.765, "X3": 0.23698, "Y3": 0.7808, "X4": 0.19792, "Y4": 0.7808, "page": 0, "Index": 430}, {"Word": "according", "Confidence": 0.995, "X1": 0.24089, "Y1": 0.7642, "X2": 0.32943, "Y2": 0.764, "X3": 0.32943, "Y3": 0.7808, "X4": 0.24089, "Y4": 0.7808, "page": 0, "Index": 431}, {"Word": "to", "Confidence": 0.998, "X1": 0.33854, "Y1": 0.7642, "X2": 0.35938, "Y2": 0.764, "X3": 0.35938, "Y3": 0.7808, "X4": 0.33984, "Y4": 0.7808, "page": 0, "Index": 432}, {"Word": "Holiday", "Confidence": 0.996, "X1": 0.36849, "Y1": 0.7642, "X2": 0.4401, "Y2": 0.764, "X3": 0.4401, "Y3": 0.7808, "X4": 0.36849, "Y4": 0.7808, "page": 0, "Index": 433}, {"Word": "Inns", "Confidence": 0.982, "X1": 0.44922, "Y1": 0.7642, "X2": 0.49219, "Y2": 0.764, "X3": 0.49219, "Y3": 0.7798, "X4": 0.45052, "Y4": 0.7808, "page": 0, "Index": 434}, {"Word": "(PRN", "Confidence": 0.998, "X1": 0.4987, "Y1": 0.7642, "X2": 0.54427, "Y2": 0.764, "X3": 0.54557, "Y3": 0.7798, "X4": 0.5, "Y4": 0.7798, "page": 0, "Index": 435}, {"Word": "11/18).", "Confidence": 0.968, "X1": 0.5625, "Y1": 0.7632, "X2": 0.63021, "Y2": 0.763, "X3": 0.63151, "Y3": 0.7798, "X4": 0.5638, "Y4": 0.7798, "page": 0, "Index": 436}, {"Word": "US", "Confidence": 0.998, "X1": 0.64974, "Y1": 0.7642, "X2": 0.67708, "Y2": 0.764, "X3": 0.67708, "Y3": 0.7798, "X4": 0.65104, "Y4": 0.7798, "page": 0, "Index": 437}, {"Word": "Gypsum,", "Confidence": 0.993, "X1": 0.6875, "Y1": 0.7642, "X2": 0.77214, "Y2": 0.764, "X3": 0.77344, "Y3": 0.7788, "X4": 0.6888, "Y4": 0.7798, "page": 0, "Index": 438}, {"Word": "which", "Confidence": 0.994, "X1": 0.77865, "Y1": 0.7642, "X2": 0.83594, "Y2": 0.764, "X3": 0.83594, "Y3": 0.7788, "X4": 0.77995, "Y4": 0.7788, "page": 0, "Index": 439}, {"Word": "1/87", "Confidence": 0.994, "X1": 0.16146, "Y1": 0.7812, "X2": 0.20052, "Y2": 0.781, "X3": 0.20052, "Y3": 0.7968, "X4": 0.16146, "Y4": 0.7968, "page": 0, "Index": 440}, {"Word": "a", "Confidence": 0.995, "X1": 0.21094, "Y1": 0.7812, "X2": 0.22266, "Y2": 0.781, "X3": 0.22266, "Y3": 0.7968, "X4": 0.21094, "Y4": 0.7968, "page": 0, "Index": 441}, {"Word": "non-smoking", "Confidence": 0.993, "X1": 0.23568, "Y1": 0.7812, "X2": 0.35026, "Y2": 0.781, "X3": 0.35026, "Y3": 0.7958, "X4": 0.23568, "Y4": 0.7968, "page": 0, "Index": 442}, {"Word": "policy", "Confidence": 0.997, "X1": 0.36198, "Y1": 0.7812, "X2": 0.41927, "Y2": 0.781, "X3": 0.41927, "Y3": 0.7958, "X4": 0.36198, "Y4": 0.7958, "page": 0, "Index": 443}, {"Word": "for", "Confidence": 0.998, "X1": 0.43099, "Y1": 0.7812, "X2": 0.46354, "Y2": 0.781, "X3": 0.46354, "Y3": 0.7958, "X4": 0.43099, "Y4": 0.7958, "page": 0, "Index": 444}, {"Word": "its", "Confidence": 0.998, "X1": 0.47396, "Y1": 0.7802, "X2": 0.5, "Y2": 0.78, "X3": 0.5, "Y3": 0.7958, "X4": 0.47396, "Y4": 0.7958, "page": 0, "Index": 445}, {"Word": "fibers", "Confidence": 0.996, "X1": 0.51172, "Y1": 0.7802, "X2": 0.56771, "Y2": 0.78, "X3": 0.56771, "Y3": 0.7958, "X4": 0.51172, "Y4": 0.7958, "page": 0, "Index": 446}, {"Word": "division", "Confidence": 0.996, "X1": 0.57812, "Y1": 0.7802, "X2": 0.65104, "Y2": 0.78, "X3": 0.65104, "Y3": 0.7958, "X4": 0.57812, "Y4": 0.7958, "page": 0, "Index": 447}, {"Word": "employees", "Confidence": 0.94, "X1": 0.66536, "Y1": 0.7802, "X2": 0.76042, "Y2": 0.78, "X3": 0.76042, "Y3": 0.7948, "X4": 0.66536, "Y4": 0.7958, "page": 0, "Index": 448}, {"Word": "at", "Confidence": 0.995, "X1": 0.76953, "Y1": 0.7802, "X2": 0.79297, "Y2": 0.78, "X3": 0.79297, "Y3": 0.7948, "X4": 0.76953, "Y4": 0.7948, "page": 0, "Index": 449}, {"Word": "work", "Confidence": 0.991, "X1": 0.80469, "Y1": 0.7802, "X2": 0.85026, "Y2": 0.78, "X3": 0.85026, "Y3": 0.7948, "X4": 0.80469, "Y4": 0.7948, "page": 0, "Index": 450}, {"Word": "AND", "Confidence": 0.998, "X1": 0.86589, "Y1": 0.7802, "X2": 0.90625, "Y2": 0.78, "X3": 0.90625, "Y3": 0.7948, "X4": 0.86589, "Y4": 0.7948, "page": 0, "Index": 451}, {"Word": "at", "Confidence": 0.998, "X1": 0.92448, "Y1": 0.7802, "X2": 0.94661, "Y2": 0.78, "X3": 0.94661, "Y3": 0.7948, "X4": 0.92448, "Y4": 0.7948, "page": 0, "Index": 452}, {"Word": "home,", "Confidence": 0.994, "X1": 0.16016, "Y1": 0.7962, "X2": 0.22005, "Y2": 0.796, "X3": 0.21875, "Y3": 0.8118, "X4": 0.16016, "Y4": 0.8118, "page": 0, "Index": 453}, {"Word": "eff.", "Confidence": 0.955, "X1": 0.22526, "Y1": 0.7962, "X2": 0.26693, "Y2": 0.796, "X3": 0.26693, "Y3": 0.8118, "X4": 0.22526, "Y4": 0.8118, "page": 0, "Index": 454}, {"Word": "9/1/87,", "Confidence": 0.994, "X1": 0.27214, "Y1": 0.7962, "X2": 0.34896, "Y2": 0.796, "X3": 0.34896, "Y3": 0.8118, "X4": 0.27214, "Y4": 0.8118, "page": 0, "Index": 455}, {"Word": "said", "Confidence": 0.991, "X1": 0.35417, "Y1": 0.7962, "X2": 0.39323, "Y2": 0.796, "X3": 0.39323, "Y3": 0.8118, "X4": 0.35417, "Y4": 0.8118, "page": 0, "Index": 456}, {"Word": "there", "Confidence": 0.997, "X1": 0.40495, "Y1": 0.7962, "X2": 0.45573, "Y2": 0.796, "X3": 0.45573, "Y3": 0.8108, "X4": 0.40495, "Y4": 0.8118, "page": 0, "Index": 457}, {"Word": "were", "Confidence": 0.97, "X1": 0.46745, "Y1": 0.7962, "X2": 0.51432, "Y2": 0.796, "X3": 0.51302, "Y3": 0.8108, "X4": 0.46615, "Y4": 0.8108, "page": 0, "Index": 458}, {"Word": "no", "Confidence": 0.998, "X1": 0.52474, "Y1": 0.7962, "X2": 0.54688, "Y2": 0.796, "X3": 0.54688, "Y3": 0.8108, "X4": 0.52344, "Y4": 0.8108, "page": 0, "Index": 459}, {"Word": "employee", "Confidence": 0.983, "X1": 0.55859, "Y1": 0.7962, "X2": 0.64974, "Y2": 0.796, "X3": 0.64844, "Y3": 0.8108, "X4": 0.55859, "Y4": 0.8108, "page": 0, "Index": 460}, {"Word": "dismissals;", "Confidence": 0.904, "X1": 0.66016, "Y1": 0.7962, "X2": 0.76953, "Y2": 0.796, "X3": 0.76823, "Y3": 0.8098, "X4": 0.65885, "Y4": 0.8108, "page": 0, "Index": 461}, {"Word": "one", "Confidence": 0.998, "X1": 0.77604, "Y1": 0.7962, "X2": 0.8112, "Y2": 0.796, "X3": 0.8112, "Y3": 0.8098, "X4": 0.77604, "Y4": 0.8098, "page": 0, "Index": 462}, {"Word": "worker", "Confidence": 0.993, "X1": 0.82422, "Y1": 0.7962, "X2": 0.89323, "Y2": 0.796, "X3": 0.89323, "Y3": 0.8098, "X4": 0.82292, "Y4": 0.8098, "page": 0, "Index": 463}, {"Word": "said", "Confidence": 0.989, "X1": 0.90234, "Y1": 0.7962, "X2": 0.94271, "Y2": 0.796, "X3": 0.94141, "Y3": 0.8088, "X4": 0.90234, "Y4": 0.8098, "page": 0, "Index": 464}, {"Word": "\"\"I'd", "Confidence": 0.347, "X1": 0.16016, "Y1": 0.8112, "X2": 0.19531, "Y2": 0.811, "X3": 0.19401, "Y3": 0.8268, "X4": 0.15885, "Y4": 0.8268, "page": 0, "Index": 465}, {"Word": "bet", "Confidence": 0.993, "X1": 0.20833, "Y1": 0.8112, "X2": 0.24089, "Y2": 0.811, "X3": 0.24089, "Y3": 0.8268, "X4": 0.20833, "Y4": 0.8268, "page": 0, "Index": 466}, {"Word": "that", "Confidence": 0.989, "X1": 0.2513, "Y1": 0.8122, "X2": 0.29167, "Y2": 0.812, "X3": 0.29036, "Y3": 0.8268, "X4": 0.2513, "Y4": 0.8268, "page": 0, "Index": 467}, {"Word": "95%", "Confidence": 0.998, "X1": 0.30339, "Y1": 0.8122, "X2": 0.33724, "Y2": 0.812, "X3": 0.33724, "Y3": 0.8268, "X4": 0.30339, "Y4": 0.8268, "page": 0, "Index": 468}, {"Word": "of", "Confidence": 0.998, "X1": 0.35417, "Y1": 0.8122, "X2": 0.3776, "Y2": 0.812, "X3": 0.3763, "Y3": 0.8268, "X4": 0.35286, "Y4": 0.8268, "page": 0, "Index": 469}, {"Word": "the", "Confidence": 0.998, "X1": 0.39062, "Y1": 0.8122, "X2": 0.42057, "Y2": 0.812, "X3": 0.42057, "Y3": 0.8268, "X4": 0.39062, "Y4": 0.8268, "page": 0, "Index": 470}, {"Word": "guys", "Confidence": 0.987, "X1": 0.43359, "Y1": 0.8122, "X2": 0.47917, "Y2": 0.812, "X3": 0.47786, "Y3": 0.8268, "X4": 0.43359, "Y4": 0.8268, "page": 0, "Index": 471}, {"Word": "that", "Confidence": 0.988, "X1": 0.48958, "Y1": 0.8122, "X2": 0.52995, "Y2": 0.812, "X3": 0.52995, "Y3": 0.8268, "X4": 0.48958, "Y4": 0.8268, "page": 0, "Index": 472}, {"Word": "smoked", "Confidence": 0.996, "X1": 0.54167, "Y1": 0.8112, "X2": 0.60807, "Y2": 0.811, "X3": 0.60807, "Y3": 0.8268, "X4": 0.54036, "Y4": 0.8268, "page": 0, "Index": 473}, {"Word": "still", "Confidence": 0.997, "X1": 0.6224, "Y1": 0.8112, "X2": 0.66406, "Y2": 0.811, "X3": 0.66276, "Y3": 0.8258, "X4": 0.6224, "Y4": 0.8268, "page": 0, "Index": 474}, {"Word": "do,'", "Confidence": 0.963, "X1": 0.67448, "Y1": 0.8112, "X2": 0.71354, "Y2": 0.811, "X3": 0.71354, "Y3": 0.8258, "X4": 0.67448, "Y4": 0.8258, "page": 0, "Index": 475}, {"Word": "away", "Confidence": 0.988, "X1": 0.72135, "Y1": 0.8112, "X2": 0.77083, "Y2": 0.811, "X3": 0.76953, "Y3": 0.8258, "X4": 0.72135, "Y4": 0.8258, "page": 0, "Index": 476}, {"Word": "from", "Confidence": 0.987, "X1": 0.78516, "Y1": 0.8102, "X2": 0.82422, "Y2": 0.81, "X3": 0.82422, "Y3": 0.8258, "X4": 0.78516, "Y4": 0.8258, "page": 0, "Index": 477}, {"Word": "the", "Confidence": 0.998, "X1": 0.84635, "Y1": 0.8102, "X2": 0.8763, "Y2": 0.81, "X3": 0.8763, "Y3": 0.8248, "X4": 0.84505, "Y4": 0.8258, "page": 0, "Index": 478}, {"Word": "plant\"\"", "Confidence": 0.888, "X1": 0.88802, "Y1": 0.8092, "X2": 0.95573, "Y2": 0.809, "X3": 0.95573, "Y3": 0.8248, "X4": 0.88802, "Y4": 0.8248, "page": 0, "Index": 479}, {"Word": "(AP", "Confidence": 0.994, "X1": 0.15885, "Y1": 0.8282, "X2": 0.19401, "Y2": 0.828, "X3": 0.19401, "Y3": 0.8438, "X4": 0.15885, "Y4": 0.8448, "page": 0, "Index": 480}, {"Word": "11/18).", "Confidence": 0.966, "X1": 0.21354, "Y1": 0.8282, "X2": 0.28646, "Y2": 0.828, "X3": 0.28646, "Y3": 0.8438, "X4": 0.21354, "Y4": 0.8438, "page": 0, "Index": 481}, {"Word": "The", "Confidence": 0.998, "X1": 0.31641, "Y1": 0.8282, "X2": 0.35286, "Y2": 0.828, "X3": 0.35286, "Y3": 0.8428, "X4": 0.3151, "Y4": 0.8428, "page": 0, "Index": 482}, {"Word": "no-smoking", "Confidence": 0.994, "X1": 0.36979, "Y1": 0.8282, "X2": 0.47917, "Y2": 0.828, "X3": 0.47917, "Y3": 0.8428, "X4": 0.36849, "Y4": 0.8428, "page": 0, "Index": 483}, {"Word": "policy,", "Confidence": 0.981, "X1": 0.4974, "Y1": 0.8282, "X2": 0.56901, "Y2": 0.828, "X3": 0.56771, "Y3": 0.8428, "X4": 0.49609, "Y4": 0.8428, "page": 0, "Index": 484}, {"Word": "eff.", "Confidence": 0.99, "X1": 0.58073, "Y1": 0.8272, "X2": 0.6237, "Y2": 0.827, "X3": 0.6224, "Y3": 0.8428, "X4": 0.57943, "Y4": 0.8428, "page": 0, "Index": 485}, {"Word": "5/7/87,", "Confidence": 0.991, "X1": 0.63542, "Y1": 0.8272, "X2": 0.71224, "Y2": 0.827, "X3": 0.71094, "Y3": 0.8428, "X4": 0.63411, "Y4": 0.8428, "page": 0, "Index": 486}, {"Word": "at", "Confidence": 0.998, "X1": 0.72396, "Y1": 0.8272, "X2": 0.74609, "Y2": 0.827, "X3": 0.74479, "Y3": 0.8428, "X4": 0.72266, "Y4": 0.8428, "page": 0, "Index": 487}, {"Word": "NY's", "Confidence": 0.985, "X1": 0.76042, "Y1": 0.8272, "X2": 0.8125, "Y2": 0.827, "X3": 0.8112, "Y3": 0.8418, "X4": 0.75911, "Y4": 0.8428, "page": 0, "Index": 488}, {"Word": "Beth", "Confidence": 0.991, "X1": 0.82552, "Y1": 0.8272, "X2": 0.86979, "Y2": 0.827, "X3": 0.86849, "Y3": 0.8418, "X4": 0.82422, "Y4": 0.8418, "page": 0, "Index": 489}, {"Word": "Israel", "Confidence": 0.991, "X1": 0.88802, "Y1": 0.8262, "X2": 0.94792, "Y2": 0.826, "X3": 0.94661, "Y3": 0.8418, "X4": 0.88672, "Y4": 0.8418, "page": 0, "Index": 490}, {"Word": "50762", "Confidence": 0.998, "X1": 0.98958, "Y1": 0.8412, "X2": 0.99089, "Y2": 0.841, "X3": 0.97005, "Y3": 0.8408, "X4": 0.97005, "Y4": 0.7938, "page": 0, "Index": 491}, {"Word": "employees", "Confidence": 0.946, "X1": 0.54167, "Y1": 0.8432, "X2": 0.64323, "Y2": 0.843, "X3": 0.64193, "Y3": 0.8578, "X4": 0.54036, "Y4": 0.8588, "page": 0, "Index": 492}, {"Word": "quitting", "Confidence": 0.995, "X1": 0.65365, "Y1": 0.8432, "X2": 0.73438, "Y2": 0.843, "X3": 0.73307, "Y3": 0.8578, "X4": 0.65234, "Y4": 0.8578, "page": 0, "Index": 493}, {"Word": "--", "Confidence": 0.869, "X1": 0.74609, "Y1": 0.8432, "X2": 0.76693, "Y2": 0.843, "X3": 0.76562, "Y3": 0.8578, "X4": 0.74479, "Y4": 0.8578, "page": 0, "Index": 494}, {"Word": "the", "Confidence": 0.998, "X1": 0.77604, "Y1": 0.8432, "X2": 0.80859, "Y2": 0.843, "X3": 0.80729, "Y3": 0.8578, "X4": 0.77474, "Y4": 0.8578, "page": 0, "Index": 495}, {"Word": "hospital", "Confidence": 0.995, "X1": 0.81901, "Y1": 0.8432, "X2": 0.90234, "Y2": 0.843, "X3": 0.90104, "Y3": 0.8578, "X4": 0.81771, "Y4": 0.8578, "page": 0, "Index": 496}, {"Word": "has", "Confidence": 0.955, "X1": 0.91016, "Y1": 0.8422, "X2": 0.94531, "Y2": 0.842, "X3": 0.94401, "Y3": 0.8578, "X4": 0.90885, "Y4": 0.8578, "page": 0, "Index": 497}, {"Word": "Medical", "Confidence": 0.994, "X1": 0.16146, "Y1": 0.8442, "X2": 0.23828, "Y2": 0.844, "X3": 0.23828, "Y3": 0.8598, "X4": 0.16146, "Y4": 0.8598, "page": 0, "Index": 498}, {"Word": "Center", "Confidence": 0.955, "X1": 0.24479, "Y1": 0.8442, "X2": 0.3138, "Y2": 0.844, "X3": 0.3138, "Y3": 0.8588, "X4": 0.24479, "Y4": 0.8598, "page": 0, "Index": 499}, {"Word": "has", "Confidence": 0.998, "X1": 0.32422, "Y1": 0.8442, "X2": 0.36068, "Y2": 0.844, "X3": 0.35938, "Y3": 0.8588, "X4": 0.32422, "Y4": 0.8588, "page": 0, "Index": 500}, {"Word": "resulted", "Confidence": 0.992, "X1": 0.36979, "Y1": 0.8442, "X2": 0.44792, "Y2": 0.844, "X3": 0.44661, "Y3": 0.8588, "X4": 0.36979, "Y4": 0.8588, "page": 0, "Index": 501}, {"Word": "in", "Confidence": 0.998, "X1": 0.46094, "Y1": 0.8442, "X2": 0.48177, "Y2": 0.844, "X3": 0.48047, "Y3": 0.8588, "X4": 0.45964, "Y4": 0.8588, "page": 0, "Index": 502}, {"Word": "100", "Confidence": 0.998, "X1": 0.49479, "Y1": 0.8432, "X2": 0.52995, "Y2": 0.843, "X3": 0.52865, "Y3": 0.8588, "X4": 0.49479, "Y4": 0.8588, "page": 0, "Index": 503}, {"Word": "become", "Confidence": 0.994, "X1": 0.16146, "Y1": 0.8612, "X2": 0.22526, "Y2": 0.861, "X3": 0.22526, "Y3": 0.8748, "X4": 0.16146, "Y4": 0.8748, "page": 0, "Index": 504}, {"Word": "a", "Confidence": 0.995, "X1": 0.23828, "Y1": 0.8602, "X2": 0.25, "Y2": 0.86, "X3": 0.2487, "Y3": 0.8748, "X4": 0.23698, "Y4": 0.8748, "page": 0, "Index": 505}, {"Word": "national", "Confidence": 0.995, "X1": 0.26172, "Y1": 0.8602, "X2": 0.34115, "Y2": 0.86, "X3": 0.34115, "Y3": 0.8748, "X4": 0.26172, "Y4": 0.8748, "page": 0, "Index": 506}, {"Word": "model", "Confidence": 0.997, "X1": 0.35156, "Y1": 0.8592, "X2": 0.40885, "Y2": 0.859, "X3": 0.40885, "Y3": 0.8748, "X4": 0.35026, "Y4": 0.8758, "page": 0, "Index": 507}, {"Word": "(UPI", "Confidence": 0.971, "X1": 0.41797, "Y1": 0.8592, "X2": 0.46484, "Y2": 0.859, "X3": 0.46354, "Y3": 0.8748, "X4": 0.41667, "Y4": 0.8748, "page": 0, "Index": 508}, {"Word": "11/16).", "Confidence": 0.968, "X1": 0.47656, "Y1": 0.8592, "X2": 0.54427, "Y2": 0.859, "X3": 0.54297, "Y3": 0.8748, "X4": 0.47656, "Y4": 0.8748, "page": 0, "Index": 509}, {"Word": "Eff.", "Confidence": 0.991, "X1": 0.56641, "Y1": 0.8582, "X2": 0.61068, "Y2": 0.858, "X3": 0.60938, "Y3": 0.8748, "X4": 0.5651, "Y4": 0.8748, "page": 0, "Index": 510}, {"Word": "11/12", "Confidence": 0.994, "X1": 0.61979, "Y1": 0.8582, "X2": 0.67057, "Y2": 0.858, "X3": 0.66797, "Y3": 0.8748, "X4": 0.61719, "Y4": 0.8748, "page": 0, "Index": 511}, {"Word": "The", "Confidence": 0.998, "X1": 0.6849, "Y1": 0.8582, "X2": 0.72005, "Y2": 0.858, "X3": 0.71875, "Y3": 0.8748, "X4": 0.68359, "Y4": 0.8748, "page": 0, "Index": 512}, {"Word": "National", "Confidence": 0.995, "X1": 0.73307, "Y1": 0.8582, "X2": 0.81641, "Y2": 0.858, "X3": 0.8138, "Y3": 0.8738, "X4": 0.73047, "Y4": 0.8738, "page": 0, "Index": 513}, {"Word": "Institutes", "Confidence": 0.993, "X1": 0.82682, "Y1": 0.8582, "X2": 0.91406, "Y2": 0.858, "X3": 0.91016, "Y3": 0.8728, "X4": 0.82292, "Y4": 0.8738, "page": 0, "Index": 514}, {"Word": "of", "Confidence": 0.998, "X1": 0.92318, "Y1": 0.8582, "X2": 0.94661, "Y2": 0.858, "X3": 0.94271, "Y3": 0.8728, "X4": 0.92057, "Y4": 0.8728, "page": 0, "Index": 515}, {"Word": "\"enclave\"", "Confidence": 0.866, "X1": 0.85547, "Y1": 0.8742, "X2": 0.94922, "Y2": 0.874, "X3": 0.94661, "Y3": 0.8878, "X4": 0.85417, "Y4": 0.8888, "page": 0, "Index": 516}, {"Word": "6550", "Confidence": 0.988, "X1": 0.99089, "Y1": 0.8892, "X2": 0.99089, "Y2": 0.889, "X3": 0.97005, "Y3": 0.8878, "X4": 0.97005, "Y4": 0.8498, "page": 0, "Index": 517}, {"Word": "Health", "Confidence": 0.955, "X1": 0.16016, "Y1": 0.8762, "X2": 0.22396, "Y2": 0.876, "X3": 0.22266, "Y3": 0.8918, "X4": 0.15885, "Y4": 0.8918, "page": 0, "Index": 518}, {"Word": "formally", "Confidence": 0.995, "X1": 0.23958, "Y1": 0.8762, "X2": 0.32552, "Y2": 0.876, "X3": 0.32552, "Y3": 0.8918, "X4": 0.23828, "Y4": 0.8918, "page": 0, "Index": 519}, {"Word": "banned", "Confidence": 0.799, "X1": 0.34245, "Y1": 0.8762, "X2": 0.41276, "Y2": 0.876, "X3": 0.41146, "Y3": 0.8918, "X4": 0.34115, "Y4": 0.8918, "page": 0, "Index": 520}, {"Word": "all", "Confidence": 0.995, "X1": 0.42839, "Y1": 0.8762, "X2": 0.45833, "Y2": 0.876, "X3": 0.45703, "Y3": 0.8908, "X4": 0.42708, "Y4": 0.8908, "page": 0, "Index": 521}, {"Word": "smoking", "Confidence": 0.995, "X1": 0.46875, "Y1": 0.8762, "X2": 0.55078, "Y2": 0.876, "X3": 0.54948, "Y3": 0.8908, "X4": 0.46745, "Y4": 0.8908, "page": 0, "Index": 522}, {"Word": "\"in", "Confidence": 0.998, "X1": 0.56641, "Y1": 0.8762, "X2": 0.59375, "Y2": 0.876, "X3": 0.59115, "Y3": 0.8908, "X4": 0.5651, "Y4": 0.8908, "page": 0, "Index": 523}, {"Word": "any", "Confidence": 0.998, "X1": 0.61068, "Y1": 0.8752, "X2": 0.64714, "Y2": 0.875, "X3": 0.64583, "Y3": 0.8898, "X4": 0.60938, "Y4": 0.8908, "page": 0, "Index": 524}, {"Word": "building\"", "Confidence": 0.972, "X1": 0.66276, "Y1": 0.8752, "X2": 0.75911, "Y2": 0.875, "X3": 0.75651, "Y3": 0.8898, "X4": 0.66146, "Y4": 0.8898, "page": 0, "Index": 525}, {"Word": "on", "Confidence": 0.998, "X1": 0.77214, "Y1": 0.8752, "X2": 0.79557, "Y2": 0.875, "X3": 0.79297, "Y3": 0.8888, "X4": 0.76953, "Y4": 0.8898, "page": 0, "Index": 526}, {"Word": "its", "Confidence": 0.998, "X1": 0.8138, "Y1": 0.8742, "X2": 0.84115, "Y2": 0.874, "X3": 0.83854, "Y3": 0.8888, "X4": 0.8112, "Y4": 0.8888, "page": 0, "Index": 527}, {"Word": "except", "Confidence": 0.994, "X1": 0.16016, "Y1": 0.8932, "X2": 0.22005, "Y2": 0.893, "X3": 0.21875, "Y3": 0.9078, "X4": 0.15885, "Y4": 0.9078, "page": 0, "Index": 528}, {"Word": "for", "Confidence": 0.998, "X1": 0.22917, "Y1": 0.8932, "X2": 0.26172, "Y2": 0.893, "X3": 0.26042, "Y3": 0.9068, "X4": 0.22786, "Y4": 0.9068, "page": 0, "Index": 529}, {"Word": "medical", "Confidence": 0.996, "X1": 0.27474, "Y1": 0.8922, "X2": 0.34766, "Y2": 0.892, "X3": 0.34635, "Y3": 0.9068, "X4": 0.27344, "Y4": 0.9068, "page": 0, "Index": 530}, {"Word": "research", "Confidence": 0.878, "X1": 0.35677, "Y1": 0.8922, "X2": 0.42969, "Y2": 0.892, "X3": 0.42839, "Y3": 0.9068, "X4": 0.35547, "Y4": 0.9068, "page": 0, "Index": 531}, {"Word": "purposes", "Confidence": 0.871, "X1": 0.44531, "Y1": 0.8922, "X2": 0.52474, "Y2": 0.892, "X3": 0.52344, "Y3": 0.9058, "X4": 0.44401, "Y4": 0.9068, "page": 0, "Index": 532}, {"Word": "(FR", "Confidence": 0.998, "X1": 0.53646, "Y1": 0.8912, "X2": 0.56771, "Y2": 0.891, "X3": 0.56641, "Y3": 0.9058, "X4": 0.53516, "Y4": 0.9058, "page": 0, "Index": 533}, {"Word": "11/12).", "Confidence": 0.993, "X1": 0.58854, "Y1": 0.8912, "X2": 0.65495, "Y2": 0.891, "X3": 0.65365, "Y3": 0.9068, "X4": 0.58724, "Y4": 0.9058, "page": 0, "Index": 534}, {"Word": "The", "Confidence": 0.994, "X1": 0.67969, "Y1": 0.8912, "X2": 0.71484, "Y2": 0.891, "X3": 0.71484, "Y3": 0.9058, "X4": 0.67969, "Y4": 0.9058, "page": 0, "Index": 535}, {"Word": "Helena", "Confidence": 0.848, "X1": 0.72917, "Y1": 0.8902, "X2": 0.79297, "Y2": 0.89, "X3": 0.79167, "Y3": 0.9048, "X4": 0.72917, "Y4": 0.9048, "page": 0, "Index": 536}, {"Word": "Health", "Confidence": 0.932, "X1": 0.80859, "Y1": 0.8902, "X2": 0.86849, "Y2": 0.89, "X3": 0.86589, "Y3": 0.9048, "X4": 0.80729, "Y4": 0.9048, "page": 0, "Index": 537}, {"Word": "Center", "Confidence": 0.997, "X1": 0.88411, "Y1": 0.8912, "X2": 0.94661, "Y2": 0.891, "X3": 0.94401, "Y3": 0.9058, "X4": 0.88151, "Y4": 0.9048, "page": 0, "Index": 538}, {"Word": "in", "Confidence": 0.998, "X1": 0.16016, "Y1": 0.9092, "X2": 0.17708, "Y2": 0.909, "X3": 0.17708, "Y3": 0.9238, "X4": 0.16016, "Y4": 0.9238, "page": 0, "Index": 539}, {"Word": "Deer", "Confidence": 0.991, "X1": 0.1901, "Y1": 0.9082, "X2": 0.23828, "Y2": 0.908, "X3": 0.23698, "Y3": 0.9228, "X4": 0.1901, "Y4": 0.9238, "page": 0, "Index": 540}, {"Word": "Park,", "Confidence": 0.997, "X1": 0.2487, "Y1": 0.9082, "X2": 0.30078, "Y2": 0.908, "X3": 0.30078, "Y3": 0.9228, "X4": 0.2487, "Y4": 0.9228, "page": 0, "Index": 541}, {"Word": "CA", "Confidence": 0.998, "X1": 0.3112, "Y1": 0.9072, "X2": 0.33724, "Y2": 0.907, "X3": 0.33594, "Y3": 0.9228, "X4": 0.3099, "Y4": 0.9228, "page": 0, "Index": 542}, {"Word": "charges", "Confidence": 0.996, "X1": 0.35417, "Y1": 0.9072, "X2": 0.42578, "Y2": 0.907, "X3": 0.42448, "Y3": 0.9228, "X4": 0.35286, "Y4": 0.9228, "page": 0, "Index": 543}, {"Word": "$1,350", "Confidence": 0.965, "X1": 0.4349, "Y1": 0.9072, "X2": 0.49219, "Y2": 0.907, "X3": 0.48958, "Y3": 0.9228, "X4": 0.43359, "Y4": 0.9228, "page": 0, "Index": 544}, {"Word": "for", "Confidence": 0.998, "X1": 0.50651, "Y1": 0.9062, "X2": 0.53906, "Y2": 0.906, "X3": 0.53776, "Y3": 0.9228, "X4": 0.50521, "Y4": 0.9228, "page": 0, "Index": 545}, {"Word": "its", "Confidence": 0.998, "X1": 0.55078, "Y1": 0.9062, "X2": 0.57812, "Y2": 0.906, "X3": 0.57552, "Y3": 0.9228, "X4": 0.54948, "Y4": 0.9228, "page": 0, "Index": 546}, {"Word": "5-day", "Confidence": 0.997, "X1": 0.58984, "Y1": 0.9062, "X2": 0.63932, "Y2": 0.906, "X3": 0.63802, "Y3": 0.9228, "X4": 0.58854, "Y4": 0.9228, "page": 0, "Index": 547}, {"Word": "smoking", "Confidence": 0.995, "X1": 0.65495, "Y1": 0.9072, "X2": 0.72917, "Y2": 0.907, "X3": 0.72786, "Y3": 0.9228, "X4": 0.65234, "Y4": 0.9228, "page": 0, "Index": 548}, {"Word": "cessation", "Confidence": 0.995, "X1": 0.74479, "Y1": 0.9072, "X2": 0.82422, "Y2": 0.907, "X3": 0.82161, "Y3": 0.9218, "X4": 0.74219, "Y4": 0.9218, "page": 0, "Index": 549}, {"Word": "program", "Confidence": 0.995, "X1": 0.84115, "Y1": 0.9082, "X2": 0.91016, "Y2": 0.908, "X3": 0.90755, "Y3": 0.9218, "X4": 0.83854, "Y4": 0.9218, "page": 0, "Index": 550}, {"Word": "--", "Confidence": 0.401, "X1": 0.93099, "Y1": 0.9082, "X2": 0.94661, "Y2": 0.908, "X3": 0.94401, "Y3": 0.9218, "X4": 0.92839, "Y4": 0.9218, "page": 0, "Index": 551}, {"Word": "more", "Confidence": 0.989, "X1": 0.78646, "Y1": 0.9232, "X2": 0.83594, "Y2": 0.923, "X3": 0.83464, "Y3": 0.9378, "X4": 0.78516, "Y4": 0.9388, "page": 0, "Index": 552}, {"Word": "hard-core", "Confidence": 0.764, "X1": 0.85026, "Y1": 0.9232, "X2": 0.94531, "Y2": 0.923, "X3": 0.94401, "Y3": 0.9378, "X4": 0.84896, "Y4": 0.9378, "page": 0, "Index": 553}, {"Word": "they", "Confidence": 0.994, "X1": 0.16016, "Y1": 0.9252, "X2": 0.20182, "Y2": 0.925, "X3": 0.20052, "Y3": 0.9408, "X4": 0.16016, "Y4": 0.9408, "page": 0, "Index": 554}, {"Word": "claim", "Confidence": 0.981, "X1": 0.21615, "Y1": 0.9252, "X2": 0.26562, "Y2": 0.925, "X3": 0.26432, "Y3": 0.9408, "X4": 0.21615, "Y4": 0.9408, "page": 0, "Index": 555}, {"Word": "doctors,", "Confidence": 0.991, "X1": 0.28646, "Y1": 0.9242, "X2": 0.36979, "Y2": 0.924, "X3": 0.36849, "Y3": 0.9408, "X4": 0.28646, "Y4": 0.9408, "page": 0, "Index": 556}, {"Word": "clergy,", "Confidence": 0.966, "X1": 0.37891, "Y1": 0.9242, "X2": 0.45182, "Y2": 0.924, "X3": 0.45182, "Y3": 0.9398, "X4": 0.37891, "Y4": 0.9398, "page": 0, "Index": 557}, {"Word": "lawyers,", "Confidence": 0.992, "X1": 0.46224, "Y1": 0.9232, "X2": 0.54948, "Y2": 0.923, "X3": 0.54948, "Y3": 0.9398, "X4": 0.46094, "Y4": 0.9398, "page": 0, "Index": 558}, {"Word": "and", "Confidence": 0.998, "X1": 0.5599, "Y1": 0.9232, "X2": 0.59505, "Y2": 0.923, "X3": 0.59375, "Y3": 0.9398, "X4": 0.55859, "Y4": 0.9398, "page": 0, "Index": 559}, {"Word": "executives", "Confidence": 0.795, "X1": 0.61068, "Y1": 0.9232, "X2": 0.71615, "Y2": 0.923, "X3": 0.71484, "Y3": 0.9388, "X4": 0.61068, "Y4": 0.9398, "page": 0, "Index": 560}, {"Word": "\"are", "Confidence": 0.981, "X1": 0.73047, "Y1": 0.9232, "X2": 0.77083, "Y2": 0.923, "X3": 0.76953, "Y3": 0.9388, "X4": 0.72917, "Y4": 0.9388, "page": 0, "Index": 561}, {"Word": ".,", "Confidence": 0.498, "X1": 0.14193, "Y1": 0.9432, "X2": 0.15365, "Y2": 0.943, "X3": 0.15234, "Y3": 0.9568, "X4": 0.14193, "Y4": 0.9568, "page": 0, "Index": 562}, {"Word": "smokers\"", "Confidence": 0.987, "X1": 0.15755, "Y1": 0.9412, "X2": 0.23698, "Y2": 0.941, "X3": 0.23698, "Y3": 0.9568, "X4": 0.15625, "Y4": 0.9568, "page": 0, "Index": 563}, {"Word": "(PRN", "Confidence": 0.991, "X1": 0.24089, "Y1": 0.9402, "X2": 0.28646, "Y2": 0.94, "X3": 0.28646, "Y3": 0.9568, "X4": 0.24089, "Y4": 0.9568, "page": 0, "Index": 564}, {"Word": "11/17).", "Confidence": 0.994, "X1": 0.29818, "Y1": 0.9402, "X2": 0.36198, "Y2": 0.94, "X3": 0.36198, "Y3": 0.9568, "X4": 0.29818, "Y4": 0.9568, "page": 0, "Index": 565}, {"Word": "TOBACCO", "Confidence": 0.994, "X1": 0.08594, "Y1": 0.9612, "X2": 0.14974, "Y2": 0.961, "X3": 0.14844, "Y3": 0.9728, "X4": 0.08594, "Y4": 0.9728, "page": 0, "Index": 566}, {"Word": "MERCHANTS", "Confidence": 0.994, "X1": 0.15365, "Y1": 0.9602, "X2": 0.24089, "Y2": 0.96, "X3": 0.24089, "Y3": 0.9728, "X4": 0.15365, "Y4": 0.9728, "page": 0, "Index": 567}, {"Word": "P.O.", "Confidence": 0.991, "X1": 0.77083, "Y1": 0.9592, "X2": 0.79557, "Y2": 0.959, "X3": 0.79557, "Y3": 0.9708, "X4": 0.77083, "Y4": 0.9718, "page": 0, "Index": 568}, {"Word": "BOX", "Confidence": 0.994, "X1": 0.79818, "Y1": 0.9592, "X2": 0.82682, "Y2": 0.959, "X3": 0.82682, "Y3": 0.9708, "X4": 0.79818, "Y4": 0.9708, "page": 0, "Index": 569}, {"Word": "8019", "Confidence": 0.991, "X1": 0.83073, "Y1": 0.9592, "X2": 0.86328, "Y2": 0.959, "X3": 0.86198, "Y3": 0.9718, "X4": 0.82943, "Y4": 0.9708, "page": 0, "Index": 570}, {"Word": "ASSOCIATION", "Confidence": 0.991, "X1": 0.05729, "Y1": 0.9742, "X2": 0.14714, "Y2": 0.974, "X3": 0.14714, "Y3": 0.9878, "X4": 0.05599, "Y4": 0.9888, "page": 0, "Index": 571}, {"Word": "OF", "Confidence": 0.998, "X1": 0.15104, "Y1": 0.9742, "X2": 0.17188, "Y2": 0.974, "X3": 0.17057, "Y3": 0.9878, "X4": 0.15104, "Y4": 0.9878, "page": 0, "Index": 572}, {"Word": "THE", "Confidence": 0.997, "X1": 0.17448, "Y1": 0.9742, "X2": 0.20182, "Y2": 0.974, "X3": 0.20052, "Y3": 0.9878, "X4": 0.17448, "Y4": 0.9878, "page": 0, "Index": 573}, {"Word": "U.S", "Confidence": 0.622, "X1": 0.20443, "Y1": 0.9742, "X2": 0.22526, "Y2": 0.974, "X3": 0.22526, "Y3": 0.9878, "X4": 0.20443, "Y4": 0.9878, "page": 0, "Index": 574}, {"Word": ".,", "Confidence": 0.958, "X1": 0.22917, "Y1": 0.9742, "X2": 0.23568, "Y2": 0.974, "X3": 0.23568, "Y3": 0.9878, "X4": 0.22917, "Y4": 0.9878, "page": 0, "Index": 575}, {"Word": "PRINCETON.", "Confidence": 0.817, "X1": 0.72266, "Y1": 0.9722, "X2": 0.80469, "Y2": 0.972, "X3": 0.80339, "Y3": 0.9858, "X4": 0.72135, "Y4": 0.9868, "page": 0, "Index": 576}, {"Word": "N.J.", "Confidence": 0.955, "X1": 0.80859, "Y1": 0.9722, "X2": 0.83203, "Y2": 0.972, "X3": 0.83203, "Y3": 0.9858, "X4": 0.80729, "Y4": 0.9858, "page": 0, "Index": 577}, {"Word": "08543-8019", "Confidence": 0.993, "X1": 0.83594, "Y1": 0.9732, "X2": 0.91406, "Y2": 0.973, "X3": 0.91406, "Y3": 0.9858, "X4": 0.83594, "Y4": 0.9858, "page": 0, "Index": 578}, {"Word": "INC.", "Confidence": 0.96, "X1": 0.23958, "Y1": 0.9742, "X2": 0.27083, "Y2": 0.974, "X3": 0.27083, "Y3": 0.9888, "X4": 0.23958, "Y4": 0.9878, "page": 0, "Index": 579}, {"Word": "Founded", "Confidence": 0.686, "X1": 0.40495, "Y1": 0.9562, "X2": 0.52344, "Y2": 0.956, "X3": 0.52083, "Y3": 0.9888, "X4": 0.40365, "Y4": 0.9888, "page": 0, "Index": 580}, {"Word": "1915", "Confidence": 0.99, "X1": 0.53125, "Y1": 0.9562, "X2": 0.59635, "Y2": 0.956, "X3": 0.59375, "Y3": 0.9898, "X4": 0.52995, "Y4": 0.9888, "page": 0, "Index": 581}]}	"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"
ffcv0143	0	{"lines_data": [{"Word": "\"FILE COPY\"", "Confidence": 0.946, "X1": 0.41329, "Y1": 0.3332, "X2": 0.54191, "Y2": 0.333, "X3": 0.53902, "Y3": 0.3488, "X4": 0.41185, "Y4": 0.3428, "page": 0}, {"Word": "BATUS Board Nog.", "Confidence": 0.85467, "X1": 0.4104, "Y1": 0.3542, "X2": 0.59393, "Y2": 0.354, "X3": 0.59249, "Y3": 0.3678, "X4": 0.40896, "Y4": 0.3578, "page": 0}, {"Word": "September 25, 1980", "Confidence": 0.91267, "X1": 0.40896, "Y1": 0.3672, "X2": 0.61994, "Y2": 0.367, "X3": 0.6185, "Y3": 0.3828, "X4": 0.40751, "Y4": 0.3728, "page": 0}, {"Word": "681632337", "Confidence": 0.618, "X1": 0.71965, "Y1": 0.8832, "X2": 0.88584, "Y2": 0.883, "X3": 0.88584, "Y3": 0.9048, "X4": 0.71821, "Y4": 0.9008, "page": 0}], "words_data": [{"Word": "\"FILE", "Confidence": 0.899, "X1": 0.41474, "Y1": 0.3312, "X2": 0.46821, "Y2": 0.331, "X3": 0.46676, "Y3": 0.3458, "X4": 0.41185, "Y4": 0.3428, "page": 0, "Index": 0}, {"Word": "COPY\"", "Confidence": 0.993, "X1": 0.47688, "Y1": 0.3342, "X2": 0.54046, "Y2": 0.334, "X3": 0.53902, "Y3": 0.3488, "X4": 0.47543, "Y4": 0.3468, "page": 0, "Index": 1}, {"Word": "BATUS", "Confidence": 0.997, "X1": 0.41185, "Y1": 0.3472, "X2": 0.46676, "Y2": 0.347, "X3": 0.46532, "Y3": 0.3608, "X4": 0.40896, "Y4": 0.3578, "page": 0, "Index": 2}, {"Word": "Board", "Confidence": 0.997, "X1": 0.47688, "Y1": 0.3512, "X2": 0.53613, "Y2": 0.351, "X3": 0.53613, "Y3": 0.3648, "X4": 0.47543, "Y4": 0.3608, "page": 0, "Index": 3}, {"Word": "Nog.", "Confidence": 0.57, "X1": 0.54769, "Y1": 0.3552, "X2": 0.59249, "Y2": 0.355, "X3": 0.59249, "Y3": 0.3678, "X4": 0.54624, "Y4": 0.3648, "page": 0, "Index": 4}, {"Word": "September", "Confidence": 0.901, "X1": 0.4104, "Y1": 0.3632, "X2": 0.51301, "Y2": 0.363, "X3": 0.51156, "Y3": 0.3788, "X4": 0.40896, "Y4": 0.3738, "page": 0, "Index": 5}, {"Word": "25,", "Confidence": 0.991, "X1": 0.52457, "Y1": 0.3652, "X2": 0.56214, "Y2": 0.365, "X3": 0.56069, "Y3": 0.3808, "X4": 0.52457, "Y4": 0.3788, "page": 0, "Index": 6}, {"Word": "1980", "Confidence": 0.846, "X1": 0.57081, "Y1": 0.3682, "X2": 0.61705, "Y2": 0.368, "X3": 0.61705, "Y3": 0.3828, "X4": 0.56936, "Y4": 0.3808, "page": 0, "Index": 7}, {"Word": "681632337", "Confidence": 0.618, "X1": 0.7211, "Y1": 0.8832, "X2": 0.88295, "Y2": 0.883, "X3": 0.8815, "Y3": 0.9048, "X4": 0.71965, "Y4": 0.9018, "page": 0, "Index": 8}]}	"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"
ffkl0069	0	{"lines_data": [{"Word": "2078829347", "Confidence": 0.991, "X1": 0.75606, "Y1": 0.0932, "X2": 0.89353, "Y2": 0.093, "X3": 0.89218, "Y3": 0.1138, "X4": 0.75606, "Y4": 0.1118, "page": 0}, {"Word": "Subject: World No Tobacco Day", "Confidence": 0.981, "X1": 0.08895, "Y1": 0.1592, "X2": 0.38275, "Y2": 0.159, "X3": 0.38275, "Y3": 0.1718, "X4": 0.08895, "Y4": 0.1708, "page": 0}, {"Word": "Date: Mon, 02 Jun. 1997 19:10:12 -0400", "Confidence": 0.95371, "X1": 0.0876, "Y1": 0.1732, "X2": 0.46226, "Y2": 0.173, "X3": 0.46226, "Y3": 0.1858, "X4": 0.0876, "Y4": 0.1858, "page": 0}, {"Word": "From: Keith Vaughan <[email protected]>", "Confidence": 0.784, "X1": 0.08895, "Y1": 0.1882, "X2": 0.46361, "Y2": 0.188, "X3": 0.46361, "Y3": 0.1998, "X4": 0.08895, "Y4": 0.1998, "page": 0}, {"Word": "Organization: Bivings Woodell, Inc.", "Confidence": 0.95775, "X1": 0.0876, "Y1": 0.2022, "X2": 0.44474, "Y2": 0.202, "X3": 0.44474, "Y3": 0.2158, "X4": 0.0876, "Y4": 0.2138, "page": 0}, {"Word": "TO: Josh Kelly <[email protected]>, Laurie Safran <LSafranmapcoassoc.com>", "Confidence": 0.89886, "X1": 0.0876, "Y1": 0.2162, "X2": 0.85175, "Y2": 0.216, "X3": 0.8504, "Y3": 0.2308, "X4": 0.0876, "Y4": 0.2298, "page": 0}, {"Word": "5/27/97: From the AR Dept. of Public Health.", "Confidence": 0.98775, "X1": 0.0876, "Y1": 0.2452, "X2": 0.5283, "Y2": 0.245, "X3": 0.5283, "Y3": 0.2598, "X4": 0.0876, "Y4": 0.2588, "page": 0}, {"Word": "-KAV", "Confidence": 0.935, "X1": 0.08895, "Y1": 0.2752, "X2": 0.13477, "Y2": 0.275, "X3": 0.13208, "Y3": 0.2868, "X4": 0.08895, "Y4": 0.2868, "page": 0}, {"Word": "http://health.state.ar.us/media/co052797.htm", "Confidence": 0.773, "X1": 0.08625, "Y1": 0.3032, "X2": 0.53235, "Y2": 0.303, "X3": 0.53235, "Y3": 0.3188, "X4": 0.08625, "Y4": 0.3188, "page": 0}], "words_data": [{"Word": "2078829347", "Confidence": 0.991, "X1": 0.75876, "Y1": 0.0932, "X2": 0.89218, "Y2": 0.093, "X3": 0.89218, "Y3": 0.1148, "X4": 0.75741, "Y4": 0.1128, "page": 0, "Index": 0}, {"Word": "Subject:", "Confidence": 0.988, "X1": 0.0903, "Y1": 0.1592, "X2": 0.17116, "Y2": 0.159, "X3": 0.17116, "Y3": 0.1718, "X4": 0.0903, "Y4": 0.1718, "page": 0, "Index": 1}, {"Word": "World", "Confidence": 0.997, "X1": 0.1779, "Y1": 0.1592, "X2": 0.22911, "Y2": 0.159, "X3": 0.22911, "Y3": 0.1718, "X4": 0.17655, "Y4": 0.1718, "page": 0, "Index": 2}, {"Word": "No", "Confidence": 0.998, "X1": 0.2372, "Y1": 0.1592, "X2": 0.26011, "Y2": 0.159, "X3": 0.25876, "Y3": 0.1718, "X4": 0.2372, "Y4": 0.1718, "page": 0, "Index": 3}, {"Word": "Tobacco", "Confidence": 0.991, "X1": 0.26954, "Y1": 0.1602, "X2": 0.33962, "Y2": 0.16, "X3": 0.33962, "Y3": 0.1718, "X4": 0.26954, "Y4": 0.1718, "page": 0, "Index": 4}, {"Word": "Day", "Confidence": 0.931, "X1": 0.34906, "Y1": 0.1602, "X2": 0.38005, "Y2": 0.16, "X3": 0.38005, "Y3": 0.1718, "X4": 0.34771, "Y4": 0.1718, "page": 0, "Index": 5}, {"Word": "Date:", "Confidence": 0.943, "X1": 0.08895, "Y1": 0.1732, "X2": 0.14151, "Y2": 0.173, "X3": 0.14016, "Y3": 0.1868, "X4": 0.0876, "Y4": 0.1858, "page": 0, "Index": 6}, {"Word": "Mon,", "Confidence": 0.986, "X1": 0.1469, "Y1": 0.1732, "X2": 0.19137, "Y2": 0.173, "X3": 0.19003, "Y3": 0.1868, "X4": 0.1469, "Y4": 0.1868, "page": 0, "Index": 7}, {"Word": "02", "Confidence": 0.998, "X1": 0.19946, "Y1": 0.1742, "X2": 0.21968, "Y2": 0.174, "X3": 0.21833, "Y3": 0.1868, "X4": 0.19811, "Y4": 0.1868, "page": 0, "Index": 8}, {"Word": "Jun.", "Confidence": 0.783, "X1": 0.22776, "Y1": 0.1742, "X2": 0.2655, "Y2": 0.174, "X3": 0.2655, "Y3": 0.1868, "X4": 0.22776, "Y4": 0.1868, "page": 0, "Index": 9}, {"Word": "1997", "Confidence": 0.989, "X1": 0.26954, "Y1": 0.1742, "X2": 0.30997, "Y2": 0.174, "X3": 0.30997, "Y3": 0.1868, "X4": 0.26819, "Y4": 0.1868, "page": 0, "Index": 10}, {"Word": "19:10:12", "Confidence": 0.995, "X1": 0.31941, "Y1": 0.1742, "X2": 0.39892, "Y2": 0.174, "X3": 0.39892, "Y3": 0.1868, "X4": 0.31941, "Y4": 0.1868, "page": 0, "Index": 11}, {"Word": "-0400", "Confidence": 0.982, "X1": 0.4097, "Y1": 0.1742, "X2": 0.45822, "Y2": 0.174, "X3": 0.45822, "Y3": 0.1858, "X4": 0.4097, "Y4": 0.1868, "page": 0, "Index": 12}, {"Word": "From:", "Confidence": 0.981, "X1": 0.0903, "Y1": 0.1882, "X2": 0.14151, "Y2": 0.188, "X3": 0.14151, "Y3": 0.1998, "X4": 0.0903, "Y4": 0.1998, "page": 0, "Index": 13}, {"Word": "Keith", "Confidence": 0.997, "X1": 0.14825, "Y1": 0.1882, "X2": 0.19811, "Y2": 0.188, "X3": 0.19811, "Y3": 0.2008, "X4": 0.14825, "Y4": 0.1998, "page": 0, "Index": 14}, {"Word": "Vaughan", "Confidence": 0.941, "X1": 0.20889, "Y1": 0.1882, "X2": 0.27898, "Y2": 0.188, "X3": 0.27763, "Y3": 0.2008, "X4": 0.20755, "Y4": 0.2008, "page": 0, "Index": 15}, {"Word": "<[email protected]>", "Confidence": 0.217, "X1": 0.28976, "Y1": 0.1892, "X2": 0.45957, "Y2": 0.189, "X3": 0.45957, "Y3": 0.2008, "X4": 0.28976, "Y4": 0.2008, "page": 0, "Index": 16}, {"Word": "Organization:", "Confidence": 0.991, "X1": 0.08895, "Y1": 0.2022, "X2": 0.22237, "Y2": 0.202, "X3": 0.22102, "Y3": 0.2148, "X4": 0.08895, "Y4": 0.2148, "page": 0, "Index": 17}, {"Word": "Bivings", "Confidence": 0.996, "X1": 0.22642, "Y1": 0.2022, "X2": 0.29919, "Y2": 0.202, "X3": 0.29919, "Y3": 0.2148, "X4": 0.22642, "Y4": 0.2148, "page": 0, "Index": 18}, {"Word": "Woodell,", "Confidence": 0.857, "X1": 0.30863, "Y1": 0.2032, "X2": 0.38949, "Y2": 0.203, "X3": 0.38949, "Y3": 0.2158, "X4": 0.30728, "Y4": 0.2148, "page": 0, "Index": 19}, {"Word": "Inc.", "Confidence": 0.987, "X1": 0.39892, "Y1": 0.2032, "X2": 0.4407, "Y2": 0.203, "X3": 0.43935, "Y3": 0.2158, "X4": 0.39757, "Y4": 0.2158, "page": 0, "Index": 20}, {"Word": "TO:", "Confidence": 0.998, "X1": 0.0903, "Y1": 0.2162, "X2": 0.12129, "Y2": 0.216, "X3": 0.12129, "Y3": 0.2298, "X4": 0.08895, "Y4": 0.2298, "page": 0, "Index": 21}, {"Word": "Josh", "Confidence": 0.876, "X1": 0.12668, "Y1": 0.2162, "X2": 0.16846, "Y2": 0.216, "X3": 0.16846, "Y3": 0.2308, "X4": 0.12668, "Y4": 0.2298, "page": 0, "Index": 22}, {"Word": "Kelly", "Confidence": 0.997, "X1": 0.1779, "Y1": 0.2162, "X2": 0.23046, "Y2": 0.216, "X3": 0.22911, "Y3": 0.2308, "X4": 0.1779, "Y4": 0.2308, "page": 0, "Index": 23}, {"Word": "<[email protected]>,", "Confidence": 0.825, "X1": 0.23989, "Y1": 0.2162, "X2": 0.4717, "Y2": 0.216, "X3": 0.47035, "Y3": 0.2308, "X4": 0.23854, "Y4": 0.2308, "page": 0, "Index": 24}, {"Word": "Laurie", "Confidence": 0.991, "X1": 0.47709, "Y1": 0.2162, "X2": 0.53774, "Y2": 0.216, "X3": 0.53774, "Y3": 0.2308, "X4": 0.47574, "Y4": 0.2308, "page": 0, "Index": 25}, {"Word": "Safran", "Confidence": 0.972, "X1": 0.54582, "Y1": 0.2172, "X2": 0.60916, "Y2": 0.217, "X3": 0.60782, "Y3": 0.2308, "X4": 0.54582, "Y4": 0.2308, "page": 0, "Index": 26}, {"Word": "<LSafranmapcoassoc.com>", "Confidence": 0.633, "X1": 0.6186, "Y1": 0.2182, "X2": 0.8504, "Y2": 0.218, "X3": 0.84906, "Y3": 0.2308, "X4": 0.61725, "Y4": 0.2308, "page": 0, "Index": 27}, {"Word": "5/27/97:", "Confidence": 0.992, "X1": 0.08895, "Y1": 0.2452, "X2": 0.17116, "Y2": 0.245, "X3": 0.17116, "Y3": 0.2598, "X4": 0.08895, "Y4": 0.2588, "page": 0, "Index": 28}, {"Word": "From", "Confidence": 0.991, "X1": 0.1779, "Y1": 0.2452, "X2": 0.21968, "Y2": 0.245, "X3": 0.21968, "Y3": 0.2598, "X4": 0.17655, "Y4": 0.2598, "page": 0, "Index": 29}, {"Word": "the", "Confidence": 0.991, "X1": 0.22776, "Y1": 0.2452, "X2": 0.26011, "Y2": 0.245, "X3": 0.26011, "Y3": 0.2598, "X4": 0.22776, "Y4": 0.2598, "page": 0, "Index": 30}, {"Word": "AR", "Confidence": 0.998, "X1": 0.26685, "Y1": 0.2452, "X2": 0.28976, "Y2": 0.245, "X3": 0.28976, "Y3": 0.2598, "X4": 0.26685, "Y4": 0.2598, "page": 0, "Index": 31}, {"Word": "Dept.", "Confidence": 0.941, "X1": 0.2965, "Y1": 0.2452, "X2": 0.3531, "Y2": 0.245, "X3": 0.35175, "Y3": 0.2598, "X4": 0.2965, "Y4": 0.2598, "page": 0, "Index": 32}, {"Word": "of", "Confidence": 0.998, "X1": 0.35714, "Y1": 0.2452, "X2": 0.38005, "Y2": 0.245, "X3": 0.37871, "Y3": 0.2598, "X4": 0.3558, "Y4": 0.2598, "page": 0, "Index": 33}, {"Word": "Public", "Confidence": 0.997, "X1": 0.38814, "Y1": 0.2452, "X2": 0.44879, "Y2": 0.245, "X3": 0.44879, "Y3": 0.2598, "X4": 0.38679, "Y4": 0.2598, "page": 0, "Index": 34}, {"Word": "Health.", "Confidence": 0.994, "X1": 0.45553, "Y1": 0.2452, "X2": 0.5283, "Y2": 0.245, "X3": 0.5283, "Y3": 0.2598, "X4": 0.45553, "Y4": 0.2598, "page": 0, "Index": 35}, {"Word": "-KAV", "Confidence": 0.935, "X1": 0.09164, "Y1": 0.2742, "X2": 0.13073, "Y2": 0.274, "X3": 0.13073, "Y3": 0.2868, "X4": 0.0903, "Y4": 0.2858, "page": 0, "Index": 36}, {"Word": "http://health.state.ar.us/media/co052797.htm", "Confidence": 0.773, "X1": 0.0876, "Y1": 0.3042, "X2": 0.52965, "Y2": 0.304, "X3": 0.52965, "Y3": 0.3188, "X4": 0.0876, "Y4": 0.3198, "page": 0, "Index": 37}]}	"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"
ffxx0031	4	{"lines_data": [{"Word": "SALEM EVENING NEWS", "Confidence": 0.85167, "X1": 0.3729, "Y1": 0.0322, "X2": 0.51097, "Y2": 0.032, "X3": 0.51097, "Y3": 0.0438, "X4": 0.3729, "Y4": 0.0458, "page": 0}, {"Word": "SALEN, MA", "Confidence": 0.799, "X1": 0.40516, "Y1": 0.0442, "X2": 0.47742, "Y2": 0.044, "X3": 0.47613, "Y3": 0.0558, "X4": 0.40516, "Y4": 0.0548, "page": 0}, {"Word": "NOV 24 1986", "Confidence": 0.99533, "X1": 0.34323, "Y1": 0.0802, "X2": 0.46581, "Y2": 0.08, "X3": 0.46581, "Y3": 0.0988, "X4": 0.34323, "Y4": 0.0968, "page": 0}, {"Word": "NEW ENGLAND NEWSCUP AGENCY &C.", "Confidence": 0.4118, "X1": 0.33677, "Y1": 0.1162, "X2": 0.5071, "Y2": 0.116, "X3": 0.50581, "Y3": 0.1288, "X4": 0.33677, "Y4": 0.1268, "page": 0}, {"Word": "Butt", "Confidence": 0.612, "X1": 0.31742, "Y1": 0.1272, "X2": 0.45548, "Y2": 0.127, "X3": 0.45419, "Y3": 0.1678, "X4": 0.31613, "Y4": 0.1688, "page": 0}, {"Word": "ban", "Confidence": 0.991, "X1": 0.32516, "Y1": 0.1782, "X2": 0.43871, "Y2": 0.178, "X3": 0.43742, "Y3": 0.2178, "X4": 0.32516, "Y4": 0.2168, "page": 0}, {"Word": "bid", "Confidence": 0.994, "X1": 0.32774, "Y1": 0.2242, "X2": 0.4271, "Y2": 0.224, "X3": 0.4271, "Y3": 0.2658, "X4": 0.32774, "Y4": 0.2688, "page": 0}, {"Word": "Non-smoking", "Confidence": 0.991, "X1": 0.32516, "Y1": 0.2822, "X2": 0.51613, "Y2": 0.282, "X3": 0.51613, "Y3": 0.3048, "X4": 0.32387, "Y4": 0.3018, "page": 0}, {"Word": "areas sought", "Confidence": 0.9965, "X1": 0.32645, "Y1": 0.3042, "X2": 0.5071, "Y2": 0.304, "X3": 0.5071, "Y3": 0.3258, "X4": 0.32645, "Y4": 0.3268, "page": 0}, {"Word": "By MICHAEL LANZA", "Confidence": 0.97167, "X1": 0.32645, "Y1": 0.3262, "X2": 0.4671, "Y2": 0.326, "X3": 0.4671, "Y3": 0.3408, "X4": 0.32645, "Y4": 0.3398, "page": 0}, {"Word": "News Staff", "Confidence": 0.6, "X1": 0.32645, "Y1": 0.3372, "X2": 0.40129, "Y2": 0.337, "X3": 0.40129, "Y3": 0.3488, "X4": 0.32645, "Y4": 0.3488, "page": 0}, {"Word": "DANVERS - For those who", "Confidence": 0.8346, "X1": 0.33419, "Y1": 0.3522, "X2": 0.52774, "Y2": 0.352, "X3": 0.52774, "Y3": 0.3648, "X4": 0.33419, "Y4": 0.3648, "page": 0}, {"Word": "have been annoyed at a restau-", "Confidence": 0.874, "X1": 0.32516, "Y1": 0.3642, "X2": 0.52774, "Y2": 0.364, "X3": 0.52774, "Y3": 0.3748, "X4": 0.32516, "Y4": 0.3748, "page": 0}, {"Word": "rant in town by the smell of a", "Confidence": 0.85275, "X1": 0.32645, "Y1": 0.3732, "X2": 0.52903, "Y2": 0.373, "X3": 0.52903, "Y3": 0.3858, "X4": 0.32645, "Y4": 0.3858, "page": 0}, {"Word": "cigarette being Hit up as they", "Confidence": 0.836, "X1": 0.32774, "Y1": 0.3822, "X2": 0.52903, "Y2": 0.382, "X3": 0.52903, "Y3": 0.3958, "X4": 0.32774, "Y4": 0.3958, "page": 0}, {"Word": "were. about to bite into their", "Confidence": 0.876, "X1": 0.32387, "Y1": 0.3912, "X2": 0.52645, "Y2": 0.391, "X3": 0.52774, "Y3": 0.4028, "X4": 0.32387, "Y4": 0.4058, "page": 0}, {"Word": "food, relief may be at hand,", "Confidence": 0.80167, "X1": 0.32774, "Y1": 0.4032, "X2": 0.49935, "Y2": 0.403, "X3": 0.49935, "Y3": 0.4148, "X4": 0.32774, "Y4": 0.4148, "page": 0}, {"Word": "pod, relle", "Confidence": 0.445, "X1": 0.33548, "Y1": 0.3982, "X2": 0.39097, "Y2": 0.398, "X3": 0.39097, "Y3": 0.4108, "X4": 0.33548, "Y4": 0.4108, "page": 0}, {"Word": "The Board of Health is ex-", "Confidence": 0.8725, "X1": 0.33677, "Y1": 0.4192, "X2": 0.52774, "Y2": 0.419, "X3": 0.52774, "Y3": 0.4288, "X4": 0.33677, "Y4": 0.4298, "page": 0}, {"Word": "pected to vote at a meeting", "Confidence": 0.8965, "X1": 0.32774, "Y1": 0.4302, "X2": 0.52774, "Y2": 0.43, "X3": 0.52774, "Y3": 0.4398, "X4": 0.32774, "Y4": 0.4398, "page": 0}, {"Word": "scheduled for Dec. 8 at 4 p.m. in", "Confidence": 0.77738, "X1": 0.32903, "Y1": 0.4392, "X2": 0.52903, "Y2": 0.439, "X3": 0.52903, "Y3": 0.4498, "X4": 0.32903, "Y4": 0.4498, "page": 0}, {"Word": "-the selectmen's bearing rooms In", "Confidence": 0.6968, "X1": 0.32387, "Y1": 0.4492, "X2": 0.53032, "Y2": 0.449, "X3": 0.53032, "Y3": 0.4588, "X4": 0.32387, "Y4": 0.4588, "page": 0}, {"Word": "ned re", "Confidence": 0.752, "X1": 0.46452, "Y1": 0.4562, "X2": 0.50581, "Y2": 0.456, "X3": 0.50581, "Y3": 0.4658, "X4": 0.46452, "Y4": 0.4658, "page": 0}, {"Word": "Town Hall on a proposed regu-", "Confidence": 0.8305, "X1": 0.32903, "Y1": 0.4592, "X2": 0.53032, "Y2": 0.459, "X3": 0.53032, "Y3": 0.4698, "X4": 0.32903, "Y4": 0.4688, "page": 0}, {"Word": "lation that would require all of", "Confidence": 0.8505, "X1": 0.32516, "Y1": 0.4682, "X2": 0.52903, "Y2": 0.468, "X3": 0.52903, "Y3": 0.4788, "X4": 0.32516, "Y4": 0.4778, "page": 0}, {"Word": "the larger restaurants In town", "Confidence": 0.8948, "X1": 0.32774, "Y1": 0.4792, "X2": 0.53161, "Y2": 0.479, "X3": 0.53161, "Y3": 0.4898, "X4": 0.32774, "Y4": 0.4888, "page": 0}, {"Word": "to establish a non-smoking sec ..", "Confidence": 0.66633, "X1": 0.32516, "Y1": 0.4902, "X2": 0.53161, "Y2": 0.49, "X3": 0.53161, "Y3": 0.5008, "X4": 0.32516, "Y4": 0.4978, "page": 0}, {"Word": "tion for patrons.", "Confidence": 0.84467, "X1": 0.32645, "Y1": 0.4992, "X2": 0.43226, "Y2": 0.499, "X3": 0.43226, "Y3": 0.5098, "X4": 0.32645, "Y4": 0.5098, "page": 0}, {"Word": "The proposal has met . with", "Confidence": 0.88317, "X1": 0.33935, "Y1": 0.5142, "X2": 0.53032, "Y2": 0.514, "X3": 0.53032, "Y3": 0.5258, "X4": 0.33935, "Y4": 0.5248, "page": 0}, {"Word": "mixed reviews from restaurant", "Confidence": 0.8445, "X1": 0.32387, "Y1": 0.5242, "X2": 0.52774, "Y2": 0.524, "X3": 0.52774, "Y3": 0.5348, "X4": 0.32387, "Y4": 0.5358, "page": 0}, {"Word": "managers were informally", "Confidence": 0.903, "X1": 0.32774, "Y1": 0.5342, "X2": 0.5329, "Y2": 0.534, "X3": 0.5329, "Y3": 0.5448, "X4": 0.32774, "Y4": 0.5438, "page": 0}, {"Word": "polled. But most indicated that", "Confidence": 0.8596, "X1": 0.32774, "Y1": 0.5432, "X2": 0.52903, "Y2": 0.543, "X3": 0.52903, "Y3": 0.5528, "X4": 0.32774, "Y4": 0.5538, "page": 0}, {"Word": "if they were pressed to create a", "Confidence": 0.90243, "X1": 0.32774, "Y1": 0.5532, "X2": 0.52774, "Y2": 0.553, "X3": 0.52774, "Y3": 0.5648, "X4": 0.32774, "Y4": 0.5638, "page": 0}, {"Word": "non-smoking section, they could", "Confidence": 0.82175, "X1": 0.32774, "Y1": 0.5632, "X2": 0.52903, "Y2": 0.563, "X3": 0.52903, "Y3": 0.5738, "X4": 0.32774, "Y4": 0.5738, "page": 0}, {"Word": "make the adjustment.", "Confidence": 0.95433, "X1": 0.32903, "Y1": 0.5742, "X2": 0.46452, "Y2": 0.574, "X3": 0.46452, "Y3": 0.5848, "X4": 0.32903, "Y4": 0.5828, "page": 0}, {"Word": "man services and health agent", "Confidence": 0.8376, "X1": 0.32774, "Y1": 0.5992, "X2": 0.52903, "Y2": 0.599, "X3": 0.52903, "Y3": 0.6078, "X4": 0.32774, "Y4": 0.6088, "page": 0}, {"Word": "Tracy I. Flagg, director of bu-", "Confidence": 0.794, "X1": 0.34194, "Y1": 0.5892, "X2": 0.52774, "Y2": 0.589, "X3": 0.52774, "Y3": 0.5998, "X4": 0.34194, "Y4": 0.5988, "page": 0}, {"Word": "for the town, said the board", "Confidence": 0.88833, "X1": 0.32774, "Y1": 0.6092, "X2": 0.53032, "Y2": 0.609, "X3": 0.53032, "Y3": 0.6198, "X4": 0.32774, "Y4": 0.6198, "page": 0}, {"Word": "members \"are ready to adopt' ?", "Confidence": 0.896, "X1": 0.32774, "Y1": 0.6182, "X2": 0.53032, "Y2": 0.618, "X3": 0.53161, "Y3": 0.6288, "X4": 0.32774, "Y4": 0.6298, "page": 0}, {"Word": "the proposed regulation, \"but\"", "Confidence": 0.7925, "X1": 0.32774, "Y1": 0.6272, "X2": 0.53032, "Y2": 0.627, "X3": 0.53032, "Y3": 0.6388, "X4": 0.32774, "Y4": 0.6408, "page": 0}, {"Word": "they are open to any proposals", "Confidence": 0.90583, "X1": 0.32774, "Y1": 0.6372, "X2": 0.53032, "Y2": 0.637, "X3": 0.53032, "Y3": 0.6488, "X4": 0.32774, "Y4": 0.6498, "page": 0}, {"Word": "to improve the regulation.\"", "Confidence": 0.91525, "X1": 0.32903, "Y1": 0.6472, "X2": 0.49935, "Y2": 0.647, "X3": 0.49935, "Y3": 0.6588, "X4": 0.32903, "Y4": 0.6588, "page": 0}, {"Word": "The new regulation would ap-'", "Confidence": 0.791, "X1": 0.33935, "Y1": 0.6632, "X2": 0.53161, "Y2": 0.663, "X3": 0.53161, "Y3": 0.6738, "X4": 0.33935, "Y4": 0.6738, "page": 0}, {"Word": "ly to any food-serving estab-", "Confidence": 0.914, "X1": 0.33548, "Y1": 0.6742, "X2": 0.53032, "Y2": 0.674, "X3": 0.53032, "Y3": 0.6848, "X4": 0.33548, "Y4": 0.6838, "page": 0}, {"Word": "lishment with a seating capac.", "Confidence": 0.8112, "X1": 0.33161, "Y1": 0.6842, "X2": 0.52774, "Y2": 0.684, "X3": 0.52774, "Y3": 0.6938, "X4": 0.33161, "Y4": 0.6928, "page": 0}, {"Word": "Ity of 40 or more persons. Flags", "Confidence": 0.88, "X1": 0.33032, "Y1": 0.6932, "X2": 0.53032, "Y2": 0.693, "X3": 0.53032, "Y3": 0.7058, "X4": 0.33032, "Y4": 0.7038, "page": 0}, {"Word": "said that would affect about 40", "Confidence": 0.793, "X1": 0.32774, "Y1": 0.7022, "X2": 0.53032, "Y2": 0.702, "X3": 0.53032, "Y3": 0.7128, "X4": 0.32774, "Y4": 0.7138, "page": 0}, {"Word": "of the 160 food establishments in", "Confidence": 0.93867, "X1": 0.32903, "Y1": 0.7132, "X2": 0.52903, "Y2": 0.713, "X3": 0.52903, "Y3": 0.7238, "X4": 0.32903, "Y4": 0.7238, "page": 0}, {"Word": "Danvers.", "Confidence": 0.903, "X1": 0.33032, "Y1": 0.7242, "X2": 0.38581, "Y2": 0.724, "X3": 0.38581, "Y3": 0.7338, "X4": 0.33032, "Y4": 0.7328, "page": 0}, {"Word": "The regulation would require", "Confidence": 0.86225, "X1": 0.33935, "Y1": 0.7382, "X2": 0.5329, "Y2": 0.738, "X3": 0.5329, "Y3": 0.7498, "X4": 0.33935, "Y4": 0.7498, "page": 0}, {"Word": "that 25 percent of existing seat-", "Confidence": 0.871, "X1": 0.32903, "Y1": 0.7492, "X2": 0.53548, "Y2": 0.749, "X3": 0.53548, "Y3": 0.7608, "X4": 0.32903, "Y4": 0.7588, "page": 0}, {"Word": "ing be set aside for patrons pre-'", "Confidence": 0.88, "X1": 0.32903, "Y1": 0.7582, "X2": 0.53548, "Y2": 0.758, "X3": 0.53548, "Y3": 0.7688, "X4": 0.32903, "Y4": 0.7698, "page": 0}, {"Word": "ferring a non-smoking section,", "Confidence": 0.6505, "X1": 0.32903, "Y1": 0.7692, "X2": 0.52645, "Y2": 0.769, "X3": 0.52645, "Y3": 0.7798, "X4": 0.32903, "Y4": 0.7798, "page": 0}, {"Word": "and that smoking sections be", "Confidence": 0.7474, "X1": 0.33161, "Y1": 0.7782, "X2": 0.52774, "Y2": 0.778, "X3": 0.52774, "Y3": 0.7888, "X4": 0.33161, "Y4": 0.7888, "page": 0}, {"Word": "ventilated so as not to dispatch", "Confidence": 0.81, "X1": 0.32903, "Y1": 0.7892, "X2": 0.53161, "Y2": 0.789, "X3": 0.53161, "Y3": 0.7998, "X4": 0.32903, "Y4": 0.7998, "page": 0}, {"Word": "smoke into the non-smoking see-", "Confidence": 0.7028, "X1": 0.32645, "Y1": 0.7982, "X2": 0.5329, "Y2": 0.798, "X3": 0.5329, "Y3": 0.8098, "X4": 0.32645, "Y4": 0.8098, "page": 0}, {"Word": "Hon.", "Confidence": 0.399, "X1": 0.32903, "Y1": 0.8072, "X2": 0.35871, "Y2": 0.807, "X3": 0.35871, "Y3": 0.8168, "X4": 0.32903, "Y4": 0.8168, "page": 0}], "words_data": [{"Word": "SALEM", "Confidence": 0.97, "X1": 0.37419, "Y1": 0.0332, "X2": 0.4129, "Y2": 0.033, "X3": 0.41161, "Y3": 0.0448, "X4": 0.37419, "Y4": 0.0458, "page": 0, "Index": 0}, {"Word": "EVENING", "Confidence": 0.616, "X1": 0.41548, "Y1": 0.0322, "X2": 0.4671, "Y2": 0.032, "X3": 0.4671, "Y3": 0.0438, "X4": 0.41548, "Y4": 0.0448, "page": 0, "Index": 1}, {"Word": "NEWS", "Confidence": 0.969, "X1": 0.47097, "Y1": 0.0322, "X2": 0.50839, "Y2": 0.032, "X3": 0.5071, "Y3": 0.0448, "X4": 0.46968, "Y4": 0.0438, "page": 0, "Index": 2}, {"Word": "SALEN,", "Confidence": 0.763, "X1": 0.40645, "Y1": 0.0442, "X2": 0.45161, "Y2": 0.044, "X3": 0.45161, "Y3": 0.0558, "X4": 0.40645, "Y4": 0.0548, "page": 0, "Index": 3}, {"Word": "MA", "Confidence": 0.835, "X1": 0.45419, "Y1": 0.0452, "X2": 0.47484, "Y2": 0.045, "X3": 0.47484, "Y3": 0.0568, "X4": 0.45419, "Y4": 0.0558, "page": 0, "Index": 4}, {"Word": "NOV", "Confidence": 0.997, "X1": 0.34323, "Y1": 0.0802, "X2": 0.37806, "Y2": 0.08, "X3": 0.37806, "Y3": 0.0968, "X4": 0.34323, "Y4": 0.0968, "page": 0, "Index": 5}, {"Word": "24", "Confidence": 0.998, "X1": 0.38452, "Y1": 0.0802, "X2": 0.41032, "Y2": 0.08, "X3": 0.41032, "Y3": 0.0978, "X4": 0.38452, "Y4": 0.0978, "page": 0, "Index": 6}, {"Word": "1986", "Confidence": 0.991, "X1": 0.41806, "Y1": 0.0812, "X2": 0.46452, "Y2": 0.081, "X3": 0.46452, "Y3": 0.0998, "X4": 0.41677, "Y4": 0.0978, "page": 0, "Index": 7}, {"Word": "NEW", "Confidence": 0.296, "X1": 0.33935, "Y1": 0.1152, "X2": 0.35742, "Y2": 0.115, "X3": 0.35613, "Y3": 0.1258, "X4": 0.33677, "Y4": 0.1258, "page": 0, "Index": 8}, {"Word": "ENGLAND", "Confidence": 0.436, "X1": 0.36, "Y1": 0.1162, "X2": 0.4, "Y2": 0.116, "X3": 0.39742, "Y3": 0.1248, "X4": 0.35871, "Y4": 0.1258, "page": 0, "Index": 9}, {"Word": "NEWSCUP", "Confidence": 0.475, "X1": 0.40258, "Y1": 0.1162, "X2": 0.44903, "Y2": 0.116, "X3": 0.44645, "Y3": 0.1258, "X4": 0.40129, "Y4": 0.1248, "page": 0, "Index": 10}, {"Word": "AGENCY", "Confidence": 0.849, "X1": 0.45161, "Y1": 0.1172, "X2": 0.48774, "Y2": 0.117, "X3": 0.48516, "Y3": 0.1278, "X4": 0.44903, "Y4": 0.1258, "page": 0, "Index": 11}, {"Word": "&C.", "Confidence": 0.003, "X1": 0.49032, "Y1": 0.1172, "X2": 0.5071, "Y2": 0.117, "X3": 0.50452, "Y3": 0.1298, "X4": 0.48774, "Y4": 0.1288, "page": 0, "Index": 12}, {"Word": "Butt", "Confidence": 0.612, "X1": 0.32516, "Y1": 0.1272, "X2": 0.4529, "Y2": 0.127, "X3": 0.4529, "Y3": 0.1688, "X4": 0.32645, "Y4": 0.1688, "page": 0, "Index": 13}, {"Word": "ban", "Confidence": 0.991, "X1": 0.32774, "Y1": 0.1782, "X2": 0.42323, "Y2": 0.178, "X3": 0.42323, "Y3": 0.2178, "X4": 0.32774, "Y4": 0.2178, "page": 0, "Index": 14}, {"Word": "bid", "Confidence": 0.994, "X1": 0.32774, "Y1": 0.2242, "X2": 0.41419, "Y2": 0.224, "X3": 0.41548, "Y3": 0.2658, "X4": 0.32774, "Y4": 0.2678, "page": 0, "Index": 15}, {"Word": "Non-smoking", "Confidence": 0.991, "X1": 0.32516, "Y1": 0.2822, "X2": 0.50839, "Y2": 0.282, "X3": 0.50839, "Y3": 0.3058, "X4": 0.32516, "Y4": 0.3028, "page": 0, "Index": 16}, {"Word": "areas", "Confidence": 0.996, "X1": 0.32774, "Y1": 0.3072, "X2": 0.39871, "Y2": 0.307, "X3": 0.39742, "Y3": 0.3258, "X4": 0.32774, "Y4": 0.3248, "page": 0, "Index": 17}, {"Word": "sought", "Confidence": 0.997, "X1": 0.41032, "Y1": 0.3052, "X2": 0.5071, "Y2": 0.305, "X3": 0.5071, "Y3": 0.3268, "X4": 0.41032, "Y4": 0.3258, "page": 0, "Index": 18}, {"Word": "By", "Confidence": 0.996, "X1": 0.32645, "Y1": 0.3272, "X2": 0.34323, "Y2": 0.327, "X3": 0.34452, "Y3": 0.3398, "X4": 0.32645, "Y4": 0.3398, "page": 0, "Index": 19}, {"Word": "MICHAEL", "Confidence": 0.925, "X1": 0.3471, "Y1": 0.3272, "X2": 0.41032, "Y2": 0.327, "X3": 0.41032, "Y3": 0.3408, "X4": 0.3471, "Y4": 0.3398, "page": 0, "Index": 20}, {"Word": "LANZA", "Confidence": 0.994, "X1": 0.41419, "Y1": 0.3272, "X2": 0.46452, "Y2": 0.327, "X3": 0.46452, "Y3": 0.3418, "X4": 0.41419, "Y4": 0.3408, "page": 0, "Index": 21}, {"Word": "News", "Confidence": 0.886, "X1": 0.32645, "Y1": 0.3382, "X2": 0.36, "Y2": 0.338, "X3": 0.36129, "Y3": 0.3488, "X4": 0.32774, "Y4": 0.3498, "page": 0, "Index": 22}, {"Word": "Staff", "Confidence": 0.314, "X1": 0.36387, "Y1": 0.3382, "X2": 0.39742, "Y2": 0.338, "X3": 0.39742, "Y3": 0.3488, "X4": 0.36387, "Y4": 0.3488, "page": 0, "Index": 23}, {"Word": "DANVERS", "Confidence": 0.995, "X1": 0.33806, "Y1": 0.3522, "X2": 0.40645, "Y2": 0.352, "X3": 0.40645, "Y3": 0.3648, "X4": 0.33806, "Y4": 0.3658, "page": 0, "Index": 24}, {"Word": "-", "Confidence": 0.986, "X1": 0.4129, "Y1": 0.3522, "X2": 0.42194, "Y2": 0.352, "X3": 0.42194, "Y3": 0.3648, "X4": 0.4129, "Y4": 0.3648, "page": 0, "Index": 25}, {"Word": "For", "Confidence": 0.998, "X1": 0.43097, "Y1": 0.3522, "X2": 0.45677, "Y2": 0.352, "X3": 0.45677, "Y3": 0.3648, "X4": 0.43097, "Y4": 0.3648, "page": 0, "Index": 26}, {"Word": "those", "Confidence": 0.685, "X1": 0.45935, "Y1": 0.3532, "X2": 0.49548, "Y2": 0.353, "X3": 0.49419, "Y3": 0.3648, "X4": 0.45935, "Y4": 0.3648, "page": 0, "Index": 27}, {"Word": "who", "Confidence": 0.509, "X1": 0.49935, "Y1": 0.3542, "X2": 0.52774, "Y2": 0.354, "X3": 0.52645, "Y3": 0.3658, "X4": 0.49935, "Y4": 0.3648, "page": 0, "Index": 28}, {"Word": "have", "Confidence": 0.73, "X1": 0.32645, "Y1": 0.3652, "X2": 0.35742, "Y2": 0.365, "X3": 0.35871, "Y3": 0.3758, "X4": 0.32774, "Y4": 0.3748, "page": 0, "Index": 29}, {"Word": "been", "Confidence": 0.955, "X1": 0.36129, "Y1": 0.3652, "X2": 0.39097, "Y2": 0.365, "X3": 0.39097, "Y3": 0.3758, "X4": 0.36129, "Y4": 0.3758, "page": 0, "Index": 30}, {"Word": "annoyed", "Confidence": 0.955, "X1": 0.39484, "Y1": 0.3652, "X2": 0.44645, "Y2": 0.365, "X3": 0.44645, "Y3": 0.3758, "X4": 0.39484, "Y4": 0.3758, "page": 0, "Index": 31}, {"Word": "at", "Confidence": 0.998, "X1": 0.45032, "Y1": 0.3652, "X2": 0.46581, "Y2": 0.365, "X3": 0.46452, "Y3": 0.3758, "X4": 0.45032, "Y4": 0.3758, "page": 0, "Index": 32}, {"Word": "a", "Confidence": 0.993, "X1": 0.46839, "Y1": 0.3652, "X2": 0.47613, "Y2": 0.365, "X3": 0.47613, "Y3": 0.3758, "X4": 0.46839, "Y4": 0.3758, "page": 0, "Index": 33}, {"Word": "restau-", "Confidence": 0.613, "X1": 0.48, "Y1": 0.3642, "X2": 0.52903, "Y2": 0.364, "X3": 0.52774, "Y3": 0.3748, "X4": 0.48, "Y4": 0.3758, "page": 0, "Index": 34}, {"Word": "rant", "Confidence": 0.885, "X1": 0.32774, "Y1": 0.3752, "X2": 0.35613, "Y2": 0.375, "X3": 0.35613, "Y3": 0.3858, "X4": 0.32774, "Y4": 0.3868, "page": 0, "Index": 35}, {"Word": "in", "Confidence": 0.995, "X1": 0.36, "Y1": 0.3752, "X2": 0.3729, "Y2": 0.375, "X3": 0.37419, "Y3": 0.3858, "X4": 0.36, "Y4": 0.3858, "page": 0, "Index": 36}, {"Word": "town", "Confidence": 0.954, "X1": 0.37677, "Y1": 0.3742, "X2": 0.40774, "Y2": 0.374, "X3": 0.40774, "Y3": 0.3858, "X4": 0.37677, "Y4": 0.3858, "page": 0, "Index": 37}, {"Word": "by", "Confidence": 0.998, "X1": 0.41161, "Y1": 0.3742, "X2": 0.42839, "Y2": 0.374, "X3": 0.42839, "Y3": 0.3858, "X4": 0.41161, "Y4": 0.3858, "page": 0, "Index": 38}, {"Word": "the", "Confidence": 0.97, "X1": 0.43355, "Y1": 0.3742, "X2": 0.45548, "Y2": 0.374, "X3": 0.45548, "Y3": 0.3858, "X4": 0.43355, "Y4": 0.3858, "page": 0, "Index": 39}, {"Word": "smell", "Confidence": 0.882, "X1": 0.45935, "Y1": 0.3742, "X2": 0.49419, "Y2": 0.374, "X3": 0.49419, "Y3": 0.3858, "X4": 0.45935, "Y4": 0.3858, "page": 0, "Index": 40}, {"Word": "of", "Confidence": 0.996, "X1": 0.49677, "Y1": 0.3742, "X2": 0.51355, "Y2": 0.374, "X3": 0.51355, "Y3": 0.3868, "X4": 0.49677, "Y4": 0.3858, "page": 0, "Index": 41}, {"Word": "a", "Confidence": 0.142, "X1": 0.51613, "Y1": 0.3742, "X2": 0.52516, "Y2": 0.374, "X3": 0.52516, "Y3": 0.3868, "X4": 0.51613, "Y4": 0.3868, "page": 0, "Index": 42}, {"Word": "cigarette", "Confidence": 0.624, "X1": 0.32903, "Y1": 0.3852, "X2": 0.38452, "Y2": 0.385, "X3": 0.38581, "Y3": 0.3958, "X4": 0.32903, "Y4": 0.3948, "page": 0, "Index": 43}, {"Word": "being", "Confidence": 0.996, "X1": 0.38968, "Y1": 0.3842, "X2": 0.42452, "Y2": 0.384, "X3": 0.42452, "Y3": 0.3958, "X4": 0.38968, "Y4": 0.3958, "page": 0, "Index": 44}, {"Word": "Hit", "Confidence": 0.781, "X1": 0.42968, "Y1": 0.3842, "X2": 0.44903, "Y2": 0.384, "X3": 0.44903, "Y3": 0.3958, "X4": 0.42968, "Y4": 0.3958, "page": 0, "Index": 45}, {"Word": "up", "Confidence": 0.992, "X1": 0.45161, "Y1": 0.3842, "X2": 0.46968, "Y2": 0.384, "X3": 0.46968, "Y3": 0.3958, "X4": 0.4529, "Y4": 0.3958, "page": 0, "Index": 46}, {"Word": "as", "Confidence": 0.636, "X1": 0.47613, "Y1": 0.3832, "X2": 0.4929, "Y2": 0.383, "X3": 0.4929, "Y3": 0.3958, "X4": 0.47742, "Y4": 0.3958, "page": 0, "Index": 47}, {"Word": "they", "Confidence": 0.987, "X1": 0.49677, "Y1": 0.3822, "X2": 0.52645, "Y2": 0.382, "X3": 0.52645, "Y3": 0.3958, "X4": 0.49677, "Y4": 0.3958, "page": 0, "Index": 48}, {"Word": "were.", "Confidence": 0.722, "X1": 0.32774, "Y1": 0.3952, "X2": 0.36387, "Y2": 0.395, "X3": 0.36387, "Y3": 0.4058, "X4": 0.32774, "Y4": 0.4058, "page": 0, "Index": 49}, {"Word": "about", "Confidence": 0.834, "X1": 0.36774, "Y1": 0.3952, "X2": 0.40387, "Y2": 0.395, "X3": 0.40387, "Y3": 0.4058, "X4": 0.36774, "Y4": 0.4058, "page": 0, "Index": 50}, {"Word": "to", "Confidence": 0.991, "X1": 0.40903, "Y1": 0.3952, "X2": 0.42323, "Y2": 0.395, "X3": 0.42194, "Y3": 0.4058, "X4": 0.40774, "Y4": 0.4058, "page": 0, "Index": 51}, {"Word": "bite", "Confidence": 0.903, "X1": 0.42968, "Y1": 0.3942, "X2": 0.45677, "Y2": 0.394, "X3": 0.45548, "Y3": 0.4048, "X4": 0.42968, "Y4": 0.4048, "page": 0, "Index": 52}, {"Word": "into", "Confidence": 0.952, "X1": 0.46194, "Y1": 0.3932, "X2": 0.48774, "Y2": 0.393, "X3": 0.48774, "Y3": 0.4038, "X4": 0.46194, "Y4": 0.4048, "page": 0, "Index": 53}, {"Word": "their", "Confidence": 0.854, "X1": 0.49419, "Y1": 0.3912, "X2": 0.52774, "Y2": 0.391, "X3": 0.52774, "Y3": 0.4028, "X4": 0.49419, "Y4": 0.4038, "page": 0, "Index": 54}, {"Word": "food,", "Confidence": 0.814, "X1": 0.32903, "Y1": 0.4042, "X2": 0.35871, "Y2": 0.404, "X3": 0.35742, "Y3": 0.4148, "X4": 0.32774, "Y4": 0.4148, "page": 0, "Index": 55}, {"Word": "pod,", "Confidence": 0.207, "X1": 0.33677, "Y1": 0.3982, "X2": 0.35871, "Y2": 0.398, "X3": 0.35871, "Y3": 0.4108, "X4": 0.33548, "Y4": 0.4108, "page": 0, "Index": 56}, {"Word": "relief", "Confidence": 0.602, "X1": 0.36129, "Y1": 0.4052, "X2": 0.39484, "Y2": 0.405, "X3": 0.39484, "Y3": 0.4158, "X4": 0.36, "Y4": 0.4148, "page": 0, "Index": 57}, {"Word": "relle", "Confidence": 0.683, "X1": 0.36258, "Y1": 0.3992, "X2": 0.39097, "Y2": 0.399, "X3": 0.39097, "Y3": 0.4118, "X4": 0.36258, "Y4": 0.4108, "page": 0, "Index": 58}, {"Word": "may", "Confidence": 0.991, "X1": 0.39742, "Y1": 0.4052, "X2": 0.42581, "Y2": 0.405, "X3": 0.42452, "Y3": 0.4158, "X4": 0.39742, "Y4": 0.4158, "page": 0, "Index": 59}, {"Word": "be", "Confidence": 0.802, "X1": 0.42839, "Y1": 0.4052, "X2": 0.44258, "Y2": 0.405, "X3": 0.44258, "Y3": 0.4158, "X4": 0.42839, "Y4": 0.4158, "page": 0, "Index": 60}, {"Word": "at", "Confidence": 0.998, "X1": 0.44645, "Y1": 0.4042, "X2": 0.45935, "Y2": 0.404, "X3": 0.45935, "Y3": 0.4148, "X4": 0.44645, "Y4": 0.4158, "page": 0, "Index": 61}, {"Word": "hand,", "Confidence": 0.603, "X1": 0.46194, "Y1": 0.4042, "X2": 0.49935, "Y2": 0.404, "X3": 0.50065, "Y3": 0.4148, "X4": 0.46194, "Y4": 0.4148, "page": 0, "Index": 62}, {"Word": "The", "Confidence": 0.998, "X1": 0.34065, "Y1": 0.4192, "X2": 0.36516, "Y2": 0.419, "X3": 0.36516, "Y3": 0.4308, "X4": 0.33935, "Y4": 0.4308, "page": 0, "Index": 63}, {"Word": "Board", "Confidence": 0.995, "X1": 0.37161, "Y1": 0.4192, "X2": 0.41032, "Y2": 0.419, "X3": 0.41032, "Y3": 0.4298, "X4": 0.37161, "Y4": 0.4308, "page": 0, "Index": 64}, {"Word": "of", "Confidence": 0.998, "X1": 0.41677, "Y1": 0.4192, "X2": 0.43226, "Y2": 0.419, "X3": 0.43226, "Y3": 0.4298, "X4": 0.41677, "Y4": 0.4298, "page": 0, "Index": 65}, {"Word": "Health", "Confidence": 0.971, "X1": 0.43742, "Y1": 0.4192, "X2": 0.48, "Y2": 0.419, "X3": 0.48, "Y3": 0.4298, "X4": 0.43742, "Y4": 0.4298, "page": 0, "Index": 66}, {"Word": "is", "Confidence": 0.666, "X1": 0.48645, "Y1": 0.4192, "X2": 0.50065, "Y2": 0.419, "X3": 0.50065, "Y3": 0.4298, "X4": 0.48516, "Y4": 0.4298, "page": 0, "Index": 67}, {"Word": "ex-", "Confidence": 0.607, "X1": 0.50581, "Y1": 0.4202, "X2": 0.52774, "Y2": 0.42, "X3": 0.52774, "Y3": 0.4298, "X4": 0.50581, "Y4": 0.4298, "page": 0, "Index": 68}, {"Word": "pected", "Confidence": 0.993, "X1": 0.32903, "Y1": 0.4312, "X2": 0.36903, "Y2": 0.431, "X3": 0.36903, "Y3": 0.4408, "X4": 0.32903, "Y4": 0.4408, "page": 0, "Index": 69}, {"Word": "to", "Confidence": 0.997, "X1": 0.37806, "Y1": 0.4312, "X2": 0.39097, "Y2": 0.431, "X3": 0.39097, "Y3": 0.4408, "X4": 0.37806, "Y4": 0.4408, "page": 0, "Index": 70}, {"Word": "vote", "Confidence": 0.868, "X1": 0.4, "Y1": 0.4312, "X2": 0.42581, "Y2": 0.431, "X3": 0.42581, "Y3": 0.4398, "X4": 0.4, "Y4": 0.4408, "page": 0, "Index": 71}, {"Word": "at", "Confidence": 0.959, "X1": 0.43613, "Y1": 0.4312, "X2": 0.45032, "Y2": 0.431, "X3": 0.45032, "Y3": 0.4398, "X4": 0.43613, "Y4": 0.4398, "page": 0, "Index": 72}, {"Word": "a", "Confidence": 0.773, "X1": 0.45806, "Y1": 0.4312, "X2": 0.46581, "Y2": 0.431, "X3": 0.46581, "Y3": 0.4398, "X4": 0.45806, "Y4": 0.4398, "page": 0, "Index": 73}, {"Word": "meeting", "Confidence": 0.789, "X1": 0.47613, "Y1": 0.4302, "X2": 0.52645, "Y2": 0.43, "X3": 0.52645, "Y3": 0.4388, "X4": 0.47613, "Y4": 0.4398, "page": 0, "Index": 74}, {"Word": "scheduled", "Confidence": 0.661, "X1": 0.32903, "Y1": 0.4402, "X2": 0.38839, "Y2": 0.44, "X3": 0.38839, "Y3": 0.4498, "X4": 0.32903, "Y4": 0.4488, "page": 0, "Index": 75}, {"Word": "for", "Confidence": 0.699, "X1": 0.39097, "Y1": 0.4402, "X2": 0.41032, "Y2": 0.44, "X3": 0.41032, "Y3": 0.4498, "X4": 0.39097, "Y4": 0.4498, "page": 0, "Index": 76}, {"Word": "Dec.", "Confidence": 0.673, "X1": 0.4129, "Y1": 0.4402, "X2": 0.44258, "Y2": 0.44, "X3": 0.44258, "Y3": 0.4498, "X4": 0.4129, "Y4": 0.4498, "page": 0, "Index": 77}, {"Word": "8", "Confidence": 0.645, "X1": 0.44516, "Y1": 0.4402, "X2": 0.45161, "Y2": 0.44, "X3": 0.45161, "Y3": 0.4498, "X4": 0.44516, "Y4": 0.4498, "page": 0, "Index": 78}, {"Word": "at", "Confidence": 0.886, "X1": 0.45677, "Y1": 0.4402, "X2": 0.46839, "Y2": 0.44, "X3": 0.46839, "Y3": 0.4498, "X4": 0.45677, "Y4": 0.4498, "page": 0, "Index": 79}, {"Word": "4", "Confidence": 0.885, "X1": 0.47097, "Y1": 0.4402, "X2": 0.47871, "Y2": 0.44, "X3": 0.47871, "Y3": 0.4498, "X4": 0.47097, "Y4": 0.4498, "page": 0, "Index": 80}, {"Word": "p.m.", "Confidence": 0.886, "X1": 0.48129, "Y1": 0.4402, "X2": 0.51097, "Y2": 0.44, "X3": 0.51097, "Y3": 0.4498, "X4": 0.48129, "Y4": 0.4498, "page": 0, "Index": 81}, {"Word": "in", "Confidence": 0.884, "X1": 0.51355, "Y1": 0.4402, "X2": 0.52645, "Y2": 0.44, "X3": 0.52645, "Y3": 0.4498, "X4": 0.51355, "Y4": 0.4498, "page": 0, "Index": 82}, {"Word": "-the", "Confidence": 0.602, "X1": 0.32387, "Y1": 0.4502, "X2": 0.34839, "Y2": 0.45, "X3": 0.34839, "Y3": 0.4588, "X4": 0.32387, "Y4": 0.4588, "page": 0, "Index": 83}, {"Word": "selectmen's", "Confidence": 0.908, "X1": 0.35226, "Y1": 0.4512, "X2": 0.42323, "Y2": 0.451, "X3": 0.42323, "Y3": 0.4598, "X4": 0.35097, "Y4": 0.4588, "page": 0, "Index": 84}, {"Word": "bearing", "Confidence": 0.669, "X1": 0.42581, "Y1": 0.4502, "X2": 0.47355, "Y2": 0.45, "X3": 0.47355, "Y3": 0.4598, "X4": 0.42581, "Y4": 0.4598, "page": 0, "Index": 85}, {"Word": "ned", "Confidence": 0.62, "X1": 0.46839, "Y1": 0.4562, "X2": 0.48903, "Y2": 0.456, "X3": 0.48774, "Y3": 0.4668, "X4": 0.4671, "Y4": 0.4668, "page": 0, "Index": 86}, {"Word": "rooms", "Confidence": 0.36, "X1": 0.47613, "Y1": 0.4502, "X2": 0.51097, "Y2": 0.45, "X3": 0.50968, "Y3": 0.4598, "X4": 0.47613, "Y4": 0.4598, "page": 0, "Index": 87}, {"Word": "re", "Confidence": 0.884, "X1": 0.4929, "Y1": 0.4562, "X2": 0.50581, "Y2": 0.456, "X3": 0.50581, "Y3": 0.4668, "X4": 0.4929, "Y4": 0.4668, "page": 0, "Index": 88}, {"Word": "In", "Confidence": 0.945, "X1": 0.51355, "Y1": 0.4492, "X2": 0.52516, "Y2": 0.449, "X3": 0.52516, "Y3": 0.4588, "X4": 0.51355, "Y4": 0.4598, "page": 0, "Index": 89}, {"Word": "Town", "Confidence": 0.88, "X1": 0.33161, "Y1": 0.4592, "X2": 0.36258, "Y2": 0.459, "X3": 0.36258, "Y3": 0.4688, "X4": 0.33032, "Y4": 0.4688, "page": 0, "Index": 90}, {"Word": "Hall", "Confidence": 0.986, "X1": 0.36774, "Y1": 0.4592, "X2": 0.39613, "Y2": 0.459, "X3": 0.39613, "Y3": 0.4698, "X4": 0.36645, "Y4": 0.4688, "page": 0, "Index": 91}, {"Word": "on", "Confidence": 0.991, "X1": 0.39871, "Y1": 0.4592, "X2": 0.41419, "Y2": 0.459, "X3": 0.4129, "Y3": 0.4698, "X4": 0.39871, "Y4": 0.4698, "page": 0, "Index": 92}, {"Word": "a", "Confidence": 0.636, "X1": 0.41935, "Y1": 0.4592, "X2": 0.4271, "Y2": 0.459, "X3": 0.4271, "Y3": 0.4698, "X4": 0.41935, "Y4": 0.4698, "page": 0, "Index": 93}, {"Word": "proposed", "Confidence": 0.651, "X1": 0.43226, "Y1": 0.4602, "X2": 0.48774, "Y2": 0.46, "X3": 0.48774, "Y3": 0.4708, "X4": 0.43226, "Y4": 0.4698, "page": 0, "Index": 94}, {"Word": "regu-", "Confidence": 0.839, "X1": 0.49161, "Y1": 0.4602, "X2": 0.52903, "Y2": 0.46, "X3": 0.52903, "Y3": 0.4708, "X4": 0.49161, "Y4": 0.4708, "page": 0, "Index": 95}, {"Word": "lation", "Confidence": 0.66, "X1": 0.32645, "Y1": 0.4682, "X2": 0.36387, "Y2": 0.468, "X3": 0.36387, "Y3": 0.4788, "X4": 0.32774, "Y4": 0.4788, "page": 0, "Index": 96}, {"Word": "that", "Confidence": 0.971, "X1": 0.36774, "Y1": 0.4692, "X2": 0.39613, "Y2": 0.469, "X3": 0.39613, "Y3": 0.4788, "X4": 0.36774, "Y4": 0.4788, "page": 0, "Index": 97}, {"Word": "would", "Confidence": 0.991, "X1": 0.39871, "Y1": 0.4692, "X2": 0.43484, "Y2": 0.469, "X3": 0.43484, "Y3": 0.4788, "X4": 0.39871, "Y4": 0.4788, "page": 0, "Index": 98}, {"Word": "require", "Confidence": 0.754, "X1": 0.44, "Y1": 0.4692, "X2": 0.48645, "Y2": 0.469, "X3": 0.48516, "Y3": 0.4788, "X4": 0.44, "Y4": 0.4788, "page": 0, "Index": 99}, {"Word": "all", "Confidence": 0.769, "X1": 0.4929, "Y1": 0.4692, "X2": 0.51097, "Y2": 0.469, "X3": 0.50968, "Y3": 0.4788, "X4": 0.49161, "Y4": 0.4788, "page": 0, "Index": 100}, {"Word": "of", "Confidence": 0.958, "X1": 0.51355, "Y1": 0.4692, "X2": 0.52903, "Y2": 0.469, "X3": 0.52774, "Y3": 0.4788, "X4": 0.51226, "Y4": 0.4788, "page": 0, "Index": 101}, {"Word": "the", "Confidence": 0.998, "X1": 0.32774, "Y1": 0.4792, "X2": 0.34839, "Y2": 0.479, "X3": 0.34968, "Y3": 0.4898, "X4": 0.32774, "Y4": 0.4898, "page": 0, "Index": 102}, {"Word": "larger", "Confidence": 0.995, "X1": 0.35355, "Y1": 0.4802, "X2": 0.39484, "Y2": 0.48, "X3": 0.39484, "Y3": 0.4898, "X4": 0.35355, "Y4": 0.4898, "page": 0, "Index": 103}, {"Word": "restaurants", "Confidence": 0.68, "X1": 0.39871, "Y1": 0.4802, "X2": 0.47226, "Y2": 0.48, "X3": 0.47097, "Y3": 0.4898, "X4": 0.39871, "Y4": 0.4898, "page": 0, "Index": 104}, {"Word": "In", "Confidence": 0.958, "X1": 0.47613, "Y1": 0.4802, "X2": 0.49032, "Y2": 0.48, "X3": 0.48903, "Y3": 0.4898, "X4": 0.47484, "Y4": 0.4898, "page": 0, "Index": 105}, {"Word": "town", "Confidence": 0.843, "X1": 0.49548, "Y1": 0.4792, "X2": 0.52645, "Y2": 0.479, "X3": 0.52516, "Y3": 0.4898, "X4": 0.49548, "Y4": 0.4898, "page": 0, "Index": 106}, {"Word": "to", "Confidence": 0.997, "X1": 0.32774, "Y1": 0.4892, "X2": 0.34194, "Y2": 0.489, "X3": 0.34323, "Y3": 0.4988, "X4": 0.32903, "Y4": 0.4988, "page": 0, "Index": 107}, {"Word": "establish", "Confidence": 0.798, "X1": 0.34581, "Y1": 0.4892, "X2": 0.4, "Y2": 0.489, "X3": 0.40129, "Y3": 0.4988, "X4": 0.34581, "Y4": 0.4988, "page": 0, "Index": 108}, {"Word": "a", "Confidence": 0.993, "X1": 0.40645, "Y1": 0.4892, "X2": 0.41419, "Y2": 0.489, "X3": 0.41419, "Y3": 0.4988, "X4": 0.40645, "Y4": 0.4988, "page": 0, "Index": 109}, {"Word": "non-smoking", "Confidence": 0.463, "X1": 0.41806, "Y1": 0.4902, "X2": 0.49677, "Y2": 0.49, "X3": 0.49677, "Y3": 0.5008, "X4": 0.41806, "Y4": 0.4988, "page": 0, "Index": 110}, {"Word": "sec", "Confidence": 0.689, "X1": 0.50065, "Y1": 0.4902, "X2": 0.52, "Y2": 0.49, "X3": 0.52, "Y3": 0.5008, "X4": 0.50065, "Y4": 0.5008, "page": 0, "Index": 111}, {"Word": "..", "Confidence": 0.058, "X1": 0.52258, "Y1": 0.4912, "X2": 0.53161, "Y2": 0.491, "X3": 0.53161, "Y3": 0.5008, "X4": 0.52258, "Y4": 0.5008, "page": 0, "Index": 112}, {"Word": "tion", "Confidence": 0.701, "X1": 0.32774, "Y1": 0.5002, "X2": 0.35226, "Y2": 0.5, "X3": 0.35226, "Y3": 0.5098, "X4": 0.32774, "Y4": 0.5098, "page": 0, "Index": 113}, {"Word": "for", "Confidence": 0.997, "X1": 0.35484, "Y1": 0.5002, "X2": 0.37419, "Y2": 0.5, "X3": 0.37419, "Y3": 0.5098, "X4": 0.35484, "Y4": 0.5098, "page": 0, "Index": 114}, {"Word": "patrons.", "Confidence": 0.836, "X1": 0.37677, "Y1": 0.5002, "X2": 0.43226, "Y2": 0.5, "X3": 0.43097, "Y3": 0.5098, "X4": 0.37677, "Y4": 0.5098, "page": 0, "Index": 115}, {"Word": "The", "Confidence": 0.998, "X1": 0.34194, "Y1": 0.5142, "X2": 0.36645, "Y2": 0.514, "X3": 0.36645, "Y3": 0.5258, "X4": 0.34194, "Y4": 0.5258, "page": 0, "Index": 116}, {"Word": "proposal", "Confidence": 0.886, "X1": 0.3729, "Y1": 0.5142, "X2": 0.42839, "Y2": 0.514, "X3": 0.42839, "Y3": 0.5248, "X4": 0.3729, "Y4": 0.5258, "page": 0, "Index": 117}, {"Word": "has", "Confidence": 0.958, "X1": 0.43355, "Y1": 0.5142, "X2": 0.45806, "Y2": 0.514, "X3": 0.45806, "Y3": 0.5258, "X4": 0.43355, "Y4": 0.5258, "page": 0, "Index": 118}, {"Word": "met", "Confidence": 0.998, "X1": 0.46581, "Y1": 0.5152, "X2": 0.49032, "Y2": 0.515, "X3": 0.49032, "Y3": 0.5258, "X4": 0.46581, "Y4": 0.5258, "page": 0, "Index": 119}, {"Word": ".", "Confidence": 0.611, "X1": 0.49419, "Y1": 0.5152, "X2": 0.49677, "Y2": 0.515, "X3": 0.49548, "Y3": 0.5258, "X4": 0.4929, "Y4": 0.5258, "page": 0, "Index": 120}, {"Word": "with", "Confidence": 0.848, "X1": 0.49935, "Y1": 0.5162, "X2": 0.52774, "Y2": 0.516, "X3": 0.52645, "Y3": 0.5258, "X4": 0.49806, "Y4": 0.5258, "page": 0, "Index": 121}, {"Word": "mixed", "Confidence": 0.942, "X1": 0.32903, "Y1": 0.5252, "X2": 0.36774, "Y2": 0.525, "X3": 0.36774, "Y3": 0.5358, "X4": 0.32903, "Y4": 0.5348, "page": 0, "Index": 122}, {"Word": "reviews", "Confidence": 0.626, "X1": 0.3729, "Y1": 0.5252, "X2": 0.42194, "Y2": 0.525, "X3": 0.42194, "Y3": 0.5358, "X4": 0.3729, "Y4": 0.5358, "page": 0, "Index": 123}, {"Word": "from", "Confidence": 0.962, "X1": 0.42452, "Y1": 0.5252, "X2": 0.45161, "Y2": 0.525, "X3": 0.45161, "Y3": 0.5358, "X4": 0.42452, "Y4": 0.5358, "page": 0, "Index": 124}, {"Word": "restaurant", "Confidence": 0.848, "X1": 0.46065, "Y1": 0.5252, "X2": 0.52774, "Y2": 0.525, "X3": 0.52903, "Y3": 0.5348, "X4": 0.46065, "Y4": 0.5358, "page": 0, "Index": 125}, {"Word": "managers", "Confidence": 0.95, "X1": 0.32774, "Y1": 0.5342, "X2": 0.40129, "Y2": 0.534, "X3": 0.40129, "Y3": 0.5438, "X4": 0.32903, "Y4": 0.5438, "page": 0, "Index": 126}, {"Word": "were", "Confidence": 0.991, "X1": 0.40516, "Y1": 0.5342, "X2": 0.44129, "Y2": 0.534, "X3": 0.44129, "Y3": 0.5448, "X4": 0.40645, "Y4": 0.5438, "page": 0, "Index": 127}, {"Word": "informally", "Confidence": 0.768, "X1": 0.44774, "Y1": 0.5342, "X2": 0.52645, "Y2": 0.534, "X3": 0.52645, "Y3": 0.5448, "X4": 0.44774, "Y4": 0.5448, "page": 0, "Index": 128}, {"Word": "polled.", "Confidence": 0.993, "X1": 0.32903, "Y1": 0.5442, "X2": 0.3729, "Y2": 0.544, "X3": 0.3729, "Y3": 0.5548, "X4": 0.32903, "Y4": 0.5548, "page": 0, "Index": 129}, {"Word": "But", "Confidence": 0.993, "X1": 0.37548, "Y1": 0.5442, "X2": 0.4, "Y2": 0.544, "X3": 0.4, "Y3": 0.5538, "X4": 0.37548, "Y4": 0.5548, "page": 0, "Index": 130}, {"Word": "most", "Confidence": 0.726, "X1": 0.40387, "Y1": 0.5442, "X2": 0.43484, "Y2": 0.544, "X3": 0.43484, "Y3": 0.5538, "X4": 0.40258, "Y4": 0.5538, "page": 0, "Index": 131}, {"Word": "indicated", "Confidence": 0.615, "X1": 0.43742, "Y1": 0.5442, "X2": 0.49548, "Y2": 0.544, "X3": 0.49548, "Y3": 0.5538, "X4": 0.43742, "Y4": 0.5538, "page": 0, "Index": 132}, {"Word": "that", "Confidence": 0.971, "X1": 0.50065, "Y1": 0.5442, "X2": 0.52903, "Y2": 0.544, "X3": 0.52903, "Y3": 0.5538, "X4": 0.50065, "Y4": 0.5538, "page": 0, "Index": 133}, {"Word": "if", "Confidence": 0.465, "X1": 0.32903, "Y1": 0.5532, "X2": 0.33935, "Y2": 0.553, "X3": 0.33935, "Y3": 0.5638, "X4": 0.32903, "Y4": 0.5638, "page": 0, "Index": 134}, {"Word": "they", "Confidence": 0.991, "X1": 0.34194, "Y1": 0.5542, "X2": 0.37032, "Y2": 0.554, "X3": 0.37032, "Y3": 0.5648, "X4": 0.34194, "Y4": 0.5638, "page": 0, "Index": 135}, {"Word": "were", "Confidence": 0.987, "X1": 0.37419, "Y1": 0.5542, "X2": 0.40387, "Y2": 0.554, "X3": 0.40387, "Y3": 0.5648, "X4": 0.37419, "Y4": 0.5648, "page": 0, "Index": 136}, {"Word": "pressed", "Confidence": 0.934, "X1": 0.40645, "Y1": 0.5542, "X2": 0.45548, "Y2": 0.554, "X3": 0.45548, "Y3": 0.5648, "X4": 0.40645, "Y4": 0.5648, "page": 0, "Index": 137}, {"Word": "to", "Confidence": 0.998, "X1": 0.45806, "Y1": 0.5542, "X2": 0.47226, "Y2": 0.554, "X3": 0.47226, "Y3": 0.5648, "X4": 0.45806, "Y4": 0.5648, "page": 0, "Index": 138}, {"Word": "create", "Confidence": 0.991, "X1": 0.47484, "Y1": 0.5542, "X2": 0.51613, "Y2": 0.554, "X3": 0.51613, "Y3": 0.5648, "X4": 0.47484, "Y4": 0.5648, "page": 0, "Index": 139}, {"Word": "a", "Confidence": 0.951, "X1": 0.51871, "Y1": 0.5542, "X2": 0.52774, "Y2": 0.554, "X3": 0.52774, "Y3": 0.5648, "X4": 0.52, "Y4": 0.5648, "page": 0, "Index": 140}, {"Word": "non-smoking", "Confidence": 0.648, "X1": 0.32903, "Y1": 0.5642, "X2": 0.40645, "Y2": 0.564, "X3": 0.40645, "Y3": 0.5748, "X4": 0.32903, "Y4": 0.5738, "page": 0, "Index": 141}, {"Word": "section,", "Confidence": 0.663, "X1": 0.41032, "Y1": 0.5642, "X2": 0.45935, "Y2": 0.564, "X3": 0.45806, "Y3": 0.5748, "X4": 0.41032, "Y4": 0.5748, "page": 0, "Index": 142}, {"Word": "they", "Confidence": 0.985, "X1": 0.46194, "Y1": 0.5642, "X2": 0.48903, "Y2": 0.564, "X3": 0.48903, "Y3": 0.5748, "X4": 0.46065, "Y4": 0.5748, "page": 0, "Index": 143}, {"Word": "could", "Confidence": 0.991, "X1": 0.4929, "Y1": 0.5642, "X2": 0.52774, "Y2": 0.564, "X3": 0.52645, "Y3": 0.5748, "X4": 0.49161, "Y4": 0.5748, "page": 0, "Index": 144}, {"Word": "make", "Confidence": 0.981, "X1": 0.32903, "Y1": 0.5732, "X2": 0.36387, "Y2": 0.573, "X3": 0.36387, "Y3": 0.5838, "X4": 0.32903, "Y4": 0.5838, "page": 0, "Index": 145}, {"Word": "the", "Confidence": 0.997, "X1": 0.36774, "Y1": 0.5732, "X2": 0.3871, "Y2": 0.573, "X3": 0.3871, "Y3": 0.5838, "X4": 0.36645, "Y4": 0.5838, "page": 0, "Index": 146}, {"Word": "adjustment.", "Confidence": 0.885, "X1": 0.38968, "Y1": 0.5742, "X2": 0.46452, "Y2": 0.574, "X3": 0.46323, "Y3": 0.5848, "X4": 0.38968, "Y4": 0.5838, "page": 0, "Index": 147}, {"Word": "Tracy", "Confidence": 0.908, "X1": 0.34323, "Y1": 0.5892, "X2": 0.37806, "Y2": 0.589, "X3": 0.37806, "Y3": 0.5998, "X4": 0.34194, "Y4": 0.5998, "page": 0, "Index": 148}, {"Word": "I.", "Confidence": 0.848, "X1": 0.38065, "Y1": 0.5892, "X2": 0.39226, "Y2": 0.589, "X3": 0.39097, "Y3": 0.5998, "X4": 0.38065, "Y4": 0.5998, "page": 0, "Index": 149}, {"Word": "Flagg,", "Confidence": 0.624, "X1": 0.39484, "Y1": 0.5892, "X2": 0.43613, "Y2": 0.589, "X3": 0.43484, "Y3": 0.5998, "X4": 0.39484, "Y4": 0.5998, "page": 0, "Index": 150}, {"Word": "director", "Confidence": 0.955, "X1": 0.43871, "Y1": 0.5892, "X2": 0.48774, "Y2": 0.589, "X3": 0.48774, "Y3": 0.5998, "X4": 0.43742, "Y4": 0.5998, "page": 0, "Index": 151}, {"Word": "of", "Confidence": 0.998, "X1": 0.49032, "Y1": 0.5892, "X2": 0.50323, "Y2": 0.589, "X3": 0.50323, "Y3": 0.5998, "X4": 0.49032, "Y4": 0.5998, "page": 0, "Index": 152}, {"Word": "bu-", "Confidence": 0.431, "X1": 0.5071, "Y1": 0.5902, "X2": 0.52774, "Y2": 0.59, "X3": 0.52774, "Y3": 0.5998, "X4": 0.50581, "Y4": 0.5998, "page": 0, "Index": 153}, {"Word": "man", "Confidence": 0.995, "X1": 0.33032, "Y1": 0.6002, "X2": 0.35613, "Y2": 0.6, "X3": 0.35484, "Y3": 0.6088, "X4": 0.32903, "Y4": 0.6088, "page": 0, "Index": 154}, {"Word": "services", "Confidence": 0.962, "X1": 0.36258, "Y1": 0.6002, "X2": 0.41419, "Y2": 0.6, "X3": 0.4129, "Y3": 0.6088, "X4": 0.36258, "Y4": 0.6088, "page": 0, "Index": 155}, {"Word": "and", "Confidence": 0.998, "X1": 0.41935, "Y1": 0.5992, "X2": 0.44129, "Y2": 0.599, "X3": 0.44, "Y3": 0.6088, "X4": 0.41806, "Y4": 0.6088, "page": 0, "Index": 156}, {"Word": "health", "Confidence": 0.632, "X1": 0.44774, "Y1": 0.5992, "X2": 0.48645, "Y2": 0.599, "X3": 0.48645, "Y3": 0.6088, "X4": 0.44774, "Y4": 0.6088, "page": 0, "Index": 157}, {"Word": "agent", "Confidence": 0.601, "X1": 0.4929, "Y1": 0.5992, "X2": 0.52903, "Y2": 0.599, "X3": 0.52903, "Y3": 0.6088, "X4": 0.49161, "Y4": 0.6088, "page": 0, "Index": 158}, {"Word": "for", "Confidence": 0.94, "X1": 0.32903, "Y1": 0.6102, "X2": 0.34968, "Y2": 0.61, "X3": 0.34839, "Y3": 0.6198, "X4": 0.32774, "Y4": 0.6198, "page": 0, "Index": 159}, {"Word": "the", "Confidence": 0.993, "X1": 0.35742, "Y1": 0.6092, "X2": 0.37806, "Y2": 0.609, "X3": 0.37677, "Y3": 0.6198, "X4": 0.35613, "Y4": 0.6198, "page": 0, "Index": 160}, {"Word": "town,", "Confidence": 0.803, "X1": 0.38452, "Y1": 0.6092, "X2": 0.42194, "Y2": 0.609, "X3": 0.42194, "Y3": 0.6198, "X4": 0.38452, "Y4": 0.6198, "page": 0, "Index": 161}, {"Word": "said", "Confidence": 0.603, "X1": 0.4271, "Y1": 0.6092, "X2": 0.45419, "Y2": 0.609, "X3": 0.45419, "Y3": 0.6198, "X4": 0.4271, "Y4": 0.6198, "page": 0, "Index": 162}, {"Word": "the", "Confidence": 0.998, "X1": 0.46194, "Y1": 0.6092, "X2": 0.48387, "Y2": 0.609, "X3": 0.48387, "Y3": 0.6198, "X4": 0.46194, "Y4": 0.6198, "page": 0, "Index": 163}, {"Word": "board", "Confidence": 0.993, "X1": 0.49032, "Y1": 0.6092, "X2": 0.52774, "Y2": 0.609, "X3": 0.52774, "Y3": 0.6198, "X4": 0.49032, "Y4": 0.6198, "page": 0, "Index": 164}, {"Word": "members", "Confidence": 0.941, "X1": 0.33032, "Y1": 0.6202, "X2": 0.38839, "Y2": 0.62, "X3": 0.38839, "Y3": 0.6298, "X4": 0.32903, "Y4": 0.6298, "page": 0, "Index": 165}, {"Word": "\"are", "Confidence": 0.93, "X1": 0.39226, "Y1": 0.6192, "X2": 0.42194, "Y2": 0.619, "X3": 0.42194, "Y3": 0.6298, "X4": 0.39226, "Y4": 0.6298, "page": 0, "Index": 166}, {"Word": "ready", "Confidence": 0.997, "X1": 0.42452, "Y1": 0.6192, "X2": 0.46194, "Y2": 0.619, "X3": 0.46194, "Y3": 0.6298, "X4": 0.42452, "Y4": 0.6298, "page": 0, "Index": 167}, {"Word": "to", "Confidence": 0.944, "X1": 0.46581, "Y1": 0.6192, "X2": 0.48, "Y2": 0.619, "X3": 0.48, "Y3": 0.6298, "X4": 0.46581, "Y4": 0.6298, "page": 0, "Index": 168}, {"Word": "adopt'", "Confidence": 0.784, "X1": 0.48387, "Y1": 0.6192, "X2": 0.52129, "Y2": 0.619, "X3": 0.52129, "Y3": 0.6298, "X4": 0.48387, "Y4": 0.6298, "page": 0, "Index": 169}, {"Word": "?", "Confidence": 0.78, "X1": 0.52387, "Y1": 0.6192, "X2": 0.53032, "Y2": 0.619, "X3": 0.53032, "Y3": 0.6288, "X4": 0.52387, "Y4": 0.6288, "page": 0, "Index": 170}, {"Word": "the", "Confidence": 0.998, "X1": 0.32903, "Y1": 0.6302, "X2": 0.34968, "Y2": 0.63, "X3": 0.34968, "Y3": 0.6398, "X4": 0.32903, "Y4": 0.6398, "page": 0, "Index": 171}, {"Word": "proposed", "Confidence": 0.795, "X1": 0.35742, "Y1": 0.6292, "X2": 0.4129, "Y2": 0.629, "X3": 0.4129, "Y3": 0.6398, "X4": 0.35742, "Y4": 0.6398, "page": 0, "Index": 172}, {"Word": "regulation,", "Confidence": 0.754, "X1": 0.42065, "Y1": 0.6282, "X2": 0.4929, "Y2": 0.628, "X3": 0.49161, "Y3": 0.6388, "X4": 0.41935, "Y4": 0.6398, "page": 0, "Index": 173}, {"Word": "\"but\"", "Confidence": 0.623, "X1": 0.49806, "Y1": 0.6272, "X2": 0.53032, "Y2": 0.627, "X3": 0.52903, "Y3": 0.6398, "X4": 0.49677, "Y4": 0.6388, "page": 0, "Index": 174}, {"Word": "they", "Confidence": 0.986, "X1": 0.32903, "Y1": 0.6392, "X2": 0.35742, "Y2": 0.639, "X3": 0.35613, "Y3": 0.6498, "X4": 0.32903, "Y4": 0.6498, "page": 0, "Index": 175}, {"Word": "are", "Confidence": 0.918, "X1": 0.36129, "Y1": 0.6392, "X2": 0.38452, "Y2": 0.639, "X3": 0.38323, "Y3": 0.6488, "X4": 0.36129, "Y4": 0.6498, "page": 0, "Index": 176}, {"Word": "open", "Confidence": 0.931, "X1": 0.3871, "Y1": 0.6392, "X2": 0.41677, "Y2": 0.639, "X3": 0.41548, "Y3": 0.6488, "X4": 0.3871, "Y4": 0.6488, "page": 0, "Index": 177}, {"Word": "to", "Confidence": 0.998, "X1": 0.42065, "Y1": 0.6392, "X2": 0.43484, "Y2": 0.639, "X3": 0.43484, "Y3": 0.6488, "X4": 0.42065, "Y4": 0.6488, "page": 0, "Index": 178}, {"Word": "any", "Confidence": 0.958, "X1": 0.44, "Y1": 0.6382, "X2": 0.46323, "Y2": 0.638, "X3": 0.46323, "Y3": 0.6488, "X4": 0.43871, "Y4": 0.6488, "page": 0, "Index": 179}, {"Word": "proposals", "Confidence": 0.644, "X1": 0.4671, "Y1": 0.6382, "X2": 0.52903, "Y2": 0.638, "X3": 0.52774, "Y3": 0.6498, "X4": 0.4671, "Y4": 0.6488, "page": 0, "Index": 180}, {"Word": "to", "Confidence": 0.961, "X1": 0.33032, "Y1": 0.6492, "X2": 0.34194, "Y2": 0.649, "X3": 0.34065, "Y3": 0.6598, "X4": 0.33032, "Y4": 0.6588, "page": 0, "Index": 181}, {"Word": "improve", "Confidence": 0.934, "X1": 0.34452, "Y1": 0.6492, "X2": 0.39613, "Y2": 0.649, "X3": 0.39484, "Y3": 0.6598, "X4": 0.34323, "Y4": 0.6598, "page": 0, "Index": 182}, {"Word": "the", "Confidence": 0.997, "X1": 0.39871, "Y1": 0.6492, "X2": 0.41806, "Y2": 0.649, "X3": 0.41677, "Y3": 0.6598, "X4": 0.39742, "Y4": 0.6598, "page": 0, "Index": 183}, {"Word": "regulation.\"", "Confidence": 0.769, "X1": 0.42065, "Y1": 0.6482, "X2": 0.49806, "Y2": 0.648, "X3": 0.49548, "Y3": 0.6598, "X4": 0.41935, "Y4": 0.6598, "page": 0, "Index": 184}, {"Word": "The", "Confidence": 0.998, "X1": 0.34323, "Y1": 0.6642, "X2": 0.36645, "Y2": 0.664, "X3": 0.36645, "Y3": 0.6748, "X4": 0.34323, "Y4": 0.6748, "page": 0, "Index": 185}, {"Word": "new", "Confidence": 0.67, "X1": 0.37032, "Y1": 0.6642, "X2": 0.39355, "Y2": 0.664, "X3": 0.39226, "Y3": 0.6748, "X4": 0.36903, "Y4": 0.6748, "page": 0, "Index": 186}, {"Word": "regulation", "Confidence": 0.566, "X1": 0.39871, "Y1": 0.6642, "X2": 0.46194, "Y2": 0.664, "X3": 0.46194, "Y3": 0.6748, "X4": 0.39742, "Y4": 0.6748, "page": 0, "Index": 187}, {"Word": "would", "Confidence": 0.994, "X1": 0.46581, "Y1": 0.6642, "X2": 0.50323, "Y2": 0.664, "X3": 0.50323, "Y3": 0.6748, "X4": 0.46581, "Y4": 0.6748, "page": 0, "Index": 188}, {"Word": "ap-'", "Confidence": 0.727, "X1": 0.5071, "Y1": 0.6642, "X2": 0.53032, "Y2": 0.664, "X3": 0.53161, "Y3": 0.6748, "X4": 0.5071, "Y4": 0.6748, "page": 0, "Index": 189}, {"Word": "ly", "Confidence": 0.928, "X1": 0.33806, "Y1": 0.6742, "X2": 0.35097, "Y2": 0.674, "X3": 0.35097, "Y3": 0.6848, "X4": 0.33806, "Y4": 0.6838, "page": 0, "Index": 190}, {"Word": "to", "Confidence": 0.998, "X1": 0.35613, "Y1": 0.6742, "X2": 0.37161, "Y2": 0.674, "X3": 0.37161, "Y3": 0.6848, "X4": 0.35613, "Y4": 0.6848, "page": 0, "Index": 191}, {"Word": "any", "Confidence": 0.928, "X1": 0.37677, "Y1": 0.6742, "X2": 0.4, "Y2": 0.674, "X3": 0.4, "Y3": 0.6848, "X4": 0.37677, "Y4": 0.6848, "page": 0, "Index": 192}, {"Word": "food-serving", "Confidence": 0.956, "X1": 0.40645, "Y1": 0.6742, "X2": 0.48258, "Y2": 0.674, "X3": 0.48258, "Y3": 0.6858, "X4": 0.40645, "Y4": 0.6848, "page": 0, "Index": 193}, {"Word": "estab-", "Confidence": 0.76, "X1": 0.48903, "Y1": 0.6752, "X2": 0.53032, "Y2": 0.675, "X3": 0.53032, "Y3": 0.6858, "X4": 0.48903, "Y4": 0.6858, "page": 0, "Index": 194}, {"Word": "lishment", "Confidence": 0.65, "X1": 0.3329, "Y1": 0.6842, "X2": 0.38581, "Y2": 0.684, "X3": 0.38452, "Y3": 0.6938, "X4": 0.33161, "Y4": 0.6938, "page": 0, "Index": 195}, {"Word": "with", "Confidence": 0.961, "X1": 0.38968, "Y1": 0.6842, "X2": 0.41548, "Y2": 0.684, "X3": 0.41548, "Y3": 0.6938, "X4": 0.38968, "Y4": 0.6938, "page": 0, "Index": 196}, {"Word": "a", "Confidence": 0.956, "X1": 0.42194, "Y1": 0.6842, "X2": 0.42968, "Y2": 0.684, "X3": 0.42839, "Y3": 0.6938, "X4": 0.42194, "Y4": 0.6938, "page": 0, "Index": 197}, {"Word": "seating", "Confidence": 0.851, "X1": 0.43484, "Y1": 0.6842, "X2": 0.48, "Y2": 0.684, "X3": 0.48, "Y3": 0.6948, "X4": 0.43484, "Y4": 0.6938, "page": 0, "Index": 198}, {"Word": "capac.", "Confidence": 0.638, "X1": 0.48516, "Y1": 0.6852, "X2": 0.52774, "Y2": 0.685, "X3": 0.52774, "Y3": 0.6948, "X4": 0.48516, "Y4": 0.6948, "page": 0, "Index": 199}, {"Word": "Ity", "Confidence": 0.944, "X1": 0.33161, "Y1": 0.6932, "X2": 0.34581, "Y2": 0.693, "X3": 0.3471, "Y3": 0.7038, "X4": 0.33161, "Y4": 0.7038, "page": 0, "Index": 200}, {"Word": "of", "Confidence": 0.997, "X1": 0.34968, "Y1": 0.6932, "X2": 0.36387, "Y2": 0.693, "X3": 0.36387, "Y3": 0.7038, "X4": 0.34968, "Y4": 0.7038, "page": 0, "Index": 201}, {"Word": "40", "Confidence": 0.926, "X1": 0.36645, "Y1": 0.6932, "X2": 0.37935, "Y2": 0.693, "X3": 0.37935, "Y3": 0.7038, "X4": 0.36645, "Y4": 0.7038, "page": 0, "Index": 202}, {"Word": "or", "Confidence": 0.905, "X1": 0.38194, "Y1": 0.6932, "X2": 0.39742, "Y2": 0.693, "X3": 0.39742, "Y3": 0.7038, "X4": 0.38323, "Y4": 0.7038, "page": 0, "Index": 203}, {"Word": "more", "Confidence": 0.942, "X1": 0.4, "Y1": 0.6942, "X2": 0.43097, "Y2": 0.694, "X3": 0.43097, "Y3": 0.7048, "X4": 0.4, "Y4": 0.7038, "page": 0, "Index": 204}, {"Word": "persons.", "Confidence": 0.849, "X1": 0.43355, "Y1": 0.6942, "X2": 0.48774, "Y2": 0.694, "X3": 0.48774, "Y3": 0.7048, "X4": 0.43355, "Y4": 0.7048, "page": 0, "Index": 205}, {"Word": "Flags", "Confidence": 0.597, "X1": 0.49032, "Y1": 0.6942, "X2": 0.52774, "Y2": 0.694, "X3": 0.52645, "Y3": 0.7058, "X4": 0.49032, "Y4": 0.7048, "page": 0, "Index": 206}, {"Word": "said", "Confidence": 0.632, "X1": 0.32903, "Y1": 0.7032, "X2": 0.35742, "Y2": 0.703, "X3": 0.35742, "Y3": 0.7138, "X4": 0.33032, "Y4": 0.7138, "page": 0, "Index": 207}, {"Word": "that", "Confidence": 0.983, "X1": 0.36, "Y1": 0.7032, "X2": 0.38839, "Y2": 0.703, "X3": 0.38839, "Y3": 0.7138, "X4": 0.36129, "Y4": 0.7138, "page": 0, "Index": 208}, {"Word": "would", "Confidence": 0.996, "X1": 0.39097, "Y1": 0.7032, "X2": 0.4271, "Y2": 0.703, "X3": 0.42839, "Y3": 0.7138, "X4": 0.39226, "Y4": 0.7138, "page": 0, "Index": 209}, {"Word": "affect", "Confidence": 0.522, "X1": 0.43226, "Y1": 0.7032, "X2": 0.47097, "Y2": 0.703, "X3": 0.47226, "Y3": 0.7138, "X4": 0.43355, "Y4": 0.7138, "page": 0, "Index": 210}, {"Word": "about", "Confidence": 0.84, "X1": 0.47355, "Y1": 0.7022, "X2": 0.51226, "Y2": 0.702, "X3": 0.51226, "Y3": 0.7138, "X4": 0.47484, "Y4": 0.7138, "page": 0, "Index": 211}, {"Word": "40", "Confidence": 0.785, "X1": 0.51484, "Y1": 0.7022, "X2": 0.53032, "Y2": 0.702, "X3": 0.53161, "Y3": 0.7138, "X4": 0.51484, "Y4": 0.7138, "page": 0, "Index": 212}, {"Word": "of", "Confidence": 0.991, "X1": 0.33032, "Y1": 0.7142, "X2": 0.34323, "Y2": 0.714, "X3": 0.34194, "Y3": 0.7238, "X4": 0.32903, "Y4": 0.7238, "page": 0, "Index": 213}, {"Word": "the", "Confidence": 0.998, "X1": 0.34581, "Y1": 0.7142, "X2": 0.36516, "Y2": 0.714, "X3": 0.36516, "Y3": 0.7238, "X4": 0.34452, "Y4": 0.7238, "page": 0, "Index": 214}, {"Word": "160", "Confidence": 0.991, "X1": 0.36903, "Y1": 0.7142, "X2": 0.3871, "Y2": 0.714, "X3": 0.38581, "Y3": 0.7238, "X4": 0.36774, "Y4": 0.7238, "page": 0, "Index": 215}, {"Word": "food", "Confidence": 0.982, "X1": 0.38968, "Y1": 0.7142, "X2": 0.41548, "Y2": 0.714, "X3": 0.41548, "Y3": 0.7248, "X4": 0.38968, "Y4": 0.7238, "page": 0, "Index": 216}, {"Word": "establishments", "Confidence": 0.672, "X1": 0.41935, "Y1": 0.7132, "X2": 0.51097, "Y2": 0.713, "X3": 0.51097, "Y3": 0.7248, "X4": 0.41806, "Y4": 0.7248, "page": 0, "Index": 217}, {"Word": "in", "Confidence": 0.998, "X1": 0.51355, "Y1": 0.7132, "X2": 0.52645, "Y2": 0.713, "X3": 0.52774, "Y3": 0.7248, "X4": 0.51355, "Y4": 0.7248, "page": 0, "Index": 218}, {"Word": "Danvers.", "Confidence": 0.903, "X1": 0.33032, "Y1": 0.7252, "X2": 0.3871, "Y2": 0.725, "X3": 0.3871, "Y3": 0.7338, "X4": 0.33032, "Y4": 0.7338, "page": 0, "Index": 219}, {"Word": "The", "Confidence": 0.995, "X1": 0.34323, "Y1": 0.7392, "X2": 0.36774, "Y2": 0.739, "X3": 0.36774, "Y3": 0.7498, "X4": 0.34323, "Y4": 0.7508, "page": 0, "Index": 220}, {"Word": "regulation", "Confidence": 0.805, "X1": 0.37032, "Y1": 0.7392, "X2": 0.43355, "Y2": 0.739, "X3": 0.43355, "Y3": 0.7498, "X4": 0.37032, "Y4": 0.7498, "page": 0, "Index": 221}, {"Word": "would", "Confidence": 0.994, "X1": 0.43871, "Y1": 0.7392, "X2": 0.47742, "Y2": 0.739, "X3": 0.47742, "Y3": 0.7498, "X4": 0.43871, "Y4": 0.7498, "page": 0, "Index": 222}, {"Word": "require", "Confidence": 0.655, "X1": 0.48129, "Y1": 0.7392, "X2": 0.52903, "Y2": 0.739, "X3": 0.52774, "Y3": 0.7498, "X4": 0.48, "Y4": 0.7498, "page": 0, "Index": 223}, {"Word": "that", "Confidence": 0.983, "X1": 0.33032, "Y1": 0.7492, "X2": 0.35613, "Y2": 0.749, "X3": 0.35613, "Y3": 0.7598, "X4": 0.33032, "Y4": 0.7598, "page": 0, "Index": 224}, {"Word": "25", "Confidence": 0.97, "X1": 0.36, "Y1": 0.7492, "X2": 0.37419, "Y2": 0.749, "X3": 0.3729, "Y3": 0.7598, "X4": 0.35871, "Y4": 0.7598, "page": 0, "Index": 225}, {"Word": "percent", "Confidence": 0.65, "X1": 0.37677, "Y1": 0.7492, "X2": 0.42323, "Y2": 0.749, "X3": 0.42323, "Y3": 0.7598, "X4": 0.37548, "Y4": 0.7598, "page": 0, "Index": 226}, {"Word": "of", "Confidence": 0.998, "X1": 0.4271, "Y1": 0.7492, "X2": 0.44129, "Y2": 0.749, "X3": 0.44129, "Y3": 0.7598, "X4": 0.42581, "Y4": 0.7598, "page": 0, "Index": 227}, {"Word": "existing", "Confidence": 0.958, "X1": 0.44516, "Y1": 0.7502, "X2": 0.4929, "Y2": 0.75, "X3": 0.4929, "Y3": 0.7608, "X4": 0.44387, "Y4": 0.7598, "page": 0, "Index": 228}, {"Word": "seat-", "Confidence": 0.667, "X1": 0.49806, "Y1": 0.7502, "X2": 0.5329, "Y2": 0.75, "X3": 0.53161, "Y3": 0.7608, "X4": 0.49677, "Y4": 0.7608, "page": 0, "Index": 229}, {"Word": "ing", "Confidence": 0.995, "X1": 0.33032, "Y1": 0.7592, "X2": 0.34968, "Y2": 0.759, "X3": 0.34968, "Y3": 0.7698, "X4": 0.33032, "Y4": 0.7698, "page": 0, "Index": 230}, {"Word": "be", "Confidence": 0.773, "X1": 0.35226, "Y1": 0.7592, "X2": 0.36903, "Y2": 0.759, "X3": 0.36903, "Y3": 0.7698, "X4": 0.35355, "Y4": 0.7698, "page": 0, "Index": 231}, {"Word": "set", "Confidence": 0.967, "X1": 0.37161, "Y1": 0.7592, "X2": 0.39097, "Y2": 0.759, "X3": 0.39097, "Y3": 0.7698, "X4": 0.37161, "Y4": 0.7698, "page": 0, "Index": 232}, {"Word": "aside", "Confidence": 0.948, "X1": 0.39355, "Y1": 0.7592, "X2": 0.42581, "Y2": 0.759, "X3": 0.42581, "Y3": 0.7698, "X4": 0.39355, "Y4": 0.7698, "page": 0, "Index": 233}, {"Word": "for", "Confidence": 0.994, "X1": 0.42839, "Y1": 0.7592, "X2": 0.44903, "Y2": 0.759, "X3": 0.44774, "Y3": 0.7698, "X4": 0.42839, "Y4": 0.7698, "page": 0, "Index": 234}, {"Word": "patrons", "Confidence": 0.801, "X1": 0.45161, "Y1": 0.7592, "X2": 0.49935, "Y2": 0.759, "X3": 0.49806, "Y3": 0.7698, "X4": 0.45161, "Y4": 0.7698, "page": 0, "Index": 235}, {"Word": "pre-'", "Confidence": 0.682, "X1": 0.50194, "Y1": 0.7592, "X2": 0.53548, "Y2": 0.759, "X3": 0.53419, "Y3": 0.7698, "X4": 0.50065, "Y4": 0.7698, "page": 0, "Index": 236}, {"Word": "ferring", "Confidence": 0.847, "X1": 0.33032, "Y1": 0.7702, "X2": 0.3729, "Y2": 0.77, "X3": 0.3729, "Y3": 0.7798, "X4": 0.33032, "Y4": 0.7798, "page": 0, "Index": 237}, {"Word": "a", "Confidence": 0.649, "X1": 0.38065, "Y1": 0.7702, "X2": 0.38839, "Y2": 0.77, "X3": 0.38839, "Y3": 0.7798, "X4": 0.38065, "Y4": 0.7798, "page": 0, "Index": 238}, {"Word": "non-smoking", "Confidence": 0.5, "X1": 0.39355, "Y1": 0.7702, "X2": 0.47355, "Y2": 0.77, "X3": 0.47226, "Y3": 0.7808, "X4": 0.39355, "Y4": 0.7798, "page": 0, "Index": 239}, {"Word": "section,", "Confidence": 0.606, "X1": 0.48, "Y1": 0.7702, "X2": 0.52645, "Y2": 0.77, "X3": 0.52516, "Y3": 0.7808, "X4": 0.47871, "Y4": 0.7808, "page": 0, "Index": 240}, {"Word": "and", "Confidence": 0.734, "X1": 0.33161, "Y1": 0.7782, "X2": 0.35355, "Y2": 0.778, "X3": 0.35355, "Y3": 0.7898, "X4": 0.33161, "Y4": 0.7888, "page": 0, "Index": 241}, {"Word": "that", "Confidence": 0.654, "X1": 0.36129, "Y1": 0.7792, "X2": 0.38839, "Y2": 0.779, "X3": 0.38839, "Y3": 0.7898, "X4": 0.36129, "Y4": 0.7898, "page": 0, "Index": 242}, {"Word": "smoking", "Confidence": 0.951, "X1": 0.39484, "Y1": 0.7792, "X2": 0.44645, "Y2": 0.779, "X3": 0.44645, "Y3": 0.7898, "X4": 0.39484, "Y4": 0.7898, "page": 0, "Index": 243}, {"Word": "sections", "Confidence": 0.75, "X1": 0.45548, "Y1": 0.7782, "X2": 0.50581, "Y2": 0.778, "X3": 0.50581, "Y3": 0.7898, "X4": 0.45419, "Y4": 0.7898, "page": 0, "Index": 244}, {"Word": "be", "Confidence": 0.648, "X1": 0.51355, "Y1": 0.7782, "X2": 0.52903, "Y2": 0.778, "X3": 0.52774, "Y3": 0.7898, "X4": 0.51226, "Y4": 0.7898, "page": 0, "Index": 245}, {"Word": "ventilated", "Confidence": 0.657, "X1": 0.33032, "Y1": 0.7902, "X2": 0.39097, "Y2": 0.79, "X3": 0.39097, "Y3": 0.7998, "X4": 0.33032, "Y4": 0.7998, "page": 0, "Index": 246}, {"Word": "so", "Confidence": 0.948, "X1": 0.39613, "Y1": 0.7892, "X2": 0.41032, "Y2": 0.789, "X3": 0.40903, "Y3": 0.7998, "X4": 0.39613, "Y4": 0.7998, "page": 0, "Index": 247}, {"Word": "as", "Confidence": 0.969, "X1": 0.41419, "Y1": 0.7892, "X2": 0.42968, "Y2": 0.789, "X3": 0.42839, "Y3": 0.7998, "X4": 0.4129, "Y4": 0.7998, "page": 0, "Index": 248}, {"Word": "not", "Confidence": 0.668, "X1": 0.43355, "Y1": 0.7892, "X2": 0.45548, "Y2": 0.789, "X3": 0.45419, "Y3": 0.7998, "X4": 0.43226, "Y4": 0.7998, "page": 0, "Index": 249}, {"Word": "to", "Confidence": 0.997, "X1": 0.45806, "Y1": 0.7902, "X2": 0.47097, "Y2": 0.79, "X3": 0.47097, "Y3": 0.7998, "X4": 0.45677, "Y4": 0.7998, "page": 0, "Index": 250}, {"Word": "dispatch", "Confidence": 0.621, "X1": 0.47484, "Y1": 0.7902, "X2": 0.52645, "Y2": 0.79, "X3": 0.52645, "Y3": 0.8008, "X4": 0.47484, "Y4": 0.7998, "page": 0, "Index": 251}, {"Word": "smoke", "Confidence": 0.853, "X1": 0.33032, "Y1": 0.7992, "X2": 0.37032, "Y2": 0.799, "X3": 0.36903, "Y3": 0.8088, "X4": 0.32903, "Y4": 0.8098, "page": 0, "Index": 252}, {"Word": "Hon.", "Confidence": 0.399, "X1": 0.33032, "Y1": 0.8072, "X2": 0.35871, "Y2": 0.807, "X3": 0.35871, "Y3": 0.8168, "X4": 0.33032, "Y4": 0.8168, "page": 0, "Index": 253}, {"Word": "into", "Confidence": 0.608, "X1": 0.3729, "Y1": 0.7982, "X2": 0.39613, "Y2": 0.798, "X3": 0.39484, "Y3": 0.8088, "X4": 0.37161, "Y4": 0.8088, "page": 0, "Index": 254}, {"Word": "the", "Confidence": 0.998, "X1": 0.39871, "Y1": 0.7982, "X2": 0.41935, "Y2": 0.798, "X3": 0.41806, "Y3": 0.8088, "X4": 0.39742, "Y4": 0.8088, "page": 0, "Index": 255}, {"Word": "non-smoking", "Confidence": 0.616, "X1": 0.42194, "Y1": 0.7992, "X2": 0.50065, "Y2": 0.799, "X3": 0.49935, "Y3": 0.8088, "X4": 0.42065, "Y4": 0.8088, "page": 0, "Index": 256}, {"Word": "see-", "Confidence": 0.439, "X1": 0.50323, "Y1": 0.8002, "X2": 0.53161, "Y2": 0.8, "X3": 0.53032, "Y3": 0.8098, "X4": 0.50194, "Y4": 0.8088, "page": 0, "Index": 257}]}	"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"
ffxx0031	1	{"lines_data": [{"Word": "LOCAL LEGISLATION SUMMARY", "Confidence": 0.994, "X1": 0.37419, "Y1": 0.0802, "X2": 0.67742, "Y2": 0.08, "X3": 0.67742, "Y3": 0.0998, "X4": 0.37419, "Y4": 0.0998, "page": 0}, {"Word": "Date:", "Confidence": 0.997, "X1": 0.76774, "Y1": 0.1162, "X2": 0.82968, "Y2": 0.116, "X3": 0.82968, "Y3": 0.1298, "X4": 0.76774, "Y4": 0.1288, "page": 0}, {"Word": "1. Locality:", "Confidence": 0.9475, "X1": 0.08387, "Y1": 0.1302, "X2": 0.23871, "Y2": 0.13, "X3": 0.23742, "Y3": 0.1468, "X4": 0.08387, "Y4": 0.1458, "page": 0}, {"Word": "Temuera, Mesas.", "Confidence": 0.174, "X1": 0.32129, "Y1": 0.1242, "X2": 0.56516, "Y2": 0.124, "X3": 0.56516, "Y3": 0.1508, "X4": 0.32129, "Y4": 0.1478, "page": 0}, {"Word": "2.", "Confidence": 0.994, "X1": 0.08387, "Y1": 0.1602, "X2": 0.12645, "Y2": 0.16, "X3": 0.12645, "Y3": 0.1768, "X4": 0.08387, "Y4": 0.1748, "page": 0}, {"Word": "Sponsor:", "Confidence": 0.994, "X1": 0.13032, "Y1": 0.1602, "X2": 0.22581, "Y2": 0.16, "X3": 0.22581, "Y3": 0.1758, "X4": 0.13032, "Y4": 0.1758, "page": 0}, {"Word": "Board of Health", "Confidence": 0.70733, "X1": 0.31484, "Y1": 0.1512, "X2": 0.59355, "Y2": 0.151, "X3": 0.59226, "Y3": 0.1788, "X4": 0.31484, "Y4": 0.1778, "page": 0}, {"Word": "3. Issue:", "Confidence": 0.996, "X1": 0.08516, "Y1": 0.1922, "X2": 0.20258, "Y2": 0.192, "X3": 0.20258, "Y3": 0.2088, "X4": 0.08516, "Y4": 0.2078, "page": 0}, {"Word": "a.", "Confidence": 0.261, "X1": 0.18581, "Y1": 0.2402, "X2": 0.21032, "Y2": 0.24, "X3": 0.21032, "Y3": 0.2508, "X4": 0.1871, "Y4": 0.2518, "page": 0}, {"Word": "Workplace", "Confidence": 0.947, "X1": 0.23355, "Y1": 0.2372, "X2": 0.34968, "Y2": 0.237, "X3": 0.34968, "Y3": 0.2518, "X4": 0.23355, "Y4": 0.2508, "page": 0}, {"Word": "b.", "Confidence": 0.828, "X1": 0.18323, "Y1": 0.2522, "X2": 0.21161, "Y2": 0.252, "X3": 0.2129, "Y3": 0.2658, "X4": 0.18452, "Y4": 0.2648, "page": 0}, {"Word": "Town/City Buildings", "Confidence": 0.9915, "X1": 0.23742, "Y1": 0.2512, "X2": 0.46452, "Y2": 0.251, "X3": 0.46452, "Y3": 0.2668, "X4": 0.23742, "Y4": 0.2678, "page": 0}, {"Word": "c.", "Confidence": 0.934, "X1": 0.18323, "Y1": 0.2692, "X2": 0.2129, "Y2": 0.269, "X3": 0.21419, "Y3": 0.2818, "X4": 0.18452, "Y4": 0.2818, "page": 0}, {"Word": "Restaurants", "Confidence": 0.958, "X1": 0.23742, "Y1": 0.2682, "X2": 0.36903, "Y2": 0.268, "X3": 0.36903, "Y3": 0.2808, "X4": 0.23742, "Y4": 0.2808, "page": 0}, {"Word": "d.", "Confidence": 0.998, "X1": 0.18194, "Y1": 0.2812, "X2": 0.21677, "Y2": 0.281, "X3": 0.21806, "Y3": 0.2968, "X4": 0.18323, "Y4": 0.2978, "page": 0}, {"Word": "Sales Restrictions", "Confidence": 0.994, "X1": 0.23484, "Y1": 0.2822, "X2": 0.45419, "Y2": 0.282, "X3": 0.45419, "Y3": 0.2958, "X4": 0.23484, "Y4": 0.2958, "page": 0}, {"Word": "-", "Confidence": 0.992, "X1": 0.12387, "Y1": 0.2912, "X2": 0.16387, "Y2": 0.291, "X3": 0.16516, "Y3": 0.3058, "X4": 0.12387, "Y4": 0.3058, "page": 0}, {"Word": "-", "Confidence": 0.384, "X1": 0.12516, "Y1": 0.3022, "X2": 0.15226, "Y2": 0.302, "X3": 0.14968, "Y3": 0.3178, "X4": 0.12258, "Y4": 0.3178, "page": 0}, {"Word": "e.", "Confidence": 0.964, "X1": 0.18452, "Y1": 0.2952, "X2": 0.2129, "Y2": 0.295, "X3": 0.21419, "Y3": 0.3118, "X4": 0.1871, "Y4": 0.3118, "page": 0}, {"Word": "Advertising Restrictions", "Confidence": 0.9795, "X1": 0.23742, "Y1": 0.2962, "X2": 0.52387, "Y2": 0.296, "X3": 0.52387, "Y3": 0.3108, "X4": 0.23742, "Y4": 0.3108, "page": 0}, {"Word": "f.", "Confidence": 0.965, "X1": 0.18452, "Y1": 0.3102, "X2": 0.21419, "Y2": 0.31, "X3": 0.21419, "Y3": 0.3268, "X4": 0.18452, "Y4": 0.3268, "page": 0}, {"Word": "Sampling", "Confidence": 0.958, "X1": 0.23742, "Y1": 0.3132, "X2": 0.3329, "Y2": 0.313, "X3": 0.3329, "Y3": 0.3268, "X4": 0.23742, "Y4": 0.3258, "page": 0}, {"Word": "-", "Confidence": 0.865, "X1": 0.12645, "Y1": 0.3192, "X2": 0.16903, "Y2": 0.319, "X3": 0.16903, "Y3": 0.3328, "X4": 0.12387, "Y4": 0.3338, "page": 0}, {"Word": "-", "Confidence": 0.934, "X1": 0.13032, "Y1": 0.3382, "X2": 0.16387, "Y2": 0.338, "X3": 0.16387, "Y3": 0.3478, "X4": 0.13032, "Y4": 0.3478, "page": 0}, {"Word": "g.", "Confidence": 0.953, "X1": 0.18581, "Y1": 0.3272, "X2": 0.21548, "Y2": 0.327, "X3": 0.21548, "Y3": 0.3438, "X4": 0.18581, "Y4": 0.3448, "page": 0}, {"Word": "Minors", "Confidence": 0.997, "X1": 0.22968, "Y1": 0.3272, "X2": 0.31097, "Y2": 0.327, "X3": 0.31097, "Y3": 0.3428, "X4": 0.22968, "Y4": 0.3418, "page": 0}, {"Word": "h.", "Confidence": 0.808, "X1": 0.18194, "Y1": 0.3432, "X2": 0.2129, "Y2": 0.343, "X3": 0.21548, "Y3": 0.3578, "X4": 0.18323, "Y4": 0.3578, "page": 0}, {"Word": "Town/City Meetings", "Confidence": 0.9935, "X1": 0.23613, "Y1": 0.3432, "X2": 0.4529, "Y2": 0.343, "X3": 0.4529, "Y3": 0.3568, "X4": 0.23613, "Y4": 0.3568, "page": 0}, {"Word": "i.", "Confidence": 0.85, "X1": 0.18581, "Y1": 0.3562, "X2": 0.21419, "Y2": 0.356, "X3": 0.21548, "Y3": 0.3718, "X4": 0.18581, "Y4": 0.3718, "page": 0}, {"Word": "Smoking Cessation/Education Program", "Confidence": 0.99433, "X1": 0.23613, "Y1": 0.3572, "X2": 0.65677, "Y2": 0.357, "X3": 0.65677, "Y3": 0.3728, "X4": 0.23613, "Y4": 0.3728, "page": 0}, {"Word": "1 .", "Confidence": 0.671, "X1": 0.1871, "Y1": 0.3712, "X2": 0.21419, "Y2": 0.371, "X3": 0.21419, "Y3": 0.3878, "X4": 0.1871, "Y4": 0.3878, "page": 0}, {"Word": "Other", "Confidence": 0.87, "X1": 0.23484, "Y1": 0.3742, "X2": 0.30323, "Y2": 0.374, "X3": 0.30194, "Y3": 0.3868, "X4": 0.23484, "Y4": 0.3868, "page": 0}, {"Word": "4.", "Confidence": 0.884, "X1": 0.08516, "Y1": 0.4062, "X2": 0.11097, "Y2": 0.406, "X3": 0.11097, "Y3": 0.4168, "X4": 0.08516, "Y4": 0.4158, "page": 0}, {"Word": "Summary :", "Confidence": 0.948, "X1": 0.12903, "Y1": 0.4052, "X2": 0.23226, "Y2": 0.405, "X3": 0.23226, "Y3": 0.4178, "X4": 0.12903, "Y4": 0.4188, "page": 0}, {"Word": "Board of death passed regulation that", "Confidence": 0.605, "X1": 0.28774, "Y1": 0.3982, "X2": 0.92258, "Y2": 0.398, "X3": 0.92258, "Y3": 0.4198, "X4": 0.28774, "Y4": 0.4178, "page": 0}, {"Word": "will require sentiments weet aside a non- pushing", "Confidence": 0.386, "X1": 0.12645, "Y1": 0.4172, "X2": 0.93935, "Y2": 0.417, "X3": 0.93935, "Y3": 0.4378, "X4": 0.12645, "Y4": 0.4378, "page": 0}, {"Word": "area", "Confidence": 0.483, "X1": 0.1329, "Y1": 0.4362, "X2": 0.23613, "Y2": 0.436, "X3": 0.23613, "Y3": 0.4508, "X4": 0.1329, "Y4": 0.4518, "page": 0}, {"Word": "5.", "Confidence": 0.991, "X1": 0.08774, "Y1": 0.4982, "X2": 0.12, "Y2": 0.498, "X3": 0.11871, "Y3": 0.5128, "X4": 0.08774, "Y4": 0.5128, "page": 0}, {"Word": "Action:", "Confidence": 0.993, "X1": 0.12645, "Y1": 0.4972, "X2": 0.21677, "Y2": 0.497, "X3": 0.21677, "Y3": 0.5128, "X4": 0.12645, "Y4": 0.5128, "page": 0}, {"Word": "effective July 1, 1987", "Confidence": 0.7335, "X1": 0.18323, "Y1": 0.5192, "X2": 0.60129, "Y2": 0.519, "X3": 0.60258, "Y3": 0.5548, "X4": 0.18323, "Y4": 0.5618, "page": 0}], "words_data": [{"Word": "LOCAL", "Confidence": 0.994, "X1": 0.37548, "Y1": 0.0822, "X2": 0.43742, "Y2": 0.082, "X3": 0.43613, "Y3": 0.0988, "X4": 0.37419, "Y4": 0.0988, "page": 0, "Index": 0}, {"Word": "LEGISLATION", "Confidence": 0.992, "X1": 0.44645, "Y1": 0.0812, "X2": 0.58065, "Y2": 0.081, "X3": 0.58065, "Y3": 0.0988, "X4": 0.44645, "Y4": 0.0988, "page": 0, "Index": 1}, {"Word": "SUMMARY", "Confidence": 0.996, "X1": 0.59226, "Y1": 0.0812, "X2": 0.67742, "Y2": 0.081, "X3": 0.67613, "Y3": 0.0998, "X4": 0.59097, "Y4": 0.0988, "page": 0, "Index": 2}, {"Word": "Date:", "Confidence": 0.997, "X1": 0.76903, "Y1": 0.1172, "X2": 0.82839, "Y2": 0.117, "X3": 0.82839, "Y3": 0.1308, "X4": 0.76903, "Y4": 0.1298, "page": 0, "Index": 3}, {"Word": "1.", "Confidence": 0.901, "X1": 0.08516, "Y1": 0.1302, "X2": 0.10839, "Y2": 0.13, "X3": 0.10839, "Y3": 0.1468, "X4": 0.08516, "Y4": 0.1458, "page": 0, "Index": 4}, {"Word": "Locality:", "Confidence": 0.994, "X1": 0.12774, "Y1": 0.1312, "X2": 0.23742, "Y2": 0.131, "X3": 0.23742, "Y3": 0.1478, "X4": 0.12774, "Y4": 0.1468, "page": 0, "Index": 5}, {"Word": "Temuera,", "Confidence": 0.267, "X1": 0.33161, "Y1": 0.1242, "X2": 0.46323, "Y2": 0.124, "X3": 0.46323, "Y3": 0.1488, "X4": 0.33161, "Y4": 0.1488, "page": 0, "Index": 6}, {"Word": "Mesas.", "Confidence": 0.081, "X1": 0.46968, "Y1": 0.1252, "X2": 0.56516, "Y2": 0.125, "X3": 0.56387, "Y3": 0.1508, "X4": 0.46968, "Y4": 0.1488, "page": 0, "Index": 7}, {"Word": "2.", "Confidence": 0.994, "X1": 0.08516, "Y1": 0.1602, "X2": 0.10968, "Y2": 0.16, "X3": 0.10839, "Y3": 0.1768, "X4": 0.08387, "Y4": 0.1758, "page": 0, "Index": 8}, {"Word": "Sponsor:", "Confidence": 0.994, "X1": 0.13161, "Y1": 0.1612, "X2": 0.2271, "Y2": 0.161, "X3": 0.2271, "Y3": 0.1768, "X4": 0.13032, "Y4": 0.1758, "page": 0, "Index": 9}, {"Word": "Board", "Confidence": 0.677, "X1": 0.32, "Y1": 0.1512, "X2": 0.41032, "Y2": 0.151, "X3": 0.41032, "Y3": 0.1788, "X4": 0.32, "Y4": 0.1788, "page": 0, "Index": 10}, {"Word": "of", "Confidence": 0.844, "X1": 0.41677, "Y1": 0.1512, "X2": 0.45161, "Y2": 0.151, "X3": 0.45161, "Y3": 0.1788, "X4": 0.41677, "Y4": 0.1788, "page": 0, "Index": 11}, {"Word": "Health", "Confidence": 0.601, "X1": 0.45935, "Y1": 0.1542, "X2": 0.59226, "Y2": 0.154, "X3": 0.59226, "Y3": 0.1788, "X4": 0.45935, "Y4": 0.1788, "page": 0, "Index": 12}, {"Word": "3.", "Confidence": 0.997, "X1": 0.08645, "Y1": 0.1922, "X2": 0.10839, "Y2": 0.192, "X3": 0.1071, "Y3": 0.2078, "X4": 0.08645, "Y4": 0.2078, "page": 0, "Index": 13}, {"Word": "Issue:", "Confidence": 0.995, "X1": 0.12903, "Y1": 0.1932, "X2": 0.20258, "Y2": 0.193, "X3": 0.20258, "Y3": 0.2088, "X4": 0.12903, "Y4": 0.2088, "page": 0, "Index": 14}, {"Word": "a.", "Confidence": 0.261, "X1": 0.18968, "Y1": 0.2402, "X2": 0.20903, "Y2": 0.24, "X3": 0.20903, "Y3": 0.2508, "X4": 0.19097, "Y4": 0.2518, "page": 0, "Index": 15}, {"Word": "Workplace", "Confidence": 0.947, "X1": 0.23484, "Y1": 0.2392, "X2": 0.34452, "Y2": 0.239, "X3": 0.34323, "Y3": 0.2518, "X4": 0.23484, "Y4": 0.2518, "page": 0, "Index": 16}, {"Word": "b.", "Confidence": 0.828, "X1": 0.18839, "Y1": 0.2522, "X2": 0.21161, "Y2": 0.252, "X3": 0.21161, "Y3": 0.2658, "X4": 0.18839, "Y4": 0.2658, "page": 0, "Index": 17}, {"Word": "Town/City", "Confidence": 0.992, "X1": 0.23871, "Y1": 0.2522, "X2": 0.34065, "Y2": 0.252, "X3": 0.34065, "Y3": 0.2658, "X4": 0.24, "Y4": 0.2658, "page": 0, "Index": 18}, {"Word": "Buildings", "Confidence": 0.991, "X1": 0.35355, "Y1": 0.2512, "X2": 0.46065, "Y2": 0.251, "X3": 0.46065, "Y3": 0.2678, "X4": 0.35355, "Y4": 0.2668, "page": 0, "Index": 19}, {"Word": "c.", "Confidence": 0.934, "X1": 0.18839, "Y1": 0.2692, "X2": 0.2129, "Y2": 0.269, "X3": 0.2129, "Y3": 0.2818, "X4": 0.18839, "Y4": 0.2818, "page": 0, "Index": 20}, {"Word": "Restaurants", "Confidence": 0.958, "X1": 0.23871, "Y1": 0.2692, "X2": 0.36645, "Y2": 0.269, "X3": 0.36516, "Y3": 0.2808, "X4": 0.23871, "Y4": 0.2818, "page": 0, "Index": 21}, {"Word": "d.", "Confidence": 0.998, "X1": 0.1871, "Y1": 0.2812, "X2": 0.21419, "Y2": 0.281, "X3": 0.21548, "Y3": 0.2968, "X4": 0.18839, "Y4": 0.2978, "page": 0, "Index": 22}, {"Word": "Sales", "Confidence": 0.996, "X1": 0.23613, "Y1": 0.2822, "X2": 0.29419, "Y2": 0.282, "X3": 0.29419, "Y3": 0.2958, "X4": 0.23613, "Y4": 0.2968, "page": 0, "Index": 23}, {"Word": "Restrictions", "Confidence": 0.992, "X1": 0.30581, "Y1": 0.2832, "X2": 0.44903, "Y2": 0.283, "X3": 0.44774, "Y3": 0.2968, "X4": 0.30581, "Y4": 0.2958, "page": 0, "Index": 24}, {"Word": "-", "Confidence": 0.992, "X1": 0.12645, "Y1": 0.2912, "X2": 0.13806, "Y2": 0.291, "X3": 0.13806, "Y3": 0.3058, "X4": 0.12774, "Y4": 0.3058, "page": 0, "Index": 25}, {"Word": "-", "Confidence": 0.384, "X1": 0.13677, "Y1": 0.3022, "X2": 0.14968, "Y2": 0.302, "X3": 0.14968, "Y3": 0.3168, "X4": 0.13677, "Y4": 0.3178, "page": 0, "Index": 26}, {"Word": "e.", "Confidence": 0.964, "X1": 0.19097, "Y1": 0.2952, "X2": 0.21419, "Y2": 0.295, "X3": 0.21419, "Y3": 0.3118, "X4": 0.19097, "Y4": 0.3118, "page": 0, "Index": 27}, {"Word": "Advertising", "Confidence": 0.967, "X1": 0.23871, "Y1": 0.2972, "X2": 0.36516, "Y2": 0.297, "X3": 0.36516, "Y3": 0.3108, "X4": 0.23871, "Y4": 0.3108, "page": 0, "Index": 28}, {"Word": "Restrictions", "Confidence": 0.992, "X1": 0.37806, "Y1": 0.2962, "X2": 0.52, "Y2": 0.296, "X3": 0.52129, "Y3": 0.3108, "X4": 0.37806, "Y4": 0.3108, "page": 0, "Index": 29}, {"Word": "f.", "Confidence": 0.965, "X1": 0.18968, "Y1": 0.3102, "X2": 0.2129, "Y2": 0.31, "X3": 0.21419, "Y3": 0.3268, "X4": 0.18968, "Y4": 0.3268, "page": 0, "Index": 30}, {"Word": "Sampling", "Confidence": 0.958, "X1": 0.23742, "Y1": 0.3132, "X2": 0.33032, "Y2": 0.313, "X3": 0.33032, "Y3": 0.3268, "X4": 0.23742, "Y4": 0.3268, "page": 0, "Index": 31}, {"Word": "-", "Confidence": 0.865, "X1": 0.14065, "Y1": 0.3182, "X2": 0.15355, "Y2": 0.318, "X3": 0.15355, "Y3": 0.3338, "X4": 0.14065, "Y4": 0.3338, "page": 0, "Index": 32}, {"Word": "-", "Confidence": 0.934, "X1": 0.13935, "Y1": 0.3382, "X2": 0.1471, "Y2": 0.338, "X3": 0.1471, "Y3": 0.3478, "X4": 0.13935, "Y4": 0.3478, "page": 0, "Index": 33}, {"Word": "g.", "Confidence": 0.953, "X1": 0.18839, "Y1": 0.3272, "X2": 0.2129, "Y2": 0.327, "X3": 0.21419, "Y3": 0.3448, "X4": 0.18968, "Y4": 0.3448, "page": 0, "Index": 34}, {"Word": "Minors", "Confidence": 0.997, "X1": 0.23613, "Y1": 0.3292, "X2": 0.30839, "Y2": 0.329, "X3": 0.30839, "Y3": 0.3418, "X4": 0.23484, "Y4": 0.3428, "page": 0, "Index": 35}, {"Word": "h.", "Confidence": 0.808, "X1": 0.18968, "Y1": 0.3432, "X2": 0.21548, "Y2": 0.343, "X3": 0.21548, "Y3": 0.3578, "X4": 0.18968, "Y4": 0.3578, "page": 0, "Index": 36}, {"Word": "Town/City", "Confidence": 0.991, "X1": 0.23742, "Y1": 0.3432, "X2": 0.34194, "Y2": 0.343, "X3": 0.34194, "Y3": 0.3568, "X4": 0.23742, "Y4": 0.3568, "page": 0, "Index": 37}, {"Word": "Meetings", "Confidence": 0.996, "X1": 0.35484, "Y1": 0.3432, "X2": 0.45032, "Y2": 0.343, "X3": 0.45032, "Y3": 0.3578, "X4": 0.35484, "Y4": 0.3568, "page": 0, "Index": 38}, {"Word": "i.", "Confidence": 0.85, "X1": 0.19097, "Y1": 0.3562, "X2": 0.21419, "Y2": 0.356, "X3": 0.21419, "Y3": 0.3718, "X4": 0.19097, "Y4": 0.3718, "page": 0, "Index": 39}, {"Word": "Smoking", "Confidence": 0.996, "X1": 0.23871, "Y1": 0.3582, "X2": 0.32129, "Y2": 0.358, "X3": 0.32, "Y3": 0.3728, "X4": 0.23871, "Y4": 0.3728, "page": 0, "Index": 40}, {"Word": "Cessation/Education", "Confidence": 0.991, "X1": 0.33161, "Y1": 0.3572, "X2": 0.55742, "Y2": 0.357, "X3": 0.55742, "Y3": 0.3728, "X4": 0.33032, "Y4": 0.3728, "page": 0, "Index": 41}, {"Word": "Program", "Confidence": 0.996, "X1": 0.57032, "Y1": 0.3572, "X2": 0.6529, "Y2": 0.357, "X3": 0.65161, "Y3": 0.3738, "X4": 0.56903, "Y4": 0.3728, "page": 0, "Index": 42}, {"Word": "1", "Confidence": 0.358, "X1": 0.19355, "Y1": 0.3712, "X2": 0.19742, "Y2": 0.371, "X3": 0.19742, "Y3": 0.3878, "X4": 0.19355, "Y4": 0.3878, "page": 0, "Index": 43}, {"Word": ".", "Confidence": 0.984, "X1": 0.20258, "Y1": 0.3712, "X2": 0.2129, "Y2": 0.371, "X3": 0.2129, "Y3": 0.3878, "X4": 0.20258, "Y4": 0.3878, "page": 0, "Index": 44}, {"Word": "Other", "Confidence": 0.87, "X1": 0.23742, "Y1": 0.3752, "X2": 0.29677, "Y2": 0.375, "X3": 0.29677, "Y3": 0.3878, "X4": 0.23742, "Y4": 0.3868, "page": 0, "Index": 45}, {"Word": "4.", "Confidence": 0.884, "X1": 0.08645, "Y1": 0.4062, "X2": 0.10839, "Y2": 0.406, "X3": 0.1071, "Y3": 0.4168, "X4": 0.08516, "Y4": 0.4158, "page": 0, "Index": 46}, {"Word": "Summary", "Confidence": 0.9, "X1": 0.13161, "Y1": 0.4062, "X2": 0.2129, "Y2": 0.406, "X3": 0.21161, "Y3": 0.4188, "X4": 0.13161, "Y4": 0.4188, "page": 0, "Index": 47}, {"Word": ":", "Confidence": 0.996, "X1": 0.21677, "Y1": 0.4062, "X2": 0.2271, "Y2": 0.406, "X3": 0.22452, "Y3": 0.4188, "X4": 0.21548, "Y4": 0.4188, "page": 0, "Index": 48}, {"Word": "Board", "Confidence": 0.152, "X1": 0.29677, "Y1": 0.3972, "X2": 0.37548, "Y2": 0.397, "X3": 0.37548, "Y3": 0.4188, "X4": 0.29548, "Y4": 0.4188, "page": 0, "Index": 49}, {"Word": "of", "Confidence": 0.795, "X1": 0.38323, "Y1": 0.3982, "X2": 0.41419, "Y2": 0.398, "X3": 0.4129, "Y3": 0.4188, "X4": 0.38194, "Y4": 0.4188, "page": 0, "Index": 50}, {"Word": "death", "Confidence": 0.131, "X1": 0.42065, "Y1": 0.3992, "X2": 0.52129, "Y2": 0.399, "X3": 0.52, "Y3": 0.4188, "X4": 0.42065, "Y4": 0.4188, "page": 0, "Index": 51}, {"Word": "passed", "Confidence": 0.735, "X1": 0.56645, "Y1": 0.4002, "X2": 0.65548, "Y2": 0.4, "X3": 0.65548, "Y3": 0.4198, "X4": 0.56516, "Y4": 0.4188, "page": 0, "Index": 52}, {"Word": "regulation", "Confidence": 0.828, "X1": 0.6671, "Y1": 0.4002, "X2": 0.81935, "Y2": 0.4, "X3": 0.81806, "Y3": 0.4198, "X4": 0.66581, "Y4": 0.4198, "page": 0, "Index": 53}, {"Word": "that", "Confidence": 0.989, "X1": 0.85677, "Y1": 0.4002, "X2": 0.92258, "Y2": 0.4, "X3": 0.92129, "Y3": 0.4198, "X4": 0.85548, "Y4": 0.4198, "page": 0, "Index": 54}, {"Word": "will", "Confidence": 0.62, "X1": 0.13419, "Y1": 0.4212, "X2": 0.21161, "Y2": 0.421, "X3": 0.21032, "Y3": 0.4368, "X4": 0.1329, "Y4": 0.4378, "page": 0, "Index": 55}, {"Word": "require", "Confidence": 0.104, "X1": 0.22581, "Y1": 0.4192, "X2": 0.32387, "Y2": 0.419, "X3": 0.32387, "Y3": 0.4358, "X4": 0.22581, "Y4": 0.4368, "page": 0, "Index": 56}, {"Word": "sentiments", "Confidence": 0.229, "X1": 0.34839, "Y1": 0.4182, "X2": 0.51097, "Y2": 0.418, "X3": 0.51097, "Y3": 0.4358, "X4": 0.34839, "Y4": 0.4358, "page": 0, "Index": 57}, {"Word": "weet", "Confidence": 0.141, "X1": 0.51484, "Y1": 0.4172, "X2": 0.57806, "Y2": 0.417, "X3": 0.57806, "Y3": 0.4358, "X4": 0.51613, "Y4": 0.4358, "page": 0, "Index": 58}, {"Word": "aside", "Confidence": 0.591, "X1": 0.59613, "Y1": 0.4182, "X2": 0.67613, "Y2": 0.418, "X3": 0.67613, "Y3": 0.4368, "X4": 0.59613, "Y4": 0.4358, "page": 0, "Index": 59}, {"Word": "a", "Confidence": 0.689, "X1": 0.70323, "Y1": 0.4182, "X2": 0.71742, "Y2": 0.418, "X3": 0.71871, "Y3": 0.4368, "X4": 0.70323, "Y4": 0.4368, "page": 0, "Index": 60}, {"Word": "non-", "Confidence": 0.413, "X1": 0.73935, "Y1": 0.4192, "X2": 0.79871, "Y2": 0.419, "X3": 0.79871, "Y3": 0.4368, "X4": 0.73935, "Y4": 0.4368, "page": 0, "Index": 61}, {"Word": "pushing", "Confidence": 0.301, "X1": 0.81935, "Y1": 0.4222, "X2": 0.93806, "Y2": 0.422, "X3": 0.93935, "Y3": 0.4388, "X4": 0.82065, "Y4": 0.4378, "page": 0, "Index": 62}, {"Word": "area", "Confidence": 0.483, "X1": 0.1471, "Y1": 0.4372, "X2": 0.21161, "Y2": 0.437, "X3": 0.21161, "Y3": 0.4518, "X4": 0.1471, "Y4": 0.4528, "page": 0, "Index": 63}, {"Word": "5.", "Confidence": 0.991, "X1": 0.08774, "Y1": 0.4982, "X2": 0.11097, "Y2": 0.498, "X3": 0.11097, "Y3": 0.5128, "X4": 0.08774, "Y4": 0.5128, "page": 0, "Index": 64}, {"Word": "Action:", "Confidence": 0.993, "X1": 0.13161, "Y1": 0.4982, "X2": 0.21548, "Y2": 0.498, "X3": 0.21548, "Y3": 0.5138, "X4": 0.13032, "Y4": 0.5128, "page": 0, "Index": 65}, {"Word": "July", "Confidence": 0.943, "X1": 0.37677, "Y1": 0.5212, "X2": 0.47097, "Y2": 0.521, "X3": 0.47097, "Y3": 0.5558, "X4": 0.37548, "Y4": 0.5578, "page": 0, "Index": 66}, {"Word": "1,", "Confidence": 0.97, "X1": 0.48129, "Y1": 0.5212, "X2": 0.50839, "Y2": 0.521, "X3": 0.50839, "Y3": 0.5558, "X4": 0.48, "Y4": 0.5558, "page": 0, "Index": 67}, {"Word": "1987", "Confidence": 0.758, "X1": 0.51742, "Y1": 0.5202, "X2": 0.59742, "Y2": 0.52, "X3": 0.59742, "Y3": 0.5548, "X4": 0.51742, "Y4": 0.5558, "page": 0, "Index": 68}, {"Word": "effective", "Confidence": 0.263, "X1": 0.18452, "Y1": 0.5222, "X2": 0.35097, "Y2": 0.522, "X3": 0.35097, "Y3": 0.5588, "X4": 0.18452, "Y4": 0.5628, "page": 0, "Index": 69}]}	"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"
ffxx0031	2	{"lines_data": [{"Word": "SALEM EVENING NEWS", "Confidence": 0.99067, "X1": 0.26323, "Y1": 0.0242, "X2": 0.4271, "Y2": 0.024, "X3": 0.42839, "Y3": 0.0368, "X4": 0.26452, "Y4": 0.0438, "page": 0}, {"Word": "SALEM, MA", "Confidence": 0.995, "X1": 0.30194, "Y1": 0.0392, "X2": 0.39097, "Y2": 0.039, "X3": 0.39226, "Y3": 0.0518, "X4": 0.30194, "Y4": 0.0538, "page": 0}, {"Word": "D. 30,949", "Confidence": 0.878, "X1": 0.31355, "Y1": 0.0512, "X2": 0.38065, "Y2": 0.051, "X3": 0.38065, "Y3": 0.0638, "X4": 0.31484, "Y4": 0.0648, "page": 0}, {"Word": "DEC 9 1.986", "Confidence": 0.88633, "X1": 0.22581, "Y1": 0.0822, "X2": 0.37548, "Y2": 0.082, "X3": 0.37548, "Y3": 0.1038, "X4": 0.2271, "Y4": 0.1078, "page": 0}, {"Word": "NEW ENGLAND NEWSCLIP AGENCY OS", "Confidence": 0.533, "X1": 0.22581, "Y1": 0.1222, "X2": 0.43226, "Y2": 0.122, "X3": 0.43355, "Y3": 0.1348, "X4": 0.22581, "Y4": 0.1388, "page": 0}, {"Word": "Board OKs", "Confidence": 0.922, "X1": 0.22323, "Y1": 0.1722, "X2": 0.72774, "Y2": 0.172, "X3": 0.72774, "Y3": 0.2218, "X4": 0.22452, "Y4": 0.2238, "page": 0}, {"Word": "restaurant", "Confidence": 0.992, "X1": 0.22452, "Y1": 0.2392, "X2": 0.57419, "Y2": 0.239, "X3": 0.57419, "Y3": 0.2778, "X4": 0.22581, "Y4": 0.2798, "page": 0}, {"Word": "butt ban rule", "Confidence": 0.988, "X1": 0.22581, "Y1": 0.2882, "X2": 0.69677, "Y2": 0.288, "X3": 0.69677, "Y3": 0.3328, "X4": 0.22581, "Y4": 0.3328, "page": 0}, {"Word": "Istecer", "Confidence": 0.299, "X1": 0.33161, "Y1": 0.3312, "X2": 0.42968, "Y2": 0.331, "X3": 0.42968, "Y3": 0.3538, "X4": 0.33161, "Y4": 0.3548, "page": 0}, {"Word": "minimum of 25 percent of the", "Confidence": 0.99667, "X1": 0.48, "Y1": 0.3522, "X2": 0.71871, "Y2": 0.352, "X3": 0.71871, "Y3": 0.3658, "X4": 0.48, "Y4": 0.3648, "page": 0}, {"Word": "By MICHAEL LANZA", "Confidence": 0.98133, "X1": 0.22194, "Y1": 0.3522, "X2": 0.39484, "Y2": 0.352, "X3": 0.39484, "Y3": 0.3688, "X4": 0.22194, "Y4": 0.3658, "page": 0}, {"Word": "News Staff ..", "Confidence": 0.60833, "X1": 0.22323, "Y1": 0.3612, "X2": 0.33806, "Y2": 0.361, "X3": 0.33806, "Y3": 0.3748, "X4": 0.22323, "Y4": 0.3758, "page": 0}, {"Word": "seating for that section. They", "Confidence": 0.9642, "X1": 0.47871, "Y1": 0.3642, "X2": 0.71871, "Y2": 0.364, "X3": 0.71871, "Y3": 0.3768, "X4": 0.47871, "Y4": 0.3768, "page": 0}, {"Word": "DANVERS - The Board of", "Confidence": 0.9958, "X1": 0.22968, "Y1": 0.3782, "X2": 0.47097, "Y2": 0.378, "X3": 0.47097, "Y3": 0.3918, "X4": 0.22968, "Y4": 0.3908, "page": 0}, {"Word": "maintained. that there is not", "Confidence": 0.936, "X1": 0.47742, "Y1": 0.3762, "X2": 0.71742, "Y2": 0.376, "X3": 0.71742, "Y3": 0.3888, "X4": 0.47742, "Y4": 0.3888, "page": 0}, {"Word": "Health passed a regulation Mon- .", "Confidence": 0.91517, "X1": 0.22323, "Y1": 0.3912, "X2": 0.47226, "Y2": 0.391, "X3": 0.47226, "Y3": 0.4028, "X4": 0.22323, "Y4": 0.4028, "page": 0}, {"Word": "that much of a demand for non-", "Confidence": 0.94557, "X1": 0.47871, "Y1": 0.3882, "X2": 0.71484, "Y2": 0.388, "X3": 0.71484, "Y3": 0.3998, "X4": 0.47871, "Y4": 0.3998, "page": 0}, {"Word": "day that will require restau-", "Confidence": 0.9908, "X1": 0.22194, "Y1": 0.4032, "X2": 0.46323, "Y2": 0.403, "X3": 0.46323, "Y3": 0.4148, "X4": 0.22194, "Y4": 0.4158, "page": 0}, {"Word": "smoking seating by patrons.", "Confidence": 0.99525, "X1": 0.47871, "Y1": 0.4002, "X2": 0.68387, "Y2": 0.4, "X3": 0.68387, "Y3": 0.4128, "X4": 0.47871, "Y4": 0.4118, "page": 0}, {"Word": "rants with a seating capacity of", "Confidence": 0.98567, "X1": 0.22065, "Y1": 0.4152, "X2": 0.46323, "Y2": 0.415, "X3": 0.46323, "Y3": 0.4268, "X4": 0.22065, "Y4": 0.4268, "page": 0}, {"Word": "\"I've been in this business for", "Confidence": 0.97417, "X1": 0.49161, "Y1": 0.4142, "X2": 0.71742, "Y2": 0.414, "X3": 0.71742, "Y3": 0.4278, "X4": 0.49161, "Y4": 0.4258, "page": 0}, {"Word": "40 or more to set aside a section . 30 years and.I haven't heard the", "Confidence": 0.91807, "X1": 0.22065, "Y1": 0.4262, "X2": 0.71742, "Y2": 0.426, "X3": 0.71742, "Y3": 0.4378, "X4": 0.22065, "Y4": 0.4388, "page": 0}, {"Word": "for non-smoking patrons by July", "Confidence": 0.9768, "X1": 0.22323, "Y1": 0.4382, "X2": 0.46323, "Y2": 0.438, "X3": 0.46194, "Y3": 0.4518, "X4": 0.22323, "Y4": 0.4508, "page": 0}, {"Word": "demand for non-smoking (sec-", "Confidence": 0.9645, "X1": 0.47484, "Y1": 0.4382, "X2": 0.71484, "Y2": 0.438, "X3": 0.71484, "Y3": 0.4508, "X4": 0.47484, "Y4": 0.4498, "page": 0}, {"Word": "1.", "Confidence": 0.808, "X1": 0.22323, "Y1": 0.4492, "X2": 0.24258, "Y2": 0.449, "X3": 0.24258, "Y3": 0.4618, "X4": 0.22323, "Y4": 0.4608, "page": 0}, {"Word": "tions),\" said Joseph Calitri, co-", "Confidence": 0.8752, "X1": 0.47613, "Y1": 0.4492, "X2": 0.71871, "Y2": 0.449, "X3": 0.71871, "Y3": 0.4628, "X4": 0.47613, "Y4": 0.4618, "page": 0}, {"Word": "The regulation will affect", "Confidence": 0.94375, "X1": 0.22968, "Y1": 0.4642, "X2": 0.46323, "Y2": 0.464, "X3": 0.46323, "Y3": 0.4778, "X4": 0.22968, "Y4": 0.4778, "page": 0}, {"Word": "owner of both Calitri's Restau-", "Confidence": 0.9644, "X1": 0.47742, "Y1": 0.4612, "X2": 0.71613, "Y2": 0.461, "X3": 0.71613, "Y3": 0.4738, "X4": 0.47742, "Y4": 0.4748, "page": 0}, {"Word": "rant on Route 1 and Sam &", "Confidence": 0.98786, "X1": 0.47484, "Y1": 0.4732, "X2": 0.71613, "Y2": 0.473, "X3": 0.71613, "Y3": 0.4848, "X4": 0.47484, "Y4": 0.4858, "page": 0}, {"Word": "about 40 of the 160 eating estab-", "Confidence": 0.942, "X1": 0.22194, "Y1": 0.4772, "X2": 0.46323, "Y2": 0.477, "X3": 0.46323, "Y3": 0.4898, "X4": 0.22194, "Y4": 0.4908, "page": 0}, {"Word": "Joe's Restaurant on Water", "Confidence": 0.98925, "X1": 0.47484, "Y1": 0.4852, "X2": 0.71742, "Y2": 0.485, "X3": 0.71742, "Y3": 0.4978, "X4": 0.47484, "Y4": 0.4968, "page": 0}, {"Word": "lishments in Danvers and re-", "Confidence": 0.967, "X1": 0.22194, "Y1": 0.4882, "X2": 0.46194, "Y2": 0.488, "X3": 0.46194, "Y3": 0.5018, "X4": 0.22194, "Y4": 0.5008, "page": 0}, {"Word": "quires that a minimum of 25", "Confidence": 0.93633, "X1": 0.22194, "Y1": 0.5002, "X2": 0.46452, "Y2": 0.5, "X3": 0.46452, "Y3": 0.5138, "X4": 0.22194, "Y4": 0.5138, "page": 0}, {"Word": "Street.", "Confidence": 0.972, "X1": 0.47742, "Y1": 0.4972, "X2": 0.53161, "Y2": 0.497, "X3": 0.53161, "Y3": 0.5098, "X4": 0.47742, "Y4": 0.5088, "page": 0}, {"Word": "percent of available seating be", "Confidence": 0.9318, "X1": 0.22323, "Y1": 0.5132, "X2": 0.46581, "Y2": 0.513, "X3": 0.46581, "Y3": 0.5258, "X4": 0.22323, "Y4": 0.5258, "page": 0}, {"Word": ". \"In a lot of restaurants and", "Confidence": 0.85114, "X1": 0.48, "Y1": 0.5122, "X2": 0.71613, "Y2": 0.512, "X3": 0.71613, "Y3": 0.5258, "X4": 0.48, "Y4": 0.5218, "page": 0}, {"Word": "pub areas, there are a lot more", "Confidence": 0.93686, "X1": 0.47742, "Y1": 0.5252, "X2": 0.71871, "Y2": 0.525, "X3": 0.71871, "Y3": 0.5368, "X4": 0.47742, "Y4": 0.5358, "page": 0}, {"Word": "set aside as a non-smoking sec.'", "Confidence": 0.93683, "X1": 0.22065, "Y1": 0.5242, "X2": 0.47097, "Y2": 0.524, "X3": 0.47097, "Y3": 0.5388, "X4": 0.22065, "Y4": 0.5378, "page": 0}, {"Word": "tion.", "Confidence": 0.61, "X1": 0.22194, "Y1": 0.5382, "X2": 0.26065, "Y2": 0.538, "X3": 0.26065, "Y3": 0.5478, "X4": 0.22194, "Y4": 0.5478, "page": 0}, {"Word": "smokers than non-smoker-", "Confidence": 0.92233, "X1": 0.47613, "Y1": 0.5372, "X2": 0.71742, "Y2": 0.537, "X3": 0.71742, "Y3": 0.5498, "X4": 0.47613, "Y4": 0.5488, "page": 0}, {"Word": "The regulation requires", "Confidence": 0.99333, "X1": 0.23097, "Y1": 0.5502, "X2": 0.46323, "Y2": 0.55, "X3": 0.46323, "Y3": 0.5658, "X4": 0.23097, "Y4": 0.5668, "page": 0}, {"Word": "s. . . every place is different,' '", "Confidence": 0.786, "X1": 0.47484, "Y1": 0.5472, "X2": 0.72258, "Y2": 0.547, "X3": 0.72387, "Y3": 0.5598, "X4": 0.47484, "Y4": 0.5628, "page": 0}, {"Word": "proper ventilation of that .sec-", "Confidence": 0.9398, "X1": 0.22065, "Y1": 0.5642, "X2": 0.46452, "Y2": 0.564, "X3": 0.46452, "Y3": 0.5778, "X4": 0.22065, "Y4": 0.5788, "page": 0}, {"Word": "said Richard Spaulding, owner", "Confidence": 0.90775, "X1": 0.48, "Y1": 0.5602, "X2": 0.71742, "Y2": 0.56, "X3": 0.71742, "Y3": 0.5728, "X4": 0.48, "Y4": 0.5718, "page": 0}, {"Word": "of Spud's Restaurant and Pub.", "Confidence": 0.968, "X1": 0.47871, "Y1": 0.5722, "X2": 0.71871, "Y2": 0.572, "X3": 0.71871, "Y3": 0.5848, "X4": 0.47871, "Y4": 0.5848, "page": 0}, {"Word": "tion and that it not be located", "Confidence": 0.905, "X1": 0.22065, "Y1": 0.5762, "X2": 0.46581, "Y2": 0.576, "X3": 0.46581, "Y3": 0.5888, "X4": 0.22065, "Y4": 0.5888, "page": 0}, {"Word": "\"If you (require a minimum of)", "Confidence": 0.93933, "X1": 0.47742, "Y1": 0.5842, "X2": 0.71613, "Y2": 0.584, "X3": 0.71613, "Y3": 0.5958, "X4": 0.47742, "Y4": 0.5958, "page": 0}, {"Word": "between smoking areas.", "Confidence": 0.99433, "X1": 0.22323, "Y1": 0.5882, "X2": 0.40129, "Y2": 0.588, "X3": 0.40129, "Y3": 0.6008, "X4": 0.22323, "Y4": 0.5998, "page": 0}, {"Word": "Board members stressed,", "Confidence": 0.97, "X1": 0.23484, "Y1": 0.6012, "X2": 0.46452, "Y2": 0.601, "X3": 0.46452, "Y3": 0.6148, "X4": 0.23484, "Y4": 0.6138, "page": 0}, {"Word": "15 percent (instead of 25 per-", "Confidence": 0.9085, "X1": 0.47871, "Y1": 0.5962, "X2": 0.71613, "Y2": 0.596, "X3": 0.71613, "Y3": 0.6088, "X4": 0.47871, "Y4": 0.6068, "page": 0}, {"Word": "though, that restaurateurs will", "Confidence": 0.92275, "X1": 0.22194, "Y1": 0.6132, "X2": 0.46323, "Y2": 0.613, "X3": 0.46323, "Y3": 0.6258, "X4": 0.22194, "Y4": 0.6268, "page": 0}, {"Word": "cent), the restaurateurs can", "Confidence": 0.989, "X1": 0.47484, "Y1": 0.6072, "X2": 0.71742, "Y2": 0.607, "X3": 0.71742, "Y3": 0.6198, "X4": 0.47484, "Y4": 0.6188, "page": 0}, {"Word": "still jump that to 50 percent or", "Confidence": 0.96114, "X1": 0.47355, "Y1": 0.6192, "X2": 0.71871, "Y2": 0.619, "X3": 0.71871, "Y3": 0.6318, "X4": 0.47355, "Y4": 0.6308, "page": 0}, {"Word": "have the option of applying to", "Confidence": 0.91733, "X1": 0.21935, "Y1": 0.6262, "X2": 0.46452, "Y2": 0.626, "X3": 0.46452, "Y3": 0.6388, "X4": 0.21935, "Y4": 0.6388, "page": 0}, {"Word": "higher if they see fit.\"", "Confidence": 0.9552, "X1": 0.47355, "Y1": 0.6302, "X2": 0.65161, "Y2": 0.63, "X3": 0.65161, "Y3": 0.6428, "X4": 0.47355, "Y4": 0.6428, "page": 0}, {"Word": "the board for a variance on the .", "Confidence": 0.876, "X1": 0.22065, "Y1": 0.6372, "X2": 0.47226, "Y2": 0.637, "X3": 0.47355, "Y3": 0.6498, "X4": 0.22065, "Y4": 0.6508, "page": 0}, {"Word": "William Jenkins, a health tea-", "Confidence": 0.9198, "X1": 0.49032, "Y1": 0.6452, "X2": 0.71871, "Y2": 0.645, "X3": 0.71871, "Y3": 0.6578, "X4": 0.49032, "Y4": 0.6568, "page": 0}, {"Word": "regulation if they find it too re-", "Confidence": 0.98757, "X1": 0.22323, "Y1": 0.6492, "X2": 0.46323, "Y2": 0.649, "X3": 0.46323, "Y3": 0.6628, "X4": 0.22323, "Y4": 0.6628, "page": 0}, {"Word": "strictive and inappropriate for", "Confidence": 0.97925, "X1": 0.22065, "Y1": 0.6612, "X2": 0.46323, "Y2": 0.661, "X3": 0.46323, "Y3": 0.6748, "X4": 0.22065, "Y4": 0.6748, "page": 0}, {"Word": "cher at Danvers High School,", "Confidence": 0.983, "X1": 0.47742, "Y1": 0.6572, "X2": 0.71742, "Y2": 0.657, "X3": 0.71742, "Y3": 0.6698, "X4": 0.47742, "Y4": 0.6698, "page": 0}, {"Word": "their own businesses.", "Confidence": 0.99067, "X1": 0.22323, "Y1": 0.6742, "X2": 0.38323, "Y2": 0.674, "X3": 0.38323, "Y3": 0.6858, "X4": 0.22323, "Y4": 0.6858, "page": 0}, {"Word": "argued before the board that", "Confidence": 0.9744, "X1": 0.47742, "Y1": 0.6692, "X2": 0.71871, "Y2": 0.669, "X3": 0.71871, "Y3": 0.6818, "X4": 0.47742, "Y4": 0.6818, "page": 0}, {"Word": "many restaurant patrons are", "Confidence": 0.9555, "X1": 0.46968, "Y1": 0.6812, "X2": 0.71871, "Y2": 0.681, "X3": 0.71871, "Y3": 0.6948, "X4": 0.46968, "Y4": 0.6948, "page": 0}, {"Word": "\" If it's not going to affect the \".", "Confidence": 0.711, "X1": 0.23226, "Y1": 0.6852, "X2": 0.4929, "Y2": 0.685, "X3": 0.4929, "Y3": 0.7018, "X4": 0.23226, "Y4": 0.7018, "page": 0}, {"Word": "\"\"pretty bashful\" about asking", "Confidence": 0.866, "X1": 0.47355, "Y1": 0.6932, "X2": 0.71742, "Y2": 0.693, "X3": 0.71742, "Y3": 0.7068, "X4": 0.47355, "Y4": 0.7048, "page": 0}, {"Word": "public health, we could give a", "Confidence": 0.86517, "X1": 0.22065, "Y1": 0.7002, "X2": 0.46968, "Y2": 0.7, "X3": 0.46968, "Y3": 0.7138, "X4": 0.22065, "Y4": 0.7138, "page": 0}, {"Word": "variance,\" Chairman C. Ever-", "Confidence": 0.952, "X1": 0.22065, "Y1": 0.7122, "X2": 0.46452, "Y2": 0.712, "X3": 0.46452, "Y3": 0.7258, "X4": 0.22065, "Y4": 0.7258, "page": 0}, {"Word": "for non-smoking seating if they", "Confidence": 0.9758, "X1": 0.47097, "Y1": 0.7052, "X2": 0.71742, "Y2": 0.705, "X3": 0.71742, "Y3": 0.7188, "X4": 0.47097, "Y4": 0.7158, "page": 0}, {"Word": "ett Elliott said.", "Confidence": 0.811, "X1": 0.22194, "Y1": 0.7242, "X2": 0.33806, "Y2": 0.724, "X3": 0.33806, "Y3": 0.7358, "X4": 0.22194, "Y4": 0.7368, "page": 0}, {"Word": "are not pointedly given the", "Confidence": 0.9208, "X1": 0.47613, "Y1": 0.7162, "X2": 0.71613, "Y2": 0.716, "X3": 0.71613, "Y3": 0.7298, "X4": 0.47613, "Y4": 0.7298, "page": 0}, {"Word": "choice. \"If people find a restau-", "Confidence": 0.86417, "X1": 0.48, "Y1": 0.7292, "X2": 0.71613, "Y2": 0.729, "X3": 0.71613, "Y3": 0.7418, "X4": 0.48, "Y4": 0.7408, "page": 0}, {"Word": "The board held a public hear-", "Confidence": 0.94783, "X1": 0.23484, "Y1": 0.7372, "X2": 0.46323, "Y2": 0.737, "X3": 0.46323, "Y3": 0.7528, "X4": 0.23484, "Y4": 0.7518, "page": 0}, {"Word": "rant where a lot of people are", "Confidence": 0.95329, "X1": 0.47871, "Y1": 0.7412, "X2": 0.71871, "Y2": 0.741, "X3": 0.71871, "Y3": 0.7538, "X4": 0.47871, "Y4": 0.7528, "page": 0}, {"Word": "ing on the proposed regulation", "Confidence": 0.971, "X1": 0.22065, "Y1": 0.7512, "X2": 0.46323, "Y2": 0.751, "X3": 0.46323, "Y3": 0.7638, "X4": 0.22065, "Y4": 0.7648, "page": 0}, {"Word": "smoking, they're not going to", "Confidence": 0.979, "X1": 0.47355, "Y1": 0.7522, "X2": 0.71742, "Y2": 0.752, "X3": 0.71742, "Y3": 0.7648, "X4": 0.47355, "Y4": 0.7648, "page": 0}, {"Word": "Monday at 4 p.m. in Town Hall,", "Confidence": 0.89414, "X1": 0.22194, "Y1": 0.7632, "X2": 0.46323, "Y2": 0.763, "X3": 0.46323, "Y3": 0.7768, "X4": 0.22065, "Y4": 0.7748, "page": 0}, {"Word": "at which representatives of", "Confidence": 0.95925, "X1": 0.22452, "Y1": 0.7752, "X2": 0.46323, "Y2": 0.775, "X3": 0.46323, "Y3": 0.7878, "X4": 0.22452, "Y4": 0.7878, "page": 0}, {"Word": "tell the manager, 'they're just", "Confidence": 0.952, "X1": 0.47355, "Y1": 0.7642, "X2": 0.72, "Y2": 0.764, "X3": 0.72, "Y3": 0.7798, "X4": 0.47355, "Y4": 0.7758, "page": 0}, {"Word": "going to avoid it.\"", "Confidence": 0.81275, "X1": 0.47484, "Y1": 0.7742, "X2": 0.61806, "Y2": 0.774, "X3": 0.61935, "Y3": 0.7868, "X4": 0.47484, "Y4": 0.7878, "page": 0}, {"Word": "three restaurants in town as", "Confidence": 0.9564, "X1": 0.22065, "Y1": 0.7872, "X2": 0.46452, "Y2": 0.787, "X3": 0.46452, "Y3": 0.8008, "X4": 0.22065, "Y4": 0.7998, "page": 0}, {"Word": "\"I think this particular bylaw", "Confidence": 0.9184, "X1": 0.48903, "Y1": 0.7902, "X2": 0.71742, "Y2": 0.79, "X3": 0.71742, "Y3": 0.8038, "X4": 0.48903, "Y4": 0.8008, "page": 0}, {"Word": "well as persons with some anti-", "Confidence": 0.87967, "X1": 0.22323, "Y1": 0.7982, "X2": 0.46452, "Y2": 0.798, "X3": 0.46452, "Y3": 0.8108, "X4": 0.22323, "Y4": 0.8108, "page": 0}, {"Word": "is not strong enough,\" said Les-", "Confidence": 0.91033, "X1": 0.47871, "Y1": 0.8022, "X2": 0.71871, "Y2": 0.802, "X3": 0.71871, "Y3": 0.8148, "X4": 0.47871, "Y4": 0.8138, "page": 0}, {"Word": "smoking organizations and local", "Confidence": 0.96025, "X1": 0.21935, "Y1": 0.8092, "X2": 0.46581, "Y2": 0.809, "X3": 0.46581, "Y3": 0.8228, "X4": 0.21935, "Y4": 0.8228, "page": 0}, {"Word": "ter Disenhof of Lobao Drive. \"1", "Confidence": 0.77417, "X1": 0.47355, "Y1": 0.8102, "X2": 0.71613, "Y2": 0.81, "X3": 0.71613, "Y3": 0.8258, "X4": 0.47355, "Y4": 0.8258, "page": 0}, {"Word": "residents spoke.", "Confidence": 0.76, "X1": 0.22194, "Y1": 0.8212, "X2": 0.34194, "Y2": 0.821, "X3": 0.34194, "Y3": 0.8338, "X4": 0.22194, "Y4": 0.8338, "page": 0}, {"Word": "recently read where only 30 per-", "Confidence": 0.9255, "X1": 0.47742, "Y1": 0.8252, "X2": 0.71871, "Y2": 0.825, "X3": 0.71871, "Y3": 0.8378, "X4": 0.47742, "Y4": 0.8368, "page": 0}, {"Word": "Restaurants owners and man-", "Confidence": 0.90375, "X1": 0.23742, "Y1": 0.8342, "X2": 0.46323, "Y2": 0.834, "X3": 0.46323, "Y3": 0.8488, "X4": 0.23742, "Y4": 0.8478, "page": 0}, {"Word": "cent of people (in this country)", "Confidence": 0.97717, "X1": 0.47742, "Y1": 0.8342, "X2": 0.71742, "Y2": 0.834, "X3": 0.71742, "Y3": 0.8488, "X4": 0.47742, "Y4": 0.8488, "page": 0}, {"Word": "agers present generally said", "Confidence": 0.79675, "X1": 0.22452, "Y1": 0.8472, "X2": 0.46452, "Y2": 0.847, "X3": 0.46452, "Y3": 0.8608, "X4": 0.22452, "Y4": 0.8618, "page": 0}, {"Word": "are smokers. This bylaw says 25", "Confidence": 0.9425, "X1": 0.47355, "Y1": 0.8462, "X2": 0.71871, "Y2": 0.846, "X3": 0.71871, "Y3": 0.8608, "X4": 0.47355, "Y4": 0.8608, "page": 0}, {"Word": "they favored having non-smok-", "Confidence": 0.91675, "X1": 0.22323, "Y1": 0.8582, "X2": 0.46323, "Y2": 0.858, "X3": 0.46323, "Y3": 0.8718, "X4": 0.22323, "Y4": 0.8718, "page": 0}, {"Word": "percent (reserved for non-smok-", "Confidence": 0.916, "X1": 0.47742, "Y1": 0.8602, "X2": 0.71871, "Y2": 0.86, "X3": 0.71871, "Y3": 0.8718, "X4": 0.47742, "Y4": 0.8718, "page": 0}, {"Word": "ing sections, but asked the", "Confidence": 0.969, "X1": 0.21935, "Y1": 0.8692, "X2": 0.46452, "Y2": 0.869, "X3": 0.46452, "Y3": 0.8828, "X4": 0.21935, "Y4": 0.8828, "page": 0}, {"Word": "ing), shouldn't it be 75 per-", "Confidence": 0.96683, "X1": 0.47742, "Y1": 0.8702, "X2": 0.72129, "Y2": 0.87, "X3": 0.72129, "Y3": 0.8838, "X4": 0.47742, "Y4": 0.8838, "page": 0}, {"Word": "board to require less than a", "Confidence": 0.92633, "X1": 0.21806, "Y1": 0.8812, "X2": 0.4671, "Y2": 0.881, "X3": 0.4671, "Y3": 0.8958, "X4": 0.21806, "Y4": 0.8948, "page": 0}, {"Word": "cent?\"", "Confidence": 0.9, "X1": 0.47742, "Y1": 0.8822, "X2": 0.53161, "Y2": 0.882, "X3": 0.53161, "Y3": 0.8938, "X4": 0.47742, "Y4": 0.8938, "page": 0}], "words_data": [{"Word": "NEWS", "Confidence": 0.984, "X1": 0.38194, "Y1": 0.0242, "X2": 0.42581, "Y2": 0.024, "X3": 0.42581, "Y3": 0.0378, "X4": 0.38194, "Y4": 0.0388, "page": 0, "Index": 0}, {"Word": "SALEM", "Confidence": 0.993, "X1": 0.26452, "Y1": 0.0282, "X2": 0.31097, "Y2": 0.028, "X3": 0.31097, "Y3": 0.0418, "X4": 0.26452, "Y4": 0.0448, "page": 0, "Index": 1}, {"Word": "EVENING", "Confidence": 0.995, "X1": 0.31484, "Y1": 0.0252, "X2": 0.37806, "Y2": 0.025, "X3": 0.37935, "Y3": 0.0388, "X4": 0.31613, "Y4": 0.0418, "page": 0, "Index": 2}, {"Word": "SALEM,", "Confidence": 0.992, "X1": 0.30452, "Y1": 0.0402, "X2": 0.36, "Y2": 0.04, "X3": 0.35871, "Y3": 0.0528, "X4": 0.30452, "Y4": 0.0538, "page": 0, "Index": 3}, {"Word": "MA", "Confidence": 0.998, "X1": 0.36258, "Y1": 0.0402, "X2": 0.38581, "Y2": 0.04, "X3": 0.38581, "Y3": 0.0528, "X4": 0.36258, "Y4": 0.0528, "page": 0, "Index": 4}, {"Word": "D.", "Confidence": 0.958, "X1": 0.31484, "Y1": 0.0522, "X2": 0.32903, "Y2": 0.052, "X3": 0.32903, "Y3": 0.0638, "X4": 0.31613, "Y4": 0.0648, "page": 0, "Index": 5}, {"Word": "30,949", "Confidence": 0.798, "X1": 0.33161, "Y1": 0.0512, "X2": 0.37806, "Y2": 0.051, "X3": 0.37806, "Y3": 0.0638, "X4": 0.33161, "Y4": 0.0638, "page": 0, "Index": 6}, {"Word": "DEC", "Confidence": 0.998, "X1": 0.22839, "Y1": 0.0862, "X2": 0.26968, "Y2": 0.086, "X3": 0.27097, "Y3": 0.1068, "X4": 0.22968, "Y4": 0.1078, "page": 0, "Index": 7}, {"Word": "9", "Confidence": 0.995, "X1": 0.2929, "Y1": 0.0852, "X2": 0.30968, "Y2": 0.085, "X3": 0.30968, "Y3": 0.1058, "X4": 0.29419, "Y4": 0.1058, "page": 0, "Index": 8}, {"Word": "1.986", "Confidence": 0.666, "X1": 0.31742, "Y1": 0.0832, "X2": 0.37548, "Y2": 0.083, "X3": 0.37548, "Y3": 0.1048, "X4": 0.31742, "Y4": 0.1058, "page": 0, "Index": 9}, {"Word": "NEW", "Confidence": 0.602, "X1": 0.22968, "Y1": 0.1242, "X2": 0.25419, "Y2": 0.124, "X3": 0.25419, "Y3": 0.1378, "X4": 0.22968, "Y4": 0.1398, "page": 0, "Index": 10}, {"Word": "ENGLAND", "Confidence": 0.83, "X1": 0.25806, "Y1": 0.1232, "X2": 0.3071, "Y2": 0.123, "X3": 0.30581, "Y3": 0.1358, "X4": 0.25677, "Y4": 0.1378, "page": 0, "Index": 11}, {"Word": "NEWSCLIP", "Confidence": 0.611, "X1": 0.30968, "Y1": 0.1232, "X2": 0.36387, "Y2": 0.123, "X3": 0.36258, "Y3": 0.1348, "X4": 0.30968, "Y4": 0.1358, "page": 0, "Index": 12}, {"Word": "AGENCY", "Confidence": 0.611, "X1": 0.36645, "Y1": 0.1222, "X2": 0.41032, "Y2": 0.122, "X3": 0.40903, "Y3": 0.1348, "X4": 0.36516, "Y4": 0.1348, "page": 0, "Index": 13}, {"Word": "OS", "Confidence": 0.011, "X1": 0.4129, "Y1": 0.1222, "X2": 0.43226, "Y2": 0.122, "X3": 0.43097, "Y3": 0.1348, "X4": 0.41161, "Y4": 0.1348, "page": 0, "Index": 14}, {"Word": "Board", "Confidence": 0.995, "X1": 0.22452, "Y1": 0.1742, "X2": 0.42194, "Y2": 0.174, "X3": 0.42194, "Y3": 0.2238, "X4": 0.22581, "Y4": 0.2248, "page": 0, "Index": 15}, {"Word": "OKs", "Confidence": 0.849, "X1": 0.45677, "Y1": 0.1732, "X2": 0.61806, "Y2": 0.173, "X3": 0.61677, "Y3": 0.2218, "X4": 0.45677, "Y4": 0.2238, "page": 0, "Index": 16}, {"Word": "restaurant", "Confidence": 0.992, "X1": 0.22581, "Y1": 0.2402, "X2": 0.57548, "Y2": 0.24, "X3": 0.57548, "Y3": 0.2788, "X4": 0.2271, "Y4": 0.2808, "page": 0, "Index": 17}, {"Word": "butt", "Confidence": 0.979, "X1": 0.2271, "Y1": 0.2892, "X2": 0.36774, "Y2": 0.289, "X3": 0.36645, "Y3": 0.3338, "X4": 0.22581, "Y4": 0.3338, "page": 0, "Index": 18}, {"Word": "ban", "Confidence": 0.995, "X1": 0.39484, "Y1": 0.2902, "X2": 0.5071, "Y2": 0.29, "X3": 0.50452, "Y3": 0.3338, "X4": 0.39355, "Y4": 0.3338, "page": 0, "Index": 19}, {"Word": "rule", "Confidence": 0.99, "X1": 0.54839, "Y1": 0.2902, "X2": 0.69032, "Y2": 0.29, "X3": 0.68774, "Y3": 0.3328, "X4": 0.54581, "Y4": 0.3338, "page": 0, "Index": 20}, {"Word": "Istecer", "Confidence": 0.299, "X1": 0.3329, "Y1": 0.3322, "X2": 0.42581, "Y2": 0.332, "X3": 0.4271, "Y3": 0.3528, "X4": 0.3329, "Y4": 0.3558, "page": 0, "Index": 21}, {"Word": "By", "Confidence": 0.997, "X1": 0.22452, "Y1": 0.3502, "X2": 0.24516, "Y2": 0.35, "X3": 0.24387, "Y3": 0.3648, "X4": 0.22323, "Y4": 0.3658, "page": 0, "Index": 22}, {"Word": "MICHAEL", "Confidence": 0.953, "X1": 0.24903, "Y1": 0.3512, "X2": 0.32387, "Y2": 0.351, "X3": 0.32387, "Y3": 0.3668, "X4": 0.24774, "Y4": 0.3648, "page": 0, "Index": 23}, {"Word": "minimum", "Confidence": 0.994, "X1": 0.48129, "Y1": 0.3522, "X2": 0.54581, "Y2": 0.352, "X3": 0.54452, "Y3": 0.3658, "X4": 0.48, "Y4": 0.3648, "page": 0, "Index": 24}, {"Word": "of", "Confidence": 0.997, "X1": 0.55871, "Y1": 0.3522, "X2": 0.57677, "Y2": 0.352, "X3": 0.57548, "Y3": 0.3658, "X4": 0.55742, "Y4": 0.3658, "page": 0, "Index": 25}, {"Word": "25", "Confidence": 0.997, "X1": 0.58065, "Y1": 0.3522, "X2": 0.59871, "Y2": 0.352, "X3": 0.59871, "Y3": 0.3658, "X4": 0.57935, "Y4": 0.3658, "page": 0, "Index": 26}, {"Word": "percent", "Confidence": 0.996, "X1": 0.60387, "Y1": 0.3522, "X2": 0.66323, "Y2": 0.352, "X3": 0.66194, "Y3": 0.3658, "X4": 0.60258, "Y4": 0.3658, "page": 0, "Index": 27}, {"Word": "of", "Confidence": 0.998, "X1": 0.6671, "Y1": 0.3532, "X2": 0.68645, "Y2": 0.353, "X3": 0.68516, "Y3": 0.3668, "X4": 0.66581, "Y4": 0.3668, "page": 0, "Index": 28}, {"Word": "the", "Confidence": 0.998, "X1": 0.69032, "Y1": 0.3532, "X2": 0.71484, "Y2": 0.353, "X3": 0.71484, "Y3": 0.3668, "X4": 0.68903, "Y4": 0.3668, "page": 0, "Index": 29}, {"Word": "News", "Confidence": 0.986, "X1": 0.22452, "Y1": 0.3632, "X2": 0.26323, "Y2": 0.363, "X3": 0.26323, "Y3": 0.3758, "X4": 0.22452, "Y4": 0.3758, "page": 0, "Index": 30}, {"Word": "Staff", "Confidence": 0.663, "X1": 0.26581, "Y1": 0.3622, "X2": 0.3071, "Y2": 0.362, "X3": 0.3071, "Y3": 0.3758, "X4": 0.26581, "Y4": 0.3758, "page": 0, "Index": 31}, {"Word": "..", "Confidence": 0.176, "X1": 0.32387, "Y1": 0.3622, "X2": 0.33806, "Y2": 0.362, "X3": 0.33806, "Y3": 0.3758, "X4": 0.32387, "Y4": 0.3758, "page": 0, "Index": 32}, {"Word": "LANZA", "Confidence": 0.994, "X1": 0.32774, "Y1": 0.3522, "X2": 0.3871, "Y2": 0.352, "X3": 0.3871, "Y3": 0.3688, "X4": 0.32774, "Y4": 0.3668, "page": 0, "Index": 33}, {"Word": "seating", "Confidence": 0.995, "X1": 0.47871, "Y1": 0.3642, "X2": 0.53161, "Y2": 0.364, "X3": 0.5329, "Y3": 0.3778, "X4": 0.48, "Y4": 0.3768, "page": 0, "Index": 34}, {"Word": "for", "Confidence": 0.998, "X1": 0.53935, "Y1": 0.3642, "X2": 0.56516, "Y2": 0.364, "X3": 0.56516, "Y3": 0.3778, "X4": 0.54065, "Y4": 0.3778, "page": 0, "Index": 35}, {"Word": "that", "Confidence": 0.884, "X1": 0.57161, "Y1": 0.3642, "X2": 0.60516, "Y2": 0.364, "X3": 0.60516, "Y3": 0.3778, "X4": 0.57161, "Y4": 0.3778, "page": 0, "Index": 36}, {"Word": "section.", "Confidence": 0.955, "X1": 0.61032, "Y1": 0.3642, "X2": 0.67226, "Y2": 0.364, "X3": 0.67226, "Y3": 0.3768, "X4": 0.61161, "Y4": 0.3778, "page": 0, "Index": 37}, {"Word": "They", "Confidence": 0.989, "X1": 0.67871, "Y1": 0.3642, "X2": 0.71355, "Y2": 0.364, "X3": 0.71355, "Y3": 0.3758, "X4": 0.67871, "Y4": 0.3768, "page": 0, "Index": 38}, {"Word": "DANVERS", "Confidence": 0.996, "X1": 0.23742, "Y1": 0.3792, "X2": 0.31871, "Y2": 0.379, "X3": 0.31871, "Y3": 0.3918, "X4": 0.23742, "Y4": 0.3908, "page": 0, "Index": 39}, {"Word": "-", "Confidence": 0.991, "X1": 0.32903, "Y1": 0.3792, "X2": 0.33935, "Y2": 0.379, "X3": 0.33935, "Y3": 0.3918, "X4": 0.33032, "Y4": 0.3918, "page": 0, "Index": 40}, {"Word": "The", "Confidence": 0.998, "X1": 0.35355, "Y1": 0.3792, "X2": 0.38452, "Y2": 0.379, "X3": 0.38452, "Y3": 0.3928, "X4": 0.35484, "Y4": 0.3918, "page": 0, "Index": 41}, {"Word": "Board", "Confidence": 0.997, "X1": 0.38968, "Y1": 0.3782, "X2": 0.43613, "Y2": 0.378, "X3": 0.43613, "Y3": 0.3928, "X4": 0.38968, "Y4": 0.3928, "page": 0, "Index": 42}, {"Word": "of", "Confidence": 0.997, "X1": 0.44516, "Y1": 0.3782, "X2": 0.46452, "Y2": 0.378, "X3": 0.46452, "Y3": 0.3928, "X4": 0.44516, "Y4": 0.3928, "page": 0, "Index": 43}, {"Word": "maintained.", "Confidence": 0.702, "X1": 0.47871, "Y1": 0.3762, "X2": 0.56903, "Y2": 0.376, "X3": 0.56903, "Y3": 0.3898, "X4": 0.48, "Y4": 0.3888, "page": 0, "Index": 44}, {"Word": "that", "Confidence": 0.989, "X1": 0.5729, "Y1": 0.3762, "X2": 0.60645, "Y2": 0.376, "X3": 0.60645, "Y3": 0.3898, "X4": 0.5729, "Y4": 0.3898, "page": 0, "Index": 45}, {"Word": "there", "Confidence": 0.997, "X1": 0.61548, "Y1": 0.3762, "X2": 0.65548, "Y2": 0.376, "X3": 0.65548, "Y3": 0.3888, "X4": 0.61548, "Y4": 0.3888, "page": 0, "Index": 46}, {"Word": "is", "Confidence": 0.998, "X1": 0.66581, "Y1": 0.3762, "X2": 0.68258, "Y2": 0.376, "X3": 0.68129, "Y3": 0.3888, "X4": 0.66452, "Y4": 0.3888, "page": 0, "Index": 47}, {"Word": "not", "Confidence": 0.994, "X1": 0.69161, "Y1": 0.3762, "X2": 0.71742, "Y2": 0.376, "X3": 0.71613, "Y3": 0.3888, "X4": 0.69032, "Y4": 0.3888, "page": 0, "Index": 48}, {"Word": "Health", "Confidence": 0.995, "X1": 0.22452, "Y1": 0.3912, "X2": 0.27355, "Y2": 0.391, "X3": 0.27355, "Y3": 0.4038, "X4": 0.22452, "Y4": 0.4038, "page": 0, "Index": 49}, {"Word": "passed", "Confidence": 0.997, "X1": 0.27742, "Y1": 0.3912, "X2": 0.32645, "Y2": 0.391, "X3": 0.32645, "Y3": 0.4038, "X4": 0.27742, "Y4": 0.4038, "page": 0, "Index": 50}, {"Word": "a", "Confidence": 0.996, "X1": 0.33032, "Y1": 0.3912, "X2": 0.33935, "Y2": 0.391, "X3": 0.33935, "Y3": 0.4038, "X4": 0.33032, "Y4": 0.4038, "page": 0, "Index": 51}, {"Word": "regulation", "Confidence": 0.882, "X1": 0.34323, "Y1": 0.3922, "X2": 0.41935, "Y2": 0.392, "X3": 0.41935, "Y3": 0.4038, "X4": 0.34323, "Y4": 0.4038, "page": 0, "Index": 52}, {"Word": "Mon-", "Confidence": 0.901, "X1": 0.42323, "Y1": 0.3922, "X2": 0.46194, "Y2": 0.392, "X3": 0.46194, "Y3": 0.4028, "X4": 0.42323, "Y4": 0.4038, "page": 0, "Index": 53}, {"Word": ".", "Confidence": 0.72, "X1": 0.46452, "Y1": 0.3922, "X2": 0.47355, "Y2": 0.392, "X3": 0.47355, "Y3": 0.4028, "X4": 0.46452, "Y4": 0.4028, "page": 0, "Index": 54}, {"Word": "that", "Confidence": 0.991, "X1": 0.47871, "Y1": 0.3882, "X2": 0.51097, "Y2": 0.388, "X3": 0.51097, "Y3": 0.4008, "X4": 0.48, "Y4": 0.4008, "page": 0, "Index": 55}, {"Word": "much", "Confidence": 0.991, "X1": 0.51484, "Y1": 0.3882, "X2": 0.55355, "Y2": 0.388, "X3": 0.55355, "Y3": 0.4008, "X4": 0.51484, "Y4": 0.4008, "page": 0, "Index": 56}, {"Word": "of", "Confidence": 0.998, "X1": 0.55871, "Y1": 0.3882, "X2": 0.57548, "Y2": 0.388, "X3": 0.57677, "Y3": 0.4008, "X4": 0.55871, "Y4": 0.4008, "page": 0, "Index": 57}, {"Word": "a", "Confidence": 0.995, "X1": 0.57935, "Y1": 0.3882, "X2": 0.58839, "Y2": 0.388, "X3": 0.58839, "Y3": 0.4008, "X4": 0.57935, "Y4": 0.4008, "page": 0, "Index": 58}, {"Word": "demand", "Confidence": 0.996, "X1": 0.59355, "Y1": 0.3892, "X2": 0.65161, "Y2": 0.389, "X3": 0.65161, "Y3": 0.4008, "X4": 0.59355, "Y4": 0.4008, "page": 0, "Index": 59}, {"Word": "for", "Confidence": 0.998, "X1": 0.65548, "Y1": 0.3892, "X2": 0.68, "Y2": 0.389, "X3": 0.67871, "Y3": 0.4008, "X4": 0.65548, "Y4": 0.4008, "page": 0, "Index": 60}, {"Word": "non-", "Confidence": 0.65, "X1": 0.68258, "Y1": 0.3902, "X2": 0.71613, "Y2": 0.39, "X3": 0.71613, "Y3": 0.3998, "X4": 0.68258, "Y4": 0.4008, "page": 0, "Index": 61}, {"Word": "day", "Confidence": 0.998, "X1": 0.22323, "Y1": 0.4042, "X2": 0.25032, "Y2": 0.404, "X3": 0.25032, "Y3": 0.4158, "X4": 0.22323, "Y4": 0.4158, "page": 0, "Index": 62}, {"Word": "that", "Confidence": 0.991, "X1": 0.26194, "Y1": 0.4042, "X2": 0.29548, "Y2": 0.404, "X3": 0.29548, "Y3": 0.4158, "X4": 0.26194, "Y4": 0.4158, "page": 0, "Index": 63}, {"Word": "will", "Confidence": 0.988, "X1": 0.30452, "Y1": 0.4042, "X2": 0.33548, "Y2": 0.404, "X3": 0.33419, "Y3": 0.4158, "X4": 0.30452, "Y4": 0.4158, "page": 0, "Index": 64}, {"Word": "require", "Confidence": 0.995, "X1": 0.34323, "Y1": 0.4042, "X2": 0.39871, "Y2": 0.404, "X3": 0.39742, "Y3": 0.4158, "X4": 0.34194, "Y4": 0.4158, "page": 0, "Index": 65}, {"Word": "restau-", "Confidence": 0.982, "X1": 0.40774, "Y1": 0.4042, "X2": 0.46323, "Y2": 0.404, "X3": 0.46194, "Y3": 0.4158, "X4": 0.40774, "Y4": 0.4158, "page": 0, "Index": 66}, {"Word": "smoking", "Confidence": 0.995, "X1": 0.48, "Y1": 0.4002, "X2": 0.54065, "Y2": 0.4, "X3": 0.54065, "Y3": 0.4128, "X4": 0.48, "Y4": 0.4118, "page": 0, "Index": 67}, {"Word": "seating", "Confidence": 0.994, "X1": 0.54452, "Y1": 0.4002, "X2": 0.59742, "Y2": 0.4, "X3": 0.59742, "Y3": 0.4128, "X4": 0.54452, "Y4": 0.4128, "page": 0, "Index": 68}, {"Word": "by", "Confidence": 0.998, "X1": 0.60129, "Y1": 0.4002, "X2": 0.62065, "Y2": 0.4, "X3": 0.62065, "Y3": 0.4138, "X4": 0.60129, "Y4": 0.4128, "page": 0, "Index": 69}, {"Word": "patrons.", "Confidence": 0.994, "X1": 0.62323, "Y1": 0.4012, "X2": 0.68516, "Y2": 0.401, "X3": 0.68516, "Y3": 0.4128, "X4": 0.62323, "Y4": 0.4138, "page": 0, "Index": 70}, {"Word": "rants", "Confidence": 0.996, "X1": 0.22194, "Y1": 0.4152, "X2": 0.26452, "Y2": 0.415, "X3": 0.26452, "Y3": 0.4278, "X4": 0.22194, "Y4": 0.4278, "page": 0, "Index": 71}, {"Word": "with", "Confidence": 0.991, "X1": 0.26839, "Y1": 0.4152, "X2": 0.30065, "Y2": 0.415, "X3": 0.30065, "Y3": 0.4278, "X4": 0.26839, "Y4": 0.4278, "page": 0, "Index": 72}, {"Word": "a", "Confidence": 0.994, "X1": 0.30452, "Y1": 0.4152, "X2": 0.31484, "Y2": 0.415, "X3": 0.31355, "Y3": 0.4278, "X4": 0.30452, "Y4": 0.4278, "page": 0, "Index": 73}, {"Word": "seating", "Confidence": 0.948, "X1": 0.31742, "Y1": 0.4152, "X2": 0.3729, "Y2": 0.415, "X3": 0.3729, "Y3": 0.4278, "X4": 0.31742, "Y4": 0.4278, "page": 0, "Index": 74}, {"Word": "capacity", "Confidence": 0.993, "X1": 0.37806, "Y1": 0.4152, "X2": 0.44, "Y2": 0.415, "X3": 0.44, "Y3": 0.4278, "X4": 0.37806, "Y4": 0.4278, "page": 0, "Index": 75}, {"Word": "of", "Confidence": 0.992, "X1": 0.44516, "Y1": 0.4162, "X2": 0.46323, "Y2": 0.416, "X3": 0.46323, "Y3": 0.4278, "X4": 0.44516, "Y4": 0.4278, "page": 0, "Index": 76}, {"Word": "\"I've", "Confidence": 0.885, "X1": 0.49419, "Y1": 0.4142, "X2": 0.5329, "Y2": 0.414, "X3": 0.5329, "Y3": 0.4258, "X4": 0.49419, "Y4": 0.4258, "page": 0, "Index": 77}, {"Word": "been", "Confidence": 0.986, "X1": 0.53677, "Y1": 0.4142, "X2": 0.57032, "Y2": 0.414, "X3": 0.57032, "Y3": 0.4268, "X4": 0.53677, "Y4": 0.4258, "page": 0, "Index": 78}, {"Word": "in", "Confidence": 0.998, "X1": 0.57419, "Y1": 0.4142, "X2": 0.59097, "Y2": 0.414, "X3": 0.59097, "Y3": 0.4268, "X4": 0.57419, "Y4": 0.4268, "page": 0, "Index": 79}, {"Word": "this", "Confidence": 0.989, "X1": 0.59355, "Y1": 0.4142, "X2": 0.62194, "Y2": 0.414, "X3": 0.62194, "Y3": 0.4268, "X4": 0.59355, "Y4": 0.4268, "page": 0, "Index": 80}, {"Word": "business", "Confidence": 0.994, "X1": 0.62581, "Y1": 0.4152, "X2": 0.68774, "Y2": 0.415, "X3": 0.68774, "Y3": 0.4278, "X4": 0.62581, "Y4": 0.4268, "page": 0, "Index": 81}, {"Word": "for", "Confidence": 0.993, "X1": 0.69161, "Y1": 0.4152, "X2": 0.71613, "Y2": 0.415, "X3": 0.71484, "Y3": 0.4278, "X4": 0.69032, "Y4": 0.4278, "page": 0, "Index": 82}, {"Word": "40", "Confidence": 0.994, "X1": 0.22323, "Y1": 0.4272, "X2": 0.24, "Y2": 0.427, "X3": 0.23871, "Y3": 0.4388, "X4": 0.22323, "Y4": 0.4388, "page": 0, "Index": 83}, {"Word": "or", "Confidence": 0.97, "X1": 0.24258, "Y1": 0.4272, "X2": 0.26065, "Y2": 0.427, "X3": 0.26065, "Y3": 0.4388, "X4": 0.24258, "Y4": 0.4388, "page": 0, "Index": 84}, {"Word": "more", "Confidence": 0.986, "X1": 0.26452, "Y1": 0.4272, "X2": 0.30323, "Y2": 0.427, "X3": 0.30323, "Y3": 0.4388, "X4": 0.26323, "Y4": 0.4388, "page": 0, "Index": 85}, {"Word": "to", "Confidence": 0.997, "X1": 0.3071, "Y1": 0.4272, "X2": 0.32129, "Y2": 0.427, "X3": 0.32129, "Y3": 0.4388, "X4": 0.30581, "Y4": 0.4388, "page": 0, "Index": 86}, {"Word": "set", "Confidence": 0.998, "X1": 0.32516, "Y1": 0.4272, "X2": 0.34839, "Y2": 0.427, "X3": 0.34839, "Y3": 0.4388, "X4": 0.32387, "Y4": 0.4388, "page": 0, "Index": 87}, {"Word": "aside", "Confidence": 0.982, "X1": 0.35097, "Y1": 0.4272, "X2": 0.39097, "Y2": 0.427, "X3": 0.39097, "Y3": 0.4388, "X4": 0.35097, "Y4": 0.4388, "page": 0, "Index": 88}, {"Word": "a", "Confidence": 0.998, "X1": 0.39484, "Y1": 0.4272, "X2": 0.40387, "Y2": 0.427, "X3": 0.40387, "Y3": 0.4388, "X4": 0.39484, "Y4": 0.4388, "page": 0, "Index": 89}, {"Word": "section", "Confidence": 0.81, "X1": 0.40903, "Y1": 0.4262, "X2": 0.45935, "Y2": 0.426, "X3": 0.45935, "Y3": 0.4388, "X4": 0.40903, "Y4": 0.4388, "page": 0, "Index": 90}, {"Word": ".", "Confidence": 0.628, "X1": 0.46581, "Y1": 0.4262, "X2": 0.47613, "Y2": 0.426, "X3": 0.47484, "Y3": 0.4388, "X4": 0.46581, "Y4": 0.4388, "page": 0, "Index": 91}, {"Word": "30", "Confidence": 0.971, "X1": 0.47871, "Y1": 0.4262, "X2": 0.49548, "Y2": 0.426, "X3": 0.49419, "Y3": 0.4388, "X4": 0.47871, "Y4": 0.4388, "page": 0, "Index": 92}, {"Word": "years", "Confidence": 0.996, "X1": 0.49806, "Y1": 0.4262, "X2": 0.54065, "Y2": 0.426, "X3": 0.54065, "Y3": 0.4388, "X4": 0.49806, "Y4": 0.4388, "page": 0, "Index": 93}, {"Word": "and.I", "Confidence": 0.657, "X1": 0.54452, "Y1": 0.4262, "X2": 0.58194, "Y2": 0.426, "X3": 0.58194, "Y3": 0.4388, "X4": 0.54323, "Y4": 0.4388, "page": 0, "Index": 94}, {"Word": "haven't", "Confidence": 0.993, "X1": 0.58581, "Y1": 0.4262, "X2": 0.64129, "Y2": 0.426, "X3": 0.64129, "Y3": 0.4388, "X4": 0.58452, "Y4": 0.4388, "page": 0, "Index": 95}, {"Word": "heard", "Confidence": 0.793, "X1": 0.64516, "Y1": 0.4272, "X2": 0.68774, "Y2": 0.427, "X3": 0.68645, "Y3": 0.4388, "X4": 0.64516, "Y4": 0.4388, "page": 0, "Index": 96}, {"Word": "the", "Confidence": 0.998, "X1": 0.69032, "Y1": 0.4272, "X2": 0.71484, "Y2": 0.427, "X3": 0.71484, "Y3": 0.4388, "X4": 0.69032, "Y4": 0.4388, "page": 0, "Index": 97}, {"Word": "for", "Confidence": 0.994, "X1": 0.22452, "Y1": 0.4392, "X2": 0.24516, "Y2": 0.439, "X3": 0.24387, "Y3": 0.4518, "X4": 0.22452, "Y4": 0.4518, "page": 0, "Index": 98}, {"Word": "non-smoking", "Confidence": 0.912, "X1": 0.24774, "Y1": 0.4392, "X2": 0.34194, "Y2": 0.439, "X3": 0.34194, "Y3": 0.4518, "X4": 0.24774, "Y4": 0.4518, "page": 0, "Index": 99}, {"Word": "patrons", "Confidence": 0.993, "X1": 0.34581, "Y1": 0.4392, "X2": 0.40258, "Y2": 0.439, "X3": 0.40129, "Y3": 0.4518, "X4": 0.34452, "Y4": 0.4518, "page": 0, "Index": 100}, {"Word": "by", "Confidence": 0.998, "X1": 0.40516, "Y1": 0.4392, "X2": 0.42581, "Y2": 0.439, "X3": 0.42452, "Y3": 0.4518, "X4": 0.40516, "Y4": 0.4518, "page": 0, "Index": 101}, {"Word": "July", "Confidence": 0.987, "X1": 0.42839, "Y1": 0.4382, "X2": 0.46065, "Y2": 0.438, "X3": 0.46065, "Y3": 0.4518, "X4": 0.42839, "Y4": 0.4518, "page": 0, "Index": 102}, {"Word": "demand", "Confidence": 0.94, "X1": 0.47742, "Y1": 0.4372, "X2": 0.53806, "Y2": 0.437, "X3": 0.53806, "Y3": 0.4498, "X4": 0.47871, "Y4": 0.4498, "page": 0, "Index": 103}, {"Word": "for", "Confidence": 0.998, "X1": 0.54581, "Y1": 0.4382, "X2": 0.56903, "Y2": 0.438, "X3": 0.56903, "Y3": 0.4498, "X4": 0.54581, "Y4": 0.4498, "page": 0, "Index": 104}, {"Word": "non-smoking", "Confidence": 0.981, "X1": 0.57548, "Y1": 0.4392, "X2": 0.66968, "Y2": 0.439, "X3": 0.66839, "Y3": 0.4508, "X4": 0.57677, "Y4": 0.4498, "page": 0, "Index": 105}, {"Word": "(sec-", "Confidence": 0.939, "X1": 0.67742, "Y1": 0.4392, "X2": 0.71484, "Y2": 0.439, "X3": 0.71484, "Y3": 0.4508, "X4": 0.67742, "Y4": 0.4508, "page": 0, "Index": 106}, {"Word": "1.", "Confidence": 0.808, "X1": 0.22581, "Y1": 0.4492, "X2": 0.24129, "Y2": 0.449, "X3": 0.24, "Y3": 0.4618, "X4": 0.22452, "Y4": 0.4608, "page": 0, "Index": 107}, {"Word": "tions),\"", "Confidence": 0.802, "X1": 0.47742, "Y1": 0.4492, "X2": 0.53548, "Y2": 0.449, "X3": 0.53548, "Y3": 0.4618, "X4": 0.47871, "Y4": 0.4628, "page": 0, "Index": 108}, {"Word": "said", "Confidence": 0.97, "X1": 0.54194, "Y1": 0.4492, "X2": 0.5729, "Y2": 0.449, "X3": 0.5729, "Y3": 0.4618, "X4": 0.54194, "Y4": 0.4618, "page": 0, "Index": 109}, {"Word": "Joseph", "Confidence": 0.994, "X1": 0.58065, "Y1": 0.4502, "X2": 0.62968, "Y2": 0.45, "X3": 0.62968, "Y3": 0.4618, "X4": 0.58065, "Y4": 0.4618, "page": 0, "Index": 110}, {"Word": "Calitri,", "Confidence": 0.932, "X1": 0.63484, "Y1": 0.4502, "X2": 0.68903, "Y2": 0.45, "X3": 0.68774, "Y3": 0.4618, "X4": 0.63355, "Y4": 0.4618, "page": 0, "Index": 111}, {"Word": "co-", "Confidence": 0.678, "X1": 0.69161, "Y1": 0.4502, "X2": 0.71871, "Y2": 0.45, "X3": 0.71742, "Y3": 0.4628, "X4": 0.69161, "Y4": 0.4628, "page": 0, "Index": 112}, {"Word": "regulation", "Confidence": 0.936, "X1": 0.27484, "Y1": 0.4642, "X2": 0.36387, "Y2": 0.464, "X3": 0.36516, "Y3": 0.4778, "X4": 0.27613, "Y4": 0.4788, "page": 0, "Index": 113}, {"Word": "will", "Confidence": 0.991, "X1": 0.37032, "Y1": 0.4642, "X2": 0.40645, "Y2": 0.464, "X3": 0.40645, "Y3": 0.4778, "X4": 0.37032, "Y4": 0.4778, "page": 0, "Index": 114}, {"Word": "owner", "Confidence": 0.934, "X1": 0.47871, "Y1": 0.4622, "X2": 0.52645, "Y2": 0.462, "X3": 0.52645, "Y3": 0.4748, "X4": 0.47871, "Y4": 0.4758, "page": 0, "Index": 115}, {"Word": "of", "Confidence": 0.998, "X1": 0.53032, "Y1": 0.4612, "X2": 0.54839, "Y2": 0.461, "X3": 0.54839, "Y3": 0.4738, "X4": 0.53032, "Y4": 0.4748, "page": 0, "Index": 116}, {"Word": "both", "Confidence": 0.988, "X1": 0.55226, "Y1": 0.4612, "X2": 0.58452, "Y2": 0.461, "X3": 0.58452, "Y3": 0.4738, "X4": 0.55226, "Y4": 0.4738, "page": 0, "Index": 117}, {"Word": "Calitri's", "Confidence": 0.919, "X1": 0.59226, "Y1": 0.4622, "X2": 0.6529, "Y2": 0.462, "X3": 0.6529, "Y3": 0.4738, "X4": 0.59226, "Y4": 0.4738, "page": 0, "Index": 118}, {"Word": "Restau-", "Confidence": 0.983, "X1": 0.65806, "Y1": 0.4632, "X2": 0.71613, "Y2": 0.463, "X3": 0.71613, "Y3": 0.4738, "X4": 0.65806, "Y4": 0.4738, "page": 0, "Index": 119}, {"Word": "The", "Confidence": 0.998, "X1": 0.23871, "Y1": 0.4652, "X2": 0.27097, "Y2": 0.465, "X3": 0.27097, "Y3": 0.4788, "X4": 0.23871, "Y4": 0.4788, "page": 0, "Index": 120}, {"Word": "affect", "Confidence": 0.85, "X1": 0.41032, "Y1": 0.4652, "X2": 0.46323, "Y2": 0.465, "X3": 0.46323, "Y3": 0.4788, "X4": 0.41032, "Y4": 0.4788, "page": 0, "Index": 121}, {"Word": "rant", "Confidence": 0.984, "X1": 0.47742, "Y1": 0.4742, "X2": 0.51355, "Y2": 0.474, "X3": 0.51355, "Y3": 0.4858, "X4": 0.47742, "Y4": 0.4858, "page": 0, "Index": 122}, {"Word": "on", "Confidence": 0.998, "X1": 0.52, "Y1": 0.4742, "X2": 0.53806, "Y2": 0.474, "X3": 0.53806, "Y3": 0.4858, "X4": 0.52, "Y4": 0.4858, "page": 0, "Index": 123}, {"Word": "Route", "Confidence": 0.994, "X1": 0.54839, "Y1": 0.4742, "X2": 0.59226, "Y2": 0.474, "X3": 0.59226, "Y3": 0.4858, "X4": 0.54839, "Y4": 0.4858, "page": 0, "Index": 124}, {"Word": "1", "Confidence": 0.962, "X1": 0.60129, "Y1": 0.4742, "X2": 0.61161, "Y2": 0.474, "X3": 0.61032, "Y3": 0.4858, "X4": 0.60129, "Y4": 0.4858, "page": 0, "Index": 125}, {"Word": "and", "Confidence": 0.998, "X1": 0.62194, "Y1": 0.4742, "X2": 0.64903, "Y2": 0.474, "X3": 0.64903, "Y3": 0.4858, "X4": 0.62194, "Y4": 0.4858, "page": 0, "Index": 126}, {"Word": "Sam", "Confidence": 0.998, "X1": 0.65806, "Y1": 0.4742, "X2": 0.68516, "Y2": 0.474, "X3": 0.68516, "Y3": 0.4858, "X4": 0.65806, "Y4": 0.4858, "page": 0, "Index": 127}, {"Word": "&", "Confidence": 0.981, "X1": 0.70194, "Y1": 0.4742, "X2": 0.71097, "Y2": 0.474, "X3": 0.71097, "Y3": 0.4858, "X4": 0.70065, "Y4": 0.4858, "page": 0, "Index": 128}, {"Word": "about", "Confidence": 0.996, "X1": 0.22452, "Y1": 0.4772, "X2": 0.26581, "Y2": 0.477, "X3": 0.26581, "Y3": 0.4898, "X4": 0.22452, "Y4": 0.4908, "page": 0, "Index": 129}, {"Word": "40", "Confidence": 0.993, "X1": 0.26968, "Y1": 0.4772, "X2": 0.28516, "Y2": 0.477, "X3": 0.28516, "Y3": 0.4898, "X4": 0.26968, "Y4": 0.4898, "page": 0, "Index": 130}, {"Word": "of", "Confidence": 0.998, "X1": 0.28903, "Y1": 0.4772, "X2": 0.30581, "Y2": 0.477, "X3": 0.30581, "Y3": 0.4898, "X4": 0.28903, "Y4": 0.4898, "page": 0, "Index": 131}, {"Word": "the", "Confidence": 0.998, "X1": 0.30968, "Y1": 0.4772, "X2": 0.3329, "Y2": 0.477, "X3": 0.3329, "Y3": 0.4888, "X4": 0.30839, "Y4": 0.4898, "page": 0, "Index": 132}, {"Word": "160", "Confidence": 0.981, "X1": 0.33677, "Y1": 0.4772, "X2": 0.36129, "Y2": 0.477, "X3": 0.36129, "Y3": 0.4888, "X4": 0.33677, "Y4": 0.4888, "page": 0, "Index": 133}, {"Word": "eating", "Confidence": 0.955, "X1": 0.36516, "Y1": 0.4772, "X2": 0.41161, "Y2": 0.477, "X3": 0.41161, "Y3": 0.4898, "X4": 0.36516, "Y4": 0.4888, "page": 0, "Index": 134}, {"Word": "estab-", "Confidence": 0.673, "X1": 0.41548, "Y1": 0.4772, "X2": 0.46323, "Y2": 0.477, "X3": 0.46323, "Y3": 0.4908, "X4": 0.41548, "Y4": 0.4898, "page": 0, "Index": 135}, {"Word": "Joe's", "Confidence": 0.967, "X1": 0.47871, "Y1": 0.4852, "X2": 0.52516, "Y2": 0.485, "X3": 0.52516, "Y3": 0.4978, "X4": 0.47871, "Y4": 0.4968, "page": 0, "Index": 136}, {"Word": "Restaurant", "Confidence": 0.994, "X1": 0.53032, "Y1": 0.4862, "X2": 0.62968, "Y2": 0.486, "X3": 0.62839, "Y3": 0.4978, "X4": 0.53032, "Y4": 0.4978, "page": 0, "Index": 137}, {"Word": "on", "Confidence": 0.998, "X1": 0.63484, "Y1": 0.4862, "X2": 0.6529, "Y2": 0.486, "X3": 0.65161, "Y3": 0.4978, "X4": 0.63355, "Y4": 0.4978, "page": 0, "Index": 138}, {"Word": "Water", "Confidence": 0.998, "X1": 0.66323, "Y1": 0.4862, "X2": 0.71484, "Y2": 0.486, "X3": 0.71355, "Y3": 0.4978, "X4": 0.66194, "Y4": 0.4978, "page": 0, "Index": 139}, {"Word": "lishments", "Confidence": 0.849, "X1": 0.22323, "Y1": 0.4892, "X2": 0.29677, "Y2": 0.489, "X3": 0.29677, "Y3": 0.5018, "X4": 0.22323, "Y4": 0.5008, "page": 0, "Index": 140}, {"Word": "in", "Confidence": 0.998, "X1": 0.30323, "Y1": 0.4892, "X2": 0.32, "Y2": 0.489, "X3": 0.32, "Y3": 0.5018, "X4": 0.30323, "Y4": 0.5018, "page": 0, "Index": 141}, {"Word": "Danvers", "Confidence": 0.996, "X1": 0.32903, "Y1": 0.4892, "X2": 0.39355, "Y2": 0.489, "X3": 0.39484, "Y3": 0.5018, "X4": 0.32903, "Y4": 0.5018, "page": 0, "Index": 142}, {"Word": "and", "Confidence": 0.998, "X1": 0.40129, "Y1": 0.4892, "X2": 0.42839, "Y2": 0.489, "X3": 0.42968, "Y3": 0.5018, "X4": 0.40258, "Y4": 0.5018, "page": 0, "Index": 143}, {"Word": "re-", "Confidence": 0.994, "X1": 0.43742, "Y1": 0.4892, "X2": 0.46065, "Y2": 0.489, "X3": 0.46194, "Y3": 0.5018, "X4": 0.43742, "Y4": 0.5018, "page": 0, "Index": 144}, {"Word": "quires", "Confidence": 0.641, "X1": 0.22452, "Y1": 0.5022, "X2": 0.27226, "Y2": 0.502, "X3": 0.27226, "Y3": 0.5138, "X4": 0.22452, "Y4": 0.5138, "page": 0, "Index": 145}, {"Word": "that", "Confidence": 0.991, "X1": 0.27871, "Y1": 0.5022, "X2": 0.31226, "Y2": 0.502, "X3": 0.31226, "Y3": 0.5138, "X4": 0.27871, "Y4": 0.5138, "page": 0, "Index": 146}, {"Word": "a", "Confidence": 0.998, "X1": 0.31871, "Y1": 0.5022, "X2": 0.32903, "Y2": 0.502, "X3": 0.32903, "Y3": 0.5138, "X4": 0.32, "Y4": 0.5138, "page": 0, "Index": 147}, {"Word": "minimum", "Confidence": 0.992, "X1": 0.33806, "Y1": 0.5012, "X2": 0.40516, "Y2": 0.501, "X3": 0.40645, "Y3": 0.5138, "X4": 0.33935, "Y4": 0.5138, "page": 0, "Index": 148}, {"Word": "of", "Confidence": 0.998, "X1": 0.41935, "Y1": 0.5012, "X2": 0.43742, "Y2": 0.501, "X3": 0.43871, "Y3": 0.5138, "X4": 0.42065, "Y4": 0.5138, "page": 0, "Index": 149}, {"Word": "25", "Confidence": 0.998, "X1": 0.44387, "Y1": 0.5012, "X2": 0.46194, "Y2": 0.501, "X3": 0.46323, "Y3": 0.5138, "X4": 0.44516, "Y4": 0.5138, "page": 0, "Index": 150}, {"Word": "Street.", "Confidence": 0.972, "X1": 0.47871, "Y1": 0.4982, "X2": 0.53161, "Y2": 0.498, "X3": 0.53161, "Y3": 0.5098, "X4": 0.48, "Y4": 0.5088, "page": 0, "Index": 151}, {"Word": "percent", "Confidence": 0.993, "X1": 0.22452, "Y1": 0.5142, "X2": 0.28258, "Y2": 0.514, "X3": 0.28258, "Y3": 0.5258, "X4": 0.22452, "Y4": 0.5258, "page": 0, "Index": 152}, {"Word": "of", "Confidence": 0.998, "X1": 0.28645, "Y1": 0.5132, "X2": 0.30452, "Y2": 0.513, "X3": 0.30452, "Y3": 0.5258, "X4": 0.28516, "Y4": 0.5258, "page": 0, "Index": 153}, {"Word": "available", "Confidence": 0.675, "X1": 0.30839, "Y1": 0.5132, "X2": 0.37806, "Y2": 0.513, "X3": 0.37806, "Y3": 0.5258, "X4": 0.3071, "Y4": 0.5258, "page": 0, "Index": 154}, {"Word": "seating", "Confidence": 0.995, "X1": 0.38194, "Y1": 0.5132, "X2": 0.43484, "Y2": 0.513, "X3": 0.43484, "Y3": 0.5268, "X4": 0.38194, "Y4": 0.5258, "page": 0, "Index": 155}, {"Word": "be", "Confidence": 0.998, "X1": 0.44129, "Y1": 0.5142, "X2": 0.46194, "Y2": 0.514, "X3": 0.46194, "Y3": 0.5268, "X4": 0.44129, "Y4": 0.5268, "page": 0, "Index": 156}, {"Word": ".", "Confidence": 0.043, "X1": 0.48387, "Y1": 0.5092, "X2": 0.49032, "Y2": 0.509, "X3": 0.49032, "Y3": 0.5218, "X4": 0.48516, "Y4": 0.5218, "page": 0, "Index": 157}, {"Word": "\"In", "Confidence": 0.942, "X1": 0.4929, "Y1": 0.5102, "X2": 0.52129, "Y2": 0.51, "X3": 0.52129, "Y3": 0.5228, "X4": 0.49419, "Y4": 0.5228, "page": 0, "Index": 158}, {"Word": "a", "Confidence": 0.995, "X1": 0.52903, "Y1": 0.5102, "X2": 0.53806, "Y2": 0.51, "X3": 0.53806, "Y3": 0.5238, "X4": 0.52903, "Y4": 0.5228, "page": 0, "Index": 159}, {"Word": "lot", "Confidence": 0.991, "X1": 0.54452, "Y1": 0.5112, "X2": 0.56774, "Y2": 0.511, "X3": 0.56774, "Y3": 0.5238, "X4": 0.54452, "Y4": 0.5238, "page": 0, "Index": 160}, {"Word": "of", "Confidence": 0.998, "X1": 0.57161, "Y1": 0.5112, "X2": 0.58968, "Y2": 0.511, "X3": 0.58968, "Y3": 0.5248, "X4": 0.57161, "Y4": 0.5238, "page": 0, "Index": 161}, {"Word": "restaurants", "Confidence": 0.991, "X1": 0.59355, "Y1": 0.5122, "X2": 0.68129, "Y2": 0.512, "X3": 0.68129, "Y3": 0.5258, "X4": 0.59355, "Y4": 0.5248, "page": 0, "Index": 162}, {"Word": "and", "Confidence": 0.998, "X1": 0.68774, "Y1": 0.5132, "X2": 0.71613, "Y2": 0.513, "X3": 0.71484, "Y3": 0.5258, "X4": 0.68774, "Y4": 0.5258, "page": 0, "Index": 163}, {"Word": "set", "Confidence": 0.998, "X1": 0.22323, "Y1": 0.5242, "X2": 0.24903, "Y2": 0.524, "X3": 0.24774, "Y3": 0.5378, "X4": 0.22323, "Y4": 0.5368, "page": 0, "Index": 164}, {"Word": "non-smoking", "Confidence": 0.991, "X1": 0.33161, "Y1": 0.5262, "X2": 0.42581, "Y2": 0.526, "X3": 0.42581, "Y3": 0.5378, "X4": 0.33032, "Y4": 0.5388, "page": 0, "Index": 165}, {"Word": "sec.'", "Confidence": 0.646, "X1": 0.43097, "Y1": 0.5262, "X2": 0.47097, "Y2": 0.526, "X3": 0.47097, "Y3": 0.5378, "X4": 0.43097, "Y4": 0.5378, "page": 0, "Index": 166}, {"Word": "pub", "Confidence": 0.995, "X1": 0.47871, "Y1": 0.5242, "X2": 0.50581, "Y2": 0.524, "X3": 0.50581, "Y3": 0.5368, "X4": 0.47871, "Y4": 0.5368, "page": 0, "Index": 167}, {"Word": "areas,", "Confidence": 0.973, "X1": 0.51355, "Y1": 0.5252, "X2": 0.55871, "Y2": 0.525, "X3": 0.55871, "Y3": 0.5368, "X4": 0.51355, "Y4": 0.5368, "page": 0, "Index": 168}, {"Word": "there", "Confidence": 0.997, "X1": 0.56129, "Y1": 0.5252, "X2": 0.60258, "Y2": 0.525, "X3": 0.60258, "Y3": 0.5368, "X4": 0.56129, "Y4": 0.5368, "page": 0, "Index": 169}, {"Word": "are", "Confidence": 0.998, "X1": 0.60774, "Y1": 0.5252, "X2": 0.63226, "Y2": 0.525, "X3": 0.63226, "Y3": 0.5368, "X4": 0.60774, "Y4": 0.5368, "page": 0, "Index": 170}, {"Word": "a", "Confidence": 0.615, "X1": 0.63742, "Y1": 0.5252, "X2": 0.64645, "Y2": 0.525, "X3": 0.64645, "Y3": 0.5368, "X4": 0.63742, "Y4": 0.5368, "page": 0, "Index": 171}, {"Word": "lot", "Confidence": 0.998, "X1": 0.65032, "Y1": 0.5252, "X2": 0.67226, "Y2": 0.525, "X3": 0.67226, "Y3": 0.5368, "X4": 0.65032, "Y4": 0.5368, "page": 0, "Index": 172}, {"Word": "more", "Confidence": 0.982, "X1": 0.67484, "Y1": 0.5252, "X2": 0.71484, "Y2": 0.525, "X3": 0.71484, "Y3": 0.5378, "X4": 0.67484, "Y4": 0.5368, "page": 0, "Index": 173}, {"Word": "tion.", "Confidence": 0.61, "X1": 0.22323, "Y1": 0.5372, "X2": 0.25935, "Y2": 0.537, "X3": 0.25935, "Y3": 0.5478, "X4": 0.22323, "Y4": 0.5468, "page": 0, "Index": 174}, {"Word": "aside", "Confidence": 0.994, "X1": 0.25161, "Y1": 0.5252, "X2": 0.2929, "Y2": 0.525, "X3": 0.29161, "Y3": 0.5388, "X4": 0.25161, "Y4": 0.5378, "page": 0, "Index": 175}, {"Word": "as", "Confidence": 0.997, "X1": 0.29548, "Y1": 0.5252, "X2": 0.31355, "Y2": 0.525, "X3": 0.31355, "Y3": 0.5388, "X4": 0.29548, "Y4": 0.5388, "page": 0, "Index": 176}, {"Word": "a", "Confidence": 0.995, "X1": 0.31742, "Y1": 0.5252, "X2": 0.32774, "Y2": 0.525, "X3": 0.32645, "Y3": 0.5388, "X4": 0.31742, "Y4": 0.5388, "page": 0, "Index": 177}, {"Word": "smokers", "Confidence": 0.995, "X1": 0.47742, "Y1": 0.5362, "X2": 0.55097, "Y2": 0.536, "X3": 0.55226, "Y3": 0.5488, "X4": 0.47871, "Y4": 0.5488, "page": 0, "Index": 178}, {"Word": "than", "Confidence": 0.991, "X1": 0.55871, "Y1": 0.5372, "X2": 0.59742, "Y2": 0.537, "X3": 0.59742, "Y3": 0.5488, "X4": 0.55871, "Y4": 0.5488, "page": 0, "Index": 179}, {"Word": "non-smoker-", "Confidence": 0.781, "X1": 0.60516, "Y1": 0.5372, "X2": 0.71613, "Y2": 0.537, "X3": 0.71742, "Y3": 0.5498, "X4": 0.60516, "Y4": 0.5488, "page": 0, "Index": 180}, {"Word": "The", "Confidence": 0.998, "X1": 0.23742, "Y1": 0.5522, "X2": 0.27226, "Y2": 0.552, "X3": 0.27097, "Y3": 0.5668, "X4": 0.23742, "Y4": 0.5658, "page": 0, "Index": 181}, {"Word": "regulation", "Confidence": 0.991, "X1": 0.27871, "Y1": 0.5522, "X2": 0.37419, "Y2": 0.552, "X3": 0.37419, "Y3": 0.5668, "X4": 0.27871, "Y4": 0.5668, "page": 0, "Index": 182}, {"Word": "requires", "Confidence": 0.991, "X1": 0.38194, "Y1": 0.5502, "X2": 0.46194, "Y2": 0.55, "X3": 0.46194, "Y3": 0.5658, "X4": 0.38323, "Y4": 0.5668, "page": 0, "Index": 183}, {"Word": "s.", "Confidence": 0.967, "X1": 0.47871, "Y1": 0.5492, "X2": 0.49161, "Y2": 0.549, "X3": 0.4929, "Y3": 0.5628, "X4": 0.47871, "Y4": 0.5628, "page": 0, "Index": 184}, {"Word": ".", "Confidence": 0.881, "X1": 0.49548, "Y1": 0.5492, "X2": 0.50194, "Y2": 0.549, "X3": 0.50194, "Y3": 0.5628, "X4": 0.49548, "Y4": 0.5628, "page": 0, "Index": 185}, {"Word": ".", "Confidence": 0.848, "X1": 0.50452, "Y1": 0.5492, "X2": 0.51097, "Y2": 0.549, "X3": 0.51226, "Y3": 0.5628, "X4": 0.50581, "Y4": 0.5628, "page": 0, "Index": 186}, {"Word": "every", "Confidence": 0.991, "X1": 0.51484, "Y1": 0.5492, "X2": 0.55742, "Y2": 0.549, "X3": 0.55742, "Y3": 0.5618, "X4": 0.51484, "Y4": 0.5628, "page": 0, "Index": 187}, {"Word": "place", "Confidence": 0.995, "X1": 0.56516, "Y1": 0.5492, "X2": 0.60645, "Y2": 0.549, "X3": 0.60645, "Y3": 0.5608, "X4": 0.56516, "Y4": 0.5618, "page": 0, "Index": 188}, {"Word": "is", "Confidence": 0.996, "X1": 0.61419, "Y1": 0.5492, "X2": 0.62968, "Y2": 0.549, "X3": 0.62968, "Y3": 0.5608, "X4": 0.61419, "Y4": 0.5608, "page": 0, "Index": 189}, {"Word": "different,'", "Confidence": 0.609, "X1": 0.63484, "Y1": 0.5482, "X2": 0.71097, "Y2": 0.548, "X3": 0.71097, "Y3": 0.5598, "X4": 0.63484, "Y4": 0.5608, "page": 0, "Index": 190}, {"Word": "'", "Confidence": 0.001, "X1": 0.71355, "Y1": 0.5482, "X2": 0.72387, "Y2": 0.548, "X3": 0.72387, "Y3": 0.5598, "X4": 0.71484, "Y4": 0.5598, "page": 0, "Index": 191}, {"Word": "proper", "Confidence": 0.997, "X1": 0.22323, "Y1": 0.5652, "X2": 0.27484, "Y2": 0.565, "X3": 0.27484, "Y3": 0.5778, "X4": 0.22323, "Y4": 0.5788, "page": 0, "Index": 192}, {"Word": "ventilation", "Confidence": 0.811, "X1": 0.28258, "Y1": 0.5652, "X2": 0.36, "Y2": 0.565, "X3": 0.36, "Y3": 0.5768, "X4": 0.28258, "Y4": 0.5778, "page": 0, "Index": 193}, {"Word": "of", "Confidence": 0.998, "X1": 0.36903, "Y1": 0.5652, "X2": 0.3871, "Y2": 0.565, "X3": 0.3871, "Y3": 0.5768, "X4": 0.36903, "Y4": 0.5768, "page": 0, "Index": 194}, {"Word": "that", "Confidence": 0.987, "X1": 0.39226, "Y1": 0.5652, "X2": 0.42323, "Y2": 0.565, "X3": 0.42323, "Y3": 0.5768, "X4": 0.39226, "Y4": 0.5768, "page": 0, "Index": 195}, {"Word": ".sec-", "Confidence": 0.906, "X1": 0.4271, "Y1": 0.5662, "X2": 0.46323, "Y2": 0.566, "X3": 0.46323, "Y3": 0.5778, "X4": 0.4271, "Y4": 0.5768, "page": 0, "Index": 196}, {"Word": "said", "Confidence": 0.699, "X1": 0.48, "Y1": 0.5592, "X2": 0.51097, "Y2": 0.559, "X3": 0.51097, "Y3": 0.5718, "X4": 0.48129, "Y4": 0.5718, "page": 0, "Index": 197}, {"Word": "Richard", "Confidence": 0.991, "X1": 0.51742, "Y1": 0.5602, "X2": 0.57677, "Y2": 0.56, "X3": 0.57806, "Y3": 0.5728, "X4": 0.51871, "Y4": 0.5728, "page": 0, "Index": 198}, {"Word": "Spaulding,", "Confidence": 0.95, "X1": 0.58323, "Y1": 0.5612, "X2": 0.66581, "Y2": 0.561, "X3": 0.66581, "Y3": 0.5728, "X4": 0.58452, "Y4": 0.5728, "page": 0, "Index": 199}, {"Word": "owner", "Confidence": 0.991, "X1": 0.66968, "Y1": 0.5612, "X2": 0.71613, "Y2": 0.561, "X3": 0.71613, "Y3": 0.5728, "X4": 0.66968, "Y4": 0.5728, "page": 0, "Index": 200}, {"Word": "of", "Confidence": 0.997, "X1": 0.48, "Y1": 0.5722, "X2": 0.49548, "Y2": 0.572, "X3": 0.49677, "Y3": 0.5848, "X4": 0.48129, "Y4": 0.5848, "page": 0, "Index": 201}, {"Word": "Spud's", "Confidence": 0.998, "X1": 0.50065, "Y1": 0.5722, "X2": 0.55097, "Y2": 0.572, "X3": 0.55226, "Y3": 0.5848, "X4": 0.50065, "Y4": 0.5848, "page": 0, "Index": 202}, {"Word": "Restaurant", "Confidence": 0.962, "X1": 0.55613, "Y1": 0.5722, "X2": 0.64129, "Y2": 0.572, "X3": 0.64129, "Y3": 0.5848, "X4": 0.55613, "Y4": 0.5848, "page": 0, "Index": 203}, {"Word": "and", "Confidence": 0.998, "X1": 0.64516, "Y1": 0.5722, "X2": 0.67355, "Y2": 0.572, "X3": 0.67226, "Y3": 0.5848, "X4": 0.64516, "Y4": 0.5848, "page": 0, "Index": 204}, {"Word": "Pub.", "Confidence": 0.885, "X1": 0.68, "Y1": 0.5732, "X2": 0.71871, "Y2": 0.573, "X3": 0.71871, "Y3": 0.5858, "X4": 0.68, "Y4": 0.5848, "page": 0, "Index": 205}, {"Word": "tion", "Confidence": 0.386, "X1": 0.22323, "Y1": 0.5762, "X2": 0.25161, "Y2": 0.576, "X3": 0.25161, "Y3": 0.5888, "X4": 0.22323, "Y4": 0.5888, "page": 0, "Index": 206}, {"Word": "and", "Confidence": 0.998, "X1": 0.25935, "Y1": 0.5762, "X2": 0.28774, "Y2": 0.576, "X3": 0.28774, "Y3": 0.5888, "X4": 0.26065, "Y4": 0.5888, "page": 0, "Index": 207}, {"Word": "that", "Confidence": 0.991, "X1": 0.29419, "Y1": 0.5762, "X2": 0.32645, "Y2": 0.576, "X3": 0.32774, "Y3": 0.5888, "X4": 0.29419, "Y4": 0.5888, "page": 0, "Index": 208}, {"Word": "it", "Confidence": 0.997, "X1": 0.33032, "Y1": 0.5762, "X2": 0.34581, "Y2": 0.576, "X3": 0.3471, "Y3": 0.5888, "X4": 0.33161, "Y4": 0.5888, "page": 0, "Index": 209}, {"Word": "not", "Confidence": 0.971, "X1": 0.34968, "Y1": 0.5762, "X2": 0.37806, "Y2": 0.576, "X3": 0.37806, "Y3": 0.5888, "X4": 0.34968, "Y4": 0.5888, "page": 0, "Index": 210}, {"Word": "be", "Confidence": 0.998, "X1": 0.38065, "Y1": 0.5762, "X2": 0.40129, "Y2": 0.576, "X3": 0.40129, "Y3": 0.5888, "X4": 0.38194, "Y4": 0.5888, "page": 0, "Index": 211}, {"Word": "located", "Confidence": 0.994, "X1": 0.40516, "Y1": 0.5762, "X2": 0.46065, "Y2": 0.576, "X3": 0.46065, "Y3": 0.5898, "X4": 0.40516, "Y4": 0.5888, "page": 0, "Index": 212}, {"Word": "\"If", "Confidence": 0.761, "X1": 0.47871, "Y1": 0.5842, "X2": 0.50323, "Y2": 0.584, "X3": 0.50452, "Y3": 0.5968, "X4": 0.48, "Y4": 0.5968, "page": 0, "Index": 213}, {"Word": "you", "Confidence": 0.998, "X1": 0.50581, "Y1": 0.5842, "X2": 0.5329, "Y2": 0.584, "X3": 0.53419, "Y3": 0.5968, "X4": 0.5071, "Y4": 0.5968, "page": 0, "Index": 214}, {"Word": "(require", "Confidence": 0.995, "X1": 0.53677, "Y1": 0.5842, "X2": 0.59871, "Y2": 0.584, "X3": 0.59871, "Y3": 0.5968, "X4": 0.53806, "Y4": 0.5968, "page": 0, "Index": 215}, {"Word": "a", "Confidence": 0.995, "X1": 0.60387, "Y1": 0.5852, "X2": 0.6129, "Y2": 0.585, "X3": 0.6129, "Y3": 0.5968, "X4": 0.60387, "Y4": 0.5968, "page": 0, "Index": 216}, {"Word": "minimum", "Confidence": 0.889, "X1": 0.61677, "Y1": 0.5852, "X2": 0.68258, "Y2": 0.585, "X3": 0.68258, "Y3": 0.5968, "X4": 0.61677, "Y4": 0.5968, "page": 0, "Index": 217}, {"Word": "of)", "Confidence": 0.998, "X1": 0.69161, "Y1": 0.5852, "X2": 0.71613, "Y2": 0.585, "X3": 0.71613, "Y3": 0.5968, "X4": 0.69161, "Y4": 0.5968, "page": 0, "Index": 218}, {"Word": "between", "Confidence": 0.994, "X1": 0.22452, "Y1": 0.5882, "X2": 0.28387, "Y2": 0.588, "X3": 0.28387, "Y3": 0.5998, "X4": 0.22452, "Y4": 0.5998, "page": 0, "Index": 219}, {"Word": "smoking", "Confidence": 0.994, "X1": 0.28774, "Y1": 0.5892, "X2": 0.34968, "Y2": 0.589, "X3": 0.34968, "Y3": 0.6008, "X4": 0.28774, "Y4": 0.5998, "page": 0, "Index": 220}, {"Word": "areas.", "Confidence": 0.995, "X1": 0.35355, "Y1": 0.5892, "X2": 0.40129, "Y2": 0.589, "X3": 0.40129, "Y3": 0.6018, "X4": 0.35355, "Y4": 0.6008, "page": 0, "Index": 221}, {"Word": "15", "Confidence": 0.995, "X1": 0.48, "Y1": 0.5952, "X2": 0.49548, "Y2": 0.595, "X3": 0.49548, "Y3": 0.6078, "X4": 0.48129, "Y4": 0.6078, "page": 0, "Index": 222}, {"Word": "percent", "Confidence": 0.991, "X1": 0.50323, "Y1": 0.5962, "X2": 0.56129, "Y2": 0.596, "X3": 0.56129, "Y3": 0.6078, "X4": 0.50323, "Y4": 0.6078, "page": 0, "Index": 223}, {"Word": "(instead", "Confidence": 0.85, "X1": 0.56774, "Y1": 0.5962, "X2": 0.62839, "Y2": 0.596, "X3": 0.62839, "Y3": 0.6078, "X4": 0.56903, "Y4": 0.6078, "page": 0, "Index": 224}, {"Word": "of", "Confidence": 0.632, "X1": 0.63742, "Y1": 0.5962, "X2": 0.65419, "Y2": 0.596, "X3": 0.65548, "Y3": 0.6078, "X4": 0.63742, "Y4": 0.6078, "page": 0, "Index": 225}, {"Word": "Board", "Confidence": 0.997, "X1": 0.23742, "Y1": 0.6022, "X2": 0.28903, "Y2": 0.602, "X3": 0.28903, "Y3": 0.6148, "X4": 0.23742, "Y4": 0.6148, "page": 0, "Index": 226}, {"Word": "members", "Confidence": 0.996, "X1": 0.29548, "Y1": 0.6022, "X2": 0.37677, "Y2": 0.602, "X3": 0.37806, "Y3": 0.6158, "X4": 0.29677, "Y4": 0.6148, "page": 0, "Index": 227}, {"Word": "stressed,", "Confidence": 0.917, "X1": 0.38323, "Y1": 0.6022, "X2": 0.46452, "Y2": 0.602, "X3": 0.46581, "Y3": 0.6158, "X4": 0.38323, "Y4": 0.6158, "page": 0, "Index": 228}, {"Word": "25", "Confidence": 0.997, "X1": 0.66065, "Y1": 0.5962, "X2": 0.67742, "Y2": 0.596, "X3": 0.67742, "Y3": 0.6088, "X4": 0.66194, "Y4": 0.6088, "page": 0, "Index": 229}, {"Word": "per-", "Confidence": 0.986, "X1": 0.68387, "Y1": 0.5962, "X2": 0.71742, "Y2": 0.596, "X3": 0.71742, "Y3": 0.6098, "X4": 0.68387, "Y4": 0.6088, "page": 0, "Index": 230}, {"Word": "though,", "Confidence": 0.957, "X1": 0.22323, "Y1": 0.6152, "X2": 0.28258, "Y2": 0.615, "X3": 0.28258, "Y3": 0.6278, "X4": 0.22323, "Y4": 0.6278, "page": 0, "Index": 231}, {"Word": "that", "Confidence": 0.986, "X1": 0.28645, "Y1": 0.6152, "X2": 0.31871, "Y2": 0.615, "X3": 0.31871, "Y3": 0.6268, "X4": 0.28645, "Y4": 0.6278, "page": 0, "Index": 232}, {"Word": "restaurateurs", "Confidence": 0.991, "X1": 0.32387, "Y1": 0.6142, "X2": 0.4271, "Y2": 0.614, "X3": 0.4271, "Y3": 0.6268, "X4": 0.32387, "Y4": 0.6268, "page": 0, "Index": 233}, {"Word": "will", "Confidence": 0.757, "X1": 0.43226, "Y1": 0.6132, "X2": 0.46323, "Y2": 0.613, "X3": 0.46452, "Y3": 0.6268, "X4": 0.43226, "Y4": 0.6268, "page": 0, "Index": 234}, {"Word": "cent),", "Confidence": 0.971, "X1": 0.47742, "Y1": 0.6072, "X2": 0.53032, "Y2": 0.607, "X3": 0.53032, "Y3": 0.6188, "X4": 0.47871, "Y4": 0.6198, "page": 0, "Index": 235}, {"Word": "the", "Confidence": 0.998, "X1": 0.5329, "Y1": 0.6072, "X2": 0.56, "Y2": 0.607, "X3": 0.56, "Y3": 0.6188, "X4": 0.53419, "Y4": 0.6188, "page": 0, "Index": 236}, {"Word": "restaurateurs", "Confidence": 0.989, "X1": 0.56516, "Y1": 0.6082, "X2": 0.68, "Y2": 0.608, "X3": 0.68129, "Y3": 0.6198, "X4": 0.56516, "Y4": 0.6188, "page": 0, "Index": 237}, {"Word": "can", "Confidence": 0.998, "X1": 0.68516, "Y1": 0.6092, "X2": 0.71355, "Y2": 0.609, "X3": 0.71355, "Y3": 0.6198, "X4": 0.68516, "Y4": 0.6198, "page": 0, "Index": 238}, {"Word": "still", "Confidence": 0.853, "X1": 0.47871, "Y1": 0.6192, "X2": 0.51097, "Y2": 0.619, "X3": 0.51097, "Y3": 0.6318, "X4": 0.47871, "Y4": 0.6318, "page": 0, "Index": 239}, {"Word": "jump", "Confidence": 0.991, "X1": 0.51355, "Y1": 0.6192, "X2": 0.55097, "Y2": 0.619, "X3": 0.55226, "Y3": 0.6318, "X4": 0.51355, "Y4": 0.6318, "page": 0, "Index": 240}, {"Word": "that", "Confidence": 0.991, "X1": 0.55742, "Y1": 0.6192, "X2": 0.58968, "Y2": 0.619, "X3": 0.58968, "Y3": 0.6318, "X4": 0.55742, "Y4": 0.6318, "page": 0, "Index": 241}, {"Word": "to", "Confidence": 0.998, "X1": 0.59355, "Y1": 0.6192, "X2": 0.61032, "Y2": 0.619, "X3": 0.61032, "Y3": 0.6318, "X4": 0.59355, "Y4": 0.6318, "page": 0, "Index": 242}, {"Word": "50", "Confidence": 0.996, "X1": 0.61419, "Y1": 0.6192, "X2": 0.63226, "Y2": 0.619, "X3": 0.63226, "Y3": 0.6318, "X4": 0.61419, "Y4": 0.6318, "page": 0, "Index": 243}, {"Word": "percent", "Confidence": 0.901, "X1": 0.63742, "Y1": 0.6202, "X2": 0.6929, "Y2": 0.62, "X3": 0.6929, "Y3": 0.6318, "X4": 0.63742, "Y4": 0.6318, "page": 0, "Index": 244}, {"Word": "or", "Confidence": 0.998, "X1": 0.69677, "Y1": 0.6202, "X2": 0.71613, "Y2": 0.62, "X3": 0.71484, "Y3": 0.6318, "X4": 0.69677, "Y4": 0.6318, "page": 0, "Index": 245}, {"Word": "have", "Confidence": 0.811, "X1": 0.22194, "Y1": 0.6262, "X2": 0.25935, "Y2": 0.626, "X3": 0.26065, "Y3": 0.6388, "X4": 0.22194, "Y4": 0.6398, "page": 0, "Index": 246}, {"Word": "the", "Confidence": 0.998, "X1": 0.2671, "Y1": 0.6262, "X2": 0.2929, "Y2": 0.626, "X3": 0.2929, "Y3": 0.6388, "X4": 0.2671, "Y4": 0.6388, "page": 0, "Index": 247}, {"Word": "option", "Confidence": 0.995, "X1": 0.29677, "Y1": 0.6262, "X2": 0.34323, "Y2": 0.626, "X3": 0.34323, "Y3": 0.6388, "X4": 0.29806, "Y4": 0.6388, "page": 0, "Index": 248}, {"Word": "of", "Confidence": 0.998, "X1": 0.35097, "Y1": 0.6262, "X2": 0.37032, "Y2": 0.626, "X3": 0.37032, "Y3": 0.6388, "X4": 0.35097, "Y4": 0.6388, "page": 0, "Index": 249}, {"Word": "applying", "Confidence": 0.705, "X1": 0.37419, "Y1": 0.6262, "X2": 0.43871, "Y2": 0.626, "X3": 0.43871, "Y3": 0.6398, "X4": 0.37548, "Y4": 0.6388, "page": 0, "Index": 250}, {"Word": "to", "Confidence": 0.997, "X1": 0.44516, "Y1": 0.6262, "X2": 0.46194, "Y2": 0.626, "X3": 0.46194, "Y3": 0.6398, "X4": 0.44516, "Y4": 0.6398, "page": 0, "Index": 251}, {"Word": "higher", "Confidence": 0.874, "X1": 0.47871, "Y1": 0.6312, "X2": 0.52774, "Y2": 0.631, "X3": 0.52774, "Y3": 0.6428, "X4": 0.47742, "Y4": 0.6428, "page": 0, "Index": 252}, {"Word": "if", "Confidence": 0.962, "X1": 0.53161, "Y1": 0.6312, "X2": 0.54194, "Y2": 0.631, "X3": 0.54194, "Y3": 0.6438, "X4": 0.53032, "Y4": 0.6428, "page": 0, "Index": 253}, {"Word": "they", "Confidence": 0.988, "X1": 0.54581, "Y1": 0.6312, "X2": 0.57806, "Y2": 0.631, "X3": 0.57677, "Y3": 0.6428, "X4": 0.54452, "Y4": 0.6438, "page": 0, "Index": 254}, {"Word": "see", "Confidence": 0.997, "X1": 0.58065, "Y1": 0.6312, "X2": 0.60645, "Y2": 0.631, "X3": 0.60645, "Y3": 0.6428, "X4": 0.58065, "Y4": 0.6428, "page": 0, "Index": 255}, {"Word": "fit.\"", "Confidence": 0.955, "X1": 0.61032, "Y1": 0.6312, "X2": 0.64129, "Y2": 0.631, "X3": 0.64129, "Y3": 0.6428, "X4": 0.60903, "Y4": 0.6428, "page": 0, "Index": 256}, {"Word": "the", "Confidence": 0.998, "X1": 0.22323, "Y1": 0.6382, "X2": 0.24774, "Y2": 0.638, "X3": 0.24774, "Y3": 0.6508, "X4": 0.22323, "Y4": 0.6508, "page": 0, "Index": 257}, {"Word": "board", "Confidence": 0.997, "X1": 0.2529, "Y1": 0.6382, "X2": 0.29548, "Y2": 0.638, "X3": 0.29548, "Y3": 0.6508, "X4": 0.2529, "Y4": 0.6508, "page": 0, "Index": 258}, {"Word": "for", "Confidence": 0.998, "X1": 0.30065, "Y1": 0.6392, "X2": 0.32387, "Y2": 0.639, "X3": 0.32387, "Y3": 0.6508, "X4": 0.30065, "Y4": 0.6508, "page": 0, "Index": 259}, {"Word": "a", "Confidence": 0.995, "X1": 0.32774, "Y1": 0.6392, "X2": 0.33677, "Y2": 0.639, "X3": 0.33677, "Y3": 0.6508, "X4": 0.32774, "Y4": 0.6508, "page": 0, "Index": 260}, {"Word": "variance", "Confidence": 0.802, "X1": 0.34323, "Y1": 0.6382, "X2": 0.41032, "Y2": 0.638, "X3": 0.41032, "Y3": 0.6498, "X4": 0.34323, "Y4": 0.6508, "page": 0, "Index": 261}, {"Word": "on", "Confidence": 0.997, "X1": 0.4129, "Y1": 0.6382, "X2": 0.43097, "Y2": 0.638, "X3": 0.43097, "Y3": 0.6498, "X4": 0.4129, "Y4": 0.6498, "page": 0, "Index": 262}, {"Word": "the", "Confidence": 0.998, "X1": 0.43742, "Y1": 0.6382, "X2": 0.46065, "Y2": 0.638, "X3": 0.46065, "Y3": 0.6498, "X4": 0.43742, "Y4": 0.6498, "page": 0, "Index": 263}, {"Word": ".", "Confidence": 0.223, "X1": 0.46452, "Y1": 0.6382, "X2": 0.47355, "Y2": 0.638, "X3": 0.47355, "Y3": 0.6488, "X4": 0.46452, "Y4": 0.6488, "page": 0, "Index": 264}, {"Word": "William", "Confidence": 0.883, "X1": 0.49419, "Y1": 0.6442, "X2": 0.54581, "Y2": 0.644, "X3": 0.54581, "Y3": 0.6578, "X4": 0.49419, "Y4": 0.6568, "page": 0, "Index": 265}, {"Word": "Jenkins,", "Confidence": 0.972, "X1": 0.55484, "Y1": 0.6452, "X2": 0.61806, "Y2": 0.645, "X3": 0.61806, "Y3": 0.6578, "X4": 0.55613, "Y4": 0.6578, "page": 0, "Index": 266}, {"Word": "a", "Confidence": 0.996, "X1": 0.62194, "Y1": 0.6452, "X2": 0.63097, "Y2": 0.645, "X3": 0.63097, "Y3": 0.6578, "X4": 0.62194, "Y4": 0.6578, "page": 0, "Index": 267}, {"Word": "regulation", "Confidence": 0.992, "X1": 0.22323, "Y1": 0.6502, "X2": 0.29935, "Y2": 0.65, "X3": 0.29935, "Y3": 0.6628, "X4": 0.22452, "Y4": 0.6638, "page": 0, "Index": 268}, {"Word": "if", "Confidence": 0.955, "X1": 0.30194, "Y1": 0.6502, "X2": 0.31613, "Y2": 0.65, "X3": 0.31742, "Y3": 0.6628, "X4": 0.30323, "Y4": 0.6628, "page": 0, "Index": 269}, {"Word": "they", "Confidence": 0.989, "X1": 0.32, "Y1": 0.6502, "X2": 0.35226, "Y2": 0.65, "X3": 0.35355, "Y3": 0.6628, "X4": 0.32, "Y4": 0.6628, "page": 0, "Index": 270}, {"Word": "find", "Confidence": 0.985, "X1": 0.35742, "Y1": 0.6502, "X2": 0.38839, "Y2": 0.65, "X3": 0.38968, "Y3": 0.6628, "X4": 0.35871, "Y4": 0.6628, "page": 0, "Index": 271}, {"Word": "it", "Confidence": 0.998, "X1": 0.39355, "Y1": 0.6502, "X2": 0.40645, "Y2": 0.65, "X3": 0.40774, "Y3": 0.6628, "X4": 0.39355, "Y4": 0.6628, "page": 0, "Index": 272}, {"Word": "too", "Confidence": 0.998, "X1": 0.41032, "Y1": 0.6502, "X2": 0.43484, "Y2": 0.65, "X3": 0.43484, "Y3": 0.6638, "X4": 0.41032, "Y4": 0.6628, "page": 0, "Index": 273}, {"Word": "re-", "Confidence": 0.996, "X1": 0.43742, "Y1": 0.6502, "X2": 0.46323, "Y2": 0.65, "X3": 0.46323, "Y3": 0.6638, "X4": 0.43871, "Y4": 0.6638, "page": 0, "Index": 274}, {"Word": "health", "Confidence": 0.82, "X1": 0.63484, "Y1": 0.6452, "X2": 0.68129, "Y2": 0.645, "X3": 0.68129, "Y3": 0.6588, "X4": 0.63484, "Y4": 0.6578, "page": 0, "Index": 275}, {"Word": "tea-", "Confidence": 0.928, "X1": 0.68516, "Y1": 0.6452, "X2": 0.71871, "Y2": 0.645, "X3": 0.71871, "Y3": 0.6588, "X4": 0.68387, "Y4": 0.6588, "page": 0, "Index": 276}, {"Word": "strictive", "Confidence": 0.955, "X1": 0.22323, "Y1": 0.6622, "X2": 0.28516, "Y2": 0.662, "X3": 0.28516, "Y3": 0.6748, "X4": 0.22323, "Y4": 0.6748, "page": 0, "Index": 277}, {"Word": "and", "Confidence": 0.998, "X1": 0.2929, "Y1": 0.6632, "X2": 0.32129, "Y2": 0.663, "X3": 0.32129, "Y3": 0.6748, "X4": 0.2929, "Y4": 0.6748, "page": 0, "Index": 278}, {"Word": "inappropriate", "Confidence": 0.966, "X1": 0.32774, "Y1": 0.6622, "X2": 0.43097, "Y2": 0.662, "X3": 0.43097, "Y3": 0.6748, "X4": 0.32774, "Y4": 0.6748, "page": 0, "Index": 279}, {"Word": "for", "Confidence": 0.998, "X1": 0.43742, "Y1": 0.6622, "X2": 0.46194, "Y2": 0.662, "X3": 0.46194, "Y3": 0.6748, "X4": 0.43742, "Y4": 0.6748, "page": 0, "Index": 280}, {"Word": "cher", "Confidence": 0.988, "X1": 0.47871, "Y1": 0.6582, "X2": 0.51355, "Y2": 0.658, "X3": 0.51355, "Y3": 0.6708, "X4": 0.47871, "Y4": 0.6708, "page": 0, "Index": 281}, {"Word": "at", "Confidence": 0.997, "X1": 0.52258, "Y1": 0.6582, "X2": 0.54065, "Y2": 0.658, "X3": 0.54065, "Y3": 0.6708, "X4": 0.52258, "Y4": 0.6708, "page": 0, "Index": 282}, {"Word": "Danvers", "Confidence": 0.995, "X1": 0.54581, "Y1": 0.6582, "X2": 0.61032, "Y2": 0.658, "X3": 0.61032, "Y3": 0.6708, "X4": 0.54452, "Y4": 0.6708, "page": 0, "Index": 283}, {"Word": "High", "Confidence": 0.991, "X1": 0.61806, "Y1": 0.6582, "X2": 0.65419, "Y2": 0.658, "X3": 0.6529, "Y3": 0.6708, "X4": 0.61677, "Y4": 0.6708, "page": 0, "Index": 284}, {"Word": "School,", "Confidence": 0.944, "X1": 0.66323, "Y1": 0.6582, "X2": 0.71871, "Y2": 0.658, "X3": 0.71742, "Y3": 0.6698, "X4": 0.66194, "Y4": 0.6708, "page": 0, "Index": 285}, {"Word": "their", "Confidence": 0.981, "X1": 0.22452, "Y1": 0.6742, "X2": 0.25935, "Y2": 0.674, "X3": 0.26065, "Y3": 0.6858, "X4": 0.22581, "Y4": 0.6868, "page": 0, "Index": 286}, {"Word": "own", "Confidence": 0.998, "X1": 0.26323, "Y1": 0.6742, "X2": 0.2929, "Y2": 0.674, "X3": 0.29419, "Y3": 0.6858, "X4": 0.26323, "Y4": 0.6858, "page": 0, "Index": 287}, {"Word": "businesses.", "Confidence": 0.993, "X1": 0.29677, "Y1": 0.6742, "X2": 0.38323, "Y2": 0.674, "X3": 0.38323, "Y3": 0.6868, "X4": 0.29677, "Y4": 0.6858, "page": 0, "Index": 288}, {"Word": "argued", "Confidence": 0.997, "X1": 0.48, "Y1": 0.6692, "X2": 0.53161, "Y2": 0.669, "X3": 0.53161, "Y3": 0.6818, "X4": 0.48, "Y4": 0.6818, "page": 0, "Index": 289}, {"Word": "before", "Confidence": 0.994, "X1": 0.54065, "Y1": 0.6702, "X2": 0.5871, "Y2": 0.67, "X3": 0.5871, "Y3": 0.6818, "X4": 0.54065, "Y4": 0.6818, "page": 0, "Index": 290}, {"Word": "the", "Confidence": 0.998, "X1": 0.59742, "Y1": 0.6702, "X2": 0.62194, "Y2": 0.67, "X3": 0.62194, "Y3": 0.6818, "X4": 0.59742, "Y4": 0.6818, "page": 0, "Index": 291}, {"Word": "board", "Confidence": 0.892, "X1": 0.63097, "Y1": 0.6702, "X2": 0.67484, "Y2": 0.67, "X3": 0.67484, "Y3": 0.6818, "X4": 0.63097, "Y4": 0.6818, "page": 0, "Index": 292}, {"Word": "that", "Confidence": 0.991, "X1": 0.68258, "Y1": 0.6692, "X2": 0.71613, "Y2": 0.669, "X3": 0.71613, "Y3": 0.6818, "X4": 0.68258, "Y4": 0.6818, "page": 0, "Index": 293}, {"Word": "many", "Confidence": 0.991, "X1": 0.48, "Y1": 0.6822, "X2": 0.52129, "Y2": 0.682, "X3": 0.52258, "Y3": 0.6948, "X4": 0.48, "Y4": 0.6958, "page": 0, "Index": 294}, {"Word": "restaurant", "Confidence": 0.948, "X1": 0.53161, "Y1": 0.6822, "X2": 0.61419, "Y2": 0.682, "X3": 0.61419, "Y3": 0.6948, "X4": 0.5329, "Y4": 0.6948, "page": 0, "Index": 295}, {"Word": "patrons", "Confidence": 0.885, "X1": 0.62065, "Y1": 0.6822, "X2": 0.68, "Y2": 0.682, "X3": 0.68129, "Y3": 0.6948, "X4": 0.62194, "Y4": 0.6948, "page": 0, "Index": 296}, {"Word": "are", "Confidence": 0.998, "X1": 0.68903, "Y1": 0.6822, "X2": 0.71613, "Y2": 0.682, "X3": 0.71742, "Y3": 0.6948, "X4": 0.69032, "Y4": 0.6948, "page": 0, "Index": 297}, {"Word": "\"", "Confidence": 0.031, "X1": 0.23871, "Y1": 0.6872, "X2": 0.24387, "Y2": 0.687, "X3": 0.24516, "Y3": 0.6998, "X4": 0.23871, "Y4": 0.6998, "page": 0, "Index": 298}, {"Word": "If", "Confidence": 0.617, "X1": 0.24774, "Y1": 0.6872, "X2": 0.26194, "Y2": 0.687, "X3": 0.26194, "Y3": 0.7008, "X4": 0.24903, "Y4": 0.7008, "page": 0, "Index": 299}, {"Word": "it's", "Confidence": 0.991, "X1": 0.26452, "Y1": 0.6882, "X2": 0.28903, "Y2": 0.688, "X3": 0.29032, "Y3": 0.7018, "X4": 0.26581, "Y4": 0.7008, "page": 0, "Index": 300}, {"Word": "not", "Confidence": 0.966, "X1": 0.2929, "Y1": 0.6882, "X2": 0.31742, "Y2": 0.688, "X3": 0.31871, "Y3": 0.7018, "X4": 0.29419, "Y4": 0.7018, "page": 0, "Index": 301}, {"Word": "going", "Confidence": 0.993, "X1": 0.32129, "Y1": 0.6882, "X2": 0.36387, "Y2": 0.688, "X3": 0.36516, "Y3": 0.7028, "X4": 0.32258, "Y4": 0.7018, "page": 0, "Index": 302}, {"Word": "to", "Confidence": 0.97, "X1": 0.36774, "Y1": 0.6882, "X2": 0.38581, "Y2": 0.688, "X3": 0.38581, "Y3": 0.7028, "X4": 0.36903, "Y4": 0.7028, "page": 0, "Index": 303}, {"Word": "affect", "Confidence": 0.829, "X1": 0.38839, "Y1": 0.6872, "X2": 0.43097, "Y2": 0.687, "X3": 0.43226, "Y3": 0.7018, "X4": 0.38968, "Y4": 0.7028, "page": 0, "Index": 304}, {"Word": "the", "Confidence": 0.998, "X1": 0.43484, "Y1": 0.6872, "X2": 0.45806, "Y2": 0.687, "X3": 0.45935, "Y3": 0.7018, "X4": 0.43484, "Y4": 0.7018, "page": 0, "Index": 305}, {"Word": "\".", "Confidence": 0.004, "X1": 0.46065, "Y1": 0.6862, "X2": 0.48129, "Y2": 0.686, "X3": 0.48258, "Y3": 0.7008, "X4": 0.46194, "Y4": 0.7018, "page": 0, "Index": 306}, {"Word": "\"\"pretty", "Confidence": 0.804, "X1": 0.47355, "Y1": 0.6922, "X2": 0.53548, "Y2": 0.692, "X3": 0.53677, "Y3": 0.7058, "X4": 0.47484, "Y4": 0.7058, "page": 0, "Index": 307}, {"Word": "bashful\"", "Confidence": 0.667, "X1": 0.54194, "Y1": 0.6932, "X2": 0.60774, "Y2": 0.693, "X3": 0.60774, "Y3": 0.7068, "X4": 0.54194, "Y4": 0.7058, "page": 0, "Index": 308}, {"Word": "about", "Confidence": 0.997, "X1": 0.61548, "Y1": 0.6942, "X2": 0.66194, "Y2": 0.694, "X3": 0.66194, "Y3": 0.7068, "X4": 0.61677, "Y4": 0.7068, "page": 0, "Index": 309}, {"Word": "asking", "Confidence": 0.996, "X1": 0.66581, "Y1": 0.6942, "X2": 0.71484, "Y2": 0.694, "X3": 0.71484, "Y3": 0.7068, "X4": 0.66581, "Y4": 0.7068, "page": 0, "Index": 310}, {"Word": "public", "Confidence": 0.958, "X1": 0.22323, "Y1": 0.7012, "X2": 0.27097, "Y2": 0.701, "X3": 0.27097, "Y3": 0.7138, "X4": 0.22194, "Y4": 0.7148, "page": 0, "Index": 311}, {"Word": "health,", "Confidence": 0.342, "X1": 0.27613, "Y1": 0.7012, "X2": 0.33161, "Y2": 0.701, "X3": 0.33161, "Y3": 0.7128, "X4": 0.27613, "Y4": 0.7138, "page": 0, "Index": 312}, {"Word": "we", "Confidence": 0.996, "X1": 0.33548, "Y1": 0.7012, "X2": 0.35742, "Y2": 0.701, "X3": 0.35742, "Y3": 0.7128, "X4": 0.33419, "Y4": 0.7128, "page": 0, "Index": 313}, {"Word": "could", "Confidence": 0.909, "X1": 0.36516, "Y1": 0.7012, "X2": 0.40516, "Y2": 0.701, "X3": 0.40516, "Y3": 0.7138, "X4": 0.36516, "Y4": 0.7128, "page": 0, "Index": 314}, {"Word": "give", "Confidence": 0.991, "X1": 0.41161, "Y1": 0.7012, "X2": 0.44387, "Y2": 0.701, "X3": 0.44516, "Y3": 0.7138, "X4": 0.41161, "Y4": 0.7138, "page": 0, "Index": 315}, {"Word": "a", "Confidence": 0.995, "X1": 0.45032, "Y1": 0.7012, "X2": 0.45935, "Y2": 0.701, "X3": 0.46065, "Y3": 0.7148, "X4": 0.45032, "Y4": 0.7138, "page": 0, "Index": 316}, {"Word": "for", "Confidence": 0.998, "X1": 0.47742, "Y1": 0.7042, "X2": 0.50194, "Y2": 0.704, "X3": 0.50323, "Y3": 0.7168, "X4": 0.47871, "Y4": 0.7168, "page": 0, "Index": 317}, {"Word": "non-smoking", "Confidence": 0.956, "X1": 0.50581, "Y1": 0.7052, "X2": 0.59871, "Y2": 0.705, "X3": 0.6, "Y3": 0.7178, "X4": 0.5071, "Y4": 0.7168, "page": 0, "Index": 318}, {"Word": "variance,\"", "Confidence": 0.852, "X1": 0.22323, "Y1": 0.7122, "X2": 0.30194, "Y2": 0.712, "X3": 0.30323, "Y3": 0.7248, "X4": 0.22452, "Y4": 0.7258, "page": 0, "Index": 319}, {"Word": "Chairman", "Confidence": 0.995, "X1": 0.31097, "Y1": 0.7132, "X2": 0.38452, "Y2": 0.713, "X3": 0.38581, "Y3": 0.7248, "X4": 0.31226, "Y4": 0.7248, "page": 0, "Index": 320}, {"Word": "C.", "Confidence": 0.998, "X1": 0.39226, "Y1": 0.7132, "X2": 0.41419, "Y2": 0.713, "X3": 0.41419, "Y3": 0.7248, "X4": 0.39355, "Y4": 0.7248, "page": 0, "Index": 321}, {"Word": "Ever-", "Confidence": 0.963, "X1": 0.41806, "Y1": 0.7142, "X2": 0.46323, "Y2": 0.714, "X3": 0.46452, "Y3": 0.7258, "X4": 0.41806, "Y4": 0.7248, "page": 0, "Index": 322}, {"Word": "seating", "Confidence": 0.993, "X1": 0.60516, "Y1": 0.7062, "X2": 0.65806, "Y2": 0.706, "X3": 0.65806, "Y3": 0.7188, "X4": 0.60516, "Y4": 0.7178, "page": 0, "Index": 323}, {"Word": "if", "Confidence": 0.941, "X1": 0.66323, "Y1": 0.7062, "X2": 0.67742, "Y2": 0.706, "X3": 0.67742, "Y3": 0.7188, "X4": 0.66323, "Y4": 0.7188, "page": 0, "Index": 324}, {"Word": "they", "Confidence": 0.991, "X1": 0.68129, "Y1": 0.7062, "X2": 0.71484, "Y2": 0.706, "X3": 0.71355, "Y3": 0.7188, "X4": 0.68, "Y4": 0.7188, "page": 0, "Index": 325}, {"Word": "ett", "Confidence": 0.998, "X1": 0.22323, "Y1": 0.7242, "X2": 0.24516, "Y2": 0.724, "X3": 0.24387, "Y3": 0.7378, "X4": 0.22323, "Y4": 0.7378, "page": 0, "Index": 326}, {"Word": "Elliott", "Confidence": 0.643, "X1": 0.24774, "Y1": 0.7242, "X2": 0.29548, "Y2": 0.724, "X3": 0.29548, "Y3": 0.7368, "X4": 0.24774, "Y4": 0.7378, "page": 0, "Index": 327}, {"Word": "said.", "Confidence": 0.792, "X1": 0.29935, "Y1": 0.7242, "X2": 0.33806, "Y2": 0.724, "X3": 0.33677, "Y3": 0.7368, "X4": 0.29806, "Y4": 0.7368, "page": 0, "Index": 328}, {"Word": "are", "Confidence": 0.994, "X1": 0.47871, "Y1": 0.7162, "X2": 0.50839, "Y2": 0.716, "X3": 0.50839, "Y3": 0.7308, "X4": 0.47871, "Y4": 0.7308, "page": 0, "Index": 329}, {"Word": "not", "Confidence": 0.957, "X1": 0.51355, "Y1": 0.7172, "X2": 0.54452, "Y2": 0.717, "X3": 0.54452, "Y3": 0.7298, "X4": 0.51355, "Y4": 0.7308, "page": 0, "Index": 330}, {"Word": "pointedly", "Confidence": 0.661, "X1": 0.54839, "Y1": 0.7172, "X2": 0.62839, "Y2": 0.717, "X3": 0.62839, "Y3": 0.7298, "X4": 0.54839, "Y4": 0.7298, "page": 0, "Index": 331}, {"Word": "given", "Confidence": 0.994, "X1": 0.63484, "Y1": 0.7182, "X2": 0.68, "Y2": 0.718, "X3": 0.68, "Y3": 0.7298, "X4": 0.63484, "Y4": 0.7298, "page": 0, "Index": 332}, {"Word": "the", "Confidence": 0.998, "X1": 0.68774, "Y1": 0.7182, "X2": 0.71484, "Y2": 0.718, "X3": 0.71484, "Y3": 0.7298, "X4": 0.68774, "Y4": 0.7298, "page": 0, "Index": 333}, {"Word": "choice.", "Confidence": 0.901, "X1": 0.48, "Y1": 0.7292, "X2": 0.53419, "Y2": 0.729, "X3": 0.53419, "Y3": 0.7418, "X4": 0.48, "Y4": 0.7418, "page": 0, "Index": 334}, {"Word": "\"If", "Confidence": 0.689, "X1": 0.53677, "Y1": 0.7292, "X2": 0.56, "Y2": 0.729, "X3": 0.56, "Y3": 0.7418, "X4": 0.53677, "Y4": 0.7418, "page": 0, "Index": 335}, {"Word": "people", "Confidence": 0.799, "X1": 0.56258, "Y1": 0.7292, "X2": 0.61161, "Y2": 0.729, "X3": 0.61161, "Y3": 0.7418, "X4": 0.56258, "Y4": 0.7418, "page": 0, "Index": 336}, {"Word": "find", "Confidence": 0.986, "X1": 0.61419, "Y1": 0.7292, "X2": 0.64516, "Y2": 0.729, "X3": 0.64516, "Y3": 0.7418, "X4": 0.61419, "Y4": 0.7418, "page": 0, "Index": 337}, {"Word": "a", "Confidence": 0.998, "X1": 0.64903, "Y1": 0.7302, "X2": 0.65806, "Y2": 0.73, "X3": 0.65806, "Y3": 0.7418, "X4": 0.64903, "Y4": 0.7418, "page": 0, "Index": 338}, {"Word": "restau-", "Confidence": 0.812, "X1": 0.66323, "Y1": 0.7302, "X2": 0.71613, "Y2": 0.73, "X3": 0.71613, "Y3": 0.7418, "X4": 0.66323, "Y4": 0.7418, "page": 0, "Index": 339}, {"Word": "The", "Confidence": 0.995, "X1": 0.23871, "Y1": 0.7382, "X2": 0.2671, "Y2": 0.738, "X3": 0.2671, "Y3": 0.7528, "X4": 0.23871, "Y4": 0.7528, "page": 0, "Index": 340}, {"Word": "board", "Confidence": 0.996, "X1": 0.27097, "Y1": 0.7382, "X2": 0.31484, "Y2": 0.738, "X3": 0.31355, "Y3": 0.7528, "X4": 0.27097, "Y4": 0.7528, "page": 0, "Index": 341}, {"Word": "held", "Confidence": 0.988, "X1": 0.31871, "Y1": 0.7382, "X2": 0.35355, "Y2": 0.738, "X3": 0.35226, "Y3": 0.7528, "X4": 0.31742, "Y4": 0.7528, "page": 0, "Index": 342}, {"Word": "a", "Confidence": 0.997, "X1": 0.35742, "Y1": 0.7382, "X2": 0.36774, "Y2": 0.738, "X3": 0.36774, "Y3": 0.7528, "X4": 0.35613, "Y4": 0.7528, "page": 0, "Index": 343}, {"Word": "public", "Confidence": 0.854, "X1": 0.37161, "Y1": 0.7382, "X2": 0.41806, "Y2": 0.738, "X3": 0.41806, "Y3": 0.7528, "X4": 0.37161, "Y4": 0.7528, "page": 0, "Index": 344}, {"Word": "hear-", "Confidence": 0.857, "X1": 0.42194, "Y1": 0.7392, "X2": 0.46452, "Y2": 0.739, "X3": 0.46452, "Y3": 0.7528, "X4": 0.42065, "Y4": 0.7528, "page": 0, "Index": 345}, {"Word": "rant", "Confidence": 0.982, "X1": 0.47871, "Y1": 0.7402, "X2": 0.51484, "Y2": 0.74, "X3": 0.51484, "Y3": 0.7538, "X4": 0.47871, "Y4": 0.7528, "page": 0, "Index": 346}, {"Word": "where", "Confidence": 0.997, "X1": 0.51871, "Y1": 0.7402, "X2": 0.56387, "Y2": 0.74, "X3": 0.56387, "Y3": 0.7538, "X4": 0.51871, "Y4": 0.7538, "page": 0, "Index": 347}, {"Word": "a", "Confidence": 0.832, "X1": 0.57032, "Y1": 0.7402, "X2": 0.58065, "Y2": 0.74, "X3": 0.57935, "Y3": 0.7538, "X4": 0.57032, "Y4": 0.7538, "page": 0, "Index": 348}, {"Word": "lot", "Confidence": 0.904, "X1": 0.58581, "Y1": 0.7412, "X2": 0.61032, "Y2": 0.741, "X3": 0.60903, "Y3": 0.7538, "X4": 0.58581, "Y4": 0.7538, "page": 0, "Index": 349}, {"Word": "of", "Confidence": 0.998, "X1": 0.6129, "Y1": 0.7412, "X2": 0.63097, "Y2": 0.741, "X3": 0.63097, "Y3": 0.7538, "X4": 0.6129, "Y4": 0.7538, "page": 0, "Index": 350}, {"Word": "people", "Confidence": 0.962, "X1": 0.63484, "Y1": 0.7412, "X2": 0.68387, "Y2": 0.741, "X3": 0.68387, "Y3": 0.7538, "X4": 0.63355, "Y4": 0.7538, "page": 0, "Index": 351}, {"Word": "are", "Confidence": 0.998, "X1": 0.69032, "Y1": 0.7422, "X2": 0.71613, "Y2": 0.742, "X3": 0.71484, "Y3": 0.7548, "X4": 0.68903, "Y4": 0.7538, "page": 0, "Index": 352}, {"Word": "ing", "Confidence": 0.998, "X1": 0.22452, "Y1": 0.7512, "X2": 0.24903, "Y2": 0.751, "X3": 0.24774, "Y3": 0.7658, "X4": 0.22323, "Y4": 0.7658, "page": 0, "Index": 353}, {"Word": "on", "Confidence": 0.998, "X1": 0.25548, "Y1": 0.7512, "X2": 0.27484, "Y2": 0.751, "X3": 0.27355, "Y3": 0.7648, "X4": 0.25419, "Y4": 0.7648, "page": 0, "Index": 354}, {"Word": "the", "Confidence": 0.998, "X1": 0.28129, "Y1": 0.7512, "X2": 0.3071, "Y2": 0.751, "X3": 0.30581, "Y3": 0.7648, "X4": 0.28, "Y4": 0.7648, "page": 0, "Index": 355}, {"Word": "proposed", "Confidence": 0.903, "X1": 0.31097, "Y1": 0.7512, "X2": 0.37935, "Y2": 0.751, "X3": 0.37806, "Y3": 0.7638, "X4": 0.31097, "Y4": 0.7648, "page": 0, "Index": 356}, {"Word": "regulation", "Confidence": 0.958, "X1": 0.38581, "Y1": 0.7522, "X2": 0.46194, "Y2": 0.752, "X3": 0.46194, "Y3": 0.7638, "X4": 0.38581, "Y4": 0.7638, "page": 0, "Index": 357}, {"Word": "smoking,", "Confidence": 0.955, "X1": 0.47871, "Y1": 0.7532, "X2": 0.54968, "Y2": 0.753, "X3": 0.54968, "Y3": 0.7648, "X4": 0.47871, "Y4": 0.7648, "page": 0, "Index": 358}, {"Word": "they're", "Confidence": 0.994, "X1": 0.55484, "Y1": 0.7532, "X2": 0.60903, "Y2": 0.753, "X3": 0.60774, "Y3": 0.7658, "X4": 0.55484, "Y4": 0.7648, "page": 0, "Index": 359}, {"Word": "not", "Confidence": 0.955, "X1": 0.61677, "Y1": 0.7532, "X2": 0.64387, "Y2": 0.753, "X3": 0.64387, "Y3": 0.7658, "X4": 0.61677, "Y4": 0.7658, "page": 0, "Index": 360}, {"Word": "going", "Confidence": 0.993, "X1": 0.64903, "Y1": 0.7522, "X2": 0.69032, "Y2": 0.752, "X3": 0.68903, "Y3": 0.7658, "X4": 0.64903, "Y4": 0.7658, "page": 0, "Index": 361}, {"Word": "to", "Confidence": 0.998, "X1": 0.69935, "Y1": 0.7522, "X2": 0.71613, "Y2": 0.752, "X3": 0.71613, "Y3": 0.7658, "X4": 0.69806, "Y4": 0.7658, "page": 0, "Index": 362}, {"Word": "Monday", "Confidence": 0.993, "X1": 0.22452, "Y1": 0.7632, "X2": 0.28387, "Y2": 0.763, "X3": 0.28387, "Y3": 0.7758, "X4": 0.22452, "Y4": 0.7758, "page": 0, "Index": 363}, {"Word": "at", "Confidence": 0.998, "X1": 0.28903, "Y1": 0.7632, "X2": 0.30452, "Y2": 0.763, "X3": 0.30452, "Y3": 0.7758, "X4": 0.28903, "Y4": 0.7758, "page": 0, "Index": 364}, {"Word": "4", "Confidence": 0.643, "X1": 0.30839, "Y1": 0.7632, "X2": 0.31742, "Y2": 0.763, "X3": 0.31613, "Y3": 0.7758, "X4": 0.3071, "Y4": 0.7758, "page": 0, "Index": 365}, {"Word": "p.m.", "Confidence": 0.982, "X1": 0.32, "Y1": 0.7632, "X2": 0.35484, "Y2": 0.763, "X3": 0.35484, "Y3": 0.7758, "X4": 0.32, "Y4": 0.7758, "page": 0, "Index": 366}, {"Word": "in", "Confidence": 0.997, "X1": 0.35871, "Y1": 0.7632, "X2": 0.37677, "Y2": 0.763, "X3": 0.37677, "Y3": 0.7758, "X4": 0.35871, "Y4": 0.7758, "page": 0, "Index": 367}, {"Word": "Town", "Confidence": 0.989, "X1": 0.38065, "Y1": 0.7632, "X2": 0.42065, "Y2": 0.763, "X3": 0.42065, "Y3": 0.7768, "X4": 0.38065, "Y4": 0.7758, "page": 0, "Index": 368}, {"Word": "Hall,", "Confidence": 0.657, "X1": 0.42452, "Y1": 0.7642, "X2": 0.46323, "Y2": 0.764, "X3": 0.46452, "Y3": 0.7768, "X4": 0.42452, "Y4": 0.7768, "page": 0, "Index": 369}, {"Word": "tell", "Confidence": 0.991, "X1": 0.47742, "Y1": 0.7632, "X2": 0.50839, "Y2": 0.763, "X3": 0.50968, "Y3": 0.7758, "X4": 0.47871, "Y4": 0.7748, "page": 0, "Index": 370}, {"Word": "the", "Confidence": 0.998, "X1": 0.51226, "Y1": 0.7642, "X2": 0.53806, "Y2": 0.764, "X3": 0.53806, "Y3": 0.7768, "X4": 0.51355, "Y4": 0.7758, "page": 0, "Index": 371}, {"Word": "at", "Confidence": 0.938, "X1": 0.22452, "Y1": 0.7752, "X2": 0.24387, "Y2": 0.775, "X3": 0.24387, "Y3": 0.7878, "X4": 0.22452, "Y4": 0.7888, "page": 0, "Index": 372}, {"Word": "which", "Confidence": 0.958, "X1": 0.24774, "Y1": 0.7752, "X2": 0.29548, "Y2": 0.775, "X3": 0.29548, "Y3": 0.7878, "X4": 0.24774, "Y4": 0.7878, "page": 0, "Index": 373}, {"Word": "representatives", "Confidence": 0.944, "X1": 0.30194, "Y1": 0.7752, "X2": 0.43871, "Y2": 0.775, "X3": 0.43871, "Y3": 0.7878, "X4": 0.30194, "Y4": 0.7878, "page": 0, "Index": 374}, {"Word": "of", "Confidence": 0.997, "X1": 0.44258, "Y1": 0.7752, "X2": 0.46323, "Y2": 0.775, "X3": 0.46323, "Y3": 0.7878, "X4": 0.44258, "Y4": 0.7878, "page": 0, "Index": 375}, {"Word": "going", "Confidence": 0.693, "X1": 0.48, "Y1": 0.7762, "X2": 0.52, "Y2": 0.776, "X3": 0.52, "Y3": 0.7878, "X4": 0.47871, "Y4": 0.7888, "page": 0, "Index": 376}, {"Word": "to", "Confidence": 0.997, "X1": 0.52258, "Y1": 0.7762, "X2": 0.53935, "Y2": 0.776, "X3": 0.53935, "Y3": 0.7878, "X4": 0.52258, "Y4": 0.7878, "page": 0, "Index": 377}, {"Word": "avoid", "Confidence": 0.846, "X1": 0.54323, "Y1": 0.7752, "X2": 0.58194, "Y2": 0.775, "X3": 0.58194, "Y3": 0.7878, "X4": 0.54194, "Y4": 0.7878, "page": 0, "Index": 378}, {"Word": "manager,", "Confidence": 0.933, "X1": 0.54452, "Y1": 0.7652, "X2": 0.61548, "Y2": 0.765, "X3": 0.61548, "Y3": 0.7788, "X4": 0.54452, "Y4": 0.7768, "page": 0, "Index": 379}, {"Word": "it.\"", "Confidence": 0.715, "X1": 0.58581, "Y1": 0.7752, "X2": 0.6129, "Y2": 0.775, "X3": 0.61161, "Y3": 0.7878, "X4": 0.58452, "Y4": 0.7878, "page": 0, "Index": 380}, {"Word": "'they're", "Confidence": 0.848, "X1": 0.61935, "Y1": 0.7652, "X2": 0.67871, "Y2": 0.765, "X3": 0.67871, "Y3": 0.7788, "X4": 0.61935, "Y4": 0.7788, "page": 0, "Index": 381}, {"Word": "just", "Confidence": 0.99, "X1": 0.68516, "Y1": 0.7652, "X2": 0.71871, "Y2": 0.765, "X3": 0.71871, "Y3": 0.7788, "X4": 0.68516, "Y4": 0.7788, "page": 0, "Index": 382}, {"Word": "three", "Confidence": 0.995, "X1": 0.22323, "Y1": 0.7862, "X2": 0.26452, "Y2": 0.786, "X3": 0.26452, "Y3": 0.7998, "X4": 0.22323, "Y4": 0.7998, "page": 0, "Index": 383}, {"Word": "restaurants", "Confidence": 0.981, "X1": 0.27484, "Y1": 0.7872, "X2": 0.36258, "Y2": 0.787, "X3": 0.36258, "Y3": 0.7988, "X4": 0.27484, "Y4": 0.7998, "page": 0, "Index": 384}, {"Word": "in", "Confidence": 0.997, "X1": 0.37032, "Y1": 0.7872, "X2": 0.3871, "Y2": 0.787, "X3": 0.3871, "Y3": 0.7988, "X4": 0.37032, "Y4": 0.7988, "page": 0, "Index": 385}, {"Word": "town", "Confidence": 0.884, "X1": 0.39613, "Y1": 0.7872, "X2": 0.43355, "Y2": 0.787, "X3": 0.43355, "Y3": 0.7998, "X4": 0.39613, "Y4": 0.7988, "page": 0, "Index": 386}, {"Word": "as", "Confidence": 0.925, "X1": 0.44387, "Y1": 0.7882, "X2": 0.46194, "Y2": 0.788, "X3": 0.46323, "Y3": 0.8008, "X4": 0.44387, "Y4": 0.7998, "page": 0, "Index": 387}, {"Word": "\"I", "Confidence": 0.779, "X1": 0.49419, "Y1": 0.7882, "X2": 0.51355, "Y2": 0.788, "X3": 0.51484, "Y3": 0.8018, "X4": 0.49548, "Y4": 0.8018, "page": 0, "Index": 388}, {"Word": "think", "Confidence": 0.992, "X1": 0.51742, "Y1": 0.7882, "X2": 0.55484, "Y2": 0.788, "X3": 0.55484, "Y3": 0.8028, "X4": 0.51742, "Y4": 0.8018, "page": 0, "Index": 389}, {"Word": "this", "Confidence": 0.981, "X1": 0.55871, "Y1": 0.7892, "X2": 0.5871, "Y2": 0.789, "X3": 0.5871, "Y3": 0.8028, "X4": 0.55871, "Y4": 0.8028, "page": 0, "Index": 390}, {"Word": "particular", "Confidence": 0.991, "X1": 0.59097, "Y1": 0.7902, "X2": 0.6671, "Y2": 0.79, "X3": 0.6671, "Y3": 0.8038, "X4": 0.59097, "Y4": 0.8028, "page": 0, "Index": 391}, {"Word": "bylaw", "Confidence": 0.849, "X1": 0.67097, "Y1": 0.7902, "X2": 0.71226, "Y2": 0.79, "X3": 0.71226, "Y3": 0.8048, "X4": 0.67097, "Y4": 0.8038, "page": 0, "Index": 392}, {"Word": "well", "Confidence": 0.987, "X1": 0.22581, "Y1": 0.7982, "X2": 0.25935, "Y2": 0.798, "X3": 0.25806, "Y3": 0.8108, "X4": 0.22581, "Y4": 0.8118, "page": 0, "Index": 393}, {"Word": "as", "Confidence": 0.998, "X1": 0.26194, "Y1": 0.7982, "X2": 0.28, "Y2": 0.798, "X3": 0.27871, "Y3": 0.8108, "X4": 0.26194, "Y4": 0.8108, "page": 0, "Index": 394}, {"Word": "persons", "Confidence": 0.587, "X1": 0.28258, "Y1": 0.7992, "X2": 0.34065, "Y2": 0.799, "X3": 0.34065, "Y3": 0.8108, "X4": 0.28258, "Y4": 0.8108, "page": 0, "Index": 395}, {"Word": "with", "Confidence": 0.991, "X1": 0.34581, "Y1": 0.7992, "X2": 0.37806, "Y2": 0.799, "X3": 0.37806, "Y3": 0.8108, "X4": 0.34452, "Y4": 0.8108, "page": 0, "Index": 396}, {"Word": "some", "Confidence": 0.988, "X1": 0.38323, "Y1": 0.7992, "X2": 0.42194, "Y2": 0.799, "X3": 0.42194, "Y3": 0.8108, "X4": 0.38194, "Y4": 0.8108, "page": 0, "Index": 397}, {"Word": "anti-", "Confidence": 0.727, "X1": 0.4271, "Y1": 0.7992, "X2": 0.46581, "Y2": 0.799, "X3": 0.46452, "Y3": 0.8118, "X4": 0.4271, "Y4": 0.8108, "page": 0, "Index": 398}, {"Word": "is", "Confidence": 0.897, "X1": 0.47871, "Y1": 0.8022, "X2": 0.4929, "Y2": 0.802, "X3": 0.49419, "Y3": 0.8148, "X4": 0.48, "Y4": 0.8148, "page": 0, "Index": 399}, {"Word": "not", "Confidence": 0.856, "X1": 0.49677, "Y1": 0.8022, "X2": 0.52129, "Y2": 0.802, "X3": 0.52258, "Y3": 0.8148, "X4": 0.49677, "Y4": 0.8148, "page": 0, "Index": 400}, {"Word": "strong", "Confidence": 0.925, "X1": 0.52516, "Y1": 0.8022, "X2": 0.57161, "Y2": 0.802, "X3": 0.57161, "Y3": 0.8148, "X4": 0.52645, "Y4": 0.8148, "page": 0, "Index": 401}, {"Word": "enough,\"", "Confidence": 0.974, "X1": 0.57419, "Y1": 0.8022, "X2": 0.64258, "Y2": 0.802, "X3": 0.64387, "Y3": 0.8148, "X4": 0.57548, "Y4": 0.8148, "page": 0, "Index": 402}, {"Word": "said", "Confidence": 0.988, "X1": 0.64774, "Y1": 0.8022, "X2": 0.67871, "Y2": 0.802, "X3": 0.67871, "Y3": 0.8148, "X4": 0.64774, "Y4": 0.8148, "page": 0, "Index": 403}, {"Word": "Les-", "Confidence": 0.822, "X1": 0.68129, "Y1": 0.8022, "X2": 0.71871, "Y2": 0.802, "X3": 0.71871, "Y3": 0.8158, "X4": 0.68258, "Y4": 0.8148, "page": 0, "Index": 404}, {"Word": "smoking", "Confidence": 0.942, "X1": 0.22581, "Y1": 0.8102, "X2": 0.28774, "Y2": 0.81, "X3": 0.28645, "Y3": 0.8228, "X4": 0.22452, "Y4": 0.8228, "page": 0, "Index": 405}, {"Word": "organizations", "Confidence": 0.946, "X1": 0.29032, "Y1": 0.8102, "X2": 0.39097, "Y2": 0.81, "X3": 0.39097, "Y3": 0.8218, "X4": 0.29032, "Y4": 0.8228, "page": 0, "Index": 406}, {"Word": "and", "Confidence": 0.998, "X1": 0.39355, "Y1": 0.8102, "X2": 0.42065, "Y2": 0.81, "X3": 0.42065, "Y3": 0.8228, "X4": 0.39355, "Y4": 0.8218, "page": 0, "Index": 407}, {"Word": "local", "Confidence": 0.955, "X1": 0.42452, "Y1": 0.8102, "X2": 0.46452, "Y2": 0.81, "X3": 0.46452, "Y3": 0.8228, "X4": 0.42452, "Y4": 0.8228, "page": 0, "Index": 408}, {"Word": "ter", "Confidence": 0.991, "X1": 0.47871, "Y1": 0.8122, "X2": 0.50323, "Y2": 0.812, "X3": 0.50323, "Y3": 0.8248, "X4": 0.47871, "Y4": 0.8248, "page": 0, "Index": 409}, {"Word": "Disenhof", "Confidence": 0.71, "X1": 0.50581, "Y1": 0.8132, "X2": 0.57161, "Y2": 0.813, "X3": 0.57161, "Y3": 0.8258, "X4": 0.50581, "Y4": 0.8248, "page": 0, "Index": 410}, {"Word": "of", "Confidence": 0.998, "X1": 0.57419, "Y1": 0.8132, "X2": 0.59097, "Y2": 0.813, "X3": 0.59226, "Y3": 0.8268, "X4": 0.57419, "Y4": 0.8258, "page": 0, "Index": 411}, {"Word": "Lobao", "Confidence": 0.892, "X1": 0.59484, "Y1": 0.8132, "X2": 0.64129, "Y2": 0.813, "X3": 0.64129, "Y3": 0.8258, "X4": 0.59484, "Y4": 0.8268, "page": 0, "Index": 412}, {"Word": "Drive.", "Confidence": 0.992, "X1": 0.64516, "Y1": 0.8122, "X2": 0.69419, "Y2": 0.812, "X3": 0.69419, "Y3": 0.8248, "X4": 0.64516, "Y4": 0.8258, "page": 0, "Index": 413}, {"Word": "\"1", "Confidence": 0.062, "X1": 0.69677, "Y1": 0.8112, "X2": 0.71484, "Y2": 0.811, "X3": 0.71613, "Y3": 0.8238, "X4": 0.69806, "Y4": 0.8248, "page": 0, "Index": 414}, {"Word": "residents", "Confidence": 0.673, "X1": 0.22323, "Y1": 0.8212, "X2": 0.29161, "Y2": 0.821, "X3": 0.29032, "Y3": 0.8338, "X4": 0.22323, "Y4": 0.8338, "page": 0, "Index": 415}, {"Word": "spoke.", "Confidence": 0.847, "X1": 0.29548, "Y1": 0.8222, "X2": 0.34194, "Y2": 0.822, "X3": 0.34194, "Y3": 0.8348, "X4": 0.29419, "Y4": 0.8338, "page": 0, "Index": 416}, {"Word": "recently", "Confidence": 0.852, "X1": 0.47871, "Y1": 0.8252, "X2": 0.54065, "Y2": 0.825, "X3": 0.54065, "Y3": 0.8368, "X4": 0.47871, "Y4": 0.8368, "page": 0, "Index": 417}, {"Word": "read", "Confidence": 0.97, "X1": 0.54323, "Y1": 0.8252, "X2": 0.57806, "Y2": 0.825, "X3": 0.57806, "Y3": 0.8368, "X4": 0.54452, "Y4": 0.8368, "page": 0, "Index": 418}, {"Word": "where", "Confidence": 0.995, "X1": 0.58194, "Y1": 0.8252, "X2": 0.6271, "Y2": 0.825, "X3": 0.6271, "Y3": 0.8378, "X4": 0.58194, "Y4": 0.8368, "page": 0, "Index": 419}, {"Word": "only", "Confidence": 0.969, "X1": 0.63097, "Y1": 0.8252, "X2": 0.66323, "Y2": 0.825, "X3": 0.66323, "Y3": 0.8378, "X4": 0.63097, "Y4": 0.8378, "page": 0, "Index": 420}, {"Word": "30", "Confidence": 0.886, "X1": 0.66581, "Y1": 0.8252, "X2": 0.68129, "Y2": 0.825, "X3": 0.68258, "Y3": 0.8378, "X4": 0.6671, "Y4": 0.8378, "page": 0, "Index": 421}, {"Word": "Restaurants", "Confidence": 0.955, "X1": 0.23871, "Y1": 0.8342, "X2": 0.32903, "Y2": 0.834, "X3": 0.32903, "Y3": 0.8478, "X4": 0.23871, "Y4": 0.8478, "page": 0, "Index": 422}, {"Word": "country)", "Confidence": 0.943, "X1": 0.65161, "Y1": 0.8352, "X2": 0.71742, "Y2": 0.835, "X3": 0.71742, "Y3": 0.8478, "X4": 0.65161, "Y4": 0.8488, "page": 0, "Index": 423}, {"Word": "per-", "Confidence": 0.881, "X1": 0.68516, "Y1": 0.8252, "X2": 0.71871, "Y2": 0.825, "X3": 0.71871, "Y3": 0.8388, "X4": 0.68516, "Y4": 0.8378, "page": 0, "Index": 424}, {"Word": "owners", "Confidence": 0.995, "X1": 0.3329, "Y1": 0.8342, "X2": 0.38839, "Y2": 0.834, "X3": 0.38839, "Y3": 0.8488, "X4": 0.3329, "Y4": 0.8478, "page": 0, "Index": 425}, {"Word": "and", "Confidence": 0.998, "X1": 0.39226, "Y1": 0.8352, "X2": 0.41935, "Y2": 0.835, "X3": 0.41935, "Y3": 0.8488, "X4": 0.39226, "Y4": 0.8488, "page": 0, "Index": 426}, {"Word": "man-", "Confidence": 0.667, "X1": 0.42323, "Y1": 0.8362, "X2": 0.46452, "Y2": 0.836, "X3": 0.46452, "Y3": 0.8488, "X4": 0.42323, "Y4": 0.8488, "page": 0, "Index": 427}, {"Word": "cent", "Confidence": 0.942, "X1": 0.48, "Y1": 0.8362, "X2": 0.51355, "Y2": 0.836, "X3": 0.51355, "Y3": 0.8488, "X4": 0.48, "Y4": 0.8488, "page": 0, "Index": 428}, {"Word": "of", "Confidence": 0.997, "X1": 0.51742, "Y1": 0.8362, "X2": 0.53419, "Y2": 0.836, "X3": 0.53419, "Y3": 0.8498, "X4": 0.51742, "Y4": 0.8488, "page": 0, "Index": 429}, {"Word": "people", "Confidence": 0.995, "X1": 0.53677, "Y1": 0.8362, "X2": 0.58581, "Y2": 0.836, "X3": 0.58581, "Y3": 0.8498, "X4": 0.53806, "Y4": 0.8498, "page": 0, "Index": 430}, {"Word": "(in", "Confidence": 0.998, "X1": 0.59097, "Y1": 0.8362, "X2": 0.61419, "Y2": 0.836, "X3": 0.61419, "Y3": 0.8498, "X4": 0.59226, "Y4": 0.8498, "page": 0, "Index": 431}, {"Word": "this", "Confidence": 0.988, "X1": 0.61806, "Y1": 0.8362, "X2": 0.64774, "Y2": 0.836, "X3": 0.64774, "Y3": 0.8488, "X4": 0.61935, "Y4": 0.8498, "page": 0, "Index": 432}, {"Word": "agers", "Confidence": 0.625, "X1": 0.22581, "Y1": 0.8482, "X2": 0.26839, "Y2": 0.848, "X3": 0.26839, "Y3": 0.8608, "X4": 0.22581, "Y4": 0.8618, "page": 0, "Index": 433}, {"Word": "present", "Confidence": 0.946, "X1": 0.27871, "Y1": 0.8482, "X2": 0.33677, "Y2": 0.848, "X3": 0.33677, "Y3": 0.8598, "X4": 0.27871, "Y4": 0.8608, "page": 0, "Index": 434}, {"Word": "generally", "Confidence": 0.991, "X1": 0.3471, "Y1": 0.8472, "X2": 0.41806, "Y2": 0.847, "X3": 0.41806, "Y3": 0.8608, "X4": 0.3471, "Y4": 0.8598, "page": 0, "Index": 435}, {"Word": "said", "Confidence": 0.625, "X1": 0.43097, "Y1": 0.8482, "X2": 0.46194, "Y2": 0.848, "X3": 0.46194, "Y3": 0.8618, "X4": 0.42968, "Y4": 0.8608, "page": 0, "Index": 436}, {"Word": "are", "Confidence": 0.995, "X1": 0.48, "Y1": 0.8472, "X2": 0.50452, "Y2": 0.847, "X3": 0.50452, "Y3": 0.8608, "X4": 0.48, "Y4": 0.8598, "page": 0, "Index": 437}, {"Word": "smokers.", "Confidence": 0.958, "X1": 0.50839, "Y1": 0.8482, "X2": 0.57548, "Y2": 0.848, "X3": 0.57548, "Y3": 0.8618, "X4": 0.50839, "Y4": 0.8608, "page": 0, "Index": 438}, {"Word": "This", "Confidence": 0.9, "X1": 0.57935, "Y1": 0.8492, "X2": 0.6129, "Y2": 0.849, "X3": 0.6129, "Y3": 0.8618, "X4": 0.57935, "Y4": 0.8618, "page": 0, "Index": 439}, {"Word": "bylaw", "Confidence": 0.869, "X1": 0.61677, "Y1": 0.8482, "X2": 0.65677, "Y2": 0.848, "X3": 0.65677, "Y3": 0.8608, "X4": 0.61548, "Y4": 0.8618, "page": 0, "Index": 440}, {"Word": "says", "Confidence": 0.94, "X1": 0.66323, "Y1": 0.8472, "X2": 0.69548, "Y2": 0.847, "X3": 0.69548, "Y3": 0.8608, "X4": 0.66194, "Y4": 0.8608, "page": 0, "Index": 441}, {"Word": "25", "Confidence": 0.993, "X1": 0.69935, "Y1": 0.8462, "X2": 0.71871, "Y2": 0.846, "X3": 0.71742, "Y3": 0.8598, "X4": 0.69806, "Y4": 0.8598, "page": 0, "Index": 442}, {"Word": "they", "Confidence": 0.989, "X1": 0.22581, "Y1": 0.8592, "X2": 0.25677, "Y2": 0.859, "X3": 0.25677, "Y3": 0.8718, "X4": 0.22581, "Y4": 0.8728, "page": 0, "Index": 443}, {"Word": "favored", "Confidence": 0.79, "X1": 0.26452, "Y1": 0.8592, "X2": 0.32129, "Y2": 0.859, "X3": 0.32129, "Y3": 0.8708, "X4": 0.26323, "Y4": 0.8718, "page": 0, "Index": 444}, {"Word": "having", "Confidence": 0.954, "X1": 0.32645, "Y1": 0.8592, "X2": 0.37935, "Y2": 0.859, "X3": 0.37806, "Y3": 0.8708, "X4": 0.32645, "Y4": 0.8708, "page": 0, "Index": 445}, {"Word": "non-smok-", "Confidence": 0.934, "X1": 0.38581, "Y1": 0.8602, "X2": 0.46323, "Y2": 0.86, "X3": 0.46323, "Y3": 0.8718, "X4": 0.38581, "Y4": 0.8708, "page": 0, "Index": 446}, {"Word": "percent", "Confidence": 0.925, "X1": 0.48, "Y1": 0.8602, "X2": 0.53806, "Y2": 0.86, "X3": 0.53677, "Y3": 0.8718, "X4": 0.48, "Y4": 0.8718, "page": 0, "Index": 447}, {"Word": "(reserved", "Confidence": 0.95, "X1": 0.54065, "Y1": 0.8602, "X2": 0.61161, "Y2": 0.86, "X3": 0.61032, "Y3": 0.8728, "X4": 0.54065, "Y4": 0.8718, "page": 0, "Index": 448}, {"Word": "for", "Confidence": 0.998, "X1": 0.61548, "Y1": 0.8602, "X2": 0.63871, "Y2": 0.86, "X3": 0.63742, "Y3": 0.8728, "X4": 0.61548, "Y4": 0.8728, "page": 0, "Index": 449}, {"Word": "non-smok-", "Confidence": 0.791, "X1": 0.64129, "Y1": 0.8602, "X2": 0.71871, "Y2": 0.86, "X3": 0.71742, "Y3": 0.8718, "X4": 0.64, "Y4": 0.8728, "page": 0, "Index": 450}, {"Word": "ing", "Confidence": 0.994, "X1": 0.22323, "Y1": 0.8712, "X2": 0.25032, "Y2": 0.871, "X3": 0.25032, "Y3": 0.8828, "X4": 0.22323, "Y4": 0.8838, "page": 0, "Index": 451}, {"Word": "sections,", "Confidence": 0.857, "X1": 0.25806, "Y1": 0.8702, "X2": 0.33935, "Y2": 0.87, "X3": 0.33806, "Y3": 0.8818, "X4": 0.25806, "Y4": 0.8828, "page": 0, "Index": 452}, {"Word": "but", "Confidence": 0.998, "X1": 0.34194, "Y1": 0.8702, "X2": 0.37419, "Y2": 0.87, "X3": 0.3729, "Y3": 0.8818, "X4": 0.34194, "Y4": 0.8818, "page": 0, "Index": 453}, {"Word": "asked", "Confidence": 0.998, "X1": 0.37806, "Y1": 0.8702, "X2": 0.4271, "Y2": 0.87, "X3": 0.4271, "Y3": 0.8828, "X4": 0.37806, "Y4": 0.8818, "page": 0, "Index": 454}, {"Word": "the", "Confidence": 0.998, "X1": 0.43484, "Y1": 0.8712, "X2": 0.46194, "Y2": 0.871, "X3": 0.46194, "Y3": 0.8828, "X4": 0.43484, "Y4": 0.8828, "page": 0, "Index": 455}, {"Word": "ing),", "Confidence": 0.932, "X1": 0.48, "Y1": 0.8712, "X2": 0.52, "Y2": 0.871, "X3": 0.52, "Y3": 0.8838, "X4": 0.47871, "Y4": 0.8838, "page": 0, "Index": 456}, {"Word": "shouldn't", "Confidence": 0.956, "X1": 0.52774, "Y1": 0.8702, "X2": 0.59742, "Y2": 0.87, "X3": 0.59742, "Y3": 0.8828, "X4": 0.52645, "Y4": 0.8838, "page": 0, "Index": 457}, {"Word": "it", "Confidence": 0.998, "X1": 0.60516, "Y1": 0.8712, "X2": 0.62065, "Y2": 0.871, "X3": 0.61935, "Y3": 0.8828, "X4": 0.60387, "Y4": 0.8828, "page": 0, "Index": 458}, {"Word": "be", "Confidence": 0.998, "X1": 0.62839, "Y1": 0.8712, "X2": 0.64774, "Y2": 0.871, "X3": 0.64645, "Y3": 0.8838, "X4": 0.62839, "Y4": 0.8828, "page": 0, "Index": 459}, {"Word": "75", "Confidence": 0.936, "X1": 0.65935, "Y1": 0.8712, "X2": 0.67613, "Y2": 0.871, "X3": 0.67484, "Y3": 0.8838, "X4": 0.65806, "Y4": 0.8838, "page": 0, "Index": 460}, {"Word": "per-", "Confidence": 0.981, "X1": 0.68516, "Y1": 0.8722, "X2": 0.72, "Y2": 0.872, "X3": 0.71871, "Y3": 0.8838, "X4": 0.68387, "Y4": 0.8838, "page": 0, "Index": 461}, {"Word": "board", "Confidence": 0.992, "X1": 0.22452, "Y1": 0.8812, "X2": 0.26839, "Y2": 0.881, "X3": 0.26839, "Y3": 0.8948, "X4": 0.22323, "Y4": 0.8958, "page": 0, "Index": 462}, {"Word": "to", "Confidence": 0.997, "X1": 0.27871, "Y1": 0.8812, "X2": 0.29548, "Y2": 0.881, "X3": 0.29548, "Y3": 0.8938, "X4": 0.27742, "Y4": 0.8948, "page": 0, "Index": 463}, {"Word": "require", "Confidence": 0.992, "X1": 0.30323, "Y1": 0.8812, "X2": 0.36, "Y2": 0.881, "X3": 0.35871, "Y3": 0.8938, "X4": 0.30194, "Y4": 0.8938, "page": 0, "Index": 464}, {"Word": "less", "Confidence": 0.986, "X1": 0.36774, "Y1": 0.8822, "X2": 0.4, "Y2": 0.882, "X3": 0.4, "Y3": 0.8948, "X4": 0.36774, "Y4": 0.8938, "page": 0, "Index": 465}, {"Word": "than", "Confidence": 0.957, "X1": 0.40774, "Y1": 0.8822, "X2": 0.44129, "Y2": 0.882, "X3": 0.44129, "Y3": 0.8958, "X4": 0.40774, "Y4": 0.8948, "page": 0, "Index": 466}, {"Word": "a", "Confidence": 0.634, "X1": 0.45161, "Y1": 0.8832, "X2": 0.46194, "Y2": 0.883, "X3": 0.46194, "Y3": 0.8958, "X4": 0.45161, "Y4": 0.8958, "page": 0, "Index": 467}, {"Word": "cent?\"", "Confidence": 0.9, "X1": 0.48, "Y1": 0.8832, "X2": 0.52903, "Y2": 0.883, "X3": 0.52774, "Y3": 0.8938, "X4": 0.48, "Y4": 0.8948, "page": 0, "Index": 468}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAwcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKrpe2skkkaXMTPGNzqHBKj1NVZNf0mLTZ9RfUbb7FB/rZxICqfU0AaVFYmpeLdA0e2tLnUNTt7eC7GYJHbCuMZ4P0qKx8b+GtRnt4LTWLWSa4UtDGH+ZwM5IHfoaAOgorA0HxloniaC7m0q7M8VocTN5bKFPPqOelc7P8YvCi29xLaTXN2IIjM/lwMBgMAeSMZ5oA9BorgdR+K2jWE0wSCe4jhsUvnePHCPjaME5zzVD/hclpAtrLqPh7VbC2uZUjSa4VVBDdG68igD02iuDPxNtTqiWMenXDSNqP9n53rgsVLBhz0xUVj8Tf7Tl09bfRbmIXWovYuZ2A2FRksMZyOCPqKAPQaK850T4kX2p61brPoUkej3krwW93E/mESIxB3gfdFT+LPH914a8Z2GjfY4Xt7y1kkjlaTBMgBwuPqMUAd/RXjyfFTxBe3lhbWdjpUL3FktyxvLkxLuyQyqT1xUrfFHU7QFb1bFZk1eOzaPdjMTrncD7dc9xQB65RXj6fEXxBNpkV1NcafYRXGp3NtHcyRFkRIx8itzwWbjJr0vw7d6jfaFa3OrW8dveuv7xInDLnPUEdj1oA1aKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACoLsqLKcsWCiNiSoycY7DvU9IQCMHkUAfP/g6DTtJuoDL5cyz2d21lqlvIU85QDuWaNucjselYeg3VknhfxL4dhS7gW+01b2L7SpXdIv3ynqpxkEV7l/wrfwkLi4nXRoVknVkcqzAYY5YAZwM+1W38FeG5Wtml0i2kNtB9mi3ru2x/wB3nrQB5d4m1m21HwR4M+yalpkt3FcQiU3LrIkWUxmRc9KxPEsh/tDS9Tt7zSrq60ywuJ0lsF2QF43BK7R7ZH417Yvgfwsls9svh/TRC5DMn2dcEjoelZnibRdK8P8AhHUb/StBsPtVpaS+QgtgRyORgDkH0oA4f4O6XJpL+K9NFw026C2nUYwMyRFjgZ/2gM+1cn4Caz1Gz/4Ru98Tz+fdwT2g0hrQ7FYklT5nTgjNdPoPi3W5PD+u6g15p10iaaCk9nAkU9vN0EboeSAeMnjislvEerW/gbSb8ywWuu22sixvPKt4w2CejYHXA6j1NAHO2K3Op+H/ABhdXFpJFc2enW9nGFBwwRtpI49qtXph8UeEreJNQ167ltrq386O9T5YQ3ykoQOgruviVr2p6P4y0e3h1+702xvbQmQW1uJSGB6hcHJNczqXiXWNI8S6f5etand6WmmiSSRlMZy+QrOnXO7FACWumazAs1leWF/LfW/iC3eK5FswDRKCu7cox90DJqS18PeIv7S0nULC31GMW+tyreQhXAMQl3K+08EYZunrXYfA+41abStaXW7mee9jukDmeQswymcZP1rjvitrWpaR8X7Cdp5xYwQRy+WhbaFBO5iBjODz+FAGppHh3xN4f8XaHCul6ibe2vp2uLiC4zbyxSMxQlQeCN2TkZrp/iB4OvfE3iyzljsftFl/Zk8Bl3KPKlJyp59/514/4f1ea48Ba5LdazdQy3ep29uLje5YIck4AP44FexfBXXE1HwhLpzTPLc6dcPFJI5OXBOVbnnpQBxcfw+8WwQeHDP4cstTazs5LeWG7nXYhLZU8HnHtWnrHwo1bWPFUl/NbWiWdxY4aBJztiuVjKoRxnaOMV7ZRQB4zbfDvxfYeAdO0eCaxluI7iZ7uCaQmKdHGBk45IPNegeAvD974X8G2Ok6hdC4uYQdzL0XJJ2jPUDOK6aigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArI8TaXPrPhy+sLW6ktbiWMiKaNipVuoOR71r0UAfPR+H3jeKx1S91FbCBpLNLadopQoljDBnlkOOWwvXrzVXT/AAcuvzavZ+Ctc0yewluIbhY53dpYWT+L5uTknrXu3iyN5fB+tRxqXdrGZVVRkklDxXzvoOr3+ha/peuaX4Tvwmn6alrfIIynnSdN3Tnt+VAG1rmiazpOrabc+KvH1naarbbntD9maVlQ8dR29jVuXRrDUNYew1Px2l1qt5Alp/x6sAzbg6DP9M1o/Fi4mvbPTLpfDd2WvbM7rmBCZoGPIjPbHrXF23hzxXZWVtY3Oj3twbe/TUhduMJsEfILdQaANrxGtloHieHSI9Uu5bttXgu724CFIIEIACvjrmtrxzeeDtW+IM41G7u5HsdMliu0gQFEUgnOeu7LjHviuP8AEFvrvjaEa9Y+G76N9UCbmtpCUDo2CXU9eMYrcuvh/wCMtO8VRQQvBqMV9az/AGi5ktRsZm5KSH3Krg9qAG+A/Dvhfx27pZT6nY/YbiG4ltHdWWTauEbgdwOfxr1Twz4CsPC+u6nqlndXLNqDbpInI2A5zwK4v4WeCNf0HxTdarf6Xa6ZZy2gt/Igl3bnUj5iPfBP417DQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFIQGBBAIPUGlooAYkaRIEjRUUdAowKfRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWdqenTah5Kx381tGrfvVjA/eqRypPUfUVo0UAVNNsI9L06CyiklkjhXarTPvcj3PerdFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFcT8TbvU7Lw/avpuotp4kvYop7hMbkRjjjNZllqOtWV1r3hfVtXa7mj083VleooSTZgg5x3B70Aek0V5z4Q0HS77TtDv49evn1BYYrmaIaiz7zgEhkJPGapanZX3i/wAa+KLBb+7gOk2sS2EcE7RqJnQtvOPwH0oA9TorI8MLq6eG7FNe8s6mke2cxtkMRxnPuOa16ACoVurd7hoFniaZBlow4LAe460s5ZbeVkzuCEjHrivDNEk0/S7jwrq2n3STa7fapJb6gpk/eOrMwKsO2MDGRQB7xVK71bT7CaKC7vbeCWZgscckgDOT0AHU1dryz4yQWtoPDmti2ja9g1WCNZCOdmSdv0zQB6hJIkUbSSMFRAWZicAAdTWNovi/QPEVxcQaTqcN1Jb8yhM/KPXkcj6Vi/EK/a78Da/Y6ZOjalHZ75IV5ZVb29xmuD0bWNHl8VeEYNIuInubjS5LS88k4C/Lxux/EDQB6rpvjDw9rGqTabYatbT3kJIeFW5yOuM9ce1Lrfi7QvDk8UOraglvLKjOiFGYlR1Pyg4FeFeHLqS58VeG9AtI4IbzR7y4Z7xWCrdLnO1WxyTnBrrdbvo4Pi7rLXeiXWrRjR1jMURBEcbZL5zxyBQB69a3MF7axXVtIssEqB43U8Mp5BFTVieEp9KuvC2nzaJGItNeIGGPGNg9MexrboAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDgfi+QPAuScD7bb/wDoYqvqdxb3nje4Frtka20CUTyJggbj8oJH0NdrrOi2HiDTJNO1O3E9rJgshJHI6HIqvovhXRfD9vJBplhHCsq7ZDyzOPQk8mgDjPhqfBlr4d0nUbRbC01Oe1WOQmQCQnoQee5GaqjxDZeD/ix4mOsTx2sOo2sE9tLKcKxRSpXPrmu9HhTw8PKxotgDEwdCIFBUjoc4q7eaXp+oFTe2NtclPu+dEr4+mRQBkeB9dvvEvhW11e/to7eW4LMscecBckA8+o5ro6ZHGkUaxxoqIowqqMAD0FPoAa2QpwMnHAryB/O8Q+MtGgh8Jy6Zd2GqG4vbkwjYUXJBDjrur2GigArzL403FsPDVpC8E8txHeRXEYijZsBW56exr02msqsMMAR6EUAcTp6xX1lqHjHw/E9xeXtksS21ypRWMfYjrz0rltD03VPEni3TL+Xwq2gQ6fbytPujVRLO4wNuOSK9fVVRdqqAB2Ap1AHz3bW94bPw/wCGBoV/HrWnawZmuPKxGI95Jbf3BBrtPF9trWgeNptd0rSLrVLbUtNa0nit+WSRfuMc9ua9QooA5b4daRe6H4E0vT9RXZdRxkun9zJJx+Ga6miigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACimSSJFGzyOqIoyWY4AH1qH7faCbyTdQ+Z5fm7d4zs/vfT3oAs0VHHNFKivHIrqwyGVgQR61l6l4n0fSbgW93dkTnB8uON5GAPQkKDgHB5NAGxRVT+0rERiQ3luEILBjKoGAcE9fWnQX1pdEC3uoJdwJHlyBs469KALNFVP7TsPPng+2QCWDb5qGQApnpn0zVO58TaJZs4udUtYjGxVw0g+UjGc+nUfnQBr0VhXHi3SLbXY9Ha43Xkts11Gq4IZB6H1wCaqWvj3QrhUEk01vKVRpI5YH/dbsYDMBtH3h370AdRRXOz+OPDdvGjyarFtdmVdqs2SrbTjA9eKiufHWj27oiLe3DEbnENq7GIZxlwQCBQB09Fc83jTQ10o6mbpha/aDbbzGwy46jGKj03xxo+prdlGng+y2wupBcR7P3RGQw9uKAOlorhNM+JltqemC5h0i/Ny921tFZgL5jhVDb+SABtIPPrVmT4h2a6glqmmXzH7MLmQnYhiTBPKswJPB6ZoA7KiuCh+K2kXUMLWdle3EswTy4lVVYu5wE+Yjnv6VYufiLbWt7Z2EukajHf3qhoLaSPDMd+1hxkDHU9sUAdrRWPqHijRdKv47K9v44biQZCHPoTyRwOFPWl0rxFZa1PMlnHcmOIkCZ4SsbkHB2k9eaANeiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOB+KGpRvoDaEouPNvnjSQx27uFiLfMcqOOBXkmpXE0GqfY7uS+FlZyRW0VxFaM7zQoSwbDjB5wMV7hr/gTTvEOoNe3F7qMEjIExb3LIvHfA71kx/CHw2XLXcupXpxhftF27bfpQB5bq2srfX6vYXt7ZRAQrE6WxQqrjZNuUDHCjIA45ov/GOmweNLww6Tqt9bRx28FvNFK8WyJFwCyj7/ADuPPWvV/wDhUPg//nxn/wDAl/8AGkHwg8GhiwsJdx6n7Q+T+tAHjGh+I9Jh01ovLurmz0+CKe4haPDLIXzIu4noWw34YqTTvi7YaPr6atDaTXIYTq0JVIygZsqcqMMfWvbF+FfgxLB7RdDg2OMM+TvPOeTnmpIvhj4JhiWP/hHbEhRjLpkn6mgD59ufFdje3EM0sV1cR6hOrXa5RPNIcNjOc8DgZrS0rX7lLryrSwEy3sE1vdS3U8YYKzDDDLY3BUA5717o/wAP/BYgET6DpwjQlwCgGPepIPDng62hSGHT9KWOM5VcIcGgDyDVdTLJqJ+yC23xWlvp1xHfRNJCYwVy3PfcQfas+bXrWOz1rTr6KIS3YKx3KXCGZRuUjJyRxtA49BXuK6d4PeSSNbbSC8eN4wny59aqbvAGeTof/kOgDwjTvEWjxXWsWkcLbHdFiiuHSSPyxyV55yWySQadF8Sb/TdTCWNrfbXQW88zH52RTldhx8uOmeeK9387wGZPM36JvznP7vrVw674SAz9v0rA/wBpKAPCpvENjcaJeadqN3PGLOV7uziiHmCaRwTtLBBwC3eiz8W6dLpUnh6PTLPTrSSOETzoZCbkqOVbC5KnHQY617ouv+EnUMt/pRBGR8yVDJ4q8GQTGN9T0pXVDKRleFHegDwe91m5tNUlfSZLK2knkDxv5cxRFZAjhUYHOdo/KryarqGizrHDayX8NzaC2mZLWdlCAcDnBGcnpXs//Ca+CWtkuv7Y0sxElVbcvbJP9adN8RfBtuE8zxDYLuGV/edqAPCpdfvrfVRcWHhiaB2eJvPitJh5RQYBCnP41oDxhrE82lJNpd9E9os23UBZzSTRs4Izyfmzn8K9wi8Z+GZoYpU1ywKS/cPnDmq118QvCFlP5Nx4gsEkxnHmZ4/CgDyH/hKDqOqX0mr6Hc3CXAWN7j+zpg0iqBjCBsLzxXd+BNO1C61C4nuhe21vA4kgJjaDfvLMyFSxyoJBrrv+Ev8ADexH/tuw2vjafOXnPSqU/wAR/BttM8M3iKwWRDhh5mcUAdTRWC3jTwylqbltcsRCF3bvOHSq83xD8IW8MUsviGwVJhlD5nUUAdNRWKvi7w66K661YlWGQfOXpUCeOfC0kpiXXrEuACR5o79KAOhorE/4TDw4YvN/tux2Y3Z84dKhbx14WRNza9YhfM8vPmj73pQB0NFY/wDwlfh//oNWP/f9f8aP+Er8P/8AQasf+/6/40AbFFY48V+Hz/zGbH/v+v8AjViLXNKmneGPUrR5E+8omXI/WgDQoqt/aFn/AM/dv/38X/GgX9mTgXcBJ/6aD/GgCzRSbh/eH50bh6igBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiq93JcRWrvawLNMBlY2faG9s9qw1ufF7Xqg6bpK2hcZP2ty4XPPGzGfxoA6SiiigCG5iee2kiSZ4WYYEiY3L7jNY174YF/GqS61qyhTkeXOqn9FrfooA5L/hAbXzN/wDbmu7sYz9s7f8AfNVbv4YaVfSCS51bXXcDAP29hx+AFdvRQB56/wAHvD0gYSX2tsGG0htQY5HpUUHwS8HQsWMd/LlSMSXTED3GO9ej0UAeayfA3wY7ArHfxnaFYpdEbsdzxyajj+A3geOVXNveOFOdr3HB9jxXp1FAHn8vwW8CylcaPs2nPySsM/WiH4LeBYl2nR/M93lYn+degUUAcH/wpvwJ/wBAOP8A7+N/jR/wpvwJ/wBAOP8A7+N/jXeUUAcH/wAKb8Cf9AOP/v43+NH/AApvwJ/0A4/+/jf413lFAHB/8Kb8Cf8AQDj/AO/jf40f8Kb8Cf8AQDj/AO/jf413lFAHB/8ACm/An/QDj/7+N/jR/wAKb8Cf9AOP/v43+Nd5RQBwK/BnwKoP/ElVsknmRv8AGnf8Kb8Cf9AOP/v43+Nd5RQBwf8AwpvwJ/0A4/8Av43+NH/Cm/An/QDj/wC/jf413lFAHAf8KY8C7GX+xh82efNbIz6c08fBvwIBj+w0P/bRv8a7yigDzuP4JeBkuDMdMkcHP7tpjtGamb4M+BWxjRFGDniRufbrXfUUAeXn4C+CWldzDeDcxYKs+Ao9BxWovwd8EJIJF0kg4wcTPz7nmu8ooA83HwQ8HifzNuoEbs7DdHb9PpWiPhJ4MVgRpTAg5B8+T/Gu3ooA4UfCrQRded9s1nG7d5f9oSbPpj0/Grz/AA70FkIT7dE/Z0vZNyn1GTiusooA5q28GW1tIXOq6xNlSNst3kD34A5qxL4XtJbcwi71BCRjzEuSGHvmt2igDl28E25xjWNaGCDxd/8A1q3vsY+0W83nTZgUqF3/ACvkYyw7mrVFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFQXck0VnNJbRCWdUYxxk4DNjgZ+tAE9FcRCfiPNJHPINBt02ndbYkfn13Zqe10vxvPhr7xDZQA7gyWtoCQD0ILE80AdhRXNDwxfSQbLrxLqkjldpeNliyM56KBg+9bOm6fDpVhHaW7StGmcGWQuxyc8k80AXKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACq5s4Dei8Mf8ApAjMYfJ+6TnH5irFFABRRRQAUUUUAFFFFABRVPUtUstHsnvdQuEt7ZMbpH6DNYB+JXgxcFvENkMjIyx5H5UAdXRXN2Xj3wpqEpjtvEFg7gZIMoX+eK6GORJoxJG6uh5DKcg0APooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8q8beKvHvg8ahrJttLm0VJAkMbMfMAJ4Jx1rz0ftF+I5PkTSrBWbgHLcE16j8b43k+F9/sQttkjZsDoAetfJCsVYMOCDkUAfVFrN8YGtBcf8AEjmWSMOgxtPOD/LiuO1D48eKNB1yTTtY0KzSW3cLNGrtnHsa9r8J3Etz4T0eWXLO9lEzPxydor5s+PkEcPxMkaNdpltYnc+p5GfyAoA978CfEnR/HsUwslkgu4ADJbykZAPcHuK7OvlP4A/a/wDhY6/ZwPK+yyefn+7x/XFfVlABRRRQAUUUUAFFFFABRRRQAUUUyRzHGzhWcqCdq9T7UAPqhrK6k2j3Q0iSGPUDGfIaYZQN2yKuo25FYgrkZweop1AHgXjXxt8UPA9rbS6rPpW26ZkQwxAkECr3wP8AFviHxbrmrTaxqklxFbwRqsJAC5JPP6VF+0p/yB9D/wCu8n/oIrG/ZtuYk1nW7Zm/eyQRuox2UnP/AKEKAPo2iiigAoorA8Z+IY/C/hLUdXdlDwRHyg38Uh4UfnigDn/HvxW0XwRm1J+16mVyttGfu9Mbz261w3hi5+IPxU36p/bZ0TSUkKItsuC2OoHr9TXgepajdatqM9/ezNNczuXkc9STX2H8K7eK2+GWgrEgUPbLIwHdm5J/OgDmtU+HXjSH99ovjy/eRMER3Z4Y/UVzWjfGzVfDetT6F44s900EnltPAACvuR3HfNe918s/tBWcFt4/imiXa9xaq0nuQSM0AfTmn6ha6rYQ3tlOk1tMoZJEOQRXm3jPU/iXoZ1TVbOXSv7GtcyRq6AyeWPX3rzz4BeNZNP1s+Gbt2a2vSWt8niOQAkj6EfrXt/jT7Nq3grxHYx3Ch4rVxLjkoQm8A/UY/OgDwC5/aD8Xyy7oI7GBMAbPK3c+uTXqvgvUviRrFxpt/qVxpLaTcKJZUjUCQIRx9K+UiMGvtLwXcWth8OdIvLmSOGKOxRpJXwMKB3NAFf4g6l4l0iwiv8AQ7nTbe1gDPdtenqB0ArhPC/i34q+MoZNS0220yCwEmE8+PAf1Ck8ke9WGku/jN4ijjWKWHwZYylmk6G7kXoPpXsFpaW9jaRWtrEkUEShUjQYCgdqAK2ivqj6VC2tRW8d+c+aluxKDk4wT7YrQpkkscQBkdVDEKNxxk+lPoAKKKKACiiigAooooAKKKKAIpoIrmFop4kljYYZHUEH8DVF/D2iuFD6VZEKNq5gXgflWnRQBiXXg/w5ew+VcaJYumc48kDn8K5DWNOPw2ubbWtHe4/sVphHqFk0pZEVjgOgPTBNelVyPxOuIrf4faqZWKiRBGpAz8zMAP1oA6xWDKGHQjIp1QWalLKBGcuVjUFm6njrU9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHC/GC6jtfhfrPmEjzYxGuB/ESMV8djkgYzX2B8ZrT7X8L9W5x5IWX8j/9evj6gD6Nsvivr2g+HLK3/wCEF1HyIrWOKCZ92HYL1zt6EV5NrmszeP8Axz9p8RXVvowKiNmaNiIlXoMDknmvq7waAfBOiZ5/0KL/ANBFfPv7Q+nW1p41s7qFAsl1ahpcAAEhiAfrigD2T4YeHfC2i+HhJ4bu4tQEp/e3nBZmx09V+ldH4k8TaX4U0l9S1W4EMKnCjqzt2UD1r5P+GHjO98JeLLTy52FhdSrFcxH7pBON2PUZrt/2jNWnm13S9NDf6NHb+cBnqzHr+QoAv6T8RPGXxO8VNpOg3EejWI/ePKiB3RB3OepPoKu+P28a/DS3stXsfFF1qVm8uyaO6iUgMR3x2P1rM/ZtjQ6lrchRS4iQBscgZr0X42wRTfCzU2kQM0ZjZCex3gZ/WgCT4ZfEq38e6dIsyR22p25/ewK2dy/3174/lU3xL+Ilv4A0iKQQi4v7kkQQk4HHVm9q+Y/hzq91o3j/AEee1dlMlykLqDgMrsAQfz/Svo/4seBtK8WaRDe6hqi6W9lki5k5TaeSpGRk8cY5oA4/wlefET4l6VPq9t4pg0qOOVo0hitwQT15JzXFWvxg8a+F9fms9R1CPUo7ecpKkiD5sHB2kAEV3HgHxf4f8HaSugeHotV8STtKZJprS22oCfTPT8a8I8SXDXXiXUrhoXhaS4djHIPmTJ6H3oA+0Li41DVvCf2rRZI7e+urVZLdpxlUZlBGfzr508deNviP4W8SPpt/4hQTiJXP2RF8vB+q5zX0F4DnNz4D0SUymUm0Qbyu3OBjp+GK+c/j5/yU2b/r1i/rQBpaH8Y/E8HgrUI40uL/AFSOUzSXsoBS3iO0Dgdec/nR8Ovi14qufG1jY6nfte2t5KInSRFG3PQggCur+Bmgabrfw01mzvbcPHeXTRTEcEqFUjn2PNdN4V+DPh7whrb6yJp7ySIFoEnAIi9xjqaAD4m/Fm08Extp1kq3GssoZUYHZGD3Y/0rj/Cuj/Enx5psXiJ/F5sI3YtbRouVbnByo4xkd814x4v1WXWfFuqX80jyNJcPgv12g4A9uK+rvhNZvZfDLRYnYMWiL8ejMTQB4T8V/E+sX1naeHPElmY9W02Yn7Sn+ruEK43jPritj9nCHd4m1afy3Oy1Vd4I2jLdCPfH6Gtf9pOytxb6JfCMC5LyRF+5XAOPzrP/AGbZGGs65EFJVoI2LbeBgt3/ABoA+jKKKKACvGP2jL/yPCWnWKlwbi73HH3SFU8H8SPyr2evNPjlocms/DueWGMvNYyLcAD+6Mhv0JP4UAfJdfb3gazFh4G0S2U5EdpGM/8AAa+Ia+4/B063PgzR5lGA1pGev+yKANyvmb9oxYR4w05lYmU2nzj0G7j+tfTNfMP7RX/I82X/AF5j/wBCNAHm/hO6ls/F2kXEJAkS8iKkjP8AEK+qvGIg03RfFszzmRrnTxKbcNgr8pTcPYkD8q+cfhToz638R9IhVFaOGUXEm4AjanPT8APxr6U+JWnwDwZ4g1H5vPOnGDrxtDZ6fU0AfGx6133jDx7qeo+HtK8NRrJaada2sYdCCrTnH3j/ALPpXA1734z+H/8Abvwp0LxBp8OdQs7FPNVRzLHj2HJFACfAXx+IX/4RPUZEWNiWs3Y87j1T+tfQtfA9rcz2N3FdW8jRzwuHR1OCpHQ19g/DTx7beOPDySbwupW6hLuLGMN2YexxQB2FzaW95GsdzBHMquHUSKCAwOQR7ivMfHfxI1G28VWvg7wqkDaxOwWSef7kRIzge+K9Vr5T+NekalonxGm1dPOjhu9ssFwmVwwABAI7igD1Wbw18U9KtpL608WQalcgbvsctuqq3cgGk+EHifxL4o1LX5dfmH+jyLEtsFCiJucgDr2714pp/wAYvHGnLtXWnmXI4nRX6dskZr2X4QfEPS/Et1dWUmm29hrcwM07wIFS4x3x680AevUUUUAFFFFABVHTbaC2S4ME7zCWdpHZ33YboQPQDHSrp6Vm6HcG507zTJM582Rd00QjbhyOg7ccHuOaANOiiigArg/ierX9ho+hIedT1GKNhg8qp3NyOnArvK4zVbc6j8TtDRZXC6fazXLpng7sIP50AdiqhFCjoBgU6iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDi/iyQPhfr2SBm3wM/UV8aYz0r678S/Caz8T6pd3lzrepxR3RBe3jk/d8exrnv8AhnLw5/0E7/8A8doA9D8I3VvB4M0ZJriKN1s4gwZwCDsHFfP/AO0BrGn6p4uso7G6juGtrbZKY2yFbcTjNeiH4A6Owwdd1Yj0Mgq7pHwG8I6dcrcXQub91bcBO/yn2IHWgDwf4a+CdQ8W+KbRY4JFsYJFluJyMKFBzgHuTjFerfH3wTd6ha2ev6dA0wtIzFcKvLBOzY9q9psdPs9MtUtbG2it4EGFSNQABU7osiMjqGRhggjIIoA+b/2ctTt7fxHqenyMFmuYA0eT12nkV6R8c9UtLL4bXlrNKBPdukcKd2IYE/hgGnav8FvDl9qi6lp0lzpF0CW3WbbRn1x2qkPgbpd5eRXeua1qeqSKcus0nDf4UAeK/CPwjd+JPG1jOsTiysZFuJpSCF+U5AB9ScV0H7QOtX8/jYaS87CxtoUZIl4BZhkk+p5r6T0zS7HR7KOz0+1itreMBVSNcdP51x3j74VaR47nivJ5ZLW+jATzo+dyDsR/WgDlvgl4h8LaZ4EWGXULS1v1kd7nzWCMeeDk9RivBvG09jc+NNXn0ybzrOS5Z4pP7wPf8819A+Hv2fvD2l3S3OpXM2olGysbDan4gda0vGvwX0LxVPHc2rf2ZcooQmBBtcD1Hr70AX/hr4i0ceC/D+mf2lbG9a1/1AcFhtyTnHTj1rwv47yxzfEqV4pEkX7NFyrAjvXtfh74OaB4f0i/tIpbmS4voDBLdFsOqnrtx0rDf9nbw/I259W1Fj6sVJoAb+zzdW8Pga7SSeJHN82FZwCflXtXsteQ237P2g2s0bpq2ogI4bYGABwfavW40EcaovRQAPwoA+Pfiz4Xl8M+Or1djC1u2M8DnoQeo/A19DfCjXrS8+GuktLdW8bwxmJ1MgGNpPXPtiuk8S+E9G8W6ebPV7RZkH3HHDofVT2rzyP9n3w9HLldU1IQ7s+UHAGPTNAHFfH/AMXaZrdxpulabOlybVmklmjOUBIGFB7mj9nO/gtdd1m3mnEZlgRl3EAHax7n616lqfwb8IanaWFo1nJBBZhgiwvtLbupY9zkDmqUXwH8GQuHjS/Rgeq3TCgD00HPIpaZGixRLGPuoAoz6Cn0AFRXEEd1bS28y7o5UKOPUEYNS0UAfI3xO+F154K1Brq0WS40eZiY5QMmI/3W/wAa9t+Cviiz1fwJZaf9oT7dYr5LwkgNgfdIHcYxzXo1zawXlu9vcwpLC4IZHGQRXnup/Bfw5cah/aGlS3ej3QO7dZybRn6dqAPQbu7t7G2e5u544IYxlpJGCqB9TXyZ8VteHjj4guNGVryGGMQQeShYyY5JA6969pf4ODU0RPEHinV9SRWOYmk2qR6cV1vhjwN4f8I2/l6TYqjZyZn+aQ/8CPNAHLfB74dp4Q0QajfRj+171AXJHMSHBCfX1rp/HEmn3HgvW7W4uoVzZyZXzADkKSB+YFdNXmPiD4J6J4g1i61GTUtRha5YvJGsmVLHr1/lQB8nnrxX2n4BntZvAeiW/mxOxskDR7gTjHPFcL/wzl4c/wCgnf8A/jtbPhv4MaV4Z1y01S11bUHe2bKxuw2njoaAPJvjT8OE8L6kus6VAV0u6b50HSGQ9vYHtXEeCvFl34N8S22qWrMUVsTxZ4kQ9Qf6e9fRWq/BLTtYuLiS68Qau8c0hkMTS7lBJz0PpWZ/wzl4c/6Cd/8A+O0Aer6Rqtprmk22pWMgktrhA6MPft9R0ry/V9e029+Ml14W8QNBdaRPbR+TBcYZI5wM8Z6E5NaGjfBfTtFvbSaDXdWMVtIJFg83CEg5wQO2a1dU+FPhvWtW1TU72KWS5vwvzh8GFl7oexoAytQ+BHgq9kaSO2ntcg8RTHAPrg15l4K8Jv4d+O8Om2MzX1tZlmedBnapU/exwDXpA+FfiCNvLh8f6slsPlVOpC+ma7Hwl4N0vwfp729irSTSsXnuZeZJW9SaAOiooooAKKKrQ39rcXdxaxTK89uVEqDqmRkZ/CgCzQKKKACiiigArDs7Z5fFWoX0luYxHElvFIy8uPvNg+mcVuUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVVuYrmSe2aC4ESJJulQpnzFwRjPbnB/CrVABRRRQAUUUUAFFFFABUcwlMLiEqJdp2FhwD2zUlFAEUAlFvGJ2Vpgo3lBhS2Oce1S0UnSgBaKKKACiiigAoqCO6gluZreOVGmh2+YgPK56Z+uKnoAa6LIpVhkGnUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFU49NtYtTm1GOPbczoscjA8MB0yPWrlFABRSEgdTS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVFKjvt2SlMMCcAHcPTmgCWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACivFviF4m+Ivgb7TqIvNOl0mS5K2+YwZFB5AIx2ri/DXx08QnxKs+tSPc2ZjZVs7aIDfJj5ffrQB9O0V8vXvx+8YR6pMFgtbeNJCPs7w5KgH7pJ5zXu8fjnTofANt4r1H/RbeaASGPOTuP8I9STQB1VFeG6D8TfFfxG8UzaX4eFtpVkiF2nlj8x1XIA9t3pTfF3jbxp8L9Xs4tQv4NbsblS4aSERvxwRkdKAPdKK5/wAH+LdP8Z6DFqmnkgH5ZYm+9G3cGuE1jxt4h8U+Obrwh4QuLazW0Qm4v5BvII6hR9SBQB63RXjPiA/FTwTozXVtqsGt2sS7pWe3BljAAyfcda6/4ceJdU8WfD2LUroKNQYSIHK4VmUkKcflQByfxI+M174M8UNo1lpUE4jjV3kmZuSwzxiul+Fnj+68f6Te3d3ZxW0ltMI8REkMCM96+ePikfE58SQnxUIBfeQAvkgcoCcE4710Xwkk8eR6Renwklk9s1ygnE4G4HHXntigD6jqKeGO5gkglXdHIpVl9Qax9f8AEMfhTwnNrOqjebeJTIsI4ZzgYHsTXiugeOvG/wAU9ZutL03V7bRI0QygRoS+3IGAevegD6FVQiBVHAGBTq+X9d+IPj/4e+KZtGu9YF8tsRtM6BvMQ8gk9c4r3zwt4kPi/wAFwaxYqIZ7iJgFfkJIOPxGaAOkor558Z/Eb4k+Br+Cz1SfTHedDIhhiBG0HHPFdb8IPGuveNdH1xr+6iN3E48iTYMJuU4+UdgRQB6uFUMWCgE9TjrUMkMz3UMqXDJEgYPEFBEmcYyeoxz09a8H8bePviT4Emto9TutKkNzuMXkxAkhccnjjqK6D4MePde8a6lrJ1i4R0gjiMUaRhQpO7PT6CgD2CivJ/iUfiLps9/rOi6vbQaLbQh/KwN4wOeoOea8dsvjJ4wa/tjf6xM9osqtKkaKrMoPIyBQB9dUV8weMvjN4zXW8Wito9qyCSGB41LsjdGYn1r1H4bfEx/EXgjUdV1pQs2lAm4kjXh12kggevBoA9Oor52i+LPinx94wtdE8PTQ6PDMzeXIyeYxABOWz9O1UfGXiX4jfDjW4YLzxH9tFyPPB8v5Dzgrg9Bx0FAH0vRXH/DnxxF478Of2h5IguYn8ueIHIB9R7GuO+JHir4i+Fry91Cxgsl0GIqI5GVWbnjnPOc0Aew0V85eD/jzq02vKviSW3GmiJ2cxxBWyBkYx154x70/xL8QfiVd6RJ4n0+3/s3w+HxEdilypOATnk//AF6APoqszxBqT6P4ev8AUYkV3toWkVG6EgdDXi/ws+Mmr634lg0PXzFKLhdsM6qFYOB3x1zXY/F5/FseiOdBWB9NNvIL5XA3Aeoz7UAcT4c+Peta74m0vS5NKsYY7q5SJ3QsSATg4ya+gK+FvDLagnifTG0pVbUBcIbdX6F88Z/GvrjwHceNJ4Lz/hMLa2ikDL5BhxyOc5A/CgDsaKKKACiiigAooooAKKKKAM/U5oITame0muczKE8qPf5bdmPoB61oUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeRftD/8AIg2//X4v8jXjPwd07+0vibpSFUZYmaYhumFGa9k/aCdJfAUaxurmO8TeAcleD1ryr4EyJF8T7QyOqjyJRknH8NAHr3in4GaJ4j8SNq0d3NZCZt9xDGoIds8kE9M15v8AHW6TS7vRvCVgzx6fp9oriIngkkgE+vA/U19NpIkq7o3V1PdTkV4N+0H4MuJzb+KbRGkSNBBdKOdozlW+nJB/CgDjfg5/wl1tc6neeFrC1uztSOYXEm3b1Ix+tdb468LfE7x7b2cOoaNp8ItnZlMU4ycjHOapfs4aksOs6vp7zRqs0SSIjEAswJBx+Br6GvL61062e4vLiKCFBlpJGCgfiaAPKfgt4J8S+DZtTTWYkitp1UoqyhssD1wPavDfFh1nwr8QtWmikuLG5N1IySISuVYkjB7jBr6U8FeL9T8X+IdWuIIY18OW5EVtMR88rjqQe61xfg/xDo/ijxHrnhPxZDBeSJezGykuQMldxBQN147UAeYWHxm8aWUi+bqQu4QuxorhAysO+a+hvhV4j0rxF4MhfS7NbJbdjHLbL0R+px7HOa5zxJ8C/CE1nc3Vo0+nOiM4KPlBxnoe3HrWN+zjp91DY61eszi0kkSONSPlZlzkj8wKAOS/aGcN4+gUdVtFz+ZrtP2bf+Rb1n/r6T/0E1xn7RH/ACPlr/15r/M1tfAXxZoegaHrMGq6jBaOZVlUSsF3KFI49T7UAe0+MNAsvE3ha90q/nNvbzLkyggbCDkHn3FeI+ELvwl8OvEl2ujXF/4l1aRPJRLaEBV5BIDd88c+1Xvjh40Op+ENF/se4b+zNTLu7bSrOEIAH0zWL8A/EugaFd6rFq9zBaXE4QwzzEAYGdy7j07UAct8X9Sl1XxzJdXGmXOm3LQRiW3uCCwIXgjHbGK92+BMUkfwwtGeUurzSFFI+4Nx4rwz4y6pY6x8Rby8065jubYxxqJYzlSQoBwe9eufBHxPp1r8PrOxvLuKGY3jwQxk/M5Y5GB1oA8/+P2rWuqeKNO+z+ZmG2ZXDoVP3vf6V1n7NlrKmma5dEDypJY0U57gHP8AOue/aOiRPFelyKgDPaHcwHXDcVv/ALPGu6fbaFqthc3MUEyzrKPMcLuUjHGaAKH7Suz7foP3t/ly/TGVo/Zq/wCP/wAQf9c4f5tXP/HTxZp3ibxDaQaYzSw6erxPcD7juSMhT3xit79mx0S/1/cyr+7h6nHdqAPX/iT/AMk417/r1b+Yr4/8N20d54m0y3mGYpLlFYeoyK+vfiTLGPh5r0fmLv8AsjHbnnGRXyN4UdY/Fuku7BVF1GSSeBzQB9ReOvhFo/jWeK7M8tleRxrEJIwCCg6AitLSPh1pOheB73w1aO6xXkTrPcNjezMuN34V1sdxDPnypUkx12sDivNPjvrGo6T4BA0+V4jc3KxSyJkEJgnr2yQBQB5r4b0rw38OfHEU82rvrmpRFkgtNNiLFWIIO4/TtVL40+KbrxFLpC3eg3elOkbSILkjMik8EY6dKg+B2t6No3jS4n1m5hg8y3KwzT9FbIJ+Y9DitX4++INE12/0kaVeQXckMbCWWE7lAJ4G4cevFAHQfs82s58N69LaXUaXEkqqgYZCEDqRXR/GiK6g+EE8d7ci5uRNFvlCBAx3jsOlcZ8A/Eum6Ho+uHVNQgtYVkjYCQgE5447mu3+Ol3bS/C642TxsZZYWQBhlhuByPwoA8G+FfhyDxP8QNPsrtVe1QmaVD/EqjOPxOK+j/i39ltPhTq6PbhohGiIi8BTuAB/CvC/gIyp8TISzAD7NLyT7V718V7eC9+GetxSSAbYBIuGGSVYEUAfMvwt/wCSnaB/18/+ymvrDxz/AMiNrf8A16Sfyr5P+FxC/E3QSSABc9T/ALpr6v8AGxD+BdaKncDaSdOe1AHyL8P/APkoXh//AK/ov/QhX23Xw94LvILDxtot3dSLFBDeRvI7dFUNyTX2Jp3i/QdX1ZtM0/UoLq6WETkRNuG3OOo4oA3aKKKACiimscKSATgdB3oAdRVayuJLq0SaW2ktnbOYpMbhz3xVmgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPONd+C/hvxBq13qN5damJLqTzJES4GzPsCDWcn7PvhGJw8d1qqMOhWdQR/47XrFFAGH4W8LWPhHR/7NsJLiSHeXLXEm9iT7+nFa88EV1BJBPGskUilXRxkMD1BFS0UAeWav8C/D15qS3+k3V3o84OcWzfKP93uPzp0fwWsrmVDrniPWdWhjYOsE8x25Hr1zXqNFAFeysbXTrSO1s7eOC3jGEjjUKAPpXC3Hwb8K3S3rSJdfabq5Nz9pWQCSJickIQOB9c16FRQB5fJ8HBdv5Wo+Ltdu7HobZ5sAjPAJ7/lXoWk6TY6HpkOnadbrBawjCRr2q9RQBxvjr4b6P49hh+3NLBdQAiK4ixkA9iD1Fcfpn7O/hy0u1mvL+8vI1IIiICAn3xnIr2KigDnPEHgjQvEfh9NFvbNVtYgBCYgFaLHdT2rgLL9nfwzBdGS6v765izlYshO/Qkdf0r2KigDz/wAQfCDwxrmg2elRQGwWzz5MsAG7nruz96q/g34M+HvCd7FqDNLfX8RJSWXhUPqFHf8AOvSKKAOZ8Y+BdG8cWMdtqsThoiTFNEQrp+Pp7V57bfs46BHcBrjV76WIZyiqqk/jz/KvaKKAPPdU+DfhXU9KsdN8u5tba03FVt3ALsQAWYkEk8CsyH4BeFrckwX2sRE9SlyFz+S16rRQBwPiD4TaJ4kuIZr691QNFbrb/u7gAOq9N3HJrD/4Z58H/wDPfU/+/wAv/wATXrVFAHJ+D/h/pXgl7p9NuL2U3AUP9pm3gAdMDArb1vRrLxBo9zpeoReZbXCbXXOD7Ee4rRooA8Wg/Zx0FLgNNq99JDk5jVVUn8ef5V2d38LPC1z4S/4R5LBIYVGUnUDzQ/8AeLdzXbUUAeRaH+z94b0vUEur27udQVCCsMgCLkeuOv0rT1j4I+GNa1CW7uLjUl8xt3lJONieygg4FelUhIBGSOelAHlMX7P/AITgffDeatG/95LhQf0WtPVvg9oOtGH7Vf6vtigSAKLrgqowM5Bya9EooA8nj/Z98IxOHjutVRx0ZZ1BH/jtd7oPhmz0Dw+NFiluLq1+YE3Um9iG6jPpW3RQB4nq/wCzppV3qXn6dq01pbO+XhaMPtHopyP1r0HwX4A0XwPZvFpsbPPKAJbiXBd/b2HtXV0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB4j8Urvx74PSfWrTxOh02W42xW/lANGD0Gcc1lfBzx14j8UeOvs+savNPEls5WLgKx9SO9dR+0KB/wr+IlCSLtMEduDXlPwEdl+J9soOA1vLkevy0AfWNFFFABRRRQAUUUUAFFFfPfi746eIdC8WanpdtY2RhtZ2iQtkkgHGTQB75O10ssAgjjaMviUu2Cq46j1NWKwPBWuzeJfCGnaxcRJHNcxB3VOgPtWB8VvHF74F0G1vbC3imlnuPLIlzgDGaAO+oryH4ZfFy+8ceKbjTbyxht4vs5ki8rJIYYzkn8a9eoAKKKKAMnxHZ6rf6JPb6NfrY3zY8u4ZNwXnnivmLxv4x8d+HvE13o114ouJZbfaDJAfLU5APQfWvrOvj34zf8lT1j/eT/wBBFAH0r8NNUvNZ+HukX9/M011LGxeRurYcgZ/ACumubqC0i824mSKPcF3O2BknAFcZ8HmZvhZomVK4jcD3+dua7Se2gulVZ4klVWDqHGQCOhoAmHNFFFABRRRQAUUUUAFZWs6S2ptYSRzvDLaXKzqVOMgcEH1BBNatFABRRRQAUVSgjvxql2800bWTBBBGF+ZTj5iT3yau0AFFFFABRRRQAUUUUAFZ+sjUjo90NIMI1ApiAz/cDeprQooA+bPFfxU+Ivg/XZNI1G505riNFcmKBSuGGR2r0v4N+KdY8WeGbu+1iTzZVuSqPgAYx0AHTFeOftAWrwfEhpm+7Paxsv4Db/SvTP2d9v8Awg11hyT9rORnpxQB6hZQ+XqF+/2VovMdT5hk3CXjqB/Dir9FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHkv7QgY/D6IhsAXaZGcZ4P514d8M/EP/CN+Jmu4LCS91GSFoLKJDx5rcDPtXuv7QHkf8K7Hm58z7Unl4HfnNeVfALTLe/+IXnzruNpbtLGCON3QH8M0Ad/rrfF7QdAudcn1bTnjijEstvHH80Y6nGeOPr2qf4Z/GpPEl2mj+IFitr98CGdeEmPofQ/zr0Tx2kEngTXEuZDFCbKXe4GSBtNfEsM0lvPHNE5SSNgyMOoIOQaAPrf4l3HjuwQX/hiW0TT7a3aS58zG/IyTjPXivFNP+NPja81Ozt5NQiEcs6I22EA4LAGvefEkmo3vwze5iuIl36cz3XmJkupiP3cHg5r5E0X/kO6d/18x/8AoQoA+uPHMXjbYt74b1KxtbSC3Z5knQszMOeOPSvAk+N3jiaVIzqMQDMASsIB619R63/yLN//ANer/wDoJr4Ytv8Aj6h/31/nQB9w68dYk8MXB0Ly/wC1GiBgMhAXdx6/jXxl4rh1KDxVqUes7P7R89jcbCCu8nJxivuG2/49Yf8AcH8q+NfijLbzfEvXWtlIQXJU5/vDhv1zQB618M5/iQYPDrLHaN4akAX5QoKxgd8cg1h/HaPxcshfVHgOgG7P2IIRvB29+/rXrvwl/wCSYaF/17j+dcb+0d/yKGmf9fn/ALKaAPIvha3iptfuYvCT2yXzwHf5+OUBGcE19VeF11pPDloviFo21UA+eY8bc7jjGPbFeA/s4mQeLdT2xKy/Y/mYnlfmHSvpegCOZDJC8auyFlKhl6rkdRTbeJoLeOJpXlKKAXf7ze5qaigBqsrfdYHHoa+P/jN/yVPWP95P/QRX1tY6ZZ6YJhZweUJnMjgMTlj1PJr5J+M3/JU9Y/3k/wDQRQB6B4A13xT4m8Iaf4Y8KL/Z0VlGVvdUmGdpLlgqe+DVLxP4t+IXwu8RwwahrSatbToJE81BhlBII4AINem/BbR00n4aacwQrLeFriTI5JJwP0ArgP2lEtvM0JwR9qxKCM87OMcfXNAHrHgbxxp3jnRft9kDHKh2TQORuRv8PSuc+K3xQfwHHbWljbpPqFypceZ92NRxk+teRfAHUrq1+IJs4hI1vdW7CVV6DbyGP0/rXqnxk8F6L4hsbbUL7WrbSbq2yqS3B+V1P8OOv5UAc54eT4jeO/DUviKz8XpaMzMqWkcWFyvbOD61yXhX40eKtI8QQ2mt3gvbQ3AiuBMo3IM4JBGOldz4I8a6X4f8OpoHhrRtZ12OAO0t5b2+EZz1I3H6V88ajI0ur3chjZGe4dtjdVJY8H3oA+3Nfl1c+H55PDyQS6iVUwCY4Q5Izn8M187698V/iL4W1u60rU7iz+1RqAwWMMFJAIIINfR2hGdvD+nNcrtuDbR+YM5w20Z6V8o/Gr/kqerf9s//AEAUAehaJ8YfEeo+F7Oy060XVfE11LJuCJ8sMYPykgVyni3xv8T/AArr0UOr6obedo1lWKIIYyPw/WvQ/wBnnQrW38JXGtBFN1dTNEXxyqL2/PmuG/aK/wCR5sv+vMf+hGgD2H4UeOJvHHhZri9VFvrWTyptnAbjIbHbPP5V3teIfs2ow8Pa0+Pla5QD8FP+Ne30AFFFFAHkXxQk+IGkW+oa1p2uWtvpFuAyRIn73B4wSRg8mvLPCfxm8VWOvWx1TUpr6yeQCWJowzFfRcY5r3X4xOqfC7WNxxlFA+u4V8z/AA0tTd/EfQYhF5o+1ozLjIwDkn8AM0Adfr3xx8ax65cxxpFp6RuVFq8OWTB6NnvXU6j44+IOpeEo/GGjTWUWlpBm5jwCY5Fba2M8nJ5/Gux8YfBrw/4w1kaqZ5rOeQfvvs4BEp9TnofepPG+g2Xhr4J6rpOnqy21vbALvOWPzjJJ9aAPKPDXxk8Ya34v0myuLuFLea5RJEjiA3DvXs/jy/8AF+lQnUNDk0xNOtoWluTdBi3HoB2xXyf4T+1DxdpP2P8A4+PtUezp13e9fY3jcRHwNrQnmaGP7HJukXqvy9aAPANP+Ofi3VPEOmwu9rBbyTpHKkUOdylhnqfSvp4HIFfB2kW8t1rNlbwnEss6IhzjksAK+74wViQHqAAaAPlP49yO/wATrhGYlUt4goJ6DaDx+Nep/s8/8iDP/wBfbfyryn49f8lRu/8ArhD/AOgCvVv2ef8AkQZ/+vtv5UAdv408a6X4I0c32oPmRsiCBfvStjoP8a888Ja94++Jltdaha6jbaHpqMYo/Lh3uzdeCfTjmvL/AI267Lq/xEu7cuTBYAQRrjABxk12vwn1vxnpvgUwaL4VXULZppGiuGuVjG44zkHkjigC3/wtvxH4I8XPoPjOGC6gQ83NuuG2HowHce1e3adqFtqunW9/ZyCS2nQSRuO4NfOXjvwb8RvHesw6ldeGIraSOEQ7YrhCCAScnLe9eufCTSdX0PwJBpmtWz29zbyyKFdw3ylsjGOMc0Ad3RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeP/tCSxv4DgVZELC8UYDAnoa8c+Eni228I+Nobq9O20uEMErAfdz0P0Br3LW/gdoeu6rdX9zqmpBriVpTGrrsUn0BFN0f4D+FtKvHneW6u0eJominKlcMMZ4HUdqAOo8fXFtcfDXXJ1mV7eSxkKyRkEMCpxg9DXyJ4X0K58S+JLHSraNnaeUBsfwpn5j+AzX0RdfBB5bT+zIvFuqpo4IIs3bcoGc49K7Hwd8O/D/gmNjpluWuXG17mU7nYemew+lAFvxRbLa/D/VbWFSEj0+RFA54CEV8XaVIkOsWUkjBUS4jZmPYBhk194SIssbRuoZGBVgehB7V43rf7POj6hqk11YalPZQyMW8gIGCk+ntQB1njzx3oug+Cri4+2QXE1zAUt4Y5QWkLDGeO3PWvkC2/wCPqH/fH86+qPDPwP0DQi813PPqFy0bIjS42x57qvr9ayU/Z00BdQVzqV61mIzlCRvL565x0xmgD2CzkSWzhaN1dSgwVOR0r4y+JNtLa/EbX45VwxvHcc9mOR+hr6n8D+A7XwNbXMNrqF5dCcqSLhgQmM/dHbrWF4/+D+leNNQ/tRbmazvtoWRowCJABxkHv70AUvhz488M6T8L9L+26tBHLboIZIc5k3Z6Bep+tZ37RLCbwVpUqAlGugwOOxU4q74N+BmiaFcR6hqkj39wmHjjkG1IyPUDrWX8VNTvvGwTw7odsJbFLyOF7hRnzZc8qh7BRyTQBxnwB1zTNG8U6gNSvYbUXFrtjaVtqkhgcZPA4FfRmheJdJ8SxXMuk3QuY7aYwSOoONw9D3HPWvJLL9nDTo79JLvWbiW1GC0SIFYn03eleq+H9K0PwtbxeH9KEUDKhlEO7LsM4LHuee9AG7RRRQAySRIkLyOqKOpY4FfH3xikSX4oau8bq6lkwVOQfkFfVviTw9Z+KNHk0u/aUW8jBm8pypODnGRXCXHwD8GTROqJexyMOJBcMxH58UAV/gV4vstT8Hw6G8scd/YEqIi2C6E5DDPXqRXH/tJSIdX0SPA3iB2J46Fvz7V6D/wpPwuuj2tlE13FcW27ZexybZfmOeSODWcPgPpN3qAvNY1rU9RkEmQJXHKDopPWgDj/ANnfwxcPql34kljK26Rm3hbP32P3vywK5L436hdXfxKvYJ5meK2VUiQ9EGM8V9U6Zb6bYWw0/TUt4obf5fJhx8n1A6Vx/jz4U6L45cXUhaz1FQF+0xD7w9GHegDC8AfELwTpngDT7R9TtrKeKErLCyFW39zwOc+tfM+oTxz6xdTxnMck7up9QWJFfTvhv4DeGdFuYrq9ebUpo+Qs2BHn12jr+NWPGXwT0DxTfG/t5H026YAP5CjY+O5X1xQB1ug+KdC1KytorPVLWWQWySsiyAlFwB83pz2NfL/xmkSX4oaq8bq6ny8FTkfdFe72PwS8L2OgXOmK12XuSpkuvMxJ8vIAxwB7VQvP2ffCVzsMU1/Aw+8RNu3fXdmgCX4BTR/8K2ii8xPMFzKdm4Zxn0rzf9ojy38X6fNG4dWtdpKsCMhunH1r1rwp8INA8JXpvLSe+ln2sgaSXACsMEYGBWfefAXwhd+YQb9HYHDfaCxBJznmgDn/ANm11Gh60pYbvtEeBnn7pr3KvMtD+CHhvQ7hbiK61KSVZA6n7QUAx2IXGfxr02gAooooA4L4xSxp8MtYjaRA7RjapYZPzDoK+ePg9NFB8UNHknkSOPdICzsAOUYDrX0L4q+E2ieL9dOqajd3wYoEMMcuE4747VgS/s8+FXdGivNRh2qAdsgOT68igD1e0S2jtUS0EYgUYQR42ge2K5X4qRvL8MdeWNGZvs+cKMnhhVvwX4MtPBOmTWNneXVzFJJ5mbhgSvAGB7cV0M8EdzbyW8yh4pFKOp6EEYIoA+IPCF5Dp/jDSbyckRRXSMx9BmvqT4qeKNG0/wCH2pxS30TS3tu0MCRsGZ2YcdO3vXJ6x+zppN3ftPpuqT2kLNkwsofb64PWug0H4JeG9FV5JZLm9umiKLJO2RHkYJVelAHy1o88ttrVjPAMzRzoyDGckMMV93Ix8pWbj5QTXjY/Zy8PqARq2oBgBg/L17npXU6d8LrXT9C1TSP7b1WWHUNmZGm+eML2B9+9AHhXx3If4mXEikMj28RVgcgjaOhr1f8AZ5/5EGf/AK+2/lUcn7PHhyUgyarqjkDALOp4/KrumfA3SNJnhktNb1dFjkEnliUBWIOeQBQB5V8dvDFzpfjWXVkt2FjfhW81VwvmYwQffpXqf7P80b/DgxLIrPHdyblB5XIXGR2r0XWNG0/XtNl0/U7ZLi2lGGRx+o9DXmMfwOXStSlufDvifUdKjk/5ZxnOPbPcfWgD03W9bsPD2lT6nqU6w20IyzHqT2AHcn0rK8D69qfiXQP7V1KwWyE0rG2jGQxi/hLZ7mucsPhJBJqMV94k1zUNckiffHFcv+7BHIyvfnNejoiooVQFUDAA6AUAOooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiq9nPJc24llt5LdySPLkIJHPtVigAooooAKKKKACiiigAooooAzdd02XV9EutPhu3tHuEKefGMsgPXFcJ4M0+wtNbuZba6Y6RoFv9ijklAUNKeZHJ7ntmpNa1/xdofifVFi0XUNTs7mICyFsgaOJsYBJ6jnrXIax4X8TWnw+VdXhmaF50D6Xp7ZZizZZ3f8AiJz06CgD16DxTpE3h5tdN0ItOAY+dMNgIUkEjP04rmPA6S+JfEWo+N7gEW86/ZNMVuogU/M3/AmBNV7PwA6eCiNQe5v9SWwKQW07ho4H2nCquAMjgc56Vk+DfAfjiy8NWtrL4nfTIJF3NapCHeDPZWPT6e5oA9N1fXdM0KBJtSvIrdJHWNd55LE4HFaG9dm/cNuM5zxivGNf+Eusv4k03WEvX19bbBlgvpthkcbjn0UD5eB6V02reG/FXiXw/cJql1HayGIeTp9jKVXcD0eTuMdhQB2Wl63putrcNpt5HcrbymKUxnIVh2qpZ+LNIvvE114ft52e/tU3ygIdo9t3TPPSuW0nQvE1zbf2b9is/DWk7QH+xuHnlOMH5hwp9+TTdG+GN5YwmzufEVwbFZC6pbKI5Zctn95J95u1AHQeIvHmh+GwsdxcGe7kz5VrbDzJHOccAe9ZEcXjHxf5c80zeG9LYA+THhrqQH1PRf51P4N+HVp4W1TUdTlmF1d3UhaMleIELE7Vzk9+TXb0AZ2kaLY6HafZ7KHYCdzuTlnY9SxPU1o0UUAFFFFABRTWG5SMkZHUVDaQG1tordp5JmRceZKQWb3NAFiiiigAooooAKKKKAK9vcPM86vbyRCOTarN0cY6j2qxRRQAUUUUAFFFFABRRRQAVVvHu0WH7HFHITKBJ5jY2p3I9TUVzbXcmqWVxDOqwRiRZozn584wR9MfrV+gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8C8R/Fnxb4c8U6jpTtYTraXSKpFuyh0Y9C2cKfc12Wo/F6303xCuhvod5LeN5QQRyJiQuBjZk/MOevtXGah4S8NaxqGv6lL49lNq8ivqUDW+ZFVW4UnGRg8ZArp/DHgy+v/G1p4gvltBo+nW4TSPIzudCPlL55yB6+tAFv4teMde8GaXpmo6WbdUml8qeKaMuwOM5BB7YNcronxT1/xTrOvR2V7bWlnaafNdWoe3/ePtXjOT2Oa9K8Z+DpPF62SDVJLKO2Z2ISJX3llK/xexP51zdh8G7fTRJLBr98109g1gHkRCqxsMEBcf1oA5zw/wDFTxLqdv4e0qUQR6nrErlbtoDsSNSQCFz8xJU9xU3iXxn468O3OmQ6ncWsCSX727y29sW85ByGVTk9DjApL7wZ4Z8PLp+lz+N7i01TTZWksZCgYwhzwrADGM56kda1ofh1pGt3C26+KNSn1HSZzLcSAg5ncZ3EMCOnYUAUfDHxT1i78JeKtd1MwSJpj+XbxxwlCzHOC2T9OKI/ifq+p/B+XxNZ3FtFqunzBLqMw5RwWwOM5HBz17VDc+AtJ8BWSNq3i67S0vNQSWSEWyETuDkAjBP17e1N0bwN4W8QXfiLRdL8VXpE83m3trBGiRj5sqFDKTweOKALeh+OPFWtaRqWp2l/ZT2dpZSSPKbMxlJ1RXC7S+WUgsM+1dv8PtevNf8AB2napqk8Jur0MwVF2DgkYAyc9M1lWXww+zxSxTeItRnR7FrJQVjGxWwCeF5O0AZOan8OfDaDw7fadMmt6lcw6ejpb20xTy03dTgKOfegCjfeJfEsfxgtfDMFzZLps0H2k74CZAo6rnPXPepfij48uvCWj276O1rJeSSMWErAgInLdxk9sdauax8O11bxYPEaa9qVnerH5Uf2fywET0GVP61Ut/hTaW8coOs31w720turXKxvtLnJb7vXNAGF4v8AiLr2kx+Hda0aOO80+8szcXdsEztC7S7BhyMZIqpbfEHWNb0jV9a0nWoo7C1vYi3nwLut7coWbPPzHd8g+laXhf4e3GnavpsCz6qNN0wSoftZi2TB8blCgElD15NXLv4KaBNY6hZW15fWdpfXKXDwwsu1SoOFGR0+YnFAFLQPH/iB/hzqXibWFtFZ32aamPL354Utk4xnn8K6T4YeLZvGHhGO8vZIm1CGRorgRjABB4P4is+3+E1pC0QfXdTljjmjl8p/L2NsXaqkbcYA4xWr4P8Ah/ZeDdQ1G7s766mN826SOTaEU5zkBQMUAdhRVe9uhZWctyY3kEYzsTGT9MkCpkbcgbGMjODQA6iiigCOTzPKfygpkwdu48Z7ZpLfzzbx/aRGJsfOIySufbNS0UAFFFFAGB4w8SDwl4dm1drOS6SJ1Vo42AOGOM8+5FcLZfE6K78TwyXugXlm0FwNOuJftKskbucoCo+99R0rvPFvh2DxV4em0q5u5rWCRld5ItucKc45BGMgflXKf8Kl02e8e+TXNQbzbtL1grIUeReh+7zQBm2/xPutIa/j1G3utQuH1d7G2hVY49mBkAnOCPepYfiLqWqa14ant7Wa0tLue4trm3Yo4aRB0Bzkcjr0qe++D9he3zyy+ItTSV7s3wVTGCJTwWHy5rGtvCnhmwNrc2/i7VpDZ6m8Ue1VkAuX+8Nuz360AX3+NJ8kyxeGbwoYpJlLTxjKRHEhPPb9a09W+K9vprXWzSbiRYrO3u42LqA6ykAfTGaqf8KXshEIv+Eg1TYIpYsYi+7KcuPud6n1H4V6LqsFpbDW71JorRLV3jlQtPHGwK7gQfukdhQA3Vviw+m6xNp8fh26nMNwls7iZFBdxlMc9/fGK63wj4lTxXoCakts9s/mPFJC5B2OpwRkda4zWvhnpdqLzWtU8SaosCSR3c7ZjHzRjCnIXPHTiuj+HWn6VY+GBJo13eXVndTPOr3YKtljk4BAwKAIfEvjuHw1q8lmlnd6hKkAurlIyoFvCDgtzjP05rJ8FeLdd8T/ABA11JAI9DtECQIEBBY4IO8dyDnHpW14l+Hun+I9U/tA3l3ZXDwG2uDbMB58Wc7WyDxRpPhnTPA11q2tHVbiOyuQHmimK+VHtAAIwM9BigCfxvqOs6XpkFxpVxZW0Yk/0m4uhuCJg4wuRklsD8a4xfHPioDQJL82elwXKRi5luLWQh5GcgIMfdJAB59a6LxJa6T49v8A/hHF1e/s7qwKXjfZvlDA8o2SCCM8jHeq4+EummS2Eur6rLBGUeaCSfKzupJDNxnOTk4xQB2+oXhsNMuLwRNN5MTSbEIBbAzxnivP4/jJpSaWLy+067szNb/aLRJWT/SF3bflO7AOfWu0uLiPWfD99HpEsM7FJLdSWIUOBtIJx2rzvQvgxA/h6ODxFdTTX6QeTDsl8xLX5t26LcvGfSgC+vxitLj7Ilhod9e3NxLJD5FuyOysgBPIOCMHOQexrUj+JVlJrMNh/Zt8EL+TPcbRst5gm8xtz1AHOKgsvhl9jubC4/4SLUmezuPtCqFjVC2Np4C8AjIIHrT5fA0GleINS8QLrt3aaZcFrm9s1A2MwUgsT1xgk49aAMxfjRpstjPcQ6VdyNHsKRo6FpFZiobg8cjocHkVLqPxPuYdHsriDQ7pL2XUhYzWshUsh6kA5xkjpWZafD3Q55ZvDS+ItRcmKO5t0SJU8uINlTv2/Oc9z0rZm+FUcmm6hbJ4h1PzLy6jujNIVZo5F7rwOcUAd+sv+jCaRGj+XcytyV45HFeeax8VbM+G9Qu9GtrprlLZ5rVpofklCvsLDnnB5PtXdafYvZ6VDZXFzJdsibGmlPzSe59684vPhdpWk6dqU9/4ivIdLW3eKIYUC1iZ97gHBzk98ZxQB2vgu41a78JWFxrZP9oSR5kzF5Z68ZXscVwfiX4m6vph8QyW9sscek6jBbqHj3b0YfNzn73GR9RW/pXxE8IabokMDeJGvGgjI8yWJvMcKM8gKBkCs/Uvhra+KzqOoWuv3EWnay0V15KRKVLADDZYZ/LFAFo/FvSU0V7ySyu47pLoWhtJQqPv27uSTtAxzya6zw34hsvFGiQ6pYMTFJkFW6ow6g1xT/CC3lF202uXck0tyt3G7RRnZIF25KkYYe2K7fw/o50PSY7I3JuHBLPKYkj3E/7KgAUAatFFMlkWGJ5HOERSzH0AoAfRUUE8dzbxzwtujkUMrYxkHp1qWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPm7WPC2qXkniHXvD9texagl9LDeW8kRxcQOeCoPBwKu3el+JJPiZZre3OrQ2kaQLZxwRF0I2gMp/hUDnOa+g8AVy/jPxvY+CrW2nvbS6uDcSeXEIUzlvTPY0AeJ6joPjbT/ABTNZJ9tfTPt32KPbI5zFMcqR2wuOvrXQ+GoNcb49XzT2l7Lp8Ukm2dywRBtwp9COMY969T0PxdpmvWl1NH5lvLZY+1W9wm2SE4z8w+nesaf4naTH4KPiu3tbi4sROYnEYG5cNtyfrx+YoA8s+JWn3L+ONUudOt9StbwyxKuyFpYb5gFKj0XB/CmafbeIrGLx1bjQbye5ndC0isQeoIA9R647V6v/wALM0uT7DLFpuo3Nvd2puo5oIN4GPvKfcd6SH4lWV1Do01npd5N/azSLCFAyCnXdQB47YjXtZfw8mq6ZqrPp+ps0y+U5WGI4wAT6V6Z8H9N/s1vEUcml3VrK9+7pLcIR5kRJ24J/wA81Yt/jBpc8i+XpGpfZ/tAt5J/LG1JM4we55qa6+LGm6frd9p1/pd/bpYyKlxcMoKIGOFb1weKAPQqhuLdblAjM64YMCjFTwc9u1cdf/E7RrHXpNMEF5cJBsFzdQR7o4S/3Q3fnjmu2BBAI6GgBqIEzjPJJ5OafRRQAUVyfjHx1beDpbSKfT7u8e5WR1FuoO0IMsT+FYVt8YbCZrZptG1C2t55YYhcS7Qg83JQk+mAT+FAHpNFZM3iXRLdS02q2qAFRkyjHPStRGV0DKQVIyCOhoAiu7SC+tZLa5jEkMgwyHoRUwUKoUDAHAFcDq3xQt9G1zUdNu9Fv8WCrLNOoBURE4D/AErrE8QaS09pB9vgWe7jEkETOAzqRkED6UAadFZw1zSzfzWA1C3N3Au+WHzBuRcZyRVW38W6De2lxcWWq2dwkH39swABxwMn1xQBt0Vzngzxda+M9FbUrSCSFFlaJlcg8r1xjtWvf6pYaXGsl/dw2yMwVWlcLk+nNAFyiuTn8e6cnjq28KRQy3FzNF5jyxYKxjGRmusoA4n4pwXNz4MaG0S7aRriP/j2TeQMkncv8S+oryOXRvEaWGkNJaX9tbG2McP2eBmkhlEhPC7uCRzzwBxXt3jrxHceE/CV3rNtbR3MkBX927EAgsB2+tcTZfFfWl1eGz1fQbe3jW4hguZIpyxQyjMe0d/egDkdesvFL/EyDVYNN1Z4LWWBZHxndHtAY9e+eQOKguNKvdDOrWFp4d1VbtdYW7tbqNCyeWGBx+RNeoT/ABCuLbx6PDs+nxCKWYW8EiTZcsV3bmHQL+tctpXj3XtF0uGIWi6ldXmo3cf764x5RTlVz6YoA5nTbfVIPEn2xNN1mCNby9laZ1YAQNGfL6nAwc1o/BmRX8VRtqcZjv20/FqIyGR49wLOxBOHJPOa6fSfiDqmueJbGSGzQ6bJoTXtzA0mArbiMjPXlcfRq5qy8ff2p4R8R32jaFDpWoWnlyma1YB/KZid3PpjkD1oA9J+KVo9/wDDrVraK2luZpIwIo4lJYtuGOBXlsum6vBNb/2dpmrRzyQ2v9nSfMqWuOJFcfn9a6k/FfVLXXxaTaTA2lxXENvJciUmQ+YuVbb0pLH42JOuqz3GjyrbWyu0Dpn5yrYKsTwCetAEnww8Oumuarq1/FqUN5FdSLEJmZYmjbuFJ+tdP8UdJn1r4eapaW0Jmn2rIkYGS21gSB74BrC+G3ijVtX8SeJrTVpCI4GjmhiklDGFWXO0EcY5rutfvZ7Lw1qF9YhXnitnli5GCQpINAHhGu6dLc6ldX1t4f1q2KaVBFpyCNgVkVujYPTA7+ta9yddPxRtbiTTNQ8mRoRMUDsuxosNg5wq5PI9qmbx94pt4PCmrOgma7sLiW4tPMASYRqGD/7JwTx7V0V98Wo7GPR5jpZeLULaGdiJgGTzG24A7470AHwfsp9JsdU0250i7s5o7t3aeb7soLHbt+gqT4wR3MuhWSQLe7Un81zbxs6sFB+VwpBAPqKu+CvFmpeIPFHiWzuYVFpY3IjgYMMqMfdI7+ua7O9keGxuJYk8yRI2ZU9SBwKAPBbeLxRceNdOlnttVs1MNq1uEVpBGAoDLuJwFJ+9nJqMaTq02n6/YXMetPrD2twLtFz9nkcSblkDH1XgAVqR+PPFLR+FdVVHmkuY7wz2QkCpMIwSDx0I549q6W6+MWn20lh/xLpmSe1hubgg/NEshwMD+LHegDiv+JtfvMNF0bV7eG40OKELIpUs6MD97PGUz+dVdQfUZrZI1tdc/wCEcXUk2x4k3ogX51xnO3d0NdxH8W7vGqXUvhydNL08SRvcq+4GVSAF9gciup8F+MI/FltdLJaG1u7Rws0edynIyCrdxQBi/DvV7200TTdMutL1MGW4nRZLhf8AVIpyu4nsRwK7jVdPtdU0u4sr2Iy20qFZEHUiq3ie7uLDwxqV3aKzXENu7xhTg5A7Vx1h8RWg1bQtDmtXme8tbdzdSyBWYyDrt74I5+tAHJLa2+o2PjiR/D2oQmXdc6fHJbEAN5XlkrjuSxyPSuf07VfEdhpGo6dpQ1dl/s+0dY5kdgigfvlXPTr0HavpSvPb34jyad4quNMuNClSwguo7WW/LgKpcZQ464NAHml/PeweD7C7i1K6/tCC/J02znieITRsMFVBJZgCcjJr23wboh8P+F7SzdpGnK+bO0jFiZG5br+VcVfeP7XUJfN/sCN9ouP7Ju5GVg0kQOTj+Ee9dr4L1e/1zwlYajqVqbe5mjDMpx83+1x0BoA6CkPPFLRQAgAAwOBS0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5p8XdH13XbPSbXRdKa88i6FzI/mKoXb0HPrXnesa9r1hp3i5oNT1nbZaksFtOsq+XEu77pJOSfoK662+KeqWnii10OHRp7+ygSKK5uV3PLvZAdxIG0DJ70ARz6J4zvG1/UDoi2s2vmO1eNJ1LW0QBDOTnk4rnH8EeNNF0TW/Cmm6K97pFxcpLb3Ek6Kw2spJxnodtdjaeONQ8TReIdHvYreBBY3Etvc2M7Zwp243Y+9zng8Vy2m+Idavo47ObUv9EXwq00heVldn+bDKwP3sqvPpQB2XhTwhrGhePWugkkeg3Fm032VpAy287ld6Afh24qv4N8Aal4d8Wa5qtxF51pC0v9lW4l4+c5bGemelS/C7xnqupSW+haxFEJF02G6t5xIWeZCMEtnv0z9apaj8U9b03xXq2nyWenyWmn3UUJAZlkkWRsAjtkd6AOb0fwf4vstUe6t/DklreT3juJpLlHihic8/ITyRUnibwD4q8Q+Ide1VdI8ucPE1ozzjbMIzggr0O4c811unfFG8ufFOo6VcWdukUcU8ltKrNj92P4mPBz7HisOX4t+Iz4be5XT7RL1LmNJI9j7okKliTGeT04I4xzQBU1Xwr4w1fXpr2Pw8dPv5JINt5bXYWMqoG4SJn5hxxXuyZCqD1AGa8ef4w6m+oKtlo4u7aCK3kufIR3LeYoJKkcKBn+L0qPw94p1XxD8Q/DuqTzxQWeoWtx5drDI2QqtwJAeC3uBQB22sfDy11nVJr+XW9bheU/6u3uyiL7AAcVt6Bocfh/TRYxXt5doGLB7uXzHGe2fSuN8d/EW98Ja5HbW9vaT26QCedWZjJgtjHAwvB4J4rW8eeJtR0HwUNe0r7PvQxu0dwCQ6tjgEHg89aALnjmK/l8NXKaXpK6jeyo0KDcqmMOCCwJrzq90DxVdeAvC+lzeF0lmsLuN7qMTJlki4UHPXcCfpirV18SvGNrdWenHRLKTUZrY3ZjiLOrR8bQpHGcZyc1JL8S9avPHEOhWMVtDK1zBG9nNGxkERUO8m7hRgHGOtAHIyfD7xZPpWmRvocqmIXUMkSXEalVkbKHJz8oBx+Fe7eG9Pn0rw3p2n3Mgkmt4FjdgcgkD1rzG8+Imr39y2jzQWsay3d7p8phdg+Y4yysvcZJFZcHxL1Dw94M8Lra3FvcM9tI909xvkclG2lTjkf7x9KAJfHPhHxR4j8ZaxcQ6A7W01qLW3n+1hFypyHYdx7Glu/h74ubUJLdobe4+2Jaf8TNZAr2hhxkAdeeelJrvjDW7uXxjGup2aW0VhFLbxCRlfBAOUx39TWpb/ABO1GOW0SG3sjYRy2tkyyOxnLOgJbn+EHuetAGZaeE/F2n+PLrXV0KKZFu5yT5y/v42j2jg88lR14+bpVaL4ea1a+CNMeLw3bvq0Opme5tWkX99EGYqpOcEDdiur8KfEPWdU8R6bp+pW+nCC/wDtIja2clkMJxzn19OtYXxQ1S/8L/EfSda0+e9MCwCW/gjlJQxhtmdhOB1FAHWfCfRdV0Pw/e22q6amnvJePNHCkgYBW5xx0x0qj8UvC2sa5qOmXmm6emoxQxSwvbvIqhWcYD8+lcZ4b8S69p2m+I9YvJ5X1uXUorGJLmQtFbh+QSgOABntWhcfFDxZFJ/ZqLpbX8LzxTylG8tjGN25eecjtQBseC/CuuaF4/FxfaOj2x06O2+3+YpKui8nHXn7v0r1muQ8N+PtM1ttMsZHZNVvLRbkwrGxQAgk/PjHY966WC4mlu7mJ7V444ioSViMS5GTjvxQBiePYtHm8GX6a/NJFpuFMrRthuGBAHvnFcNb6B4O1vxTqelCXUoZm+zXona4GyXA+QoetdZ8UdFude8AX9lZ2purnKPHEvUlWBOPfGa8u1rwv4k1V59Vj8ITWki2cEdlDHKhaMxtzwCCuR2xQB6C/wAPPCZ8Y/2g1/cf2p5wuhB9q6MB129elY2h/D3wT4jS8uNJvtS8yC/kLyJcYKSZO7AxjB5rnbrw74xn+INv4hXQJ40W5ieQI65KFNpy2dxPqOldj8K9I1zw/e69p2paStvbtePPHd7hmbccgDA5AHfNAE8Hg3wTpcllbLqhjl0+GSAo14AzxtklZPUDOQKqwfC3wV9heO01C5SK9g8hnjvB+9VTnr3xj8hXNeIPBcmo+KNTuU8FzzRvqlu6yhlXfGAfM/i6N/nFV7Xwt4ntdC0O5OhSm5sNQuoWs4gozbyg+p6ZJ5z0oA6j/hVfhC3ura9fXb/fJKksTPeriRl+7jjnHSpPDfhHwlq6anFbz6i8DyzQy2NzPhUcn5mVOuc965Kz8F6uLTQRqvha6v8AyoDbqouAjWrrMWDE5I27cc+1WtN8M63Y+PrW/j8PXkbjWJJZ7lWG1oGXgE5wQDQB3ugeCPD3gSa8vlvrg/a0EUrX04YMB0HOPpVq58U6BNrkPg0+Y1zeWpzFEmVSMqeCRwOBXN/FPw/qOp6npd9FpEmsWEEUsclnG4BWRhhJMd8Gs34e+H9U0XxvG2p+HZg40yK3OpZG0OAS2fXIIX1+WgDc/wCFT+GbWG0tjqGoR+SsqRbroZKyLhl5HTAxxUd18FfC9xDaK0+oR/ZYRErLcYJUHIzx2rJ+Kuh+ItV8S20ul6NJcQpZMqzwspJYMG2sG4UcHBHJzXbeKLTVdZ+HN7a2ULwalcWYCxFgGVuMrn1xkUAY3hiz8LReMNb1Oynu4L21AjvFuJNsfT7+OhyB1rumurSS23m4i8mRcht4wR6g14BP4K8T6hDqr2WgXGlx3UNsVtwyfvhGfnDc8E9cHrVm+8H6qYdEhfQdWuYIvPLRzCMmMMvyj5DgDdzjtigDtrf4V+GjIGsdX1FGtnkdfJuwfJ8wfMBxwCDTofhT4XV7K7h1G+xbIsQdboYkVWLAMcc//WrivCOheJdGku47fwxdqLrQjbyCVtiPcAtyee4wOxrD03w94w/4RfU9KvfC98DcXltNCsS7Uj28OQCc8qKAPXP+EQ8OaJ4c1+Sa5urvTtRDT3SvKHyepKY7/wCFWvAdhpVj4fGr6fqd7d2l5EJRLeNyqKOOMDGBXlo8K+I/ssqT+HLyfTbe+uPK0ssAFEi4R1OcMFPbpXf+DrLUrb4QNpmp6XcR3cFvLB9mUYdxztx9c0Ab8Wr6F468P31vaXztZyhreSVMxnJ67Saxbf4W6FFqFlLJqeo3Mlk8bwxzXCtt2fdHTOBXlem+EfE1poOmK3hi9khtxNFcWjnBMj/clUZHT1r0Lwv4VNz45Oqanp2o29xZWdssU7uVSWVUKyZwfm6j8qAPTZLiGAfvZUTjPzMBXDap8L9G1XUbi4u9W1PfdXC3LRC4AUuv3cDHQDpWF8TvDd5rHii3uLTSLy7CaXcJvi+6JSD5fUjkHJ9elc9d6Z4pvLiwWfTdTGrSCz+y3jKdsCIuJlbB4JOc+uaAPQbX4a+HYb8TRXVzIqCXyrZpwY4zIMMVUDit7wp4aTwpoy6dHfXN2isSrTtkqOyj0Arx/wAN6Br2meKbC6h0DUIp1vpzJM6bYzGw+Xcc9Ae1ey+G115dLP8Awkb2jXxkY4tQdgT+Ec96ANiiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiio5kMsMkYYoWUqGHUZHWgDyy50b4ff8ACW3Hhl7Fp5tUVrud1uiyKy5+9hsg9617XSPh2s6avFd2Mj2YSJpzeZXI4Tfzgn0zXEaJ4H8VaP4gt3i0eJ2s/tMZvZZgRcebkqxHXA6EGs3RPC3iDwtofiG68T6N5lnf24hEdmA7xtu+UhBwADzQB6VpvgvwHBe3CWqJcXMrvG4Fw7mPzASV4PyAjPpUHibwF4E0nQ21TUtMH2XTbdwkbTuAQTkL19eB9aufC3QbrSvC4vdUQ/2rqLCa4Zlw2AAqAjt8oH510Hi3SZNd8KappkRXzbm3dI9wGN2OOvvQBwHh678DaL4vsza2I015dNWeC9e8JieNiBs5PY8fgat2PgLwzb+P7zVdZ1e11PVLthcQW0+1WjA53BQfmGPauHufh54x1LTLWC58P2W620kafETcjKsHDCTGODjI/GtPV/A/jS88a6dqkdlZLbwi23J9owxCKA2eMnvQB0/hrw58PfEl1qlxpln5zw3EkMuZmwN33toDcKa1b/4f+B7DTCb6yit7KOQSO8tw6gHBUZYtnocAZql8O9F1jw9rGu2V3ptrb2E101xBMj5Z9x6Aegrs9d0qHW9DvdMnUNHcwtGQR6jg0AcVHpHw3NzFqNrcac72kIiWOO8+VwoyoYbsNjBxmuSs9Y8G6brcWqQeDTb6ibF9Ut3S6yGAJDAAfKONxqLwr8LfEWn6zBf6mBOv2SSR4SyhfPUNHEvA/unOapD4feM7a3tGGiwyPa6XPYkLdgl95YggY7bulAHpkfhrwr8RbGz8S3+lGR7u2Xh5GUheoBwRnFX/ABLp3g/+xLXSfETWcVgmPIiuJ9g+UcYOQTip/AtjfaZ4M0yw1CzjtLm3hETRxtuHHfPvWB8U/Dep+IrbRjp1lb3f2S8E0sczAbkxgrgjnNAE+paL8PtafSYLyewleOLy7IC7+Z4zwFBDZYVyB8B+Fl8Uyy/8Jja+Z9sW4MOIvPjKc7FkHzKBjoB0FGq/DXU7bxmt1pWl202mSSQNGn2hkFoU5IKj7wzzWRc+F9S8PePNBTULKKa1OqzutxbozM6Tf3+wAPFAHYa/4d+HbQajr4srK/vWiN5tS82eZk7dwO4AAnv61DBpPwrvbXTNLvLXT7e6cZjtDOxdWcbiCwPPXucVyEXw78awCWCPRrN41tbiyjd7nkxu5ZT06LnitzRfh3rt7r8V1rukWEcUOmpaxSed5hSVFwsgGPWgDrh4P+HniW6kSOzsbye2iWBhHKSUVeAOD+tXZ/AXguxZNRn0i0i+yxbRNISAqgYycnBwO5rm/hr4I1rw/q73OsxBWgtzBHKl0zibLZyU6CvRNZWd9Gu0trZbmZomVImbaGJHTPagDhNK0b4WWF2NR06XTRLYuHEiXZYRsehxuwSav6xYfDzX9ThvtTk0+4u7iAbHacjfHnA6HGM9PeuMT4aa3F8OtMs4NKsYNatL5ZZmim2NcRjd1cDIPzY/Coo/APiB/wCx1061sVig27pobsuseZi7owOd4HH40Ab2lL8NptI12/a0gt7Brk2d08kzuJiD8pxkkZ7Y5rTHhn4ZtZ2EZj00QrG81sDcFSUP3m65PvmudHgrxdaaBrOl21lpzB9S+127l/mkBJz2+UjjFUJPh54wj8N6Pi0sZ9QtVuYZInlIAjl6Hd3IoA9e0DTtI03SLaHRYoVsQn7kxtuBXOeG7jmtWuH8GeHtZ0qDShfas8Qt7MQyaWpVo8jI3g4z6V3FAGP4o1W40Tw7d6ja2puZ4lGyIdySBnHfGc474rzzTvif4hu7Sx8vTNPubi7kuEHzvCAIueVOSCRXpWt6LZ+IdJm0y/V2tpsbgjlTwQRgjkcisAfDTw0sVlHHbTx/Y1dYyk7AnePmLHPJOepoA53w/wDFW91BJ5NR0qGFTp731usMpYkIcMrEjjn0rm/FvxE1mTQG+1P/AGbdwfZr+OTT5iyyQu2CjeuAfUZrvdN+HXg/StQhe3DNNFE1skUl0XG1h8y7SaqSfDbwEtjdaQxRFkcSTIbwhwF5APOQo646UAZUHjjW9Z/4RfVDbRW1vfTXBjghuSTKFifAcY5GR07cU3S/itrTQPNqOi2xEumSahbJayksQh2lWyOOcn2Fbdp8IfB0UNubaK6McbGSIreOQMjGRz3FR3Xwd8Of2cbfTmu7KYQtCkqTs3yscsCCcEGgCz8PfGWq+M5L66ntLWHTYgqQyQlm8xyMt8xx06dOtYUnxavbG51ldQ023RbMSNCiyMWYA4U5xhge5B4rf8C+C18I318DfW264RMWdqpREA/i2kk5Pc0qfCjwss13I9tPKLmN4ysk7MEDHLbcnjJoAw0+J+tDQPtdzokNrc/ao4FMrOEkV1JDKCNzdMYFMbx3rWr6ppsdpbpFZahok9yY0c+Ysi5GVOOuQMfWuiX4W+Fxoa6TJazSwCVZtzzsXLLwPmznocYqC7+FHhm8kto2tJooLWIxw+TcuhXcxJHB6c0Achb/ABQ1rSPDelxxWcF/INHF9LcXM7B22vsYEY5OfetbUvixdnWLXTNIsLSWW5gt5I3mlbkyjPyqBkhe/IrRg+EXgmaICCKeVI0aDKXjtgE5K8H17Vm6r8HVutSMtnfQw24iihiZ4yZrdEAAEbg9cDqc0AavxI1DV9Ph8ONp1wUupdQjjdFkKRy5HKtjJ25rIk+L9zaxJLdaVDHFFdS2d3IJmKxSqMqAdvIbFdrrvhvRPEVnY6Xq0hm8kiSFfO2uxUY3cHJrmLr4YWa3Wm6Zp2oi10eKX7VdWDne9y4YENuJz2xmgDa1PxTq2mfDr/hJZNLi+2JCs8to0hAVT1GcdQOa5iP4u3QtNSjuNKto9Qs2tyEFwTGUmAIYnGcjPQAmuz8ceHbjxT4Tu9Gtb1bJrjaGlK5G0EEjHvisHT/hL4a/4Rn+zp4jK87RSz3EMjAu6DAKnJwOvHvQBn2/jzW9Z8Q+FxYQW0Vrf2c08sTufmZTjGcZwCOPrVO1+L+sPaJdXPhhUguZza2csdxlZJg23DcZA98V0TfCTwwbKytFju1itJXkjxcNnDDlc5zjvj1qS1+GPhuy8Pz6ArXBgnm+0oGnO+Nx0ZPTFAGG/wAVNTlFultots0xa4juBJcMArw8ttIXkEdM4rSg+I8t34p0nTILGBbXULeGdZppWVjvBJVRtwSMdMjNTj4S+GBDApW98yIPmVbp1Zy/3ixB5Jp1v8KfDdvqVheKt432IDyopLhmTIztJBPbJ/OgDt1ZXUMpBB6EGnVn6Po9poWmx2FirrbxklQ7liMnPU/WrxZQwUsAT0GaAHUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFV7SzgsYmigTYjOXIznk9asUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU1wxRghAbBwT2NOpGAYEHoRg0AeMWPj/AMaN4e1rXLs6WthamSC2fozTK+0Ar71BH8UvEd74esJYH0+K+l1I2MwmTjBXIbbnjFdHd6x4G06y8RaYmlJNb2ksYuYI/mE8r9ABnrnjNXdA8PeBte0Q3cWgW8CRSt58UoIaGRRg7ueoHegDk9K8aa3rfi/wzNPqdtaWzRXInjxhJWRtpH4jGPStb4deOdc8R+NdUsNXlgWGKDfBFCuVYbyNwbuMVfS5+FcNjFKsuji2s59yMXyI5G78nvt/St7w1beELTT59Z8PR2SWrq3m3MByMLknJ9uTQBxPxB+IXiHwd4lntE8praaKOa0Aty52gkS5PqOtZceu6zql9oF3f3KRXt7pd7NDIBs2qclPl9cCu0v/ABd8ONUuYrm91fTZ5Y43iRml6I3DD8cVd1I+BbXUdObUG06O7EIjs97YIjYYAUdgc0AePp4i1xW8N6zZ6nbyammj3Lzs5yGCHhWGcbsd69vTxF5ngEeIDJBGxsftBYnKK23PPtmuTtNP+Es001rbJpLywI7SIJDlVX72ea6rw+/hbVPDUlnov2WfSFBjkhj5VQRkgg9OtAHL/Cfx7qHjE6pDqMkEklr5bxvGmwkOCSMegIxmsnxJ8StY0X4iTWBMf9nW24CNEDebiLfgnqGzj8K2vBusfD/T9Ov9X0mG10uGK4NpJK7YL4PB69D1FdFNpXhFWk8VTW1idyea98/KlSMZz06cUAeY6Z8WfEF14a1e+uTaRFLZZracqMK7HHl7ep471kX/AMRtZ1bwvpkj6ikd5a6zHHNIYgoK43KzD0r0SCP4WWmh3V7Cuk/2fdN5UsgORIQc7fXjrxUNhN8OJ9e/4RCy0qydb2BbrKLmOT0APXOOaAOLHjzVLTWNfGk3tn5lxqsEH2h/mUoyldyLnHB5qzd/FTXtP8K2M0t9ayXI1K4s7i58jcRs5XCj1rtdZ8PfDPw3JbR6ppun2r3DYiBDckd+DwBnrWd4h0LwHBqdnpcN9b6TfQuZVjRBIhMgC/MrZGTxjPPFAHUeENS1eXwFFqmsSx3V+0LzkRAAdyE47gYFcPpfxC19vDmo6zNqWlzA2ouI4CQHt337ShUcke571P4d8YaR4O+F6z27QtIJZzBby3K5n2udxUjp64HrV/TdQ+HWpWEBubKws7jXoFkmgZcFg3QMe2T06ZoA5nVPinr/APYdvJaX9lHcNqRs5pGi4RSoZW9Ko6h8YNa0/RtKna/g+1q1xHKPs+5LvYwCsD/CDzXY+NPA3gvT7TTbm7lTSrK3uFYQQRbhcMOgI6niuqudC8Ia9oltdT6fYXGmxRmWF9gCIp5JGMYFAHCN478Q6v4taGx1LTbGztRbM9vcYBuFlUFmVj1wTgCuZ8N6xewN4OFvrMVrA+pXsdwn8G7cSNw9wwwPevShffDW/FvqYfR5vsbLbxSjB2HB2qPwBx9KiupfhjGlksraSi3DCe2IOBkfKHGOnIAz6igDN8LeJPF+s+OZdGvZ4Yo9LkkN95cI2upP7sKfcVd8feNNW0LxBbaZYzWdpEbSS7ae5BPmlP8AlmvbJrnfDXiDT/DFp4gk0lptSvV1aK2llvZMNKG+UFTycDsDXaatqvgTX799P1mSwubvT8uyS8+WQPmAPfHcUAcT4HvL/wASfGCXWLvUU2jTUljtVOAFcY249Qefyr2yuN8MjwJfavJeeHRp0l+q73ktz8wBG3P07V2VABRWL4o1m60LRXvbPT2vpQ6p5YbaFBPLMewHc1xUvxdVNOsrhNJLSPbyXVynnDbFGj7GKn+I5oA07T4aR2vjlvE51m7lYzPMLV1BRSwwcVy2t6boutfGS/06Oe3jurvRni3g5KzHjOP722vQ9b8ZaVoGlWOpXpm+zXjokbpGWwW6Z9OtYX/CZeBo7l9Tkto4rgXTQJObI+ZJIB8xU4ycdzQBzGt3fiTw54t0LwlZahcrY3drbwW8yRj5WRh5hP8AwEH86n8NeNvEF149e1up4nspb6e0a2dlVoQn3GUfeORnPauyvPGnhZNX0yG5mR7i4RZbSbySyqJDtUh8YXPSs2Lx34EOvXjSeTb6taGTzpJbXa42cN82OePfpQByfxMv5NJ+JEd5bayNKnTRmkRzyJnV+IyPfpVW2+JXiibxa5lUW8EZRDZTFVBBTdn1LZ6Yr0jSdT8JeO4ZdXtre3vktGMRnng+7j5uNw6c1Rg8W+Bb6O81nZblrBN8s0lr84QHaGXjJHbigDy6L4k+KJdDvb6TXIYt8SyIDs3RyeZjaF/u49ea9K+GXiW716PW7a61WPUBZXCrDcqoBZWXJ6dgcj8KSLxN8P59Gu76C2s1h85YXVrL5nkblflxk561d+H2q2eu+GrnUrGwsre58+SCUW8Xlq7KflzwDyCD+NAHllp4k1HR55dKsPEEVuDrl1FLOiqRIrIHD4PA5GPxr0vwT4lvvE/wufUZZ2W/SGaMzhRkumQGA/CqngRbXxXZanc3/hbR7Zre6e2i8uJW3FeGJ49ak+H3j3RdYU6IYLWw1NJJVNpBGRGwVsEjgDnrigDyqHWBPpPhDy/EeNUt5LhpZuN9v8pIU565Pr610CeNrqa70rWp7yzOpT+HpzFIWCrFMG/iHvgcV239v/DqWG/uFsLR/saGWf8A0D5tucFgNvIz3qc6n8Pfss872enrHbxRyvutBwJPuAcck+goAb8MdcvNe8OX0OpXc11c20vkyPIq55QE4ZeDyT+leb6B4u1zQ9Pk0ix1IzRql+sUbIHe28kllYnqc8jmvS1+IXgbQbaFIJktYZ1aVUhtWAwpwxIA4II5zWRqHjfQNAv9VvRoFt9ijtYJY7yGJc3HnE8E46Y5P0NAHKv8UtZk0jUgus2okjs7KVZAqhldxmUD1PFVf+E11OW50/WBrEElxJo9y8Ek0YVo2VuAR0JNd54i1Hw1Y+GLrUdM0HTp/J8hrpJLUJthkwd3Tk4NW7bVvhy/h6K9jh017KBxbIv2cMyt12hSN1AHn1l8Utfi0OZpdTS5upra3lV/LUeQXcq59CAMdat3/wAR/EkOnaar6hbRSLNKtw8Ox3ZAyhWK9MYbnFd1ca58PdNitsxaeseooVQxWwKuucEMQOBnjmom1P4b2Gr/ANjNbafHd2isPLNtkRgDeTnGOgzmgDL0TxhrF58TxpU2oxy2UklxsjiVSuxOFGRyGznOaz/GF9PB8WZrp7oSJpWkNd21oGIzJzwR3Pf6VveCPFOk+I/GWsw6fpNnFHbxpJFeRRbJJQ/XdkA+lVdV8beHLbUdf1CLRIbm80u4igurl1GShwrMGI/hzjHegDlp/iP4kh0m9li1q0uHFvb3iTLENse9sNEf85r17woNZOhxvrl3b3V1IxdZLdNqlDgqMetc7DrHw6fw3Lcxppo02WYQyKIB80noRjOe9dfpF1p15pVvLpU0MtjtCxNC2VwOMCgC/RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUU3eu8JkbiM49qAHUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRzR+dDJHuK71K7l6jPcVJTX3bG2EBscE9M0AeD2Pwf8RaXr+q3GnTxm189JrYXM/M5Vt3z7QeOTXoHh7wZf2vg/WbDUrlE1DV5JpZWt2O2MvwApxnivPdH1bxFpV3PdzazCl1q+ry2stw5Lx2ojBPCk7Rn+VWrLx/4y8ReJtN03S9QsbQ3Nu0mJ7cFJCjEEqeuGAyKAK9t8MfFb2E9u2m6dCY7aGzRJZtyThJd5lOBkE9MHnmvYYNNXTfDUttp+nW0EzQs32aDCoZSvIzjue9cX8SvE+v8Ah3UNEg07U7W0W7WUTGaJSuVXOQT69APeuSv/AIs+IZLWwkgu7S1B0c3ryeUGFxMGwUGenQ9KAHaX8LfE0Vpb+fp+lK6aXNZlJJcne7Fg3C4yM479K19S+HPiaYk276dJ9tsrW3umdmDQNER80fBznHtVA/EnxKPEamTULKOzN/awfYmhAfy5V3E7s54/nWv4t+Jt/Bp9teaTaXlqnmzRyJcRIjSBQMOm/IK/Tk0ARRfC7UH8M+JbOSDT0v7+ffa3AYl9vcM2OM47etdR8PfCt74asNQXUEiWa7lVjsnMpIC4yWIH8q4TVviJ4li1K7ez1WBbSL7IVjktlz++wGyeoxnNWbT4g649nZ2E+qQQzPq1zZSak0KkBUGUBXoCx/QUAVLXwB4wW7aKKLSha2GqTXcMLTYaUSAgEkA7QB0BFdoPCd5ZfCKXwvbiC/vlt/KKFtqFmbJGe2M8fSvLR471G38SWGsR3MOn3OsWsSX1wIg6RBZWTeUP94Ba3JvF11pF3qtto+u2ou7nxBHFJO0aMnlvGMtjpwVPSgCC3+FHim30GwFvFaJJa3csq2MlwcBHUAgyKBk9fwrp9J8A69ovivRNXtU0sRw2YtbmMFx5K558vOdxwcZNYOs/FbVdO8LaZcrqcEk0l3cW01zbwK27YfkO0nAB713ml3+sTfC1dSOrRyaobZp2uUCSIG5O0AcY7UAYvxP8F+JPFOrWcmjfZFgS1khdpZCjAtj0HI46VU1fwB4mvPFmk6vCunhrVLbz5POYNKyD5ww24bPYnkVztn8WdcGjX0kuqQXUv9mJdJLFbLi2lL7djY4/OiXxtrOueEEkk1lYzZa/BBJdoiDEJwQ8mOMbh2ODQBoL8MfFtvpVs1s2li+i+1QmORyyeXMd24Hb1GSMYqi3wc8QRS2DlbK+DW0UN0k1zIoidP4l243YHTNaP/CdeJnn8S39jrdne6bpClo4ktlLzBlyrDHYEjP0rNf4l+KY7dozrFqSZbQLc/Z0wPOHzr6fLQB6R468Matr2iabZ6U9oJLeZWl88sMqBjhhyPwpPDvh7UNF+HJ8OXctpNfCGWKIM5ZHBJ2g55xzXAT/ABN8RR6Et0mqWMklreTQ3IUIsksan5WVTkH6Dmuk+J10n9heGddguVtLkXsBjvGUfu1cZJIPGO+D6UAc1Y/CLxJaaK6A6ckq363UdlHNIsRGwqcuMN3yOfWtG4+G+t2VzZS2Gn6LJFNY/Zb23lL+TDh9+4Encxyf0qlf+PfFEWgQ6wmoedaWupS2MsttbqRc/KfLkUem4gEZxwK9MTUP+Ef8Bx3nii5NwY4FF5J5f3i2ARgdvmxQBwN54N8Vvc69Foc+iS2t/ex3is8jb0ZcYGAMAcVWTwF4mj1mO0FzpHlQXMuoRL5p8wyOuCrDrtyTzXPeFNV/4RfSdT1fS5FtrYeIVt5GYApJAw4GT0C9a2dD1qHXtd0C/fVbebWUury2+1HYG2YOz5R95fQmgDpPBfgzxLo3ijTr7UYdNS1t9ONm32aRtxO4tuwRzzivS5JJVniRId8bE733AbOOOO+a8z8BeIPEviPxXPFf3UiwaTE1vfJ5Kqk0+47SuOny4NepUAYninSL7WtFazsL1LWYyI5aSPekgU5KMPQ968vHwsfULBI9I8QWMk/7211HyxuSNHbeyRgH5SD2Neg/EXWL7QfAuo6jpz+Xcwhdr7d20FgCcfQmvGbXxvJoi6xDomoy3sNzqMUk+oZRHCOgBxuXC/MMbsY4oA9T+IWl3reAI9D03SX1RnCW+Q+1osAASdO2M1jar8JJr3SfDqW1+gu9LjZZftBfbMX5YllIbOffpXL/APCaazdTaBDc+KWskmiuBNLAyMH2Z2EkrjJ6Z6Uvgjx7qH26Q33iKW7a40iS5ZJAH8uZGOAqgD+EZx3oA3NT+EGr395o8qazaRQ6fbxRiFYnC7lfccDPQ++a1P8AhAtRt9P8WG9vdLP9rO8yXDxEeQDjcDnoNoHQ155Z/E/WLrw1qY/tyeO4Se1ZbltjMiOcSYAUcA9ucdM1oXPi+7n0qHSpfFLPpU1/dwT6nJGrsUVAUU5GMMSe3NAHo/w78Jv4c8MXdrHqFtNDeSNNA1pkxxKwwNpJyfWuGT4T3lrPd6fN4h05bm+s3gijZnLyZbdu2k/y4rtfg5Mkvwy0sLKJPL3oTnphjx7VwXi/U1tfipr2ppexy32laaDYwOgJDkfNt916+tAGrH8JfEhvZ7+XXLL7Z5kM9uVjcokkYAGVPbGfzrpPDHg/xL4c0G5tRq1pJeTaj9saVYyFcMRvVgeg+ledXHjnW3gjtY/Fsq2pubdF1MRIdwkX51OBj5evrxXumg2t3ZaFZ217ffbrmOPD3OMeZ6H8sUAcz8O/B+reEU1VNT1GC7W9uTcqIVYBGb73XseKw9E+GetaVrVlejUrNFtZ7pgVRizJKSR7ZBNc9r3jbVdL+IGpxr4nZLS11O1hSzZUIaN/9YOBn5elNi+IGti8upJ9bPnyteLLYKiA2iRj5HGRnJPYnmgDofCPwx1jSdVnvNX1C0uY7m2ltpYlVs7WJIOTx39MVXk+EF7N4Hl0x9UVtU+1rcRyszbCqcIjY5wF7jvWT4J+IOti5VXvJvEU0umC5NororrIG5VeBjjqDmp73x5rB+I8VnNqElnZzIii1TaTAzIT+8BG7IPfoKALFx8I9amtlEF3pds8tnLbzxhZGCmQgswYkknjqa6jUPAU1/8AChPCUtxCLmK3SNZxkKWQjBPGccV5La+PPEkmnl/+EvneYWE9yVVY8iSNiFX7vQrziuh1f4h68daiEN/5Srb2T21uFQrfGUqJOMZI5PAPGKAO6u9EvtY+HC6aNT0x71QiXN0q5iIjbJU45424P41yI+F+ta297fTX2k4nvkvbdrZpPLcBdpGVwQMelcz4f8TCz1LWfD39utpmnWou2tyQhS6csxwSR7jjvUkHjzU7bQLCG08Q2enQx6T9oSKJEy06NjZjHy57jvQB1OufCHWNS0vS7G01aztYLVWMsKrJsZiwbIyST07mt2H4e30114lm1G4sZG1e2WKIxowaF1TZnPXByc4rj5fiJqmteKrTQ/7bWyhuPs0izQhVQqQDINx5yegFe5yFlhYoNzhTgE9TQB5/4N8Ia9o/ieXVdS1DTpA9lFaSw26Nn5BhDk9OM1m698ONf1G/8RQWd7pyaZrMqTuZkYyIwxwMcduvvWXp+uXtp8ObnUkvXh1271ho5y7qrs6ucxKzZA+RcDOBWWvxY8TXcllb201pBK1mJGe5KRrJJvwRyPm4GMLjmgDdvfhNqtxBqEjXllJNJerewRDeisQu0qzDkAgdRXd+BvD0nhrw2ljNBbQStI0rx2rOyKT2BYkmuIg8aarN41uYp9Zt7cWl4IF0woN1zGUzlBjcWz0OQK9H0DWjrunG7On3tgQ5TybyPY/HfGTxQBq0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFJgZz3paKACiiigCGdJpPL8qYR4cF/lzuXuPb61NTA6lyozkYzxT6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKa+NjZG4Y5HrTqa2dpx1xxQB554X07wn4ii1vTU8Lm0jiucXMNyg+aTruA7V1kXhTQoNQtr+LS7ZLq1QRwyKgBRQMACuPsdD8a6ZrfifU7WPTN9+6yW6tIxyRgYPpxXokHmG3jMwUSlRvCngNjnH40AZuseGNF1+aCXVdOgu3gz5ZlXO3PWqlx4G8MXNvbQS6JZmK1cyQp5YAQk5OK6KigDAm8FeGp5JZJtGs3kkk8xpDECxbOc561d1TQNK1q3jt9SsILmKM5RZEB2/T06VpVBDbRwSSum7Mrbmyc847elAHnfiDwNq7eIbi+0PT/DzW86qXF5blnZh0z9MDFUJfCHje7s5Laex8KfZ5jvlg+zHDP/AHj7+9etUUAeQXvgXxpqKxK8fha38pAisliHO0dF+btWfq3gnxB4chOpXNloWuWUDK0ltHpyxSNyBldoySM17fRQBweq/C/w9rzWd2kD6a0cRAjtVVB8w5yMde2a2LXwXp+n+Dz4asZrm2tCpXzEky/PXk+tdJRQBzGieA9B0Tw+2jRWUU1vInlytKgLSrnoxxzVweEvD40mXSl0i0WxlKmSFYgFYjoT6nituigDKs/DWiaeZDZ6TZwGRDG/lwqNynqD6ioZvCHh2ezS0k0ayNukomEYiAXf64rbooAwP+EJ8MjZjRLIbJRMuIgMP61f1TRNM1q2jttSsobmCNw6xyLlQR04rQooA5K8+HXh+91PTLt7dkh05cQ2cbbYM5yCU6Eg810d9YWupWUtlewRz20q7XjcZDD6VaooAyYPDei22jrpEemWw08c/ZzGCmfXFU7nwN4auLcxDR7WE4O2SCMIyEjGVI6Guhzjk0AgjIORQBjeGPDGn+E9JGn6erFC5d5JDl5GPdj3NbVFFAHOeOfEcfhXwpdarLam6Ee1RFtyCScDPtXNw+K9GmutVj1K1tItKj0+G6aCS12y4bswPDc9BXW+K9ATxN4ZvdIeTy/tCAK+M7WBBB/MCvP5vhb4gv7q4l1PX7a4a5tUhkdYCpUxsChA7j1oA0ZPiT4DsdMtnFs4jEht0t0s/niYDO0r24qy/j/wZDa2F/Hau7XayGJYrUGRQnD7h2xXOH4NambpNQOs2x1A3wvHYwEpkDAAWmah8H9bn0eCxh1mycpcSTb3tyrIXYMxVhz26dKAOy0e80+PxZdeHG0qzgie1W9tCkIXejH5lYH+IHnj1rntc17UovHQ8Pw+GLDUNKW6gy5iwULqSSM8EjBOfTir1z4d8QPrOs69EgW+s9O+w6SCQ29sZMh9CTxXbaNDepo9n/arRyaiIl890UAF8c4oAmnltNJ06a4ZFhtoEMj7F6ADJ4FcLb+OvBl1ZS+IJtPaOfcsR32oM0m4fLj1yPeut8U3EEHhu+We+hsRNC0SzzNhVZhgV5cnwx1e08J3UEmt6dFHJeRXSnaRCEUY5z69aAOih8V6BHq2l2tlbWdvotxZTX7mS32n5euOwIIOaf4X8fz+K/F+qaPax+RZR2YntZ2hKPyQAcHgjnINY9t8KdQNnp0B1e1ltooLiByEOWjm67T2AHStbwr4O1Lwx4lTUdV1mzuI100WCAJ5bbEO5T74Gc0AWviDqN94W8NxapY2VheTrIkdxJcxgEliAGGO+f51KniHw1aa3FZ6jb2qa3cRxrdSwwZjRmGVRn7Z7A1Q1zwPe+K5C9v4nMmkThA0bDzCdshfKt068fQVBrnw9vJdavLtNTtY9JvbiC5vBMCHTyhwFbpg+9AGnB8QfCMIubiON4VtwQJRbACT5tuEI6nPGOKqSeOfAqTw6x9k33lxK1uZFtAZVcDlG7g4rl4PhiNet9UjTxHpxnn2ssVkoMYKvuVnGevrioda8H6po0OhWcCaZFeSamtzI9su1UAG0Haxy55JNAG3d/Enwvb68LW7sIJdDu7NZYLqO13ZO4q4cdgO9dnrX/CO6Vop8ST6fayR2Fv5sEixDcq9VCnHGSf1rzW4+EMmoWENtaeJrWSP7I9vH8v3nMhkfGO2cCvSL7RYJ/h+NC1q6hhElotrJKrYUMAACM+4FAHJabrt7dzaTqeu+GNNXSruCS6juoYjI9uMZAb3IpJda8K3WgtrfhnQdMuUjult7xZ7cRuiswBOPxzVnR/CniY2D6ZL4mtDa2Fo9nbR2iYIJXCtL7gdvesSx+FniXTNHv7G3v8ATFS7lgmbKvhWj5LfU4oAzNbHh221m/1C60uW4xrMVn9njeQJtwCGZenGOAOK7fWfivoVhb39pYzN/aVqkiok0LBNyDOCRWB/wjd1dSaoE8T6N/aF3qUV9BtbcBIgxtIJ6VpWngHxDFo3iW3uJ9KnvNWcvHM0bHYWG1j7cenegDrrTw9o2o2ct5cafBIdTSKa4jI3IzBeCAeh561k65q/gfw5qWmaVqNrbJMmPs4FsGWAE4Uk4+XJ6VP4Zg8SabqT2utT2506Gzt4YGj+UNKBhsZ57Cs7xH4E1O68XS69o91Z7ruGOG5hvYy6jYQVZR68UAaI8Q+EJ/GK2wjhfVSfKS78gEFsZ2CT+8B2rsa8qj+FuqNq0cM2qQf2RHfPfqY0Kz72XBGegFd54a0AeG9J+wLfXV7+8Z/NuX3Pz2z6CgDZooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8z+IvjvxF4Su5H0/TLeawiijLzTEjLu20KMV6Ld3dvY20lzdzxwQRjLySMFVR6knpXI+P/AAzdePfC8NjpepW0MEkqzGVlLhwORgg+tAHMSfE3xJo6aPNr2iRxRXl40EggDMdm1SrJ65yePauxu/iFoNv4fstYjme4hvn8u2jiQl5GGcgD2wc1na54M1vWrDw1EdUtIp9KlWaVxCSsjKMKVGfTtXOv8K93h3SdEu9aspNWsJpbm0Dw5R0Y5ZWTOWGSOe1AHpmha5Y+I9Hg1TTpDJbTAlSRg8HBBH1rl9M+Kmg6n4jn0RY7uG5gLiVpYsImzrk9q2PDelw+D/C0Fpe3FonlkmWZEEMZZm7DoOuK5vw54Qt9L1fxNaXmtWdzPrZeb7IigOitn5sE5PWgDT0z4meHtUW9aKSZFtbdrktJGQHiBxuU9xVXT/ippV+b+QafqEVrY2oup5ni+6p5XgcnI5/CsPSvhdqPh3QNWgt7ixubhrKS3tPKtQjtu7uxPJ9ulYfw10G80nUdW8MXt1bQC8sCPKnZDchiMdFJ+Uc4BI4OaAOyT4kQ6pp2tjR3SS9sLQ30bSxssbREblHrnH61bvPiXpOkaXpF3qC3DJfWq3BlhiJRFOMk+nJrk9L8ASeGYdVi1HxbZK1xpa2cm6LmGLdtBALDgjj6mtDXvhDNr2m6ZaPrx2WVkbVc2/ynnKsqhsKcAAnnpQBv6h4/jsvHek+Hlsp5Ib+Ay/aAjcZ+7gY5Hqe1UNA+IRNt4nvdfljgttNvvs8SiIq2McDB5LE1ZvvA2pz634b1S21wQy6Vb/Z53MIJmXvjsM1hXfw7j1e18SJL4ot5Ptl2t3J5cQxbyrypY7umB0oA3rr4reH7TRJNSlW7BinW3mt/K/exORkbh2yOlbPhLxdYeMNOmu7FJojBMYJY5lwyOOo/WvN5/h9pt14aMeo+L7CO61O+W4e7jVdkrIMKiZYdK73wT4Pl8Ix6ksup/bjfXH2lj5Aj2sRg8Ang8UAQ+I/iPpXhjVJ7G+trwvDCs7OkeV2EgZB78nFZuq/EhH0mzv8ASkaOGXU0snluIiVYZw2Mflmrnjn4cWPjm/0+5u52jFqkiOoH3ww4+mG5rG1bwP5HgjSfCVlrNpbT2DLeySSxn5whyWwOnOaAJ7zxZ4jW48aWls9p5+kqs1mxj42kZ2tk8n3rvNHu5L7Q7C8lx5k9tHK+0cZZQTj864WDwXca0NX1az8TxtDr1uqOyWYZcAYyuW+tdn4f0qXRPD9npc159qe2jEQmKbCwHTjJ7UAY2m/EPR9T1ifTIkuo7mPzdgkiK+b5f3wvqRXCxfFnXE8La1r9xpxEDXH2fSozAw+bcR856HGPz4re0f4W3OleLB4gOuiSdZJ2Gbb5mEg6M27nHb6VDdfC3V5/CV1oH/CUmSG4uhckyWgBBLFmGQ3cnNAF0/E2w0vR9OXxAshvp7VJrtYIjthDcZYHkA1pXnxD8PaXrFroweWSWQRjMMZZIg/3dx7ZrnNb+Gi+KNSs7+LXLWaa3iWzvmNurhtp52gkhW7YNWrzwZb2nj63utN120spbqCNLizljV5JljPBRT09zjjtQBseHPGU+t+NPEGivYyxwac6JHNs4zjncfft9K7KuM03wdqOm/EHU/EEesY0+/2tJZCIfMwXaMt2x14rs6AON+Jmqajo/hE3WnSyQn7TEk80abmjhZsMwHqK8wude8QnwzdajY61qN5p+n6sbeF4wA9zC6/KS2OzH0r2bxV4itPC2gzarfW809tGyq6wqGYbjgHBI4zj865ib4leHLXRrKWbSb6OGd3UWzWYBi8vqxXoAOvFAHmUeseLU8Galql/q+pWs1vPDYpHkFi27Lt054qGbxz4jgsLy1stYnl09dTijF7M22QRMp6sRwMjrjivUdS+Kfh7RtTl09tMvmxGly8kUC7Nj4xIec455OKn8M+K4vFnivXdKbSoxp9okYV5IP8AWk8/MTxjByBQBwemaj4j17xT4bs5fFM0QntnaRrdcpIY3O0nI53KCM+1en/ETU9W0fwNqN5osTyX0aDYUXJQZ5bHsM1r6tqWm+G9Gm1G82QWdqgyUT7o6AAD69K5ST4raL9jidbDUpppbk2jWiwAyJJjIDAnuOlAHj2t602v6baafqOs3N5p8WpQGOR1yHVlBkyQOdpz+de6eNbO2uvhrqluiCS3+wnywO4C/Lj9KvaDfaTreh2moWNgI7d2OyJoArRNnByOxyKwPiR4q1Xwnb6dcWY0/wCx3Mwt52u1Y7M9Dhe3rQB5PYeMta0/w99h0bUby7sEtbf7XcyD5rJmbDKvHp+XWrY1g3Wp6BqeuavdHTYLy+gt52/5axADYTx827OOnIrufDvxBtB4SuNW1bTYPMmvzZRJp0BP2wjhdoPXj1rQufiN4UitVM1jMwt7VrpIjaDMextjKAejKeuOAO9AHn/wj16Sy8QaNpH9pzNaXNlOWtWX5I5RKSoHHGV5/Gu++MJnXwfAwSWSxW9iN+kX3jBn5vw6VXsviVpTapq8t1pT2mnaVbRSLdtGuQHAIXjkZBXAHoa6zw74o0vxZa3Bs9+YWEc8EybWQkZwQeowfpQB5TrmreFoYtU1nwi1xbzpaw28lzZIFhG5uFJ7Njqe1ZFz4oGq6R4bvNYuEN3Za60azk7n8gLkHOOR745r2zXlOi+Gb6bSNGtLh0QyG1+WJHxySeMU/QlttZ0HTtSutPtBPNEs2BGCEJHYkelAHhGlatbyXHg7Ub3UpLW1jkvop5IF2bH5IOAMchlq9f3l/efDu51698U/2lbfbooktpIlxGUl4JPqU5/GvXfEGraF4Rhtnm0osJpDtW1tA23AJZzgYGBnJ61gal4/8E6Y1rZvphltLqBb3fDYAxJGeBI3HvjOOKAOY8cSjwTpaXuiX0yza7em8luA4RNoTIUNzjnH1r07wZqLav4M0y/nmkneeAM8kyBWY98gcVwvjHxdpsvinRdP0yKO4ZLuO2ufNgZoRG4yFH8O76jPpXq8caRRrHGioijAVRgAewoA+Y/EMumy+IvEX9mSW6adDqUM0/lwfvlAOHeNx0UHqK7CDxx4gv8Ax0YrK+t4rZZljit55NpltymQ4QjOe+fwratfFiX3jufR7TStGhQXRt7u2uI1juHj6mQHo4P90ZNbsHjfwvK+rXMNlIZdLjIlYWfzvGp2kpxkqCCKAPJhq+qatol4dR8S3Ia1vrSZ7uJleBQzn5ge2P7v+zXRTfEu6i8d21rZa013YtcxW7q8SqhRlALjv15z05rpYPiJ4FkDWI0+SGC5MYlVtOKRlX+4z/LjBPQmu8i0rTY5fPisbZZCqrvESg7R0GcdBQB4zpvxH1K38UWOn3eqtN5d7cwz25UBpFBJj+hPQV7BoOq3GsaYt1daZdabKWKm3uQA4x347Vw3jbxTa6D420bSrTQNOvLi9bzLiaVFDRqD97OOCOuTXollf2mpWy3NjdQ3MDcCSJwyn8RQBZooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAprHAJPanVHP5hgk8gqJdp2FhkBscZ9qAPnSPx/fa1qXiDRL65uLu0uLe6VUnVQqlT8mFC5Bx7ms+w8W+KLbw/HZaVqd5caelnCL2URkNYfNhgpCjt+Vd1ovxEuDdaMNVhsUN3cXUNz5Vt/DGTgg/hTNR+MNpNZLe6HpsqWUF5Gl7vt1PmxMccY7+1AHL3njHUxdRPPr+pvokM9zbQXuWTz18r5SSoGSG6GrOha1bP4x8EavqOo6lM0+nfZyyMzbpw5Xa3qOcn6CvQb/wCJ/hq30GyvbfTLq7jubhreK2W2AZZF6qQeh56VY0H4leFNc+WGGW3aG1e7AmgCgIv3ipHoQfyoA5v49Xms2uk6c8CINHjuEkuCHw8jg5VQPTAJrlPD099qPxA0iaOOWDVZ9Qe6kkKF/wDQ2QbRuwMr29q9Cm+MXhe70y6uIrW4ujbmM+Q0a7nDnCsASe/86p3PxattukPYaLLFNc6h9hmSaMbowOoGO/IoAofFTxJq+keLbaAXtzZ2P2CSS1MBYedcj7qnHXnHB4qn8N2sbz4s6rf3t3PJqrWsRVJFJw7IPMHI42ngciu40T4iaL4p8X3Xh+30+d5rQt+/kjBTK9fpWz4tv28P+F9T1eytkN3DCXQrFuJPqQOSPWgDyjxrd6fo3xL8SvqV1dqL3RCtumC0bSbTgHA6AqCPQmsSLxVrNjomqWllrmozQrd2xae6Mm+OB0O47tu5V3cZArvj8W9IRLRdQ0qe5mNtbyzXEcI8tRLgZGecZOK9OFtbupPkR4cAH5ByO2aAON+G2pXWoeBPM1W9W/SNpEFyFf8AeRjudwBbjv3rxrUtZsF0XxnpmhFljk1KKdY44WC/ZxwxII4GeoNei3/ijxhb+Mtc0PTG00waZai7QNbkBlIzsJB4OM81PD8VtFh8O6Vq15osqpqCOZ3hjUpFtOGyT19cUAePLcPeafJJc6XHDpwt7iHTZYoWCTXBK4ZV52t054r3bxxc65p3wnMuntOmpR28AlZOZFHyhyD1zjPI5qhqHxY0HT9WbTRpNxNbwrFK1wiL5cayY2sR2+8KtQfFXT7rWP7JGl3YuPtbWsiPgFABneR/d2gn8KAPK7/xXq9p4PQpquoXsD358ma3lm4BTlGlIDHDEYA75FTjWfL1Dw9rmtX2rRrdaNJBcyRq3zSDKhcY59Tn616FH8XPDUlvfiKwZ4bVHmiC7MThH2sVHb157VBefGPRLXRrW/vNA1CNJ5jHDHJCozwDuB6Ec0AeYxeKPN07TLex1fVIZLfTHWOC1klAaZX+UFQOSR1xWtqHitNa8fw2eoarqNrZfaLZjLHcSJEo2gmMrjg7u5wa9/so7S4tYLqO0SPzEDqDGAygjNeb60fA9r8T7axv/D//ABMp2Rxd8CMyNnaSM8nK9aALnxhv9Z0/RdMl02SeKy+2L9ulgZ1ZY/cryF65I9q88vPE2rRahoMZ13UJX8mFVj/eQvLmYjcqnO87Rg78ZHNehQfGHRbjUZ7O9028treOSaJp5kBQtGpZlx64H61D4T8VXniL4hyxSWzw6ZJpq3drFcRJvALYDAgZwfQ0AcJp2ojRfB/iKGGfWBeR6yqSlJXTCsxxkgHGe+0Z6VQv9Za803w9quo3V5BPBHeRC7UusmVPyDePmIz3P419AeI9TtfDugXurS2XnxQDzJUjAy3PXmuJHxX0Y6PBe3Wg3EKXDE20UoQeZGBkuCeMe1AGr4J1zxJeQ6TbX+kubF9PSV9SeUFnkx0K9a7usnRPEOla5ZW0+n3UTCaISpFvXeq+6g8VrUAc5438P/8ACTeGJ9Me/wDsUDMsk02wNhFO7v05A59q4jWNDs/iU2mx6T4utZvsEDxXEQhDhiRt37D0PHX8q9A8T6+nhzS1vJLKe7jaZInSFCxVWPLEAHgCvLdMXUdI+FOu6lpltPaXM+oSOJUhKy+SZOWAxn7tAF2/+DuqahLPLJ4mAeWxjsiwtQSVTseehre0rwxJ4K1651i78RxR6VcJEk8c0apvlVdind2HTj1rh/7e8T/8Ky1ObSJr64g/tIRW87qzS/ZzjcQfvdc89q6LwZoUvifwte6ZrN9c3Fol+sqq6OMqMHZmT5iuR1oA73xRoEPivwzd6RLO0Ud0gAljwSMEEH35ArzcfDfUPD6Pqt74rtYZDfJd3V1NbYBKjagxuwPvNn1zS+INQ1I/GHTLC2mu5rSKeFTBBvRYVwSScfKy9M554xXo3i65S08I6rM+ci2cJhCx3lSFwB3yRQBgfDu80+y00aMPE+natd+ZJKn2fCnazZPGTnk1N478Iar4rl0wWWqwWcFnMJ2SS38ze4PB6/pXkXgS4bS/EPhG4ks7u8je2kgTy7fYYZ2c7gx6sB159a3fB/iHxLceOrldQ1K4LRyzxT2bxOSIxkqy/wAIx29aAOhu/hRdJHfyW3iJ4SbxNQtC8YKW8q/ebGcYPNZ9z8KbzVtNt7nS/FETvcQ3CXM7Qb0lEzZbYAcKM56Vz3h++1vW4PFyvLqs040yXy3LSL8xb5VKno+McDtVvVdd+z/Cvw1BpN7qUaB/s0z/ADqPMCbiDgbiA3AAxyMUAbVz8I57m5azutfuDb39lHHdxw2+FeWFQqNnsBwcd+a7PwR4TuPC9rcJc3NpNJMV5trVYRhRjJxyxPUk1wWp6zrMvh7wPrT3WpgsskN/5KMNxKEZZRznI44rIn1TUtT+GfhfytR1eC9N+8FxLErlxHuIZmwO3GM0Ae1eItPv9U0S4stOvlsp5ht85ohINp4IwfUVB4T0nUdD0CDTtSvorx7f5IpY4vL/AHY6AjJ5968w+I51Pw3oWh6XZ6hqdzsglb7UWceawGV3FeS3oDx61X8Z65c39l4Q/wCJpqNp9ssXedLbepZlXg4AzncMUAd38QfC0vimXSrVNdXTgJJFMTIH8/KHIAJ6gZrm7j4Q6tPaJbN4ggKR6QNMXNr0XeGzw3tWTcX1wLz4Z6rrDai7COSOYRowYSYAUkcHJ4z6jNeq+M73UdP8G6pd6SjPfxQEwhV3HPqB3IGTQBwFz8I9VOrxz2muxxWwlgu5MwAs86DBIxjAI/nXraghQCcnHJrwCPxDrs/gvXrh9U1PyEhtHS5w5dLg481R7Dniu1+Fmqz3WqeJLKXU7u/jhuEeCS5ySUKjJGfegCjq/glxr1n/AG14rtFikvzcWwmgVbnrkIkhOce1QaR4JktdV1eGLxdptzd6vaXEQjEQLEM2d3Dc4ya3/i7plzdeFrfUbKATXem3SXCLg5Izg9Oe9c/8LPDGqabrGoSa1bYOmb/sz7PvvMAzlT3wAB+NAC3Pwj1yWGVRrlluaG1iGbVgMQcr/F3NetWsge2T95G7KNjmM5G4cEfnXj3gfxVqOteLLmymvtVNtPbXA/fFiYZFfjBAABC9vpWFpeuazpvwovRpd7ejUYtVK3kkqvuiRnJyvpxyT70Add40+E2o+JPEN7qVjrkVml2I9ytb7nUqMfK4IIB713Hg7Q7rw54bt9Mu7qG5kh4DwwCJcdhgd/evKdQ13XYPhpFdv4llml/tRI4762DhhGT8wOR82K9d8NWc9josMc+rXGqlvnS5nADMp5A4oA2KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApkokMTCJlV8fKWGRmn0UANXO0bsZxzj1p1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNcMUYIQGwcE9jTqZJv8p/LAL7Ttz0z2oA8mh+EWr281rJH4ji/wBFuJbmENag7Wkzu+o5qo/wlh0Hw9qkuoeJ/IE08Vw85iAjUocjcv1xXHxeJvFM+v2lkusXyarcz3UVxbucIuM7Nox6AVlXnim/v9HuLPUtS1S4eWwVZIWjbb9oV+R06YFAHqMXwmur2K1mbxGGT7e+oh4YcBmcDJH9KtaJ8GrHSL0THV7meL7HLZNGyKN0bknk+uWJ/AVzejXeoeI/FWp/2N4i1GOGxsobi3tlXMbsEAZCCOOccVytpq2rjwTq8sWp31xN5ET3MBSXKzCYZO8gYyCRhT2oA9ItPg41t4dm0ka0CpkUwSC2UMgVt3J6k1HcfDdLK1aK98UrFfzX51C2k8lRtkUfMcemBzW18G7i5uvAUc91HcRvJcSsFndmIG44ALc4rF+J0EFl488N6vqDXpsDFNA4tiSVOO4Azg55oAveBvBsaeIE8WweI/7ThlidAUiCCQk8lsdcHpXX+MYUuvCt7aPqMWnrcqIPtEgyF3HGPqc4rwbwdr8+hrHbWVxqJt5rW9MlpGD8j5/d7QR8pxWXc32pap4G1S126hJbwS2t0u/zHIOdrncR644/KgD00/Bm8ltjBJ4iIjNnFa4S3HSN9yn9K9ZgQxQRxs5dlUAsepx3rO8NTw3PhvT5rd55IXgUo9x/rCPVvevIPGfiLVNO+L8RtpL+GCKa2jkADlGiP3iABtwSR70AddqPw21O+8YanrUPiWW0i1GPyJooohu8sDAUE/zqtrnwetb610+z0vU5LG0tbZ7d4iu8OG6tz0Y+tenghgCOhGa+adfuZ7PxP4jnTUNWg8jVIkh8uR9oiYgPgc+/agDqNb+GFlp0yHVPF00DakbeyjCwj96UxhT/AN8j8q7mL4f6fb+Np/FM1wZHey8iRCuMtt2tJx3KjFeMtrFw2kaMytqFwNP8ROYpZA0jNAQcH1PH86s+G9Ymsdds5S+sCGaS/hmMnmFcEfuh83GR+lAHZeH/AIX6XqWkXLaZrztot2JEtwkC71DN8wLHk9MCtfxH8L7rW9D0vSY9fdILGEwnzIFJccYPsQB1rx83N/eaF4agWbVVaKC789LQPH90sVJx1OcZNaugXOs/2frVo15qYnudDW4Cs0m7zlOSVJ6H6UAfRenWn2DTba081pPIiWPe3VsDGTXA+IvhdLr3imXWhrssJMkMsUflBjG0Z7E9uvHrXlJ1271i1vo1utbdXuLQqq+YGbAAkAI6Vd8KXuq6V4z0qSa81SKOXVZLfyrjeVa2J+XOeOuB+NAHo0fwgtxfC5n129nU3Ul28bxrh3kG18/UcVc0PwBB4U10a7J4hu7iO1sjbGOfaFSEcqMjsMGu+OcHHWvmO61LWHj1qGdtS+1tb3S6qrhwM+Z+5I4x3AwO2aAPdXudM+IvhG7h0vUmFpc7oXniX5hg8jBri9f8FaPBY+GdGm8URWupafmO1adFbzUJxgr0rqPhYtgPAOnHT1mVSv70TLtbzP4uw71538VF0iy8W2tkLC986f8AfTXMamQ8sCETPAyR17UAd74asPBek+J3trC7tZfEQh8mfacOwHJ+UcCu7rxPwPcH/haDjTbO8h88zvqsVzEreSwA2FZB2Psa9soA5zxvrN/oPhee+063M9wrooAXdsBYAtt74HauHg+Jt4mlxtuh1bzdSjtN8EWxlRgMh4z0OcgfSu98W+HX8T6L9gj1CewkWVZUng+8CvT8K44/CIyafemfXZn1i6uI7j7esITYyfd+Qcd+tAFy3+KFidc1DS00O+S2052S4ukQGOPAzyB0plt8YdCm0e+v3t54jahGWIkEyBzhMEcDJ7HpT9C+GUulX+tTXWuz30GrwmO5R4grFsfeyO/4Vnr8GYF0W80s61K8Mixi2zboPJ2tuBbH3zn1oAdZ/E+PWPGWgWWl2LmG985brIUOjrgYJ7hevHXivTyoYYIBHoa84HwoAfSbpdbmj1GymaSS5igRPMVsZUKOFGAP1rttB0240nSktLq/lv5Udz58owxBYkA/QHH4UAX1giTG2JBgkjCjgnrQsUauzrGgdvvMFGT9TQ0saSJGzqrvnaCeTjripKAGLGiMxVFUt1IGM/Wmm2g2BfJj2qcgbBgH1qWigBuxQANowORx0pEijjXCIqjrgDFPooAY0aPjeitjpkZxTTbwkoTDGSn3SVHy/T0qWigBjRo5UsikqcrkdD7U+iigCCNLaSJ440iaPcQygAjPfIp8cEMRJjiRCepVQM1U02xksY7gSTCUyzvKCEChQxyB+HrV+gBCAwwQCD2NLRRQBEkEUZykaKSc/KoFAghAYCKMB+WG0fN9fWpaKAITa25i8owR+WOdmwY/KpQAqgAAAdAKWigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAprsVRmCliBnA6n2p1RTu8cEjxxmR1UlUBxuOOBmgDy1fH/hDU9eg1fUNGvbeW0Eq297crhPMT7yqAxBanD40aLHp8kw0a7EiPGfIUJuaNzhXGD69utZHh74R3+r2c8fiyaWG1S6mmtrGNlZVMn8e4c5z2q1cfDWGwtbbw/d+IWitp3jWydYUDs6ndtKgcnjO4ntQBrP8WNMtYYJ/7CvY7iX572HywslvGH2Bn9eSMCpH+LOjQ+LpdBh0+aQK7R+dHt+aULu27evtnpmtDXPAd1qWt22sWeuTWV4tulrdOsSt50YYMeD90571Vj+GCWviC81Ky1y6toruUzvbLGm3zCuM5xnrzigDKufjFHc6VqL6Zo97E6ae13ayS7cOA2wnAPQN/Ku78J6nLrXhLTNTukKzXFusj71A5I5OB0rzbS/hjpsetTaQniq7mubSxe3ktzDt2QyknqMZ5JPWuz+HcemW3h2TStP1qbVVspWhkeYFWjI/gwQMACgDJb4q6fNfX9pZ6dOwjEsdrdAKUnljUllAzmtL4XatrGv+CodS1wA3FxIzRkIFBjz8uMfjWRF8ILe3vJ2h1i5S1LzS28IRcwySDDNu6nrwDXYeEtAbwx4et9IN815HbZWN2QKVX04/GgDCm+JNtbeMj4efS7tR5hgjuCAA8u3cFC9cEdD0rO0X4rprZkaLw/dbYbaa4nIZWaPyyRtI65O3ipLr4Ux3HjT/AISNNcu0f7Yt35JRSNwGNu7rjHGPetKw+HOl6aniRbWaRH1wtvYKuYQwPC47ZJNAHNap8UbjU/BF9qOk201leWc8InyUk2RuQd3X0P4Gm2XxAvdLHiq91fOqWmmTRC3EMQVgWUHkdsZ+90p0fwVaK1vrdfE90sV6sa3AFvGNyocqOnFXm+FEs9jqdvN4mu2XUGjkk2Qoo3JjBwByMDGKAKs3xOmvbHw7q+j2ZeG8vJLOexfaGLhSRh+nHHNNT4jrdeI9F1S1vH/sO7sbqS5tWiG6J4V3Ng9Sef0qeP4PiHR4LCLxHdpJBfG+jnWNAyuykEAdKli+D1hax6THBqt1HFYxSxyKVUicSf6zPpkcfgKANXwT8RNP8ZXlzaRWwt54Y0mVfMV96MOvHQjuO1HjH4gReEtXsdO/suW6mul3K29Y1xkDAJ6nnpVjwZ4IXwesqjVbi9jKCOFJlUCJATwMDnr39Kr+L/AB8XajHcTa3cQWqKqm2RFZchs7hnofegDPsPizpl74ibSYrCQHMiowddzSIMldnUZPAJ61map8Wp5PCeo3tjpTQ6havCojeRJNokbAJx0PGMe4qzZ+B9E03xfJpsPiG8RrmKWddP2jGGGGbfjn1wTVOz+FmiB9Q8OnxDqEtzJZx+YmwLtVXyjA7ccHjrmgCO7+Jmq+Hdc8Q3Gq2c8tpbQWrpZ5QGFpODhh1Ga14/ivE+mmQ6FOuom7+ymzaRQQdm/cXPyjise7+B324Ttd+MNSm85FjlaQK28KcqCT1wazvEPwj1C4sYoNN1VtYV77zr9ZZUjclVCqFYA4OM9fbigD0/wR4kn8V+G49Wm0/wCxeZI6pHv3ZUHANcXpXxKvbLxHqthrtq01hBqX2SPUEUKsWRlQw6n6iuw8Babq+j+GIbLXLpJrqNjtVWDGJM/KpbAyQO+KwZvhTZXXiK51OXWLx7C5uxeS2GR5bSAcHPWgC54a+Juk+I/EP9lW8DRtKrtbyb0bzAhw24A5U8ZAPUV3VcX4X+H8fhjVGuYtVuZrVd/kWjKoWLccnkDJ6967COWOZSYpFcAlSVOcEdRQBJVTyrz+1PN89PsXkhfJ2fN5mT82fTGOKlubu3s4vNuriKCPON8rhRn6mo4tRsZ41khvLeRHbYrJKpBb0BB6+1AHntpo/j4fEWS6ubhG0A3hlAW5wfL24UbfTPbuap+IdY1rQviHqbw6lPc2Vrpb6klg7BI9w+UruAJxjnHrXdXni/R7DWLTTbi42NdqzRTnHknb1G/OM+1YGsfCrQdf1uXWpbzUkluYykghujsdCOnfj2BxQBN4H8bXvie8urS/06K0litoLpDFKXVklGR1A5FWPiB4xl8GaPBeQ20E7yylNs02wABS3GASemOBVLwt4M8N+E9RutUs9anndIxbyNc3iukKA8KfTHbNXvFPhvw344s7WS/vgYrWU+XPb3IUZPBXIOOeB60AaOjXdv4r8N6Zq09ts+0RJOqbuUJwcAjmvPYPGGoeGtb8TWhln1JjqcVvZR3MuFjLrkgsBwv0Fei6Hp+k+GdOtNBsrhVWJT5UUswLkZ9+TXOXPw88N6rrGryvqNzJd3jrLNFHdDdA6/dZQOVP1oAxNP8AiBrWu+NPDsNrFBb2VxHcLdQSSdXjO1iDjnHbpnviu78XeJIvCfhq61eWMy+UAEjBxuZiABn6mub1H4feD9G0ux1DUFnW30VXmErTNlsncxbH3iSAav3Os+GvGyT+GrtZWjubOO6IkHlho2I2lWz1yR+NAHDeK/GniHX9Li0rTJItL1CPVY7K8miuPlUsMptYgZB5z7jHevYMXNtpeFxcXMcPG47fMYDue2TXDRfCvwhBFFp01zdSzpKbsb75hIX4G/AI6YABxXbB7KWzktUvFKLFtdlmyyrjqWzkcd6APLYPjDq8eg3Gr6h4chgtRN9nt5Fu8h5d20gjGeOvAqa5+McsOl2M/wDZSRzzTyRTGd3WJQgzuU7ckH6D3rprT4c+Gx4auNHh86bT7mf7SreeWKP13I/XrzWfd/Dbw1eW0WmT6zfNJal5Zs3oMsgYYbfnnaR9BQBnW/j7XobXxZqz2dtNaWDxG2iefbwyqeDt5BBJz68VZsfilPe/2ZFHp9u89zfTWMwjmJVHRdwK5UZB464q3c/D7wbrL313Fdny5bVbaX7PdgxxqoG1upAICjk0sfwt8OxaLNCZb+7V5xerN9pJlMgXGVcc/MKAMo/FLWpJNEW08Ox3T6hE8skUVx+8j2PtYAYwSOtWG+KV5D4mutLudGSGLbILZmuAXdkXdhlGdoPrTvBvgPw1FcWGqWq39re2is32GW+LNAWOTuUHjPp371XuPBXhFPH6WEs2rDUroyX0cfmkQ4Iw4H50AYzfGHWtQ8M3c8Wkw2l1NYyXVnIk+8AIcNuBA5Hb1roLb4j6gut6Do81hbiS9treSWWaYpuLjnZxtJGM4znmq8vw48CaJYLNPqF0tq0bWKk3bMuZDggAd/bpV6P4U+G9MuLK+udT1FoLIxlEubz91uU/KTn3PQcUAd1qd4dO0q7vRGZDbwvLsBALbQTjmvOv+Fp37eFp9Qj0i2e+huYYWhW7BjIlAKkNjryARiu+1BdO1rTrvS3uomW6ieFlSQFsEYPQ9s1xMPwk8PW+nvZSanqDtiFpna55/dZ2nn7o5/QUAST+Pr+fS/sX9lFNakuZbIw29ynyOq53BmGMfUVrfDTUtQ1bwRaXeqTPNeF5FkdwAeGI5xxWf/wrXw7Kt7HHqV6Z5rhbsyi7zJE+Mbgfceua6Dwn4WtfCWlvYWV5dXEDSGRftDhtpPXGAOKAN+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKpJayJq8t0DEIpIlRgEO8sCeSc4xg+lAF2iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiimSuIonkIJCgnAHJxQB8vw614mXUfFEkOoalcOOVZS+2OPzMNkduPSr5mKt4b1O81HUruztdScefbRyfulYAgAtyeeMmu30n4hXetz6Y1rZfY47jV5LSYvbjZJEASAW9RjmtiX4r+Goba5P2O58mFJJI8wYWYRthinrg0AXvijqJtfh/cyxLOfPaNA0W4FQWHJxyBjr3rxfWdb1ef4e21t9v1G3uLXUrgq4SQL5agFQWPzdSMZ9ea928L+NNN8YNdW8NrcQyQKkjRXMeNyOMqw9jXRvbQSRtG8MbI3VWUEGgD5yF1qeNaS0fVDO2lWLzplmcAY8wBvof51lQvf2UOqy6I1/b6O+pI87SiRXMRX5WJHzYznvX1IsMSElY0BIwSFHIpPIi2lfKTaRgjaMGgDmfBV1f3Pga3nvrlrufY+2URlGdRnbwec+9eG+E9T1uM+MYZ59Ytrae0mkhkkVm2OrDJz64yOK+kb+9t9KsWuZ9ywR4B2ITjt0FTiOJo/9WhRh028HNAHnnwZur268L3bXhuZAt2yxTTOzCVQB8y7uQK4rw/rl+nxp81otRhgubqe3ljl8xgo6qD/DjuMdM172iJGgVFVVHQKMCk8qPfu2LuznOOc0AeZfF6NnfQVWXUI45LhkuDZ7yTHt5BC15x/aupjw1pkF1eaxZ6fEt1GkgVw3n5zFnuRivpYgEgkDI6UxoIpFCvEjKDkAqCAaAPmBtU1a11Rr6/8A7Xe/SWzk2oZNg4Bkz2zj+ZrvPiVq/iU+HxbaqsWnpcXeLdrNncSwhWJ83HI/h6V7GYYiCDGhz1yo5plzbRXURjlRWU8cgHjuPx6UAfMuotfXNhazQHW1kOixNGkbSvmfzeMkf7IJFatvqGrWei+JbSzh1Uac15byb3STzDAeJQCecYHbnmvoiKGOGNUijVEUBQFGMAdBTyAQQQCD1oA+XNQ/ti6srV7b+1f7NimmazOxzNJb5H7ssBkZ7Zrc1PVQG159Nt9atrefSYVtQ0UodZ1bJBbHX1PevoZUVFCqoVR0AGAKUgMMEAg0AfMOo32pQaBf6faR6lJbXGpWjR285kTzwYiZF3HB5cc81638F1s08AxrbGQzC4k+1CRSCsueRz1wMDPtXa6po2na1bpb6laR3MSOHVZB0bGMj8zTtN0ux0ezFpp9rHbQAlhHGMDJOSaAPnGaDW49b8X/ANmHULlruF2dgjhoVEnQf3sjpjtVz/SbbwZDHM+tvoi6gDdBbd4WiQp0Vc5IDc+lfRixopJVVBPUgUrIrqVZQynqCMg0AcN4M1DxC39l2hsmn0M2YYahc5SctzgMmT7V3EcaRLtjRUGScAY5JyTUcVrFDNLKgIaQANzxx0wO1T0Aee/Gx4U+Fup+aVDFoxHn+9uHT3xmvM7Pw1r0mlHVbHQ51tBdWdxBbxONzgLiRlwcYbvXtXjnU4dG8J3eoT6dHqCwlSLdxkMSwHT2yTXLQ/ES/wD+EFt9csdGtpUa8NqsEcu0Bd21SB657UAcPD4f1ebw1ZQXvhC8uYbPU7meS1cgExup2leecGvVPh7p+saT8P7W11ZD9rRXKQs2SiHJVCfaue0j4o6pfeJ7PTL7Q0tYZbxrCVhNuZZgMjHtip7z4rraeJruz/s3fpVneR2U96r5Ku/T5fTPFAHmmkaN4pGneI3fwzd/ZdQs54Yo4wOJDLlWOTlsZ4Jq9rXgPUbLSvD7WOj6illNEzahawbXkScoF3YbKjOMj05rp9C8a6tZ/ErWfC8bPqc0l8Wj+0y7RBCF3HH58D2reb4o26+OW8P/AGFzClz9kaYElhJjOdv93tmgDzzV/Dfic67oU8Hhy6cWMVq/2lpA0jquAyuexHoKk0ufxJ4Y8V634uudCnFkkUskkcoCHLN8qqwzu/HpXf6L491zVvFd/pn/AAj2LCxllgmu45N2HQZA/Hirngjxq3jY6jBc6bFbrbEKYzIHPPZl7HigC94htJfFvw5vIUtNtxfWJaOCU/dcrkAn6149LomoahYxG78G6nDdWei/ZLfaQy+crjDDkY/iP416n491/VdAu/Di6ckJgu9QS3mDttyD0HsK5abxvqPhf4k65b3IudQ0p7i1jUtKAtqZAcYHoT/KgDnpPDfiG+8dy3l/pmrNDJNHdW5i2ABCg3Ruxyfujbgd6isPAt/H8PNUu7fRdQt9bN5t2NISzwb9wAUnBwMD8K9H8UfEj/hHPGFhojWKSx3LRKZPOAYeYxUEL6DFV/F/xJvvDPiG70+PRlngtbNbx5Wl2lkJCnaO5BOKAL3ww0y403Q7sTR6hEktwXSO9Cqw45wq8KM9q82XSPElv8W7i9Tw1dLp81zJHK4O7zI2UgksTyO+O1e92twLqzhuFUgSxq4B7ZGcV5jp/wAXLy78TjTZdCEdmdS/s43ImyRIc44/CgDi4fAOpQeAbW4s9Iura/8Atxj1CErvaaAMSp2ZwQMj64r1r4b2N1pfg2G1vGu8xyPs+1KEYJu4woJ2j0GawdI+IwTxG2kfZ5LixOpPYJePLuczEFsY/ujkfhVcfEa91lLiyn0uC0s7qS4s4LuSXIMkfB3KOcHNAHOfC3RvEmlfFDVbvUdLvobO8EuJZDlc7srk55rofiHaa5ceOrGbR7C7f/iWT232qIfLE79DnP8AnNdVq3jWx0zwveahprxalJYMkU0cLZCMcD5j2Azmsi++JF3beCbHxBbaXFctc3QtiiT5QEnAIbuCaAPPv+EU1S60i8I8NXcdnBDas1o+N890j/O6jPcZ5r0vxxaTav8ACm6toNJnE8tughs1ALxtkbR+HFZvh74m6hq+v2djd6Itrb3E8toZhNuxMgyR9K1F8frJ4k/s17J4rKe5ext7wMCWnVckFew54NAHlll4VvtO1s3sPhe/3Je2MsDg7diBQZuM92HNaVzoeq3XiDVJrnSdTlvRe3RaYD5JLZoiI1znnB24Fb/wz8c6vq1/Loc6Nf8A2SWb7VfSyBWjG9gox34A/OtfQPitY694mOkQ2MypI8iW04+YOUznd/dzg4oA88h8E6ppfwttr2OwuY9Rkug2pRuGkdoVY4ATOCPbvXqnwyt57bwdGkzXZUzO0X2mPy2CE8AL1VfQGqHhPx/qviHV7qK70D7Hpts0qSX3m5RXQ9D6V3Flf2mo2/n2VzFcRZ274mDDPpkUAWaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAhzMs4XbvjbJLZxs9sd6moooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8vtvhXqlsggTxQy2i3zXiQ/ZQdpYnIznuCaYfg8xheA+IJjDHay2tonkL+4SQ5bv8ANXqdeYfE7xB4t8MSHVNNuIItJjWNCHiDl5GcKR1zwDmgCTSfhtrejSXUtn4nCTTRwQiQWoBCREY79cAj8a9JUEKAxyccn1ryjWfEXjHRfBEN/eTq12uqRIjRRKPtMDbccE4BOcfhW6Pihpsfgq58R3dpcW32e5aza2cgsZgcbcjjHv7GgDvKK5jwZ40s/GNlcyQIIp7WUxTRCQOAexDDgg+tUfGXjm78K6pYWcXh+61Fb3Ija3cFsjqNvU4HNAHaEA8Glrz7xJ8V9M8OapBYS2sjymFJ7hS6o0KseBtP3m9hTPGHxVtvC93FbwaXPflrZblmVwgVGIC4z1OT0HSgD0SiuH1T4gyaXefZJNFnM40ltTKeavAUjcn1HPPtUU2vakPiN4fhiu2Gm6rYPK9qyghGUAgg9e/6UAd7RXDJ8SLU+Ox4YksZUkeYwpKZFyWAzkpnIX0Pek0zxXq138QfEOiSWbG1soFa3aMKcHGfmOc5PYUAd1RXmPh3x1e2Pw/Grawk95fzai9rDEwVGLF8KpI4AHqauT/FKGDwhe60dJnN1Y3n2O5sfMG9H3YHPcHIoA9CorlvB3i9vFIv4rjTZtOvLGURzW8rBiMqCDkfWoPGXjW48LX2m2Vros+p3F/v8tIZApyoyRz14oA7CiuA8S/EuPw61jG+mSyXEsC3NxDvCvFGTg4HUkemOlL4p+KNj4dmhht7GfUHa0+2y+UwXyoSOGOfX0oA76k7ZFef6x8SoLL7Ig0uW5tr7SpNQSRJQoKqu5k9c47+9Mj8XNd6p4FbT5JYdO1WKUvHw+4hAQrE88c80Ad5ZzyXNqkstu8Dt1jcjK/lViuEs/H2oXXjSfw8fDF4FgmEU12kiskYIyrH0BFM0f4p6XrHi5tCSB03SSRQylwSzJ1BXqoPYnrQB31FcF4b+JcPiLxvqHhpdLntpLQOfNlbG7acfdxkZrvaAMXxP4ftPEmj/Yry4mt40kWZZYX2srL0Oa5iT4WaPd+F7TR4NTvVt4rk3bTRyAtLIeck1pfEuCe68DXttbwXszzMilbJN0gG4EnGeRxyK5z4dajfeH9F0rSb7RL9Jb+6nCv5ZVY1ByGZWPyAjtQBctvg/pVvqMd4NW1RzHdi8VWlH+sxjOcVZ1D4U6PqPiSbVpbu8WOedLiazRwIpJF6EgV1V1q5ttestMFlcSi5R3a4RcpFt/vHtmoZdami8U2+jjS7t4ZYWlN6E/dIR0Un1NAHHXHwj0Q+Nf8AhI21a+ivZLnzwglAyR2HfH9K1k8BaU3iw+ILbUrmPzJhcSW0Uo8uSQDG49/wrjPFuk6xefFWO4uLXV3s0aA2E9pAJEiIPz5O4BQe+QeKzbTwb4gsfEPiW0sYJvLsLeZ9NlDOodpcFV5OCVG4D3NAHpuh+D9K0SfWpob+4m/tWVmnEkwwrHOQPQ81D4S8D6X4QvL2/t9RnuZLpVVnuJAQqKeB/wDXrxr/AIRvVn8KvjSvEX2yeW38yJbdkRJAfnYHcWOR1OMVta7oMNl4x0TwvpF5Ncm7tVt762mkcvFH94vnoOOKAPW/FvhKw8Z6XDZ3sssaRzLPHLC2GBHofpXJ658LtDuRqF5d6vqJEqxO6IwY7YR8vAGWNekQ28VvapbRIEijQIqjsAMAV83+HZL9/G9ymnWWpTy2OtymW4jLyIlrhwYzkkemBigD0m48GeEviHPaeLFvrxUeIRRFX8rLIxCtgjOQau+KfhjpniXVHvb3V72CSa3W1CpIAGUc498kZryufR9ck8IaLZDw9rXmwQ3ILJE/ySeYXQ7MgDt8xz6AGuk1uw1jVvE2l3ep6fr7W72tq1o1omTbSj/WeYMgKSepPbNAHsOlWkem6db6at087W8QTdIwLkDgE157e/CTRLGe41mbV9SRI7o6hIqsCNwyc4A+tYvg/R9eg+ILXWqR6ul4LmXzplg/cSxH7oaRmwR6BVr0/wAXqX8Iaqiw3EzPbOqx2wJkYkcBcc5oA5rTPBnhnU9btfF9ncXCw3Ugu4bZjsjMpBAfaec+1Mi+FulaffwahLrF8IrW9e+SJ3URq7H5u3Q8Vxun22tX/irwrcSadq0cNstqksFxauEjZAyswboOxORzkV614wS/fwlqS6XbJc35ixBE4BBbIx19Ov4UAct4ik8H28er6GsjaXcmNb64ltYTkjcPmGOGPOMViT6R4Is9H07wsdbvIFVhqu8A/N/ECxxhfYVwVxp16tldPFoHiFb86ZHbtM0chzdCTL888enatS602a8vPE1y+ieJFa+0+KG2/wBHmz5gA3A+2emeKAO58K+DfC2qLZ63pmsX9yseoNeReY+1TJ/ENuB+dbkXw80tPEv9r/bbl1juHuo7QuPLjmYYLivLr7StRTVNGe1i1uxtYbGCO0ZrWVitwGG9Suflzz14xWhL4d1ZPD/inUtOXXo9Ve7aJbdy+HgMiksi9+A3Q9DQB22m/DDSNIvba+tdSvEuYZ3l371AlVzlkYY5BqTRPBOi+HvE/wDoerXIdhJPDpxlGyPceWA6kZNefXek3YXTozY+ILyxW4uiA8E0RiQxjaMAlsB+m7n8KTwzFd6T4q0PXNd0nVyy6X5JkMbjbIhbJfOOAg79fegD0TQtH0HwhezeGptQlup9ZeS5ENyMhh/EPSt6CXQfDdxY6FbJBZNdFjb28a4DEDJqjobaJ4yOn+L4LaUyxxvHbmcYKDPJ29M+9at1oFlea9Z6xOpe5s42SENgqu7qcevvQBqUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUyUI0ThzhSpDHOMD60APrkvHPgxfHOmxafJqs9nDHIHkSEKd5HTOfQ814foWpahcXri0XXLl7a8uVu5YpHdDBtO1RzjIOPer1to2q6d4M0rWo01yT7beKNXh3P5u1ScbV64PHNAHr2r+BTrPhnS9GuNZu/9BlSQ3AVd8u3oDxj0/Kq//CstFHhvUdCe5u5Y7+c3RkmkDOkvXcvAA5rx7ULnWoJbG2m/tM3VxY3RtbVJmaZAW/cmQZ6jJrXv7PxMnjfTReJqakRWTW0kcJkCkIBKpbPygndu9cUAeweFPDI8MW9xDJqlzqE8772knIBAAwAFHAFR654Oi1nxJpWuHULqGfTX3RxKQYznr8pHU+tcD8KfD8914h1PW9Uk1SO9tLqSKCOcsEaFunB685rv/HukXGseEb2GzuJLe7iXzoZI2KncvOOOxoAo+I/h/Z+I9ej1aLU7qyuBH5E/2ZlzImc4yR8p9xXI+PvhtqmueKbfUdLkR5IbaKC3ke62PA6H77DB38H25rjLvQPFEfgXTdUhXVbeS/vXn1D7NuZ0TGFOzOT3qtrVhqqTm7ey1yW8XTYBBc+U4ZpRJnLbe+wY5oA9P8WafoOpWsd7qGuXkdxpKDTb+ayA3SGVVBVuOmSD+Jo0TS9L8Sa3p+oaXrmox3HhrNlLFcIuX/vbs+vTPtXnepPfxR+J0i8Paubm+vYLyO5SJsCMFSFI9eW6VDMNU1LT/FLwaZq1v/aOrRSK0duyOsR3AttGN3uPegD06XwL4f0rxvZahNrd7FfXN491aW5IKs+35wPlzyPer+haTpes+Kb3xhpmoX8Xmq9nPbyKURmXjdg+navKrWy12zg8JazfaRquoy2FxPazQMh3smTtOewwcfhToo9Xi8NoLjSNZ/sdby5K26KwdSw/dkgHJANAHqUfwy0qLwrcaE+o3jeddfaxcNIN8c2c7l445p1z8MLC48MzaL/aF4PtV2t3eXRKmWdgQeuOOQK8WvbLxFdF3u9N1mfURY2ux0D7RKJBycn+4cfWvp20keWzgkkjaN2jVmRuqkjofegDnPDvhOx8JXeqXy6pd3L3YWSdrqQMQFH3uAO3esRYdD+KGo2OuaVqt/CdFuSoMa7Fc98ZHII7+lcNqVhrb+LtShk0/UpdSkv5XnuoFIiexMfEanOMngY7Gu4+DGnTaT4KNpc6bdWVwLh3cTrjeGOVI59MUAWfGmk+HZ9YF5eaje2epiyk3LYy7JJoF5YH/wDWKzfEXgyx8f8Ahq31XQLyWC6lsRbxPLJhXhJHEg5J6VmfE3SbtfHFnqkGgXGppNp0tspgAJSU/dJ9MCuN0az1fQNNn0yDQ9ZgludFkSf5D806kspUg4HHHr2oA9K1nwjo03hjQIvEmoSQXdrGNPSaxlC+aZAEK8jkHv8AjV5fhfpyR+H47fVNSjTRHZ7fEi5IY5IJx+H0ryi20DVdQ8G6nFdaNfSi0vLS6tI/I8ttpAEu1c9wOfzr3uDU7hfDtte/2TcJKyoPseRvQEgc9uAcn6UAYsGj2PhfxJPqsU+o315q8yQzKWDrGADhjgDAA4pum+A7HSvEzazZalcRWhd5fsSsPKEjfebPX8M15Wmj61PrniZNOsr4zXENy6T3EBVk+cfKr5w24DjjiqsGlapP4UM0ltqjaRFeI9/YrAYGA2YJRQctg8mgD2LSPh5pWleIxr0d5fXN0PM2efMGVd/XGBkj0ya7CuC8ExeII7TRUhAj8PpbMGW8B+1lsnbnsB/Su9oAxPFer3mheGb3UrCxN9cwIGSAfxcj09BzXDad8V76fwNB4huNItjJJPLE0IuvL2hBnuCSTjpivQPEGkWuu6JcadeyyRW8mCzxvsZcEEEHtyK8z8UeE/AXhfwpZnUbq9e1iuHMP2efdJI0n3hweaALN78RpINYt9XCzJpx0Jr42xfIZs8ZGOD75qT4ba/r2reLtWj1eZvLa0iuorcS+YkYc/wnAxx2q7B8MvCsFrFqjvfC1jsTF5c9w20QlckEH+VY3w//AOEG0vW3u9K1DU4J2tTkaiWVGhB4ILcYHY5oA3vixdalpugWt/pmo3ttKLuKEx2zKvmB2APUdfTmuSt/Fuuj4fazdS392PsWrrbrIzp9pji3AMHwCCcnH9a7/wAU6B4f8b2Vkb3VCLeOXMLW10FV3PToeTxxXOaz8P8AwjDper6zNfXstreRrJP5FwCZdnJI55JIyfcUAS3nj++1DUrzSLHTJhZIZrJ9QR8vHMse7dtxgD3zWR4d8Yiz0m61vU/Dqf2tZaWkv2ySdfMu4923JOPl/Wp9E8OeCr7Vbdra71QS39h9uUTSkIVYbN7c4D1r23wk0CSzMZ1LUbqJrY2mWudw8vOdo/GgCnD8Wbq/0W0v9P0WCZri/wDsIj+2cbyuVIO3nk88VzXijxtc2Bzo+iLpN9b3NtJqjQSopdpC37tsL82RzknjNF9ovgPwvezeHTF4hElpIuovJDkrHtB+fOegz1rsNU+HvhHxjNFrsl7cbb+ONgY7nYs20fKxHc0Ad3ezXC6RcTWqobkQM0Qc4XdtyMn0zXi3hbxnrWnahdzaxqF/PewafJNJpd4AiyOrfeicDBXFeuatJpcegXtpe3yQ2q2zRzO0o3Im3BPrmvPbf4c6TNoAv9H1+ecXFi0GnG+l3Rxh8biB15HbtQBa0/4uyX2mXN02heVKtiL23jN2MSpuwQSQNp/On6d8WjqGk6XejSB/pl+bB8XHyo4GQQdvIqtoHwk0DTvDU2ma3eLcX0saxyyibHljOVCAn5f61N/wqHwuNKm0mPVbsI1wtwo+0gtE6jBIHqR1oAzpfiPNHqmh+IpXnh0y9trtZ7AvuRWhzhlOBycYrn9T8Z+IJzr11d3d7p8DQWd1awpOCbcO4wc7RxjqK7W0+FfhC3W2lGp3M1vCXSNJLzdH84IdeuOec1mXPwq8FadFb299rV+39oMLaPddcSgZZV47DFAGnD8U5o9b/s240VjBHepYtdi4BLMwyrbAvQjnrVjRviVceIfFkGkafpSLbu0peeSbLqiHBygHyknpk81B/wAKY0SO6N6mp6mJ1lWdXa4yAyjgnPWsLw98L9Q0XUzqMWtWUMbJMk80MjZuC+du7LYGCe1AHtHBGetcHefEn7Lr/wBgXSJHtpLh7OC6MyqJLhV3bCvUA5Az+lbfh2D/AIRvwZbW91f/AG5rOEiScMDvI545/rWH4f8ADnhrxHd2/jGwa6aOadrpIJGxGsoBQts6BuKAM6y+MEN9NHbxaVm7kSPbbC5Bk8xpCjKRjjbgk+2KtWfxTtrrV2srrSJre1aWe3ErSKzGSJdzqVHbHQ5rn1t/hr4c8WvqBku4rzTbqRpiY3KJLIerNjp6dq6C1+GPh37ct9/al7KzXEk6q1z8u6UYbj3BoAzdN+MGmx6NdXEOhvDZ2iLKiQOMGItj0ADA9V/Wu88M6/J4j003raVd6ehICLdAAuMZ3DBPFcHp3gfw14k0DUtH0rV9SSCOQ2jq8gbYEbJVVOeM969J0iw/srSLSw895xbxCMSOACwAwM4oAvUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVFcLvtpV8sSbkI2Ho3HSpainmW3gkmfOyNSzYGTgDPSgDwvQ/F2pW2hWrWGl22lpL4g+zTG1ACsmeQR1J7Zrov+FzpFd3P2jRpBaYmNm4lG6YxHDgjt7VV0v4f+DfF0jaxoetahDA1wZjbJLtCSK3J2tyOc1bvfAXgfRorq/v9Sna0nY2yKZgwhaU4YLjoSetAGn4L8QWPi7xPe3lx4ejstStoIpIrhmDO0UgJGSOlaXxD8bjwLokN8LVbl5ZfLVGlCY4zn1PT+VV/CvgrRvCWsz30GsT3E0kK2uyeZSFUYKjjuAOKf458HeHvHdpYx6jeiJoZCYZI5BlgcBlHrnAoA5rVPjFeQf2YdN0NLoXum/bzunxsUZ3D8MGsvxL8StV1eO2vNAiltLWzuLdLmcyAbjLjKlO4x3ro1+EXg+Hy7X7berPHC0SD7WAyockgDHQ5P51HN8JPCWoiOGw1S7hMewusNyG37Pulh6j1oA7/AFe8msNAvLyCPzJobdpETOMkLmvGLfx74qtpfDGszwPdJfWFwWtROAkhXLb8diB/KvZ5pdPWH+y7q6iLNDsZJJAGZcYzXnf/AAqzwYZlax1q6gNvG6bUvQwRXBGAD90cmgCPVvjZbaZqehw/2VKbXUoYp2mZxlFc44HfHNbXw+8Tarq91r66y0apDqklvbfOMrgZ2Y9h3rMvfg34SkNoLu9uzLDCIrfdOM7VYsMDvjOKu+D08JGW+8Tad9ot5Jnl86C4l4LITuYIe/B560AS+NdW1TTfGvhqCwmlWK5E6tHuAjkYISAR1z0qf4Va1quueDhdaw6yXInkXfvySAx4I7Y6U68g8L+MU0fxBd3ksBhHmWoacREbuMlT69Km8PeHPDvw/jvZY9Q8tbpzM7XM4wq5zwOgHNAGV4v+I2oeG/EVxpttpEVzFb2YvJJHm2kpnDYHfFU1+L4l8SSWcWlEaZHcx2bXjyYIldSV+X0yMVv+IPA3hrxJdnW9QuJ1M1uITLHc7EaM8gemDms9fhx4Rs9Yg1VryRU3RzLA9wPLkkQYVz6kD+dAFv4ZeItY8S6Hd3urRxKReSpEyNnKhjxjsB0/Cud8XePNa8MfEea1t4heacmnfaZbZm27ACNzKfXnpXX+HfDfh7wvql02m3bLLqJ8wW73G5cZzlF+pqh4g8B+HvF2uyapPfzCeGL7NcJbzgAp1Kt6ZoAyLb4ww33i630m00ySSzkkjie4ydyMy55HoK6P4lT3dp4B1S7sbya0uII/MWSI4PB6VVsfh54aGuDV9OuJ02lC0NvcfuyyfdLAdeK6TxBoVr4k0WfSr1pVt58B/KbaxAOcZoA88t/H62OuG5msp5LW1gtLO+uzN92SRdykJ35bk1bsPine6hFqt3F4emGn28Es1tcl/ll8tipVv7pJFacPwp8NxXkdx/pkiq6SPFJcFklZBhGYd8DpT4vhfoEEN/BE16tteI6mD7QfLjLnLFV9eBQBxF18XdX1fw8s+l2C213HqcFtMd2VKvyACe56H0rfm+MFnB4nn0uXT3+y28hhmuFO7bIFznA/h7Zq/a/CHw7b6Reac8t9Mt26SSSPN84dOjAjoatWXwy0Wx1J7q3mvEicDfaiX927AY3MMck0Acr4I8X6r4m+I6XMolt9NvNOaaC287eh2vtDY7HivX64rQvhjofh7V7bUrGa+862RkiV5sqFY5K4x05PFdrQBzHxB0y/1fwTqFnpqGS6cKyxh9pcKwJUH3AIrx+60DVb67sb+58Iagbcaw032M/MyRhRkewLAmvaPGFpqt/4buLLRb2K01GfCxSSHHGfmx74zWDbWPiHTPhxrKa9qBk1BY5njnhflVA+XB7dKAOk10vJ4TvfJtPMke1YJbOvUkfdI/SvCl0rWNK0HUnvrC/sdHbSpkmt9QAZI5SPkWJuuC2OPanaJP4j1k+B7RNWuFW8d7uaZ7g73KHBHTgY7V6v478Wjws+nreafDcaXdlo55puRGwGVyMEHJoA8q8OaNrc/h9NZ0zwxKsVubCW2g3f8fDRk+Y6jPfNQz+HvGN1p1n9o8M3j2UD3irpy8bDKCUbryAW/wDHa7CX4natpsNqv9lafbR2lnFd6hAJCCiSuAoRQOoBDH61v2HxFnuvElhpE+nxRG6vbm2LCXJURKCrdP4s9KAMIeHr+X4OmJPD1wmvCyjsXjLbZCqHqpHbvitz4O6ZrGj+CPsOs2c1rNHcOUExyzKT1PpV7xhqV6/iPQPD1pO9rHfyPJcTpw2xMHap7En9K54/E7XoYNdu38P2zafo8jwySrd/MXH3flIzg+tAGD8RfDeu+JPHGoSWuk6ilqumtbx3MZ2pI4+bB9VPSqNx4f8AEmrDSW1Dw9qUVqumx28cFmQDbyo4+bk/LuABzXV2/wAVdXngigPh9I9RuLlYrdZJSkTqULFtxHtjpzVeL4w6g+mfaZNGgjd7Ce6QCckBon2sp46d6AOah8NeJLzxd4jSfw/NLZ3UFz+9uBn59pCbCD3IHFRa9o3ia68B+F4NO8L3iXFjbSRSqRnaeAGxnvgkHrXVah481DT5tb1+C3aQW1vY+XaSTfu3WYZJAA4bJxVnVfinrGjrZWd54dVdXnikuJLZZSwES9CrAckjPHagDj9e0LxZNHcy/wDCPX11JqVnaMXibHkyRctuGetaXhXwvf3mr+INbl8P3kMnlmXThPIyB2KbWQjPc5NeqTeJUXwWfEcVuzKbYXCxOwU8joSaz/APjYeM7K9drZIZ7OVY38tiyNkZBBIB/SgDyC18M+KE8N3VrfeHr8WrXVnMsC/eCrkSYAPcfzq3PpOq7dOlj8HahNa6drM8sFu4+ZoXHyryeMMK7Gb4ma8msXVlDoFrOsWo/wBnx7brazyFSynkYA9ajvPGd/qjeF71IHtWeW7WaGOb5TNErDy2wOVJGc0Ad7rRup/CN75Fq7XclmwSBThtxXG0H1rwm00rX08K6jo9z4e1eQXElvND5cWwBlOGB578/WuwHxJ1rWfC980ulxWT3Gmy3VnLBc7mwrbTnIGCOtWdT+Iev+H45Io9Igv7Wxs4JpLmS6w8iuAM4A65oA4ptG1+SzkQaFqUeh22qmRtOCnzHRkx68jOPzr1j4WQy23w+0+1m0+axlgLo0Uowc7ic/rWMvxM1KGzaW90WGKWLUYbSaNZ92FlGVZTjk89KdffEPXYplisdBtp5HvLi0RXugnzRANknpyufx4oAzb/AMJ3nivxz4gtb2DVtN0i8WJTJGq+Vc+X1JPUZ7GsnxNY6nofiu7h03Qr2exivLK7inj3MqBV2vn1+ldl4L+Ilz4n1iKxutLSzW5sfttuyzbyyh9h3enNL4w+IsnhjV57SOwjuIrO2S6unaXawjZtvyDuR15oA4PQNF1qz8WRXNvod/bznV5bie7IIjktiPu/n2r2nQ9VbWdLS9NnPabmYCKYYbAOM/jXnml6x4m8U+K/EU9rqUllo9nBttUVVO5iu5WOeff0rtfBOuv4j8J2WoyriZlKS+hZTgkfXGaAOgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+atO8F+Ln1m4Gk6Xd6Vd/6U0t9IuEnV2O1RkjnHHtQPBGv/8ACIXjzaJqT3ETwMbUoqq7q/zFApJJ25+bvX0rXG+MPGV/4a1XS7G10iO9/tBmSNmufK2sBk5yp4xQB5F4q8HeJdS1y31zQtCmtI5rZL2W2mUt5cseV24I6kY471p+KfhrqsP9iQ2lpd3NlBp3lMLVULx3BbcWG5hjLH73bFelaH8Q9L1HwhL4i1EHTYIZWhlEh3Dcpx8hA+bPsK0pfGvh6Lw8NebU4v7NLbBMMn5v7uAM59qAPGo/A3iiLxhNq13pep3Ti43xvHNF88WzBUuzZHHGMYrY+HegaroXizTp38K3VlA9tJb3M7FPvliwY4OSMcV6TqPjvw3pek2eqXepxpZXmfImClgxAyRwOD9ao698QNKsfCp1bTb20mmltzcWscxZRKoPPQZFAHAeKvCuq6r8Xk1a20O8migZQzz7fIdFU5IOc5yeBiuTb4fa2LOOBPCN55s1rdLuRlUGRmzGzfNxgY4P5V9G6HqJ1fQ7LUTGIzcwrIUBzjI6Vh3HxJ8JWd5c2lxrEUU9s5jkR0YEMBnA45oA8n1jwd4un/s0TaTc3Vwum20UdwZwfssiSAyZJPBKjGRUPhvwnq1nrV1q8nhW8voLqG4W3AljZYN5O1ky/OQTnPrXtv8Awl+hf8I7FrwvlOnSkKkgUksxONoXGS2e2M1WufHvhex0e31ObVIktJwfKO1ssQcEBcZyO460AeE3XgPX5bew+1+Eb6R4dPezwrIwEufkcYbOAOuelZ3iKWY+IbO18QaVLGLW2t0vEmdTKNh/5ZAvghu4HNfQ2jeP/DPiDUl07S9TSe6aPzVQIwyvfkjHHpWJ4a8f6V4k1zU9J1WKyt723ujbwITu88D0LDr7UAJ8SNN1DWvh7bW/h/SVuZGaF47eQBfLQYI4JA444NeZyeEPEtz4d8OWOt+GLuf7LqcjziNlOIGwSowflHXjpxXt9v4n0CbxBLpcGoqb6FCrQDdtGOSB2LAdhziqekfEjwrrepPp1jqge6RWdo2idMBfvdR2oA85vvAmsWvxAgWK0vG01ZrdrK4t1RvJjjUAqzt8ygeg65qlp/hvxbD4r1I3Og3dvZXdvdIy2cqqJCzZB35OTjoWr2Hw/wCMNC8UvcJo96LhrfHmDYy4z0PI5HFP8QeK9G8LpA2r3fkeeSIwEZycdeFB4FAHBfDCy8QeGrF7aTw9ILS5vQiySFY5kjA+/Io4OOnHWvWK5FPiBpUnixtEjZ222X2wyiNiGXqNuOvHNP0f4j+FNd+1fYdWRhaxGWYyI0YVR1PzAUAdXRXOReOfDkuk3mpjU0W1siBcM6spQnpwRnnt61Vh8eeHItAj1ptYeexupnWFzESxIzlVVVzgYPagDraK5i/8f+GtMSye71IRrexiaH92xyhONxwPlHucVR8c+P7XwvpPmWUtpdag2xo7ZnPzIxxn5ensTgUAdrRUNrK81nBLJH5cjxqzJnO0kZIzU1AHO+MTZWuif2teNKg0yQXSNEhZ8jggAeoJH41zfiLxx4c1Twhpwv7fUnt9ciJhtrdCJnAx8vHr+Vdb4oh1G58NX9rpUEM13PC0SrNIUUBgQTkA9M15Xe+BvGF34U0bR5dJ0qSSyga283z2DxH+GRHxx7jFAHWaJ8MfCyQ6bqENnqMJgHmwwXFw6mEnkgrnj3FM8Z6JZ+NtU060/wCEpt4LG2lH2qxR1YzMGBUdevFdlodnc6boFjZ3tybm5ghVJZj/ABsBya8GuvC2q+L/ABh4nh0bSobWCa9ikW+uonhkjCkbjFxg5I5oA9P1/R/AGsaq17qlxZfaNNRVmAuAgVAw2iQA8jOOtV7rwl4BOrr4lmvY0nFyJVmF9hBKcdBnAzxxXD2/wp8U2sGoWrCzu2FvcQwzteMpbzf7y7ce9aOtfDPUP7I8PzaboNhLNbxMmoafJJtSV2UJ5m4Y54zmgD0bxDY6Vrclir6pHa39rKLi1lSVd6nHPyk8gisI6P4G0DStfvGuUuYLqJpNQQ3Pmb/U4zwc1xs3wx8QjxZBqJtdMa0jWEpE104SEomNuMZIz781T074YeKWjXz9I06HdFdJIfPGX805XIC9F7cmgDvtJ8C+EdX8HAaZAZLe8AuIpZ5ndo324U5DZ4z0zXPW/wAOdD0+PSfDfiN31G7kac2z2haLy4SNzb+eVzx+Nd34B0zU9F8J2unaraWVtPANgW0JKsAPvH3PeszW7C8sviZpmsRWstza3lo9hIVG77OxO5W/2QeQTQBgad4L8Aappf2mVbuwjuAIzDdXxRpFjO1SRu5HHFdTrXhHwpqEWmJqU217WLyraU3ZR3Q8YLZywP8AWvK7T4WeLY7K0gn0nTpvIF2uZLnk+aMKfunG08j69qtT+AvGl0dDtbnTIWmsYI4GvBdAx7Fk3YZSOeMdvxoA9MSfwr4g8MXujebDHpUDG0YGUKBtOAQc569Cak0DQfDng4SzWl6U+3bS0lzd7vNKjAIyeuPSvNNW+Hfiqa11Gyh0yxawj1E3kQhdY5rkH+EHGAB/tVn618MPGF3pWk2unWNvCI1mLi4uRI0QYghd23jp2HWgDtPE+heC9DvrZ7z7c9xqGpJJugvDvjlbIV8ZyBzjj2rYb4a+Fdtrp5ku1eJ5LmFBdsHy2A7ep+vvXA614C8ZzahbahFpdhdTv9jmkkkm/eRvCApQH0PU4r2X+zTPewalK7xXSWzReWpDIhbBJyRk8ge3HSgDz+4+HHgHT7G6dr65xZwyeYEvizRx5yy7R29sUvhrwV4P8XaSur20WqrbTwLbeTcTOnyoePr+ZFcg3ww8TwxX8T6ZbXPlwXCCZZgGvGkfcpIwMbff0r1vwDZXeneC9Osr7TRp9xBH5bwiQPyP4sj160Aclf6f4A0vWbvQJ0ulkvpInuJRI7JFICPLy/8ACxxxUWheHPA3iW9nsLFNYMmnzySmWSWRR5hbaxVz1ORTvGWheKdV8eW09rodpc6RCYyGeXZukBzvcDBbb2ByKseAND8WWfizUr/VbWHTNNlVh9jhk3JLKXJ8wDJ25B59aAOg03wR4c8N6lYahatJbS2sDWsQe4O1kJLEEHrzk0zxH4Q8LeIL2HVNUkCtIgiLJcbEuFzkK3PzDNc18csSaJodvGge6k1NDGp4BAByCccA5Arj7n4beKZbG0nm0p57Zpp2/suC9VDbq5BXDMCuB7UAejXHgrSrY6p/wj+tvp+o3qiGVjceYBn/AGCeDjgV1+haNbeH9FtdLtBiG3QKCerHuT7k15XpHw3vE8e/aNR0wyWH2CMRXMk4cxToOCRwSc/hxXqWh2uqWen+Tq+opf3O9j56QiLKnoMDjigDTooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqFriBIXmeaNY0zucsAF+p7VIrBgCpBBGQRQA6iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKjm8wwyCLAk2nZnpnHFADWurdWUNPGC7bFG4ct6D3rz/4h+FNe8Sa5o89jZ6Zd2FizSPDduy72Ixg47V5ZHe3eo22iCTX7e21hdcuneRm5hHPJHcZBrcvfiX4gns9NaDWbWBo7CW6ll8oFbqRGPyf7OQP1oA1bD4XeJLLwzFGs1i15b6sNQgsGZjbqBn5M9cc/pUuofDjxKvgFtPtLu0W/udSbULxHciKP5twEbdVxgc1iX3xN8QC7kgmvY7GeW7spYocDJgkX5lH4nJJ7U6x8a6xrvju60ufWillBPdrdxsqrCYUBCqvck85oAvW3w48UDwDo+kxNpd1Nb6mb2UySlkYA5ABHUHJyK3/ABf4C1e5mS48Ow6erS6c1hNbykpHEp53JjvmuS+Fvi+XRZ7Cx1TWYzpM2myXKq+P3DLKwxnryOea92trmG9tY7m2lWSGVQ8ci8hgehFAGF4YEuh+FtNsNZuLOG7gRYGCS/KT0UDPc153rnwv8R3msS3kL6bOkurrqBRyyEKoK7Sec8YridW1iWe18T2up6wBqR1238nfgMqq2NyjsAK6Of4iarD4PSP/AISJBqUGqTweeEBaeJFJBPYAnH4UAbMvw81+48AvpE7WK6n/AGudSjiWYhGXdkrnqOp6Ul38NdeGg+G7a1i037Tp1695Mu9ggLEHaM53dOTWboHi281L4oeHNR1fVFhtbzSQYoxxG8rHayD33DP4Yr0X4l6rfaJ4Fv8AUtOvltLq3CsjFQd3zAFefrQBw3hn4beKtK8Q+H765OnrFYSztN5Mh3FZGJx0561PB8N/EsXiG1zPYf2XFrDal5q5Ey5/h96wdc8aeL9EbS9Nk1qOZrqB7yO++WNJAeVUk8YHcVZu/HviW68V6Xa/2lHBBdxxoUttrqrMpJ3d8nGQaANjRPhjqGn+M5tTL6fcWYvnvY7jc/m7iT8m3O0fWtXwT4C1DRrHWTqkOnm9u3ma2ljQM0ayZLKWI5GcV53p3jC60j4dWtvbeKpBq0l+/mIVBZFJbgk9MkZrSvPiVqZ0+3uRryRCbw8ZgwUY+1q4BA/2uox70Adj8K/AmreDTqUmpNaxrdbAsFuSwBUctk9M+nQVL8UfB+teKksl0mOybyVkDPcOyNGWx8yke3asOHWdd174gabZWXihLeD+zoL6W3QBg56Ov49fxriYPiJ4o1WPxFpk+sHy3tJ5YXVAHUq2Nq46ZHagD05fBuv2/iO01XTb2waOTS47G6MqlvuD+HHr61n+H/hpqll8Odc0C9WyXULvzFhuYudytyAx7DIrkLbx9qsCaHpWg6tDJFbWUbGSRlRJpN3zq2euAcYFXT4812LxFFZza8IwmqvbvEQuRGybgSfQHgUAa1p8MNcTwLq+ny22lDUr0wDbuZ1cJ1LMehI6Y6VTv/hP4ml+Hmn6DbzWPnQ3stwU8xlEKsDhVbqcZPWqOm+KvFmo/Du68QXHiaILLItmIQqxsrbxkh+zFc/nXqnw51ifXfA9hfXMskszbkZ5BhjtYjn347UAee+IvhNrt3c6PNBLaXzR2C2N19oZkVcfxgL1GB0p/jnwLrEt9MdPvNHWK406C2lF3J5bRiI53L7Z/KqXxH8WeMfCvjC6gtby6eyZVvIkRVIWEcOD34NZuralcPf6afEc0M815oE8hMwAMZblR9cYoA9Q0LVdbn8XWunK9tLpEGmIZpI2VgZuB8pzk9K7mvCvhreQP8QNHSOSDa3h9V/dvku4PO4eoxXutAHL/EDxDc+F/Bt7qlnEZLhNqIcZCFjjcfYVyV7411/RfB0lxdXVjdXjahHaQ3URUjy35Dso4Bx2Neh67Ppdvot1JrLQrpwTE/nDKbSe9cDNqHw3t0tfC0EFpLa6s7OUj+6GA4LHsew9MUAZF/4+8Uy6NpC+dbaXdz6g9jLcybWR1A4cAZAPtVDUvG+rXOj+Drn+0xDKNXe1u7nACPsYjcw6YI7Voxat4fvtI0W3HhG1kguNQnt7WLzAQrJ/F9WxXReDtI8K+K/CO9fDsdra/bWdrSU7gsyHBNAC3V1JYfGXTo7Is8Gp6e7Xaq3y/IfkfH44z713drd297As9rPHNCSQHjYMDg4PIrgLbWvDdh431wzTrFOsUFtHdvJvCbsqIlH8OCucVqaBqHhXwh4bTT4dZgFtayyxtJLJyZAdzj6gt0oA851fUbi90n4kpc6nC/kXTeTaniRdhUK6nOcAcVpWvxG13S/CWsi8+zTX2nS20ELouBtkAwSD1I966oT/AA41i/1CdW0y4uZLffduOS0Xqf0p+g+HfAVwL620hLK6+1RqLiMS+ZuUdMgmgC74D17VNd0q5OrQKlzbTmLeu3EgxkHAJAPPSubtfEnjG6+Imr6bbXGnT6VpciNOmzD+Wyk4B7sMVpXniXw94B1ODw3YaeEmngkuRHGdoJUcAk92xipfBWoeEtQsrjxJpkdtaXV5H598DIC6DP8AH+VAHLeEPiX4i1eK8lvLeFo2sp7iByFjSN4yQFPOSv3eSOtZreL/ABP4l+HmuySalFZ31jPAXYQbCqMVyM5xjJ6+grpru++Gmk6LLq0cVrJZ6rL9jleBSQSzZYH+6O5rpB4c8L6L4Qv4EsYl0mWEy3C8nzFAzyevQDFAHEeK/iTqXhyx0b7JqNjfSfZRNdmOLIlwQMg5+Vfcc1c8Q/EPVLS/v47GaySEaRFqFs0o7swDLz14JxUtpb/DXxH4W0u8urSyt7Ux+VAkz7WUA/drpdX8C+FNdt7ae+02KeO2twkJUkARgZA46jigDmL3xR4xl+I0Wk6Q1jPYrawXc0cigN5bsFbae/rTdN+JN7ffFebw0k9jJZF5I0EYJZCi53Fu5J4x7VV0HxP4TS5k1y08O3UM0WyztpS255zyoRBnsozW54U0Pwjr5fxZaaTaoZbj7RHOrHeGA+bcP4SGLZFAHI6b4/1nQPB+q3l1Pb3eoSaq8EUGMm2LOQS+D93I4rVPxD8TRaTpMl5ZW9pPNfm1nlkUbXXaSGXDED3zW7Z6b8Otem1S2sxp9xJet5l2sbcsVJ5/A5pZdH+Hh8MrYSvYHSo7gsN0/Ak/3s9aAOZk+IfiqTw1oN3p/wDZ9xf6lezWRjkXALAnaRjp0qzqXjjxVpXi7QtKv/sdvHcRwLc7Y96mR2wwJByvHT3raj0H4dQadpsKNYrbJOZ7M+f/AMtO5U5rQ1HSvBV74hfVL5rN9RsVR5GaX/VhTlSRnHGaALHj3xBJ4b8MvfwW8c9y0scEIkXKqzsAGPsK5vUPF3ijTvBvm3h0q11j7X9mDh96OMZBVf7x9CRWz4o8SeDbzw1M2q3dveacZo4nEbbsOx+Xp06Z/CrjeB/C97oEemtp8UlgXFwvzEktj727rnFAHG/8LI8Q33hTw9e6da6eL7VLt7JxLu2o44DDB9uhrtvBWvXHiHw8tzeIiXkUr284j+6XQ4JHsaxR4Y+H0ulR2ifYxZ6fMSNlxgRSN3Jz1NdB4W0/QNN0+WDw80JtvNYyeVJv+fvk560AbtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAQSWtvLbPbyQo0LghkI4OfapURY0VFACqMADsKdRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTXLBGKruYA4GcZNOpGyFOME9s0AeVeE9Y8DeLrieO+0bTLXWhJKZbdkBJCk5bOOeOavm/8Ahfc6VLMI9Naz0+VZH2xYEbE4DfQkfSuXsPh14hsNT0udrvSrOaO5unR/NJeTzMkKRgbsZ6U/wf8ACXxHp/8AakWu39pNZ6jaSW8kSMWZCSSpGRjrz1oA6u+1n4bX4utTvv7NlNuI1lmkj5G4fIPyqlpHwx8Kanc2mt2F/LeacZ5LmODcrRszcHnGSPYmuVvvg9qaeALWC4uraXULa8NzOksmyKWMAKAzDphR17ZNeqeBdCfw54Ss9OdrZtgZh9m3GMBjnALEk9etAHnHjHWPBumP4g0aw8P2rXllaBpGQeXuDH5kDAHBAxXZeE/HXhaTwdBPDfW1tb2UEaSx7jiEkcLzyawvHHw/8S6xrOt3mi3GmpbapZx200c+4OdnPBAwDnua5m8+Dfie7snVp9NikFtAqJA7YZ4hwGOB19RQB6pa6Z4P8Xxf2xBYaffiU4M/lgkkdj71kX83w503Uv7AvbXTYpwyuYmh+UM3C5PQE1Y+G+jP4W0FdI1A2EGpSu07W9vIWOD3O4kn61zvjPwPqN1r+oXEctquk6qYHu55mxJAYjwIx3LdBQBqR+Jvh0yD7INPebTI5ZYEEOChT5mC8dc84pIfGeh+LV0mC/tLKSyurNryZbp8GErwcA/eA55rkPCHgvxLrWsS3epRrp2mWuoXFxBBNbFJZS64BPH3cYz+NaMfw08Y3DWcGo6jpDWtnYy2MPlBwwR1wCeOcYFAHS3XiT4c3mkJ9pbT5bK0dYUDQ5EZP3QBjoa1fD3/AAifib/id6VY20kkLmETGDayleMcivOh8KfFd1atNc3elx3qyW6IiFxG0UP3ScA/Ma7v4f8AhvW/DcWpxarLYyR3Vy1zH9mLEqW6g5A4oAbrt54E8KTw2+p2ljBJcyecEFuG5B++2BwBnrXO6brOheJ/iHceFIvDGnTabYRmRbogcFgCSq46EkVofED4fat4m1YX+lX1pD5tm1lcJcBj+7Y8lSOhp3g7wNrXhfxffXxmsJtNuYo4uWczgRoFU5IxzjmgDoNSXwv4LtH1yeytrMRqIfNih+cjoFGBntWJ/wAJF8ObawtdSdLCGO+8zyybfDOejgjGfrV7x/ol34w8MPp+iX1qLiK5RnDnKkqc7SRypzj3ry+68IeNNGl8NaRbQRXd1Z3M0n2tYJHt0WUc72I570Ad/Nr/AMNLJ7SKRdNVYoxPbkQZVVb+IHH51BD4g8Ki61O68Q6ZpdoUvViinCCTz8puRiccEg1wreBfEn9tW3h22heKH7BJa3d+9sxgYu25tpHp2Jqx4h8GeJtIsdXsZbIavBrDwwWzWpIe3aNQI5G4wBxg80AdReeJfCRudO0ew0vTrnR5bifzwYyuySNckquPmPOK6jSPHvhG7tJl03UIRBaQGd1RCoSMHBOMetcfP8M9fg0jw1baXc6ej6asktz9pZyZJpBhzkDpyaxrvwP4z8P+HXjENhfRR6ZJYCOyVzKwZ9wbBAyRn9KAPR9O13wr4y1q8tLeAXlzaweXNJJbkAIxztyR39KoeLrnwjpev6LYarotvcT37C3jcxA+WgHH4dqx/hJYaro82rJqlnKkUjRsuoXUBhluHI5VgxycdBitjx74dv8AxRcaRceH57H7dpl2TI8zZ8sFcEHHPvigC54ffwK2utDocNgmpQhgDFHtbA4bae/viuyryvwj8PfEejeJNIn1O/sJtP0iKZLcwqwkk83Od2fQmvVKAOa8eaY+seDr6xjFuWk24W4k2I2GBxu7Hjg+teaaX4C8VaNDoF+bbTZLy0uLhpFuZ1wFkPy5YD5vwrtPjAlu/wANdR88qGVozFuYj594x06964bWvFGr3umy6Vqdxp0q2WqWcAmgVlVmYAkEb8jb60ASab4I8d2R0lf7N0wLYanNegm6wDvB7AcD9a7v4Z6PrOheH7my1i3gikN5LNGYZQ4ZXOe3SuQj8e6zr3jybwzDeW9rFbXrJKFj5eBV5O9m5JPYDNYfhn4ga34c057fbb3dgVv5bVQGaRfKORk55Xn8qANHVdKvfF3jPxONG0d7fybWKPNwnlpLcxzBgwPuucH3qCbwn42aGJrzw3pYSLU31BibtNuHGCvPQdD71cg+Jfiy50iK5H9lW7Ty2qQvMVO7zMhsqrnABwRnHHaum8V3OuwfB/VpvEEdj9vEZEiRA+Wy7hgfezkj3oA5TQPCHiDw7b2M19pFhFbWlldpctFMrySB8kHA+929af8AB3Qb1buHxBPZxWNlHZm1ViQHmbfnLDtj3p/g57jV/jA0s98hisNLh8q3jd8AMo4wTyR3+tUPFmq317f+ObK71mJEgkhWztGfadwIIZeenqO9AHaePPDOu3niXS9f0Gzsr2S3gltpre4cJuVx1DVyPh7wj4pTSr6xXw9bWhTTLjTizSLiWRmDqR/eGDjJqaL4n+JIJDogjtJr9L6OzS6ihLR4KZJI38nI67qn1X4g+N9Nu9Lt5LGzEuqQlLVFiL/vwwXBZWxtI59vwoAx7D4Y+LbPw1fWL6faOo1C3v7e1a4VhIVBDIW+mPyr2tILi+8OfZruCK3nmtikkS/MqMVxgeoFc3488T6v4W8K2NxaxQTarPPHAyBCwyVJcquQTjB4zXG3HxO8SSJpkOnPpk9xcWTXZdkMay/PtCDew2nAOevNAGXP4A8XWek6fv0SwvBYwTWKWquCXWQ8THtx6da9Z8NaTeaR4EsNIvZ1N5Fa+Uzk5G7B498dK4TSfiT4k1jxZFaJp0cFul6ttLbMF8zaV+Zt27sfQfjU3xMsdX1fxx4bsLa8hSzG+d4t7I3yDJLYPIx0oA51fh14rkvU1qXTrNJ7F4mhsradRFclS258A4VsEcV6F8PfC954Q8GWtlf3EaSLJLPdRgBhhs/Ln24rzvwhrurPrfhGCHULa1tvLupJ0uHbZIPOIIBJyWx0rvfHPhC+8c/Y5tJ11rW2ihkXMExAkcsuM7eCAA344oA8u8N+F9e8VaY9rpKW+nLZTXZNyQUll8z7qEYHykd88Vqw/DrxJceFDZt4ehS8+0W/mGW7UiURnltuAACOPU17tawm3tYYWcuyIFLt1bA61NQB5B4i+H80XiK2msfDlve6ZcWqWxtll2C0kDbi+fQnrisGX4Z+J3utbthYBxItyYLk3SqkglwQuMZOMY5PHFe+0UAeF6h4D8Uz6RqEC+H7GJfJs5Yo45kO6WAYYDH94E16kbPU9X8DSWdzEmmajPaGPZC+4QsRgAEV0VFAHz3N8O/F1zpl3v0uOJorOK0MEbpi7dGz5nX079ea9o8K6JaaLo0aW+mR6dLMBJcQxnP7zGDyOK3KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACo5ld4JEik8uRlIV8Z2nHBx3qSmO4RGYgkKCTgZNAHzTZ3In0e3afxRDFrSeIXYSzkZtxyCxUnBBx9K1X+JXiqbTdJjt9Wga4f7UJZwIkEjRthdxb5QCOcDk9q6+38R/Cu/uL+QWNp5sDGe4aS0wdwOPxOasvrfwzfw/HI1jataJcsVthaZdZQMsdmOOOc0AdA1xPrfwvluNUgiE9zpztMiMGQkqeQfQ9fxrxnRfiLrekeHYbDT9V+3RmwgXznjXGnSNJtO9scjHrmvVY/ih4Pm0qXEri3S1MxhaAjdFnbwO4/pWfpuu6ZbeINc0690zS4tFWwj1GOaCHmSJuBvHc0AclrHxM1qw8PORrG9oNWltFvIYoy1xEqbgckbepHQc0uleOvFXifxBolpZeIba0N1Yi4lhMSMC6nlemQWAzXUal4w8IWej6PHZaLHdWUuo/Y/I+zhfIfuduODyPrS6b4z8M29zqFzqNtYQy2F81raLbWx87AH931x6UAcLpXieXXvi/4e1C51BftDTXFvJAoVPJUNhVJABOevOa7H4uWkGq+IfC2mXesLa201yzPA2AGKjIOcgjJ+X05rQufHvgC3vIJxarLMxScTR2mfLDHG8ntg9a6DxrcafY+GLrXpbG1u5bSLzYGmi3AHt7gUAeX/wDCf60trLO+uGJri2vGmgxH/wAS94mxGvIz83C89c8V6X8PP7Xfw1FcaprkWrpOFkt51QKwQqMhiOpBzXM2fiq11X4i2vh+z8P2TxXVmlzqNw0fJLIGXHHIGR1re17xhB4a1uDw9Z2arJLYy3EREZ2IVzgEL2ODmgDh9N+JGrzfFldGfVA9i+oS25ieONVCAfLj+LOe5PNdz8TNS1fRPDaavpV1NCLWdGuljjV90JPzHDA9B6VheD/GfhLVtOl1fULSystWjh+03j/Z9o4ONyseta3/AAs3wjqehyTzvI9rJKLaSGSHJO7plfQ9qAOF1/xhrFp4Ksr+bxFd282rXU09ttjRCsCg7F3Y46KT3NWH8VeI/EF34TtdJ8V29pPqlgZZkMSMBKmM57jdzx7GvRtCv/D3iaxngstPV7LTZTbqstuAgZRyFB9OledSfEq1XVdc+waJptpDpAEUFxcQtu3l8c7R8q9aAObk8VS+HfCXiKKz1rbqkviCRZZ4FUO6Y+8D0UEj+YqV/iV4iu9F02ceIfskj6ZNNINseZJY32r1GRuHYV6EPGPgabUodHn0+OS8muEhlC2f7sSnkEk9s9KqxeLfD2oePbDQ7LTbG4sJxLDv+yYKyL1w33SvXpQBzU3xB1rU9esp4vEEOnxRQQPFavA2L4uPmOO/Navw48beItc8VR2uoahDcQyJMJ7ZwqyQMrfKQqrnGOOTXV+ML/TNA1Tw9nTrJmacojSQEtGoUkiMjo3tUnw+1PR/E1hP4hstKitLyaVknkEO1nwSBz34xmgDmfih4q1TSdeFjb6y2kwR6a13C4jB+0zq/EeSPQdB61zcfxQ12LxBFcXWsxraf2jBbSWASMkIyAsc4DcMcV2z+P8AQL7VNbg13TdsOjXSpDNJAXDHgcejbjwO4p0/iT4d28a6p9jt5biaVndY7XdMrKfmZ16jHcmgCP40STp4SsLiLUJLO3XUITNJGOdpP3s+3WuEtfGb6H4p1S+0LXLe506e/gVreTbm5Zlwz5PzD8OK9s1HUtIufCsuqTIl7pfkecQqbw6YzwK4qy8W/DMabLrUVpbQKWRW32m12bGRgY5/CgDM+HfjPXdd8Yyx3up2zRyPNHNYSSDfEUJ2mNQo4x1JJzXrkUBjmlk86RxIQdjHhMDHFZujJod/FHrekw2zfa0DC4iQAuv1rYoAoato2na7ZfYtUtIrq2LBvLkGRkdDWIPhv4ODZ/4R+yzkNnZ3HeuqooA8Yg8L+BNO1qe6n8VborK6M8tu5UFHbgKXC7iO2M10VpY/C6xVpIP7K/0c7CzNvKmTtz65ri/iR4Ovrnx5dR2CSLZ6tZGefyo92Xh5Az2yayr+0utP+G+g6tdCddVvtSjnmRITgomAA646AKDQB6faWPw1Fnb2NvDpZgkvSsUe3Ia4Xtz3Gf1rp5ItD8XaQ0LC31HTy5VlB3IWU4x+BrwMarZSskB+0RhfFb3hkEDjEDKRvBx/nis3Utd1W2+HmgWllHrEbwy3IJiDIrMHBRjjk4B/WgD6K0nwd4e0O9N5pmk21rcldhkjXB2+lUtR8BeG9b1S4vdT0O0mnk2jzj958Dv6V4f4q1fWJtZlu7TVNZhX+y4LmLyxJgz7VGMdupr034S3+ozvrlpd3d1dW8E0ZgkuSWb5kBYAkcjNAF++0f4b+H2/si+ttLtnvJBKIJBy7DgEelXYfh/Yw+LrXXFu7nyrOPZa6eDiCH5duVX15P51xOvatb+LfibpFnBolx9p0q5l81riH5XVUJVt2Oma4qXWvED+HdWlm1fUhqE24XNqI5SwYSgAq3RRtJGB1oA968Vw+Grq1tbbxKLYxSzhbcT95OwB7Gqep+EfBaRabDqGl2CJG4htA645OSFH6nFeFeI9Wkj0rVLHTbq/vYIdQtLuwFxHJI2djGQ5Ydmxmt6x1sT2Pgq8vtT1aSQXcragLnzG8pgmAQMcDJ4xQB7K3gzw82vx64dKt/7RjACzBcEY6HHTPvTtW8HaBrl+l9qemQ3NyqeWHcc7fSvC9B8Q6rDqDXC6xqjT3VrdrO0qyPtKt+5IBHXFdP8ADjxw+jaLdN4n1O+vpZdRjtYZn3MpLLkbd2CB60AejReAvC8EVnHHo1sEs5WlgG3Oxm6n9B+QrQ0vSdL8MaS1tYwpaWUZeVhuOFzyxya4/wCLerXmmaNp0dnf3dk91diIy27beME4JwSOnarHgvXLnWfhOl/qkzSXS20yTuyEEldw5GOTjFAHZafqFpqllHeWM6T20gykidGFWq+Z/DWv63oeiXNtpd/qDn+yGkWB43KwzebghARxhTmrmp+LfEUHgh3ttZu7lDqCrFPbu7MFKZKtIRu+9/hQB79Jq+nRammmyXsCXroZFgZwGKjuBSRazpk97HZw31vLcSRmVI0kDFkBwTx2zXg0viCXWz4d/tA3Qvm0a5iNx5JEqzkEKc47iuc+2yw2mkzabqOo211Y6M6iWFHDPMX3eUfl6c/pQB9UswVSzEADkk0oORkV534+kuNT+C1zdQ3E6zvZxSs0QIZz8u4EdcHJzXCXPizWodf0a3stYnj09Le0FrNOzhbrJw+VAw7HOOemKAPoCivEbbxtq0fxXeGO/uprG4upIBZyg7cKvyhQR8uT3zXqvhvVNQ1fSzc6npMul3AkZPs8rBjgdGyPWgDZooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApr7tjbMBscZ6Zp1RXDmK2lkBVSqFgW6DA70AeT2vwu1EeBtb0jVL6xSa7ujcwTIuAh3Zwx7gmuN8VfDrxDpOm6esEKAzTu876dGzeV8u0A9yCO9Ub7xX4j1zRvEVvc6vLdpHEt0j27L5aBZOmOq8Y4PPFbuk+J9Z8Q+NjZaX4wmj02OxSZjNGpVyF/eAcDpzQBch+HmueJdC0q9tZNNsZhpsunThRuBTOFxjofvZ9Ca0dQ8Ba1DZ6qZ/EumwO2kw2bv5ZUxRoRgk+hwwrlNJ8T3tj4c0ywtdd/su0ka9c3YHBnVsorHB4Oc46807xBqhtdY8Yrfa7OLi7063NrEU+S5OwMcAjoMkAf7VAHTaV8JNZh8NTWia/atK2oRaja3KxFhuC4JOeTnj8qW1+EXiG21VtX/t6wbUftRug/2c7SzLtbIrLutf8QXHiTRLDTtauUsNct4DaSQABLYqMSrjHJ4P0zVjwb4z8UXvj46ffXuE+2vDLa3DKGEYHylFwDnjk9KALa/B3W4IbiK31mwH2m0NvKZIWbktuLD056V32seHL/VPh/L4eN7F9sltRbvcsh2njBOB7Ve8XXs+m+EdWvbaQxzwWzvG4XJUgcHFeCaT8QPEV94PL3niG6truPU4FLFVDtC4IbkjoMZ6dqAPSdF8J6z4U1z/AISLVtc077HDYJa3G2ErmOMfKcnofWr/AIs8Lal4p1DTdb8P6xa23l2skO+SMyLIkg7Y9q8yvPGN5qOiQWOq+IbldNea/gnuEiDvKqgeUpwMc59s17B8N7mG5+HmhtA+5UtEjPGMMowR+YoA8ytPhNc319Jpc/iWxnezsjaSwwxsrorHKk/jVjUfh1rOh+FbrT7fTbPWJ78xw7rZDEYNo4lJ7kGs7xZ4il0rxh4s/s7WWtJ3ntAJlA346SKMjkKKZe/ES90/wfr6WuuXl1JDqSR2d2EBkeMjLZOMAdgcUAez+EtATw14XstLQDzIowZWzndIeWJPfmuAn+F3iBx4mii1fThDr03mTboWLIAxIA/OuQPj3Ub3RvDMt74kvrNLlbmG9eFBuDLyhIx7jJFNv/HHiCFNMk1PX7/T3uNFknSOKIfvJ1ZljyCCRuABNAHXN8LPEz6h9pOu6cga6gunVLZuWjXaPzFWtN+F+saX4g0u5h1q2OnabdSzwwtCd+JPvLmuV07xJ4k1PWLwnXrxbyx02K8jsAq4ml8v94mAPXBx9ayLfxr4jt/C99IviO4OLeG5kkZQWhmZiGiBPTjnHtQB7L408J6h4mvtFmtNQhtY9PuDO6vGWLnGOPwqDwBo0/hxtR0V9Zt72C2kzb28a4khViW+f1Jz+leUy+L9X1KwhtB4qvYbS41YWy3u0bzAUyT0HRu9T3muS+FG8bpa681zqsMFqq3QjHmMw4PtjkZPvQB2Ov8Aw5vb3WdYlbxDDaWmrzxywW/l5P2hACufUfKTgVn2Pwd1ixvZdXj1q1Or3ZuEvGeImN0l4+Udj1Ncta+KrvX9C8K6nrWp3sa2OqyLd3CrgxjbmMnA56kZ+tbvgfx14g1f4kGyvr0pG80ySWUrDAUcoUAGRgdzwaAPSP8AhG/7K+HL+H7a9SLyrIwC5mHyqMYLEfTNcS/w6l1vwX4fWx1HSry50mTMUojJhuEHG1veum+Lkgi+G2qH7dJaMUAUx9ZCf4Poa8ug8Qz+HdNsNK0XV5ohDBbyWkESArds7DzNx5yRyMcUAes6D4Dt9K1Ky1WS4cXsEBiaG3JS25z0j6DGa7GvJvh5eavq/jDVnl8TTzW1jdyIdPkUEMhBwwOM8Nx+Fes0AY/iTxFZ+F9IbUb0Oyb1jSOMZaR2OAo9zXnmr/E7UJG0W7sLG8tsX7219p8sQ8xyqbsKa9D8T+HrXxRoNxpd2WVZMMkifejcHKsPcGuRn+GV9ew6d9u8WXlxPZTNMsjQJySu3HbtQBWuvjNpNrpOn3smnTma6jaVoMjMcYbBOe59qlt/izpmpeJLXRLTRL24aSREeXywUiDgEN9OahX4PwW9vZeV4guY57UOnnNAjBo2bOzDZA+tbvhbwKnhvxHqesjUvtH29VTy/KChVUALgg+3pQB1U6W1vBJM0CFY1LEKgJwB2rzHUvizYz+EtVvtH0yQ3VosexJkXA8wkKxHpx+or03ULT7fp1zZ+a8XnxNH5iH5lyMZFeMeHPhJoW7xBo1r4muJ7vYkV0ghC+U27eh56/doA9g0h3vdHs7m7tFhuJYVaSNlGVJHIrhNe13xRZeO7jR9JmsEtlsWvkEkHZRypI9T3rq1vbbwZ4btBr2rtKEKxPeTjG5j0zjgCsPVfAVxrXiGfXrbxPcW/wBptvs6rFArBYj1Cknv60AYtr8Y7GDw5our6lpUokvmaOaSEDbGynB68nqOK0b74paVaa7JpqaRdSqlzFBcXGwBE8zlD75rn/GPw78Meb4Z8Ptr0mmlQ8NtBsDtMzEEsewOcc1sXXwje6vpbo+JJw0r27uPsy/M0Iwp6/iaALNr8TtEurryF0m6R0kmSYNEv7oRAF2b0AzTIvix4bn02+u0sZmW0iWcoI1JeInG4fj/ADrVg+HOmQ+Itb1cTOTq1uYZYccIWGGZT6muYs/gsbbS9Q0z+3ilpcRCFDFaqH27tx3nuc+9AGoPihpPlWrf2DqCS3Jby4mgCkgdTz9a7KbR9M1SOznubCJvJkFxErIBsfHXHrzXnvjfwzp93pFvZX/iryf7JtVF0zwhm8stw/B+VuwNek6SIF0izFtOZ4BCgjlJyXXHBz70AeT+JPiJqWi+IfEGm3k+nzLYQLPaGW2JHmE8IT67T1rY0jxxeWsrnW1toLW20mO9uYoIejSN8u09xjg+9S6/8NJNQu9fv/8AhI3todWjC3MTWysiqo45J4x61zviX4f362aWqeK4rvVbiy/s+2tZ0WPzoVYNgHPLAAHNAGpqfxQWGBLmx0aWKKO9jtZhLEGMu4ZKpjuBg/jXd+HdR0fxDoUN9psEf2ORmwhiC7WBwQR2Oa8x8OfDfxC+kCznkGnW9rfR3lolxtlcsBhtxU8g9q77wH4WvPCOjT6fdagt4r3DzRlU2hAxyR+dAGN8Q/F1x4W1HS7e2trOCK5Dl767iJjjIHC5HQmpLbx9pVsuk2Wo2kX2+8EYkNogeGIuSFJb0JBq14z8J61r99HPp+sQWtqIGimtriDzUkyeuPUetYPhz4fi3NncaD4pWW0jCQ3uIllEjxsWAXP3cbiPpQBb8L/FDT9SgvLXW0FrPC9wVHlHy5IojyQe5A6irkfxE8KXOmPcpbSM9t5ZhtntsSPuzs8sHrnHGKwG+El1DcQGbxFEtrvukKtDhitx1UHPWk0z4YJqNu8zeJlutU0+SOC0uYIxi1EOcIVzyeec0AbEfja21LxF4d/s23tzbahJLHMJocTRSIOeex7V6LXlkfww1LTL3TdRttdRpLKSa6nMkH+skfO7HPArsvBLai/hW1k1W7W7unLMZVYMCCxwMjjgUAdDRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUcxVYZGddyBSWXGcjHTFSUUAeHSfEO2Tw4L/AEnQrK2sm1ZrK+tvseWljPTAHBbHUc11Z+IXgW002wvo7UKsqyCJEsvniReHyMfKB3rJT4QapFJPFB4kSKy/tD7dDCbQMQ/XLHIJqKb4KzpFayx6nZ3V3DJKT9qs8xushycrnqO1AFr/AITTw7Z3Ovfb9NtJdFsnt54PIsskmQffI6HnHzV1Wk+I9B8ReH5fE81h5EFr5imS8gAdVXrj2OK5SX4R38serWqa1awWl/FBEUjs/uiMg8Ddgc5/Ou/1LQY9W8KzaHdynZPbeTJLGNpJxywHbnmgDkofiR4Q+yrex6fOn2YRiIfZArqkv3WX0UnvT4viN4Ue6nv0025+2QJIJZRZjzFVMbgWHPesrSvg/NHYanFq2pRzzz2C6favDGVEca42kjPJyBn6VJpPwbh0TT9XisdRAn1CyW13yRFhG38bDn+L0oA6vwx440bxqLqCwWcNCgaSO5hK5VuhweorktB8dWcOt6hoviHTrdbuK8a2tntbT5GVV3KhJ/ix0Fb3gzwJd+FtWuL641dLwTW0dvsW38vAT7pzk1lz/DC9l8Z/2oNXi/s978ag8Hk/OJAu0KGz0wTQBYt/iX4TuFP+gyx2osnvxI9sApVX2MAP72RWdZfFa31W80JtJiW00y5lnSZJ4DuIjUthCvyj1qGL4O6halBa+JlRYraW0iLWQZljdy553deSM+lFr8G72ytLOC38RqPs081wubMY3SLtIADYAx29aANey+JXhDUDcTS2clvEkBuBNc2oUSqDg7f7xzxUi+PPCVzo11PPYMvkyxxy2UlqPMLN9z5ehz2rno/gjPIIYr7xGbm2htXtUj+zbdqMc8fN1Bq7/wAKnv10prH+27NxJLG0udNjCuqDADAck++aAKms+J/A+p+ItAmfSb+5vtwMCIhiWAM+3LKSAeRzjNX21nwNqnjCTU7qG6j1CyglMUku4RyxRZ37F6EAg8Y7VSX4MXhFhHJ4maSCydHiBtRuTDFvlbdkA5q3pnwouNO1PUrhNRtAsxnNvKbQNMPNBzuYnkDJwB170AdV4R8TaZ4shmvrHTprcIQBJNCFMikcMpHUEVc1vwloniDTZLC/sYzbyyLI4i/dlmXoSV5rl9C+HGp6CJRaeJGhE15HcyR29sI4yqjBQLnjd3xXolAFKDS7G2tIbaO1iMUKhUDKDjH17019G0uR53fTrRmuMecTCpMmOm7jmr9FAFY2No0BgNrCYiQxTyxtJHQ4psemWEV899HZW6XbrtadYwHI9C3WrdFAEcsMU6bJY0kXrh1BH61X/svT8wn7DbZhyYj5S/Jn+7xxVyigCKO3ghZnihjRm+8VUAn61LRRQBzXj6W7h8Eao9jb3M9wIvlS2cpJ1GSCASMDJrw+11bW7jwbPbzvr6N/a8TRvH5xkFuV+baxGT+Ne8+Ldcn8OeGbzV4LIXjWy72iMmzK55OcHpXDf8LkWO8iim8OXMECyQpcTNMpWISj5Dx1oA4Px5FqGj3MWiWWparqGnCyE93PLJI0lurPncVBGeOMGnazqV3p0F1p1lPrFxDcSWV3p08QkKLEAAwPpnriu98ReI/Dt98QItF1fw7BdBQsaXkzLkuw3KoB/hPqT+FGm/FI3FxbW0HhWaGzlaW2tT5qfNNGCSgXsOOtAHnls/jiTXNYlk1DV0uxHdny2jcRbNhKMrE7R2xgZrqfg1qMUnibVj5eof6daW8kc10rnzCi4kO5v9o8c9K6zwn8SB4v1yLT7XSGji+ytNdSNKG8lgxUIQB1JBruiq21uxhgBEaHbHGAM4HQUAcr8Uk3/DLXht3H7PwMZ/iFeJnU/Ej6Gx0y51CPwybuIGdzL5qjZ82CPm2A9cV38fxwtjBdT33hy/gtoiIRI2CjzbiCm7oOlXV+MmkTafp72umyM93I6GJ5ERY9pwfmPB9gOtAHARjVZ9Z0W72ajqd/b6bciGee2fYsnJiI3Ac+55PFUbrVtVPhW9ns7/xB9m8i38yV5JN0d7vw657LtycdOleoab8QdXjt/FOo6nozra6dcLFbRIy/iC34g56AVc/4Wbp/2LTJf7KmYX63DbUdGVWhBLDOcNnHBoA4HxNb+IvD+t6dbWmr6jHaC0jazu7kyyb5dxZlZUB3Mc4ww6V7xaNK9nA05BlKAuQCBnHPB6V59P8AFeAXGkxR+HtQuRqFql4nk4cohbaSVHPBq5B8T7KbxDqGinT7hLq1WVowXX995fLDHVeOmaAOF8YRRab448YNc2uoM2oaWq2rRxySRs2OQccfTPArnbPVtd0vwtq1jptzq7WsVvaylp1ceUpIEoViAQPp26V6KPi6L7Q9QubXQ7iC7isGu7YTMrLKoOCeOwNdv4T1KfXPCmnajeW3kz3MCvIjAcn147GgDj/Aiavq/wAPNUtGvjcGdpEs550lC7GH95vmYAkjOO1Z3xL0y301PCX2lrxLaG7Y3lzaF/MUeWAzAjLAcflXb+LPFsPg+3sZZdOubmG5nEANuF+Rj04J7msC9+LWlW2lJcyabdiZZpIZ7eXahgZFywLE7c4PA6mgDzafxJ4lWw02bUdV1S3ha1kfTHgXLXMolIQOMc5THXFWtS8balY/FiJLltWNsjJHcBSwQIyYIWNQc88g9a7VviVK/ieWKPRpX0iHSv7QhdFUtKpwQ3P3RjIx7U5Pi7psmmpet4e1NZ5nK28LwgNMoXcWBPGAKAOH0KbWE8Ka/rdnqet3AF21rJHI7F4bfeD5ihv4guegzXf/AAfvNPm0PVbbTbi4uIIdRkZJbjO91YDBJIGTwagn+M2gQPEItOvZ7eWGOdpokUqqucEtzwQeK6TSfGFhqXiW40W0tXBhUlpQVA3DGQVzuH3hgkYNAHOfGVQuk6FdyXNzb28GqxNNJB/AvOW6HkY4rhbPxCLbxxNq+mapdfZptbWHyG3KkkbIAzMhA+YnHNfQjIrrhlDD0IzXFp4/0h9c1DSBp9x9otUlkTMYAm8sfNtzyOehPWgDy3TPFuoXni3VtPS+1VI762uw8EkhZo5Vzs2/LheB0BNej/By/trrwBaW8El08lt8k7XAPEh5IUnsKrab8XvDl7pp1B9Nv7cghQHtwBIxOMK+QD09RXYeGfEOneJtHGoaYGWEyNGyuoDKynkHBIoA2qKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvPviNq3jrT7qwj8I6aLqF1Y3DbFJU54HJ4r0GqOq6tY6JYte6jcpb2ykKZH6Ak4FAHE+MdZ8SaZD4V+wXa2lzqFxHaXMUsSyAMy5J+oII/Gq3gTxR4n8R+OtfS+hNvpFmfISF4xuVx7g9SOT9farnxF0uw1CbQb688SzaVHDdKbby1DCSU/dI9DjP51L4B0mxsNW1+XTtZur3ddst5HPHjbP1yD9CB+FAHOeJviFrGh6z4rWyc3X2J7WK3t2RcRs/3j6kHp+NXtQ8Z+IvCk+pa7r1q76I0MH2e2UDcsrD5lDDsO5NWdQ+E0Oparr9/PrFyX1bGV2DERVgUI9SuMD60+XQtK8ZeFJ/CVtrlxNNpc6JPcyLucOvODng0AdDoHixNd8H/wDCQ/Ynt4/LeQQtIGJC+445rktI+NemX8D3F9pV1p9ubZriGR3D+dtYAquO+TXV+HfB8Hh3wafDyXUk0ZVw0zAA/N1OO1ef6l8MfDuiQWUeoeIrhLGSI2NsjoCBI5zkEd9wB/CgC5qvxV1GUWNnpujz2urtqUdvcWUxVn8sru4PT5l/LFd94n8S2vhbRhqF3G7l3WKKJeryN0XPQfU15pe+ENAtVWe88X3b63NqkcK6gqjcsyrtEeBwPlaut+JnhrVvEfg6DS9M23EgnjaYSOEaRFznDdjQBlQ/GBZLUM3h+5+1y3Dw29qsykyBBl23YxgYI96o/wDC1ZJde/tKGO6fSE0g3clmEXIYNg/N1471FoXwu1Kbw/brqepPpl7Yzv8AYXgdZGgiYYZS3fPP0q9c/BiyZyLPXLu0hazNoyKqndu5Ykn1PNAFqz+L1rcadqV1caNcWkll5OIZZVzIJT8hzjCjkcn1rc8E+Lb7xaNQuJdJFlZwTGGJ/ODmRl+904wD3ritZ+DlxHoV4NP1ObUb+4WGOZLhgiyxRlSEyOn3RzXTfC/QNf8ADmi3VrrbRRQebm0tVcP5Cc5Bbv8A/WoAz4/iZf2+v+I7e70aZ7Wwuo7W2EbLuaRuAD/vdc9hXXeFfEy+J7C4n+xS2c1vcNbywyMGKsvXnvXN6t8LtO1XXNR1VtYvIBfPHKscMgCpMuMP7njpW74T8Mx+E9IubaXUZbyWeZ55riXAYs30oAwn+KUD6rq2nQ6ZKz2Mc7B1mUsxjGT8vb864Ww+IvjC8XQ7a6uTay3RkvpZ2gTAtVz2/iHXPfitew8D+GJbDU9bsfE+oPbQST+cYcbkDffU8ZP41Povwrt9QGj61aeKb24tIoCkCvEuDA3VPYEEg0AT6f8AHfQr9L4ixuENvGHgVnG64JYKFAxwckVJP8UdUubzQobHw9dRTXd7NbXFrOwDHYucBiMdwc+1Pg+DOgwwT2t/fTXEOwpZo21GtQW3fKRyTkDk06LwXbeJNHtUh8XXlzc2V87LegAOpUbGjX04HJoA0fid4u1DwvpWl/2fbu1ze3kcXykcDIyv1PTNYXhz4i6snizVLHWLaaW2bURaxP8AKq23y5wcD5jXceKPDNp4p0e3sJ7ySFoZkminjI3h06EVzEXwjRbiSaXxDfys98L07gvL4wc+uRQBa8N/FTTvEnihNFgs5E85JHhn8wMHCE5yAPlzgnmu1s471Jbo3c8ckbS5gCJgomBwfU5yc+9cf4X+HFp4a157621Sea3jL+RaEKFiL9ckcn2zXVX19d22oWFvBp8lxDcOyzTqwAgAGQSO+TxQBm+L10+/8H6nDqN1NZ2TjyppUADY3AYGfU8fjXEaT8PfDviWwu5rTX9Qubdp4o5W+QAtBwvbmvSdb0Wx8Q6RcaXqMRktZwA6g4PByMHtyK4Txb4U0nwj8I9cstKM9vCqGZSZzu35HegC1qHwp03UfEkusyatfoXdJPJRwEDqMK3Sqh+FcljElxpuvXZu7SeW6sUmCeWsr9d3HIJ615KovrjwZdy2w1j7A0Vo29C5/f7v3jDvjbW/4i0u+0a40W2ttV1RtJa08y1unikkdZWYHGF6HHrQB6H4DsbDwfp2rT6rqNgdUnvQ1+1uMLG7Y2oB+Ofxr0GXLROqybGYEBhj5T681846/o4Mni+zfTr9r4z21+sscbH92Au459SWJx14rQFiNa+IWnaVZXt0+nah5V7Kkkzeba+Wp3KwzxvyOvrQB39x8M9ItfB1/plzqV20JuDfi5kwTBIOdwAHTqcVnR/D+x8W+H9Pa28TS3VkFYSSxxKBNlsnjHy9MeteolF8vYQCuMYPpXzd4Qa8g1K/h05NUEZhvmvY49yoeT5ezPGfpQB6Xqvwnj1E6l5XiC/ghunjdIAwMcbKAMlf4shR1rMs/h/pBvR4fg8TXZ1iyle9dljAKJKu1woxgBs15v4cvtZTwD4gt7qfUbNGmgkh3pI+QWwVz1we+KfqGoXxa11AQarp14NECwvDvbznEp2qxxnGAevtQB6hoHhrRNH8fWVha+Jr241TTbLyxayqpUW5OdpIHqQaz9T+Hvhjwn4mi1mbXNRtbnU5pIEGA4ZpBgrnHHXvXEwD+0NR8Ua5ZvqdvqiQW9zA6q6+YAF85BxzzwBWle+Mlu7LUS66tOBq9vd2iS27FggwWABHABzQBuaJ4J8IzaxJo9p4uubzUILSazNs+P3at97AwOhr0rwf4en8L+H4dLn1OfUPKJ2SzdVXso9hVXRvB/h631KPxDZ2bJeTB5PMcnP7zlsiupoA8++LmnanqXhq1GnBFFtdpczzs+0womTuHrWdL8KtN16xs7u2126dJnluJrgKjG5EygE9MZwODiuHv/EF3D481GAR6oYbn7XbTx3IdhKPLOzA6AZzjHasXwzrviOz0OSLSH1GS3j0zF6JQwEB83AMXvsI4HvQB61L8KHkSzVPEV7EINPOnybEX97GCdoPHvS6h4AS90jRtDfxDJHq2nRubedYxuMRG0gr06cZrjE167sY11VL/VZPD0epNHDINzvMjw4I9Thxx71W8P8AiOCLxT4U1i8uNTlZ7SS0mUoxZpQ+FDfzNAHWS/BOKO0W2sNblgia1S3mDQq28K+/I9Oa6DSvh6bDxlH4iuNTe4ljRlC+WFJLKFOSOoGDgHpmup1q4Npod9cBpEMcDsGiGWGB2HrXgdn4x1O88K6lCmq38TLcW0sEkqu7PuJDq7AcLkDOOlAHv0Wr6fNq02lR3SG/gjWSSH+JVPQ15vp/w1tG8V6tfW3ii5a/V5VljCKfKEy52nI56g15lq3iS5t7/RbkfbYzLp8S39wpYzrGJ2LbWxzkY/DFa+u+JLZb7XBpd/qYS4vbOZbld4YxlQsik47CgD0Q/CiE+BbTw9/aTNNZ3P2m3uWjHDZzgr3Fdh4c0i40XSha3V4LqYuztIsSxjJ7BV4xXiepeL30zQLq1sbnU7i1OsOihZGE8sZTcuGPOM16t8NbiG68E2c0V/JeyNkzySSF2WTupz0xwMUAddRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEMgn+0RGNkEPPmAj5j6YNTUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUx1DoyEkBgQcHmn0yXPlP8pY7T8oOCfagD5m8P6hrN74lfT4tS1l7hLy5jmAkZkWEIdvPQHNUhrep6jot/ps0up3G7SWWZbgMVWaN87hnvj0716j4V8ZaBYao+l6P4XubW8muZIrmMOhdWQZLMNxOPeks/jZod3Z6xMuj3Ql07LPFhNzx7sFuuOvUUAefJfzz6HdRQyanqGnwXlg0TzROzCRRmULkZAGDxV+81a5ik1tY5dVg03+2xdXUsSOsgt2UgEcZxuGPyrtNM+It7rXijw7BbaVeaVYXkk3mLNEuLgCPcpB6/iKsWXxi0y/n1+2k0a7SbS42k8hgpeZFOG4PTGc49KAOj+G9zJdeB7GSS9uL37wWe4jKO6hjjIPPTvXkPiDUJvDvxM1K8t5L+K5l1WIrBArbJotvzHHRua7tfjJpkGnXUlxo19aTQxQvBbSBQZhL9wLg8VWvfjbolho1lf6hpF3HfSu6fZCg8yPacE5OOKAOJ0fVddvNS1VJLvUnuxBdm4stsmHQglCp6KemMVjad4kuV8FNY3tnqCm11C1uo43V3+RfvkMemcZxXuXibVdX1DwLHqng6InUL3yzEwjViFJ53Z44/Gr/gf+25/CVs3iaMDU2LCYMijIDHHA46UAeCa6+yDW7K0s9TEl1rceoQSiJypixnIOOD8xP4V6b8OvGAtNF0zS9WkvpL29vp4LdpkYkKuWGSf9nFdF4+8QalpEekafpARL3VbxbVJnUERL1ZsEjJA6VwfiPXvFnhrxLpq6rANSghvXW3mito/PuIxGGOM52kZ5xjgGgD1DxVov8AavhHVNNti0Uk0LFGjYg7+o5HuK8J8JN4u1fxfZ2tzBeWkYj+0J5krlWaFSoPPXLdq9H1v4x6fpWi6NqkOnzTQairOd0ip5QU4Ye7D0qG5+I5t9f1m7g866tLLTIrpbQxomVYglhJnOcdiKAMX4U3GrT+Jv8ATb6/e7VJhqFvMj+WG3fK2TwD0wB2rr/i5JqsXhBH04XLW/2lBfLbD94bf+LBHI7fnWW3xZuoLa1uH8HahGb+cR2wZkUy5Xcp/ED6Vf8ACXxUtfFWrNYNpN1ZeZbNcWzTFT56qSGAA9x+hoA8ovpJ49BsY7WbX7zSil0bZ3jkVhLkGM8c4Hv703WL3WNLvSNX/tQXEr2F18nmFOB+8z/hXp9r8W4bmz1j7Po0i3Gn2xuYrdpk/eRK21s4ztI54PtW14M8bDxdc31pdaRJYXdosbtHIwcMjjKkEUAeS6nqX243jpp+qro0upzSXS20TRvIHT92cdSAa9b+Fty9x8O9KWWGSGSBDCySIVYbSccfTFRePfEl9pl9oOjaZcpbXerXfkmZo95jTHLAHjP1q/4VPiSK71Sz1+WK5jgkUWl0gVTKhBzuUdDQB41r+pi++MF2NSnuv7KtdRgQ3MTOVjwvEO1eMM3U+xqrqP8Aaa+GbrU9Mg1BJ9K1mfy8h03QTE7Sf7x3H9a911Lwdot7dTailhbRaow3Jd+WGZHAwr4PBI968w8JeNfFGu39uj6ms80cn+kWstoscMkQk2ZRyeXyAfTnHagDD8S6TrmkX2h2yvqkUK2MTQSRI8xFxnLDg9STzmvoGFpxpCPKGecQAsAMEtt547HNeewfF6KS8aKTSWijhlnW4zOpeFIh95lHqeBzQPjNp7aRNfpo98wiEbmMMhJRzhWyGx14x1oA5b4U6hqL/EG4WSDUooLiGbz1n3sokDkjJYYBxxxXu9YWg+JbTWLaHzIzYXsoLfYLh1EwHrtBzjvW7QBznjrWb7w/4M1PU9OhEtzBEWXJGF/2jnrj0rzqH4h3S6HDp3iPRzq7eQl1qLlFVYIXb5SV5zxzxXp3irQP+En0C40g3stnHcYWSSIAsV7rz61x03whtrgwmTxBqGPsyWtwAEAuIkPCtx6cUAL4W8WCPxE3hbSPCskOmW8mGuIJA0cYYblY+gNbPjvxu3g9dNjg017+7v5vJhjVwozj1NP8LeCYPDWr6jqEWq3N095tDxybQqhRhRgDsKPGHgdPF15ply2pz2b6fIZYvKRW+fsTmgDAHxbtV0vTrz+yZmnuI5ZbuNSP3McTYc5P3selZ+j+PNGbx1LJZeFmiN7dC0m1VSPmJXcufqOTVlvg1p5sra2k1++DxmZHZdo8xJTlkx2z/U1aj+EdvBeGS21++gtzdJdfZkVdu5BtHJ5+7xQBpeKviTp/hq4sESH7bDcsweWGVcJjHHu3PSsi9+LVtp+ptp1v4bv32TCBioRRvZdyjr396r698PtG13UF0PRZ5dPtoizXq2iBo9+VJEmTw5GMGrVx8JEmv57keIruMyXCXCoIkO1kG1evXAoAkg+LGly6Pp8r6XM95dSyx/YYijNGY/vE5OMCsiz+KNxH4vazjt5tTtNTWCXS4IkVHWNg28nPoVIrSi+DtlbWUKW+sXMd5HdSXAujEhY+YMMuPQ1kXvwp0CTxdY2cPiS/tNStrVWtIo1GUjQ9Q31JP40AaEHxRfS21P8AtKyu7mY6y9hbW8SKCnAKrnPOc1dufi5p0fhq31ODTLqS5nMqi0fClTGfnyx44rPuPg75lx548WXu8Xov5S8aHMg/i+vA9uKwNa+G15qWm6UmhXK61o8TzTFxcLE7TOxy2cEbQe1AHr/hvWZdd8N2mrT2bWhuI/MEJYMQO3SuGtfjXpVzda4h067SLS4y+443SENtxjtya7LQIr3RPBtrHrlyj3Ntb4nljGQMDtgc4HtXm8XgrwrfwmaXxXJPDrRe2tnjiRd7M27BIHzEEcZoA6D/AIWppp0JdSuNHujcpcm3a3UKzIdhbcGzjG3NV5viJLJrlrZaZpUn9n3miPfo6QguDj5fl6YGMfUioNU+DT6rolnpc/ia7aOGfzXZol5AXaqgDGMD+dXIPhTLbjSXg8SXcNxYWLWLSRxL+8jLE4we3OPwFAGXp3xasrHRNPj1HSrm6f7It3LPBAqxqu7aW254weK2NX+JGn2GsQafYaHLeTm5jhEgVUVXcbuM85wc5rFvfg9b2tjKZfFdxFYxWRt5d8KZWINv6+meayI/Anie48bW2tWbJOgkjaDUGmRovs6gAZQjJcjvigD1bxnrF3oXhC91O0RTPAgYK6bx1Gcgfzrk/DXinVNb+Jl/pMVjDDolnaoWH2fB3sAwOegzk4+ldZ4x0G68TeHpdJtr8WaXBCzybAxMf8Sgepqh4U8EyeGNXvb46o1wLqKKJojEFGI12oc564oAp+I/EUtl4vj0SPSi8cumTSi5NuHVWXlcn+6O49SKyfDXxQ0268My3Wu2TwXUFqtzKfs+1Lhd20FPXnAro/E/g+91zW7bUrPXJdOMNrLbOqRK+9Xxnr9B+Vch/wAK80a20m1sNS8VvLbXVp/Z1rtVFVm37/lIzk57UAWNT8V+CfFGnQXOqWl1BPDeiAGIYlilYcHenYg9c11vgO50qfQZE0fTJrC0huHjCyjmRgcM+cnOT3ri9S8A+INP8Mp4esBZ6nBqEoW8uGgSAwIMbWULjJHrya9N0TSLXQdGtdMs12w26BR6k9yfcmgDQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopkm/yn8vHmYO3PTPbNAHG/wDCAaVZeJNd8RtcyRNqFsY32/L5Ix87A+prhbD4Q+HIo3h0zxRcFdatXSMOiuZVByWBwOBiudsrfxLqmp67Y6ream15PBcrPaCOTYQvKEOTtx6ACpvCgjsvFngzVU03VobcwNZyKyNgSjjPspzQB1/iWDQPDN14WtNW8RalDe6XARbG3tQ3mjGCT8p7cYHauSsdB8DzXCXVn4z1ZEv3ksHDQDeWcglSSvy5J78810Xxjn83xR4ctkOoQtD5jyXNrblyisMDGOvuPSufvtTj/wCEUtZTodzbldbtZfOS1ffdJGo3SsOxOKANGPw/4P1QyPL4r1O5a/kTTYmeAAxTRYK9FGMDGPqa6bxD8MrZ7C11G88S3Ud1p4cy39zGku6NuoKkYGO1ebxarC/iW0l03TL/AHLrdxcxKlmyfu3XCE9id3r0FQ3Nrr95puq6aLXVZZhZvJqiXAYqZlfKsh6HjsKAPafDNtcaf4nnhbXBdWEljE1lalsttH3pMYwM5HSu1rw7wb9jtfHmnX66Nrn+mWEcFu0wbERUYctk8L9aj8aXWrv8dtJWwtL+SGLyRIoyI2wSSQenTrQB6h418PaZr2hO2pPNALE/aorqD/WQMozuX3wK4TWfCWg6fpWk6rf+KNaZnu1ngv8AAldncKF3HaQBgAVxeh3PiK5n8VQTaTqiafNZ3KYAdmeUPlMk9xnHHUCq3iF9Tu78tdaZq08kiWTaZCI22IqAFwR0ByKAPSJ/gfpF5p9vbvrOpnyvMKvlOQ5ywxtx1q7efCKzunlI13UkWWySxkXEbBol6DlePwrqvDXiE64t3G2m3dk9m4iP2hMB+M5X1Fb1AHEXnw7jvrfQIJtZvyujEmJhsBfjC54xwOOlU9G+FFpo2o2N1HreoyrZxSQRROI9vlvksvC56kmvQ6KAPLrH4L2VlHdomuXyie2e0/dpGmIi24Anbkn3PWuk8MeBk8Navdal/a97ezXMKRSfaAmMIML0UdBXW0UAc54t8HWPi+0t47mae1uLWUS291bttkib2NUNM8AJprW041rUpL1LkXFzctJ811gEBX/2QD0rsqKAK95b/a7Ke2EskJlQp5kTYZMjGQexrzqy+DdpawWdvL4g1Oa3tpxcCE7ArNu3HJ25xnnGa9NooA4xfhzpX/CQ69qkhLrrFuIJYNoAXjkj1JPNZf8AwqhZdAOi3PiPU3s0ZBAiBFEaKcqMY5Oe5r0eigDFtfDGlwatDrElsk2qxwCD7Y4+cqBjtwD9BW1RRQBg+NJZ4fBWsyWyzNMtpJsEJIfOOxHNeP6Bda0/w38V2r2Oq+eyRvaSeXLliVA+TcS3UEn617P4m1628M+H7vV7tHkht1BKJ1YkgAfiSK841rx9rk13octlpd7ZT/2kbSfTndcXClAww2MY560AYTaFqOnfChL/AE06sbu4nik1SO4L71C8NgcNj6Gu9+E328eFZhe3N1cR/aWNu9xEyHyzyAu4livoTWY/xit5YraO20WaW9kMxntjKP3aRHDHOPm9qpH4ojTNX1zUZlup9Njs7ea0tvlUfvCAO3BJPfNAHOeOra4j+IGr3b6drTpFJaz2cltG5i3qy7zxxyuefarvi9vEN18Qt9ha6z5jXNm1lNGHFusO394HAwOp5zz1rprr4vLZ6bbz3Ph66juJ7iSBbd5AMhEDFgdvOQwxgc132i6rBrmjWmp2yusNzGJFVxhgD2NAHnPgK2utM+Kni+G9sbtHvJfPin2HySmfXpnmq/xlmitdY8OSlrxzI8sUlvZyMHkXbleFIJ+bFaWqzfEQfEuE2dvnw0ksasEKjehBySTzwTz9BWH43l1K38fahKTa3Is9Ma+tA9um+Nl4xvIJwDzQBha0/iy38M+HptZ+3LGNPmWMQLIJFuf+WXmbec9OvHrW9af2vL400WXWbTUBeP4fkjvZo42K7jkqMrwGwPzxXV+C9T1qL4YprWuGXUb0wtdCNgqsVxkKD0rBX456dFpxvNQ0a5tGltxPZo0gb7SN23AOOMHn6UAcp8Pl1CDWvsN5baxEdR0qeG5kuo5BvlDMU2s3Q7DUelXGrWfweeysLXU45bTUgt+JVfiPJJCAENjpnGK72L4u21zHaw2+hXsmqzPIPsRO0qqAlnDkYIx0xTdW+L1pp8kbWuiTXlnJZC+adJVXbGTtbIx1B4oA4edtej8AaYLm71SfSDqTCeRY5I5fJI+XHJbbn1qK1lvU+HOjWljZaktxY68Cw+zNv25LK3TPTFdjZfEV9IbxDd6tK95a/a4U06HCoCrrkAHoB7123hzxXaeJfDcurWVu6mIujwnBIdRyAeh+tAHnt7cXMvxbGl6DqtxJDfTxXF4Yrh/9E8sEuhHQBgRx616R4z1X+xPBmr6gsxhkhtXMcg6hyML+pFeO+F/F+vW09nrMthBDHrOqOj+TaIGlRVPy7uucgjP1rqbX4s6R4g0+8j1rw7PDYfYmvAJSsqzRq+w8f738qAOH8MXL/wDCN+J72+vNRttXfS1C2h84uBnHmZbrvPYdAa2/FdzrLeEfB+tacbyUy2/2O4jDumS4wCwHoe9bPwx1Jb3xr4jthpQsoI4YGijliUSIhBwpI6juK6PU/iDa6Z41t/DUulyGOWRIvtQddquwyBt6/jQBxXjv+2NAh8PaQNSv7axis2P2yMO7G6H3dxXJPfg8Vi+NNd1a214SHUdVjuLews54Ej8wIZyy+ZlcY+7nivYfGPiy28JWltcXen3V4k8vlILdA5DnoMe9c9F8WNGn1uy06bTLqKScpHK8qgGCR87VYdT0PP0oA7S+b7d4buWi3nzrRiuMhjlDj3Brw6C8s5PhFo+nuuqLPb6pCsrBHDxtuJbYSOMAjpXX6r8Xwmi6lcafpM/m2twkKtuV1wXK5I6g8Hj3Fb8/j+wtPEFho1zps6PdRRSM7BQInkztUjueDyOlAHn58U67bfDXU57W+vp3i1fyGuJS/mR25PXJGRx37V6T8O724v8Awqk0+ovqA81xHcPGykp2GW5bH97vVcePtLaa2tJdNuk+1X76eVeNcLIvXd7Guvtnt3ixbNEY0O3EZBAx24oAmooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCta3sV29wkYcNBIY3DIV5HpnqPerNJgDpS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA0MCSAQSOo9KdXLeHnZvGHitWZiqzwbQTwP3K9K6mgBu1dxO0ZPU4rlvEfjzQfC179jvxO0yxeewggLhEzjJx05rq686+LulS3nhSc6bos19qdwVhD265ZVDbvmx/Dx0oAvaZ8S9C1bVIbLybm2d94827jEaKVAOMnuQQfxrrJLyxTyUluLdfNGYgzgb/p614z4u0XU9d07wpI/hG5lYW8z3lvGgG2TZsXd054B5rA1Dwn4tvY/D5n0rUZEGlrbKiKC9vKr9SSRsyMHPXFAHuviPXrHwrpa6leQsYfOSImNRldxxk+1XRqWnNafbBd232duDL5i7c+hNcn8QtCv9a+FtzpsMT3F+IYyExuZ3BGenfrXmVv4U8W27DULnw67aRHeB5NEQhi42bdwHTGeaAPe31LT4vJ33lunmjMW6RRuHt60i6lpslz5SXlq04yNgkUsMdeOtfPOv8Ag/x3Da6LDa6O1wttA7KVAdolL7wnsQABW9H4Kv8AX9X8S3tx4buNM1O4sVlsbgttVZdpVhleMknNAHqOj+MdN1nxJqWh2qP59iqu0nBSRW7qR702y8a6Pe+KNQ0EsYL2wKhvPwofd/dz1rz74X6Br+i+MPtFz4ZOmWUumrBK/mA5kQj5j7tVL4g+E9ZvvGeqaxbeG7i6UG1NtcRFdw8s/OQM554H4UAew3+uWVjb3TrNHPPbxtI1vHIvmEKMkYrFk+IOlR+CI/FOGNvJF5qwb1EhAPIA7kV5bD4D8Srrl7dyaRdPI1xNPDcCdE3I6Y2t3JyenSsyf4f+MH0yyB8NiVY9OksvIaZP3ch/5agZx3+vFAH0Do2sW2t6Ha6tbblt7mMSLv4IHvU9pqVjfmQWd3BcGM7X8pw20++K5bw5Y6lD8KYNOnsDFqEdi8P2d+MsAQOh71x3wn8M+IfDniWf+0tLlt7abT0jMh2BRIp6YUnPU8nnigD0bxBrWlwRvpc2vQaZfXC7YmLqHUnoQDV46rYWsCibUIGZSIyTIMs2On1PpXiXxVsZ7/4rW1lZ6VFeXF5pTQoGwvzksAxJ7qBUeoeAfFVnqKRQ6N9tidrGZ7hZVyjxAb+D1J9fagD1TS/iDpOs6ZqFzYrJJdWJkElicCY7OuFqfSPGlhrF3Z20cUsbXNl9tUvjCqDghvQ15bpng7xRb6150fh77PJDe3F2bwTIGnjdTiE8+9JB4S8WXzxxnQprCX+xpLBp/OTG8ksDkHOO340Ae2adq2n6tE8unXkN0iMVZonDYPoaytL8YabqmsalpYbyLmxn8hlmYKZDjOVHcVzPww8O3miy31xd+H/7IaaGGNlW5DrIyDBYKOmev51x2teDvEUvjy/1WHw488Z1WO6huFkVWaNQQV65HYigD2uHV9Oubie3hvreSa3/ANciyAlPr6Up1bTltTdG/tvs4ODL5q7c+ma8M0jwH4o0m71SRtHmkufIuUjuRcqEmV+ilRyTyep7Vj6P4G8Xw+C9T0ifw3cuL2WGaJWkQLGVPzcE5GaAPo6w1Gz1S0W6sLmK4t2JAkjbIOOtWq4rw54T1HQb61GnXkVloSxBn0zy9zeaw+b5/rj8q7WgDM17TLDWtEudN1LAtLlfLfLbfpg+ua42T4d2LafaJe+J7+RrS482C4aZQyNgKoB9gBWx8SrWa98Balb21hPe3MiAQxwDLh88MMeleR+K/BWsN4D0Sx0DSNWkluZzNdee7b4pMAYIPReOKAO5ufhToAs0tYtdure8WR5EuPOXzNsh+dcdw1Vh8NPCWp+IL/TzrFxPOtnHE1osg/dIo+U57nPNcFqHhbxRNp9o8/h7Uri+j0gwmRMgpKrfKevJArrvBei6vpHxMXULvw7cmPULGItdZIW2cLhg2e5x096AN29+FulLptlav4gvor+GYy295LKC+doBAB4xgVqXD6T4At4tWu9TvZbNIIrIRA+YoOT85A7nuar/ABX8PXer+Hre/wBMtftOqabOs0EQBO8E4ZcDqCD+leWWfgPxRYeBvEMeo2N/dXtxcQ20EEbNJiNW3syjPTtmgD6NS4ieETCRfLIzuyMVw2vfDuz13xHcapca9ewvcW5t/JjkUAIeqj2PpXl13oniCPQ5LaDTNatdITVWfbKsjsIWQAHbkMRu/U1taV4P1K+1+x+2Qa2JotMBhvJSyIJ1ztDjkdMUAek6Z4bl0TwVc6FZai9/MsLxwm5cfLkYC8dAK4rw78GrX/hGY4fFdxJJepC1vHiYFLdd+4FPQ/41T+F2geJtK8YGfVV1NTJFKt350R8lmzkEOT8xJ9BW38bLTX7/AETTrfQ9NurxvtBeXyC3ygKQAwHJBz+lAGhe/DKOeztpIvEGoRahbu7rqDEM+1l2soB4CkCuT/4V/Ya34qTTLPUlGlaVZLY3kSOUmbLbizdiC1ej+AHv5fA2mRata3EF5FCIpkuVwxK8ZPsa818SW/iGTxb4hntdE1RrOWa386dEKmW2j4dEPp345xQBtax8MtDub6W0bW5kl1EK9lBwVjaJeCvsK7Xw34bl0Tw22nXF9JPdShjNcYAyxGMqBwBXjtnpGoWGr+HdaudP1abTRdzx2lvHvE0Cs3yFs9q9e8ff2t/whOo/2IsrX5j+QRD58Z+bHvjNAHnurfDrTvDXh+xN744vLS0tLtpoJGRTiVuPlHr1/M1oWHwYshbQ58RX1xaNZPbFSqgNG7F+PQbiD+Fed6tod5P/AGdOdN1r+xTqMDW1vIrtIBt/fHB5HzdPxr6A19bdfBt+skzW0As2HmMxQp8vBz2PSgDA8I/D1fDGtSasmv3d80tuIJlm2kOF+6cjpgcVS1f4UWuqeLj4gGtXUCtcJctAgBBdfRjyK8n8PjxZL4fk/wCEeGoNavp4+2NIXYOTKdzRDudo7e9bD2etW/hqza7uNcvNC3yhI44XjlWQr8hPO4puoA9j8XeGJPE0NkserTWAs7hbjMShtxXkZzXOW/hfSvEfiWfxPo+vzJGZlS8iRF2vLFx1Iyv4V5fdXGswavBYS3OtPrT6TC8cFtKxxclusgHbbjNXdYfxE2nSWi2l5DZrq0jajLBbv8xZFAYBcErkN+OKAO4X4Mwtb3qXGv3ck1wqBZRGqlCr7wxA4Y59aff/AAfe+1K31BvFOom5iERZ5FVyzIcg89Op4967LwcLxfCOmi/mnmufJG6SdNjsO24djjFeU/2/rq/FO5I03WYdMlnmgl3h3DL5fGxRwDkZGPWgDrr34WPc66uoxeIruKJLv7YtsY1ZBKRhjzzzXbaRo1hodm1tp9usETOZGVc8sep/GvC7ay16D4aTatBf6097PeiG5t5mf93GJD8w43DjGSK9N+GP9pf8I3KNQvJroCdvJeWNlwnoCwBYD1IoA7eiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAON8I3IvPFfi+VUKqt7HFyepWJQa7E5AOMZ7ZrhPAkRi8VeNVYqc6krfKc9Ywa7phlSDnn0NAHgumfEfxPbw3LWqWtzcXmrXEIW6kbbFtXcAvoMCtLVvjNqVt4f0ia1sLRb69tTM5ndthbdt2xgfeOecVXtNP8Ahmus6xYX2l6lDc6cJLucXczbfcrtfr6fWsqTwVovjOwtNa0LUItF0Ys1vBb6ixO18jLR/PwT6UAe7aI1+dDs31V4nvjEGmaJSq5PPAPIrzCX4vaimpXDf2darpzyXVvaM0hMjSwrnLAdFP8AWu+sda0PRrWz0a41+zkuoYki/eTqHkOAAcZ6muE8U2ngHRPGdmlzbyNe6o8ls62txhYGkG0uUByC2cZoA2vh/wCNdZ8R6g9vrFrZQ+bZRXtv9mckhHyMNnvxn8ak+J2s61pC6B/ZE0cQuNRSOYu23cOyk+h5zUuiaB4B0C+kvtNmtI7qwj8qWU3pYxL0wwLYArQ1i18J+PbSPSrq8tb5TieNIbkbuP4htOcUAeZ+GfHOsaF4i1CK8MV1p17qFwkby3DFo3RSdq54C11Xwy+JGreNLq4h1PRHs08vzYJ0VvLdc4Iye9TweAfh1pWrRWWy3S+8zzYbeS8bcpP91d1WfANh4Qi1DWJ/DSyCWCdraYNIzBOckICcBSf5UAP+IXi3VvC02jx6ZBZSm/nMBNy5UKcZBz0x1rkrf4reJ9Vu7OLSNIsLjfYm7uEMpVk2MVkAycHkEitL4labpvjXxRo3hRtVWC9iLXZhMW9XUYyrEEEHbuwK208L+BPDWsWl2xtLK9s4P3QkuiuyPJGcFumSaAOP/wCFy6s1rFf/ANmWyWd5HObUFmZ0eM42v259qrR/HLUrWwRdT0m2F7ewJNYmGQmPDHH7zPIrrNV+H3g2z0/UtSikttP+3xGNbqWTdFFv6lATgE+1ZPhTwv4C0/w5/ZmoarpGoXdwptnuFuBudc5ULljtP0oAzvEfxm1XR9DkCWlg2qQ3xtJMOShGzcHUdfQVfj+KusnXbPTV0uO42G1S8MUcjHMqhi6kAhQMjg8muhHwe8FmyhtZNMaQROz+Y8rb2J6lmzk1jiz8DXvjbVHvLL7C+imCOS6e62QTNtGwMMjJXAxn0oA5208W6v4h+JfhjUJxb2tnLc3NqkUMxLMqbh86njr0OK9R8e+ILzwv4SutXsYoJJYGXKTkhSCcHp9aydM8F/D3WNSfWdMtLO6uI7gyNNBOzBZM56A4/pXJeJ/ilomqTz+H9Y8LX11YiZ1ZkmwHEZIJAGCcemaAGa/8UvGOhRaXay6LbTahdE3B+zEyo1vxjbjnPPWtK5+JeuXni610TTbWzgMs0SyJOGaVEZA7MQOAvOK15NF+H3iOLSkma232Vtuht2utsiREZw4DZx9a5GTwRol143GrxeMdMFr9pjmURuvnoAMLGr7sBeg6UATf8LP1nUrzTtOuYLSOG/F5BL5DMHVogQGB7djWcfizqPhDwp4Th8iK+a7g8y4lnmLSY3kdOvTPJrr4/CPwt1DXGtbYWUmqSmRtsN2+/Ofm6NweTxWH4w0TwX4d1bw/od14Qur9JR5NtOk5GSW5Xk5JBOe3WgDn/EHi7xGZfHInu40jhMPlRCZ43RM8NHj2xk9K6q0+KeopJFItlbnRoJIrKWaWRjP5rJnOAMEZqKyt/AfjabVrjWfDrab/AGcy2kt1d3OwZAwoJDfeA9c/Wn6ho/gjS9b0uG20e41I3Fi8kEkFzmObyx355bHegCbwV8Sta13xbp9jqcVkttqVtJLBHb53xFCeWJ9cHivW6858AeFfB19p2neKtJ0E2Fw2WjzO7MhBIOecHpXo1AGN4p1qTw94avdVispLx7ZN4gQ4Lcgf/XrzeH4zalf6TaXNh4dieW6uZLVA12Nquq7snjPT1Ar0LxlFo83hW8TXrk22nYDSSq5RgQQRgjnOQK5O2+HPg86ZYH+07o+dKbmG4N4UeeRlxu7ZOOOKAM7QfjBeahLDJqGjxQWk0E7I0Uxdt8P3sggYB7VgeJ/i7qOoeEzJFaT6RcssV5BJBMH8yEybWByOD7VJDa/D3QNUZXtdcRrO7NjIszkohkHJIJ+61dYnwT8LvBJHcT6jcRuAqb7k/u4wchBj+EHmgDDPjzxFrGn+GNTEEVrZ3mrJEnk3QZ5EAOVkGMDOD39KuaN8Z5r+ZjeeH2t7dre4mgdLgO0pi+8oXA9/yrFbw58PNGtGhttV1eSK01VIna3uflt5m+63YY6ruGTXRzfC/wAO2mhxi0124imWOWG0uJ7oNGrSAhsL05yc4oAu+A/H+qeNNcvU/s62h0q2iUieORpN0h/hDYA47ivRa8c0r4P6xpujX1jb+IBarcCIIttvCgqcs/LH5j7V6jFqOn2UMNrNqVv5kahCZJl3Egc5560AeN+IfHHiy5s/FAhDWpsdUt7e38pwGQFvu9OQw5ya6G4+L8lhosD3ej+VqbXU1q8ElwNgMSgsd4B5OQAAOtWtW+GvhjXri91qDXLu1jv5FeR7W6URF1PX0zkUz/hWPh+C3kS58R3z3sk4uoryS6QTRsRglTj+IcH6UAVr34yNZwo50Q77q2hnsY2mKtcM7BWQDbwVOfyq3qfiHxR4Th1jXdQtBeW09zBHZ2rThPLVlwcEA/xcc1IPACP490u9u9ZjudO0yL/QdPkIMiNtA3E5yw4zz3rd8aaBpfim1ttM1DWJbLZOsgjgnVGkbqAQevTigDkb340HS5RZ6h4fmttQh2m6t3nX5UY8FD/Hxz2r1SCZbi3jnTOyRA6564IzXCeIPh7oWvao2qHWLmzljhW2ujbzqolQdBISK7eya2NpGlpMkkUaiNSjhugx1FAHAw/FGT/hLJNIutFkjtVvjYi7SYN+827lyvXkVzmvfFv+1fCurQLoYRp7R5rM3EiMk0IfyyxXswOTt9q1bj4cWC+LJln1bWFglkOrSEyp5RdHA2/dzwG9elZlh4M8B3epQ2UOp6hcjV7KVdPVjujhi3FmEZxwQc8H196APS/B9ulv4V0/ZYxWLSRLI8ERBVWYZOMcdawvFfxFTw7qsmmwacbu5SNG2tMsW5nOFC55b3wOK6Hwx4eg8L6HDpVvc3FzHESRJcPuc5Oeteb/ABA8CaprHiufX4bi0VYYkFpN9oaOS3ZOWO0A7z7ZFAFy28caA3iiadPD5i1MubFr+LYQ1xsJ8vrk9CNxGOKoaT8YLi00m3F5pl7qD/Znu5bk+XH+7WQq3yg4+Xjp1q/pHgnR/Esln4nstZmW0kYXEsUaBVa5C7TJ83I78UsXwQ02KJ4l8QaxsaFoCpeMgRsdzKPl4yeeKAL2o/Fe3g1NLDT9IubuRp4LfeXRFDyruUcnP3ec4r0QcgEgZ/lXhVz8IvEWneLm12y1SPZBJG8dw0p8xYkABDLtO47RjqM17Pp2r2WpaXBf284NvMgdWf5CQeOh6c0Aef6d8UrhLHWLzVdMISDUvsVkkTjM7E4CjPcdz0rsvC3ii18VadLdW8ckMkEzQTwyEFo3U8jgn865DVfhDaX9/f3f9t3lvFLP9rtoEx5dtN1L7ehrpPAmhaVomhN/Zd79vF1M0094cZlkJ5PHA5zxQB1NFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAQs8wukQQ5hKktJuHB9MVNRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHEeC7f7N4s8ZrlTuv43+Vs9YlNdvXAfD//AJGnxv8A9hQf+gCu/oA+cfH/AMMfGXiPxZqWs2OmRQQzjHli63NIAOvTv6VbPg/xjD4X8M7vD4nfTkmgksPMU7t/SQ9gRXQ6Z8WL+6+LVz4XuTaJp5leCGVfvbh93nvW18LtT1S7vfElvquqRXckOoOsak4cAe3ZelAHl918MvF0qus+gJNcRWUEMdylxg+YHDbuepC/KfpWhe/D/wATw+Jkk/sL7SDqkOofbzMC6pxuiyeuD/Ku0+KHjvxB4M1a1W0+ziwuYGMRaEuzTL/Dx0zxXN+INe1TxR8I5fEV7cG1eO/jbTjG3llhuCncB1GS35UAZdl4K8T+H/FWt+J9T0kS6W4uBNbRSANKjdMKBg9jXXfBDwjNp2nXGvajaSQ3Nz+7tUlHzRwDoMds1n6r4v1XWPhzrkd/dWsV9pGoRw3EkJIWVAwPy4/zwa19a+IWsw+JE03Rf7N+zW1tbzyC5k2tcK+M+WenAoAyPiB4G8V678RYtU0uxtDZxeUfN3hHfackE9c10nw40LWvD/iPxHb3emLBY3Ny1zHdbuZSxBCgegBauHbxtrfhnx94j+yT2zaadQhElvcMSw34HyHt15r2Hxrq91ongzUtWsHiE9tCZUMgypxzj8RQB5u/gPXbL452uvWyXdxZSO0txeO6hVDAjYB1wBgVF8WI5NS+IOk6fp2lC9vZLOW2fzEKou8Eqd+MZAyfxqe/+IPjDR/BFhqN4thJc6rdqlrcQDciRMoOSPXORz6UuofEbxE+heGr+3j0+0mv2mhuGuVDBJIxksMdAcHj3oAtS6D4x/4Qi68JPpltdQRaZGsFxM+4tN/EvPp2rmG8BeIiNXSHwrDDLLFbeRKkiKEdCCzLgdTWpd/EvxPqmleGpNHn0+2utWMtu6zrwJFON4z0B7Vc8U/EPxlomrWWkwafYG6iskuLzzJBhjnBCk8flQB6VpFxrD393BqFpHFaRRxfZ5Q+WkJX58/Q15F4t8CeKr/V/Fs1ro8M9tqxiEH+kAFChHz4x1OD+dXvEfxW1zSvG2m6dHFZxabPHbPO7DeY/M6jIrV0n4i63qvjOezitbYadDftZPG52yKB0k5POT2oAu/DTQde0bUtan1bToLKC9MUkSRS7iCq7SCMewP41n+KtD8Q3HxY0PU7DQo5tMs0KNL5gCtuJ3Fh26n61k6b8SfEDeK44Ly/0+SwTWH01oolAkcHO1/YA4q/4c8Warptj43udX1W1e5sbiRoreUEGPHAJH908YFAFO18CeIpPGzw3FpCmmx6i98NRyN0iMu0R4HP58VgeHPhJ4jtvFVtNfoP7OiunLIXHzxxktH09San/wCFna54s+EviC582G31G0kRWMKkExN1I9PrXS22szy+LPAP/Ewgljn02ZGkSThpNg6joecfjmgDnfDXgfxXp/iXR7yTw/DEE1We7mnM4LLG/G049Bkj1rqPir4e1zxFr+g/ZNGa802xk8ycxzBHfcQCB6YC5z71X8L+NPFuoeN28OXjW7tp0szahIIdu6IY8vb7nOaZ4Q+J3iDxB4g1Ez2VtHpIina2JYAo0f8AfPXBoA56f4eeMYfCOv6Xa6RaJHe36XUUZn8xwo4wCe445pbDwb4507S/Dkh0sSy6TLOrxJMFZkfoB7c12Hwm8d6v4tutXg1mW2E0Dq0MMS4IQ989xTvHnxB1Lw94jk0+w+yolpYm8lFwpzNz9xD9KAGfD9vFugweH9AvtGjis2jnM8hfLRkNlc9uc9K9SrxaG7vvEXx309p7uOK0tbCO6itvNIzuXOMd2yfyFe00Ac7460iTXPBGrafBAs88tu3lI3dxyMe9eHXfhPxLfNpE0/hy+i0z7IltFbW0q+bE6n75JHyZOTkV794l1c6D4b1DVViEptYWkCE4DEdq8utPi3rMsFxem106eCS4isrNYHba07YJLMf4RnH1oAwvE3h3xHLNrQHhm/mjnu7WaGfzFYjy8Bs85bNe+25L2sRZChKDKN1HHQ144fHes3XizTZby3jgltJ7myltoJiUllCbl69ver2i/FPXLmyl1DU9Is4rWTTpr21SCYs7mM4YH0oA4rUfCut2d74i0dfC9xcWl3q8V0bqHG3yd5O0DqfvfhVbU/BniSXSLcf2XqY0+0vrpPsahS8SOQUKg59cZ7Yr1P4beNNb8Z3d/cXUVmunW6KqPb5O+Q8kZPoODXN2HxD8T2j6pHNFa3Vzdaw1jYI83ERB5BHZQMH3yaAPT/CUFxb+FdOguo7mOaOEKyXLh5Fx2YjgmvFvHfhSa88Wa9LD4Wu5N81s0NxFypG794QM9xXqvhPxfc674QutXvLKOG5tHmjkhjfKloyRwT64ritI+Mmp6x4d1bUoNHthLps6CWPzGI8knBb6igDk9V8O+IV+HGoadZeHbtIxrXm28TDLCIg9FB6ZAH41n3nhvXZtD0mO/wDD+o3N3DplxACqcxyBz5ZJz2Gfzr0Vfi1qlwsCWOkW1zPe3LpYgSkLJEgyzknv2FUv+FqSwapqetSRSm1/seKa2szJ8qyGUoQ3vu7+goA5LXdP8Zt420HUbbQbxRDDZgPj5jtUbgSDxkkg/SqlpqEV78XphdwsynU5zbTIMuJSMIGB52A89K9M+EWt6vf33iiw1V98trdh0Hm+YE35yoPoMfrXHWfirV4Yf7WtoI5JpfEX2SaaUKZBH/DGDjpgnmgDMs/COu2uneIrfUbDWJbnypFZIVBinctlWB6sRXongz7N4E0nw/Zw6Vf+br0ircCWTJgkC8kqecdTW98RYPFOoaHDF4QuTDfrLmUpKFwuOhNbnhm31FfDemDXSsuqRxDzpCBkN/jigCPXtIu9VjvIVmiFtNYy2/llMtvbo2fQY6V89R6TqiaXo+mT+GNWV9Nt7yN5EjOGlkzsYY7AgV9R0UAfOa6X4tvr3Rn1G31SCFLK3W38hSxSRCAwbJ+XPJJNbHhXQoPEPxBv7KG8+1+HtOke4XYzgrNIMFd3fBzXulVbTT7OwEgtLWKDzWLv5aBdzepxQB494o8FQyfEDw/o9nZajFosdr5UslsWCq2coSe/PXNR+ArHxPb/ABRvZ9S/tMRNLMjebHmJohnYd2evC44r2+igDD8XXVhaeFdRfUp1gtmhZCzMV5IwBkepxXgl1puuHw3Yyrp2o3aXuixxRNEC+yRZNwJHb5R+tfRmoadZ6rZvaX9tHcW7/ejkGQasRxpFGscaBEUAKoGAB6UAeEXVvrOteLonOkak0dxEIn89GT7P+6xwQcFc9iK7f4OWtxpvgkabdWNza3FtO4czLjzCT95favQ6KACiio5IvMaM73XY27CnAPHQ+ooAkooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGEEupDEAdR60+iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPNvhdefb9d8a3GzZnVmXGc/dG3+lek15t8L7MWGu+NrcPvxqzNnGPvDd/WvSaAPErzxR4Gsr+fxDb+GoWlg1b7Nc3MnDI2P9Yq85rqo9f+HGi3LeLIruzgm1BCpmXO6XB5+X1zjPFYF/8ADXxXLqmpR2t3pP8AZlzqS6jH5ysWDg9CMciqI+Gni9dZtnnXQ5dOg1B7wq+4rhxhl2EYAoA7688Q+B/EOsWGmXV9ZXV6pW4to2bkEjj8SD0pllN4C8VQHw3amwvIrFzizU/cKnBIHpz1rh4vAlonxGi1XT7jQZrG5u0kt3NwfNjCABo40Bw2MCtDwF8L77wt4vN7c29kYYRJ5d5FK/mTbicBkzgYB/QUAdndeBvCUGj3kEmkQJZyfvZwN3JUH5uvJAJrmf7R+E+pWUV5LJps406ABfMzvjRTwNvXrXpc/meRIIQpk2nZv+7ntn2rxm4+EOq3fge40uePS/7RTUGuYJkyPOQtkq7YyBzxQBuaxefCpxaazqUdhKdSbdHNtYlyOMkDpj3qeHxl4P8AFlrrdnqfkx6bpjCItNIVWSPgbsemcCuI1j4L+IL600iC0h0e0SCRpJkieT5CSOAzZLcD2q5r/wANvG88HiOz06XTTp2pPHL5bE+bIVCjAPRehNAHbXd98P8AUfC9jpkklpNpEivNbwx5K4hG9unIwOv1rkNetvhrrD6Fpn9sixs7MpLDZJGds3mkEE5554z9ar6Z8JfE+m6HpcUcmnNe6fdyum6RvLeKVAGDcdcjpWl4P+H3iS08W2t54gs9Je1tdNFokifvMlT8hCsOGGBzQBt/bvhje3cluI7GSbQ4iwCoQYlU8lcdcH0zVXxL4i+HXiTRbrWbmO21ZtKRZdigh8HoPcE1xen/AAZ8YQeJNUu3u9O8u7SWIzSMxLK/faB1q1b/AAh8WGzu7CV9KjgfTxZJLGzZba24MRjqT1oA6w638NLrUNEv7y0tF1O9iia1DQksvZQcccHjn0rsj4N8OHWv7Z/se1/tHf5n2jb8271+teN3fwn8canrOjX+pXukQDTo44/PhyCiIeMgjDEAe1e6walZT20M8V5BLFLnZIsgKvjOcHvjB/KgDzC8n8C6R4+1OO/0PT7dNOhju3vfmL+YzdlHoTXV6DH4K8USajqekQWd3Jc5ivJApy+ecMDXK+K/Beq+N9W1HVNH1PSXsbuxWyRg7PkK+48rxncMVr+APD3inRda1OfWYdLitLtUKpZk/KyqFHGB2H50AW9d0nwl4G8I6vfLocK2jw7Z4YgczDsvWsiC9+GNqPD4khs7ed40lskO4mHcQeSOB83c+ldn4v0ebxB4S1PSrdkWa6gaNGf7oJ6Zryq9+FnjDUHT7Td6WyXVtb21wY9ytAkTAjZ/ePHXigDtovGngWz1i5vUnjt724d4J5jCylmiGSGOMcCsWDW/hTY64zwRWyX1+ioxWB/nWXt6DOay/FfwTufEGv317BqJgt5GhaKNnJDNgLIzDGASo/E0/wAU/DPxNfaxqE+jvpsdtL9k8jzGIdfIGB0GBQB6bovhfQ/DzSvo+mwWZmA3mMcsB0rn/E974DutbsLPxHFbvqMnywJPGwYAnv6An1rs7YSraxLPt80IA+05Gcc4rx/4lfDjxF4p8bwanYXllBZpFGCJZCrHackkAcigDqo7r4ft8QUs4Y7VvEkeArIrFlKr0yOBgDpXeV4t4X+Hmst8UT4xXUdNOns7Nus33+Z8u0j0GecnNe00AYPjHw+/inwte6NHdm1NyoXzQM4AYE8e+MVyXhr4QafpMF9DqdwLyG6WMCCJTHHGV6MBk4bPevS6KAOCuvA3gUPBZTiOO5hfcp+1FZSzcZJzkk1kar8NfA8lvLpNnqAsdQ2NDD/pZLRluoCk9+471pav8KrHUvHUfiuK/lgu0kjk8ryw6MV65z6/pWDrbeH4vj/ozzfZWle3dZBtBKT/AMBbHO7pjNAGz8Ovh1D8OJL15tZ+0m6UBUYbFAXJJxnk1fufA/gjUIr7WJYIHjun8+W6WYgKwPLKQcL71z/xXuIrDxZ4RvbzUZLOyWSdZXCBlHydwQc56fjXmGh+KX03RX0O58QD+ybuxuwtvHEhEMu9tik4JIbH/jwoA+idH8PaFb+GDpmmxq2l3SMTtct5gfqd3fOaxtD+Hng6wTUI9IhAE8bWtyI5y3B6g+hrxSLxzq+nWNgmm+JhbWWn6Zbv9mCqxlk4DRjjr1zmrvgzxeln8Ubu0TWhY6VfXXnFooVIlkIGEZiOB2yKAPZNR+HPhy60HT9JZZrWGwOLaWGXZIueo3d896q2/wAPfBFxazywQpNb/Z/ssrC4LKEXBweeCCM/Wsn4vs9vP4WvX1L7FZxakvmvjIHGQxHccV5zoHiuTTdYvLW18QW1vpOpX98rwSQrsiBXKSZPOCcDHTigD3Hwt4Q8P+HUmudBjKpeKC7iUuHAzg5P1NVR8M/Cw064sDYuYLicXLgytnzB/EPQ14rN8Q9a0TRvBmnaXrkKQPAFuhbxKzL+8IwQR1C444r2v4h3mo2Pga51HS9TawuLcJJ5vlqwKkgEEHtzn8KANrSfD9hos95NZrKGu2Dyb5CwyBgYz0rVr5/vviRrdr4Q1WSLxD5zWl8kMF/HbKXnDLkgD7owe9SQeN/EXiKXwjb6d4tjtLnUoWiu08lGKSqeGwR34oA93kuIYhmSVEG4L8zAcnoKlr5nu5J7CPXrHVfEEV5NFrts0qXJVGkRSNzgZyByBgdhXTr438S6prGsvZ63ZWqQme3g0tlHm/LGTG6cHcSQfbFAHtzyJEMu6qPVjis7UNYNhqenWYsridb12Tz4xlIsDOW+tfO+t+OLrxHoV5aaxf20q/2XBcwosiho7lWCtyMfMQSSvat65+KuoWvxM03TLPVoDoflxQzB1ARSVG5t/se+cUAe/U0OrMVDAsOoB5FeZfDXW/FPiC+vLi61mwvNJtrqaAgRYlbB+U5BxjH8q53xr4h1Twr8RtXvdJv4YT9ntHeykUH7WzOUwMnIIBzkelAHuDEKpJIAHUmkVldQysGB6EHIrx6XxR4o1DxbqPhW+EYt1iknmIt+lqY8gZ3fe3HGenFcXF8R9U0XwB4et9O1JbZkE4cJEJHfY+EVtxwAR170AfS9FeI+J/if4j0qazltBHJBqNjFdWqxW/m/MP8AWAkN0xnnFeh+ANXv9f8ADS6teyMy3UjPbq0ewrH0APr3oA6uiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKD0ooNAHmXwoupbzWPGs0xBc6u68DHA4H6CvTa81+FtqtnrnjaFSxA1dm+cYPIz/WvSqAPnbxT4w8baD44v9Oa+1GaCO4yq26ptETjEfO3g59al1Xxx4z0vxnZ6NPqkKQ2cUX2lbsLm63/AHiQBz1xgY6V30/xV8N/25qmmpYXU95YRs8h8kfNs6jJ9PeqcXxT8KXc8N5f6JeQXHliVZZbVWKxHgPu9M0Aeb6Pq+gjxHpNstxbxJD4mnnDJGdyRnGwDjhSR/KvX/i34kvvC3gO4vtNmMN28qRRyBA2Mnnr04BqG58eeFLfxCumCyJJlWFrxbYeVHKwyqk+pBzWHpPxPS9tL7Rb+2n1DVbEXLXFwlspii2M+1iuemAKAOC1P4q+KJPAehXcGt+VqDTyxXCxRAvIFIwTxgHB6e9eu+KNX1Oz+EEurWV1cQX6WaSiWZVEmeM7gRgGufg+JukaVo2mjVtFluLqSwivZZYLZNm1sbmx2wcCtLxT448N6mV8OXWnXl/DdSRwSiL5VV2AKqTnPQ5oA8nuPij40ttLuVsNYe/t3WEvqDQgfZnbqnTHXjNatr4v8X67qHh3R18XQ2897FIJJ4QrAsD8u7gHJ6V6vqd54f8Ah5omn6TDpUlysxMdvaRIHd8ckknrispviX4UW+01LfSZp57iNJYHhtQdgYkNk442nrQB5GnxR8ZWmua5C2qT3zBWhDxRfu4gGAMoXHGBn8xmu38Va1r2g6N4bgu/GbwC9eYSXscasWg25jZlxndyBxXS6P8AELw9qXiRbLTdCbbeCd2vPLUCRYwctgc8kAc47UWvxW8Kan4dn1X+zrh47SZbfyTArMGbO0D2OKAPJ9R+KmuqPDdvYeIbiVUjQXuxBudt2Dkkckivd/HM2qDwBeXui3k9rewwCdGVAzMAMlSCD1FcNqPxItJ7zQH0vSVtYZ754LxLi1UsNo5UY5B78V09r8WfD18msBLa/wDL0yIyT77cgbR2wen0NAHlXg7x34l8Q6m1tqmq3cemxwvdzXEmwARKjDBG3BBb+VL4f1y0T/hBrm91yS3sIkuo7hY4xsRwxIUqF6srAH2PGK7Cb4l6bd+E7e+8MaN5Yk1GOzmjaFOFc5Ix0O7kfU1oL410rSJvEEmtxxSRWF9HHa20dkFeNnQ4X3JweaAOP+E3if7N4k03RrPVXeyumumks/LG2M7yUIOMjI5610fxl8X674e1LSrfSNUFpHKu+WJEzJJ82PlyCOnar/8AwtTw9apBNbaDdG4bzRJGkKq8Jj+8rH1xzVuT4peGrrXdG002U09zqCI8TtEMR7uRyf6UAcXB481u48TCAaxexyNdNE+nywKphtxHnzWOOuec5/CudtvH3iObTZ5G8XzyuLKS52KiApIj4VSccgjmvcfGfifSvBdnDqV9p7TLPJ5LPEi5GR3J7VzuofETw5pEwih8PTzWzWi3RnhgTYImPX6AnmgDk9e8feI28WWSafrUEEL2lpPDBKCqXLPjeBhCTnp1GK9G+JevXvh34fXuo2k5tr0BVR0j8zDE+/Tvya5rxL41Y+JdGttFtMWyajb2lxcPboUYSAMFUnkHac8etdF481a+0y+8PRRG3exvr5ba6gmiDb1IJzk9MYoA8l0z4ia7qvhjSWufGI0+5+1TR3MrRKW2BdykjGPaiy8WG81jRNX17xJNEh024QTBRtMgJAGApGSOtekD4ieEds5uNNMFosUksE8kChLhUO1tnvntVV/iD4OTwo+rNoEyw2Eoj+zvaAGMv0I7YIoAj+E3iGY+FtF0+10ma6tn8wXF9GyqsL7ycMvB6Y6V6tXlcevQ+I9d8N6baxW48N6xbyXCwJGUkR4ueSPcD8q9UoA5/wAbavcaF4N1TU7Rylxbwl428rzMHPpXLr8W9KstT0rQ72C7m1O7ihLNDGNgZwD3I9e1dZ4wsINT8I6nZ3V99itpIT51xgHYg5PX2FebJ8G4NU1LSNck8UT3cUAi2M0ajfGuNgBGPSgD0HxT4wtvCr2KTaffXkl7IY4ktIwx3AZwckVzUnxK8L7YNRh0e4ubx4ZLiURW6GW3RDhmck8Yx65rY8aeEZfFU+lNa6y+nzafOZlMYDE8Y796841bwbofg+KC11bxlJaX90k6SSC2yJoZD8y4wefT3oA7Dw54wTxn4x1LS7rSPP02COG5tJZolIQMmcnPPOeOvek1rxp4R0XxZ/wjT6CZtQKgrstU2EldwGTiqHhqx8M6VqEfiXSvFE39nBYdPktlTh3VdiBxjcDk5rS1/wCFkfiLxzF4lutauoxCU8qCMABQo5Gfc5/OgDn9P+JGhW3hXTdS1nwtI015LJEn2ayQqxQ9ueeK3T498CpdCJNPQsU3RyC0UK0gG4xhjjDgdqqaf8JbqxvNJli8UXE1npt208FtJErIoJOQPfnrVW9+H+n3njqbThrwAd31EWJtwXjdht3B+mPagDWt/ih4T8QW10L6xuY7a3txdf6ZbAq6Z25Uc554rT8Maz4e8X3mpJaaEI1snVXluLVF3lhnp1HHr61wutfBzXbfSpotJ1pLzNmLNYbiIITHv3H5h781s/Bu1n0tta0mS8tZ47V4wVjIaQOQd29gBnngfSgC4vjL4f3viSbR5LCA3Wnu/ku1qpV3QZYRkdx+tVNX8Z+DvHelXunag+p22n20QvGk2mITxg7flxyRn9ae3wnex1vUtQ0zVobWC5d7hfNtFkkilYc4c87evFcz4Z8A2+vWd2V8ZW9/ZQWL2DfZ7bYYxu3ck+hGaAOqsPF3ge60i10y502cIJ1hW2vLTL7wMqzZ9R0Jq/8A8JZ4LtrOzvrbTvMb981usFmC6+X98j0xXCaR4d0zxPcSwWPjNLzxNE8TrP8AZSERIhtAK9Ccd81D4p+G2vaVo1gk+pxz6dYma4luowImjdznBHOVz1oA3pPGfhufxVK+uaBbCwubO3vYbl7LdKhZtq+b1HXkH3FdD4/up/C1tba34f0Cwu76eQQTSND8/l7Seq84wK5o/DTX/EunR6hPrtijX+nW8MipbHaqIwdduCPQdq9A8NWfiG31HV/7buY7i0eVPsQAHyqFw3HYZ6CgDL8NeFdD13w3Y6jrHhHTLa+niDSwm1X5T+IzVK01b4c33iW70y20u1l1GyRmlIsQQqxjscdq9CuLiG0t5J55FjhjUs7t0UDvXjeleGdP1Xxdc39l4t0uS5uFn+Wzi8uSRXGApOeQPbmgDcn8deG9B8NTap4YsLdTJdxx3EJgaEqzn7zgLxx3pb/xNo118SNKsF0q1ujPI0M129qdyTIu5djkYIGfwzXN2nwgvvD/AIX1a2vPE1okF55TSzTQnEexgepP4V0EXw41ptesNRTxDbPY296L9IPs3VyoDYYHoQOKAKuuJF8NNatW0zT21SfxFcm3ka8umyuWyEHGNvzGt/xEvgLwvYWsesaXp8YBZ4bdLZXYE/eYKB09TVjx34O1DxXNpMtjf29m+nXAuUeSEud4xjv045rj9c+E2p6rdHXNe8UQXV1DuJ+0QYt0j29NueMdaAOuOs+AvO0zT91gZDEPsUKwFtqSDgLgcZHauutLS3sbWO1tIUggiG1I41wqj0ArxN/h35+uadq9t4g00WGkxwrNNAm1owozxjgZzXpfgq30WCyvG0XV5dSiluDJJJJOZNrHsCelAHUUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRQaAOA+H/APyNPjf/ALCg/wDQBXf15p8LIJrfW/Gsc7FpBq7HJOeCMj9CK9LoA8kHwfafxhqWtXviEyPfLKoRYwGAbj8cCqlz8FtR8vyLTxUfsgtRaKJYAW8sNnbke9c9beHdYv8AUvF2p6fPrUOo2Usj6chLBJI2OCBu/HpWRer4mPgq7tbS61x1NxE6obWRGRsfMM5zjNAHfSeAbKXxkulT+I3DyRwX1xZrDzJJENocN0GcdKxPD/w6g1DxJ4gudD8atvZpob5BBhvn3ZDdsZz+VYYbxCYLzyNO1yG8bQo4meRXLGQSBmIb3TPSqdrBqdpYeII9JsdVsba6vrY/6hzI8HzBwT14z9eaAO9m+Dd61rBb3Xi9gqWP2FQYlGY927bz1FYkngTxHafE2J9PuUa5gaJ0nkZNrwqAGd167u1c9rlhfSSaakg8R39tb2k6xO9vIh3ksYz6kAn9KsRzaquoXuryafrz3suipbROkLhvNwA5J7AYoA9r8Z+DZPFkdjcWerS6ff2TFobiIAjkYNYGh/C6+8Pa9bX9rrhmtre1kgWCWP7xcEsSfdsH8Kz/AIMyapYeAtV/teDUI5IZGZDcBiWG3+EHnrXli6jrlloGp3OsNrUCNfwtE7zujFCx3KoJ67SfyoA6/wAB/C7xboXia/fUpYbPT5baW3eZZA2fMU42emDg/hUuh/Cu3dNZ8PaX4yc3UM0T3UIg4V1JKnn+lYN5/wAJRPCgmtNam8MySXDafGwczByv7suRzgMQRn0NZ1tL4ki+IVtqGuaZrcMTtEt2turI0jKgG446jIz9KAPVJPg5dB7WSHxRcebDeG8JeBT+8IwWFQW/wb1VU1dZ/FUr/wBoo4kKxY3s3d/XiuX8MTeJrH4gTXup3OuyzRyyvJbLbs0TQ4yCMnHp0Fe5+H9bj8Q6NDqUVtcW6S5xHcJtcY9RQB5rpnwQXTPDt1psWv3AllliuI5FQARyoTggd6s3XwguL/8AtU33iOaeW8lhnSUwqGWSNcKx9eCR+Neq0UAeXN8IZJLFN/iK4jvma4knljiXbK83DHB6cAD8Kp2vwWuI9Q0eW58RzS22mFPLjEQVsL2B+v6V67RQBxfxG8Ar4+0i3szfyWjwSeYpAyrHGORXNy/CDUZNPS0HiqYJ9g+wyJ5C7SgbIA/GvWKQ8c0AeV3vwemn1Jbu28S3cOxoJhGUBUzRAKHI/wB0V0/jHwhd+KH0lotWNn9guBOcRBtzAYzXVpIkq7o3V19VORT6APKj8FbWaK8hu9Yubq3MLxWMMijbbbjksPfNJqPwl1PWPCw0m/8AE80riVCCI9qBFGAu0dT7mvVqKAPM9J+Ft7omo+H7mz19nTSFeNY5YRhkc/MBjocZ5r0yiigDmfiBp8mq+Atas4YTNK9sxRB1JHI/lXhd4dau7LRo7bStW03SYrL7PDiJpHa4BzuwOhz0Jr6I16/udL0O8v7S3S4lt4jL5TvsDBRk8/QGvKtS+N1/p/hm21Gbw08VzfODZo0mUljwCWyB74xQBF4S0ZtW+JU11exa3a3dnFFJ5r7kjlcDD7h05rY+M08Qh0CM2E928d+lxIIYC/7pfvfzHFRD4yXMxsI7TwzdT3EkIlu4Q2HhBbHAxlvWkPxqD+KrvRYNBuHEO5Ulz/EFzhhj5R2oA5rVBfSSa54nj0K/s7O7vbP7LGsZEjBDlnKDsV/nWBLf+Nb3XPEVzov9szRTRzFDMGQRRlgcqDwSV4AHPNd1J8VfEWqeGr+4tNAFlMdOa9tZjOHDIHCs2PbJ4qeTxh4j0nxBqlzco979n0WG8OnqwVY2LYfBHXAyc0AcNpC3FroFkLmfxC9lJfKS8cUiFE2nzFHcjOP1qC5uWuJLC7P/AAkK3ltYyxebHE4beHygY9WBFe0+B/Gl34wW8nTTI4bGDCxTpOHEjYyVHHbofeuZT4yXcEWr3Oo+GLiGz052hMqybt0oOAnTgmgDl77VNbm8QB3XV/7QuXtpLJAHWJrfZiUPjgHqfWuv+CVrZ2fh2/jjt7qLUHuWkuDcIylhk7CCevFVD8b7b/hEv7cfQLrzopxDJESAI89DuPY1W+IfxO1FNNSLw7BNDKLKG/nuN6/u45CAFI7nkdPagDnpZtcj125gurjWY74XF2dQjTcYzaEfIU7ZyQBivQPg1bWtl8P1RLe6imEjm5S4jIYt14z1GK1PEfjGfw34QsPEB0prlZFi+0/OFMKsBySevJrkovi9L4m0vU4dJtTa3ENvPMJ1lVzEqY2sR/tHIoAztI8b2PhrWPGGqDSrwyXV2n2OD7KUL8Y644GazNKutd1TUpVuV1NruWO6Or206kwpGVzGADx6YxXWaV8WIofB0l3r+lXAvbW2hmdSFP2jecKy+nPrSD4wT3ekWd3pfhme6urm6NrLb7sMGwSuDj5sgGgDg9H1zUrHwxr0OntrL2cGnWwlhmJEkU7MA23PIUqD07VHY+JfFEngy1XU21CDSY9RmjuJU3+cg2bkXPXG4n8q7y2+J3h62+IktjcabfR39+sFtc7lBSFxnCkdScvgmup8X+OLTwzeR6culTahO8DXk0cSriOFT8znPX6e1AEPge/1BfhdDe+KS7P5Ts5lUszRZO3cO5xivJNFCavofh3TtGtZl1W21aSaaeO3K+TCWJ5bHTHavTn+KtvLqC2dtot+bWVoo1vyq+UnmrlCQTnHPSsvR/iVcaJZSLrNn9pzqUtmLq2jWKNdvTdk96AOLSynufDnizV7vXdXWK2uZIFsXBKSAtlOvJFdJb3Gpat8QIrHT5786ZeW9vqayklREI0YeWB2BbaCK9Bs9euNd8EXGs6do/l3MqM0Ntd7QJCOASRxg+tcJcfEvXfsFpDaWunwal5t152VJTyoEDlQOCCc4B6UAUPBPi7WrXV7m+1vWLieKGCV9QsTC7tEysQNvGB2GBXsN1b2nifw48DmQWl/Bg8bW2sP0NcvqXj+x0fwDY+K5dKlnivo4zIkCrlSw6MT75FZd/8AG7QtL0hZ7mxvI78S+U+nsoEqcA5POMYIoA2tC8GaZ4D0DWFiu7me2mVpXFwd+0BcYx3rC+BM1u3g27hjyJlvZHdTGVIDH5evXitB/i5osk9nBbWGoXhuo0l/cwbgkbd2+neu30+5sLqAvp7wPGGw3k4wG9DjvQBcooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzr4bSxzeIvGzxSmRDqpG73CgEfgeK9Frz34dxiLxN43Ren9q5/NAa9CoAK5rxb40svB0VtJe2V9Olw+xXtotyqx4AYkgDPaulrzX4w6Vq+uaLp9hpeizah/pSzSNHMECBT0OSM5/SgDptE8baTrdrfzbpbE6e+y7jvQIzCffnGPxrTl13SYbCK/l1O0S0lOI52mUI59jnBrxC8+Gni+bTtc0yzs7aDS72eO7SOSbdMxGP3e/0GTyQelU9T+Geuz+D7LS4NBvflnlliR75GMBYIBu4AwTkkD060Ae1WfjXQr3WNT0yO+iE2mgNOzuAuCOSDnkDua049a0uWCC4j1G1aGdisMglUrIfRTnmvHLnwN4qsZ/EdtpuiafMmqWMS/aJHAKsFAZQMcsSCeeOhrH0DwP4t0/w1Bp9zoJkubC/S+iBlXEiMNrIG6A+ooA9xk8VeHoVjaTW9PQSEhC1yg3YODjnnmodTl8L62zaZqU2m3bwjzmt5XVmQAZ3Y6jjvXkek/DzXrzUNGttZ8M2h06yupmuGecFnWRsjGOcLTj4E8UW/xgutat9GibSQxiUeYqK8Rj29O/4igD1WXxn4W0/SJ7mLV7F7ayhDMlvMrlVHAAAP0Aq8PEmimOyd9TtIzeIr24klVTIG6bQTzXhun/AAu8SoosX0W1tVl0ue2luVlVgzl96EgYOfur+FVpfA3jnWPGehak/h2Cxis0gTaZg0arGQORngkDoKAPoi8vrTToDcXtzDbwjgySuFX8zVafXtHtCqz6pZxFo/NUPMoyn94c9PeuO+KHhfVPEFrpFxY26XqWE5lnsGbaJwRjAzxx715xqXwg8Ran4W0WN4US8W7kDx7hm3gc5Az0IHpQB7lL4p8PwR75db09EyBlrlAMkZHf0qafXtItrGK+n1OzitJuI53mUI/0OcGvDU+F2vweG9GiGjwXd2mptcXaSMiKY1G1VI6EEc5/Okufhr4hv9GsILzRpfItr66Bs4LlFby5CpVlYggAdOmcUAe3v4l0OO7S0fWLFbh8bIjcKGbPTAz3q1Zapp+ovMlle29y0LbZBFIGKH0OOleRaJ8O73+3t+q+GrdrSDTlghkkug7iVBlWDAA9wMnpjjirHwf8Ja74c1zWbi90x7CyuFUKk8wkdnBOSCO3PfmgD1WXVNPgv47CW9t0vJRmOBpAHYey9TVeDXtF1C5ksbfU7Ke4UMHhSZWYY65AOeK8k8deBPF+pfEyDxHp1pava2zRlGil2SMAec571n2Xw98VLqv2qDRbe3Z570S3DXCh2SbIUnAz8oyRz3oA9I8Ja/4bh1+88I6FCsa26G5VopRJG+ThsEE4IJHBrpLnxBo1ldta3Wq2cFwuN0Uk6qwz04J715d4C8HeI/DvjSxurrQrK2s49PNlNNbSgmQggiRhxycCqfxK8Fa74g8fXN3aeHxeWjaWYI5WlVR5vUNzzkdP60Aew2us6ZepO9rqFrMkBxKY5VYRn/aweKSfW9KtrVbmfUbSOBukrzKFP45rxW18E+J7HRfEMFv4cgSO+s7dUh85QSycNwONx681TT4Z+JZNHtbS50cyW8WoG78hrmMHyymCmQMA59sUAfQFtdQXlulxbTRzQuMpJGwZWHqCKmryr4feFPGejR2EV1qKWOm2s0hbTyBKZI2OQN3bFeq0AUNY02DV9JuLC5lligmQrI8T7G29+a5S48DeEb3w5Y2T3Tm10liILlboB4T3G/8ApW54z0691bwdqun6eQLu4t2SPJxkntmvHLvwHrV54RMWneGbnTJkuYnvLX7UjfbAowWQfdX8euaAO51PwL4TuJ9OddduLOe1ix5kd/8AvJoiejMTkgnuKZB4R8H/APCb3NjZ6jfR38lu001pFcnZ8w27v97H19a4DUfh9qQi01IfCV9LCtrcB1luI5GR3PyjjaBg88dK3PCHhjxFovjvSNXm8PkpPpyW1zI8ij7O44ZiRkkkDt60AdbH8LPDOlWssS31/DFLbPZ4lu8qI26qAR68/WuVuvDejaV4g/4RvQ9d1VPFE1mAtzcEzxGIk5Vxg8Yz145FdD8UtB1PVrvRriz0ptVtoPPWa2DKNpdMK+CRnBrA8B+Gta0Px7Ddan4dnK/YI7V7/wAxHHmgcvyc4I4/CgD0TwvpFh4O8NWmhm9hEkKfPIWVSzHktj61mp8PPDyade6ZNd3UyalMLiTzLgbmkByHXjg1xvxdjtH8ceH0Okx6ncTW8yfZt6ozkjCkk+hziuYg+HHjSDXdPvNQS/uZ4FjNs9vJHsgH91ix/h9gc0Aej638LPDGuaetpcareEQTmaSR7oO2SMYJPQVk+IPB/grRdK05L+bVruKcppwmt5t28F9yq56AAkY+lcRd+GNT0ix1WTU9MubaOKwuzfXTkbLmRmzERtPPPr0p2keGNfm0WK80nRrw6XLLZTR26yoQ7IAZJAC3GSCPxoA90vtB07VvC03hj7W/kGAQMVcGRVGMZ9+PSuc/4QHwt4O8Pay4kltLW8tUt55VALgAbfl45LE9PU1yXgnw1rcHxFk1C/ttVs7g3E0zuYkMMkTkkK77sk+2Diu3+KFjd3Hh+yvLWFp00++iu54UyWeNTzgDqec4oA5nT/h/4ak1W70Y6zrM1x/Z0cbeeuFjjPK4YrgH2rcPw4trm208p4k1e4fT5/OR0nQksOAOmBgcVxHi3T9b1PxH4iuNI0jULiy1SxtzE0UYVS/BySxBBHtXWfCnSNS0O71y2utFudPs55I5rfzXVhwuGHBPJOTQBX1fQvB+keL9T8QSapeQ3Nssd3ewW6hwOcBidpI56gGrvj/QfDeuQ6Z4hv77ULXzVW1jmslJaRJeiMMHAOSPxrkPHui3mmeK/E0tl4av77+2rBYorm1UlImIIbcB1zhaoxaRq9xpM1pp/hbXI1WSyng81gvlSR/60rufjOOB9OlAHoEnwqt5Lib7Prt/bWbtC8dtGqEIYgAnLAk4xWZqfws1RoRpNnq8c+jXt19p1D7bGDKHznMe0Ac1ieBdP19vi/ealeaZq0FlL5zYushIiTxg5w2fauh+KdlqF1reks9jq17onlSJPHpj4kSU/dbHfA9eKAO2vNMkv7O70J4fs+lvaiGOeGXEmcYIAxxgd646b4MaPPsmk1jUzegsHu/MXe6FQmw8dMDFcjqFpr9v4iitUtdae9a4t/7PnySkVqF+dWwdob14rnpbDxHZ3GpWh0jxBMhgubWKYRMwyZMxsORxjv70AesfEfw2JPhpDoGlz2lnBFJDEkl1MUVApwvODkk4qtD8G9H8q2uZdQu31ZHMsl65SRnJGMEMCCB24rzq/wBLvpNC1HTYNL1uW0iNjcpHPHJveUHbLjPrmulsNNsPEHiTXtW1rT9f0ewjtkeGSd5IkQBdrkhTyc8/0oA6yHwLbeGtXj8R/wBu3Zt7SzMNzC0SkSxAf7IGPXgV0fhPStB07R0m8OwJHZXp+0bkYneW78nNeW/Cuz/cat4i1fU5bjStPjktLaUu2yWL+JiD144rufhRbXNv4JjM29beW4lltEf7ywM3yA0AdxRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHn3w73DxF41WUhpRqpyw4BG0Y49hXoNcB8P/wDkafG//YUH/oArv6APF3+LWsQ/FqXwy0djJYLO0KlchuFJA3E9cjFZdl8Ytfu73Uboi3+y6bbSTT2qxYO8EqqFickA85GKt+IfFvg+PUtbv7Dw7aT6hZXKRXF26kFlf5WdT/eHNS+HtJ8A6Daw+IX183ViFltlgliALF+WVgOWIHrQBRt/i54uuPDjXcltpltcG6hWN3YFWjkyAMA8EHB+lW/EnxT8VeFvEmjaTqcelqJwjXTw5f5TIRuHp8oBrbnb4TadZNaSWtgbcxLe7RGWDKTgMD3Iz07V07eD/COvTWOvSabDcGO2QQO4OBGOV4PpQB1asGVWHQjNec+PvF+t6B4n0/TtPu9Pt4Lq1kmL3icbk5xnPeo9K+MekXV3rLXcf2XStOlEKXeSRKSSBgfQZqt4st/A/jDWNG1e/wBfjMUMTSQwbQ0c6gksPr7UAZem/ErxXrOqwrZ/2UsJ08X7wSZ3kDIZAQevGazdM+NPiW/0nW9QfTrKKGC3M1sxbhSGAwRnJ6+nWu4i1X4b2eu2M8SWMWoXcKiGURkERkYAJ6DI9arW4+E8H9p20UukBbgZu4i3GFOTx25oA4mD4267d2lmsH2Nrp45ZXHlYDFWAVOSADtBOcnqK2LL4peIrjXnEosY7AaoNP8AL25kBZTtbOeQDjNbOsy/Dmz8GW81rZ6Xe28TOtjGELBpQMsOOe3Jra0Lwr4U8QaVY6+3h60juLxEujwchyM5+ooAofCHWrvVNBu01HVY727S6lPl/wDLSNd5Hzc9Djj2r0OV/Lid8Z2qTj6V5f4D8WeHF8S67pn2Cw0e+W8MS+XkG5x3z69eK6mLx94V1G4vrGDVopZbaJnmVMnCgfMR64oA8zsfi54i1LUtQuLdLV7PTYJ557UJhvlyEUNnLc4JIFV4fi34zfRPtM9tp1tOZofLZwMSRycDAz1Bwfpmq0Vt4K8JO3iHSdUn1i5Fu80FlIu1PLdirbiBz1PWusgk+FMVxFo9xZ2S3VwY5HhdWZY3YZVd3QAbuPrQBj3Xxc8S2+gx7LfT5tQOoz2bSIfkIjVWyOcc5PftWlY/EDxjrfiPS9OsbfTIHntY7maGY/NtJw+05OeORWjfH4X2jT+GnsbfElwsbxwwsVExGANw6NiuovNH8J+GYU8QXFjbW39nwhEuQp3RoOAKAPMl+I+o+Itd8UeFtQa1NlHa3HlSw5RiUGRg5pND1vVLW6t59Hlik1K78OrcyrISys8Z4+UHglRiujs7n4U3VpqWtxW1ntjY/aZXjYOS/bHU5qlrEfwpj02IwXEWnyXUZMNzY7hIqggEZHTryPrQB0nw28Wav4zt73VLqOKPTgUjtwqEMzhR5hPPQNwK7p22ozegJrnNMHh/wV4Jie2nSLR7aLzBMW3bged2e5Oaz5/ip4PisLa7k1LMN0G8rEbEsFODx+dAHnui/GfXbuLxLc3EGnuumR74YwGUP8+PvfSoJ/iZL4r0jQdWu7M28dtrCpcLbSsONuV7856c12Gkp8LdattWg063sVjMIkvGCFMx5znJ7ZrI1uT4e6JbaZe6doOm3mmS3YhuLmN8LAcZDEetAFDw/wCItQ8RfFfQdYlubaCG8iuY1toZCSqJkASAnqete6Vwnhzw/wCA/ELDxDomm27uJ9wuEQoQ6+ntXd0AZ2u6i2kaFfagqxs1vC0gEjbVJA7mvLdJ+MOpaz4W13VbeysVl0pVfBLbZFbsOc5Br1HXRpraHeLrBQae0ZWcv93aeua4C20b4USaJd/ZFsHtLaNZLlo3bJUdC3rmgDDvvit4x0aXT9Pn0C0vL67hNyjROQjxnkY56gdc11fjfx1qfh34b2/iG2s4UvJ/LDRTNkRluuB/FVPVrn4Ya3pWlXF9d2qWkIMdq4kaPYAOUJHI+hq5r2ofDzV7bS/C+o3VtLDcbGtIkc4HZeR0z70Acxp/xU8TXenaZcQWum3Ml3YT3TRncm0xMdwBz1IxV0fFfVrTSNWutQ0y0ae3jtZbZIHO1lnHVsnOB0PvVifR/hddB7J54oxo0TRNtmZdiFsNyOvJwfrWXJcfCvRdFn1C0tmu7a6kXTJQpZvQ556ADBz+VAGT4k+IF3YanaeIr+yj+1afczWL28MpMUxChlbn03V0U/xV19NWstPg0K2una3hnunhkJVBIf4TnsKu+J/BfgLSvBi6heaa0tlaIXhRJG3SM54HuSTVeDSvhnAdKt777Pp+oRxoyWktyQ67vmCv6/jQBGfiP4lubrX4V8OWV1Z6WzRu6zdXwSmQTgg10nw38ZN4r8Ni4vYrSzu1uGt/s0TYIKgH7p79eKyrGz+Gslt4itbW7gWFzu1JROQBg53fTJ6in6XB8NfD9lpmo2mo2cUMU8rW07Tk75GGGz6nHHNAGR8XIfEulvJrtjrlzbWUhgtBbwOVwGLb2P6VjamfEngPX9MaLUm1NfIuZ1iup32tCPmAbnlhXdeKbn4feJ5I7TXNWtna2LERfaCmDgEkgdeMGq17Y/DnxJ9ggn1CGdrW0PkEXDA+SBySe4oA5xviDqdr4j1HVktpZIW0SG6t7Np9sWT94gd/w5re0L4hv4l8ELe38H2SS+nks1Nm5LQYUnc2eRWbe+Dfhmuhza4shubK1TygovGC5HRRnp9K6P4fnww/gJr7StO+w6a5keRZmDHgYJJ+lAHG+FPiL4itfDi2UlnbX9xHp8l3Z3HnFjPHG5DeZ6NjOPpUzeN77xZbWmrRXK2VtZ6vawQvbSMBcmTbvRweuAf0NZvhlPBN7perXuiXd1oMshFjb3t3IGX5jkiMds9/rXTQaD8PotM0vwZe6vDNc2U25YxNseSZucnHfnj8KAJ4viffXHxC1PwnFpduZYIna3l8/cHZRkBsevp2rm7L46ale3C2Uei2pvnZIo4VkY7pC2GH0A5rpLzwL4D8OeJR4gvdQayvVl+0fvLrAOeOnUjNalr4f8D6fq9lPDNbR3nnPe26+aMsXHJA7j0oAh+JXj698C6NZXkOlrdSzMFkZmwkZxyOOetZ0PxWmfxbomiyWFsP7RtoZGZZySryAkY7EDHPfmtfxLoXhH4jvbWN1qSzy25Mix21xg475ArMvvAPw/h8S27TzpbalBDEIYPtG3aFOFbHfNAEWm/E3VtQ1i40v+ybQXdjPcC+QTH93DGAQ4PuTirnw2+IEvxEtdVW80+3gS3YRhFbdvUj+IGqHh3w/o1m3iK41rxRZ393qwMUk8cqoUh5AHsef5V0Hhjwt4V+H9pJDZXSQ/b2B8y4nG6TjAAJ7c/rQBwlhrvi+0u9Z0mGbS3tIYJRAIYo0hglB+SMMcBjjqO1dj8MNe1DV9Ov7XWbxptUsphHPEYVjEXGQBt4I965XSPB/wAO7zUNTtZbq9SSC4eB4L242DzW53IM8n0NeleF/CmmeE7CS204SMZn8yWaV97yH1J70Ab1FFFAGfpGrQazZvc24YIk0kJDDncjFT+orQrjfhzcrPo+pRqQTDqt0jY7HzCf612VABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB558Py/wDwmHjgY+T+0lwffYM/0r0OuA+H/wDyNPjf/sKD/wBAFdpYajaanbmeynWaIOyFl7MpwR+YoA8g1v4ea9qniDXxomoaSNPu7uK4mifJdZFOdpx92odQ+E/ie/tJTNPpzTx6gbuONGZUlDLhlJAytVrjV7rRYviNNp2sxxXcF1HLHNHGm5s8FcdD6Z9ql0Px5rdn4d8Wwya1HqFxYWyXNreyBSMMBkYXqQT+lACP8OdTu9e8NaPPoqW9np2Zbm9gc+TIpbc0QBz3AHNe5bdsW2MKMDCjHAryX4L63feJH1TU7/X57yQ7USzldcxrjlyoAxk9MdutV/jn4v13wzJo0Wj6i1os5dpfLQFztK469uelAGc3wq8YS+FNa0Uz6bGt9qAuwysSWHOR04HQ1dT4Par/AMIJpmjNfQx39jfPIssZIUxOfm984qh4v8d+KLTxTpVtYazBp1gbCK4WW+hIW5ZgMhsAnPPQYrT1TxdrbePWgj8R2+mQWptgLO5g+S7Dj5mQ43HnpQBN4l+GF3eaxI1le2MelSLbrcGTh4BDyMfXFV7T4XandeD/ABNZ3R02W71GcT2dzGAcjOcFscA4FUXvba31X4j6ZqGuT28s+WjEiBhsCZzyMY7YqmfGepWnhfwlZ2erLpdrJpkztcQxqQZowdsbFuBnjI65NAGtD8KNe07T7bUdJbTrPWIHkC2mWeDy3Xa3JP3upz716X4K03UtH8Iadp2qmE3dtEIiYTlcDgfpivHPEHj/AMQFNPu0199Pkk0MXj24RAHnDYCgMM/MOfwqTx18SNesvFfh+30/WNlncW9vLPHaQB3O7BPUc5HQCgDYt/hV4lj1i5vftulANqn9oLuDkn26dKreGfhj4k0L4g/25eXelNHdySrcQA4zE/XaMV6tp3ifStS1e60i3ut1/aKrTQupVgCOvPX8K82+M9wtn4i8KXTX76fsmkzdogZo+OuD70AJa/CbVNM8M+KLSzmtnu9ScxWgdjtity+Svtwf0qhefDHxZcNdea+jK92bSIyF2yFiA+7x/sjI61PY+NvEZ8H+F9Y1C/aCB9Se3u7lkULNDztduOOfSsrxBr19qvgDwlq1xrTN9l1Yrf3duwzGQzbWwB/d5GR3HrQA638K+MLb4o/2jFpki2/9qmUpsP2bYRgyhv7xGfzr2LxhpF1r3hLUtKs2iSe6hMamXO0flV+2vI59FjvYJXlieASpIUJZhtyDt459q8T+G3xK1nWPGuqabqeqNNBKkn2MSwhNrLnHA5HHbmgCeb4X+Ko0nllvtHjUi3kWPkK0kXRSSOPenyfDbxdb2kAsl0mZ5Y7oz+YeEacjIQ+wHBrkNK8UalrmgeOrfXb+a9EduzweauY0cNgFTxtPoMVr+EfH2tP8ONduxrM1xq1pbqkFn5KhYIxgeYDjLYHXNAHXz/DHWP8AhCWs01HzdQksI7N7WaQm2UKw5Xjg4HX1JrmrL4e+Jjo+l2ulzaRdf2bJdB0M+4RNKCpTIHYHP1NP0Txd4qsPh5rN1NrtvqbxtBsu4su1r5jfNuyoBwDnvit34OXFomu+LLO21BL0G6WZZwoUygjBbaBjr6UAUrT4W67HZTafd6hpoeTSltYY4iwYsjbgTxyM9ayr/wCF3izxLYTyJfaSovJ0E8Vu/wC7TyxgEYHJ9q67xRcpp/xs8PT3eqT2tvJZOiKACrOWxs6Hr3rjfCXiS40HxXHBa68j2N5rc9vLp0qKDGpyfMz15PTtQB33hTwX4ks7awGr621s+nvsjhsdoinjHTeuOtejV4b4P8a+KtR+JEv23ULSTTprySz+wNIqvEFJwwT73brXuVAGN4sd08KaoI7eS4d7Z41jjGSSykD+deK6b8KvEHivwvE2pFNJmtbIWltAgKmfacgy+o/OvY/G6o/gjWlkuEgX7JJmRwCBx059en414fL441VNOhk0zxTHYwWujwzpZoI3zKMAxktzk9eMmgDYs/hX4lsJNFxpukywwXXnXMJmZg4C7SW3cHI9K0rn4Y3w8bXlzptjo82lXEkbq0zHdalMfKoXntWVe+P9X1Dxva6dB4jFlHL9ncbDGIAhUF9zMM7yeABXV2Go2fhj4leJyszLpH2OO8vGwSsM2ccY65HpQBhJ8Ltfhg1ey+y6fMGhnS0vGmYO3mtyCvQYznn0FMX4a+LPs11i30yN/Ms54Y2lLIXgXacjH8XX8K9osryC/soLy2ffBPGskbY6qRkGvJPjN4s1/wAPavpUWjastrE8LSzwhV3MAwGfmHPXoOeDQB0/jHQtT8T/AA/jt4ZbaTV7Vo7jZC/7p5U5K/Q+hrIPgzU/EPi+HWtW0eySzm04QNHIQZIpMfeIxyQa5fw1rl1oPibUpNM1CzWwvNUKf2ewBY7otwdSMY5AGKisPiT4kWC7MuqLcFoPtUjCFf8AQsSYMZ9iPXmgCvafCHWtKtNVtGs7GSaWF4oZzdFTc5OQAvYj3qxB8HtTij02O8i0+88jz9unSXOwRhsFSWAy+MHP0qndeLP7X163mvtUt7tbHxDD9lmBA2wMpJGePlyBzVO98TXGoeK7DxDca7a21+Yr1EiEK5tdgYRhiTzu7Z/KgD0Dw/8ADU23i7U7/X9M06SwaCKK3kL7ihVApIB6Z9/aqGjfCXU7XQPE1jc3UTTXUZttOfdny4g24duMmqegX2seP4NR8K3viK2vY57O3uxcxptaIlgXT5SORjFbXhi+vNP+LetaXf6/thAijtbKZOZl2/KVJPYd+9AGVZfDfXBpsd5JpMC3sV0ksllcXnmRXIVdpY8YB7iuv8CaJqujeBr3Sr+1tJJfNmMEcUoZHDchSeg54rurjJt5AHVDtOGYZC8dTXz/AKdfXFnJ4ZS38RW9nb/2ndrcTqB5W/PBYbgOR0B9aAL8Pw88TQeGtNgGhafJc2z3UMsTyLhlmHyyg+qZx68VseFvhzfWnjGG61zS7O5gt7KCNLkS5YTR/wAWOuT7+1etxnMaHcGyB8w7+9eIeJvEmpeFPiHrv9mavDGrtaStZXYLeaWO1hHk8cc8etAGz8UfCmva54htrvStEt7+JbCW2ZpJVUqzHg8+nb61yB+FfjOZhHNa2pnuY4dl954BsSg+6AOT6cV1/hvx/wCJdV+IM1jcWlsujG5ktlYsqOhXOOC2STjkYr1mgDwfwr4B8VaHrWkB9NiiktJZxNqUEqZkSQcMRnLYPOCKu6v8P/Et1450fUjBDqclmYzNqcrqolCsxKmL1wQAai1HTNQTxr4kli8S3ay2OnySvcSylYYnkOEUqOgUZ7Guv+EtzHJ4du7QeY8tpcmKWY3LTpK20HcjN2PpQB5zZ/DjXLa8guJfB0c2GuhMpniw6yZ2d+q1oz+BfF91p+nLcaRb3LnTP7PZZrhf9FZXyJR1zxjpzXpHxF17UPDnhcajprwrOLmKM+cm5SrNg9xjrXmd58WPF0d3/YVtb2lzfR3bRf2hAmYZQBkKASBn154oAgl8B+MYPiV/bx0C21G0RlQC4lT5wABvxn73Ga9i8M6brlhFdf21qy3zSyboVWIJ5Sf3eOv/ANauDt/G3jXVNftdPsodJhc2Ed5cRzFjjn5grLnJrvPDPiuy8Uw3L2cVzGbaTy5BNEUyfVc9RQBv0h4FLWN4q1YaJ4Zv77nzEjKxAdWkb5VA/wCBEUAc98LoVGiapeRyrJFearczRlf7u8j+ld1WF4O0eTQfCWnadMytNFEPNZRjLnk/qa3aACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDz3wK5j8ReOnHVdSyP+/Yqf4SCOTwJDeiJEmvLiaaYr/Exkbn9KreBwTr/AI8A5J1H/wBpirnwlmMvw505X2h42kjZQMFSHYYI9aAOf0j4laXHrOpaV4j02G1KX72y3UVvmBscgOx71bv/ABd8P9f0fVtPmR1tVt2klMcBjM0anBMZHLDNVNR+Db6prd89zrjto17em8mshFhi2Oz54qG1+EOoRme2m1SE2tvYzWenssWJAsn/AD0PfFAFbwT4g+Hfhbw7ca/pEGoHzJltZ5JEMkoJyVHXABx29BV3xf8AEfQDoaarplnFc6x9mMiC5sTI0MYbayv0KfNkde1Z+kfBPVtM0CTTE8RwqktxFcuBbZ2unIwc10vi/wCGt14g1Ce707WRYNeWYs7xDAHWRAc8f3TmgDrrG3tdX0zTb68s7aSYQrIhMYPlllGduelc3qHi/Tbf4hy6NeaWgWysDdNfSIDtGM4B7DH611WhWFxpeh2VhdXIuZreJY2mCbd2BjOO1cd4z+HV14o8QrfQar9ktp7RrS8TygzMmcjbnpzQBseH/FPh3xddXUNpCftKxq0kdzAFZ426HnqKs+Ib3Q/C2hNfX2nr9hgIysNsH2Z747D3rF8FfD2Twvq9xqd5qQvrl7dLWNhHsCxr0yO5963/ABdocviTwvfaPDdC1a6TyzKU3YGeePpQByt78T/A0FnZ3l7G6C6ysKTWmH2jHzYPReeDVmf4heDY9bj09IzPcCVIFlhtgyK5Hyrv7GqOufCttYOiznUIPten2X2J/Ntg8ci7cZ2noea57XvhnrOiX1lN4dJvrU6lFeSWmxE2soAZi3XB7AcDmgDoB428Lw6lLqGlWki6nqdtMwuZIydxhJG0jOeoPA9KVPiXox0zSf7bs5Lu+vbcTxLa2ZdGBOCRnke9ZCfBnUYr+K8tvEQQQvK0EEsG4RLLncuc88sa0/Dvwy1rRNb0a9k8RQ3EOmQm2SL7LjdExyy5z196ANyw8d+FtY18eGoAJJgSI1aEeWzKMso9CPpXSz6VZTWMtp9jtjE/JjaIFCexI79q4PSPhdcaP4wXV4NXi+yLeSXQg+yr5mXB3L5nXHJr0qgDy/S/ilDpGi3s/i2SCKW21OSwjFnEcNsA5wT05/lVn/hYvgfTtV020sbYO+oL5sUtrbDHzevQ565rHu/gxeX4uDda7DMXvpL2NZLQFA78MGGeRwv5U25+CUs+paZdRa4lsLFEUeRahGypzkY4HNAHVeFPGnhrxdqepaXpdkwa1J81ngCo+Gxn8/WtTxRqNj4R8L6jrC6dG4hi5jijHzegOO3rXMeBPhW/g/xJe61PrMl5LchhsCbAcnJLc8mu08S6KniPw5f6RJIY1uomj3gZ2k96APOV+J1nY6xaR3tikegX2lre7YrQlkYttJfnG3g849K6hvHnhPS/FMPh5cw39yE2eXBhW3DcvI9jXLzfCXXrhW83xRBIzaf/AGcc2QAWHIICgHrx1o1D4P6heeL9O15dfSOSyit1UfZ85aNQDgZwAcZ/GgDodO8f+G/EXie2037BcfaEdxbXFzbgL5i/eVT1BFdbJpGmyypLJYWzSI+9WMS5DeoOOtecaR8L9b0rxPpupvr8FzBa3Utw0RttpzJ97kHk16oelAHH6T418Lan4vuNDs12atCW3F4Am4jrhuprsa8n0f4R3+i/ElfFUeuCdXnkkljki+YqwPy5z74r1igDP1v+zRo90+sJC+nom+YTIGTaOeQetcTD8Qfh+ujXF8Y4reC1YR+VLaBHORkbV7jFdn4h0ga94evtKMpiF1C0fmAZ25715vffCTVNZ8Ny2Ora3BcXcMoezlW2VVwoAHmActkAdaAMLUbn4W6jqUXiFp9URbkidrWCNhHMUPOVA7d8EVq22v6Pfa7r/hvSdBlubbULBr6SUOyvdMVyFz/CuOB70SfCHWorOwitNYsEaCCaN1+yBVzIOcBa1PD/AMN9Z0fxDpGrrqtvE8FgLS8RIt3nBTwBnpxjn2oAxdE+JXiCHwhqKxeGEhn0h4LeGBd7hwTjYMZ+YLjv9a77ws8fi7Q9P1/WtBgt9SIYKs0WXiXcQMFhkZ6/jVrwlol5oelT2t9LbTSPdSzK0EQQbWbIyPX3roAAOBQBTbSdOdgzWFsWDbgTEvX16U2PRtMha5aPT7VGuf8AXlYlHmf73HNX6KAMebwr4fuJUlm0TT5JEACs1upKgdMcVZbRtMcybtOtT5hy+YV+b68VfooAzrbQtJs75r22020humXa00cKq5HpkDPYVOdOsjffbTaQm62hfOKDfgdBnrVqigBkiLJGyOoZGBDAjIIPasz/AIRnQhax2o0ex+zxv5iReQu1W/vAY6+9a1FACAADArNm8O6NcaiNRn0qzkvQQRO8Kl8jpzjNadFAGVH4b0aHWX1iPTLZdQcYa4EY3n3z6+9atFFAGc+haXJcXk8ljA8l6gjuSy5EqjoGHQ1NYabY6VbfZtPtILWDJby4UCLk98CrdFAHN+NfCUXjTQDpFxdzW0RlWRmiAJbb2Oasr4T0EaRHpb6TZvZx8iNoVxuxgtjHX3rbooAxrXwpoNjqUeo2ul20N3HEIUkRMFUHYelbAAHQYpazda1zTvD+nPfalcrDCnryWPoB1JoAvTTRwQvLM6xxoCzMxwAB1JNee2UrfEbxNHf7ZV8M6XIHtSRgXlwCfn55KL29TSpa6t8SAJNQjl03wu2Gjts7Z7vB6v8A3U9u9d/a2sFlbR21tEkUEShURBgKB2FAE1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwHw//wCRp8b/APYUH/oAqmNJ8QeBfEmoX+i2J1TQtQlM0llE2JLdz94oDwck9K7jTdDsdKvdQu7RGWXUJRNPlsgsBjI9OladAHAf8Lb0OGby7+w1ax6jdPZsASO3FWofir4SnljjF9Khk7vbuAPqccV2TxpIAHRWA6bhmm/Zbf8A54Rf98CgDmX+JPg6Nir+ILRWHJBJBH6VqWvijQr1olttWtJWl5QLKMt+FWZNG0uaRpJdNs3dhhmaBSSPc4pkWhaRBKssWlWMcinIdLdAR+OKAJLLV9P1J3SyvYLhk+8I3DbfrirtVbXTrGxLGzs7e3L/AHvJiVN31wOatUAFFFFABRRUQiXzzNltxULjPGPpQBLRRRQAUUUUAFFFFAEEd3by3EtvHMjTRY8xA3K56ZFZ1lq00/iLUdLntWjFuqSQygHbIjdeemQe1aSW0Ec7zJDGssmN7qoBbHTJ71NQBVk1C1hv4bGSZVuZ1Zo4+csF6mrVNKKWDFQWHQ45FOoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4+6+J3hOyury0udS8u6tZDHJAY23lh/dGOa7CqbaVpzXRumsLU3BOTKYV35+uM0AcVL441fxGrW3g7R5mLcf2jfIY4U9wDy1XtC8Cm3vE1TxFqMus6ouSjzf6qHPUInQV2KqFAVQAB0Ap1ACABQAAAB0ApaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEJwpOCcdhVeyuvttolx5M0G7P7uZdrjBxyKs0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARzTRwQtLNIscajLMxwAPc1R/4SHRsZ/tay/wC/6/40UUASRavp0101tHfW7zrEJiiyAkIejfT3qS11GyviwtLyCcr94RSBsfXFFFAEouITcG3EqGYLuMe4bgPXHpUf9oWZu/sn2uD7T/zy8wb/AF6daKKAIJdb0qGVopdStEkU4ZWmUEH0IzUzajZJaLdNeQLbnpKZBtP49KKKAJTcwLbG4aaMQY3eYWG3HrmiC5guoRNbzRyxHo6MCD+IoooAZb31rdtIttcwzNGcOI3DbT746UUUUAf/2Q=="
ffxx0031	3	{"lines_data": [{"Word": "DANVERS HERALD", "Confidence": 0.9935, "X1": 0.22839, "Y1": 0.0452, "X2": 0.36129, "Y2": 0.045, "X3": 0.36129, "Y3": 0.0618, "X4": 0.22839, "Y4": 0.0628, "page": 0}, {"Word": "DANVERS, MA", "Confidence": 0.842, "X1": 0.24387, "Y1": 0.0592, "X2": 0.35226, "Y2": 0.059, "X3": 0.35355, "Y3": 0.0718, "X4": 0.24387, "Y4": 0.0758, "page": 0}, {"Word": "W. 6.021", "Confidence": 0.623, "X1": 0.25548, "Y1": 0.0712, "X2": 0.32774, "Y2": 0.071, "X3": 0.32774, "Y3": 0.0838, "X4": 0.25548, "Y4": 0.0838, "page": 0}, {"Word": "DEC 4 1986", "Confidence": 0.99367, "X1": 0.18452, "Y1": 0.0952, "X2": 0.32903, "Y2": 0.095, "X3": 0.32903, "Y3": 0.1158, "X4": 0.18452, "Y4": 0.1148, "page": 0}, {"Word": "NEW ENGLAND NEWSCLIP AGENCY ING", "Confidence": 0.5908, "X1": 0.17806, "Y1": 0.1322, "X2": 0.38323, "Y2": 0.132, "X3": 0.38323, "Y3": 0.1448, "X4": 0.17806, "Y4": 0.1448, "page": 0}, {"Word": "Restaurant smokers", "Confidence": 0.9945, "X1": 0.16774, "Y1": 0.1592, "X2": 0.56516, "Y2": 0.159, "X3": 0.56516, "Y3": 0.2008, "X4": 0.16645, "Y4": 0.1988, "page": 0}, {"Word": "7", "Confidence": 0.986, "X1": 0.59226, "Y1": 0.1592, "X2": 0.64516, "Y2": 0.159, "X3": 0.64387, "Y3": 0.2088, "X4": 0.59097, "Y4": 0.2078, "page": 0}, {"Word": "may be segregated", "Confidence": 0.994, "X1": 0.16645, "Y1": 0.2022, "X2": 0.56645, "Y2": 0.202, "X3": 0.56645, "Y3": 0.2418, "X4": 0.16645, "Y4": 0.2418, "page": 0}, {"Word": "Ordinance being drafted", "Confidence": 0.99433, "X1": 0.2529, "Y1": 0.2542, "X2": 0.56645, "Y2": 0.254, "X3": 0.56645, "Y3": 0.2808, "X4": 0.2529, "Y4": 0.2788, "page": 0}, {"Word": "Tabacco", "Confidence": 0.522, "X1": 0.1729, "Y1": 0.2812, "X2": 0.26839, "Y2": 0.281, "X3": 0.26839, "Y3": 0.3028, "X4": 0.1729, "Y4": 0.3038, "page": 0}, {"Word": "Danvers may soon end its minor-", "Confidence": 0.9395, "X1": 0.17419, "Y1": 0.2942, "X2": 0.40129, "Y2": 0.294, "X3": 0.40129, "Y3": 0.3108, "X4": 0.17419, "Y4": 0.3088, "page": 0}, {"Word": "posted and not located between two", "Confidence": 0.98983, "X1": 0.41032, "Y1": 0.2962, "X2": 0.64258, "Y2": 0.296, "X3": 0.64258, "Y3": 0.3088, "X4": 0.41032, "Y4": 0.3108, "page": 0}, {"Word": "ity status as one of the few holdout", "Confidence": 0.9805, "X1": 0.16903, "Y1": 0.3072, "X2": 0.4, "Y2": 0.307, "X3": 0.4, "Y3": 0.3218, "X4": 0.16903, "Y4": 0.3218, "page": 0}, {"Word": "smoking areas. The ordinance also", "Confidence": 0.9936, "X1": 0.40516, "Y1": 0.3072, "X2": 0.64129, "Y2": 0.307, "X3": 0.64258, "Y3": 0.3208, "X4": 0.40516, "Y4": 0.3228, "page": 0}, {"Word": "municipalities that doesn't require", "Confidence": 0.88975, "X1": 0.16774, "Y1": 0.3202, "X2": 0.40258, "Y2": 0.32, "X3": 0.40258, "Y3": 0.3348, "X4": 0.16774, "Y4": 0.3348, "page": 0}, {"Word": "suggests that restaurants ask cus-", "Confidence": 0.991, "X1": 0.41032, "Y1": 0.3212, "X2": 0.64129, "Y2": 0.321, "X3": 0.64129, "Y3": 0.3328, "X4": 0.41032, "Y4": 0.3338, "page": 0}, {"Word": "non-smoking areas in restaurants.", "Confidence": 0.9445, "X1": 0.16774, "Y1": 0.3332, "X2": 0.39871, "Y2": 0.333, "X3": 0.39871, "Y3": 0.3458, "X4": 0.16774, "Y4": 0.3458, "page": 0}, {"Word": "tomers which section they prefer to", "Confidence": 0.994, "X1": 0.40645, "Y1": 0.3322, "X2": 0.64129, "Y2": 0.332, "X3": 0.64129, "Y3": 0.3448, "X4": 0.40645, "Y4": 0.3458, "page": 0}, {"Word": "The Board of Health will meet", "Confidence": 0.99217, "X1": 0.17032, "Y1": 0.3442, "X2": 0.39742, "Y2": 0.344, "X3": 0.39742, "Y3": 0.3578, "X4": 0.17032, "Y4": 0.3568, "page": 0}, {"Word": "sit in, even when taking reserva-", "Confidence": 0.96717, "X1": 0.41032, "Y1": 0.3452, "X2": 0.64, "Y2": 0.345, "X3": 0.64, "Y3": 0.3578, "X4": 0.41032, "Y4": 0.3578, "page": 0}, {"Word": "Monday afternoon (3 p.m. at Town", "Confidence": 0.98417, "X1": 0.16516, "Y1": 0.3572, "X2": 0.40258, "Y2": 0.357, "X3": 0.40258, "Y3": 0.3708, "X4": 0.16516, "Y4": 0.3698, "page": 0}, {"Word": "tionis.", "Confidence": 0.463, "X1": 0.40774, "Y1": 0.3582, "X2": 0.4529, "Y2": 0.358, "X3": 0.4529, "Y3": 0.3688, "X4": 0.40774, "Y4": 0.3688, "page": 0}, {"Word": "Hall) to discuss implementing a", "Confidence": 0.9786, "X1": 0.16645, "Y1": 0.3692, "X2": 0.39871, "Y2": 0.369, "X3": 0.39871, "Y3": 0.3818, "X4": 0.16645, "Y4": 0.3808, "page": 0}, {"Word": "Violators of the ordinance, which", "Confidence": 0.9128, "X1": 0.42452, "Y1": 0.3712, "X2": 0.64258, "Y2": 0.371, "X3": 0.64258, "Y3": 0.3838, "X4": 0.42452, "Y4": 0.3848, "page": 0}, {"Word": "\"Clean Indoor Air\" ordinance", "Confidence": 0.8535, "X1": 0.17032, "Y1": 0.3812, "X2": 0.39871, "Y2": 0.381, "X3": 0.39871, "Y3": 0.3938, "X4": 0.17032, "Y4": 0.3928, "page": 0}, {"Word": "could include a stubborn smoker or", "Confidence": 0.98583, "X1": 0.40645, "Y1": 0.3842, "X2": 0.64258, "Y2": 0.384, "X3": 0.64258, "Y3": 0.3968, "X4": 0.40645, "Y4": 0.3978, "page": 0}, {"Word": "which would affect about 40 out of", "Confidence": 0.978, "X1": 0.16903, "Y1": 0.3932, "X2": 0.40258, "Y2": 0.393, "X3": 0.40258, "Y3": 0.4048, "X4": 0.16903, "Y4": 0.4058, "page": 0}, {"Word": "the owner, will be subject to a fine of", "Confidence": 0.98856, "X1": 0.40387, "Y1": 0.3952, "X2": 0.64387, "Y2": 0.395, "X3": 0.64387, "Y3": 0.4078, "X4": 0.40387, "Y4": 0.4088, "page": 0}, {"Word": "160 food establishments in Danvers.\"", "Confidence": 0.9108, "X1": 0.16903, "Y1": 0.4052, "X2": 0.40387, "Y2": 0.405, "X3": 0.40387, "Y3": 0.4168, "X4": 0.16903, "Y4": 0.4178, "page": 0}, {"Word": "up to $50 ..", "Confidence": 0.948, "X1": 0.41161, "Y1": 0.4092, "X2": 0.48, "Y2": 0.409, "X3": 0.48, "Y3": 0.4218, "X4": 0.41161, "Y4": 0.4218, "page": 0}, {"Word": "necessary for the protection of the . .. \"As a new regulation, enforce-", "Confidence": 0.94354, "X1": 0.16774, "Y1": 0.4252, "X2": 0.64258, "Y2": 0.425, "X3": 0.64258, "Y3": 0.4368, "X4": 0.16774, "Y4": 0.4418, "page": 0}, {"Word": "\"I think the board believed it was", "Confidence": 0.93, "X1": 0.17935, "Y1": 0.4172, "X2": 0.40516, "Y2": 0.417, "X3": 0.40516, "Y3": 0.4298, "X4": 0.17935, "Y4": 0.4298, "page": 0}, {"Word": "public health,\" Health Director", "Confidence": 0.92225, "X1": 0.16645, "Y1": 0.4402, "X2": 0.40387, "Y2": 0.44, "X3": 0.40387, "Y3": 0.4548, "X4": 0.16645, "Y4": 0.4548, "page": 0}, {"Word": "ment may prove awkward,\" states", "Confidence": 0.9554, "X1": 0.40516, "Y1": 0.4372, "X2": 0.64258, "Y2": 0.437, "X3": 0.64258, "Y3": 0.4498, "X4": 0.40516, "Y4": 0.4508, "page": 0}, {"Word": "Tracey Flagg said.", "Confidence": 0.921, "X1": 0.16903, "Y1": 0.4532, "X2": 0.29806, "Y2": 0.453, "X3": 0.29806, "Y3": 0.4658, "X4": 0.16903, "Y4": 0.4648, "page": 0}, {"Word": "the proposed regulation.", "Confidence": 0.95867, "X1": 0.41032, "Y1": 0.4492, "X2": 0.57419, "Y2": 0.449, "X3": 0.57419, "Y3": 0.4618, "X4": 0.41032, "Y4": 0.4618, "page": 0}, {"Word": "The proposed regulation calls for", "Confidence": 0.9936, "X1": 0.17677, "Y1": 0.4642, "X2": 0.39871, "Y2": 0.464, "X3": 0.39871, "Y3": 0.4778, "X4": 0.17677, "Y4": 0.4778, "page": 0}, {"Word": "\"Your staff should be trained to", "Confidence": 0.99383, "X1": 0.42452, "Y1": 0.4642, "X2": 0.64258, "Y2": 0.464, "X3": 0.64258, "Y3": 0.4778, "X4": 0.42452, "Y4": 0.4768, "page": 0}, {"Word": "restaurants with a seating capacity", "Confidence": 0.9868, "X1": 0.16516, "Y1": 0.4772, "X2": 0.4, "Y2": 0.477, "X3": 0.4, "Y3": 0.4898, "X4": 0.16516, "Y4": 0.4908, "page": 0}, {"Word": "politely, but firmly, enforce this", "Confidence": 0.9752, "X1": 0.40516, "Y1": 0.4762, "X2": 0.64258, "Y2": 0.476, "X3": 0.64258, "Y3": 0.4898, "X4": 0.40516, "Y4": 0.4898, "page": 0}, {"Word": "of 40 persons or more to set aside 25", "Confidence": 0.99522, "X1": 0.16774, "Y1": 0.4892, "X2": 0.40129, "Y2": 0.489, "X3": 0.40129, "Y3": 0.5008, "X4": 0.16774, "Y4": 0.5018, "page": 0}, {"Word": "new regulation.\"", "Confidence": 0.966, "X1": 0.41032, "Y1": 0.4892, "X2": 0.52774, "Y2": 0.489, "X3": 0.52774, "Y3": 0.5008, "X4": 0.41032, "Y4": 0.5008, "page": 0}, {"Word": "percent of their seating as a non-", "Confidence": 0.99371, "X1": 0.16645, "Y1": 0.5012, "X2": 0.39871, "Y2": 0.501, "X3": 0.39871, "Y3": 0.5138, "X4": 0.16645, "Y4": 0.5138, "page": 0}, {"Word": "The regulation also suggests how", "Confidence": 0.983, "X1": 0.42065, "Y1": 0.5002, "X2": 0.64387, "Y2": 0.5, "X3": 0.64387, "Y3": 0.5138, "X4": 0.42065, "Y4": 0.5148, "page": 0}, {"Word": "smoking area.", "Confidence": 0.9875, "X1": 0.16516, "Y1": 0.5142, "X2": 0.2671, "Y2": 0.514, "X3": 0.2671, "Y3": 0.5248, "X4": 0.16516, "Y4": 0.5258, "page": 0}, {"Word": "to handle the smoker who refuses to", "Confidence": 0.98057, "X1": 0.41032, "Y1": 0.5122, "X2": 0.64258, "Y2": 0.512, "X3": 0.64258, "Y3": 0.5258, "X4": 0.41032, "Y4": 0.5248, "page": 0}, {"Word": "The 40 or so restaurants.which", "Confidence": 0.954, "X1": 0.17677, "Y1": 0.5232, "X2": 0.40387, "Y2": 0.523, "X3": 0.40387, "Y3": 0.5378, "X4": 0.17677, "Y4": 0.5388, "page": 0}, {"Word": "vacate a non-smoking section.", "Confidence": 0.98675, "X1": 0.41032, "Y1": 0.5252, "X2": 0.61806, "Y2": 0.525, "X3": 0.61806, "Y3": 0.5368, "X4": 0.41032, "Y4": 0.5368, "page": 0}, {"Word": "will come under the regulation have", "Confidence": 0.98767, "X1": 0.16387, "Y1": 0.5372, "X2": 0.39871, "Y2": 0.537, "X3": 0.39871, "Y3": 0.5498, "X4": 0.16387, "Y4": 0.5508, "page": 0}, {"Word": "\"Do not overreact to an occasion-", "Confidence": 0.91867, "X1": 0.42194, "Y1": 0.5372, "X2": 0.64129, "Y2": 0.537, "X3": 0.64129, "Y3": 0.5498, "X4": 0.42194, "Y4": 0.5488, "page": 0}, {"Word": "been notified of the hearing, but", "Confidence": 0.93833, "X1": 0.16387, "Y1": 0.5492, "X2": 0.40387, "Y2": 0.549, "X3": 0.40387, "Y3": 0.5618, "X4": 0.16387, "Y4": 0.5628, "page": 0}, {"Word": "al violation,\" it states.", "Confidence": 0.90175, "X1": 0.41161, "Y1": 0.5492, "X2": 0.56516, "Y2": 0.549, "X3": 0.56516, "Y3": 0.5618, "X4": 0.41161, "Y4": 0.5608, "page": 0}, {"Word": "Flagg does not expect much opposi-", "Confidence": 0.97917, "X1": 0.16645, "Y1": 0.5612, "X2": 0.39871, "Y2": 0.561, "X3": 0.39871, "Y3": 0.5738, "X4": 0.16645, "Y4": 0.5738, "page": 0}, {"Word": "\"There will be individuals who", "Confidence": 0.9688, "X1": 0.42194, "Y1": 0.5592, "X2": 0.64129, "Y2": 0.559, "X3": 0.64129, "Y3": 0.5728, "X4": 0.42194, "Y4": 0.5738, "page": 0}, {"Word": "tion to the proposed ordinance.", "Confidence": 0.9848, "X1": 0.16645, "Y1": 0.5742, "X2": 0.37806, "Y2": 0.574, "X3": 0.37806, "Y3": 0.5858, "X4": 0.16645, "Y4": 0.5858, "page": 0}, {"Word": "will insist on their right' to abuse", "Confidence": 0.84029, "X1": 0.41548, "Y1": 0.5742, "X2": 0.64258, "Y2": 0.574, "X3": 0.64258, "Y3": 0.5868, "X4": 0.41548, "Y4": 0.5848, "page": 0}, {"Word": "The ordinance' was drafted by", "Confidence": 0.9732, "X1": 0.17677, "Y1": 0.5842, "X2": 0.39484, "Y2": 0.584, "X3": 0.39484, "Y3": 0.5978, "X4": 0.17677, "Y4": 0.5988, "page": 0}, {"Word": "-and annoy non-smokers.\"", "Confidence": 0.79467, "X1": 0.40516, "Y1": 0.5852, "X2": 0.58194, "Y2": 0.585, "X3": 0.58065, "Y3": 0.5978, "X4": 0.40516, "Y4": 0.5968, "page": 0}, {"Word": "Flagg, who utilized what be felt", "Confidence": 0.96617, "X1": 0.16645, "Y1": 0.5962, "X2": 0.39742, "Y2": 0.596, "X3": 0.39871, "Y3": 0.6088, "X4": 0.16645, "Y4": 0.6108, "page": 0}, {"Word": "For those who exercise that", "Confidence": 0.9738, "X1": 0.42323, "Y1": 0.5962, "X2": 0.64, "Y2": 0.596, "X3": 0.64, "Y3": 0.6088, "X4": 0.42323, "Y4": 0.6088, "page": 0}, {"Word": "were the most viable components of", "Confidence": 0.99167, "X1": 0.16516, "Y1": 0.6092, "X2": 0.4, "Y2": 0.609, "X3": 0.4, "Y3": 0.6218, "X4": 0.16516, "Y4": 0.6218, "page": 0}, {"Word": "\"right,\" punitive measures may be", "Confidence": 0.9572, "X1": 0.41032, "Y1": 0.6102, "X2": 0.64, "Y2": 0.61, "X3": 0.64, "Y3": 0.6218, "X4": 0.41032, "Y4": 0.6198, "page": 0}, {"Word": "regulations in various area towns.", "Confidence": 0.9724, "X1": 0.16645, "Y1": 0.6222, "X2": 0.39871, "Y2": 0.622, "X3": 0.39871, "Y3": 0.6348, "X4": 0.16645, "Y4": 0.6328, "page": 0}, {"Word": "unlikely. The regulations say to", "Confidence": 0.985, "X1": 0.40387, "Y1": 0.6212, "X2": 0.64, "Y2": 0.621, "X3": 0.64, "Y3": 0.6338, "X4": 0.40387, "Y4": 0.6328, "page": 0}, {"Word": "According to the proposal, the", "Confidence": 0.9902, "X1": 0.16516, "Y1": 0.6322, "X2": 0.40129, "Y2": 0.632, "X3": 0.40129, "Y3": 0.6468, "X4": 0.16516, "Y4": 0.6478, "page": 0}, {"Word": "allow the violator to complete his or", "Confidence": 0.96514, "X1": 0.40645, "Y1": 0.6342, "X2": 0.64129, "Y2": 0.634, "X3": 0.64, "Y3": 0.6448, "X4": 0.40645, "Y4": 0.6438, "page": 0}, {"Word": "\\pon-smoking areas must be clearly", "Confidence": 0.8918, "X1": 0.15742, "Y1": 0.6412, "X2": 0.40645, "Y2": 0.641, "X3": 0.40645, "Y3": 0.6598, "X4": 0.15742, "Y4": 0.6598, "page": 0}, {"Word": "her meal - to smoke - and leave.", "Confidence": 0.95125, "X1": 0.40645, "Y1": 0.6452, "X2": 0.64774, "Y2": 0.645, "X3": 0.64774, "Y3": 0.6588, "X4": 0.40645, "Y4": 0.6578, "page": 0}, {"Word": ":", "Confidence": 0.89, "X1": 0.25935, "Y1": 0.7342, "X2": 0.27484, "Y2": 0.734, "X3": 0.27484, "Y3": 0.7468, "X4": 0.25935, "Y4": 0.7478, "page": 0}], "words_data": [{"Word": "DANVERS", "Confidence": 0.993, "X1": 0.22839, "Y1": 0.0472, "X2": 0.29419, "Y2": 0.047, "X3": 0.29419, "Y3": 0.0618, "X4": 0.22839, "Y4": 0.0628, "page": 0, "Index": 0}, {"Word": "HERALD", "Confidence": 0.994, "X1": 0.29806, "Y1": 0.0462, "X2": 0.35613, "Y2": 0.046, "X3": 0.35613, "Y3": 0.0618, "X4": 0.29806, "Y4": 0.0618, "page": 0, "Index": 1}, {"Word": "DANVERS,", "Confidence": 0.783, "X1": 0.24387, "Y1": 0.0612, "X2": 0.31355, "Y2": 0.061, "X3": 0.31355, "Y3": 0.0738, "X4": 0.24387, "Y4": 0.0758, "page": 0, "Index": 2}, {"Word": "MA", "Confidence": 0.901, "X1": 0.31742, "Y1": 0.0602, "X2": 0.34194, "Y2": 0.06, "X3": 0.34065, "Y3": 0.0728, "X4": 0.31742, "Y4": 0.0738, "page": 0, "Index": 3}, {"Word": "W.", "Confidence": 0.613, "X1": 0.26452, "Y1": 0.0722, "X2": 0.28129, "Y2": 0.072, "X3": 0.28129, "Y3": 0.0848, "X4": 0.26452, "Y4": 0.0848, "page": 0, "Index": 4}, {"Word": "6.021", "Confidence": 0.633, "X1": 0.28387, "Y1": 0.0722, "X2": 0.32258, "Y2": 0.072, "X3": 0.32258, "Y3": 0.0848, "X4": 0.28516, "Y4": 0.0848, "page": 0, "Index": 5}, {"Word": "DEC", "Confidence": 0.994, "X1": 0.18581, "Y1": 0.0962, "X2": 0.22452, "Y2": 0.096, "X3": 0.22323, "Y3": 0.1158, "X4": 0.18581, "Y4": 0.1148, "page": 0, "Index": 6}, {"Word": "4", "Confidence": 0.996, "X1": 0.24903, "Y1": 0.0962, "X2": 0.26323, "Y2": 0.096, "X3": 0.26323, "Y3": 0.1168, "X4": 0.24774, "Y4": 0.1158, "page": 0, "Index": 7}, {"Word": "1986", "Confidence": 0.991, "X1": 0.27226, "Y1": 0.0962, "X2": 0.32774, "Y2": 0.096, "X3": 0.32774, "Y3": 0.1158, "X4": 0.27226, "Y4": 0.1168, "page": 0, "Index": 8}, {"Word": "NEW", "Confidence": 0.873, "X1": 0.18065, "Y1": 0.1322, "X2": 0.20387, "Y2": 0.132, "X3": 0.20258, "Y3": 0.1448, "X4": 0.17935, "Y4": 0.1448, "page": 0, "Index": 9}, {"Word": "ENGLAND", "Confidence": 0.612, "X1": 0.20774, "Y1": 0.1322, "X2": 0.25548, "Y2": 0.132, "X3": 0.25548, "Y3": 0.1448, "X4": 0.20645, "Y4": 0.1448, "page": 0, "Index": 10}, {"Word": "NEWSCLIP", "Confidence": 0.646, "X1": 0.25935, "Y1": 0.1322, "X2": 0.31355, "Y2": 0.132, "X3": 0.31226, "Y3": 0.1448, "X4": 0.25806, "Y4": 0.1448, "page": 0, "Index": 11}, {"Word": "AGENCY", "Confidence": 0.474, "X1": 0.31742, "Y1": 0.1332, "X2": 0.35871, "Y2": 0.133, "X3": 0.35871, "Y3": 0.1458, "X4": 0.31613, "Y4": 0.1448, "page": 0, "Index": 12}, {"Word": "ING", "Confidence": 0.349, "X1": 0.36258, "Y1": 0.1332, "X2": 0.38194, "Y2": 0.133, "X3": 0.38194, "Y3": 0.1458, "X4": 0.36129, "Y4": 0.1458, "page": 0, "Index": 13}, {"Word": "Restaurant", "Confidence": 0.993, "X1": 0.16903, "Y1": 0.1602, "X2": 0.38065, "Y2": 0.16, "X3": 0.37935, "Y3": 0.1998, "X4": 0.16774, "Y4": 0.1998, "page": 0, "Index": 14}, {"Word": "smokers", "Confidence": 0.996, "X1": 0.39097, "Y1": 0.1622, "X2": 0.56645, "Y2": 0.162, "X3": 0.56645, "Y3": 0.2008, "X4": 0.38968, "Y4": 0.1998, "page": 0, "Index": 15}, {"Word": "7", "Confidence": 0.986, "X1": 0.61032, "Y1": 0.1592, "X2": 0.64387, "Y2": 0.159, "X3": 0.64258, "Y3": 0.2088, "X4": 0.60903, "Y4": 0.2078, "page": 0, "Index": 16}, {"Word": "may", "Confidence": 0.995, "X1": 0.17161, "Y1": 0.2032, "X2": 0.25161, "Y2": 0.203, "X3": 0.24903, "Y3": 0.2418, "X4": 0.16774, "Y4": 0.2408, "page": 0, "Index": 17}, {"Word": "be", "Confidence": 0.992, "X1": 0.26194, "Y1": 0.2022, "X2": 0.32, "Y2": 0.202, "X3": 0.31871, "Y3": 0.2428, "X4": 0.25935, "Y4": 0.2418, "page": 0, "Index": 18}, {"Word": "segregated", "Confidence": 0.995, "X1": 0.33032, "Y1": 0.2032, "X2": 0.56387, "Y2": 0.203, "X3": 0.56516, "Y3": 0.2428, "X4": 0.32903, "Y4": 0.2428, "page": 0, "Index": 19}, {"Word": "Ordinance", "Confidence": 0.994, "X1": 0.25419, "Y1": 0.2542, "X2": 0.38323, "Y2": 0.254, "X3": 0.38323, "Y3": 0.2808, "X4": 0.2529, "Y4": 0.2788, "page": 0, "Index": 20}, {"Word": "being", "Confidence": 0.996, "X1": 0.38968, "Y1": 0.2542, "X2": 0.45677, "Y2": 0.254, "X3": 0.45677, "Y3": 0.2808, "X4": 0.38968, "Y4": 0.2808, "page": 0, "Index": 21}, {"Word": "drafted", "Confidence": 0.993, "X1": 0.46323, "Y1": 0.2552, "X2": 0.55613, "Y2": 0.255, "X3": 0.55613, "Y3": 0.2808, "X4": 0.46323, "Y4": 0.2808, "page": 0, "Index": 22}, {"Word": "Tabacco", "Confidence": 0.522, "X1": 0.17806, "Y1": 0.2832, "X2": 0.26581, "Y2": 0.283, "X3": 0.26581, "Y3": 0.3028, "X4": 0.17806, "Y4": 0.3038, "page": 0, "Index": 23}, {"Word": "Danvers", "Confidence": 0.861, "X1": 0.18065, "Y1": 0.2952, "X2": 0.23484, "Y2": 0.295, "X3": 0.23613, "Y3": 0.3098, "X4": 0.18194, "Y4": 0.3098, "page": 0, "Index": 24}, {"Word": "may", "Confidence": 0.991, "X1": 0.23871, "Y1": 0.2962, "X2": 0.26839, "Y2": 0.296, "X3": 0.26968, "Y3": 0.3098, "X4": 0.24, "Y4": 0.3098, "page": 0, "Index": 25}, {"Word": "soon", "Confidence": 0.986, "X1": 0.27226, "Y1": 0.2972, "X2": 0.30194, "Y2": 0.297, "X3": 0.30194, "Y3": 0.3098, "X4": 0.27226, "Y4": 0.3098, "page": 0, "Index": 26}, {"Word": "end", "Confidence": 0.808, "X1": 0.30581, "Y1": 0.2972, "X2": 0.32774, "Y2": 0.297, "X3": 0.32903, "Y3": 0.3098, "X4": 0.30581, "Y4": 0.3098, "page": 0, "Index": 27}, {"Word": "its", "Confidence": 0.998, "X1": 0.33161, "Y1": 0.2972, "X2": 0.3471, "Y2": 0.297, "X3": 0.34839, "Y3": 0.3098, "X4": 0.33161, "Y4": 0.3098, "page": 0, "Index": 28}, {"Word": "minor-", "Confidence": 0.993, "X1": 0.35097, "Y1": 0.2962, "X2": 0.40129, "Y2": 0.296, "X3": 0.40129, "Y3": 0.3098, "X4": 0.35226, "Y4": 0.3098, "page": 0, "Index": 29}, {"Word": "posted", "Confidence": 0.994, "X1": 0.41161, "Y1": 0.2972, "X2": 0.45419, "Y2": 0.297, "X3": 0.4529, "Y3": 0.3108, "X4": 0.41032, "Y4": 0.3118, "page": 0, "Index": 30}, {"Word": "and", "Confidence": 0.998, "X1": 0.45806, "Y1": 0.2972, "X2": 0.48129, "Y2": 0.297, "X3": 0.48, "Y3": 0.3108, "X4": 0.45677, "Y4": 0.3108, "page": 0, "Index": 31}, {"Word": "not", "Confidence": 0.998, "X1": 0.48387, "Y1": 0.2972, "X2": 0.50452, "Y2": 0.297, "X3": 0.50323, "Y3": 0.3108, "X4": 0.48387, "Y4": 0.3108, "page": 0, "Index": 32}, {"Word": "located", "Confidence": 0.996, "X1": 0.50839, "Y1": 0.2962, "X2": 0.55613, "Y2": 0.296, "X3": 0.55484, "Y3": 0.3098, "X4": 0.5071, "Y4": 0.3098, "page": 0, "Index": 33}, {"Word": "between", "Confidence": 0.996, "X1": 0.55871, "Y1": 0.2962, "X2": 0.61161, "Y2": 0.296, "X3": 0.61161, "Y3": 0.3098, "X4": 0.55871, "Y4": 0.3098, "page": 0, "Index": 34}, {"Word": "two", "Confidence": 0.957, "X1": 0.61548, "Y1": 0.2962, "X2": 0.64258, "Y2": 0.296, "X3": 0.64258, "Y3": 0.3098, "X4": 0.61548, "Y4": 0.3098, "page": 0, "Index": 35}, {"Word": "ity", "Confidence": 0.932, "X1": 0.17032, "Y1": 0.3092, "X2": 0.18581, "Y2": 0.309, "X3": 0.18581, "Y3": 0.3218, "X4": 0.17032, "Y4": 0.3218, "page": 0, "Index": 36}, {"Word": "status", "Confidence": 0.996, "X1": 0.18968, "Y1": 0.3092, "X2": 0.22968, "Y2": 0.309, "X3": 0.22968, "Y3": 0.3218, "X4": 0.18968, "Y4": 0.3218, "page": 0, "Index": 37}, {"Word": "as", "Confidence": 0.998, "X1": 0.23226, "Y1": 0.3092, "X2": 0.24774, "Y2": 0.309, "X3": 0.24774, "Y3": 0.3218, "X4": 0.23226, "Y4": 0.3218, "page": 0, "Index": 38}, {"Word": "one", "Confidence": 0.998, "X1": 0.25161, "Y1": 0.3092, "X2": 0.27484, "Y2": 0.309, "X3": 0.27484, "Y3": 0.3228, "X4": 0.25161, "Y4": 0.3218, "page": 0, "Index": 39}, {"Word": "of", "Confidence": 0.998, "X1": 0.27871, "Y1": 0.3092, "X2": 0.29161, "Y2": 0.309, "X3": 0.29161, "Y3": 0.3228, "X4": 0.27871, "Y4": 0.3228, "page": 0, "Index": 40}, {"Word": "the", "Confidence": 0.998, "X1": 0.29419, "Y1": 0.3092, "X2": 0.31613, "Y2": 0.309, "X3": 0.31613, "Y3": 0.3228, "X4": 0.29419, "Y4": 0.3228, "page": 0, "Index": 41}, {"Word": "few", "Confidence": 0.998, "X1": 0.31871, "Y1": 0.3082, "X2": 0.34194, "Y2": 0.308, "X3": 0.34194, "Y3": 0.3228, "X4": 0.31871, "Y4": 0.3228, "page": 0, "Index": 42}, {"Word": "holdout", "Confidence": 0.926, "X1": 0.34581, "Y1": 0.3082, "X2": 0.4, "Y2": 0.308, "X3": 0.4, "Y3": 0.3228, "X4": 0.34581, "Y4": 0.3228, "page": 0, "Index": 43}, {"Word": "smoking", "Confidence": 0.995, "X1": 0.41032, "Y1": 0.3092, "X2": 0.4671, "Y2": 0.309, "X3": 0.4671, "Y3": 0.3228, "X4": 0.41032, "Y4": 0.3228, "page": 0, "Index": 44}, {"Word": "areas.", "Confidence": 0.994, "X1": 0.47097, "Y1": 0.3092, "X2": 0.51226, "Y2": 0.309, "X3": 0.51226, "Y3": 0.3218, "X4": 0.47097, "Y4": 0.3228, "page": 0, "Index": 45}, {"Word": "The", "Confidence": 0.994, "X1": 0.51613, "Y1": 0.3092, "X2": 0.54065, "Y2": 0.309, "X3": 0.53935, "Y3": 0.3218, "X4": 0.51613, "Y4": 0.3218, "page": 0, "Index": 46}, {"Word": "ordinance", "Confidence": 0.994, "X1": 0.54323, "Y1": 0.3082, "X2": 0.60903, "Y2": 0.308, "X3": 0.60774, "Y3": 0.3218, "X4": 0.54323, "Y4": 0.3218, "page": 0, "Index": 47}, {"Word": "also", "Confidence": 0.991, "X1": 0.61161, "Y1": 0.3082, "X2": 0.64258, "Y2": 0.308, "X3": 0.64129, "Y3": 0.3218, "X4": 0.61161, "Y4": 0.3218, "page": 0, "Index": 48}, {"Word": "municipalities", "Confidence": 0.968, "X1": 0.16903, "Y1": 0.3212, "X2": 0.26194, "Y2": 0.321, "X3": 0.26194, "Y3": 0.3338, "X4": 0.16774, "Y4": 0.3338, "page": 0, "Index": 49}, {"Word": "that", "Confidence": 0.989, "X1": 0.26581, "Y1": 0.3202, "X2": 0.2929, "Y2": 0.32, "X3": 0.2929, "Y3": 0.3338, "X4": 0.26452, "Y4": 0.3338, "page": 0, "Index": 50}, {"Word": "doesn't", "Confidence": 0.661, "X1": 0.29677, "Y1": 0.3212, "X2": 0.34323, "Y2": 0.321, "X3": 0.34323, "Y3": 0.3348, "X4": 0.29677, "Y4": 0.3338, "page": 0, "Index": 51}, {"Word": "require", "Confidence": 0.941, "X1": 0.3471, "Y1": 0.3212, "X2": 0.39871, "Y2": 0.321, "X3": 0.39871, "Y3": 0.3358, "X4": 0.3471, "Y4": 0.3348, "page": 0, "Index": 52}, {"Word": "suggests", "Confidence": 0.991, "X1": 0.41161, "Y1": 0.3212, "X2": 0.46968, "Y2": 0.321, "X3": 0.46839, "Y3": 0.3348, "X4": 0.41161, "Y4": 0.3348, "page": 0, "Index": 53}, {"Word": "that", "Confidence": 0.988, "X1": 0.47226, "Y1": 0.3212, "X2": 0.50065, "Y2": 0.321, "X3": 0.49935, "Y3": 0.3348, "X4": 0.47226, "Y4": 0.3348, "page": 0, "Index": 54}, {"Word": "restaurants", "Confidence": 0.991, "X1": 0.50323, "Y1": 0.3212, "X2": 0.58194, "Y2": 0.321, "X3": 0.58065, "Y3": 0.3338, "X4": 0.50323, "Y4": 0.3348, "page": 0, "Index": 55}, {"Word": "ask", "Confidence": 0.998, "X1": 0.58452, "Y1": 0.3212, "X2": 0.60903, "Y2": 0.321, "X3": 0.60903, "Y3": 0.3328, "X4": 0.58452, "Y4": 0.3338, "page": 0, "Index": 56}, {"Word": "cus-", "Confidence": 0.987, "X1": 0.6129, "Y1": 0.3212, "X2": 0.64129, "Y2": 0.321, "X3": 0.64, "Y3": 0.3318, "X4": 0.61161, "Y4": 0.3328, "page": 0, "Index": 57}, {"Word": "non-smoking", "Confidence": 0.792, "X1": 0.16903, "Y1": 0.3332, "X2": 0.2529, "Y2": 0.333, "X3": 0.2529, "Y3": 0.3468, "X4": 0.16903, "Y4": 0.3458, "page": 0, "Index": 58}, {"Word": "areas", "Confidence": 0.997, "X1": 0.25548, "Y1": 0.3332, "X2": 0.2929, "Y2": 0.333, "X3": 0.2929, "Y3": 0.3468, "X4": 0.25548, "Y4": 0.3468, "page": 0, "Index": 59}, {"Word": "in", "Confidence": 0.998, "X1": 0.29677, "Y1": 0.3332, "X2": 0.30968, "Y2": 0.333, "X3": 0.30968, "Y3": 0.3468, "X4": 0.29548, "Y4": 0.3468, "page": 0, "Index": 60}, {"Word": "restaurants.", "Confidence": 0.991, "X1": 0.31226, "Y1": 0.3352, "X2": 0.39871, "Y2": 0.335, "X3": 0.39871, "Y3": 0.3468, "X4": 0.31226, "Y4": 0.3468, "page": 0, "Index": 61}, {"Word": "tomers", "Confidence": 0.992, "X1": 0.41032, "Y1": 0.3332, "X2": 0.45677, "Y2": 0.333, "X3": 0.45677, "Y3": 0.3458, "X4": 0.41032, "Y4": 0.3468, "page": 0, "Index": 62}, {"Word": "which", "Confidence": 0.998, "X1": 0.45935, "Y1": 0.3332, "X2": 0.49935, "Y2": 0.333, "X3": 0.49935, "Y3": 0.3458, "X4": 0.45935, "Y4": 0.3458, "page": 0, "Index": 63}, {"Word": "section", "Confidence": 0.992, "X1": 0.50323, "Y1": 0.3332, "X2": 0.54839, "Y2": 0.333, "X3": 0.5471, "Y3": 0.3458, "X4": 0.50194, "Y4": 0.3458, "page": 0, "Index": 64}, {"Word": "they", "Confidence": 0.989, "X1": 0.55226, "Y1": 0.3332, "X2": 0.57935, "Y2": 0.333, "X3": 0.57806, "Y3": 0.3448, "X4": 0.55097, "Y4": 0.3458, "page": 0, "Index": 65}, {"Word": "prefer", "Confidence": 0.995, "X1": 0.58323, "Y1": 0.3332, "X2": 0.62323, "Y2": 0.333, "X3": 0.62194, "Y3": 0.3448, "X4": 0.58194, "Y4": 0.3448, "page": 0, "Index": 66}, {"Word": "to", "Confidence": 0.998, "X1": 0.6271, "Y1": 0.3332, "X2": 0.64258, "Y2": 0.333, "X3": 0.64, "Y3": 0.3448, "X4": 0.62581, "Y4": 0.3448, "page": 0, "Index": 67}, {"Word": "The", "Confidence": 0.998, "X1": 0.18194, "Y1": 0.3442, "X2": 0.20903, "Y2": 0.344, "X3": 0.20903, "Y3": 0.3578, "X4": 0.18194, "Y4": 0.3578, "page": 0, "Index": 68}, {"Word": "Board", "Confidence": 0.998, "X1": 0.2129, "Y1": 0.3452, "X2": 0.25548, "Y2": 0.345, "X3": 0.25548, "Y3": 0.3578, "X4": 0.2129, "Y4": 0.3578, "page": 0, "Index": 69}, {"Word": "of", "Confidence": 0.998, "X1": 0.25935, "Y1": 0.3452, "X2": 0.27613, "Y2": 0.345, "X3": 0.27613, "Y3": 0.3578, "X4": 0.25935, "Y4": 0.3578, "page": 0, "Index": 70}, {"Word": "Health", "Confidence": 0.991, "X1": 0.28, "Y1": 0.3452, "X2": 0.32645, "Y2": 0.345, "X3": 0.32645, "Y3": 0.3578, "X4": 0.27871, "Y4": 0.3578, "page": 0, "Index": 71}, {"Word": "sit", "Confidence": 0.998, "X1": 0.41161, "Y1": 0.3462, "X2": 0.42968, "Y2": 0.346, "X3": 0.42968, "Y3": 0.3578, "X4": 0.41161, "Y4": 0.3578, "page": 0, "Index": 72}, {"Word": "in,", "Confidence": 0.881, "X1": 0.43226, "Y1": 0.3462, "X2": 0.4529, "Y2": 0.346, "X3": 0.4529, "Y3": 0.3578, "X4": 0.43226, "Y4": 0.3578, "page": 0, "Index": 73}, {"Word": "even", "Confidence": 0.988, "X1": 0.45677, "Y1": 0.3452, "X2": 0.49032, "Y2": 0.345, "X3": 0.48903, "Y3": 0.3578, "X4": 0.45677, "Y4": 0.3578, "page": 0, "Index": 74}, {"Word": "when", "Confidence": 0.986, "X1": 0.49419, "Y1": 0.3452, "X2": 0.53161, "Y2": 0.345, "X3": 0.53161, "Y3": 0.3578, "X4": 0.49419, "Y4": 0.3578, "page": 0, "Index": 75}, {"Word": "taking", "Confidence": 0.997, "X1": 0.53548, "Y1": 0.3452, "X2": 0.57935, "Y2": 0.345, "X3": 0.57935, "Y3": 0.3578, "X4": 0.53548, "Y4": 0.3578, "page": 0, "Index": 76}, {"Word": "reserva-", "Confidence": 0.953, "X1": 0.58323, "Y1": 0.3452, "X2": 0.64129, "Y2": 0.345, "X3": 0.64, "Y3": 0.3568, "X4": 0.58323, "Y4": 0.3578, "page": 0, "Index": 77}, {"Word": "will", "Confidence": 0.981, "X1": 0.33032, "Y1": 0.3452, "X2": 0.35742, "Y2": 0.345, "X3": 0.35742, "Y3": 0.3588, "X4": 0.33032, "Y4": 0.3578, "page": 0, "Index": 78}, {"Word": "meet", "Confidence": 0.987, "X1": 0.36129, "Y1": 0.3452, "X2": 0.39871, "Y2": 0.345, "X3": 0.39871, "Y3": 0.3588, "X4": 0.36129, "Y4": 0.3588, "page": 0, "Index": 79}, {"Word": "Monday", "Confidence": 0.995, "X1": 0.16774, "Y1": 0.3572, "X2": 0.22065, "Y2": 0.357, "X3": 0.22065, "Y3": 0.3698, "X4": 0.16774, "Y4": 0.3698, "page": 0, "Index": 80}, {"Word": "afternoon", "Confidence": 0.982, "X1": 0.22452, "Y1": 0.3582, "X2": 0.28903, "Y2": 0.358, "X3": 0.28903, "Y3": 0.3708, "X4": 0.22452, "Y4": 0.3698, "page": 0, "Index": 81}, {"Word": "(3", "Confidence": 0.996, "X1": 0.2929, "Y1": 0.3582, "X2": 0.30452, "Y2": 0.358, "X3": 0.30581, "Y3": 0.3708, "X4": 0.2929, "Y4": 0.3708, "page": 0, "Index": 82}, {"Word": "p.m.", "Confidence": 0.966, "X1": 0.30839, "Y1": 0.3572, "X2": 0.33806, "Y2": 0.357, "X3": 0.33935, "Y3": 0.3708, "X4": 0.30839, "Y4": 0.3708, "page": 0, "Index": 83}, {"Word": "at", "Confidence": 0.997, "X1": 0.34194, "Y1": 0.3572, "X2": 0.35613, "Y2": 0.357, "X3": 0.35742, "Y3": 0.3708, "X4": 0.34194, "Y4": 0.3708, "page": 0, "Index": 84}, {"Word": "Town", "Confidence": 0.969, "X1": 0.36, "Y1": 0.3572, "X2": 0.39742, "Y2": 0.357, "X3": 0.39871, "Y3": 0.3718, "X4": 0.36, "Y4": 0.3708, "page": 0, "Index": 85}, {"Word": "tionis.", "Confidence": 0.463, "X1": 0.41161, "Y1": 0.3572, "X2": 0.45161, "Y2": 0.357, "X3": 0.45161, "Y3": 0.3688, "X4": 0.41161, "Y4": 0.3688, "page": 0, "Index": 86}, {"Word": "Hall)", "Confidence": 0.993, "X1": 0.16774, "Y1": 0.3692, "X2": 0.20516, "Y2": 0.369, "X3": 0.20645, "Y3": 0.3818, "X4": 0.16774, "Y4": 0.3808, "page": 0, "Index": 87}, {"Word": "to", "Confidence": 0.998, "X1": 0.20903, "Y1": 0.3692, "X2": 0.22581, "Y2": 0.369, "X3": 0.22581, "Y3": 0.3818, "X4": 0.20903, "Y4": 0.3818, "page": 0, "Index": 88}, {"Word": "discuss", "Confidence": 0.963, "X1": 0.22839, "Y1": 0.3702, "X2": 0.28129, "Y2": 0.37, "X3": 0.28129, "Y3": 0.3818, "X4": 0.22839, "Y4": 0.3818, "page": 0, "Index": 89}, {"Word": "implementing", "Confidence": 0.941, "X1": 0.28516, "Y1": 0.3702, "X2": 0.38323, "Y2": 0.37, "X3": 0.38194, "Y3": 0.3828, "X4": 0.28516, "Y4": 0.3818, "page": 0, "Index": 90}, {"Word": "a", "Confidence": 0.998, "X1": 0.3871, "Y1": 0.3702, "X2": 0.39742, "Y2": 0.37, "X3": 0.39613, "Y3": 0.3828, "X4": 0.3871, "Y4": 0.3828, "page": 0, "Index": 91}, {"Word": "Violators", "Confidence": 0.947, "X1": 0.42581, "Y1": 0.3722, "X2": 0.48387, "Y2": 0.372, "X3": 0.48387, "Y3": 0.3848, "X4": 0.42581, "Y4": 0.3838, "page": 0, "Index": 92}, {"Word": "of", "Confidence": 0.998, "X1": 0.48774, "Y1": 0.3722, "X2": 0.50065, "Y2": 0.372, "X3": 0.50065, "Y3": 0.3848, "X4": 0.48774, "Y4": 0.3848, "page": 0, "Index": 93}, {"Word": "the", "Confidence": 0.998, "X1": 0.50452, "Y1": 0.3722, "X2": 0.52516, "Y2": 0.372, "X3": 0.52516, "Y3": 0.3848, "X4": 0.50452, "Y4": 0.3848, "page": 0, "Index": 94}, {"Word": "ordinance,", "Confidence": 0.624, "X1": 0.52903, "Y1": 0.3722, "X2": 0.59871, "Y2": 0.372, "X3": 0.59742, "Y3": 0.3848, "X4": 0.52774, "Y4": 0.3848, "page": 0, "Index": 95}, {"Word": "which", "Confidence": 0.997, "X1": 0.60129, "Y1": 0.3712, "X2": 0.64129, "Y2": 0.371, "X3": 0.64129, "Y3": 0.3848, "X4": 0.60129, "Y4": 0.3848, "page": 0, "Index": 96}, {"Word": "\"Clean", "Confidence": 0.752, "X1": 0.17032, "Y1": 0.3812, "X2": 0.22065, "Y2": 0.381, "X3": 0.22065, "Y3": 0.3938, "X4": 0.17032, "Y4": 0.3928, "page": 0, "Index": 97}, {"Word": "Indoor", "Confidence": 0.991, "X1": 0.22452, "Y1": 0.3812, "X2": 0.27613, "Y2": 0.381, "X3": 0.27613, "Y3": 0.3938, "X4": 0.22452, "Y4": 0.3938, "page": 0, "Index": 98}, {"Word": "Air\"", "Confidence": 0.72, "X1": 0.28129, "Y1": 0.3812, "X2": 0.31613, "Y2": 0.381, "X3": 0.31484, "Y3": 0.3938, "X4": 0.28129, "Y4": 0.3938, "page": 0, "Index": 99}, {"Word": "ordinance", "Confidence": 0.951, "X1": 0.32258, "Y1": 0.3822, "X2": 0.39742, "Y2": 0.382, "X3": 0.39613, "Y3": 0.3948, "X4": 0.32258, "Y4": 0.3938, "page": 0, "Index": 100}, {"Word": "could", "Confidence": 0.996, "X1": 0.41161, "Y1": 0.3852, "X2": 0.44645, "Y2": 0.385, "X3": 0.44645, "Y3": 0.3968, "X4": 0.41161, "Y4": 0.3978, "page": 0, "Index": 101}, {"Word": "include", "Confidence": 0.995, "X1": 0.44903, "Y1": 0.3842, "X2": 0.49806, "Y2": 0.384, "X3": 0.49806, "Y3": 0.3968, "X4": 0.44903, "Y4": 0.3968, "page": 0, "Index": 102}, {"Word": "a", "Confidence": 0.998, "X1": 0.50194, "Y1": 0.3842, "X2": 0.50968, "Y2": 0.384, "X3": 0.50968, "Y3": 0.3958, "X4": 0.50194, "Y4": 0.3968, "page": 0, "Index": 103}, {"Word": "stubborn", "Confidence": 0.993, "X1": 0.51355, "Y1": 0.3842, "X2": 0.57032, "Y2": 0.384, "X3": 0.57032, "Y3": 0.3958, "X4": 0.51355, "Y4": 0.3958, "page": 0, "Index": 104}, {"Word": "smoker", "Confidence": 0.936, "X1": 0.5729, "Y1": 0.3852, "X2": 0.62194, "Y2": 0.385, "X3": 0.62194, "Y3": 0.3968, "X4": 0.5729, "Y4": 0.3958, "page": 0, "Index": 105}, {"Word": "or", "Confidence": 0.997, "X1": 0.62581, "Y1": 0.3852, "X2": 0.64258, "Y2": 0.385, "X3": 0.64258, "Y3": 0.3978, "X4": 0.62581, "Y4": 0.3968, "page": 0, "Index": 106}, {"Word": "which", "Confidence": 0.992, "X1": 0.16903, "Y1": 0.3942, "X2": 0.20774, "Y2": 0.394, "X3": 0.20774, "Y3": 0.4058, "X4": 0.16903, "Y4": 0.4058, "page": 0, "Index": 107}, {"Word": "would", "Confidence": 0.994, "X1": 0.21161, "Y1": 0.3932, "X2": 0.25161, "Y2": 0.393, "X3": 0.25161, "Y3": 0.4058, "X4": 0.21161, "Y4": 0.4058, "page": 0, "Index": 108}, {"Word": "affect", "Confidence": 0.882, "X1": 0.25548, "Y1": 0.3932, "X2": 0.29548, "Y2": 0.393, "X3": 0.29419, "Y3": 0.4058, "X4": 0.25548, "Y4": 0.4058, "page": 0, "Index": 109}, {"Word": "about", "Confidence": 0.994, "X1": 0.29806, "Y1": 0.3932, "X2": 0.33548, "Y2": 0.393, "X3": 0.33548, "Y3": 0.4058, "X4": 0.29806, "Y4": 0.4058, "page": 0, "Index": 110}, {"Word": "40", "Confidence": 0.996, "X1": 0.33935, "Y1": 0.3932, "X2": 0.35355, "Y2": 0.393, "X3": 0.35355, "Y3": 0.4058, "X4": 0.33806, "Y4": 0.4058, "page": 0, "Index": 111}, {"Word": "out", "Confidence": 0.994, "X1": 0.35742, "Y1": 0.3932, "X2": 0.37935, "Y2": 0.393, "X3": 0.37935, "Y3": 0.4058, "X4": 0.35613, "Y4": 0.4058, "page": 0, "Index": 112}, {"Word": "of", "Confidence": 0.994, "X1": 0.38323, "Y1": 0.3932, "X2": 0.40129, "Y2": 0.393, "X3": 0.4, "Y3": 0.4058, "X4": 0.38194, "Y4": 0.4058, "page": 0, "Index": 113}, {"Word": "160", "Confidence": 0.993, "X1": 0.16903, "Y1": 0.4062, "X2": 0.18581, "Y2": 0.406, "X3": 0.18581, "Y3": 0.4178, "X4": 0.16903, "Y4": 0.4178, "page": 0, "Index": 114}, {"Word": "food", "Confidence": 0.991, "X1": 0.18839, "Y1": 0.4062, "X2": 0.21677, "Y2": 0.406, "X3": 0.21677, "Y3": 0.4178, "X4": 0.18839, "Y4": 0.4178, "page": 0, "Index": 115}, {"Word": "establishments", "Confidence": 0.941, "X1": 0.22065, "Y1": 0.4052, "X2": 0.31742, "Y2": 0.405, "X3": 0.31742, "Y3": 0.4178, "X4": 0.22065, "Y4": 0.4178, "page": 0, "Index": 116}, {"Word": "in", "Confidence": 0.998, "X1": 0.32, "Y1": 0.4052, "X2": 0.33161, "Y2": 0.405, "X3": 0.33161, "Y3": 0.4178, "X4": 0.32, "Y4": 0.4178, "page": 0, "Index": 117}, {"Word": "Danvers.\"", "Confidence": 0.631, "X1": 0.33548, "Y1": 0.4062, "X2": 0.40516, "Y2": 0.406, "X3": 0.40387, "Y3": 0.4178, "X4": 0.33419, "Y4": 0.4178, "page": 0, "Index": 118}, {"Word": "the", "Confidence": 0.994, "X1": 0.4129, "Y1": 0.3962, "X2": 0.43097, "Y2": 0.396, "X3": 0.43097, "Y3": 0.4088, "X4": 0.41161, "Y4": 0.4088, "page": 0, "Index": 119}, {"Word": "owner,", "Confidence": 0.995, "X1": 0.43484, "Y1": 0.3962, "X2": 0.47871, "Y2": 0.396, "X3": 0.47742, "Y3": 0.4088, "X4": 0.43355, "Y4": 0.4088, "page": 0, "Index": 120}, {"Word": "will", "Confidence": 0.991, "X1": 0.48129, "Y1": 0.3962, "X2": 0.50581, "Y2": 0.396, "X3": 0.50452, "Y3": 0.4088, "X4": 0.48129, "Y4": 0.4088, "page": 0, "Index": 121}, {"Word": "be", "Confidence": 0.998, "X1": 0.50839, "Y1": 0.3962, "X2": 0.52387, "Y2": 0.396, "X3": 0.52258, "Y3": 0.4088, "X4": 0.50839, "Y4": 0.4088, "page": 0, "Index": 122}, {"Word": "subject", "Confidence": 0.971, "X1": 0.52645, "Y1": 0.3962, "X2": 0.5729, "Y2": 0.396, "X3": 0.57161, "Y3": 0.4088, "X4": 0.52645, "Y4": 0.4088, "page": 0, "Index": 123}, {"Word": "to", "Confidence": 0.998, "X1": 0.57677, "Y1": 0.3962, "X2": 0.5871, "Y2": 0.396, "X3": 0.5871, "Y3": 0.4088, "X4": 0.57548, "Y4": 0.4088, "page": 0, "Index": 124}, {"Word": "a", "Confidence": 0.997, "X1": 0.59097, "Y1": 0.3962, "X2": 0.59613, "Y2": 0.396, "X3": 0.59613, "Y3": 0.4088, "X4": 0.58968, "Y4": 0.4088, "page": 0, "Index": 125}, {"Word": "fine", "Confidence": 0.955, "X1": 0.6, "Y1": 0.3962, "X2": 0.62452, "Y2": 0.396, "X3": 0.62452, "Y3": 0.4088, "X4": 0.59871, "Y4": 0.4088, "page": 0, "Index": 126}, {"Word": "of", "Confidence": 0.998, "X1": 0.62839, "Y1": 0.3952, "X2": 0.64387, "Y2": 0.395, "X3": 0.64387, "Y3": 0.4088, "X4": 0.6271, "Y4": 0.4088, "page": 0, "Index": 127}, {"Word": "up", "Confidence": 0.998, "X1": 0.4129, "Y1": 0.4092, "X2": 0.42968, "Y2": 0.409, "X3": 0.42839, "Y3": 0.4218, "X4": 0.41161, "Y4": 0.4218, "page": 0, "Index": 128}, {"Word": "to", "Confidence": 0.998, "X1": 0.43226, "Y1": 0.4092, "X2": 0.44645, "Y2": 0.409, "X3": 0.44645, "Y3": 0.4218, "X4": 0.43226, "Y4": 0.4218, "page": 0, "Index": 129}, {"Word": "$50", "Confidence": 0.945, "X1": 0.45032, "Y1": 0.4102, "X2": 0.4671, "Y2": 0.41, "X3": 0.4671, "Y3": 0.4218, "X4": 0.44903, "Y4": 0.4218, "page": 0, "Index": 130}, {"Word": "..", "Confidence": 0.851, "X1": 0.47097, "Y1": 0.4112, "X2": 0.48, "Y2": 0.411, "X3": 0.48, "Y3": 0.4218, "X4": 0.46968, "Y4": 0.4218, "page": 0, "Index": 131}, {"Word": "\"I", "Confidence": 0.61, "X1": 0.18065, "Y1": 0.4182, "X2": 0.19484, "Y2": 0.418, "X3": 0.19484, "Y3": 0.4298, "X4": 0.18065, "Y4": 0.4298, "page": 0, "Index": 132}, {"Word": "think", "Confidence": 0.994, "X1": 0.19871, "Y1": 0.4172, "X2": 0.23097, "Y2": 0.417, "X3": 0.23097, "Y3": 0.4298, "X4": 0.19871, "Y4": 0.4298, "page": 0, "Index": 133}, {"Word": "the", "Confidence": 0.998, "X1": 0.23484, "Y1": 0.4172, "X2": 0.25548, "Y2": 0.417, "X3": 0.25548, "Y3": 0.4298, "X4": 0.23484, "Y4": 0.4298, "page": 0, "Index": 134}, {"Word": "board", "Confidence": 0.994, "X1": 0.25806, "Y1": 0.4172, "X2": 0.29548, "Y2": 0.417, "X3": 0.29548, "Y3": 0.4298, "X4": 0.25806, "Y4": 0.4298, "page": 0, "Index": 135}, {"Word": "believed", "Confidence": 0.937, "X1": 0.29935, "Y1": 0.4172, "X2": 0.35484, "Y2": 0.417, "X3": 0.35484, "Y3": 0.4308, "X4": 0.29935, "Y4": 0.4298, "page": 0, "Index": 136}, {"Word": "it", "Confidence": 0.995, "X1": 0.35742, "Y1": 0.4172, "X2": 0.36645, "Y2": 0.417, "X3": 0.36645, "Y3": 0.4308, "X4": 0.35742, "Y4": 0.4308, "page": 0, "Index": 137}, {"Word": "was", "Confidence": 0.982, "X1": 0.36903, "Y1": 0.4172, "X2": 0.39871, "Y2": 0.417, "X3": 0.39871, "Y3": 0.4308, "X4": 0.36903, "Y4": 0.4308, "page": 0, "Index": 138}, {"Word": "regulation,", "Confidence": 0.958, "X1": 0.50452, "Y1": 0.4262, "X2": 0.58194, "Y2": 0.426, "X3": 0.58194, "Y3": 0.4378, "X4": 0.50452, "Y4": 0.4388, "page": 0, "Index": 139}, {"Word": "enforce-", "Confidence": 0.988, "X1": 0.58581, "Y1": 0.4252, "X2": 0.64387, "Y2": 0.425, "X3": 0.64258, "Y3": 0.4368, "X4": 0.58452, "Y4": 0.4378, "page": 0, "Index": 140}, {"Word": "necessary", "Confidence": 0.991, "X1": 0.16903, "Y1": 0.4302, "X2": 0.23355, "Y2": 0.43, "X3": 0.23355, "Y3": 0.4418, "X4": 0.16903, "Y4": 0.4428, "page": 0, "Index": 141}, {"Word": "for", "Confidence": 0.998, "X1": 0.23742, "Y1": 0.4302, "X2": 0.25806, "Y2": 0.43, "X3": 0.25806, "Y3": 0.4418, "X4": 0.23613, "Y4": 0.4418, "page": 0, "Index": 142}, {"Word": "the", "Confidence": 0.998, "X1": 0.26065, "Y1": 0.4292, "X2": 0.28258, "Y2": 0.429, "X3": 0.28258, "Y3": 0.4418, "X4": 0.26065, "Y4": 0.4418, "page": 0, "Index": 143}, {"Word": "protection", "Confidence": 0.991, "X1": 0.28645, "Y1": 0.4282, "X2": 0.35355, "Y2": 0.428, "X3": 0.35355, "Y3": 0.4408, "X4": 0.28645, "Y4": 0.4418, "page": 0, "Index": 144}, {"Word": "of", "Confidence": 0.992, "X1": 0.35742, "Y1": 0.4282, "X2": 0.37032, "Y2": 0.428, "X3": 0.37032, "Y3": 0.4408, "X4": 0.35742, "Y4": 0.4408, "page": 0, "Index": 145}, {"Word": "the", "Confidence": 0.998, "X1": 0.37419, "Y1": 0.4282, "X2": 0.39742, "Y2": 0.428, "X3": 0.39742, "Y3": 0.4398, "X4": 0.37419, "Y4": 0.4408, "page": 0, "Index": 146}, {"Word": ".", "Confidence": 0.66, "X1": 0.40129, "Y1": 0.4272, "X2": 0.40903, "Y2": 0.427, "X3": 0.40774, "Y3": 0.4398, "X4": 0.40129, "Y4": 0.4398, "page": 0, "Index": 147}, {"Word": "..", "Confidence": 0.718, "X1": 0.41161, "Y1": 0.4272, "X2": 0.42323, "Y2": 0.427, "X3": 0.42323, "Y3": 0.4398, "X4": 0.41161, "Y4": 0.4398, "page": 0, "Index": 148}, {"Word": "\"As", "Confidence": 0.982, "X1": 0.42581, "Y1": 0.4272, "X2": 0.45419, "Y2": 0.427, "X3": 0.45419, "Y3": 0.4398, "X4": 0.42581, "Y4": 0.4398, "page": 0, "Index": 149}, {"Word": "a", "Confidence": 0.994, "X1": 0.45806, "Y1": 0.4272, "X2": 0.4671, "Y2": 0.427, "X3": 0.46581, "Y3": 0.4388, "X4": 0.45677, "Y4": 0.4398, "page": 0, "Index": 150}, {"Word": "new", "Confidence": 0.998, "X1": 0.47097, "Y1": 0.4262, "X2": 0.49806, "Y2": 0.426, "X3": 0.49806, "Y3": 0.4388, "X4": 0.47097, "Y4": 0.4388, "page": 0, "Index": 151}, {"Word": "public", "Confidence": 0.962, "X1": 0.16774, "Y1": 0.4422, "X2": 0.21419, "Y2": 0.442, "X3": 0.2129, "Y3": 0.4548, "X4": 0.16774, "Y4": 0.4548, "page": 0, "Index": 152}, {"Word": "health,\"", "Confidence": 0.852, "X1": 0.21677, "Y1": 0.4412, "X2": 0.27742, "Y2": 0.441, "X3": 0.27742, "Y3": 0.4548, "X4": 0.21677, "Y4": 0.4548, "page": 0, "Index": 153}, {"Word": "Health", "Confidence": 0.995, "X1": 0.28258, "Y1": 0.4412, "X2": 0.33032, "Y2": 0.441, "X3": 0.33032, "Y3": 0.4548, "X4": 0.28258, "Y4": 0.4548, "page": 0, "Index": 154}, {"Word": "Director", "Confidence": 0.88, "X1": 0.33419, "Y1": 0.4422, "X2": 0.39871, "Y2": 0.442, "X3": 0.39871, "Y3": 0.4558, "X4": 0.33419, "Y4": 0.4548, "page": 0, "Index": 155}, {"Word": "ment", "Confidence": 0.899, "X1": 0.41161, "Y1": 0.4392, "X2": 0.44516, "Y2": 0.439, "X3": 0.44387, "Y3": 0.4508, "X4": 0.41032, "Y4": 0.4508, "page": 0, "Index": 156}, {"Word": "may", "Confidence": 0.998, "X1": 0.44774, "Y1": 0.4382, "X2": 0.47871, "Y2": 0.438, "X3": 0.47742, "Y3": 0.4508, "X4": 0.44774, "Y4": 0.4508, "page": 0, "Index": 157}, {"Word": "prove", "Confidence": 0.997, "X1": 0.48129, "Y1": 0.4382, "X2": 0.52, "Y2": 0.438, "X3": 0.52, "Y3": 0.4498, "X4": 0.48129, "Y4": 0.4498, "page": 0, "Index": 158}, {"Word": "awkward,\"", "Confidence": 0.886, "X1": 0.52387, "Y1": 0.4382, "X2": 0.59742, "Y2": 0.438, "X3": 0.59613, "Y3": 0.4508, "X4": 0.52258, "Y4": 0.4498, "page": 0, "Index": 159}, {"Word": "states", "Confidence": 0.997, "X1": 0.6, "Y1": 0.4382, "X2": 0.64258, "Y2": 0.438, "X3": 0.64129, "Y3": 0.4508, "X4": 0.6, "Y4": 0.4508, "page": 0, "Index": 160}, {"Word": "Tracey", "Confidence": 0.996, "X1": 0.17032, "Y1": 0.4532, "X2": 0.21548, "Y2": 0.453, "X3": 0.21548, "Y3": 0.4658, "X4": 0.17032, "Y4": 0.4648, "page": 0, "Index": 161}, {"Word": "Flagg", "Confidence": 0.955, "X1": 0.21935, "Y1": 0.4542, "X2": 0.25935, "Y2": 0.454, "X3": 0.25935, "Y3": 0.4658, "X4": 0.21935, "Y4": 0.4658, "page": 0, "Index": 162}, {"Word": "said.", "Confidence": 0.812, "X1": 0.26194, "Y1": 0.4542, "X2": 0.29806, "Y2": 0.454, "X3": 0.29806, "Y3": 0.4658, "X4": 0.26194, "Y4": 0.4658, "page": 0, "Index": 163}, {"Word": "the", "Confidence": 0.998, "X1": 0.41419, "Y1": 0.4492, "X2": 0.43355, "Y2": 0.449, "X3": 0.43226, "Y3": 0.4628, "X4": 0.4129, "Y4": 0.4628, "page": 0, "Index": 164}, {"Word": "proposed", "Confidence": 0.992, "X1": 0.43742, "Y1": 0.4502, "X2": 0.49677, "Y2": 0.45, "X3": 0.49677, "Y3": 0.4628, "X4": 0.43613, "Y4": 0.4628, "page": 0, "Index": 165}, {"Word": "regulation.", "Confidence": 0.886, "X1": 0.50065, "Y1": 0.4492, "X2": 0.57548, "Y2": 0.449, "X3": 0.57419, "Y3": 0.4618, "X4": 0.49935, "Y4": 0.4628, "page": 0, "Index": 166}, {"Word": "The", "Confidence": 0.998, "X1": 0.18194, "Y1": 0.4662, "X2": 0.20387, "Y2": 0.466, "X3": 0.20516, "Y3": 0.4778, "X4": 0.18194, "Y4": 0.4778, "page": 0, "Index": 167}, {"Word": "proposed", "Confidence": 0.993, "X1": 0.20774, "Y1": 0.4652, "X2": 0.26839, "Y2": 0.465, "X3": 0.26839, "Y3": 0.4778, "X4": 0.20774, "Y4": 0.4778, "page": 0, "Index": 168}, {"Word": "\"Your", "Confidence": 0.993, "X1": 0.42452, "Y1": 0.4642, "X2": 0.46581, "Y2": 0.464, "X3": 0.46581, "Y3": 0.4778, "X4": 0.42452, "Y4": 0.4768, "page": 0, "Index": 169}, {"Word": "staff", "Confidence": 0.985, "X1": 0.46968, "Y1": 0.4642, "X2": 0.50194, "Y2": 0.464, "X3": 0.50194, "Y3": 0.4778, "X4": 0.46968, "Y4": 0.4778, "page": 0, "Index": 170}, {"Word": "should", "Confidence": 0.993, "X1": 0.50581, "Y1": 0.4642, "X2": 0.54968, "Y2": 0.464, "X3": 0.54968, "Y3": 0.4778, "X4": 0.50452, "Y4": 0.4778, "page": 0, "Index": 171}, {"Word": "be", "Confidence": 0.998, "X1": 0.55355, "Y1": 0.4642, "X2": 0.57032, "Y2": 0.464, "X3": 0.56903, "Y3": 0.4778, "X4": 0.55226, "Y4": 0.4778, "page": 0, "Index": 172}, {"Word": "trained", "Confidence": 0.996, "X1": 0.5729, "Y1": 0.4642, "X2": 0.62323, "Y2": 0.464, "X3": 0.62194, "Y3": 0.4778, "X4": 0.5729, "Y4": 0.4778, "page": 0, "Index": 173}, {"Word": "to", "Confidence": 0.998, "X1": 0.62581, "Y1": 0.4642, "X2": 0.64258, "Y2": 0.464, "X3": 0.64129, "Y3": 0.4778, "X4": 0.62452, "Y4": 0.4778, "page": 0, "Index": 174}, {"Word": "regulation", "Confidence": 0.983, "X1": 0.27097, "Y1": 0.4652, "X2": 0.33806, "Y2": 0.465, "X3": 0.33806, "Y3": 0.4788, "X4": 0.27097, "Y4": 0.4778, "page": 0, "Index": 175}, {"Word": "calls", "Confidence": 0.996, "X1": 0.34194, "Y1": 0.4652, "X2": 0.37161, "Y2": 0.465, "X3": 0.37161, "Y3": 0.4788, "X4": 0.34065, "Y4": 0.4788, "page": 0, "Index": 176}, {"Word": "for", "Confidence": 0.998, "X1": 0.37548, "Y1": 0.4642, "X2": 0.39742, "Y2": 0.464, "X3": 0.39742, "Y3": 0.4788, "X4": 0.37419, "Y4": 0.4788, "page": 0, "Index": 177}, {"Word": "restaurants", "Confidence": 0.967, "X1": 0.16645, "Y1": 0.4782, "X2": 0.24258, "Y2": 0.478, "X3": 0.24258, "Y3": 0.4898, "X4": 0.16774, "Y4": 0.4908, "page": 0, "Index": 178}, {"Word": "with", "Confidence": 0.983, "X1": 0.24516, "Y1": 0.4772, "X2": 0.27355, "Y2": 0.477, "X3": 0.27355, "Y3": 0.4898, "X4": 0.24516, "Y4": 0.4898, "page": 0, "Index": 179}, {"Word": "a", "Confidence": 0.995, "X1": 0.27742, "Y1": 0.4772, "X2": 0.28387, "Y2": 0.477, "X3": 0.28387, "Y3": 0.4898, "X4": 0.27742, "Y4": 0.4898, "page": 0, "Index": 180}, {"Word": "seating", "Confidence": 0.994, "X1": 0.28774, "Y1": 0.4772, "X2": 0.33419, "Y2": 0.477, "X3": 0.33419, "Y3": 0.4898, "X4": 0.28774, "Y4": 0.4898, "page": 0, "Index": 181}, {"Word": "capacity", "Confidence": 0.995, "X1": 0.33806, "Y1": 0.4782, "X2": 0.39613, "Y2": 0.478, "X3": 0.39613, "Y3": 0.4908, "X4": 0.33806, "Y4": 0.4898, "page": 0, "Index": 182}, {"Word": "politely,", "Confidence": 0.958, "X1": 0.41032, "Y1": 0.4772, "X2": 0.46968, "Y2": 0.477, "X3": 0.46839, "Y3": 0.4898, "X4": 0.41032, "Y4": 0.4908, "page": 0, "Index": 183}, {"Word": "but", "Confidence": 0.998, "X1": 0.47226, "Y1": 0.4772, "X2": 0.49806, "Y2": 0.477, "X3": 0.49677, "Y3": 0.4898, "X4": 0.47226, "Y4": 0.4898, "page": 0, "Index": 184}, {"Word": "firmly,", "Confidence": 0.941, "X1": 0.50065, "Y1": 0.4772, "X2": 0.55355, "Y2": 0.477, "X3": 0.55226, "Y3": 0.4898, "X4": 0.50065, "Y4": 0.4898, "page": 0, "Index": 185}, {"Word": "enforce", "Confidence": 0.991, "X1": 0.55742, "Y1": 0.4772, "X2": 0.61032, "Y2": 0.477, "X3": 0.60903, "Y3": 0.4898, "X4": 0.55613, "Y4": 0.4898, "page": 0, "Index": 186}, {"Word": "this", "Confidence": 0.988, "X1": 0.61419, "Y1": 0.4772, "X2": 0.64258, "Y2": 0.477, "X3": 0.64129, "Y3": 0.4898, "X4": 0.6129, "Y4": 0.4898, "page": 0, "Index": 187}, {"Word": "of", "Confidence": 0.998, "X1": 0.16903, "Y1": 0.4902, "X2": 0.18065, "Y2": 0.49, "X3": 0.17935, "Y3": 0.5028, "X4": 0.16774, "Y4": 0.5028, "page": 0, "Index": 188}, {"Word": "40", "Confidence": 0.995, "X1": 0.18323, "Y1": 0.4902, "X2": 0.19613, "Y2": 0.49, "X3": 0.19613, "Y3": 0.5028, "X4": 0.18323, "Y4": 0.5028, "page": 0, "Index": 189}, {"Word": "persons", "Confidence": 0.996, "X1": 0.2, "Y1": 0.4892, "X2": 0.24903, "Y2": 0.489, "X3": 0.24903, "Y3": 0.5018, "X4": 0.19871, "Y4": 0.5018, "page": 0, "Index": 190}, {"Word": "or", "Confidence": 0.993, "X1": 0.2529, "Y1": 0.4892, "X2": 0.26581, "Y2": 0.489, "X3": 0.26581, "Y3": 0.5018, "X4": 0.25161, "Y4": 0.5018, "page": 0, "Index": 191}, {"Word": "more", "Confidence": 0.99, "X1": 0.26968, "Y1": 0.4892, "X2": 0.30452, "Y2": 0.489, "X3": 0.30323, "Y3": 0.5018, "X4": 0.26839, "Y4": 0.5018, "page": 0, "Index": 192}, {"Word": "to", "Confidence": 0.998, "X1": 0.3071, "Y1": 0.4892, "X2": 0.31871, "Y2": 0.489, "X3": 0.31871, "Y3": 0.5018, "X4": 0.3071, "Y4": 0.5018, "page": 0, "Index": 193}, {"Word": "set", "Confidence": 0.994, "X1": 0.32258, "Y1": 0.4892, "X2": 0.34194, "Y2": 0.489, "X3": 0.34065, "Y3": 0.5018, "X4": 0.32129, "Y4": 0.5018, "page": 0, "Index": 194}, {"Word": "aside", "Confidence": 0.998, "X1": 0.34452, "Y1": 0.4892, "X2": 0.37806, "Y2": 0.489, "X3": 0.37806, "Y3": 0.5018, "X4": 0.34452, "Y4": 0.5018, "page": 0, "Index": 195}, {"Word": "25", "Confidence": 0.995, "X1": 0.38194, "Y1": 0.4892, "X2": 0.39871, "Y2": 0.489, "X3": 0.39742, "Y3": 0.5018, "X4": 0.38065, "Y4": 0.5018, "page": 0, "Index": 196}, {"Word": "new", "Confidence": 0.998, "X1": 0.41032, "Y1": 0.4902, "X2": 0.43613, "Y2": 0.49, "X3": 0.43613, "Y3": 0.5018, "X4": 0.41161, "Y4": 0.5018, "page": 0, "Index": 197}, {"Word": "regulation.\"", "Confidence": 0.934, "X1": 0.44129, "Y1": 0.4902, "X2": 0.52387, "Y2": 0.49, "X3": 0.52387, "Y3": 0.4998, "X4": 0.44129, "Y4": 0.5018, "page": 0, "Index": 198}, {"Word": "percent", "Confidence": 0.993, "X1": 0.16774, "Y1": 0.5022, "X2": 0.21935, "Y2": 0.502, "X3": 0.21935, "Y3": 0.5138, "X4": 0.16774, "Y4": 0.5148, "page": 0, "Index": 199}, {"Word": "of", "Confidence": 0.998, "X1": 0.22194, "Y1": 0.5012, "X2": 0.23742, "Y2": 0.501, "X3": 0.23742, "Y3": 0.5138, "X4": 0.22194, "Y4": 0.5138, "page": 0, "Index": 200}, {"Word": "their", "Confidence": 0.997, "X1": 0.24129, "Y1": 0.5012, "X2": 0.27484, "Y2": 0.501, "X3": 0.27484, "Y3": 0.5138, "X4": 0.24, "Y4": 0.5138, "page": 0, "Index": 201}, {"Word": "seating", "Confidence": 0.996, "X1": 0.27871, "Y1": 0.5022, "X2": 0.32903, "Y2": 0.502, "X3": 0.32774, "Y3": 0.5138, "X4": 0.27742, "Y4": 0.5138, "page": 0, "Index": 202}, {"Word": "as", "Confidence": 0.998, "X1": 0.33161, "Y1": 0.5022, "X2": 0.34968, "Y2": 0.502, "X3": 0.34839, "Y3": 0.5138, "X4": 0.33161, "Y4": 0.5138, "page": 0, "Index": 203}, {"Word": "a", "Confidence": 0.995, "X1": 0.35355, "Y1": 0.5022, "X2": 0.36258, "Y2": 0.502, "X3": 0.36129, "Y3": 0.5138, "X4": 0.35226, "Y4": 0.5138, "page": 0, "Index": 204}, {"Word": "non-", "Confidence": 0.979, "X1": 0.36645, "Y1": 0.5032, "X2": 0.39871, "Y2": 0.503, "X3": 0.39742, "Y3": 0.5138, "X4": 0.36516, "Y4": 0.5138, "page": 0, "Index": 205}, {"Word": "The", "Confidence": 0.995, "X1": 0.42581, "Y1": 0.5022, "X2": 0.44774, "Y2": 0.502, "X3": 0.44774, "Y3": 0.5138, "X4": 0.42581, "Y4": 0.5138, "page": 0, "Index": 206}, {"Word": "regulation", "Confidence": 0.957, "X1": 0.45161, "Y1": 0.5012, "X2": 0.52, "Y2": 0.501, "X3": 0.52, "Y3": 0.5148, "X4": 0.45161, "Y4": 0.5138, "page": 0, "Index": 207}, {"Word": "also", "Confidence": 0.987, "X1": 0.52387, "Y1": 0.5012, "X2": 0.54968, "Y2": 0.501, "X3": 0.54839, "Y3": 0.5148, "X4": 0.52258, "Y4": 0.5148, "page": 0, "Index": 208}, {"Word": "suggests", "Confidence": 0.995, "X1": 0.55226, "Y1": 0.5012, "X2": 0.60903, "Y2": 0.501, "X3": 0.60774, "Y3": 0.5138, "X4": 0.55226, "Y4": 0.5148, "page": 0, "Index": 209}, {"Word": "how", "Confidence": 0.981, "X1": 0.61161, "Y1": 0.5002, "X2": 0.63871, "Y2": 0.5, "X3": 0.63742, "Y3": 0.5138, "X4": 0.61032, "Y4": 0.5138, "page": 0, "Index": 210}, {"Word": "smoking", "Confidence": 0.994, "X1": 0.16774, "Y1": 0.5142, "X2": 0.22323, "Y2": 0.514, "X3": 0.22323, "Y3": 0.5258, "X4": 0.16774, "Y4": 0.5268, "page": 0, "Index": 211}, {"Word": "area.", "Confidence": 0.981, "X1": 0.22839, "Y1": 0.5152, "X2": 0.2671, "Y2": 0.515, "X3": 0.26581, "Y3": 0.5248, "X4": 0.2271, "Y4": 0.5258, "page": 0, "Index": 212}, {"Word": "to", "Confidence": 0.997, "X1": 0.41161, "Y1": 0.5122, "X2": 0.42194, "Y2": 0.512, "X3": 0.42065, "Y3": 0.5258, "X4": 0.41161, "Y4": 0.5258, "page": 0, "Index": 213}, {"Word": "handle", "Confidence": 0.947, "X1": 0.42452, "Y1": 0.5132, "X2": 0.46839, "Y2": 0.513, "X3": 0.46839, "Y3": 0.5258, "X4": 0.42452, "Y4": 0.5258, "page": 0, "Index": 214}, {"Word": "the", "Confidence": 0.998, "X1": 0.47226, "Y1": 0.5132, "X2": 0.4929, "Y2": 0.513, "X3": 0.49161, "Y3": 0.5248, "X4": 0.47097, "Y4": 0.5258, "page": 0, "Index": 215}, {"Word": "smoker", "Confidence": 0.996, "X1": 0.49548, "Y1": 0.5132, "X2": 0.54452, "Y2": 0.513, "X3": 0.54323, "Y3": 0.5258, "X4": 0.49548, "Y4": 0.5248, "page": 0, "Index": 216}, {"Word": "who", "Confidence": 0.933, "X1": 0.5471, "Y1": 0.5132, "X2": 0.57161, "Y2": 0.513, "X3": 0.57161, "Y3": 0.5258, "X4": 0.54581, "Y4": 0.5258, "page": 0, "Index": 217}, {"Word": "refuses", "Confidence": 0.996, "X1": 0.57548, "Y1": 0.5132, "X2": 0.62323, "Y2": 0.513, "X3": 0.62194, "Y3": 0.5258, "X4": 0.57419, "Y4": 0.5258, "page": 0, "Index": 218}, {"Word": "to", "Confidence": 0.997, "X1": 0.62581, "Y1": 0.5132, "X2": 0.64129, "Y2": 0.513, "X3": 0.64, "Y3": 0.5258, "X4": 0.62452, "Y4": 0.5258, "page": 0, "Index": 219}, {"Word": "The", "Confidence": 0.995, "X1": 0.18194, "Y1": 0.5262, "X2": 0.20774, "Y2": 0.526, "X3": 0.20774, "Y3": 0.5378, "X4": 0.18194, "Y4": 0.5378, "page": 0, "Index": 220}, {"Word": "40", "Confidence": 0.942, "X1": 0.21161, "Y1": 0.5262, "X2": 0.2271, "Y2": 0.526, "X3": 0.2271, "Y3": 0.5378, "X4": 0.21161, "Y4": 0.5378, "page": 0, "Index": 221}, {"Word": "or", "Confidence": 0.996, "X1": 0.23097, "Y1": 0.5262, "X2": 0.24903, "Y2": 0.526, "X3": 0.24774, "Y3": 0.5378, "X4": 0.22968, "Y4": 0.5378, "page": 0, "Index": 222}, {"Word": "so", "Confidence": 0.902, "X1": 0.25161, "Y1": 0.5262, "X2": 0.26839, "Y2": 0.526, "X3": 0.2671, "Y3": 0.5378, "X4": 0.25161, "Y4": 0.5378, "page": 0, "Index": 223}, {"Word": "vacate", "Confidence": 0.994, "X1": 0.41161, "Y1": 0.5262, "X2": 0.45677, "Y2": 0.526, "X3": 0.45548, "Y3": 0.5378, "X4": 0.41161, "Y4": 0.5378, "page": 0, "Index": 224}, {"Word": "a", "Confidence": 0.995, "X1": 0.45935, "Y1": 0.5262, "X2": 0.4671, "Y2": 0.526, "X3": 0.4671, "Y3": 0.5378, "X4": 0.45935, "Y4": 0.5378, "page": 0, "Index": 225}, {"Word": "non-smoking", "Confidence": 0.965, "X1": 0.47097, "Y1": 0.5262, "X2": 0.55613, "Y2": 0.526, "X3": 0.55613, "Y3": 0.5378, "X4": 0.46968, "Y4": 0.5378, "page": 0, "Index": 226}, {"Word": "section.", "Confidence": 0.993, "X1": 0.56, "Y1": 0.5262, "X2": 0.61548, "Y2": 0.526, "X3": 0.61419, "Y3": 0.5378, "X4": 0.55871, "Y4": 0.5378, "page": 0, "Index": 227}, {"Word": "restaurants.which", "Confidence": 0.935, "X1": 0.27097, "Y1": 0.5242, "X2": 0.39613, "Y2": 0.524, "X3": 0.39613, "Y3": 0.5388, "X4": 0.27097, "Y4": 0.5378, "page": 0, "Index": 228}, {"Word": "will", "Confidence": 0.988, "X1": 0.16774, "Y1": 0.5382, "X2": 0.19097, "Y2": 0.538, "X3": 0.19097, "Y3": 0.5508, "X4": 0.16645, "Y4": 0.5508, "page": 0, "Index": 229}, {"Word": "come", "Confidence": 0.982, "X1": 0.19484, "Y1": 0.5382, "X2": 0.2271, "Y2": 0.538, "X3": 0.2271, "Y3": 0.5498, "X4": 0.19355, "Y4": 0.5508, "page": 0, "Index": 230}, {"Word": "under", "Confidence": 0.994, "X1": 0.23097, "Y1": 0.5372, "X2": 0.26839, "Y2": 0.537, "X3": 0.2671, "Y3": 0.5498, "X4": 0.22968, "Y4": 0.5498, "page": 0, "Index": 231}, {"Word": "the", "Confidence": 0.998, "X1": 0.27097, "Y1": 0.5372, "X2": 0.29032, "Y2": 0.537, "X3": 0.29032, "Y3": 0.5498, "X4": 0.27097, "Y4": 0.5498, "page": 0, "Index": 232}, {"Word": "regulation", "Confidence": 0.994, "X1": 0.2929, "Y1": 0.5372, "X2": 0.36, "Y2": 0.537, "X3": 0.35871, "Y3": 0.5498, "X4": 0.2929, "Y4": 0.5498, "page": 0, "Index": 233}, {"Word": "have", "Confidence": 0.97, "X1": 0.36258, "Y1": 0.5382, "X2": 0.39742, "Y2": 0.538, "X3": 0.39613, "Y3": 0.5508, "X4": 0.36258, "Y4": 0.5498, "page": 0, "Index": 234}, {"Word": "\"Do", "Confidence": 0.958, "X1": 0.42452, "Y1": 0.5372, "X2": 0.44903, "Y2": 0.537, "X3": 0.44903, "Y3": 0.5488, "X4": 0.42452, "Y4": 0.5488, "page": 0, "Index": 235}, {"Word": "not", "Confidence": 0.908, "X1": 0.4529, "Y1": 0.5372, "X2": 0.47226, "Y2": 0.537, "X3": 0.47226, "Y3": 0.5488, "X4": 0.4529, "Y4": 0.5488, "page": 0, "Index": 236}, {"Word": "overreact", "Confidence": 0.991, "X1": 0.47613, "Y1": 0.5382, "X2": 0.54065, "Y2": 0.538, "X3": 0.53935, "Y3": 0.5498, "X4": 0.47613, "Y4": 0.5488, "page": 0, "Index": 237}, {"Word": "to", "Confidence": 0.993, "X1": 0.54323, "Y1": 0.5382, "X2": 0.55613, "Y2": 0.538, "X3": 0.55613, "Y3": 0.5498, "X4": 0.54323, "Y4": 0.5498, "page": 0, "Index": 238}, {"Word": "an", "Confidence": 0.998, "X1": 0.56, "Y1": 0.5382, "X2": 0.57419, "Y2": 0.538, "X3": 0.5729, "Y3": 0.5498, "X4": 0.55871, "Y4": 0.5498, "page": 0, "Index": 239}, {"Word": "occasion-", "Confidence": 0.664, "X1": 0.57806, "Y1": 0.5372, "X2": 0.64129, "Y2": 0.537, "X3": 0.64, "Y3": 0.5498, "X4": 0.57677, "Y4": 0.5498, "page": 0, "Index": 240}, {"Word": "been", "Confidence": 0.984, "X1": 0.16645, "Y1": 0.5502, "X2": 0.2, "Y2": 0.55, "X3": 0.2, "Y3": 0.5628, "X4": 0.16645, "Y4": 0.5638, "page": 0, "Index": 241}, {"Word": "notified", "Confidence": 0.968, "X1": 0.20387, "Y1": 0.5492, "X2": 0.25806, "Y2": 0.549, "X3": 0.25677, "Y3": 0.5618, "X4": 0.20387, "Y4": 0.5628, "page": 0, "Index": 242}, {"Word": "of", "Confidence": 0.998, "X1": 0.26194, "Y1": 0.5492, "X2": 0.27742, "Y2": 0.549, "X3": 0.27742, "Y3": 0.5618, "X4": 0.26194, "Y4": 0.5618, "page": 0, "Index": 243}, {"Word": "the", "Confidence": 0.998, "X1": 0.28129, "Y1": 0.5492, "X2": 0.30581, "Y2": 0.549, "X3": 0.30581, "Y3": 0.5618, "X4": 0.28, "Y4": 0.5618, "page": 0, "Index": 244}, {"Word": "hearing,", "Confidence": 0.684, "X1": 0.30968, "Y1": 0.5502, "X2": 0.36903, "Y2": 0.55, "X3": 0.36774, "Y3": 0.5618, "X4": 0.30839, "Y4": 0.5618, "page": 0, "Index": 245}, {"Word": "but", "Confidence": 0.998, "X1": 0.37161, "Y1": 0.5502, "X2": 0.39871, "Y2": 0.55, "X3": 0.39871, "Y3": 0.5628, "X4": 0.37161, "Y4": 0.5628, "page": 0, "Index": 246}, {"Word": "al", "Confidence": 0.997, "X1": 0.41419, "Y1": 0.5492, "X2": 0.42323, "Y2": 0.549, "X3": 0.42194, "Y3": 0.5618, "X4": 0.4129, "Y4": 0.5618, "page": 0, "Index": 247}, {"Word": "violation,\"", "Confidence": 0.678, "X1": 0.42581, "Y1": 0.5492, "X2": 0.49806, "Y2": 0.549, "X3": 0.49677, "Y3": 0.5608, "X4": 0.42581, "Y4": 0.5618, "page": 0, "Index": 248}, {"Word": "it", "Confidence": 0.998, "X1": 0.50065, "Y1": 0.5502, "X2": 0.51226, "Y2": 0.55, "X3": 0.51226, "Y3": 0.5608, "X4": 0.50065, "Y4": 0.5608, "page": 0, "Index": 249}, {"Word": "states.", "Confidence": 0.934, "X1": 0.51484, "Y1": 0.5512, "X2": 0.56387, "Y2": 0.551, "X3": 0.56387, "Y3": 0.5618, "X4": 0.51484, "Y4": 0.5618, "page": 0, "Index": 250}, {"Word": "Flagg", "Confidence": 0.995, "X1": 0.16774, "Y1": 0.5622, "X2": 0.20645, "Y2": 0.562, "X3": 0.20516, "Y3": 0.5748, "X4": 0.16774, "Y4": 0.5748, "page": 0, "Index": 251}, {"Word": "does", "Confidence": 0.987, "X1": 0.20903, "Y1": 0.5622, "X2": 0.23613, "Y2": 0.562, "X3": 0.23484, "Y3": 0.5748, "X4": 0.20903, "Y4": 0.5748, "page": 0, "Index": 252}, {"Word": "not", "Confidence": 0.998, "X1": 0.23871, "Y1": 0.5622, "X2": 0.25935, "Y2": 0.562, "X3": 0.25935, "Y3": 0.5748, "X4": 0.23871, "Y4": 0.5748, "page": 0, "Index": 253}, {"Word": "expect", "Confidence": 0.955, "X1": 0.26323, "Y1": 0.5622, "X2": 0.30581, "Y2": 0.562, "X3": 0.30452, "Y3": 0.5748, "X4": 0.26323, "Y4": 0.5748, "page": 0, "Index": 254}, {"Word": "much", "Confidence": 0.985, "X1": 0.30839, "Y1": 0.5622, "X2": 0.34452, "Y2": 0.562, "X3": 0.34452, "Y3": 0.5748, "X4": 0.30839, "Y4": 0.5748, "page": 0, "Index": 255}, {"Word": "opposi-", "Confidence": 0.955, "X1": 0.34839, "Y1": 0.5622, "X2": 0.4, "Y2": 0.562, "X3": 0.4, "Y3": 0.5748, "X4": 0.34839, "Y4": 0.5748, "page": 0, "Index": 256}, {"Word": "\"There", "Confidence": 0.961, "X1": 0.42452, "Y1": 0.5612, "X2": 0.47484, "Y2": 0.561, "X3": 0.47355, "Y3": 0.5738, "X4": 0.42323, "Y4": 0.5728, "page": 0, "Index": 257}, {"Word": "will", "Confidence": 0.989, "X1": 0.47871, "Y1": 0.5612, "X2": 0.50581, "Y2": 0.561, "X3": 0.50452, "Y3": 0.5738, "X4": 0.47742, "Y4": 0.5738, "page": 0, "Index": 258}, {"Word": "be", "Confidence": 0.997, "X1": 0.50968, "Y1": 0.5612, "X2": 0.52774, "Y2": 0.561, "X3": 0.52645, "Y3": 0.5738, "X4": 0.50839, "Y4": 0.5738, "page": 0, "Index": 259}, {"Word": "individuals", "Confidence": 0.899, "X1": 0.53161, "Y1": 0.5602, "X2": 0.60774, "Y2": 0.56, "X3": 0.60645, "Y3": 0.5738, "X4": 0.53032, "Y4": 0.5738, "page": 0, "Index": 260}, {"Word": "who", "Confidence": 0.998, "X1": 0.61032, "Y1": 0.5602, "X2": 0.64129, "Y2": 0.56, "X3": 0.63871, "Y3": 0.5728, "X4": 0.60903, "Y4": 0.5738, "page": 0, "Index": 261}, {"Word": "tion", "Confidence": 0.991, "X1": 0.16774, "Y1": 0.5742, "X2": 0.19226, "Y2": 0.574, "X3": 0.19226, "Y3": 0.5858, "X4": 0.16774, "Y4": 0.5858, "page": 0, "Index": 262}, {"Word": "to", "Confidence": 0.998, "X1": 0.19484, "Y1": 0.5742, "X2": 0.20903, "Y2": 0.574, "X3": 0.20903, "Y3": 0.5868, "X4": 0.19613, "Y4": 0.5858, "page": 0, "Index": 263}, {"Word": "the", "Confidence": 0.993, "X1": 0.21161, "Y1": 0.5742, "X2": 0.23355, "Y2": 0.574, "X3": 0.23484, "Y3": 0.5868, "X4": 0.2129, "Y4": 0.5868, "page": 0, "Index": 264}, {"Word": "proposed", "Confidence": 0.995, "X1": 0.23742, "Y1": 0.5742, "X2": 0.29806, "Y2": 0.574, "X3": 0.29806, "Y3": 0.5868, "X4": 0.23742, "Y4": 0.5868, "page": 0, "Index": 265}, {"Word": "ordinance.", "Confidence": 0.947, "X1": 0.30065, "Y1": 0.5752, "X2": 0.37548, "Y2": 0.575, "X3": 0.37548, "Y3": 0.5858, "X4": 0.30065, "Y4": 0.5868, "page": 0, "Index": 266}, {"Word": "will", "Confidence": 0.687, "X1": 0.41548, "Y1": 0.5732, "X2": 0.43484, "Y2": 0.573, "X3": 0.43484, "Y3": 0.5848, "X4": 0.41548, "Y4": 0.5848, "page": 0, "Index": 267}, {"Word": "insist", "Confidence": 0.997, "X1": 0.43742, "Y1": 0.5732, "X2": 0.47484, "Y2": 0.573, "X3": 0.47484, "Y3": 0.5858, "X4": 0.43871, "Y4": 0.5848, "page": 0, "Index": 268}, {"Word": "on", "Confidence": 0.879, "X1": 0.47871, "Y1": 0.5732, "X2": 0.49548, "Y2": 0.573, "X3": 0.49548, "Y3": 0.5858, "X4": 0.47871, "Y4": 0.5858, "page": 0, "Index": 269}, {"Word": "their", "Confidence": 0.993, "X1": 0.49935, "Y1": 0.5742, "X2": 0.53548, "Y2": 0.574, "X3": 0.53419, "Y3": 0.5858, "X4": 0.49806, "Y4": 0.5858, "page": 0, "Index": 270}, {"Word": "right'", "Confidence": 0.33, "X1": 0.54065, "Y1": 0.5742, "X2": 0.57806, "Y2": 0.574, "X3": 0.57677, "Y3": 0.5868, "X4": 0.54065, "Y4": 0.5858, "page": 0, "Index": 271}, {"Word": "to", "Confidence": 0.998, "X1": 0.58194, "Y1": 0.5742, "X2": 0.59484, "Y2": 0.574, "X3": 0.59484, "Y3": 0.5868, "X4": 0.58065, "Y4": 0.5868, "page": 0, "Index": 272}, {"Word": "abuse", "Confidence": 0.998, "X1": 0.59871, "Y1": 0.5742, "X2": 0.64, "Y2": 0.574, "X3": 0.63871, "Y3": 0.5868, "X4": 0.59742, "Y4": 0.5868, "page": 0, "Index": 273}, {"Word": "The", "Confidence": 0.994, "X1": 0.18194, "Y1": 0.5862, "X2": 0.20774, "Y2": 0.586, "X3": 0.20903, "Y3": 0.5978, "X4": 0.18194, "Y4": 0.5988, "page": 0, "Index": 274}, {"Word": "ordinance'", "Confidence": 0.885, "X1": 0.21161, "Y1": 0.5852, "X2": 0.28387, "Y2": 0.585, "X3": 0.28387, "Y3": 0.5978, "X4": 0.21161, "Y4": 0.5978, "page": 0, "Index": 275}, {"Word": "was", "Confidence": 0.998, "X1": 0.28774, "Y1": 0.5852, "X2": 0.31613, "Y2": 0.585, "X3": 0.31613, "Y3": 0.5978, "X4": 0.28774, "Y4": 0.5978, "page": 0, "Index": 276}, {"Word": "-and", "Confidence": 0.615, "X1": 0.40645, "Y1": 0.5852, "X2": 0.43484, "Y2": 0.585, "X3": 0.43613, "Y3": 0.5978, "X4": 0.40774, "Y4": 0.5968, "page": 0, "Index": 277}, {"Word": "annoy", "Confidence": 0.974, "X1": 0.43871, "Y1": 0.5852, "X2": 0.47871, "Y2": 0.585, "X3": 0.47871, "Y3": 0.5978, "X4": 0.43871, "Y4": 0.5978, "page": 0, "Index": 278}, {"Word": "non-smokers.\"", "Confidence": 0.795, "X1": 0.48129, "Y1": 0.5862, "X2": 0.58194, "Y2": 0.586, "X3": 0.58065, "Y3": 0.5968, "X4": 0.48129, "Y4": 0.5978, "page": 0, "Index": 279}, {"Word": "drafted", "Confidence": 0.991, "X1": 0.32, "Y1": 0.5852, "X2": 0.3729, "Y2": 0.585, "X3": 0.3729, "Y3": 0.5988, "X4": 0.32, "Y4": 0.5978, "page": 0, "Index": 280}, {"Word": "by", "Confidence": 0.998, "X1": 0.37548, "Y1": 0.5852, "X2": 0.39484, "Y2": 0.585, "X3": 0.39613, "Y3": 0.5988, "X4": 0.37677, "Y4": 0.5988, "page": 0, "Index": 281}, {"Word": "Flagg,", "Confidence": 0.908, "X1": 0.16774, "Y1": 0.5982, "X2": 0.21548, "Y2": 0.598, "X3": 0.21548, "Y3": 0.6098, "X4": 0.16774, "Y4": 0.6108, "page": 0, "Index": 282}, {"Word": "who", "Confidence": 0.998, "X1": 0.21806, "Y1": 0.5982, "X2": 0.24774, "Y2": 0.598, "X3": 0.24774, "Y3": 0.6098, "X4": 0.21806, "Y4": 0.6098, "page": 0, "Index": 283}, {"Word": "utilized", "Confidence": 0.994, "X1": 0.25161, "Y1": 0.5972, "X2": 0.30323, "Y2": 0.597, "X3": 0.30323, "Y3": 0.6098, "X4": 0.25161, "Y4": 0.6098, "page": 0, "Index": 284}, {"Word": "what", "Confidence": 0.991, "X1": 0.30839, "Y1": 0.5972, "X2": 0.34323, "Y2": 0.597, "X3": 0.34452, "Y3": 0.6098, "X4": 0.30968, "Y4": 0.6098, "page": 0, "Index": 285}, {"Word": "be", "Confidence": 0.969, "X1": 0.3471, "Y1": 0.5972, "X2": 0.36645, "Y2": 0.597, "X3": 0.36645, "Y3": 0.6098, "X4": 0.3471, "Y4": 0.6098, "page": 0, "Index": 286}, {"Word": "felt", "Confidence": 0.937, "X1": 0.37032, "Y1": 0.5962, "X2": 0.39742, "Y2": 0.596, "X3": 0.39742, "Y3": 0.6098, "X4": 0.37032, "Y4": 0.6098, "page": 0, "Index": 287}, {"Word": "For", "Confidence": 0.998, "X1": 0.42452, "Y1": 0.5982, "X2": 0.4529, "Y2": 0.598, "X3": 0.45161, "Y3": 0.6088, "X4": 0.42452, "Y4": 0.6088, "page": 0, "Index": 288}, {"Word": "those", "Confidence": 0.995, "X1": 0.45548, "Y1": 0.5982, "X2": 0.49806, "Y2": 0.598, "X3": 0.49677, "Y3": 0.6098, "X4": 0.45548, "Y4": 0.6098, "page": 0, "Index": 289}, {"Word": "who", "Confidence": 0.998, "X1": 0.50452, "Y1": 0.5982, "X2": 0.53419, "Y2": 0.598, "X3": 0.53419, "Y3": 0.6098, "X4": 0.50323, "Y4": 0.6098, "page": 0, "Index": 290}, {"Word": "exercise", "Confidence": 0.889, "X1": 0.53935, "Y1": 0.5972, "X2": 0.60258, "Y2": 0.597, "X3": 0.60129, "Y3": 0.6098, "X4": 0.53806, "Y4": 0.6098, "page": 0, "Index": 291}, {"Word": "that", "Confidence": 0.989, "X1": 0.60645, "Y1": 0.5972, "X2": 0.64, "Y2": 0.597, "X3": 0.63871, "Y3": 0.6098, "X4": 0.60645, "Y4": 0.6098, "page": 0, "Index": 292}, {"Word": "were", "Confidence": 0.979, "X1": 0.16645, "Y1": 0.6102, "X2": 0.19742, "Y2": 0.61, "X3": 0.19871, "Y3": 0.6218, "X4": 0.16774, "Y4": 0.6228, "page": 0, "Index": 293}, {"Word": "the", "Confidence": 0.998, "X1": 0.20129, "Y1": 0.6102, "X2": 0.22065, "Y2": 0.61, "X3": 0.22065, "Y3": 0.6218, "X4": 0.20129, "Y4": 0.6218, "page": 0, "Index": 294}, {"Word": "most", "Confidence": 0.991, "X1": 0.22323, "Y1": 0.6092, "X2": 0.25419, "Y2": 0.609, "X3": 0.25548, "Y3": 0.6218, "X4": 0.22323, "Y4": 0.6218, "page": 0, "Index": 295}, {"Word": "viable", "Confidence": 0.993, "X1": 0.25806, "Y1": 0.6092, "X2": 0.29806, "Y2": 0.609, "X3": 0.29806, "Y3": 0.6208, "X4": 0.25806, "Y4": 0.6218, "page": 0, "Index": 296}, {"Word": "components", "Confidence": 0.991, "X1": 0.30065, "Y1": 0.6102, "X2": 0.37806, "Y2": 0.61, "X3": 0.37806, "Y3": 0.6218, "X4": 0.30065, "Y4": 0.6218, "page": 0, "Index": 297}, {"Word": "of", "Confidence": 0.998, "X1": 0.38194, "Y1": 0.6102, "X2": 0.39871, "Y2": 0.61, "X3": 0.39742, "Y3": 0.6218, "X4": 0.38194, "Y4": 0.6218, "page": 0, "Index": 298}, {"Word": "\"right,\"", "Confidence": 0.844, "X1": 0.41161, "Y1": 0.6092, "X2": 0.46194, "Y2": 0.609, "X3": 0.46194, "Y3": 0.6208, "X4": 0.41161, "Y4": 0.6208, "page": 0, "Index": 299}, {"Word": "punitive", "Confidence": 0.955, "X1": 0.46581, "Y1": 0.6092, "X2": 0.52, "Y2": 0.609, "X3": 0.52, "Y3": 0.6218, "X4": 0.46581, "Y4": 0.6208, "page": 0, "Index": 300}, {"Word": "measures", "Confidence": 0.994, "X1": 0.52387, "Y1": 0.6102, "X2": 0.58581, "Y2": 0.61, "X3": 0.58581, "Y3": 0.6218, "X4": 0.52258, "Y4": 0.6218, "page": 0, "Index": 301}, {"Word": "may", "Confidence": 0.995, "X1": 0.58968, "Y1": 0.6102, "X2": 0.61935, "Y2": 0.61, "X3": 0.61806, "Y3": 0.6218, "X4": 0.58839, "Y4": 0.6218, "page": 0, "Index": 302}, {"Word": "be", "Confidence": 0.998, "X1": 0.62194, "Y1": 0.6102, "X2": 0.63871, "Y2": 0.61, "X3": 0.63871, "Y3": 0.6218, "X4": 0.62065, "Y4": 0.6218, "page": 0, "Index": 303}, {"Word": "regulations", "Confidence": 0.963, "X1": 0.16645, "Y1": 0.6212, "X2": 0.24129, "Y2": 0.621, "X3": 0.24129, "Y3": 0.6328, "X4": 0.16645, "Y4": 0.6338, "page": 0, "Index": 304}, {"Word": "in", "Confidence": 0.998, "X1": 0.24387, "Y1": 0.6212, "X2": 0.25806, "Y2": 0.621, "X3": 0.25806, "Y3": 0.6328, "X4": 0.24387, "Y4": 0.6328, "page": 0, "Index": 305}, {"Word": "various", "Confidence": 0.995, "X1": 0.26065, "Y1": 0.6222, "X2": 0.31097, "Y2": 0.622, "X3": 0.31097, "Y3": 0.6338, "X4": 0.26065, "Y4": 0.6328, "page": 0, "Index": 306}, {"Word": "area", "Confidence": 0.942, "X1": 0.31484, "Y1": 0.6222, "X2": 0.34581, "Y2": 0.622, "X3": 0.34452, "Y3": 0.6338, "X4": 0.31484, "Y4": 0.6338, "page": 0, "Index": 307}, {"Word": "towns.", "Confidence": 0.964, "X1": 0.34839, "Y1": 0.6242, "X2": 0.39613, "Y2": 0.624, "X3": 0.39613, "Y3": 0.6358, "X4": 0.34839, "Y4": 0.6338, "page": 0, "Index": 308}, {"Word": "unlikely.", "Confidence": 0.966, "X1": 0.41032, "Y1": 0.6222, "X2": 0.47484, "Y2": 0.622, "X3": 0.47355, "Y3": 0.6338, "X4": 0.41032, "Y4": 0.6328, "page": 0, "Index": 309}, {"Word": "The", "Confidence": 0.97, "X1": 0.47742, "Y1": 0.6222, "X2": 0.50452, "Y2": 0.622, "X3": 0.50452, "Y3": 0.6338, "X4": 0.47742, "Y4": 0.6338, "page": 0, "Index": 310}, {"Word": "regulations", "Confidence": 0.993, "X1": 0.50839, "Y1": 0.6222, "X2": 0.58968, "Y2": 0.622, "X3": 0.58839, "Y3": 0.6338, "X4": 0.50839, "Y4": 0.6338, "page": 0, "Index": 311}, {"Word": "say", "Confidence": 0.998, "X1": 0.59355, "Y1": 0.6222, "X2": 0.61935, "Y2": 0.622, "X3": 0.61806, "Y3": 0.6338, "X4": 0.59226, "Y4": 0.6338, "page": 0, "Index": 312}, {"Word": "to", "Confidence": 0.998, "X1": 0.62323, "Y1": 0.6222, "X2": 0.64, "Y2": 0.622, "X3": 0.63871, "Y3": 0.6328, "X4": 0.62323, "Y4": 0.6338, "page": 0, "Index": 313}, {"Word": "According", "Confidence": 0.966, "X1": 0.18065, "Y1": 0.6332, "X2": 0.25161, "Y2": 0.633, "X3": 0.25161, "Y3": 0.6458, "X4": 0.18065, "Y4": 0.6478, "page": 0, "Index": 314}, {"Word": "to", "Confidence": 0.998, "X1": 0.25419, "Y1": 0.6332, "X2": 0.27226, "Y2": 0.633, "X3": 0.27097, "Y3": 0.6458, "X4": 0.25419, "Y4": 0.6458, "page": 0, "Index": 315}, {"Word": "the", "Confidence": 0.998, "X1": 0.27484, "Y1": 0.6332, "X2": 0.29935, "Y2": 0.633, "X3": 0.29935, "Y3": 0.6448, "X4": 0.27484, "Y4": 0.6458, "page": 0, "Index": 316}, {"Word": "proposal,", "Confidence": 0.991, "X1": 0.30323, "Y1": 0.6332, "X2": 0.36774, "Y2": 0.633, "X3": 0.36774, "Y3": 0.6458, "X4": 0.30194, "Y4": 0.6448, "page": 0, "Index": 317}, {"Word": "the", "Confidence": 0.998, "X1": 0.37161, "Y1": 0.6332, "X2": 0.39742, "Y2": 0.633, "X3": 0.39742, "Y3": 0.6468, "X4": 0.37161, "Y4": 0.6458, "page": 0, "Index": 318}, {"Word": "allow", "Confidence": 0.964, "X1": 0.40903, "Y1": 0.6332, "X2": 0.44258, "Y2": 0.633, "X3": 0.44258, "Y3": 0.6448, "X4": 0.40903, "Y4": 0.6448, "page": 0, "Index": 319}, {"Word": "the", "Confidence": 0.998, "X1": 0.44645, "Y1": 0.6332, "X2": 0.4671, "Y2": 0.633, "X3": 0.4671, "Y3": 0.6448, "X4": 0.44645, "Y4": 0.6448, "page": 0, "Index": 320}, {"Word": "violator", "Confidence": 0.85, "X1": 0.46968, "Y1": 0.6342, "X2": 0.52129, "Y2": 0.634, "X3": 0.52129, "Y3": 0.6448, "X4": 0.46968, "Y4": 0.6448, "page": 0, "Index": 321}, {"Word": "to", "Confidence": 0.963, "X1": 0.52387, "Y1": 0.6342, "X2": 0.53548, "Y2": 0.634, "X3": 0.53548, "Y3": 0.6458, "X4": 0.52387, "Y4": 0.6448, "page": 0, "Index": 322}, {"Word": "complete", "Confidence": 0.993, "X1": 0.53935, "Y1": 0.6342, "X2": 0.59871, "Y2": 0.634, "X3": 0.59742, "Y3": 0.6458, "X4": 0.53935, "Y4": 0.6458, "page": 0, "Index": 323}, {"Word": "his", "Confidence": 0.995, "X1": 0.60129, "Y1": 0.6342, "X2": 0.62065, "Y2": 0.634, "X3": 0.61935, "Y3": 0.6458, "X4": 0.6, "Y4": 0.6458, "page": 0, "Index": 324}, {"Word": "or", "Confidence": 0.993, "X1": 0.62323, "Y1": 0.6342, "X2": 0.64, "Y2": 0.634, "X3": 0.63871, "Y3": 0.6458, "X4": 0.62194, "Y4": 0.6458, "page": 0, "Index": 325}, {"Word": "areas", "Confidence": 0.929, "X1": 0.25161, "Y1": 0.6452, "X2": 0.28774, "Y2": 0.645, "X3": 0.28774, "Y3": 0.6578, "X4": 0.25161, "Y4": 0.6588, "page": 0, "Index": 326}, {"Word": "must", "Confidence": 0.986, "X1": 0.29161, "Y1": 0.6452, "X2": 0.32387, "Y2": 0.645, "X3": 0.32387, "Y3": 0.6578, "X4": 0.29161, "Y4": 0.6578, "page": 0, "Index": 327}, {"Word": "be", "Confidence": 0.994, "X1": 0.32774, "Y1": 0.6452, "X2": 0.34323, "Y2": 0.645, "X3": 0.34323, "Y3": 0.6578, "X4": 0.32774, "Y4": 0.6578, "page": 0, "Index": 328}, {"Word": "clearly", "Confidence": 0.943, "X1": 0.3471, "Y1": 0.6442, "X2": 0.39742, "Y2": 0.644, "X3": 0.39742, "Y3": 0.6578, "X4": 0.3471, "Y4": 0.6578, "page": 0, "Index": 329}, {"Word": "her", "Confidence": 0.955, "X1": 0.40903, "Y1": 0.6452, "X2": 0.43226, "Y2": 0.645, "X3": 0.42968, "Y3": 0.6578, "X4": 0.40774, "Y4": 0.6588, "page": 0, "Index": 330}, {"Word": "meal", "Confidence": 0.988, "X1": 0.43484, "Y1": 0.6442, "X2": 0.46839, "Y2": 0.644, "X3": 0.4671, "Y3": 0.6578, "X4": 0.43355, "Y4": 0.6578, "page": 0, "Index": 331}, {"Word": "-", "Confidence": 0.931, "X1": 0.47097, "Y1": 0.6442, "X2": 0.48129, "Y2": 0.644, "X3": 0.48, "Y3": 0.6578, "X4": 0.46968, "Y4": 0.6578, "page": 0, "Index": 332}, {"Word": "to", "Confidence": 0.998, "X1": 0.48774, "Y1": 0.6442, "X2": 0.50194, "Y2": 0.644, "X3": 0.50065, "Y3": 0.6578, "X4": 0.48645, "Y4": 0.6578, "page": 0, "Index": 333}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.50581, "Y1": 0.6452, "X2": 0.54968, "Y2": 0.645, "X3": 0.54839, "Y3": 0.6578, "X4": 0.50452, "Y4": 0.6578, "page": 0, "Index": 334}, {"Word": "-", "Confidence": 0.88, "X1": 0.55226, "Y1": 0.6452, "X2": 0.56258, "Y2": 0.645, "X3": 0.56129, "Y3": 0.6578, "X4": 0.55097, "Y4": 0.6578, "page": 0, "Index": 335}, {"Word": "and", "Confidence": 0.998, "X1": 0.56903, "Y1": 0.6462, "X2": 0.59355, "Y2": 0.646, "X3": 0.59226, "Y3": 0.6578, "X4": 0.56774, "Y4": 0.6578, "page": 0, "Index": 336}, {"Word": "\\pon-smoking", "Confidence": 0.607, "X1": 0.15871, "Y1": 0.6442, "X2": 0.24774, "Y2": 0.644, "X3": 0.24774, "Y3": 0.6588, "X4": 0.15871, "Y4": 0.6608, "page": 0, "Index": 337}, {"Word": "leave.", "Confidence": 0.863, "X1": 0.59742, "Y1": 0.6482, "X2": 0.64258, "Y2": 0.648, "X3": 0.64129, "Y3": 0.6588, "X4": 0.59484, "Y4": 0.6578, "page": 0, "Index": 338}, {"Word": ":", "Confidence": 0.89, "X1": 0.26194, "Y1": 0.7342, "X2": 0.27097, "Y2": 0.734, "X3": 0.27226, "Y3": 0.7458, "X4": 0.26323, "Y4": 0.7468, "page": 0, "Index": 339}]}	"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"
ffxx0031	0	{"lines_data": [{"Word": "DANVERS, MASSACHUSETTS", "Confidence": 0.992, "X1": 0.034, "Y1": 0.02085, "X2": 0.215, "Y2": 0.02065, "X3": 0.215, "Y3": 0.04367, "X4": 0.034, "Y4": 0.04367, "page": 0}, {"Word": "-", "Confidence": 0.763, "X1": 0.27, "Y1": 0.01826, "X2": 0.311, "Y2": 0.01806, "X3": 0.309, "Y3": 0.0398, "X4": 0.268, "Y4": 0.03851, "page": 0}, {"Word": "Press", "Confidence": 0.997, "X1": 0.04, "Y1": 0.04407, "X2": 0.082, "Y2": 0.04387, "X3": 0.082, "Y3": 0.06174, "X4": 0.04, "Y4": 0.06303, "page": 0}], "words_data": [{"Word": "DANVERS,", "Confidence": 0.992, "X1": 0.041, "Y1": 0.02214, "X2": 0.107, "Y2": 0.02194, "X3": 0.105, "Y3": 0.04367, "X4": 0.039, "Y4": 0.04496, "page": 0, "Index": 0}, {"Word": "MASSACHUSETTS", "Confidence": 0.992, "X1": 0.11, "Y1": 0.02214, "X2": 0.214, "Y2": 0.02194, "X3": 0.213, "Y3": 0.04496, "X4": 0.109, "Y4": 0.04367, "page": 0, "Index": 1}, {"Word": "-", "Confidence": 0.763, "X1": 0.28, "Y1": 0.01697, "X2": 0.291, "Y2": 0.01677, "X3": 0.29, "Y3": 0.03851, "X4": 0.279, "Y4": 0.03851, "page": 0, "Index": 2}, {"Word": "Press", "Confidence": 0.997, "X1": 0.041, "Y1": 0.04536, "X2": 0.081, "Y2": 0.04516, "X3": 0.08, "Y3": 0.06303, "X4": 0.041, "Y4": 0.06303, "page": 0, "Index": 3}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAMHA+gDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+uP8X/DnRfG97bXOrm4b7PGURI32jk5ye9dhRQB5avwC8EqgBhvGI7m4PNO/4UH4I/54Xn/gQa9QooA8v/4UH4I/54Xn/gQaP+FB+CP+eF5/4EGu61vxJpHhuCKfV7+K0jmfy0Mmfmb8K59/i34FjbafENvnAPCsev4UAZX/AAonwP8AZfJ+xXGd27zPtDbvp9Ki/wCFB+CP+eF5/wCBBrftfip4IvJfLi8Q2u7/AGsr/MVYl+I/g6JZC/iGywgJbD5//XQBzSfAXwOjBvst02OxuGxSv8B/A7pGv2S5XYMErcNlueprbj+KngiWZYl8Q2u4ruGdwGPrirS/ETwk93Dax67aSTzOscaIxYszHAHAoA55/gX4GeHyxYTqd27cs7Z78denNTT/AAT8CzRMg0gx5ULuSZ8j369a7u1vbW9WRrWeOYRuY3KNnaw6g+9WKAPL/wDhQfgj/nhef+BBo/4UH4I/54Xn/gQa9QooA80b4FeB2dW+xXAwu3AuGweOv1q3F8F/Akbux0UPuxw0z4GB25r0CigDgZvgx4ElheMaIsZYY3pM+R9Oazf+FB+CP+eF5/4EGvUKKAPL/wDhQfgj/nhef+BBo/4UH4I/54Xn/gQa9QooA8vHwD8EA/8AHvef+BBqxD8DfA0TysdPmk8wEAPO2E9xzXpFFAHmD/AXwOxBFtdrgY4uGpP+FB+CP+eF5/4EGvUKKAPL/wDhQfgj/nhef+BBo/4UH4I/54Xn/gQa9QooA82t/gZ4Gg62E0vzBv3k7Hp24PSoX+Avgh3Zvs12uTnAuGwK9PooA8v/AOFB+CP+eF5/4EGj/hQfgj/nhef+BBr1CigDy/8A4UH4I/54Xn/gQaP+FB+CP+eF5/4EGvUKKAPKz8APBZmV9l6EAIKeecE+uetSf8KD8Ef88Lz/AMCDXqFFAHl//Cg/BH/PC8/8CDTo/gN4IRwxtbp8fwtcNg16dRQBwg+DngMDH9gx/wDf2T/4qqF18CvA1zOZFsZ4QRjZFOwX9a9KooA8v/4UH4I/54Xn/gQafF8B/A8UqubS5kCnO17hsH616bRQBwMPwZ8BxQqh0RZCoxueZ8n681Dd/BHwLdKAulvBjvFO4/mTXolFAHkN5+zx4Unk3291qFuAMbFkDAn8QTW9pPwb8F6fABLo8VzMVwzyszDpg4BPFegUUAcsvw58GogUeG9NwBjmBSami8A+EoSxj8O6au4bTi3XkflXR0UAYUvgzwzP/rdB09uVbm3XqOnalvPB3hvUFQXeh6fKE+7ut14/StyigDmk+H3hCMkr4c00Egg/6OvQ/hV638L6DaxCKDRrFEHQCBf8K16KAMVvCXh0ymQ6Jp5cgjP2demSfT3NTDw7ogfeNJsd2NufIXp+ValFAGLeeEfDuoRiO60SwlRTkBrdeD+VUx8O/BwOR4b0zI/6d1/wrpqKAOfl8D+FplZZPD+nMGOSDbryfypsPgPwnbnMXh7TVOc8W69fy9zXRUUAZSeGtCjkeRNHsQ8mNxEC84GB2ptz4X0G7gaC40axkjbqrQLg/pWvRQBzH/CuvB3/AELWmf8AgOv+FH/CuvB3/QtaZ/4Dr/hXT0UAc3L4B8JTsrS+HdNYqoUZt14AGAOlSN4H8LNv3aBpx3oEb/R15UdB0roKKAOeXwJ4US2a3Xw9pwiY5K/Z1wT+VQ/8K68Hf9C1pn/gOv8AhXT0UAc1/wAK+8IeX5f/AAjmm7M5x9nXr+VN/wCFdeDv+ha0z/wHX/CunooA5uPwB4Rizs8O6aMkE/6Ovbp2qc+C/DJi8s6Dp+zaVx9nXoeo6Vu0UAcx/wAK68Hf9C1pn/gOv+FH/CuvB3/QtaZ/4Dr/AIV09FAHMf8ACuvB3/QtaZ/4Dr/hR/wrrwd/0LWmf+A6/wCFdPRQBzH/AArrwd/0LWmf+A6/4U1vhx4NbGfDem8EHiBRXU0UAcx/wrrwd/0LWmf+A6/4VGPht4MCoP8AhG9O+Tp+5H6+v411dFAHLD4ceDQ5b/hG9NyRj/UDH5U7/hXXg7/oWtM/8B1/wrp6KAOLl+FHgedWD+HbUbiCdm5fyweKfH8LPBMTs6+HbMlk2HcpIx9Cevv1rsaKAOS/4Vj4K84y/wDCOWG4rtx5fGPp0z704/DbwWYwn/CN6dgY58kZ/PrXV0UAcdJ8KvA8nXw7aD/dBH8jUEvwi8CzMGbw/AMAL8ruvT6Gu4ooA4uP4U+CIzDt8P2v7o5G4Ft3Xhs9evf2qynw18FxlivhvTjuOTmEH8s9K6uigDjJ/hR4HuJWkfw7aqzAAiMFB+ABAFRN8IfArbs+H4BuOTh3H5c8V3FFAHCS/B3wJK6t/YUa4IPySOAf1qCf4KeBJwQNIMeRj5JnH9a9CooA4Jvg14EZNo0NF6ciaTP86Y3wW8CMiL/Y2Cp6iZ8t9ea9AooA4GT4MeBHZSNEC47LM/P61Fc/BPwLcFSulNDgEERTuM59cmvQ6KAPP1+C/gZZ2kOkFgRjY077R79arSfA3wQ7uwsbhNxJAW4bC57DntXpNFAHm8XwO8DxxKh0+ZyH3b2nbJ9uvSrK/BfwIryMdFB344Mz4XjtzXf0UAecz/A/wPNbxxLp0sTIc+Yk7hm+vNVx8BvBQYHyLw47G5avTqKAPMpfgR4JklZxbXaBjnatw2B7Cm/8KF8Ff88b3/wJavT6KAPMP+FC+Cv+eN7/AOBLU/8A4UT4J8jy/st1ndnf9obd9PpXplFAHmH/AAoXwV/zxvf/AAJaq0X7PvhJCxebUZMggAzAYPrwK9YooA8uT4CeDFXDJfOc9TcH+lI3wD8GndgXwzjH+kH5a9SooA8w/wCFDeC/4Y71T2IuW4qlL+z74alDAajqiggZ/eqct3bkdTXrlFAHkX/DPfhny5EGoaoFY5A81ePTt25/OpbX9n/wrDbSRS3WpTlzkM0wG3j0AAP416xRQB5SnwA8Hqkas9+7KAGYz43e54/lTv8AhQXg8OzK+oLkgrif7v6V6pRQB5Y/wSsGbK+J/ECDA4F0P8KVfglYDdnxP4gbIwP9KHB9elepUUAeV/8ACkLL/oafEH/gSP8ACg/A+xIIPinxAQev+kj/AAr1SigDyZvgRpbLtPiTXSMggGdeo6Hp2qEfAxs8+MtZxtx9/wDiz169McV6/RQB5B/wo1t+f+Ey1nbvzjfztx069c9/0qvcfAaeaFY/+Ez1Qgj5xICwbnjjdXs9FAHjr/Aub90I/GerqAuJAWzk+3PA/Oo3+BV4cbPG+qDjnIJ5/wC+q9mooA8QHwK1nz23eN73ysjGA273/i+lFe30UAFFFFABRRRQBz/iXwZofi5rU6zZ/aPsrFoxuIHPUHHUcVh+ItH8DeF9PtZb3w7A6STiKGOC13sXIJ6D6Gu8riviDqEGlP4bvrpitvDqqGRwM7QY5Bk+3NAGNeN8O77wTd69/YEE9lbNiSEW2yVXBxtI6g5NU7fTPhbNa6CX8PQRjWj/AKKrRHO70Y54rGnkvb7ULldKMUkOu68JLQThljdIlyzHj7pP51nR2t0Na0/w/PFEb6yvbsRGIMFiYrvVlJ60AdpBo/w2v9RtrFPDtvmeGURu0O1SImwy/XrWZMPhhbWenalF4YeRrtJJLcW1szOBE20tx05xzWKNQuU+Fln4iFtJ9v02/uI5wq4KmTKsRn0Lg1o6un9hah4CtTrMukRf2XMk12EGRlUbBB45bFAHT6d4n8L+EtHs49L0fUI1v0e78iO3YuApAd3z0xitW6+JGh2ywFEvbgS2y3RNvblxHGxwC2Olcn4svb/V9f0z/hGr6OSS70a6jWZ4i3nAEZA9CSOtY99qegab4asptIvL7SdYtLFBHHJEWW52sQYXGMMd2fpmgD3GKRZoUkTO11DDPoafXIat41Xw3oGjX+p2Exa9aOOQRAAQswHLZ6CutUhlDA5BGQaAOLvPidodnp+vXbiYjRrhbeZMfM7McDHtnI/Crdz470+28T6ToJgna41GISq4Hyxggkbj77TXk1z4HuL+78Z6rOHW3gubszW7ZHmkRhoWA74JzV/Uo9b1G41XXLBY1tNI+xgtJnewhXcwj4wfvt1NAHok3xDsIvEsukLYahKkMwt5byKEtEkp/hOP506X4h6Umvx6WltfSh7g2v2qOAmISj+HdXD6j4hsbbxbDc+GpdRh1a8u4lubERMYbtGxuk9BgdxUd3rdnpPjhn8O3N+l9PfAX2kXNsxjYZ+aRDjC8c5oA9DtfHGn3Xji58LJDMLmBNzTMMISBkqPU4NVoviNpE3iD+zEhuvJ842y3xj/AHLTj/lmG9a4FJ9UW4i8avFANMOsudy5MzRN+5zjGNv45rS8G+IbPw+reFL7T7mfVzqsrJCICQqs24S7jxgA5zQB1sPxC0240Sz1SO3uDFdSzRKpABVoldmz/wB8Gprfx5pU8OkTFZUh1O1kuY3ZeEVACd34V5NoWjTf8I5odwLi9Z7rUb23W2Y5iRmWVVIGMjJI5z3ra8KSyySeHLBLSeR9G024h1SGS3bjKj5BkYJOOKAOz0v4jQalb3N0NG1GGzitmuo7mRBsmRfQ+pqLSfiPJrFjNeQeFtYEKwedExQYmHovqa42wZbddZtNBTVE0S40uaWWzvIWC2suOFQn19BWj8HdZ01bO200eIb68vnthizuIiqQbeSFOOfzoA3NN+Jdzq5cWXhDWXKMyEsqhdynDLn1HNLZfFKzn0rUdTutH1Czs7EMHkkUENIGC7Bj+LJxT/hmZfL8TrKXwNbuNgbPA46Vj+GoEt/BfiwalpFzfW76zcl7WOPLuhccqO+Ov4UAdr4d8Str0lxFLpV7p8sAVttyuNysMggjit+vPfh09wb/AFaO1l1GTQk8v7L/AGgCJEcjLqNwyVHFehUAFFFFABRRRQAUyWRIYnlkYKiAsxPYCn0x0WSNkdQyMMEHoRQBxB+L/grBKat5uDg+XEzfyFZx+OXhAHG3Uz/25tXc2mgaPYReVa6ZaQp6JCo/pVn+zrL/AJ87f/v0v+FAHnv/AAvPwj/d1P8A8A2pT8cfCS4ymqDIyP8AQ2r0H+zrL/nzt/8Av0v+FBsLM4zaQHAwMxr/AIUAee/8Lz8I/wB3U/8AwDauh8O+P9F8T3UdvY/allkV2UTQFOFxnr/vCuh/s6y/587f/v0v+FPS1t4pN8cESPjG5UAP50ATUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVy3jjxFdeHNMs5rPSl1Ka5u0tlhZ9gBbOCTggc4H411Ncj4/03UdV03TLawDlf7Sge48vhxGDyVPYjg5oATQvF1vfQAa1Yx6XfQXT2vlM6yKrqu47WHGMfyq8viTws+nHXRqGn/Zkcp9rJUYboRnrmuV8X+CbK28LW2nWEV1KbjVo5ZpCzSyncTvJJOeRwfaqXjrwcmnto8ulafcnSobl5bqCxjWR1ZlwGVGyD+VAHc6j4g8M6fpEV1fX1gmn3bfIzFSkpP86NV8ReGdMgtb/Ur6xRJVP2eVyrFlPXb3x06e1eX/ANjx2fhfT57PS/EqPBLcG3MltFK6lsfK8RGAjHpgDFa/iy11L+zPDt/NpOojVYbVkY6bDHJHG7Bco8bcFTjt0xQB6fbNaXUMF3beVJGybopUAI2tzwfQ8VKYYm+9Gh+oFUtD+1/2FYfboY4bvyE86OMYVHwMgAds1o0AZer6Dp+ufZBqEJlW1mE0abiF3DpkDr+NalFFADdi8/KPm68daQRoFKhFAPUY4NPooAZ5abg2xcgYBxyKDFGX3lF3f3sc0+igCNYYkjEaxoIx0UKAPyp3lpv37V3dN2OadRQAwRoAAFUY5GB0pwABJAGT1paKAEIBGCMg0xYYkOUiRT6hQKkooAaqqucKBk5OB1pcAUtFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRVW8s1vEjVppotkgkBicqSR2OOo9qALVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRUKwst08vnOVZQBEcbVI7jvU1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVCEm+1u5kXyCgCpjkNk5OfyqagAooooAKKKKACiiigAooooAKKKppFeDVJJXuENkYgEh2/Mr55OfTFAFyiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiikJAGScCgCNfN81wyqI8DYQeT65/SpajiljmjEkTq6HoynIP41JQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRzRiaF4iSA6lSR1GakooApaVptvpGmQWFqGEMK7V3HJ65OfxJq7RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUx92PkIByOozx3p9FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFMV1fOOxweO9AD6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopqOsihlIIPcUAOooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkAA4FLRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/2Q=="
ffxx0031	5	{"lines_data": [{"Word": "The health board would retain", "Confidence": 0.8016, "X1": 0.30581, "Y1": 0.0012, "X2": 0.50323, "Y2": 0.001, "X3": 0.50323, "Y3": 0.0118, "X4": 0.30581, "Y4": 0.0098, "page": 0}, {"Word": "powers of enforcement with the ..", "Confidence": 0.85217, "X1": 0.2929, "Y1": 0.0102, "X2": 0.50968, "Y2": 0.01, "X3": 0.50968, "Y3": 0.0228, "X4": 0.2929, "Y4": 0.0228, "page": 0}, {"Word": "dew bylaw. But Flagg lodicated", "Confidence": 0.7748, "X1": 0.29032, "Y1": 0.0192, "X2": 0.5071, "Y2": 0.019, "X3": 0.5071, "Y3": 0.0318, "X4": 0.29032, "Y4": 0.0318, "page": 0}, {"Word": "the department would virtunily", "Confidence": 0.43325, "X1": 0.29419, "Y1": 0.0302, "X2": 0.49806, "Y2": 0.03, "X3": 0.49806, "Y3": 0.0408, "X4": 0.29419, "Y4": 0.0418, "page": 0}, {"Word": "bend over backward to nego-", "Confidence": 0.938, "X1": 0.29419, "Y1": 0.0402, "X2": 0.5071, "Y2": 0.04, "X3": 0.5071, "Y3": 0.0508, "X4": 0.29419, "Y4": 0.0508, "page": 0}, {"Word": "tiate with any restaurant owner", "Confidence": 0.8988, "X1": 0.2929, "Y1": 0.0502, "X2": 0.50452, "Y2": 0.05, "X3": 0.50452, "Y3": 0.0618, "X4": 0.2929, "Y4": 0.0608, "page": 0}, {"Word": "who anticipates a financial", "Confidence": 0.87425, "X1": 0.29419, "Y1": 0.0592, "X2": 0.49935, "Y2": 0.059, "X3": 0.49935, "Y3": 0.0708, "X4": 0.29419, "Y4": 0.0718, "page": 0}, {"Word": "hardship because of the reguls-", "Confidence": 0.8936, "X1": 0.29419, "Y1": 0.0702, "X2": 0.49935, "Y2": 0.07, "X3": 0.49935, "Y3": 0.0818, "X4": 0.29419, "Y4": 0.0818, "page": 0}, {"Word": "tion and would advise restau-", "Confidence": 0.8246, "X1": 0.29419, "Y1": 0.0812, "X2": 0.50581, "Y2": 0.081, "X3": 0.50581, "Y3": 0.0928, "X4": 0.29419, "Y4": 0.0918, "page": 0}, {"Word": "rant owners to employ discreet", "Confidence": 0.9296, "X1": 0.2929, "Y1": 0.0912, "X2": 0.50323, "Y2": 0.091, "X3": 0.50323, "Y3": 0.1018, "X4": 0.2929, "Y4": 0.1028, "page": 0}, {"Word": "measures in dealing with & vip-", "Confidence": 0.66717, "X1": 0.29419, "Y1": 0.1022, "X2": 0.50323, "Y2": 0.102, "X3": 0.50323, "Y3": 0.1128, "X4": 0.29419, "Y4": 0.1128, "page": 0}, {"Word": "Istor of the smoking code.", "Confidence": 0.8104, "X1": 0.29419, "Y1": 0.1132, "X2": 0.46194, "Y2": 0.113, "X3": 0.46194, "Y3": 0.1238, "X4": 0.29419, "Y4": 0.1228, "page": 0}, {"Word": "\"I don't see this as an en-", "Confidence": 0.86, "X1": 0.30452, "Y1": 0.1302, "X2": 0.50839, "Y2": 0.13, "X3": 0.50839, "Y3": 0.1418, "X4": 0.30452, "Y4": 0.1388, "page": 0}, {"Word": "forcement-type regulation. .. L.'", "Confidence": 0.702, "X1": 0.2929, "Y1": 0.1382, "X2": 0.51097, "Y2": 0.138, "X3": 0.51097, "Y3": 0.1498, "X4": 0.2929, "Y4": 0.1508, "page": 0}, {"Word": "see this more as essentially &", "Confidence": 0.75733, "X1": 0.2929, "Y1": 0.1502, "X2": 0.50452, "Y2": 0.15, "X3": 0.50452, "Y3": 0.1598, "X4": 0.2929, "Y4": 0.1598, "page": 0}, {"Word": "matter of education and -per-", "Confidence": 0.8652, "X1": 0.2929, "Y1": 0.1612, "X2": 0.50452, "Y2": 0.161, "X3": 0.50452, "Y3": 0.1718, "X4": 0.2929, "Y4": 0.1708, "page": 0}, {"Word": "sunsion,\" Flagg said. .", "Confidence": 0.75025, "X1": 0.2929, "Y1": 0.1712, "X2": 0.45419, "Y2": 0.171, "X3": 0.45419, "Y3": 0.1828, "X4": 0.2929, "Y4": 0.1808, "page": 0}, {"Word": "But he added that the board\"", "Confidence": 0.9045, "X1": 0.30452, "Y1": 0.1832, "X2": 0.51226, "Y2": 0.183, "X3": 0.51226, "Y3": 0.1958, "X4": 0.30452, "Y4": 0.1978, "page": 0}, {"Word": "considers the measure & re-", "Confidence": 0.8732, "X1": 0.29548, "Y1": 0.1972, "X2": 0.50581, "Y2": 0.197, "X3": 0.50581, "Y3": 0.2078, "X4": 0.29548, "Y4": 0.2078, "page": 0}, {"Word": "sponse to a serious public health", "Confidence": 0.807, "X1": 0.2929, "Y1": 0.2062, "X2": 0.50452, "Y2": 0.206, "X3": 0.50452, "Y3": 0.2188, "X4": 0.2929, "Y4": 0.2178, "page": 0}, {"Word": "Issue.", "Confidence": 0.309, "X1": 0.29419, "Y1": 0.2182, "X2": 0.32903, "Y2": 0.218, "X3": 0.32774, "Y3": 0.2288, "X4": 0.29419, "Y4": 0.2288, "page": 0}, {"Word": "\"I think we're talking about a", "Confidence": 0.907, "X1": 0.30581, "Y1": 0.2332, "X2": 0.50968, "Y2": 0.233, "X3": 0.50968, "Y3": 0.2458, "X4": 0.30581, "Y4": 0.2448, "page": 0}, {"Word": "pubife health Issue here - it,", "Confidence": 0.673, "X1": 0.29548, "Y1": 0.2452, "X2": 0.50839, "Y2": 0.245, "X3": 0.50839, "Y3": 0.2558, "X4": 0.29548, "Y4": 0.2558, "page": 0}, {"Word": "transcends personal opinions of", "Confidence": 0.71175, "X1": 0.29419, "Y1": 0.2552, "X2": 0.51226, "Y2": 0.255, "X3": 0.51226, "Y3": 0.2668, "X4": 0.29419, "Y4": 0.2668, "page": 0}, {"Word": "people,\" he said. \"The Board of", "Confidence": 0.8245, "X1": 0.29419, "Y1": 0.2652, "X2": 0.50581, "Y2": 0.265, "X3": 0.50581, "Y3": 0.2758, "X4": 0.29419, "Y4": 0.2768, "page": 0}, {"Word": "Health is not putting this into ef -.", "Confidence": 0.86287, "X1": 0.2929, "Y1": 0.2742, "X2": 0.51226, "Y2": 0.274, "X3": 0.51226, "Y3": 0.2858, "X4": 0.2929, "Y4": 0.2868, "page": 0}, {"Word": "fect as a convenience thing -.", "Confidence": 0.84067, "X1": 0.29548, "Y1": 0.2862, "X2": 0.50581, "Y2": 0.286, "X3": 0.50581, "Y3": 0.2968, "X4": 0.29548, "Y4": 0.2978, "page": 0}, {"Word": "It's because. . . of the recog-\"", "Confidence": 0.87943, "X1": 0.29419, "Y1": 0.2982, "X2": 0.51097, "Y2": 0.298, "X3": 0.51097, "Y3": 0.3098, "X4": 0.29419, "Y4": 0.3058, "page": 0}, {"Word": "nized dangers of (cigarette\"", "Confidence": 0.936, "X1": 0.29032, "Y1": 0.3062, "X2": 0.50839, "Y2": 0.306, "X3": 0.50839, "Y3": 0.3188, "X4": 0.29032, "Y4": 0.3178, "page": 0}, {"Word": "smoke on non-smokers).\"", "Confidence": 0.86067, "X1": 0.29161, "Y1": 0.3182, "X2": 0.46065, "Y2": 0.318, "X3": 0.46065, "Y3": 0.3278, "X4": 0.29161, "Y4": 0.3288, "page": 0}, {"Word": "In an Informal telephone poll\"", "Confidence": 0.8218, "X1": 0.30194, "Y1": 0.3322, "X2": 0.51097, "Y2": 0.332, "X3": 0.51097, "Y3": 0.3438, "X4": 0.30194, "Y4": 0.3458, "page": 0}, {"Word": "of six of the larger restaurants,", "Confidence": 0.91667, "X1": 0.2929, "Y1": 0.3442, "X2": 0.50839, "Y2": 0.344, "X3": 0.50839, "Y3": 0.3568, "X4": 0.2929, "Y4": 0.3558, "page": 0}, {"Word": "in Danvers, it was discovered.", "Confidence": 0.8584, "X1": 0.29161, "Y1": 0.3542, "X2": 0.50968, "Y2": 0.354, "X3": 0.50968, "Y3": 0.3658, "X4": 0.29161, "Y4": 0.3648, "page": 0}, {"Word": "that only one now has a non -.", "Confidence": 0.76512, "X1": 0.2929, "Y1": 0.3642, "X2": 0.50968, "Y2": 0.364, "X3": 0.50968, "Y3": 0.3758, "X4": 0.2929, "Y4": 0.3748, "page": 0}, {"Word": "smoking section. \"At Denny's\"", "Confidence": 0.4915, "X1": 0.29548, "Y1": 0.3742, "X2": 0.50968, "Y2": 0.374, "X3": 0.50968, "Y3": 0.3858, "X4": 0.29548, "Y4": 0.3858, "page": 0}, {"Word": "Restaurant on Endicott Street,\".", "Confidence": 0.679, "X1": 0.29419, "Y1": 0.3832, "X2": 0.51484, "Y2": 0.383, "X3": 0.51484, "Y3": 0.3958, "X4": 0.29419, "Y4": 0.3968, "page": 0}, {"Word": "a Denny's chain regulation re-", "Confidence": 0.8958, "X1": 0.29548, "Y1": 0.3952, "X2": 0.50194, "Y2": 0.395, "X3": 0.50194, "Y3": 0.4058, "X4": 0.29548, "Y4": 0.4058, "page": 0}, {"Word": "quires seating apart from pa-", "Confidence": 0.711, "X1": 0.29419, "Y1": 0.4062, "X2": 0.51097, "Y2": 0.406, "X3": 0.51097, "Y3": 0.4168, "X4": 0.29419, "Y4": 0.4178, "page": 0}, {"Word": "trons who smoke. But of the 150 .::", "Confidence": 0.90825, "X1": 0.29419, "Y1": 0.4142, "X2": 0.51613, "Y2": 0.414, "X3": 0.51613, "Y3": 0.4258, "X4": 0.29419, "Y4": 0.4278, "page": 0}, {"Word": "seats at Denny's, only about 24 .", "Confidence": 0.77057, "X1": 0.29419, "Y1": 0.4252, "X2": 0.51484, "Y2": 0.425, "X3": 0.51484, "Y3": 0.4368, "X4": 0.29419, "Y4": 0.4378, "page": 0}, {"Word": "are in the non-smoking section,", "Confidence": 0.892, "X1": 0.2929, "Y1": 0.4372, "X2": 0.49935, "Y2": 0.437, "X3": 0.49935, "Y3": 0.4468, "X4": 0.2929, "Y4": 0.4468, "page": 0}, {"Word": "which would be about 15 seats", "Confidence": 0.90367, "X1": 0.2929, "Y1": 0.4472, "X2": 0.50323, "Y2": 0.447, "X3": 0.50323, "Y3": 0.4578, "X4": 0.2929, "Y4": 0.4578, "page": 0}, {"Word": "shy of what the proposed town", "Confidence": 0.9345, "X1": 0.2929, "Y1": 0.4562, "X2": 0.50323, "Y2": 0.456, "X3": 0.50323, "Y3": 0.4688, "X4": 0.2929, "Y4": 0.4678, "page": 0}, {"Word": "regulation would require there.", "Confidence": 0.98325, "X1": 0.29548, "Y1": 0.4672, "X2": 0.49677, "Y2": 0.467, "X3": 0.49677, "Y3": 0.4788, "X4": 0.29548, "Y4": 0.4778, "page": 0}, {"Word": "George Gallup, general man-", "Confidence": 0.87575, "X1": 0.30581, "Y1": 0.4842, "X2": 0.50194, "Y2": 0.484, "X3": 0.50194, "Y3": 0.4948, "X4": 0.30581, "Y4": 0.4938, "page": 0}, {"Word": "ager at Cherrystone's on Route", "Confidence": 0.795, "X1": 0.29161, "Y1": 0.4942, "X2": 0.50323, "Y2": 0.494, "X3": 0.50323, "Y3": 0.5058, "X4": 0.29161, "Y4": 0.5068, "page": 0}, {"Word": "1. said his business would have", "Confidence": 0.6625, "X1": 0.2929, "Y1": 0.5042, "X2": 0.50323, "Y2": 0.504, "X3": 0.50194, "Y3": 0.5158, "X4": 0.2929, "Y4": 0.5148, "page": 0}, {"Word": "difficulty reserving a section for", "Confidence": 0.9098, "X1": 0.29032, "Y1": 0.5152, "X2": 0.50452, "Y2": 0.515, "X3": 0.50323, "Y3": 0.5258, "X4": 0.29032, "Y4": 0.5248, "page": 0}, {"Word": "non-smoking.", "Confidence": 0.638, "X1": 0.29419, "Y1": 0.5252, "X2": 0.37935, "Y2": 0.525, "X3": 0.37935, "Y3": 0.5348, "X4": 0.29419, "Y4": 0.5348, "page": 0}, {"Word": "\"It would be a great hin- \"", "Confidence": 0.82557, "X1": 0.30452, "Y1": 0.5392, "X2": 0.51097, "Y2": 0.539, "X3": 0.51097, "Y3": 0.5508, "X4": 0.30452, "Y4": 0.5508, "page": 0}, {"Word": "drance to my business opera-", "Confidence": 0.8004, "X1": 0.29419, "Y1": 0.5512, "X2": 0.5071, "Y2": 0.551, "X3": 0.5071, "Y3": 0.5628, "X4": 0.29419, "Y4": 0.5628, "page": 0}, {"Word": "tion,\" Gallup said. \"I have \".", "Confidence": 0.57417, "X1": 0.2929, "Y1": 0.5622, "X2": 0.51226, "Y2": 0.562, "X3": 0.51226, "Y3": 0.5758, "X4": 0.2929, "Y4": 0.5718, "page": 0}, {"Word": "300-seat restaurant here, and I.", "Confidence": 0.6596, "X1": 0.29677, "Y1": 0.5712, "X2": 0.51097, "Y2": 0.571, "X3": 0.51097, "Y3": 0.5828, "X4": 0.29677, "Y4": 0.5808, "page": 0}, {"Word": "get maybe five non-smoking", "Confidence": 0.864, "X1": 0.29419, "Y1": 0.5812, "X2": 0.50839, "Y2": 0.581, "X3": 0.5071, "Y3": 0.5938, "X4": 0.29419, "Y4": 0.5928, "page": 0}, {"Word": "section requests a week. H I", "Confidence": 0.67567, "X1": 0.29548, "Y1": 0.5922, "X2": 0.50581, "Y2": 0.592, "X3": 0.50581, "Y3": 0.6038, "X4": 0.29548, "Y4": 0.6038, "page": 0}, {"Word": "have to set aside 25 percent of", "Confidence": 0.93914, "X1": 0.29419, "Y1": 0.6022, "X2": 0.50452, "Y2": 0.602, "X3": 0.50452, "Y3": 0.6128, "X4": 0.29419, "Y4": 0.6118, "page": 0}, {"Word": "my sests for non-smok-", "Confidence": 0.7855, "X1": 0.29419, "Y1": 0.6132, "X2": 0.50581, "Y2": 0.613, "X3": 0.50452, "Y3": 0.6248, "X4": 0.29419, "Y4": 0.6228, "page": 0}, {"Word": "i'm going to have a lot of", "Confidence": 0.78829, "X1": 0.34581, "Y1": 0.6202, "X2": 0.5071, "Y2": 0.62, "X3": 0.5071, "Y3": 0.6328, "X4": 0.34581, "Y4": 0.6348, "page": 0}, {"Word": "empty tables.\"", "Confidence": 0.9195, "X1": 0.29419, "Y1": 0.6312, "X2": 0.3871, "Y2": 0.631, "X3": 0.3871, "Y3": 0.6438, "X4": 0.29419, "Y4": 0.6438, "page": 0}, {"Word": "at Natalie's on Route 114, which", "Confidence": 0.92267, "X1": 0.29548, "Y1": 0.6582, "X2": 0.50323, "Y2": 0.658, "X3": 0.50323, "Y3": 0.6678, "X4": 0.29548, "Y4": 0.6698, "page": 0}, {"Word": "Patrick Mammola, manager", "Confidence": 0.87367, "X1": 0.30581, "Y1": 0.6492, "X2": 0.50194, "Y2": 0.649, "X3": 0.50194, "Y3": 0.6598, "X4": 0.30581, "Y4": 0.6588, "page": 0}, {"Word": "has 250 seats, said, \"We don't", "Confidence": 0.78517, "X1": 0.29419, "Y1": 0.6692, "X2": 0.5071, "Y2": 0.669, "X3": 0.5071, "Y3": 0.6798, "X4": 0.29419, "Y4": 0.6788, "page": 0}, {"Word": "like smoking anyway, so we", "Confidence": 0.8898, "X1": 0.29548, "Y1": 0.6792, "X2": 0.50065, "Y2": 0.679, "X3": 0.50065, "Y3": 0.6918, "X4": 0.29548, "Y4": 0.6888, "page": 0}, {"Word": "wouldn't have a problem with", "Confidence": 0.8444, "X1": 0.29677, "Y1": 0.6872, "X2": 0.50323, "Y2": 0.687, "X3": 0.50323, "Y3": 0.6988, "X4": 0.29677, "Y4": 0.6998, "page": 0}, {"Word": "putting a non-smoking section in", "Confidence": 0.6736, "X1": 0.29548, "Y1": 0.6982, "X2": 0.50452, "Y2": 0.698, "X3": 0.50452, "Y3": 0.7088, "X4": 0.29548, "Y4": 0.7098, "page": 0}, {"Word": "here.\"", "Confidence": 0.991, "X1": 0.29806, "Y1": 0.7092, "X2": 0.33548, "Y2": 0.709, "X3": 0.33548, "Y3": 0.7188, "X4": 0.29806, "Y4": 0.7188, "page": 0}, {"Word": "Sam Ciruolo, co-owner of Sam", "Confidence": 0.924, "X1": 0.30581, "Y1": 0.7252, "X2": 0.50065, "Y2": 0.725, "X3": 0.50065, "Y3": 0.7358, "X4": 0.30452, "Y4": 0.7338, "page": 0}, {"Word": "& Joe's Restaurant on Water", "Confidence": 0.7474, "X1": 0.29806, "Y1": 0.7352, "X2": 0.50452, "Y2": 0.735, "X3": 0.50452, "Y3": 0.7468, "X4": 0.29806, "Y4": 0.7458, "page": 0}, {"Word": "Street, said he has not received", "Confidence": 0.77533, "X1": 0.29548, "Y1": 0.7462, "X2": 0.50323, "Y2": 0.746, "X3": 0.50323, "Y3": 0.7568, "X4": 0.29548, "Y4": 0.7558, "page": 0}, {"Word": "any complaints about patrons", "Confidence": 0.93075, "X1": 0.29548, "Y1": 0.7562, "X2": 0.50194, "Y2": 0.756, "X3": 0.50194, "Y3": 0.7678, "X4": 0.29548, "Y4": 0.7658, "page": 0}, {"Word": "would wanted & non-smoking", "Confidence": 0.5605, "X1": 0.29677, "Y1": 0.7662, "X2": 0.50323, "Y2": 0.766, "X3": 0.50323, "Y3": 0.7778, "X4": 0.29677, "Y4": 0.7768, "page": 0}, {"Word": "section, which the restaurant", "Confidence": 0.901, "X1": 0.2929, "Y1": 0.7742, "X2": 0.50452, "Y2": 0.774, "X3": 0.50452, "Y3": 0.7868, "X4": 0.2929, "Y4": 0.7868, "page": 0}, {"Word": "now does not have.", "Confidence": 0.90625, "X1": 0.29419, "Y1": 0.7862, "X2": 0.41677, "Y2": 0.786, "X3": 0.41677, "Y3": 0.7968, "X4": 0.29419, "Y4": 0.7968, "page": 0}, {"Word": "But, like/some other restad-", "Confidence": 0.7425, "X1": 0.30065, "Y1": 0.8022, "X2": 0.50452, "Y2": 0.802, "X3": 0.50452, "Y3": 0.8138, "X4": 0.30065, "Y4": 0.8128, "page": 0}, {"Word": "rant managers, Ciruolo sald .:", "Confidence": 0.5786, "X1": 0.2929, "Y1": 0.8122, "X2": 0.50839, "Y2": 0.812, "X3": 0.50839, "Y3": 0.8258, "X4": 0.2929, "Y4": 0.8248, "page": 0}, {"Word": "\"If we really had to, I'm sure\"", "Confidence": 0.68771, "X1": 0.29032, "Y1": 0.8232, "X2": 0.51097, "Y2": 0.823, "X3": 0.51097, "Y3": 0.8338, "X4": 0.29032, "Y4": 0.8318, "page": 0}, {"Word": "we could figure something out.\"", "Confidence": 0.769, "X1": 0.2929, "Y1": 0.8342, "X2": 0.49548, "Y2": 0.834, "X3": 0.49548, "Y3": 0.8448, "X4": 0.2929, "Y4": 0.8428, "page": 0}], "words_data": [{"Word": "The", "Confidence": 0.841, "X1": 0.3071, "Y1": 0.0012, "X2": 0.32903, "Y2": 0.001, "X3": 0.32903, "Y3": 0.0098, "X4": 0.30839, "Y4": 0.0098, "page": 0, "Index": 0}, {"Word": "health", "Confidence": 0.65, "X1": 0.3329, "Y1": 0.0012, "X2": 0.37161, "Y2": 0.001, "X3": 0.3729, "Y3": 0.0098, "X4": 0.3329, "Y4": 0.0098, "page": 0, "Index": 1}, {"Word": "board", "Confidence": 0.991, "X1": 0.37548, "Y1": 0.0012, "X2": 0.4129, "Y2": 0.001, "X3": 0.4129, "Y3": 0.0098, "X4": 0.37548, "Y4": 0.0098, "page": 0, "Index": 2}, {"Word": "would", "Confidence": 0.919, "X1": 0.41806, "Y1": 0.0012, "X2": 0.45548, "Y2": 0.001, "X3": 0.45419, "Y3": 0.0108, "X4": 0.41806, "Y4": 0.0098, "page": 0, "Index": 3}, {"Word": "retain", "Confidence": 0.607, "X1": 0.45806, "Y1": 0.0022, "X2": 0.49677, "Y2": 0.002, "X3": 0.49677, "Y3": 0.0118, "X4": 0.45806, "Y4": 0.0108, "page": 0, "Index": 4}, {"Word": "powers", "Confidence": 0.991, "X1": 0.2929, "Y1": 0.0112, "X2": 0.33935, "Y2": 0.011, "X3": 0.33935, "Y3": 0.0208, "X4": 0.29419, "Y4": 0.0218, "page": 0, "Index": 5}, {"Word": "of", "Confidence": 0.997, "X1": 0.34194, "Y1": 0.0102, "X2": 0.35613, "Y2": 0.01, "X3": 0.35742, "Y3": 0.0208, "X4": 0.34323, "Y4": 0.0208, "page": 0, "Index": 6}, {"Word": "enforcement", "Confidence": 0.78, "X1": 0.36, "Y1": 0.0102, "X2": 0.44129, "Y2": 0.01, "X3": 0.44129, "Y3": 0.0218, "X4": 0.36, "Y4": 0.0208, "page": 0, "Index": 7}, {"Word": "with", "Confidence": 0.985, "X1": 0.44387, "Y1": 0.0102, "X2": 0.47355, "Y2": 0.01, "X3": 0.47355, "Y3": 0.0218, "X4": 0.44516, "Y4": 0.0218, "page": 0, "Index": 8}, {"Word": "the", "Confidence": 0.995, "X1": 0.47613, "Y1": 0.0112, "X2": 0.49548, "Y2": 0.011, "X3": 0.49548, "Y3": 0.0228, "X4": 0.47613, "Y4": 0.0218, "page": 0, "Index": 9}, {"Word": "..", "Confidence": 0.365, "X1": 0.49806, "Y1": 0.0112, "X2": 0.50968, "Y2": 0.011, "X3": 0.50968, "Y3": 0.0238, "X4": 0.49806, "Y4": 0.0228, "page": 0, "Index": 10}, {"Word": "dew", "Confidence": 0.688, "X1": 0.2929, "Y1": 0.0212, "X2": 0.31613, "Y2": 0.021, "X3": 0.31613, "Y3": 0.0318, "X4": 0.2929, "Y4": 0.0318, "page": 0, "Index": 11}, {"Word": "bylaw.", "Confidence": 0.958, "X1": 0.32258, "Y1": 0.0202, "X2": 0.36645, "Y2": 0.02, "X3": 0.36645, "Y3": 0.0308, "X4": 0.32258, "Y4": 0.0318, "page": 0, "Index": 12}, {"Word": "But", "Confidence": 0.998, "X1": 0.36903, "Y1": 0.0202, "X2": 0.39355, "Y2": 0.02, "X3": 0.39355, "Y3": 0.0308, "X4": 0.36903, "Y4": 0.0308, "page": 0, "Index": 13}, {"Word": "Flagg", "Confidence": 0.941, "X1": 0.39613, "Y1": 0.0202, "X2": 0.43484, "Y2": 0.02, "X3": 0.43484, "Y3": 0.0308, "X4": 0.39613, "Y4": 0.0308, "page": 0, "Index": 14}, {"Word": "lodicated", "Confidence": 0.289, "X1": 0.43871, "Y1": 0.0212, "X2": 0.49806, "Y2": 0.021, "X3": 0.49677, "Y3": 0.0318, "X4": 0.43742, "Y4": 0.0308, "page": 0, "Index": 15}, {"Word": "the", "Confidence": 0.998, "X1": 0.29548, "Y1": 0.0312, "X2": 0.31484, "Y2": 0.031, "X3": 0.31355, "Y3": 0.0408, "X4": 0.29548, "Y4": 0.0408, "page": 0, "Index": 16}, {"Word": "department", "Confidence": 0.205, "X1": 0.31871, "Y1": 0.0312, "X2": 0.39484, "Y2": 0.031, "X3": 0.39484, "Y3": 0.0418, "X4": 0.31871, "Y4": 0.0408, "page": 0, "Index": 17}, {"Word": "would", "Confidence": 0.466, "X1": 0.4, "Y1": 0.0312, "X2": 0.43742, "Y2": 0.031, "X3": 0.43742, "Y3": 0.0418, "X4": 0.4, "Y4": 0.0418, "page": 0, "Index": 18}, {"Word": "virtunily", "Confidence": 0.064, "X1": 0.44258, "Y1": 0.0302, "X2": 0.49806, "Y2": 0.03, "X3": 0.49806, "Y3": 0.0408, "X4": 0.44258, "Y4": 0.0418, "page": 0, "Index": 19}, {"Word": "bend", "Confidence": 1, "X1": 0.29548, "Y1": 0.0402, "X2": 0.32387, "Y2": 0.04, "X3": 0.32387, "Y3": 0.0508, "X4": 0.29419, "Y4": 0.0508, "page": 0, "Index": 20}, {"Word": "over", "Confidence": 1, "X1": 0.33161, "Y1": 0.0402, "X2": 0.36129, "Y2": 0.04, "X3": 0.36129, "Y3": 0.0508, "X4": 0.33032, "Y4": 0.0508, "page": 0, "Index": 21}, {"Word": "backward", "Confidence": 0.885, "X1": 0.36774, "Y1": 0.0402, "X2": 0.43226, "Y2": 0.04, "X3": 0.43226, "Y3": 0.0508, "X4": 0.36774, "Y4": 0.0508, "page": 0, "Index": 22}, {"Word": "to", "Confidence": 1, "X1": 0.44, "Y1": 0.0402, "X2": 0.45548, "Y2": 0.04, "X3": 0.45548, "Y3": 0.0508, "X4": 0.44, "Y4": 0.0508, "page": 0, "Index": 23}, {"Word": "nego-", "Confidence": 0.805, "X1": 0.46194, "Y1": 0.0412, "X2": 0.50065, "Y2": 0.041, "X3": 0.50065, "Y3": 0.0508, "X4": 0.46194, "Y4": 0.0508, "page": 0, "Index": 24}, {"Word": "tiate", "Confidence": 0.884, "X1": 0.29419, "Y1": 0.0502, "X2": 0.32387, "Y2": 0.05, "X3": 0.32387, "Y3": 0.0608, "X4": 0.29419, "Y4": 0.0608, "page": 0, "Index": 25}, {"Word": "with", "Confidence": 0.983, "X1": 0.32645, "Y1": 0.0502, "X2": 0.35484, "Y2": 0.05, "X3": 0.35484, "Y3": 0.0608, "X4": 0.32645, "Y4": 0.0608, "page": 0, "Index": 26}, {"Word": "any", "Confidence": 0.996, "X1": 0.35871, "Y1": 0.0502, "X2": 0.38194, "Y2": 0.05, "X3": 0.38194, "Y3": 0.0608, "X4": 0.35871, "Y4": 0.0608, "page": 0, "Index": 27}, {"Word": "restaurant", "Confidence": 0.965, "X1": 0.3871, "Y1": 0.0512, "X2": 0.45548, "Y2": 0.051, "X3": 0.45548, "Y3": 0.0618, "X4": 0.3871, "Y4": 0.0608, "page": 0, "Index": 28}, {"Word": "owner", "Confidence": 0.666, "X1": 0.45806, "Y1": 0.0522, "X2": 0.49935, "Y2": 0.052, "X3": 0.49806, "Y3": 0.0618, "X4": 0.45806, "Y4": 0.0618, "page": 0, "Index": 29}, {"Word": "who", "Confidence": 0.992, "X1": 0.29548, "Y1": 0.0612, "X2": 0.32258, "Y2": 0.061, "X3": 0.32129, "Y3": 0.0718, "X4": 0.29419, "Y4": 0.0718, "page": 0, "Index": 30}, {"Word": "anticipates", "Confidence": 0.888, "X1": 0.32774, "Y1": 0.0612, "X2": 0.41032, "Y2": 0.061, "X3": 0.41032, "Y3": 0.0718, "X4": 0.32774, "Y4": 0.0718, "page": 0, "Index": 31}, {"Word": "a", "Confidence": 0.955, "X1": 0.41677, "Y1": 0.0602, "X2": 0.42452, "Y2": 0.06, "X3": 0.42452, "Y3": 0.0718, "X4": 0.41548, "Y4": 0.0718, "page": 0, "Index": 32}, {"Word": "financial", "Confidence": 0.662, "X1": 0.43097, "Y1": 0.0602, "X2": 0.49935, "Y2": 0.06, "X3": 0.49935, "Y3": 0.0718, "X4": 0.43097, "Y4": 0.0718, "page": 0, "Index": 33}, {"Word": "hardship", "Confidence": 0.981, "X1": 0.29548, "Y1": 0.0712, "X2": 0.34968, "Y2": 0.071, "X3": 0.34839, "Y3": 0.0818, "X4": 0.29419, "Y4": 0.0818, "page": 0, "Index": 34}, {"Word": "because", "Confidence": 0.991, "X1": 0.35226, "Y1": 0.0712, "X2": 0.40516, "Y2": 0.071, "X3": 0.40516, "Y3": 0.0818, "X4": 0.35097, "Y4": 0.0818, "page": 0, "Index": 35}, {"Word": "of", "Confidence": 0.884, "X1": 0.40903, "Y1": 0.0712, "X2": 0.42323, "Y2": 0.071, "X3": 0.42194, "Y3": 0.0818, "X4": 0.40774, "Y4": 0.0818, "page": 0, "Index": 36}, {"Word": "the", "Confidence": 0.998, "X1": 0.42581, "Y1": 0.0712, "X2": 0.44774, "Y2": 0.071, "X3": 0.44774, "Y3": 0.0818, "X4": 0.42581, "Y4": 0.0818, "page": 0, "Index": 37}, {"Word": "reguls-", "Confidence": 0.614, "X1": 0.45161, "Y1": 0.0712, "X2": 0.49935, "Y2": 0.071, "X3": 0.49935, "Y3": 0.0818, "X4": 0.45161, "Y4": 0.0818, "page": 0, "Index": 38}, {"Word": "tion", "Confidence": 0.888, "X1": 0.29419, "Y1": 0.0812, "X2": 0.31742, "Y2": 0.081, "X3": 0.31742, "Y3": 0.0918, "X4": 0.29419, "Y4": 0.0918, "page": 0, "Index": 39}, {"Word": "and", "Confidence": 0.998, "X1": 0.32516, "Y1": 0.0812, "X2": 0.34968, "Y2": 0.081, "X3": 0.34839, "Y3": 0.0918, "X4": 0.32516, "Y4": 0.0918, "page": 0, "Index": 40}, {"Word": "would", "Confidence": 0.997, "X1": 0.35742, "Y1": 0.0812, "X2": 0.39613, "Y2": 0.081, "X3": 0.39484, "Y3": 0.0918, "X4": 0.35613, "Y4": 0.0918, "page": 0, "Index": 41}, {"Word": "advise", "Confidence": 0.627, "X1": 0.40387, "Y1": 0.0812, "X2": 0.44645, "Y2": 0.081, "X3": 0.44516, "Y3": 0.0928, "X4": 0.40258, "Y4": 0.0918, "page": 0, "Index": 42}, {"Word": "restau-", "Confidence": 0.613, "X1": 0.4529, "Y1": 0.0822, "X2": 0.50323, "Y2": 0.082, "X3": 0.50194, "Y3": 0.0928, "X4": 0.45161, "Y4": 0.0928, "page": 0, "Index": 43}, {"Word": "rant", "Confidence": 0.934, "X1": 0.29419, "Y1": 0.0922, "X2": 0.32129, "Y2": 0.092, "X3": 0.32129, "Y3": 0.1028, "X4": 0.2929, "Y4": 0.1038, "page": 0, "Index": 44}, {"Word": "owners", "Confidence": 0.991, "X1": 0.32516, "Y1": 0.0922, "X2": 0.3729, "Y2": 0.092, "X3": 0.37161, "Y3": 0.1028, "X4": 0.32387, "Y4": 0.1028, "page": 0, "Index": 45}, {"Word": "to", "Confidence": 0.88, "X1": 0.37677, "Y1": 0.0922, "X2": 0.38968, "Y2": 0.092, "X3": 0.38968, "Y3": 0.1028, "X4": 0.37548, "Y4": 0.1028, "page": 0, "Index": 46}, {"Word": "employ", "Confidence": 0.991, "X1": 0.39355, "Y1": 0.0922, "X2": 0.44258, "Y2": 0.092, "X3": 0.44129, "Y3": 0.1018, "X4": 0.39355, "Y4": 0.1028, "page": 0, "Index": 47}, {"Word": "discreet", "Confidence": 0.852, "X1": 0.44645, "Y1": 0.0912, "X2": 0.50065, "Y2": 0.091, "X3": 0.50065, "Y3": 0.1018, "X4": 0.44645, "Y4": 0.1018, "page": 0, "Index": 48}, {"Word": "measures", "Confidence": 0.632, "X1": 0.29548, "Y1": 0.1022, "X2": 0.35484, "Y2": 0.102, "X3": 0.35484, "Y3": 0.1128, "X4": 0.29548, "Y4": 0.1128, "page": 0, "Index": 49}, {"Word": "in", "Confidence": 0.997, "X1": 0.35742, "Y1": 0.1022, "X2": 0.37161, "Y2": 0.102, "X3": 0.37161, "Y3": 0.1128, "X4": 0.35742, "Y4": 0.1128, "page": 0, "Index": 50}, {"Word": "dealing", "Confidence": 0.574, "X1": 0.37419, "Y1": 0.1022, "X2": 0.42323, "Y2": 0.102, "X3": 0.42323, "Y3": 0.1128, "X4": 0.37419, "Y4": 0.1128, "page": 0, "Index": 51}, {"Word": "with", "Confidence": 0.991, "X1": 0.42839, "Y1": 0.1022, "X2": 0.45548, "Y2": 0.102, "X3": 0.45548, "Y3": 0.1128, "X4": 0.4271, "Y4": 0.1128, "page": 0, "Index": 52}, {"Word": "&", "Confidence": 0.011, "X1": 0.46065, "Y1": 0.1022, "X2": 0.46839, "Y2": 0.102, "X3": 0.4671, "Y3": 0.1128, "X4": 0.45935, "Y4": 0.1128, "page": 0, "Index": 53}, {"Word": "vip-", "Confidence": 0.798, "X1": 0.47355, "Y1": 0.1032, "X2": 0.50194, "Y2": 0.103, "X3": 0.50194, "Y3": 0.1138, "X4": 0.47355, "Y4": 0.1128, "page": 0, "Index": 54}, {"Word": "Istor", "Confidence": 0.643, "X1": 0.29419, "Y1": 0.1132, "X2": 0.32387, "Y2": 0.113, "X3": 0.32387, "Y3": 0.1228, "X4": 0.29419, "Y4": 0.1228, "page": 0, "Index": 55}, {"Word": "of", "Confidence": 0.997, "X1": 0.32645, "Y1": 0.1132, "X2": 0.33935, "Y2": 0.113, "X3": 0.33935, "Y3": 0.1238, "X4": 0.32645, "Y4": 0.1228, "page": 0, "Index": 56}, {"Word": "the", "Confidence": 0.658, "X1": 0.34194, "Y1": 0.1132, "X2": 0.36387, "Y2": 0.113, "X3": 0.36258, "Y3": 0.1238, "X4": 0.34194, "Y4": 0.1238, "page": 0, "Index": 57}, {"Word": "smoking", "Confidence": 0.9, "X1": 0.36645, "Y1": 0.1132, "X2": 0.42065, "Y2": 0.113, "X3": 0.42065, "Y3": 0.1238, "X4": 0.36516, "Y4": 0.1238, "page": 0, "Index": 58}, {"Word": "code.", "Confidence": 0.854, "X1": 0.42323, "Y1": 0.1142, "X2": 0.46065, "Y2": 0.114, "X3": 0.46065, "Y3": 0.1238, "X4": 0.42323, "Y4": 0.1238, "page": 0, "Index": 59}, {"Word": "\"I", "Confidence": 0.808, "X1": 0.30581, "Y1": 0.1292, "X2": 0.32258, "Y2": 0.129, "X3": 0.32129, "Y3": 0.1398, "X4": 0.30581, "Y4": 0.1398, "page": 0, "Index": 60}, {"Word": "don't", "Confidence": 0.991, "X1": 0.32774, "Y1": 0.1292, "X2": 0.36516, "Y2": 0.129, "X3": 0.36387, "Y3": 0.1398, "X4": 0.32774, "Y4": 0.1398, "page": 0, "Index": 61}, {"Word": "see", "Confidence": 0.907, "X1": 0.36903, "Y1": 0.1292, "X2": 0.39097, "Y2": 0.129, "X3": 0.38968, "Y3": 0.1398, "X4": 0.36774, "Y4": 0.1398, "page": 0, "Index": 62}, {"Word": "this", "Confidence": 0.787, "X1": 0.39742, "Y1": 0.1292, "X2": 0.42452, "Y2": 0.129, "X3": 0.42452, "Y3": 0.1398, "X4": 0.39742, "Y4": 0.1398, "page": 0, "Index": 63}, {"Word": "as", "Confidence": 0.726, "X1": 0.43097, "Y1": 0.1302, "X2": 0.44774, "Y2": 0.13, "X3": 0.44645, "Y3": 0.1408, "X4": 0.42968, "Y4": 0.1408, "page": 0, "Index": 64}, {"Word": "an", "Confidence": 0.998, "X1": 0.4529, "Y1": 0.1312, "X2": 0.46968, "Y2": 0.131, "X3": 0.46839, "Y3": 0.1408, "X4": 0.4529, "Y4": 0.1408, "page": 0, "Index": 65}, {"Word": "en-", "Confidence": 0.803, "X1": 0.47742, "Y1": 0.1322, "X2": 0.50194, "Y2": 0.132, "X3": 0.50065, "Y3": 0.1418, "X4": 0.47613, "Y4": 0.1418, "page": 0, "Index": 66}, {"Word": "forcement-type", "Confidence": 0.7, "X1": 0.29548, "Y1": 0.1402, "X2": 0.39355, "Y2": 0.14, "X3": 0.39226, "Y3": 0.1508, "X4": 0.29419, "Y4": 0.1498, "page": 0, "Index": 67}, {"Word": "regulation.", "Confidence": 0.789, "X1": 0.39742, "Y1": 0.1392, "X2": 0.47097, "Y2": 0.139, "X3": 0.46968, "Y3": 0.1508, "X4": 0.39613, "Y4": 0.1508, "page": 0, "Index": 68}, {"Word": "..", "Confidence": 0.688, "X1": 0.47484, "Y1": 0.1392, "X2": 0.48774, "Y2": 0.139, "X3": 0.48774, "Y3": 0.1508, "X4": 0.47355, "Y4": 0.1508, "page": 0, "Index": 69}, {"Word": "L.'", "Confidence": 0.631, "X1": 0.49161, "Y1": 0.1382, "X2": 0.51097, "Y2": 0.138, "X3": 0.50968, "Y3": 0.1508, "X4": 0.49032, "Y4": 0.1508, "page": 0, "Index": 70}, {"Word": "see", "Confidence": 0.863, "X1": 0.29419, "Y1": 0.1502, "X2": 0.31484, "Y2": 0.15, "X3": 0.31484, "Y3": 0.1608, "X4": 0.29419, "Y4": 0.1608, "page": 0, "Index": 71}, {"Word": "this", "Confidence": 0.825, "X1": 0.32, "Y1": 0.1502, "X2": 0.3471, "Y2": 0.15, "X3": 0.3471, "Y3": 0.1608, "X4": 0.32, "Y4": 0.1608, "page": 0, "Index": 72}, {"Word": "more", "Confidence": 0.991, "X1": 0.35097, "Y1": 0.1502, "X2": 0.38452, "Y2": 0.15, "X3": 0.38452, "Y3": 0.1608, "X4": 0.35097, "Y4": 0.1608, "page": 0, "Index": 73}, {"Word": "as", "Confidence": 0.996, "X1": 0.39226, "Y1": 0.1502, "X2": 0.40774, "Y2": 0.15, "X3": 0.40774, "Y3": 0.1608, "X4": 0.39226, "Y4": 0.1608, "page": 0, "Index": 74}, {"Word": "essentially", "Confidence": 0.806, "X1": 0.41419, "Y1": 0.1502, "X2": 0.48258, "Y2": 0.15, "X3": 0.48129, "Y3": 0.1608, "X4": 0.41419, "Y4": 0.1608, "page": 0, "Index": 75}, {"Word": "&", "Confidence": 0.063, "X1": 0.48903, "Y1": 0.1502, "X2": 0.49677, "Y2": 0.15, "X3": 0.49677, "Y3": 0.1608, "X4": 0.48774, "Y4": 0.1608, "page": 0, "Index": 76}, {"Word": "matter", "Confidence": 0.928, "X1": 0.29419, "Y1": 0.1602, "X2": 0.33806, "Y2": 0.16, "X3": 0.33806, "Y3": 0.1708, "X4": 0.29419, "Y4": 0.1708, "page": 0, "Index": 77}, {"Word": "of", "Confidence": 0.998, "X1": 0.34581, "Y1": 0.1602, "X2": 0.36129, "Y2": 0.16, "X3": 0.36129, "Y3": 0.1708, "X4": 0.34581, "Y4": 0.1708, "page": 0, "Index": 78}, {"Word": "education", "Confidence": 0.722, "X1": 0.36774, "Y1": 0.1612, "X2": 0.42968, "Y2": 0.161, "X3": 0.42839, "Y3": 0.1718, "X4": 0.36645, "Y4": 0.1708, "page": 0, "Index": 79}, {"Word": "and", "Confidence": 0.853, "X1": 0.43871, "Y1": 0.1612, "X2": 0.46323, "Y2": 0.161, "X3": 0.46194, "Y3": 0.1718, "X4": 0.43742, "Y4": 0.1718, "page": 0, "Index": 80}, {"Word": "-per-", "Confidence": 0.825, "X1": 0.4671, "Y1": 0.1622, "X2": 0.50194, "Y2": 0.162, "X3": 0.49935, "Y3": 0.1728, "X4": 0.46581, "Y4": 0.1718, "page": 0, "Index": 81}, {"Word": "sunsion,\"", "Confidence": 0.484, "X1": 0.29419, "Y1": 0.1702, "X2": 0.35226, "Y2": 0.17, "X3": 0.35226, "Y3": 0.1818, "X4": 0.29419, "Y4": 0.1808, "page": 0, "Index": 82}, {"Word": "Flagg", "Confidence": 0.94, "X1": 0.35742, "Y1": 0.1712, "X2": 0.39355, "Y2": 0.171, "X3": 0.39355, "Y3": 0.1818, "X4": 0.35613, "Y4": 0.1818, "page": 0, "Index": 83}, {"Word": "said.", "Confidence": 0.652, "X1": 0.39613, "Y1": 0.1722, "X2": 0.43226, "Y2": 0.172, "X3": 0.43226, "Y3": 0.1828, "X4": 0.39613, "Y4": 0.1818, "page": 0, "Index": 84}, {"Word": ".", "Confidence": 0.925, "X1": 0.43484, "Y1": 0.1722, "X2": 0.44258, "Y2": 0.172, "X3": 0.44258, "Y3": 0.1828, "X4": 0.43484, "Y4": 0.1828, "page": 0, "Index": 85}, {"Word": "But", "Confidence": 0.998, "X1": 0.3071, "Y1": 0.1862, "X2": 0.33161, "Y2": 0.186, "X3": 0.33032, "Y3": 0.1978, "X4": 0.30581, "Y4": 0.1978, "page": 0, "Index": 86}, {"Word": "he", "Confidence": 0.851, "X1": 0.33419, "Y1": 0.1862, "X2": 0.35226, "Y2": 0.186, "X3": 0.35226, "Y3": 0.1978, "X4": 0.33419, "Y4": 0.1978, "page": 0, "Index": 87}, {"Word": "added", "Confidence": 0.997, "X1": 0.35742, "Y1": 0.1862, "X2": 0.39613, "Y2": 0.186, "X3": 0.39484, "Y3": 0.1978, "X4": 0.35613, "Y4": 0.1978, "page": 0, "Index": 88}, {"Word": "that", "Confidence": 0.988, "X1": 0.4, "Y1": 0.1852, "X2": 0.42968, "Y2": 0.185, "X3": 0.42968, "Y3": 0.1968, "X4": 0.4, "Y4": 0.1978, "page": 0, "Index": 89}, {"Word": "the", "Confidence": 0.991, "X1": 0.43226, "Y1": 0.1852, "X2": 0.45548, "Y2": 0.185, "X3": 0.45548, "Y3": 0.1968, "X4": 0.43226, "Y4": 0.1968, "page": 0, "Index": 90}, {"Word": "board\"", "Confidence": 0.602, "X1": 0.45935, "Y1": 0.1832, "X2": 0.50968, "Y2": 0.183, "X3": 0.50839, "Y3": 0.1968, "X4": 0.45935, "Y4": 0.1968, "page": 0, "Index": 91}, {"Word": "considers", "Confidence": 0.941, "X1": 0.29677, "Y1": 0.1982, "X2": 0.35355, "Y2": 0.198, "X3": 0.35355, "Y3": 0.2078, "X4": 0.29677, "Y4": 0.2078, "page": 0, "Index": 92}, {"Word": "the", "Confidence": 0.998, "X1": 0.36387, "Y1": 0.1982, "X2": 0.38452, "Y2": 0.198, "X3": 0.38323, "Y3": 0.2088, "X4": 0.36258, "Y4": 0.2078, "page": 0, "Index": 93}, {"Word": "measure", "Confidence": 0.97, "X1": 0.39355, "Y1": 0.1982, "X2": 0.45032, "Y2": 0.198, "X3": 0.45032, "Y3": 0.2088, "X4": 0.39355, "Y4": 0.2088, "page": 0, "Index": 94}, {"Word": "&", "Confidence": 0.623, "X1": 0.46065, "Y1": 0.1982, "X2": 0.46968, "Y2": 0.198, "X3": 0.46839, "Y3": 0.2088, "X4": 0.46065, "Y4": 0.2088, "page": 0, "Index": 95}, {"Word": "re-", "Confidence": 0.834, "X1": 0.47871, "Y1": 0.1982, "X2": 0.50194, "Y2": 0.198, "X3": 0.50065, "Y3": 0.2088, "X4": 0.47871, "Y4": 0.2088, "page": 0, "Index": 96}, {"Word": "sponse", "Confidence": 0.962, "X1": 0.29419, "Y1": 0.2072, "X2": 0.33548, "Y2": 0.207, "X3": 0.33548, "Y3": 0.2188, "X4": 0.29419, "Y4": 0.2188, "page": 0, "Index": 97}, {"Word": "to", "Confidence": 0.998, "X1": 0.33806, "Y1": 0.2072, "X2": 0.35097, "Y2": 0.207, "X3": 0.35097, "Y3": 0.2188, "X4": 0.33806, "Y4": 0.2188, "page": 0, "Index": 98}, {"Word": "a", "Confidence": 0.994, "X1": 0.35484, "Y1": 0.2072, "X2": 0.36258, "Y2": 0.207, "X3": 0.36258, "Y3": 0.2188, "X4": 0.35484, "Y4": 0.2188, "page": 0, "Index": 99}, {"Word": "serious", "Confidence": 0.629, "X1": 0.36516, "Y1": 0.2072, "X2": 0.41161, "Y2": 0.207, "X3": 0.41161, "Y3": 0.2188, "X4": 0.36516, "Y4": 0.2188, "page": 0, "Index": 100}, {"Word": "public", "Confidence": 0.636, "X1": 0.41548, "Y1": 0.2072, "X2": 0.45419, "Y2": 0.207, "X3": 0.4529, "Y3": 0.2188, "X4": 0.41419, "Y4": 0.2188, "page": 0, "Index": 101}, {"Word": "health", "Confidence": 0.623, "X1": 0.45677, "Y1": 0.2072, "X2": 0.49806, "Y2": 0.207, "X3": 0.49806, "Y3": 0.2188, "X4": 0.45677, "Y4": 0.2188, "page": 0, "Index": 102}, {"Word": "Issue.", "Confidence": 0.309, "X1": 0.29419, "Y1": 0.2182, "X2": 0.32774, "Y2": 0.218, "X3": 0.32774, "Y3": 0.2288, "X4": 0.29419, "Y4": 0.2288, "page": 0, "Index": 103}, {"Word": "\"I", "Confidence": 0.617, "X1": 0.3071, "Y1": 0.2342, "X2": 0.32129, "Y2": 0.234, "X3": 0.32129, "Y3": 0.2448, "X4": 0.3071, "Y4": 0.2448, "page": 0, "Index": 104}, {"Word": "think", "Confidence": 0.991, "X1": 0.32387, "Y1": 0.2332, "X2": 0.35871, "Y2": 0.233, "X3": 0.35742, "Y3": 0.2448, "X4": 0.32387, "Y4": 0.2448, "page": 0, "Index": 105}, {"Word": "we're", "Confidence": 0.995, "X1": 0.36129, "Y1": 0.2332, "X2": 0.39742, "Y2": 0.233, "X3": 0.39742, "Y3": 0.2458, "X4": 0.36129, "Y4": 0.2448, "page": 0, "Index": 106}, {"Word": "talking", "Confidence": 0.85, "X1": 0.4, "Y1": 0.2332, "X2": 0.44516, "Y2": 0.233, "X3": 0.44516, "Y3": 0.2458, "X4": 0.4, "Y4": 0.2458, "page": 0, "Index": 107}, {"Word": "about", "Confidence": 0.994, "X1": 0.44903, "Y1": 0.2342, "X2": 0.48516, "Y2": 0.234, "X3": 0.48516, "Y3": 0.2458, "X4": 0.44903, "Y4": 0.2458, "page": 0, "Index": 108}, {"Word": "a", "Confidence": 0.995, "X1": 0.48903, "Y1": 0.2342, "X2": 0.49806, "Y2": 0.234, "X3": 0.49806, "Y3": 0.2458, "X4": 0.48903, "Y4": 0.2458, "page": 0, "Index": 109}, {"Word": "pubife", "Confidence": 0.664, "X1": 0.29677, "Y1": 0.2452, "X2": 0.3329, "Y2": 0.245, "X3": 0.3329, "Y3": 0.2568, "X4": 0.29677, "Y4": 0.2568, "page": 0, "Index": 110}, {"Word": "health", "Confidence": 0.258, "X1": 0.33935, "Y1": 0.2452, "X2": 0.38065, "Y2": 0.245, "X3": 0.37935, "Y3": 0.2558, "X4": 0.33935, "Y4": 0.2568, "page": 0, "Index": 111}, {"Word": "Issue", "Confidence": 0.606, "X1": 0.3871, "Y1": 0.2452, "X2": 0.42194, "Y2": 0.245, "X3": 0.42065, "Y3": 0.2558, "X4": 0.3871, "Y4": 0.2558, "page": 0, "Index": 112}, {"Word": "here", "Confidence": 0.803, "X1": 0.42839, "Y1": 0.2452, "X2": 0.45806, "Y2": 0.245, "X3": 0.45806, "Y3": 0.2558, "X4": 0.42839, "Y4": 0.2558, "page": 0, "Index": 113}, {"Word": "-", "Confidence": 0.899, "X1": 0.46839, "Y1": 0.2452, "X2": 0.47613, "Y2": 0.245, "X3": 0.47484, "Y3": 0.2558, "X4": 0.4671, "Y4": 0.2558, "page": 0, "Index": 114}, {"Word": "it,", "Confidence": 0.808, "X1": 0.48645, "Y1": 0.2452, "X2": 0.50839, "Y2": 0.245, "X3": 0.5071, "Y3": 0.2558, "X4": 0.48516, "Y4": 0.2558, "page": 0, "Index": 115}, {"Word": "transcends", "Confidence": 0.666, "X1": 0.29419, "Y1": 0.2562, "X2": 0.36258, "Y2": 0.256, "X3": 0.36387, "Y3": 0.2668, "X4": 0.29548, "Y4": 0.2678, "page": 0, "Index": 116}, {"Word": "personal", "Confidence": 0.629, "X1": 0.36645, "Y1": 0.2562, "X2": 0.42323, "Y2": 0.256, "X3": 0.42452, "Y3": 0.2668, "X4": 0.36645, "Y4": 0.2668, "page": 0, "Index": 117}, {"Word": "opinions", "Confidence": 0.611, "X1": 0.4271, "Y1": 0.2562, "X2": 0.48129, "Y2": 0.256, "X3": 0.48129, "Y3": 0.2668, "X4": 0.4271, "Y4": 0.2668, "page": 0, "Index": 118}, {"Word": "of", "Confidence": 0.941, "X1": 0.48387, "Y1": 0.2562, "X2": 0.50065, "Y2": 0.256, "X3": 0.50065, "Y3": 0.2668, "X4": 0.48387, "Y4": 0.2668, "page": 0, "Index": 119}, {"Word": "people,\"", "Confidence": 0.662, "X1": 0.29419, "Y1": 0.2662, "X2": 0.3471, "Y2": 0.266, "X3": 0.34581, "Y3": 0.2768, "X4": 0.29419, "Y4": 0.2768, "page": 0, "Index": 120}, {"Word": "he", "Confidence": 0.941, "X1": 0.34968, "Y1": 0.2662, "X2": 0.36645, "Y2": 0.266, "X3": 0.36645, "Y3": 0.2768, "X4": 0.34968, "Y4": 0.2768, "page": 0, "Index": 121}, {"Word": "said.", "Confidence": 0.677, "X1": 0.37032, "Y1": 0.2662, "X2": 0.40258, "Y2": 0.266, "X3": 0.40129, "Y3": 0.2768, "X4": 0.36903, "Y4": 0.2768, "page": 0, "Index": 122}, {"Word": "\"The", "Confidence": 0.849, "X1": 0.40516, "Y1": 0.2662, "X2": 0.43871, "Y2": 0.266, "X3": 0.43871, "Y3": 0.2768, "X4": 0.40387, "Y4": 0.2768, "page": 0, "Index": 123}, {"Word": "Board", "Confidence": 0.882, "X1": 0.44129, "Y1": 0.2662, "X2": 0.48129, "Y2": 0.266, "X3": 0.48, "Y3": 0.2768, "X4": 0.44129, "Y4": 0.2768, "page": 0, "Index": 124}, {"Word": "of", "Confidence": 0.936, "X1": 0.48516, "Y1": 0.2662, "X2": 0.50065, "Y2": 0.266, "X3": 0.49935, "Y3": 0.2768, "X4": 0.48387, "Y4": 0.2768, "page": 0, "Index": 125}, {"Word": "Health", "Confidence": 1, "X1": 0.29548, "Y1": 0.2762, "X2": 0.33548, "Y2": 0.276, "X3": 0.33419, "Y3": 0.2868, "X4": 0.29419, "Y4": 0.2868, "page": 0, "Index": 126}, {"Word": "is", "Confidence": 1, "X1": 0.33806, "Y1": 0.2762, "X2": 0.35097, "Y2": 0.276, "X3": 0.34968, "Y3": 0.2868, "X4": 0.33806, "Y4": 0.2868, "page": 0, "Index": 127}, {"Word": "not", "Confidence": 1, "X1": 0.35355, "Y1": 0.2762, "X2": 0.3729, "Y2": 0.276, "X3": 0.37161, "Y3": 0.2868, "X4": 0.35226, "Y4": 0.2868, "page": 0, "Index": 128}, {"Word": "putting", "Confidence": 0.318, "X1": 0.37548, "Y1": 0.2762, "X2": 0.42323, "Y2": 0.276, "X3": 0.42194, "Y3": 0.2868, "X4": 0.37548, "Y4": 0.2868, "page": 0, "Index": 129}, {"Word": "this", "Confidence": 1, "X1": 0.42581, "Y1": 0.2762, "X2": 0.45032, "Y2": 0.276, "X3": 0.44903, "Y3": 0.2868, "X4": 0.42452, "Y4": 0.2868, "page": 0, "Index": 130}, {"Word": "into", "Confidence": 0.971, "X1": 0.4529, "Y1": 0.2752, "X2": 0.47871, "Y2": 0.275, "X3": 0.47742, "Y3": 0.2858, "X4": 0.45161, "Y4": 0.2868, "page": 0, "Index": 131}, {"Word": "ef", "Confidence": 0.713, "X1": 0.48129, "Y1": 0.2752, "X2": 0.49161, "Y2": 0.275, "X3": 0.49161, "Y3": 0.2858, "X4": 0.48, "Y4": 0.2858, "page": 0, "Index": 132}, {"Word": "-.", "Confidence": 0.901, "X1": 0.49548, "Y1": 0.2742, "X2": 0.51355, "Y2": 0.274, "X3": 0.51226, "Y3": 0.2858, "X4": 0.49419, "Y4": 0.2858, "page": 0, "Index": 133}, {"Word": "fect", "Confidence": 0.981, "X1": 0.29548, "Y1": 0.2872, "X2": 0.32, "Y2": 0.287, "X3": 0.32, "Y3": 0.2978, "X4": 0.29548, "Y4": 0.2978, "page": 0, "Index": 134}, {"Word": "as", "Confidence": 0.997, "X1": 0.32387, "Y1": 0.2872, "X2": 0.34065, "Y2": 0.287, "X3": 0.34065, "Y3": 0.2978, "X4": 0.32387, "Y4": 0.2978, "page": 0, "Index": 135}, {"Word": "a", "Confidence": 0.684, "X1": 0.34452, "Y1": 0.2872, "X2": 0.35355, "Y2": 0.287, "X3": 0.35355, "Y3": 0.2978, "X4": 0.34581, "Y4": 0.2978, "page": 0, "Index": 136}, {"Word": "convenience", "Confidence": 0.649, "X1": 0.36, "Y1": 0.2872, "X2": 0.43871, "Y2": 0.287, "X3": 0.43871, "Y3": 0.2978, "X4": 0.36, "Y4": 0.2978, "page": 0, "Index": 137}, {"Word": "thing", "Confidence": 0.994, "X1": 0.44387, "Y1": 0.2872, "X2": 0.47871, "Y2": 0.287, "X3": 0.47871, "Y3": 0.2978, "X4": 0.44516, "Y4": 0.2978, "page": 0, "Index": 138}, {"Word": "-.", "Confidence": 0.739, "X1": 0.48516, "Y1": 0.2862, "X2": 0.50581, "Y2": 0.286, "X3": 0.5071, "Y3": 0.2978, "X4": 0.48645, "Y4": 0.2978, "page": 0, "Index": 139}, {"Word": "It's", "Confidence": 0.972, "X1": 0.29419, "Y1": 0.2962, "X2": 0.31742, "Y2": 0.296, "X3": 0.31742, "Y3": 0.3068, "X4": 0.29419, "Y4": 0.3068, "page": 0, "Index": 140}, {"Word": "because.", "Confidence": 0.655, "X1": 0.32, "Y1": 0.2972, "X2": 0.38323, "Y2": 0.297, "X3": 0.38323, "Y3": 0.3078, "X4": 0.32, "Y4": 0.3068, "page": 0, "Index": 141}, {"Word": ".", "Confidence": 0.991, "X1": 0.38581, "Y1": 0.2972, "X2": 0.39355, "Y2": 0.297, "X3": 0.39355, "Y3": 0.3078, "X4": 0.38581, "Y4": 0.3078, "page": 0, "Index": 142}, {"Word": "nized", "Confidence": 0.955, "X1": 0.2929, "Y1": 0.3072, "X2": 0.33161, "Y2": 0.307, "X3": 0.33161, "Y3": 0.3178, "X4": 0.29161, "Y4": 0.3178, "page": 0, "Index": 143}, {"Word": ".", "Confidence": 0.933, "X1": 0.39613, "Y1": 0.2982, "X2": 0.40258, "Y2": 0.298, "X3": 0.40258, "Y3": 0.3088, "X4": 0.39613, "Y4": 0.3078, "page": 0, "Index": 144}, {"Word": "of", "Confidence": 0.997, "X1": 0.40516, "Y1": 0.2982, "X2": 0.42065, "Y2": 0.298, "X3": 0.42065, "Y3": 0.3088, "X4": 0.40516, "Y4": 0.3088, "page": 0, "Index": 145}, {"Word": "the", "Confidence": 0.998, "X1": 0.42452, "Y1": 0.2982, "X2": 0.44774, "Y2": 0.298, "X3": 0.44774, "Y3": 0.3088, "X4": 0.42452, "Y4": 0.3088, "page": 0, "Index": 146}, {"Word": "recog-\"", "Confidence": 0.61, "X1": 0.45161, "Y1": 0.2982, "X2": 0.50839, "Y2": 0.298, "X3": 0.50839, "Y3": 0.3098, "X4": 0.45161, "Y4": 0.3088, "page": 0, "Index": 147}, {"Word": "dangers", "Confidence": 0.996, "X1": 0.33677, "Y1": 0.3072, "X2": 0.39742, "Y2": 0.307, "X3": 0.39742, "Y3": 0.3188, "X4": 0.33677, "Y4": 0.3188, "page": 0, "Index": 148}, {"Word": "of", "Confidence": 0.998, "X1": 0.40129, "Y1": 0.3072, "X2": 0.41806, "Y2": 0.307, "X3": 0.41806, "Y3": 0.3188, "X4": 0.40129, "Y4": 0.3188, "page": 0, "Index": 149}, {"Word": "(cigarette\"", "Confidence": 0.795, "X1": 0.42194, "Y1": 0.3062, "X2": 0.50839, "Y2": 0.306, "X3": 0.50839, "Y3": 0.3188, "X4": 0.42065, "Y4": 0.3188, "page": 0, "Index": 150}, {"Word": "smoke", "Confidence": 0.886, "X1": 0.29419, "Y1": 0.3192, "X2": 0.33548, "Y2": 0.319, "X3": 0.33419, "Y3": 0.3288, "X4": 0.2929, "Y4": 0.3288, "page": 0, "Index": 151}, {"Word": "on", "Confidence": 0.997, "X1": 0.33806, "Y1": 0.3192, "X2": 0.35355, "Y2": 0.319, "X3": 0.35226, "Y3": 0.3288, "X4": 0.33677, "Y4": 0.3288, "page": 0, "Index": 152}, {"Word": "non-smokers).\"", "Confidence": 0.699, "X1": 0.35613, "Y1": 0.3182, "X2": 0.45677, "Y2": 0.318, "X3": 0.45419, "Y3": 0.3288, "X4": 0.35484, "Y4": 0.3288, "page": 0, "Index": 153}, {"Word": "In", "Confidence": 0.997, "X1": 0.30581, "Y1": 0.3342, "X2": 0.32129, "Y2": 0.334, "X3": 0.32129, "Y3": 0.3448, "X4": 0.30581, "Y4": 0.3448, "page": 0, "Index": 154}, {"Word": "an", "Confidence": 0.971, "X1": 0.32645, "Y1": 0.3342, "X2": 0.34065, "Y2": 0.334, "X3": 0.34065, "Y3": 0.3458, "X4": 0.32645, "Y4": 0.3448, "page": 0, "Index": 155}, {"Word": "Informal", "Confidence": 0.847, "X1": 0.34581, "Y1": 0.3342, "X2": 0.40387, "Y2": 0.334, "X3": 0.40387, "Y3": 0.3458, "X4": 0.34581, "Y4": 0.3458, "page": 0, "Index": 156}, {"Word": "telephone", "Confidence": 0.602, "X1": 0.40645, "Y1": 0.3332, "X2": 0.46968, "Y2": 0.333, "X3": 0.46968, "Y3": 0.3448, "X4": 0.40645, "Y4": 0.3458, "page": 0, "Index": 157}, {"Word": "poll\"", "Confidence": 0.692, "X1": 0.47355, "Y1": 0.3332, "X2": 0.50968, "Y2": 0.333, "X3": 0.50968, "Y3": 0.3438, "X4": 0.47355, "Y4": 0.3448, "page": 0, "Index": 158}, {"Word": "of", "Confidence": 0.992, "X1": 0.29419, "Y1": 0.3452, "X2": 0.30839, "Y2": 0.345, "X3": 0.30839, "Y3": 0.3568, "X4": 0.29419, "Y4": 0.3568, "page": 0, "Index": 159}, {"Word": "six", "Confidence": 0.918, "X1": 0.31097, "Y1": 0.3452, "X2": 0.33161, "Y2": 0.345, "X3": 0.33032, "Y3": 0.3558, "X4": 0.31097, "Y4": 0.3568, "page": 0, "Index": 160}, {"Word": "of", "Confidence": 0.932, "X1": 0.33548, "Y1": 0.3442, "X2": 0.34968, "Y2": 0.344, "X3": 0.34968, "Y3": 0.3558, "X4": 0.33548, "Y4": 0.3558, "page": 0, "Index": 161}, {"Word": "the", "Confidence": 0.998, "X1": 0.35226, "Y1": 0.3442, "X2": 0.37419, "Y2": 0.344, "X3": 0.37419, "Y3": 0.3558, "X4": 0.35226, "Y4": 0.3558, "page": 0, "Index": 162}, {"Word": "larger", "Confidence": 0.983, "X1": 0.37806, "Y1": 0.3442, "X2": 0.42065, "Y2": 0.344, "X3": 0.42065, "Y3": 0.3548, "X4": 0.37677, "Y4": 0.3558, "page": 0, "Index": 163}, {"Word": "restaurants,", "Confidence": 0.677, "X1": 0.42323, "Y1": 0.3462, "X2": 0.50839, "Y2": 0.346, "X3": 0.50839, "Y3": 0.3568, "X4": 0.42323, "Y4": 0.3548, "page": 0, "Index": 164}, {"Word": "in", "Confidence": 0.974, "X1": 0.2929, "Y1": 0.3542, "X2": 0.30839, "Y2": 0.354, "X3": 0.30839, "Y3": 0.3658, "X4": 0.29419, "Y4": 0.3648, "page": 0, "Index": 165}, {"Word": "Danvers,", "Confidence": 0.883, "X1": 0.31355, "Y1": 0.3552, "X2": 0.37419, "Y2": 0.355, "X3": 0.37419, "Y3": 0.3658, "X4": 0.31484, "Y4": 0.3658, "page": 0, "Index": 166}, {"Word": "it", "Confidence": 0.812, "X1": 0.37677, "Y1": 0.3552, "X2": 0.39226, "Y2": 0.355, "X3": 0.39226, "Y3": 0.3658, "X4": 0.37677, "Y4": 0.3658, "page": 0, "Index": 167}, {"Word": "was", "Confidence": 0.893, "X1": 0.39613, "Y1": 0.3552, "X2": 0.42323, "Y2": 0.355, "X3": 0.42323, "Y3": 0.3658, "X4": 0.39613, "Y4": 0.3658, "page": 0, "Index": 168}, {"Word": "discovered.", "Confidence": 0.73, "X1": 0.42968, "Y1": 0.3542, "X2": 0.50968, "Y2": 0.354, "X3": 0.50839, "Y3": 0.3648, "X4": 0.42839, "Y4": 0.3658, "page": 0, "Index": 169}, {"Word": "that", "Confidence": 0.986, "X1": 0.29419, "Y1": 0.3652, "X2": 0.32258, "Y2": 0.365, "X3": 0.32258, "Y3": 0.3758, "X4": 0.29419, "Y4": 0.3758, "page": 0, "Index": 170}, {"Word": "only", "Confidence": 0.946, "X1": 0.32645, "Y1": 0.3652, "X2": 0.35355, "Y2": 0.365, "X3": 0.35484, "Y3": 0.3758, "X4": 0.32645, "Y4": 0.3758, "page": 0, "Index": 171}, {"Word": "one", "Confidence": 0.85, "X1": 0.36, "Y1": 0.3652, "X2": 0.38323, "Y2": 0.365, "X3": 0.38323, "Y3": 0.3758, "X4": 0.36, "Y4": 0.3758, "page": 0, "Index": 172}, {"Word": "now", "Confidence": 0.685, "X1": 0.38968, "Y1": 0.3652, "X2": 0.41419, "Y2": 0.365, "X3": 0.41548, "Y3": 0.3758, "X4": 0.38968, "Y4": 0.3758, "page": 0, "Index": 173}, {"Word": "has", "Confidence": 0.668, "X1": 0.42323, "Y1": 0.3652, "X2": 0.44774, "Y2": 0.365, "X3": 0.44903, "Y3": 0.3758, "X4": 0.42323, "Y4": 0.3758, "page": 0, "Index": 174}, {"Word": "a", "Confidence": 0.273, "X1": 0.45419, "Y1": 0.3652, "X2": 0.46323, "Y2": 0.365, "X3": 0.46323, "Y3": 0.3758, "X4": 0.45419, "Y4": 0.3758, "page": 0, "Index": 175}, {"Word": "non", "Confidence": 0.901, "X1": 0.46839, "Y1": 0.3652, "X2": 0.49032, "Y2": 0.365, "X3": 0.49032, "Y3": 0.3768, "X4": 0.46968, "Y4": 0.3758, "page": 0, "Index": 176}, {"Word": "-.", "Confidence": 0.812, "X1": 0.4929, "Y1": 0.3652, "X2": 0.5071, "Y2": 0.365, "X3": 0.50839, "Y3": 0.3768, "X4": 0.49419, "Y4": 0.3768, "page": 0, "Index": 177}, {"Word": "smoking", "Confidence": 0.616, "X1": 0.29677, "Y1": 0.3762, "X2": 0.3471, "Y2": 0.376, "X3": 0.34839, "Y3": 0.3868, "X4": 0.29677, "Y4": 0.3868, "page": 0, "Index": 178}, {"Word": "section.", "Confidence": 0.597, "X1": 0.35742, "Y1": 0.3752, "X2": 0.41161, "Y2": 0.375, "X3": 0.41161, "Y3": 0.3868, "X4": 0.35871, "Y4": 0.3868, "page": 0, "Index": 179}, {"Word": "\"At", "Confidence": 0.489, "X1": 0.41419, "Y1": 0.3752, "X2": 0.43742, "Y2": 0.375, "X3": 0.43742, "Y3": 0.3858, "X4": 0.41419, "Y4": 0.3868, "page": 0, "Index": 180}, {"Word": "Denny's\"", "Confidence": 0.264, "X1": 0.44516, "Y1": 0.3742, "X2": 0.50968, "Y2": 0.374, "X3": 0.50968, "Y3": 0.3858, "X4": 0.44516, "Y4": 0.3858, "page": 0, "Index": 181}, {"Word": "Restaurant", "Confidence": 0.936, "X1": 0.29548, "Y1": 0.3862, "X2": 0.36645, "Y2": 0.386, "X3": 0.36645, "Y3": 0.3968, "X4": 0.29548, "Y4": 0.3948, "page": 0, "Index": 182}, {"Word": "on", "Confidence": 0.956, "X1": 0.36903, "Y1": 0.3862, "X2": 0.38581, "Y2": 0.386, "X3": 0.3871, "Y3": 0.3968, "X4": 0.37032, "Y4": 0.3968, "page": 0, "Index": 183}, {"Word": "Endicott", "Confidence": 0.671, "X1": 0.39355, "Y1": 0.3852, "X2": 0.45032, "Y2": 0.385, "X3": 0.45161, "Y3": 0.3968, "X4": 0.39355, "Y4": 0.3968, "page": 0, "Index": 184}, {"Word": "Street,\".", "Confidence": 0.153, "X1": 0.45419, "Y1": 0.3842, "X2": 0.51484, "Y2": 0.384, "X3": 0.51613, "Y3": 0.3938, "X4": 0.45548, "Y4": 0.3968, "page": 0, "Index": 185}, {"Word": "a", "Confidence": 0.866, "X1": 0.29548, "Y1": 0.3962, "X2": 0.30323, "Y2": 0.396, "X3": 0.30323, "Y3": 0.4068, "X4": 0.29548, "Y4": 0.4068, "page": 0, "Index": 186}, {"Word": "Denny's", "Confidence": 0.993, "X1": 0.30839, "Y1": 0.3962, "X2": 0.36129, "Y2": 0.396, "X3": 0.36129, "Y3": 0.4068, "X4": 0.30839, "Y4": 0.4068, "page": 0, "Index": 187}, {"Word": "chain", "Confidence": 0.719, "X1": 0.36516, "Y1": 0.3952, "X2": 0.40258, "Y2": 0.395, "X3": 0.40258, "Y3": 0.4068, "X4": 0.36516, "Y4": 0.4068, "page": 0, "Index": 188}, {"Word": "regulation", "Confidence": 0.944, "X1": 0.40774, "Y1": 0.3962, "X2": 0.47355, "Y2": 0.396, "X3": 0.47355, "Y3": 0.4068, "X4": 0.40774, "Y4": 0.4068, "page": 0, "Index": 189}, {"Word": "re-", "Confidence": 0.957, "X1": 0.47871, "Y1": 0.3962, "X2": 0.50194, "Y2": 0.396, "X3": 0.50194, "Y3": 0.4068, "X4": 0.47871, "Y4": 0.4068, "page": 0, "Index": 190}, {"Word": "quires", "Confidence": 0.614, "X1": 0.29419, "Y1": 0.4072, "X2": 0.33419, "Y2": 0.407, "X3": 0.33419, "Y3": 0.4178, "X4": 0.29419, "Y4": 0.4168, "page": 0, "Index": 191}, {"Word": "seating", "Confidence": 0.779, "X1": 0.34065, "Y1": 0.4072, "X2": 0.38581, "Y2": 0.407, "X3": 0.3871, "Y3": 0.4178, "X4": 0.34065, "Y4": 0.4178, "page": 0, "Index": 192}, {"Word": "apart", "Confidence": 0.885, "X1": 0.39484, "Y1": 0.4072, "X2": 0.43226, "Y2": 0.407, "X3": 0.43355, "Y3": 0.4178, "X4": 0.39484, "Y4": 0.4178, "page": 0, "Index": 193}, {"Word": "from", "Confidence": 0.619, "X1": 0.43742, "Y1": 0.4062, "X2": 0.46452, "Y2": 0.406, "X3": 0.46452, "Y3": 0.4178, "X4": 0.43742, "Y4": 0.4178, "page": 0, "Index": 194}, {"Word": "pa-", "Confidence": 0.658, "X1": 0.47613, "Y1": 0.4062, "X2": 0.50194, "Y2": 0.406, "X3": 0.50194, "Y3": 0.4168, "X4": 0.47613, "Y4": 0.4168, "page": 0, "Index": 195}, {"Word": "trons", "Confidence": 0.991, "X1": 0.29548, "Y1": 0.4172, "X2": 0.32774, "Y2": 0.417, "X3": 0.32774, "Y3": 0.4278, "X4": 0.29548, "Y4": 0.4278, "page": 0, "Index": 196}, {"Word": "who", "Confidence": 0.955, "X1": 0.33032, "Y1": 0.4172, "X2": 0.35742, "Y2": 0.417, "X3": 0.35742, "Y3": 0.4278, "X4": 0.33032, "Y4": 0.4278, "page": 0, "Index": 197}, {"Word": "smoke.", "Confidence": 0.901, "X1": 0.36, "Y1": 0.4162, "X2": 0.40774, "Y2": 0.416, "X3": 0.40774, "Y3": 0.4278, "X4": 0.36, "Y4": 0.4278, "page": 0, "Index": 198}, {"Word": "But", "Confidence": 0.998, "X1": 0.41032, "Y1": 0.4162, "X2": 0.43355, "Y2": 0.416, "X3": 0.43355, "Y3": 0.4268, "X4": 0.41032, "Y4": 0.4278, "page": 0, "Index": 199}, {"Word": "of", "Confidence": 0.998, "X1": 0.43613, "Y1": 0.4162, "X2": 0.45032, "Y2": 0.416, "X3": 0.45161, "Y3": 0.4268, "X4": 0.43613, "Y4": 0.4268, "page": 0, "Index": 200}, {"Word": "the", "Confidence": 0.959, "X1": 0.45419, "Y1": 0.4162, "X2": 0.47484, "Y2": 0.416, "X3": 0.47484, "Y3": 0.4268, "X4": 0.45419, "Y4": 0.4268, "page": 0, "Index": 201}, {"Word": "150", "Confidence": 0.955, "X1": 0.47871, "Y1": 0.4152, "X2": 0.49677, "Y2": 0.415, "X3": 0.49677, "Y3": 0.4258, "X4": 0.47871, "Y4": 0.4268, "page": 0, "Index": 202}, {"Word": ".::", "Confidence": 0.509, "X1": 0.49935, "Y1": 0.4152, "X2": 0.51742, "Y2": 0.415, "X3": 0.51742, "Y3": 0.4258, "X4": 0.50065, "Y4": 0.4258, "page": 0, "Index": 203}, {"Word": "seats", "Confidence": 0.882, "X1": 0.29548, "Y1": 0.4282, "X2": 0.32903, "Y2": 0.428, "X3": 0.32774, "Y3": 0.4378, "X4": 0.29419, "Y4": 0.4368, "page": 0, "Index": 204}, {"Word": "at", "Confidence": 0.997, "X1": 0.3329, "Y1": 0.4272, "X2": 0.3471, "Y2": 0.427, "X3": 0.34581, "Y3": 0.4378, "X4": 0.33161, "Y4": 0.4378, "page": 0, "Index": 205}, {"Word": "Denny's,", "Confidence": 0.934, "X1": 0.34968, "Y1": 0.4272, "X2": 0.40774, "Y2": 0.427, "X3": 0.40774, "Y3": 0.4378, "X4": 0.34968, "Y4": 0.4378, "page": 0, "Index": 206}, {"Word": "only", "Confidence": 0.934, "X1": 0.41032, "Y1": 0.4272, "X2": 0.43871, "Y2": 0.427, "X3": 0.43871, "Y3": 0.4378, "X4": 0.41032, "Y4": 0.4378, "page": 0, "Index": 207}, {"Word": "about", "Confidence": 0.993, "X1": 0.44387, "Y1": 0.4262, "X2": 0.48129, "Y2": 0.426, "X3": 0.48129, "Y3": 0.4368, "X4": 0.44387, "Y4": 0.4378, "page": 0, "Index": 208}, {"Word": "24", "Confidence": 0.642, "X1": 0.48387, "Y1": 0.4262, "X2": 0.49935, "Y2": 0.426, "X3": 0.50065, "Y3": 0.4368, "X4": 0.48516, "Y4": 0.4368, "page": 0, "Index": 209}, {"Word": ".", "Confidence": 0.012, "X1": 0.50968, "Y1": 0.4262, "X2": 0.51484, "Y2": 0.426, "X3": 0.51484, "Y3": 0.4358, "X4": 0.51097, "Y4": 0.4358, "page": 0, "Index": 210}, {"Word": "are", "Confidence": 0.998, "X1": 0.29548, "Y1": 0.4382, "X2": 0.31742, "Y2": 0.438, "X3": 0.31613, "Y3": 0.4478, "X4": 0.29419, "Y4": 0.4478, "page": 0, "Index": 211}, {"Word": "in", "Confidence": 0.994, "X1": 0.32, "Y1": 0.4382, "X2": 0.3329, "Y2": 0.438, "X3": 0.3329, "Y3": 0.4478, "X4": 0.32, "Y4": 0.4478, "page": 0, "Index": 212}, {"Word": "the", "Confidence": 0.998, "X1": 0.33806, "Y1": 0.4372, "X2": 0.35871, "Y2": 0.437, "X3": 0.35871, "Y3": 0.4478, "X4": 0.33806, "Y4": 0.4478, "page": 0, "Index": 213}, {"Word": "non-smoking", "Confidence": 0.775, "X1": 0.36258, "Y1": 0.4372, "X2": 0.44387, "Y2": 0.437, "X3": 0.44387, "Y3": 0.4478, "X4": 0.36258, "Y4": 0.4478, "page": 0, "Index": 214}, {"Word": "section,", "Confidence": 0.695, "X1": 0.44903, "Y1": 0.4382, "X2": 0.49935, "Y2": 0.438, "X3": 0.49935, "Y3": 0.4478, "X4": 0.44903, "Y4": 0.4478, "page": 0, "Index": 215}, {"Word": "which", "Confidence": 0.941, "X1": 0.29419, "Y1": 0.4472, "X2": 0.33161, "Y2": 0.447, "X3": 0.33161, "Y3": 0.4588, "X4": 0.29419, "Y4": 0.4588, "page": 0, "Index": 216}, {"Word": "would", "Confidence": 0.971, "X1": 0.33677, "Y1": 0.4472, "X2": 0.37548, "Y2": 0.447, "X3": 0.37548, "Y3": 0.4588, "X4": 0.33677, "Y4": 0.4588, "page": 0, "Index": 217}, {"Word": "be", "Confidence": 0.997, "X1": 0.37935, "Y1": 0.4472, "X2": 0.39742, "Y2": 0.447, "X3": 0.39742, "Y3": 0.4588, "X4": 0.37935, "Y4": 0.4588, "page": 0, "Index": 218}, {"Word": "about", "Confidence": 0.965, "X1": 0.40387, "Y1": 0.4482, "X2": 0.44129, "Y2": 0.448, "X3": 0.44129, "Y3": 0.4588, "X4": 0.40387, "Y4": 0.4588, "page": 0, "Index": 219}, {"Word": "proposed", "Confidence": 0.935, "X1": 0.40387, "Y1": 0.4572, "X2": 0.46194, "Y2": 0.457, "X3": 0.46194, "Y3": 0.4678, "X4": 0.40387, "Y4": 0.4688, "page": 0, "Index": 220}, {"Word": "15", "Confidence": 0.905, "X1": 0.44516, "Y1": 0.4482, "X2": 0.46065, "Y2": 0.448, "X3": 0.46065, "Y3": 0.4588, "X4": 0.44516, "Y4": 0.4588, "page": 0, "Index": 221}, {"Word": "seats", "Confidence": 0.643, "X1": 0.46452, "Y1": 0.4482, "X2": 0.50065, "Y2": 0.448, "X3": 0.50065, "Y3": 0.4588, "X4": 0.46452, "Y4": 0.4588, "page": 0, "Index": 222}, {"Word": "shy", "Confidence": 0.786, "X1": 0.29419, "Y1": 0.4562, "X2": 0.31742, "Y2": 0.456, "X3": 0.31742, "Y3": 0.4688, "X4": 0.29419, "Y4": 0.4688, "page": 0, "Index": 223}, {"Word": "of", "Confidence": 0.998, "X1": 0.32, "Y1": 0.4562, "X2": 0.33677, "Y2": 0.456, "X3": 0.33677, "Y3": 0.4688, "X4": 0.32129, "Y4": 0.4688, "page": 0, "Index": 224}, {"Word": "what", "Confidence": 0.924, "X1": 0.34065, "Y1": 0.4562, "X2": 0.3729, "Y2": 0.456, "X3": 0.3729, "Y3": 0.4688, "X4": 0.34065, "Y4": 0.4688, "page": 0, "Index": 225}, {"Word": "the", "Confidence": 0.998, "X1": 0.37677, "Y1": 0.4562, "X2": 0.39871, "Y2": 0.456, "X3": 0.39871, "Y3": 0.4688, "X4": 0.37677, "Y4": 0.4688, "page": 0, "Index": 226}, {"Word": "town", "Confidence": 0.966, "X1": 0.4671, "Y1": 0.4572, "X2": 0.49935, "Y2": 0.457, "X3": 0.49935, "Y3": 0.4688, "X4": 0.46581, "Y4": 0.4678, "page": 0, "Index": 227}, {"Word": "regulation", "Confidence": 0.991, "X1": 0.29677, "Y1": 0.4682, "X2": 0.35742, "Y2": 0.468, "X3": 0.35871, "Y3": 0.4788, "X4": 0.29677, "Y4": 0.4788, "page": 0, "Index": 228}, {"Word": "would", "Confidence": 0.996, "X1": 0.36258, "Y1": 0.4682, "X2": 0.4, "Y2": 0.468, "X3": 0.4, "Y3": 0.4788, "X4": 0.36258, "Y4": 0.4788, "page": 0, "Index": 229}, {"Word": "require", "Confidence": 0.955, "X1": 0.40258, "Y1": 0.4682, "X2": 0.45032, "Y2": 0.468, "X3": 0.44903, "Y3": 0.4788, "X4": 0.40258, "Y4": 0.4788, "page": 0, "Index": 230}, {"Word": "there.", "Confidence": 0.991, "X1": 0.4529, "Y1": 0.4682, "X2": 0.49548, "Y2": 0.468, "X3": 0.49548, "Y3": 0.4788, "X4": 0.4529, "Y4": 0.4788, "page": 0, "Index": 231}, {"Word": "George", "Confidence": 0.991, "X1": 0.3071, "Y1": 0.4842, "X2": 0.35355, "Y2": 0.484, "X3": 0.35355, "Y3": 0.4948, "X4": 0.3071, "Y4": 0.4948, "page": 0, "Index": 232}, {"Word": "Gallup,", "Confidence": 0.932, "X1": 0.35871, "Y1": 0.4842, "X2": 0.40903, "Y2": 0.484, "X3": 0.40774, "Y3": 0.4948, "X4": 0.35742, "Y4": 0.4948, "page": 0, "Index": 233}, {"Word": "general", "Confidence": 0.601, "X1": 0.41161, "Y1": 0.4842, "X2": 0.46323, "Y2": 0.484, "X3": 0.46194, "Y3": 0.4958, "X4": 0.41032, "Y4": 0.4948, "page": 0, "Index": 234}, {"Word": "man-", "Confidence": 0.979, "X1": 0.46581, "Y1": 0.4852, "X2": 0.50194, "Y2": 0.485, "X3": 0.50065, "Y3": 0.4958, "X4": 0.46452, "Y4": 0.4958, "page": 0, "Index": 235}, {"Word": "ager", "Confidence": 0.663, "X1": 0.29548, "Y1": 0.4952, "X2": 0.32516, "Y2": 0.495, "X3": 0.32516, "Y3": 0.5068, "X4": 0.29548, "Y4": 0.5068, "page": 0, "Index": 236}, {"Word": "at", "Confidence": 0.778, "X1": 0.32903, "Y1": 0.4952, "X2": 0.34452, "Y2": 0.495, "X3": 0.34323, "Y3": 0.5058, "X4": 0.32903, "Y4": 0.5068, "page": 0, "Index": 237}, {"Word": "Cherrystone's", "Confidence": 0.886, "X1": 0.3471, "Y1": 0.4952, "X2": 0.43742, "Y2": 0.495, "X3": 0.43613, "Y3": 0.5058, "X4": 0.3471, "Y4": 0.5058, "page": 0, "Index": 238}, {"Word": "on", "Confidence": 0.997, "X1": 0.44, "Y1": 0.4952, "X2": 0.45677, "Y2": 0.495, "X3": 0.45548, "Y3": 0.5058, "X4": 0.43871, "Y4": 0.5058, "page": 0, "Index": 239}, {"Word": "Route", "Confidence": 0.651, "X1": 0.46194, "Y1": 0.4952, "X2": 0.50065, "Y2": 0.495, "X3": 0.49935, "Y3": 0.5058, "X4": 0.46065, "Y4": 0.5058, "page": 0, "Index": 240}, {"Word": "1.", "Confidence": 0.495, "X1": 0.29419, "Y1": 0.5042, "X2": 0.3071, "Y2": 0.504, "X3": 0.30839, "Y3": 0.5148, "X4": 0.29419, "Y4": 0.5148, "page": 0, "Index": 241}, {"Word": "said", "Confidence": 0.524, "X1": 0.30968, "Y1": 0.5042, "X2": 0.33677, "Y2": 0.504, "X3": 0.33806, "Y3": 0.5148, "X4": 0.31097, "Y4": 0.5148, "page": 0, "Index": 242}, {"Word": "his", "Confidence": 0.641, "X1": 0.34065, "Y1": 0.5042, "X2": 0.36129, "Y2": 0.504, "X3": 0.36129, "Y3": 0.5148, "X4": 0.34065, "Y4": 0.5148, "page": 0, "Index": 243}, {"Word": "business", "Confidence": 0.749, "X1": 0.36387, "Y1": 0.5042, "X2": 0.42194, "Y2": 0.504, "X3": 0.42194, "Y3": 0.5158, "X4": 0.36387, "Y4": 0.5148, "page": 0, "Index": 244}, {"Word": "would", "Confidence": 0.991, "X1": 0.42452, "Y1": 0.5052, "X2": 0.46323, "Y2": 0.505, "X3": 0.46323, "Y3": 0.5158, "X4": 0.42452, "Y4": 0.5158, "page": 0, "Index": 245}, {"Word": "have", "Confidence": 0.575, "X1": 0.4671, "Y1": 0.5062, "X2": 0.49935, "Y2": 0.506, "X3": 0.49806, "Y3": 0.5158, "X4": 0.4671, "Y4": 0.5158, "page": 0, "Index": 246}, {"Word": "difficulty", "Confidence": 0.682, "X1": 0.29419, "Y1": 0.5152, "X2": 0.35097, "Y2": 0.515, "X3": 0.35226, "Y3": 0.5258, "X4": 0.29419, "Y4": 0.5248, "page": 0, "Index": 247}, {"Word": "reserving", "Confidence": 0.991, "X1": 0.35355, "Y1": 0.5152, "X2": 0.41548, "Y2": 0.515, "X3": 0.41548, "Y3": 0.5258, "X4": 0.35484, "Y4": 0.5258, "page": 0, "Index": 248}, {"Word": "a", "Confidence": 0.907, "X1": 0.41935, "Y1": 0.5152, "X2": 0.42839, "Y2": 0.515, "X3": 0.4271, "Y3": 0.5258, "X4": 0.41935, "Y4": 0.5258, "page": 0, "Index": 249}, {"Word": "section", "Confidence": 0.971, "X1": 0.43097, "Y1": 0.5152, "X2": 0.47613, "Y2": 0.515, "X3": 0.47613, "Y3": 0.5258, "X4": 0.43097, "Y4": 0.5258, "page": 0, "Index": 250}, {"Word": "for", "Confidence": 0.998, "X1": 0.48, "Y1": 0.5152, "X2": 0.50065, "Y2": 0.515, "X3": 0.49935, "Y3": 0.5258, "X4": 0.47871, "Y4": 0.5258, "page": 0, "Index": 251}, {"Word": "non-smoking.", "Confidence": 0.638, "X1": 0.29548, "Y1": 0.5262, "X2": 0.38065, "Y2": 0.526, "X3": 0.37935, "Y3": 0.5358, "X4": 0.29419, "Y4": 0.5358, "page": 0, "Index": 252}, {"Word": "\"It", "Confidence": 0.933, "X1": 0.3071, "Y1": 0.5402, "X2": 0.33032, "Y2": 0.54, "X3": 0.33032, "Y3": 0.5508, "X4": 0.30581, "Y4": 0.5508, "page": 0, "Index": 253}, {"Word": "would", "Confidence": 0.997, "X1": 0.33806, "Y1": 0.5412, "X2": 0.37548, "Y2": 0.541, "X3": 0.37419, "Y3": 0.5518, "X4": 0.33677, "Y4": 0.5508, "page": 0, "Index": 254}, {"Word": "be", "Confidence": 0.998, "X1": 0.38452, "Y1": 0.5412, "X2": 0.40129, "Y2": 0.541, "X3": 0.4, "Y3": 0.5518, "X4": 0.38323, "Y4": 0.5518, "page": 0, "Index": 255}, {"Word": "a", "Confidence": 0.966, "X1": 0.41032, "Y1": 0.5412, "X2": 0.41935, "Y2": 0.541, "X3": 0.41806, "Y3": 0.5518, "X4": 0.41032, "Y4": 0.5518, "page": 0, "Index": 256}, {"Word": "great", "Confidence": 0.983, "X1": 0.42968, "Y1": 0.5412, "X2": 0.4671, "Y2": 0.541, "X3": 0.46581, "Y3": 0.5518, "X4": 0.42839, "Y4": 0.5518, "page": 0, "Index": 257}, {"Word": "hin-", "Confidence": 0.886, "X1": 0.47355, "Y1": 0.5402, "X2": 0.50194, "Y2": 0.54, "X3": 0.50065, "Y3": 0.5508, "X4": 0.47355, "Y4": 0.5518, "page": 0, "Index": 258}, {"Word": "\"", "Confidence": 0.016, "X1": 0.50452, "Y1": 0.5402, "X2": 0.51097, "Y2": 0.54, "X3": 0.50968, "Y3": 0.5508, "X4": 0.50323, "Y4": 0.5508, "page": 0, "Index": 259}, {"Word": "drance", "Confidence": 0.957, "X1": 0.29548, "Y1": 0.5522, "X2": 0.33806, "Y2": 0.552, "X3": 0.33935, "Y3": 0.5628, "X4": 0.29548, "Y4": 0.5628, "page": 0, "Index": 260}, {"Word": "to", "Confidence": 0.998, "X1": 0.34581, "Y1": 0.5512, "X2": 0.36, "Y2": 0.551, "X3": 0.36, "Y3": 0.5628, "X4": 0.34581, "Y4": 0.5628, "page": 0, "Index": 261}, {"Word": "my", "Confidence": 0.997, "X1": 0.36645, "Y1": 0.5512, "X2": 0.3871, "Y2": 0.551, "X3": 0.3871, "Y3": 0.5618, "X4": 0.36645, "Y4": 0.5628, "page": 0, "Index": 262}, {"Word": "business", "Confidence": 0.438, "X1": 0.39484, "Y1": 0.5522, "X2": 0.45161, "Y2": 0.552, "X3": 0.45161, "Y3": 0.5628, "X4": 0.39484, "Y4": 0.5618, "page": 0, "Index": 263}, {"Word": "opera-", "Confidence": 0.612, "X1": 0.45677, "Y1": 0.5532, "X2": 0.50194, "Y2": 0.553, "X3": 0.50194, "Y3": 0.5628, "X4": 0.45677, "Y4": 0.5628, "page": 0, "Index": 264}, {"Word": "tion,\"", "Confidence": 0.726, "X1": 0.29419, "Y1": 0.5602, "X2": 0.33032, "Y2": 0.56, "X3": 0.33161, "Y3": 0.5718, "X4": 0.29548, "Y4": 0.5718, "page": 0, "Index": 265}, {"Word": "Gallup", "Confidence": 0.96, "X1": 0.33806, "Y1": 0.5602, "X2": 0.38194, "Y2": 0.56, "X3": 0.38323, "Y3": 0.5718, "X4": 0.33935, "Y4": 0.5718, "page": 0, "Index": 266}, {"Word": "said.", "Confidence": 0.659, "X1": 0.38839, "Y1": 0.5612, "X2": 0.42452, "Y2": 0.561, "X3": 0.42452, "Y3": 0.5728, "X4": 0.38839, "Y4": 0.5718, "page": 0, "Index": 267}, {"Word": "\"I", "Confidence": 0.859, "X1": 0.42839, "Y1": 0.5612, "X2": 0.44516, "Y2": 0.561, "X3": 0.44645, "Y3": 0.5728, "X4": 0.42839, "Y4": 0.5728, "page": 0, "Index": 268}, {"Word": "have", "Confidence": 0.236, "X1": 0.45032, "Y1": 0.5632, "X2": 0.48258, "Y2": 0.563, "X3": 0.48387, "Y3": 0.5748, "X4": 0.45032, "Y4": 0.5728, "page": 0, "Index": 269}, {"Word": "\".", "Confidence": 0.005, "X1": 0.49032, "Y1": 0.5642, "X2": 0.50968, "Y2": 0.564, "X3": 0.51097, "Y3": 0.5758, "X4": 0.49032, "Y4": 0.5748, "page": 0, "Index": 270}, {"Word": "300-seat", "Confidence": 0.673, "X1": 0.29677, "Y1": 0.5712, "X2": 0.34581, "Y2": 0.571, "X3": 0.3471, "Y3": 0.5818, "X4": 0.29806, "Y4": 0.5808, "page": 0, "Index": 271}, {"Word": "restaurant", "Confidence": 0.907, "X1": 0.34839, "Y1": 0.5712, "X2": 0.41935, "Y2": 0.571, "X3": 0.41935, "Y3": 0.5828, "X4": 0.34968, "Y4": 0.5818, "page": 0, "Index": 272}, {"Word": "here,", "Confidence": 0.667, "X1": 0.42194, "Y1": 0.5712, "X2": 0.45806, "Y2": 0.571, "X3": 0.45935, "Y3": 0.5828, "X4": 0.42323, "Y4": 0.5828, "page": 0, "Index": 273}, {"Word": "and", "Confidence": 0.789, "X1": 0.46194, "Y1": 0.5722, "X2": 0.48516, "Y2": 0.572, "X3": 0.48645, "Y3": 0.5828, "X4": 0.46194, "Y4": 0.5828, "page": 0, "Index": 274}, {"Word": "I.", "Confidence": 0.262, "X1": 0.49161, "Y1": 0.5722, "X2": 0.50968, "Y2": 0.572, "X3": 0.51097, "Y3": 0.5828, "X4": 0.4929, "Y4": 0.5828, "page": 0, "Index": 275}, {"Word": "get", "Confidence": 0.998, "X1": 0.29548, "Y1": 0.5822, "X2": 0.31871, "Y2": 0.582, "X3": 0.31871, "Y3": 0.5928, "X4": 0.29548, "Y4": 0.5938, "page": 0, "Index": 276}, {"Word": "maybe", "Confidence": 0.997, "X1": 0.32129, "Y1": 0.5812, "X2": 0.36903, "Y2": 0.581, "X3": 0.36903, "Y3": 0.5918, "X4": 0.32258, "Y4": 0.5928, "page": 0, "Index": 277}, {"Word": "five", "Confidence": 0.846, "X1": 0.3729, "Y1": 0.5812, "X2": 0.40129, "Y2": 0.581, "X3": 0.40258, "Y3": 0.5918, "X4": 0.37419, "Y4": 0.5918, "page": 0, "Index": 278}, {"Word": "non-smoking", "Confidence": 0.615, "X1": 0.40645, "Y1": 0.5832, "X2": 0.49806, "Y2": 0.583, "X3": 0.49806, "Y3": 0.5938, "X4": 0.40774, "Y4": 0.5918, "page": 0, "Index": 279}, {"Word": "section", "Confidence": 0.896, "X1": 0.29677, "Y1": 0.5932, "X2": 0.33806, "Y2": 0.593, "X3": 0.33935, "Y3": 0.6028, "X4": 0.29677, "Y4": 0.6028, "page": 0, "Index": 280}, {"Word": "requests", "Confidence": 0.767, "X1": 0.34581, "Y1": 0.5922, "X2": 0.40258, "Y2": 0.592, "X3": 0.40387, "Y3": 0.6028, "X4": 0.3471, "Y4": 0.6028, "page": 0, "Index": 281}, {"Word": "a", "Confidence": 0.912, "X1": 0.41032, "Y1": 0.5922, "X2": 0.41806, "Y2": 0.592, "X3": 0.41806, "Y3": 0.6038, "X4": 0.41032, "Y4": 0.6028, "page": 0, "Index": 282}, {"Word": "week.", "Confidence": 0.685, "X1": 0.4271, "Y1": 0.5922, "X2": 0.4671, "Y2": 0.592, "X3": 0.4671, "Y3": 0.6038, "X4": 0.4271, "Y4": 0.6038, "page": 0, "Index": 283}, {"Word": "H", "Confidence": 0.115, "X1": 0.47355, "Y1": 0.5922, "X2": 0.48129, "Y2": 0.592, "X3": 0.48129, "Y3": 0.6038, "X4": 0.47355, "Y4": 0.6038, "page": 0, "Index": 284}, {"Word": "I", "Confidence": 0.679, "X1": 0.49161, "Y1": 0.5922, "X2": 0.49935, "Y2": 0.592, "X3": 0.49935, "Y3": 0.6038, "X4": 0.49161, "Y4": 0.6038, "page": 0, "Index": 285}, {"Word": "have", "Confidence": 0.826, "X1": 0.29419, "Y1": 0.6022, "X2": 0.32516, "Y2": 0.602, "X3": 0.32645, "Y3": 0.6128, "X4": 0.29548, "Y4": 0.6128, "page": 0, "Index": 286}, {"Word": "to", "Confidence": 0.998, "X1": 0.33032, "Y1": 0.6022, "X2": 0.34452, "Y2": 0.602, "X3": 0.34581, "Y3": 0.6128, "X4": 0.33032, "Y4": 0.6128, "page": 0, "Index": 287}, {"Word": "set", "Confidence": 0.899, "X1": 0.34839, "Y1": 0.6022, "X2": 0.37032, "Y2": 0.602, "X3": 0.37161, "Y3": 0.6128, "X4": 0.34968, "Y4": 0.6128, "page": 0, "Index": 288}, {"Word": "aside", "Confidence": 0.943, "X1": 0.3729, "Y1": 0.6022, "X2": 0.40903, "Y2": 0.602, "X3": 0.40903, "Y3": 0.6128, "X4": 0.37419, "Y4": 0.6128, "page": 0, "Index": 289}, {"Word": "25", "Confidence": 0.958, "X1": 0.4129, "Y1": 0.6022, "X2": 0.42839, "Y2": 0.602, "X3": 0.42839, "Y3": 0.6128, "X4": 0.4129, "Y4": 0.6128, "page": 0, "Index": 290}, {"Word": "percent", "Confidence": 0.958, "X1": 0.43097, "Y1": 0.6022, "X2": 0.48258, "Y2": 0.602, "X3": 0.48258, "Y3": 0.6138, "X4": 0.43226, "Y4": 0.6128, "page": 0, "Index": 291}, {"Word": "of", "Confidence": 0.992, "X1": 0.48645, "Y1": 0.6022, "X2": 0.50323, "Y2": 0.602, "X3": 0.50323, "Y3": 0.6138, "X4": 0.48645, "Y4": 0.6138, "page": 0, "Index": 292}, {"Word": "my", "Confidence": 0.998, "X1": 0.29548, "Y1": 0.6122, "X2": 0.31742, "Y2": 0.612, "X3": 0.31742, "Y3": 0.6228, "X4": 0.29548, "Y4": 0.6228, "page": 0, "Index": 293}, {"Word": "sests", "Confidence": 0.618, "X1": 0.32645, "Y1": 0.6132, "X2": 0.37032, "Y2": 0.613, "X3": 0.37032, "Y3": 0.6228, "X4": 0.32645, "Y4": 0.6228, "page": 0, "Index": 294}, {"Word": "for", "Confidence": 0.926, "X1": 0.37806, "Y1": 0.6132, "X2": 0.40387, "Y2": 0.613, "X3": 0.40258, "Y3": 0.6228, "X4": 0.37806, "Y4": 0.6228, "page": 0, "Index": 295}, {"Word": "non-smok-", "Confidence": 0.6, "X1": 0.41161, "Y1": 0.6132, "X2": 0.50194, "Y2": 0.613, "X3": 0.50065, "Y3": 0.6248, "X4": 0.41161, "Y4": 0.6228, "page": 0, "Index": 296}, {"Word": "i'm", "Confidence": 0.004, "X1": 0.3471, "Y1": 0.6232, "X2": 0.35871, "Y2": 0.623, "X3": 0.35742, "Y3": 0.6338, "X4": 0.34581, "Y4": 0.6338, "page": 0, "Index": 297}, {"Word": "going", "Confidence": 0.948, "X1": 0.36516, "Y1": 0.6232, "X2": 0.4, "Y2": 0.623, "X3": 0.4, "Y3": 0.6338, "X4": 0.36516, "Y4": 0.6338, "page": 0, "Index": 298}, {"Word": "to", "Confidence": 0.998, "X1": 0.40387, "Y1": 0.6222, "X2": 0.41677, "Y2": 0.622, "X3": 0.41548, "Y3": 0.6338, "X4": 0.40258, "Y4": 0.6338, "page": 0, "Index": 299}, {"Word": "have", "Confidence": 0.649, "X1": 0.41935, "Y1": 0.6222, "X2": 0.45161, "Y2": 0.622, "X3": 0.45161, "Y3": 0.6338, "X4": 0.41935, "Y4": 0.6338, "page": 0, "Index": 300}, {"Word": "a", "Confidence": 0.987, "X1": 0.45419, "Y1": 0.6212, "X2": 0.46194, "Y2": 0.621, "X3": 0.46194, "Y3": 0.6338, "X4": 0.45419, "Y4": 0.6338, "page": 0, "Index": 301}, {"Word": "lot", "Confidence": 0.991, "X1": 0.46452, "Y1": 0.6212, "X2": 0.48258, "Y2": 0.621, "X3": 0.48258, "Y3": 0.6338, "X4": 0.46452, "Y4": 0.6338, "page": 0, "Index": 302}, {"Word": "of", "Confidence": 0.941, "X1": 0.48645, "Y1": 0.6212, "X2": 0.50194, "Y2": 0.621, "X3": 0.50323, "Y3": 0.6338, "X4": 0.48645, "Y4": 0.6338, "page": 0, "Index": 303}, {"Word": "empty", "Confidence": 0.987, "X1": 0.29677, "Y1": 0.6332, "X2": 0.33548, "Y2": 0.633, "X3": 0.33419, "Y3": 0.6438, "X4": 0.29548, "Y4": 0.6428, "page": 0, "Index": 304}, {"Word": "tables.\"", "Confidence": 0.852, "X1": 0.33806, "Y1": 0.6322, "X2": 0.3871, "Y2": 0.632, "X3": 0.3871, "Y3": 0.6438, "X4": 0.33806, "Y4": 0.6438, "page": 0, "Index": 305}, {"Word": "Patrick", "Confidence": 0.951, "X1": 0.30839, "Y1": 0.6482, "X2": 0.35484, "Y2": 0.648, "X3": 0.35484, "Y3": 0.6588, "X4": 0.3071, "Y4": 0.6588, "page": 0, "Index": 306}, {"Word": "Mammola,", "Confidence": 0.852, "X1": 0.36387, "Y1": 0.6492, "X2": 0.43613, "Y2": 0.649, "X3": 0.43613, "Y3": 0.6598, "X4": 0.36387, "Y4": 0.6588, "page": 0, "Index": 307}, {"Word": "manager", "Confidence": 0.818, "X1": 0.44258, "Y1": 0.6502, "X2": 0.50065, "Y2": 0.65, "X3": 0.49935, "Y3": 0.6598, "X4": 0.44129, "Y4": 0.6598, "page": 0, "Index": 308}, {"Word": "at", "Confidence": 0.958, "X1": 0.29677, "Y1": 0.6602, "X2": 0.30968, "Y2": 0.66, "X3": 0.30968, "Y3": 0.6698, "X4": 0.29677, "Y4": 0.6698, "page": 0, "Index": 309}, {"Word": "Natalie's", "Confidence": 0.799, "X1": 0.31226, "Y1": 0.6592, "X2": 0.36903, "Y2": 0.659, "X3": 0.36774, "Y3": 0.6698, "X4": 0.31226, "Y4": 0.6698, "page": 0, "Index": 310}, {"Word": "on", "Confidence": 0.998, "X1": 0.37161, "Y1": 0.6592, "X2": 0.3871, "Y2": 0.659, "X3": 0.3871, "Y3": 0.6698, "X4": 0.37032, "Y4": 0.6698, "page": 0, "Index": 311}, {"Word": "Route", "Confidence": 0.994, "X1": 0.39097, "Y1": 0.6592, "X2": 0.43097, "Y2": 0.659, "X3": 0.43097, "Y3": 0.6688, "X4": 0.39097, "Y4": 0.6698, "page": 0, "Index": 312}, {"Word": "114,", "Confidence": 0.794, "X1": 0.43355, "Y1": 0.6592, "X2": 0.45935, "Y2": 0.659, "X3": 0.45935, "Y3": 0.6688, "X4": 0.43355, "Y4": 0.6688, "page": 0, "Index": 313}, {"Word": "which", "Confidence": 0.993, "X1": 0.46194, "Y1": 0.6592, "X2": 0.49806, "Y2": 0.659, "X3": 0.49806, "Y3": 0.6688, "X4": 0.46194, "Y4": 0.6688, "page": 0, "Index": 314}, {"Word": "has", "Confidence": 0.913, "X1": 0.29548, "Y1": 0.6692, "X2": 0.31871, "Y2": 0.669, "X3": 0.31871, "Y3": 0.6798, "X4": 0.29677, "Y4": 0.6798, "page": 0, "Index": 315}, {"Word": "250", "Confidence": 0.941, "X1": 0.32387, "Y1": 0.6692, "X2": 0.34452, "Y2": 0.669, "X3": 0.34452, "Y3": 0.6798, "X4": 0.32387, "Y4": 0.6798, "page": 0, "Index": 316}, {"Word": "seats,", "Confidence": 0.629, "X1": 0.34968, "Y1": 0.6692, "X2": 0.38968, "Y2": 0.669, "X3": 0.38968, "Y3": 0.6798, "X4": 0.34968, "Y4": 0.6798, "page": 0, "Index": 317}, {"Word": "said,", "Confidence": 0.658, "X1": 0.39226, "Y1": 0.6692, "X2": 0.42839, "Y2": 0.669, "X3": 0.42839, "Y3": 0.6798, "X4": 0.39226, "Y4": 0.6798, "page": 0, "Index": 318}, {"Word": "\"We", "Confidence": 0.941, "X1": 0.43226, "Y1": 0.6692, "X2": 0.46065, "Y2": 0.669, "X3": 0.46065, "Y3": 0.6798, "X4": 0.43226, "Y4": 0.6798, "page": 0, "Index": 319}, {"Word": "don't", "Confidence": 0.629, "X1": 0.4671, "Y1": 0.6702, "X2": 0.50194, "Y2": 0.67, "X3": 0.50194, "Y3": 0.6798, "X4": 0.4671, "Y4": 0.6798, "page": 0, "Index": 320}, {"Word": "like", "Confidence": 0.838, "X1": 0.29548, "Y1": 0.6782, "X2": 0.32129, "Y2": 0.678, "X3": 0.32, "Y3": 0.6888, "X4": 0.29548, "Y4": 0.6878, "page": 0, "Index": 321}, {"Word": "smoking", "Confidence": 0.991, "X1": 0.32903, "Y1": 0.6802, "X2": 0.38194, "Y2": 0.68, "X3": 0.38194, "Y3": 0.6908, "X4": 0.32774, "Y4": 0.6888, "page": 0, "Index": 322}, {"Word": "anyway,", "Confidence": 0.667, "X1": 0.39226, "Y1": 0.6802, "X2": 0.45032, "Y2": 0.68, "X3": 0.45032, "Y3": 0.6918, "X4": 0.39226, "Y4": 0.6908, "page": 0, "Index": 323}, {"Word": "so", "Confidence": 0.955, "X1": 0.45677, "Y1": 0.6802, "X2": 0.47226, "Y2": 0.68, "X3": 0.47226, "Y3": 0.6918, "X4": 0.45677, "Y4": 0.6918, "page": 0, "Index": 324}, {"Word": "we", "Confidence": 0.998, "X1": 0.48129, "Y1": 0.6792, "X2": 0.50065, "Y2": 0.679, "X3": 0.50065, "Y3": 0.6908, "X4": 0.48129, "Y4": 0.6918, "page": 0, "Index": 325}, {"Word": "wouldn't", "Confidence": 0.79, "X1": 0.29677, "Y1": 0.6892, "X2": 0.35226, "Y2": 0.689, "X3": 0.35226, "Y3": 0.6998, "X4": 0.29677, "Y4": 0.6988, "page": 0, "Index": 326}, {"Word": "have", "Confidence": 0.734, "X1": 0.35484, "Y1": 0.6892, "X2": 0.3871, "Y2": 0.689, "X3": 0.3871, "Y3": 0.6998, "X4": 0.35484, "Y4": 0.6998, "page": 0, "Index": 327}, {"Word": "a", "Confidence": 0.849, "X1": 0.39484, "Y1": 0.6892, "X2": 0.40258, "Y2": 0.689, "X3": 0.40258, "Y3": 0.6998, "X4": 0.39484, "Y4": 0.6998, "page": 0, "Index": 328}, {"Word": "problem", "Confidence": 0.95, "X1": 0.41032, "Y1": 0.6882, "X2": 0.45935, "Y2": 0.688, "X3": 0.45806, "Y3": 0.6998, "X4": 0.41032, "Y4": 0.6998, "page": 0, "Index": 329}, {"Word": "with", "Confidence": 0.899, "X1": 0.47226, "Y1": 0.6882, "X2": 0.50065, "Y2": 0.688, "X3": 0.50065, "Y3": 0.6988, "X4": 0.47226, "Y4": 0.6988, "page": 0, "Index": 330}, {"Word": "putting", "Confidence": 0.823, "X1": 0.29677, "Y1": 0.6992, "X2": 0.34065, "Y2": 0.699, "X3": 0.34065, "Y3": 0.7098, "X4": 0.29677, "Y4": 0.7098, "page": 0, "Index": 331}, {"Word": "a", "Confidence": 0.685, "X1": 0.34323, "Y1": 0.6992, "X2": 0.35097, "Y2": 0.699, "X3": 0.35097, "Y3": 0.7098, "X4": 0.34323, "Y4": 0.7098, "page": 0, "Index": 332}, {"Word": "non-smoking", "Confidence": 0.615, "X1": 0.35484, "Y1": 0.6992, "X2": 0.43484, "Y2": 0.699, "X3": 0.43484, "Y3": 0.7098, "X4": 0.35355, "Y4": 0.7098, "page": 0, "Index": 333}, {"Word": "section", "Confidence": 0.343, "X1": 0.43871, "Y1": 0.6982, "X2": 0.48258, "Y2": 0.698, "X3": 0.48258, "Y3": 0.7098, "X4": 0.43742, "Y4": 0.7098, "page": 0, "Index": 334}, {"Word": "in", "Confidence": 0.902, "X1": 0.48645, "Y1": 0.6982, "X2": 0.50065, "Y2": 0.698, "X3": 0.50065, "Y3": 0.7088, "X4": 0.48516, "Y4": 0.7098, "page": 0, "Index": 335}, {"Word": "here.\"", "Confidence": 0.991, "X1": 0.29935, "Y1": 0.7102, "X2": 0.33548, "Y2": 0.71, "X3": 0.33548, "Y3": 0.7198, "X4": 0.29935, "Y4": 0.7198, "page": 0, "Index": 336}, {"Word": "Sam", "Confidence": 0.995, "X1": 0.3071, "Y1": 0.7242, "X2": 0.33161, "Y2": 0.724, "X3": 0.33161, "Y3": 0.7348, "X4": 0.30581, "Y4": 0.7338, "page": 0, "Index": 337}, {"Word": "Ciruolo,", "Confidence": 0.848, "X1": 0.33935, "Y1": 0.7252, "X2": 0.38968, "Y2": 0.725, "X3": 0.38968, "Y3": 0.7358, "X4": 0.33806, "Y4": 0.7348, "page": 0, "Index": 338}, {"Word": "co-owner", "Confidence": 0.781, "X1": 0.39355, "Y1": 0.7252, "X2": 0.45161, "Y2": 0.725, "X3": 0.45032, "Y3": 0.7358, "X4": 0.39226, "Y4": 0.7358, "page": 0, "Index": 339}, {"Word": "of", "Confidence": 0.998, "X1": 0.45419, "Y1": 0.7252, "X2": 0.46839, "Y2": 0.725, "X3": 0.4671, "Y3": 0.7358, "X4": 0.4529, "Y4": 0.7358, "page": 0, "Index": 340}, {"Word": "Sam", "Confidence": 0.998, "X1": 0.47097, "Y1": 0.7252, "X2": 0.49419, "Y2": 0.725, "X3": 0.4929, "Y3": 0.7358, "X4": 0.46968, "Y4": 0.7358, "page": 0, "Index": 341}, {"Word": "&", "Confidence": 0.161, "X1": 0.29806, "Y1": 0.7352, "X2": 0.3071, "Y2": 0.735, "X3": 0.3071, "Y3": 0.7458, "X4": 0.29806, "Y4": 0.7458, "page": 0, "Index": 342}, {"Word": "Joe's", "Confidence": 0.658, "X1": 0.31484, "Y1": 0.7352, "X2": 0.34839, "Y2": 0.735, "X3": 0.34839, "Y3": 0.7458, "X4": 0.31484, "Y4": 0.7458, "page": 0, "Index": 343}, {"Word": "Restaurant", "Confidence": 0.955, "X1": 0.35613, "Y1": 0.7352, "X2": 0.43097, "Y2": 0.735, "X3": 0.42968, "Y3": 0.7468, "X4": 0.35484, "Y4": 0.7458, "page": 0, "Index": 344}, {"Word": "on", "Confidence": 0.971, "X1": 0.43613, "Y1": 0.7352, "X2": 0.45161, "Y2": 0.735, "X3": 0.45032, "Y3": 0.7468, "X4": 0.43484, "Y4": 0.7468, "page": 0, "Index": 345}, {"Word": "Water", "Confidence": 0.992, "X1": 0.46065, "Y1": 0.7362, "X2": 0.50065, "Y2": 0.736, "X3": 0.49935, "Y3": 0.7478, "X4": 0.45935, "Y4": 0.7468, "page": 0, "Index": 346}, {"Word": "Street,", "Confidence": 0.934, "X1": 0.29677, "Y1": 0.7462, "X2": 0.33806, "Y2": 0.746, "X3": 0.33806, "Y3": 0.7568, "X4": 0.29677, "Y4": 0.7558, "page": 0, "Index": 347}, {"Word": "said", "Confidence": 0.613, "X1": 0.34065, "Y1": 0.7462, "X2": 0.36774, "Y2": 0.746, "X3": 0.36774, "Y3": 0.7568, "X4": 0.34065, "Y4": 0.7568, "page": 0, "Index": 348}, {"Word": "he", "Confidence": 0.605, "X1": 0.37161, "Y1": 0.7462, "X2": 0.38839, "Y2": 0.746, "X3": 0.38839, "Y3": 0.7568, "X4": 0.37161, "Y4": 0.7568, "page": 0, "Index": 349}, {"Word": "has", "Confidence": 0.954, "X1": 0.39226, "Y1": 0.7462, "X2": 0.41677, "Y2": 0.746, "X3": 0.41677, "Y3": 0.7568, "X4": 0.39226, "Y4": 0.7568, "page": 0, "Index": 350}, {"Word": "not", "Confidence": 0.922, "X1": 0.41935, "Y1": 0.7462, "X2": 0.44129, "Y2": 0.746, "X3": 0.44129, "Y3": 0.7568, "X4": 0.41935, "Y4": 0.7568, "page": 0, "Index": 351}, {"Word": "received", "Confidence": 0.624, "X1": 0.44387, "Y1": 0.7472, "X2": 0.49935, "Y2": 0.747, "X3": 0.49935, "Y3": 0.7578, "X4": 0.44387, "Y4": 0.7568, "page": 0, "Index": 352}, {"Word": "any", "Confidence": 0.853, "X1": 0.29806, "Y1": 0.7562, "X2": 0.32, "Y2": 0.756, "X3": 0.31871, "Y3": 0.7658, "X4": 0.29677, "Y4": 0.7658, "page": 0, "Index": 353}, {"Word": "complaints", "Confidence": 0.891, "X1": 0.32903, "Y1": 0.7562, "X2": 0.39871, "Y2": 0.756, "X3": 0.39742, "Y3": 0.7668, "X4": 0.32774, "Y4": 0.7658, "page": 0, "Index": 354}, {"Word": "about", "Confidence": 0.995, "X1": 0.40645, "Y1": 0.7562, "X2": 0.44516, "Y2": 0.756, "X3": 0.44387, "Y3": 0.7668, "X4": 0.40645, "Y4": 0.7668, "page": 0, "Index": 355}, {"Word": "patrons", "Confidence": 0.984, "X1": 0.45161, "Y1": 0.7582, "X2": 0.50065, "Y2": 0.758, "X3": 0.50065, "Y3": 0.7678, "X4": 0.45032, "Y4": 0.7678, "page": 0, "Index": 356}, {"Word": "would", "Confidence": 0.994, "X1": 0.29806, "Y1": 0.7672, "X2": 0.33419, "Y2": 0.767, "X3": 0.3329, "Y3": 0.7778, "X4": 0.29806, "Y4": 0.7778, "page": 0, "Index": 357}, {"Word": "wanted", "Confidence": 0.89, "X1": 0.34323, "Y1": 0.7672, "X2": 0.38968, "Y2": 0.767, "X3": 0.38968, "Y3": 0.7778, "X4": 0.34323, "Y4": 0.7778, "page": 0, "Index": 358}, {"Word": "&", "Confidence": 0.048, "X1": 0.4, "Y1": 0.7672, "X2": 0.40774, "Y2": 0.767, "X3": 0.40774, "Y3": 0.7778, "X4": 0.4, "Y4": 0.7778, "page": 0, "Index": 359}, {"Word": "non-smoking", "Confidence": 0.31, "X1": 0.41935, "Y1": 0.7672, "X2": 0.49935, "Y2": 0.767, "X3": 0.49935, "Y3": 0.7778, "X4": 0.41806, "Y4": 0.7778, "page": 0, "Index": 360}, {"Word": "section,", "Confidence": 0.766, "X1": 0.29548, "Y1": 0.7752, "X2": 0.3471, "Y2": 0.775, "X3": 0.3471, "Y3": 0.7868, "X4": 0.29548, "Y4": 0.7868, "page": 0, "Index": 361}, {"Word": "which", "Confidence": 0.991, "X1": 0.35355, "Y1": 0.7752, "X2": 0.39097, "Y2": 0.775, "X3": 0.39097, "Y3": 0.7868, "X4": 0.35355, "Y4": 0.7868, "page": 0, "Index": 362}, {"Word": "the", "Confidence": 0.995, "X1": 0.40129, "Y1": 0.7752, "X2": 0.42323, "Y2": 0.775, "X3": 0.42323, "Y3": 0.7868, "X4": 0.40129, "Y4": 0.7868, "page": 0, "Index": 363}, {"Word": "restaurant", "Confidence": 0.852, "X1": 0.43226, "Y1": 0.7752, "X2": 0.50194, "Y2": 0.775, "X3": 0.50194, "Y3": 0.7868, "X4": 0.43226, "Y4": 0.7868, "page": 0, "Index": 364}, {"Word": "now", "Confidence": 0.83, "X1": 0.29548, "Y1": 0.7862, "X2": 0.32, "Y2": 0.786, "X3": 0.32, "Y3": 0.7968, "X4": 0.29548, "Y4": 0.7968, "page": 0, "Index": 365}, {"Word": "does", "Confidence": 0.981, "X1": 0.32387, "Y1": 0.7862, "X2": 0.35226, "Y2": 0.786, "X3": 0.35226, "Y3": 0.7978, "X4": 0.32387, "Y4": 0.7978, "page": 0, "Index": 366}, {"Word": "not", "Confidence": 0.998, "X1": 0.35484, "Y1": 0.7862, "X2": 0.37548, "Y2": 0.786, "X3": 0.37419, "Y3": 0.7978, "X4": 0.35484, "Y4": 0.7978, "page": 0, "Index": 367}, {"Word": "have.", "Confidence": 0.816, "X1": 0.37806, "Y1": 0.7862, "X2": 0.41677, "Y2": 0.786, "X3": 0.41677, "Y3": 0.7978, "X4": 0.37677, "Y4": 0.7978, "page": 0, "Index": 368}, {"Word": "But,", "Confidence": 0.885, "X1": 0.30839, "Y1": 0.8022, "X2": 0.33806, "Y2": 0.802, "X3": 0.33677, "Y3": 0.8138, "X4": 0.3071, "Y4": 0.8128, "page": 0, "Index": 369}, {"Word": "like/some", "Confidence": 0.602, "X1": 0.34065, "Y1": 0.8032, "X2": 0.40774, "Y2": 0.803, "X3": 0.40645, "Y3": 0.8138, "X4": 0.33935, "Y4": 0.8138, "page": 0, "Index": 370}, {"Word": "other", "Confidence": 0.816, "X1": 0.4129, "Y1": 0.8032, "X2": 0.44903, "Y2": 0.803, "X3": 0.44774, "Y3": 0.8138, "X4": 0.41161, "Y4": 0.8138, "page": 0, "Index": 371}, {"Word": "restad-", "Confidence": 0.667, "X1": 0.45419, "Y1": 0.8032, "X2": 0.50452, "Y2": 0.803, "X3": 0.50323, "Y3": 0.8138, "X4": 0.4529, "Y4": 0.8138, "page": 0, "Index": 372}, {"Word": "rant", "Confidence": 0.807, "X1": 0.29548, "Y1": 0.8132, "X2": 0.32516, "Y2": 0.813, "X3": 0.32516, "Y3": 0.8238, "X4": 0.29419, "Y4": 0.8248, "page": 0, "Index": 373}, {"Word": "managers,", "Confidence": 0.624, "X1": 0.33419, "Y1": 0.8122, "X2": 0.40387, "Y2": 0.812, "X3": 0.40387, "Y3": 0.8228, "X4": 0.3329, "Y4": 0.8238, "page": 0, "Index": 374}, {"Word": "Ciruolo", "Confidence": 0.892, "X1": 0.41032, "Y1": 0.8132, "X2": 0.45806, "Y2": 0.813, "X3": 0.45806, "Y3": 0.8238, "X4": 0.41032, "Y4": 0.8228, "page": 0, "Index": 375}, {"Word": "sald", "Confidence": 0.551, "X1": 0.4671, "Y1": 0.8152, "X2": 0.49161, "Y2": 0.815, "X3": 0.49161, "Y3": 0.8258, "X4": 0.4671, "Y4": 0.8238, "page": 0, "Index": 376}, {"Word": ".:", "Confidence": 0.019, "X1": 0.49419, "Y1": 0.8162, "X2": 0.50839, "Y2": 0.816, "X3": 0.50839, "Y3": 0.8258, "X4": 0.49548, "Y4": 0.8258, "page": 0, "Index": 377}, {"Word": "\"If", "Confidence": 0.255, "X1": 0.29548, "Y1": 0.8222, "X2": 0.31871, "Y2": 0.822, "X3": 0.31871, "Y3": 0.8328, "X4": 0.29419, "Y4": 0.8328, "page": 0, "Index": 378}, {"Word": "we", "Confidence": 0.998, "X1": 0.32258, "Y1": 0.8222, "X2": 0.34065, "Y2": 0.822, "X3": 0.33935, "Y3": 0.8328, "X4": 0.32129, "Y4": 0.8328, "page": 0, "Index": 379}, {"Word": "really", "Confidence": 0.613, "X1": 0.34452, "Y1": 0.8232, "X2": 0.38323, "Y2": 0.823, "X3": 0.38194, "Y3": 0.8338, "X4": 0.34452, "Y4": 0.8328, "page": 0, "Index": 380}, {"Word": "had", "Confidence": 0.998, "X1": 0.38839, "Y1": 0.8232, "X2": 0.4129, "Y2": 0.823, "X3": 0.4129, "Y3": 0.8338, "X4": 0.3871, "Y4": 0.8338, "page": 0, "Index": 381}, {"Word": "to,", "Confidence": 0.68, "X1": 0.41806, "Y1": 0.8232, "X2": 0.43871, "Y2": 0.823, "X3": 0.43871, "Y3": 0.8338, "X4": 0.41806, "Y4": 0.8338, "page": 0, "Index": 382}, {"Word": "I'm", "Confidence": 0.857, "X1": 0.44129, "Y1": 0.8232, "X2": 0.46065, "Y2": 0.823, "X3": 0.46065, "Y3": 0.8348, "X4": 0.44129, "Y4": 0.8338, "page": 0, "Index": 383}, {"Word": "sure\"", "Confidence": 0.413, "X1": 0.47097, "Y1": 0.8232, "X2": 0.50968, "Y2": 0.823, "X3": 0.50968, "Y3": 0.8348, "X4": 0.47097, "Y4": 0.8348, "page": 0, "Index": 384}, {"Word": "we", "Confidence": 0.901, "X1": 0.29806, "Y1": 0.8322, "X2": 0.31355, "Y2": 0.832, "X3": 0.31226, "Y3": 0.8438, "X4": 0.29677, "Y4": 0.8438, "page": 0, "Index": 385}, {"Word": "could", "Confidence": 0.941, "X1": 0.31613, "Y1": 0.8322, "X2": 0.34968, "Y2": 0.832, "X3": 0.34968, "Y3": 0.8438, "X4": 0.31613, "Y4": 0.8438, "page": 0, "Index": 386}, {"Word": "figure", "Confidence": 0.606, "X1": 0.35355, "Y1": 0.8332, "X2": 0.39226, "Y2": 0.833, "X3": 0.39226, "Y3": 0.8438, "X4": 0.35226, "Y4": 0.8438, "page": 0, "Index": 387}, {"Word": "something", "Confidence": 0.945, "X1": 0.39484, "Y1": 0.8342, "X2": 0.46065, "Y2": 0.834, "X3": 0.45935, "Y3": 0.8448, "X4": 0.39484, "Y4": 0.8438, "page": 0, "Index": 388}, {"Word": "out.\"", "Confidence": 0.452, "X1": 0.46323, "Y1": 0.8352, "X2": 0.49548, "Y2": 0.835, "X3": 0.49419, "Y3": 0.8448, "X4": 0.46323, "Y4": 0.8448, "page": 0, "Index": 389}]}	"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"
fflg0121	3	{"lines_data": [{"Word": "--", "Confidence": 0.757, "X1": 0.24701, "Y1": 0.0232, "X2": 0.2842, "Y2": 0.023, "X3": 0.2842, "Y3": 0.0358, "X4": 0.24701, "Y4": 0.0378, "page": 0}, {"Word": "TO", "Confidence": 0.994, "X1": 0.42364, "Y1": 0.0422, "X2": 0.44887, "Y2": 0.042, "X3": 0.44887, "Y3": 0.0508, "X4": 0.42364, "Y4": 0.0508, "page": 0}, {"Word": "ITICAL", "Confidence": 0.899, "X1": 0.56441, "Y1": 0.0902, "X2": 0.60027, "Y2": 0.09, "X3": 0.60159, "Y3": 0.0998, "X4": 0.56574, "Y4": 0.0988, "page": 0}, {"Word": "CAMBRIDGE", "Confidence": 0.63, "X1": 0.87251, "Y1": 0.0972, "X2": 0.93758, "Y2": 0.097, "X3": 0.93758, "Y3": 0.1068, "X4": 0.87251, "Y4": 0.1058, "page": 0}, {"Word": "el", "Confidence": 0.425, "X1": 0.00398, "Y1": 0.0832, "X2": 0.04382, "Y2": 0.083, "X3": 0.04648, "Y3": 0.1108, "X4": 0.00664, "Y4": 0.1118, "page": 0}, {"Word": "FILTERS", "Confidence": 0.993, "X1": 0.87915, "Y1": 0.1082, "X2": 0.93493, "Y2": 0.108, "X3": 0.93493, "Y3": 0.1178, "X4": 0.87915, "Y4": 0.1178, "page": 0}, {"Word": "BUBBLE TRAP", "Confidence": 0.933, "X1": 0.47676, "Y1": 0.1832, "X2": 0.57105, "Y2": 0.183, "X3": 0.57105, "Y3": 0.1958, "X4": 0.47676, "Y4": 0.1958, "page": 0}, {"Word": "-FRITTED DISC.", "Confidence": 0.8255, "X1": 0.48473, "Y1": 0.2012, "X2": 0.57769, "Y2": 0.201, "X3": 0.57769, "Y3": 0.2128, "X4": 0.48473, "Y4": 0.2138, "page": 0}, {"Word": "VACUUM", "Confidence": 0.85, "X1": 0.77822, "Y1": 0.2262, "X2": 0.834, "Y2": 0.226, "X3": 0.834, "Y3": 0.2358, "X4": 0.77822, "Y4": 0.2358, "page": 0}, {"Word": "Figure 2. Smoking machina for \"absorbable\"", "Confidence": 0.85817, "X1": 0.07039, "Y1": 0.2262, "X2": 0.35458, "Y2": 0.226, "X3": 0.35458, "Y3": 0.2398, "X4": 0.07171, "Y4": 0.2418, "page": 0}, {"Word": "RESERVOIR", "Confidence": 0.955, "X1": 0.77424, "Y1": 0.2352, "X2": 0.83931, "Y2": 0.235, "X3": 0.83931, "Y3": 0.2458, "X4": 0.77424, "Y4": 0.2448, "page": 0}, {"Word": "gases. Intercal arrangement.", "Confidence": 0.66533, "X1": 0.06906, "Y1": 0.2402, "X2": 0.251, "Y2": 0.24, "X3": 0.251, "Y3": 0.2508, "X4": 0.06906, "Y4": 0.2528, "page": 0}, {"Word": "1,2,3, 4 4- TWO-WAY SOLENOIDS", "Confidence": 0.722, "X1": 0.46348, "Y1": 0.2542, "X2": 0.67198, "Y2": 0.254, "X3": 0.67198, "Y3": 0.2658, "X4": 0.46348, "Y4": 0.2678, "page": 0}, {"Word": "5- THREE-WAY SOLENOID", "Confidence": 0.78567, "X1": 0.46348, "Y1": 0.2682, "X2": 0.62019, "Y2": 0.268, "X3": 0.62019, "Y3": 0.2788, "X4": 0.46348, "Y4": 0.2788, "page": 0}, {"Word": "Smoking Machine for \"Absorbable\"", "Confidence": 0.94075, "X1": 0.06906, "Y1": 0.2902, "X2": 0.33333, "Y2": 0.29, "X3": 0.33333, "Y3": 0.3058, "X4": 0.06906, "Y4": 0.3088, "page": 0}, {"Word": "Gases", "Confidence": 0.981, "X1": 0.06906, "Y1": 0.3092, "X2": 0.11819, "Y2": 0.309, "X3": 0.11819, "Y3": 0.3208, "X4": 0.06906, "Y4": 0.3188, "page": 0}, {"Word": "The first multiport version of the", "Confidence": 0.99683, "X1": 0.08632, "Y1": 0.3322, "X2": 0.35458, "Y2": 0.332, "X3": 0.35458, "Y3": 0.3458, "X4": 0.08632, "Y4": 0.3458, "page": 0}, {"Word": "MICROSWITCHES", "Confidence": 0.959, "X1": 0.46082, "Y1": 0.3392, "X2": 0.55378, "Y2": 0.339, "X3": 0.55378, "Y3": 0.3508, "X4": 0.46082, "Y4": 0.3508, "page": 0}, {"Word": "WARNING LIGHT", "Confidence": 0.9925, "X1": 0.80478, "Y1": 0.3362, "X2": 0.90438, "Y2": 0.336, "X3": 0.90438, "Y3": 0.3488, "X4": 0.80478, "Y4": 0.3508, "page": 0}, {"Word": "smoking machine is shown in Fig-", "Confidence": 0.99517, "X1": 0.07171, "Y1": 0.3452, "X2": 0.35458, "Y2": 0.345, "X3": 0.35591, "Y3": 0.3588, "X4": 0.07171, "Y4": 0.3608, "page": 0}, {"Word": "cig", "Confidence": 0.778, "X1": 0.00664, "Y1": 0.3662, "X2": 0.03054, "Y2": 0.366, "X3": 0.02922, "Y3": 0.3778, "X4": 0.00531, "Y4": 0.3778, "page": 0}, {"Word": "ure 1. The physical layout is de-", "Confidence": 0.99357, "X1": 0.07171, "Y1": 0.3592, "X2": 0.35591, "Y2": 0.359, "X3": 0.35591, "Y3": 0.3728, "X4": 0.07171, "Y4": 0.3738, "page": 0}, {"Word": "COUNTER-", "Confidence": 0.849, "X1": 0.68792, "Y1": 0.3622, "X2": 0.74635, "Y2": 0.362, "X3": 0.74768, "Y3": 0.3728, "X4": 0.68792, "Y4": 0.3738, "page": 0}, {"Word": "picted in Figure 2 and a diagram in", "Confidence": 0.99613, "X1": 0.07039, "Y1": 0.3732, "X2": 0.35458, "Y2": 0.373, "X3": 0.35458, "Y3": 0.3868, "X4": 0.07039, "Y4": 0.3878, "page": 0}, {"Word": "apid.", "Confidence": 0.868, "X1": 0.0, "Y1": 0.3932, "X2": 0.0332, "Y2": 0.393, "X3": 0.0332, "Y3": 0.4048, "X4": 0.0, "Y4": 0.4058, "page": 0}, {"Word": "Figure 3. The four individual ports", "Confidence": 0.99517, "X1": 0.07039, "Y1": 0.3872, "X2": 0.35458, "Y2": 0.387, "X3": 0.35458, "Y3": 0.4008, "X4": 0.07039, "Y4": 0.4008, "page": 0}, {"Word": "larly", "Confidence": 0.693, "X1": 0.0, "Y1": 0.4052, "X2": 0.03054, "Y2": 0.405, "X3": 0.03054, "Y3": 0.4168, "X4": 0.0, "Y4": 0.4178, "page": 0}, {"Word": "are equipped with Cambridge filter", "Confidence": 0.9948, "X1": 0.06906, "Y1": 0.4002, "X2": 0.35591, "Y2": 0.4, "X3": 0.35591, "Y3": 0.4128, "X4": 0.06906, "Y4": 0.4148, "page": 0}, {"Word": "holders and #78 (0.016\" diameter)", "Confidence": 0.9694, "X1": 0.07039, "Y1": 0.4142, "X2": 0.3506, "Y2": 0.414, "X3": 0.3506, "Y3": 0.4278, "X4": 0.07039, "Y4": 0.4288, "page": 0}, {"Word": "nokr", "Confidence": 0.646, "X1": 0.0, "Y1": 0.4192, "X2": 0.03187, "Y2": 0.419, "X3": 0.03054, "Y3": 0.4308, "X4": 0.0, "Y4": 0.4308, "page": 0}, {"Word": "flow limiting orifices. The ports are", "Confidence": 0.988, "X1": 0.07171, "Y1": 0.4272, "X2": 0.35458, "Y2": 0.427, "X3": 0.35458, "Y3": 0.4408, "X4": 0.07171, "Y4": 0.4408, "page": 0}, {"Word": "connected through 1/10\" I.D. stain-", "Confidence": 0.9644, "X1": 0.07171, "Y1": 0.4412, "X2": 0.35724, "Y2": 0.441, "X3": 0.35724, "Y3": 0.4548, "X4": 0.07171, "Y4": 0.4558, "page": 0}, {"Word": "less steel tubing to Skinner two-way", "Confidence": 0.99333, "X1": 0.07171, "Y1": 0.4552, "X2": 0.35458, "Y2": 0.455, "X3": 0.35458, "Y3": 0.4678, "X4": 0.07171, "Y4": 0.4688, "page": 0}, {"Word": "solenoid valves and from there", "Confidence": 0.9938, "X1": 0.07171, "Y1": 0.4682, "X2": 0.35591, "Y2": 0.468, "X3": 0.35591, "Y3": 0.4828, "X4": 0.07171, "Y4": 0.4828, "page": 0}, {"Word": "through a common three-way", "Confidence": 0.9845, "X1": 0.07039, "Y1": 0.4822, "X2": 0.35591, "Y2": 0.482, "X3": 0.35591, "Y3": 0.4958, "X4": 0.07039, "Y4": 0.4968, "page": 0}, {"Word": "In", "Confidence": 0.941, "X1": 0.01195, "Y1": 0.4932, "X2": 0.03054, "Y2": 0.493, "X3": 0.02922, "Y3": 0.5038, "X4": 0.01062, "Y4": 0.5038, "page": 0}, {"Word": "con-", "Confidence": 0.66, "X1": 0.00133, "Y1": 0.5082, "X2": 0.02922, "Y2": 0.508, "X3": 0.02922, "Y3": 0.5158, "X4": 0.0, "Y4": 0.5168, "page": 0}, {"Word": "solenoid, valve to the vacuum reser-", "Confidence": 0.94067, "X1": 0.07171, "Y1": 0.4962, "X2": 0.35724, "Y2": 0.496, "X3": 0.35724, "Y3": 0.5098, "X4": 0.07171, "Y4": 0.5098, "page": 0}, {"Word": "PUFF INDICATOR LIGHT", "Confidence": 0.86667, "X1": 0.67995, "Y1": 0.4952, "X2": 0.81939, "Y2": 0.495, "X3": 0.82072, "Y3": 0.5088, "X4": 0.67995, "Y4": 0.5098, "page": 0}, {"Word": "voir. The third outlet of the three-", "Confidence": 0.996, "X1": 0.07171, "Y1": 0.5092, "X2": 0.35458, "Y2": 0.509, "X3": 0.35458, "Y3": 0.5228, "X4": 0.07171, "Y4": 0.5238, "page": 0}, {"Word": "CAM", "Confidence": 0.998, "X1": 0.56707, "Y1": 0.5112, "X2": 0.59894, "Y2": 0.511, "X3": 0.59894, "Y3": 0.5238, "X4": 0.56707, "Y4": 0.5238, "page": 0}, {"Word": "nove", "Confidence": 0.589, "X1": 0.0, "Y1": 0.5212, "X2": 0.03054, "Y2": 0.521, "X3": 0.03054, "Y3": 0.5298, "X4": 0.0, "Y4": 0.5298, "page": 0}, {"Word": "way valve leads to a fritted glass", "Confidence": 0.99629, "X1": 0.07039, "Y1": 0.5222, "X2": 0.35591, "Y2": 0.522, "X3": 0.35591, "Y3": 0.5368, "X4": 0.07039, "Y4": 0.5378, "page": 0}, {"Word": "MOTOR", "Confidence": 0.991, "X1": 0.56042, "Y1": 0.5212, "X2": 0.60558, "Y2": 0.521, "X3": 0.60691, "Y3": 0.5318, "X4": 0.56042, "Y4": 0.5338, "page": 0}, {"Word": "flow", "Confidence": 0.958, "X1": 0.00133, "Y1": 0.5322, "X2": 0.02656, "Y2": 0.532, "X3": 0.02789, "Y3": 0.5428, "X4": 0.00133, "Y4": 0.5428, "page": 0}, {"Word": "-0000", "Confidence": 0.884, "X1": 0.39708, "Y1": 0.5262, "X2": 0.49535, "Y2": 0.526, "X3": 0.49535, "Y3": 0.5428, "X4": 0.39708, "Y4": 0.5418, "page": 0}, {"Word": "pult", "Confidence": 0.607, "X1": 0.00133, "Y1": 0.5442, "X2": 0.03054, "Y2": 0.544, "X3": 0.03054, "Y3": 0.5568, "X4": 0.00133, "Y4": 0.5568, "page": 0}, {"Word": "bubbler and then to the vacuum", "Confidence": 0.99583, "X1": 0.07171, "Y1": 0.5372, "X2": 0.35458, "Y2": 0.537, "X3": 0.35458, "Y3": 0.5498, "X4": 0.07171, "Y4": 0.5498, "page": 0}, {"Word": "soir", "Confidence": 0.632, "X1": 0.00133, "Y1": 0.5572, "X2": 0.02922, "Y2": 0.557, "X3": 0.03054, "Y3": 0.5678, "X4": 0.00266, "Y4": 0.5678, "page": 0}, {"Word": "source. The solenoid valves are oper-", "Confidence": 0.9895, "X1": 0.07039, "Y1": 0.5502, "X2": 0.35325, "Y2": 0.55, "X3": 0.35325, "Y3": 0.5628, "X4": 0.07039, "Y4": 0.5638, "page": 0}, {"Word": "ated by a Harco HR6-1 multigang", "Confidence": 0.98, "X1": 0.07039, "Y1": 0.5632, "X2": 0.35458, "Y2": 0.563, "X3": 0.35458, "Y3": 0.5758, "X4": 0.07039, "Y4": 0.5768, "page": 0}, {"Word": "cted", "Confidence": 0.68, "X1": 0.0, "Y1": 0.5842, "X2": 0.03054, "Y2": 0.584, "X3": 0.03054, "Y3": 0.5948, "X4": 0.0, "Y4": 0.5948, "page": 0}, {"Word": "cam timer.", "Confidence": 0.9935, "X1": 0.07039, "Y1": 0.5772, "X2": 0.15405, "Y2": 0.577, "X3": 0.15405, "Y3": 0.5888, "X4": 0.07039, "Y4": 0.5888, "page": 0}, {"Word": "Figure 3. Smoking machine for \"absorbable\" gains. Diagram.", "Confidence": 0.89062, "X1": 0.37317, "Y1": 0.5782, "X2": 0.75697, "Y2": 0.578, "X3": 0.75697, "Y3": 0.5918, "X4": 0.37317, "Y4": 0.5918, "page": 0}, {"Word": "In operation the vacuum reservoir", "Confidence": 0.9954, "X1": 0.08765, "Y1": 0.5902, "X2": 0.35591, "Y2": 0.59, "X3": 0.35591, "Y3": 0.6028, "X4": 0.08765, "Y4": 0.6038, "page": 0}, {"Word": "ight", "Confidence": 0.603, "X1": 0.0, "Y1": 0.5982, "X2": 0.02922, "Y2": 0.598, "X3": 0.02789, "Y3": 0.6088, "X4": 0.0, "Y4": 0.6088, "page": 0}, {"Word": "is evacuated to a proper vacuum to", "Confidence": 0.99571, "X1": 0.07304, "Y1": 0.6032, "X2": 0.35591, "Y2": 0.603, "X3": 0.35591, "Y3": 0.6158, "X4": 0.07304, "Y4": 0.6168, "page": 0}, {"Word": "give a 35 cc puff, and the reservoir", "Confidence": 0.97875, "X1": 0.06906, "Y1": 0.6172, "X2": 0.35724, "Y2": 0.617, "X3": 0.35724, "Y3": 0.6298, "X4": 0.06906, "Y4": 0.6308, "page": 0}, {"Word": "is connected to the smoking port by", "Confidence": 0.99471, "X1": 0.07171, "Y1": 0.6292, "X2": 0.35458, "Y2": 0.629, "X3": 0.35458, "Y3": 0.6418, "X4": 0.07171, "Y4": 0.6428, "page": 0}, {"Word": "elly", "Confidence": 0.685, "X1": 0.0, "Y1": 0.6362, "X2": 0.02789, "Y2": 0.636, "X3": 0.02789, "Y3": 0.6498, "X4": 0.0, "Y4": 0.6498, "page": 0}, {"Word": "simultaneously switching the three-", "Confidence": 0.9015, "X1": 0.07039, "Y1": 0.6432, "X2": 0.35458, "Y2": 0.643, "X3": 0.35458, "Y3": 0.6568, "X4": 0.07039, "Y4": 0.6578, "page": 0}, {"Word": "FLOW RATE lechee)", "Confidence": 0.67933, "X1": 0.39442, "Y1": 0.6572, "X2": 0.39309, "Y2": 0.657, "X3": 0.40903, "Y3": 0.6568, "X4": 0.41036, "Y4": 0.7418, "page": 0}, {"Word": "hru", "Confidence": 0.124, "X1": 0.0, "Y1": 0.6502, "X2": 0.02789, "Y2": 0.65, "X3": 0.02789, "Y3": 0.6608, "X4": 0.0, "Y4": 0.6618, "page": 0}, {"Word": "way valve and opening the two-way", "Confidence": 0.989, "X1": 0.07171, "Y1": 0.6572, "X2": 0.35458, "Y2": 0.657, "X3": 0.35458, "Y3": 0.6698, "X4": 0.07171, "Y4": 0.6708, "page": 0}, {"Word": "So", "Confidence": 0.272, "X1": 0.40637, "Y1": 0.6672, "X2": 0.43293, "Y2": 0.667, "X3": 0.43293, "Y3": 0.6778, "X4": 0.40637, "Y4": 0.6778, "page": 0}, {"Word": "18 ORIFICE (0.01)", "Confidence": 0.172, "X1": 0.49402, "Y1": 0.6582, "X2": 0.60159, "Y2": 0.658, "X3": 0.60159, "Y3": 0.6708, "X4": 0.49402, "Y4": 0.6688, "page": 0}, {"Word": "valve which pulls the puff into the", "Confidence": 0.99471, "X1": 0.07171, "Y1": 0.6702, "X2": 0.35458, "Y2": 0.67, "X3": 0.35458, "Y3": 0.6828, "X4": 0.07171, "Y4": 0.6838, "page": 0}, {"Word": "ith-", "Confidence": 0.884, "X1": 0.00133, "Y1": 0.6762, "X2": 0.02789, "Y2": 0.676, "X3": 0.02789, "Y3": 0.6888, "X4": 0.00133, "Y4": 0.6878, "page": 0}, {"Word": "vacuum reservoir. After two seconds", "Confidence": 0.9864, "X1": 0.06906, "Y1": 0.6842, "X2": 0.35724, "Y2": 0.684, "X3": 0.35724, "Y3": 0.6968, "X4": 0.06906, "Y4": 0.6968, "page": 0}, {"Word": "atis", "Confidence": 0.33, "X1": 0.0, "Y1": 0.6892, "X2": 0.02656, "Y2": 0.689, "X3": 0.02656, "Y3": 0.7008, "X4": 0.0, "Y4": 0.7008, "page": 0}, {"Word": "fret", "Confidence": 0.821, "X1": 0.0, "Y1": 0.7022, "X2": 0.02523, "Y2": 0.702, "X3": 0.02656, "Y3": 0.7158, "X4": 0.0, "Y4": 0.7148, "page": 0}, {"Word": "the two-way solenoid closes. Puff", "Confidence": 0.9756, "X1": 0.07171, "Y1": 0.6952, "X2": 0.35591, "Y2": 0.695, "X3": 0.35724, "Y3": 0.7098, "X4": 0.07171, "Y4": 0.7108, "page": 0}, {"Word": "col-", "Confidence": 0.857, "X1": 0.00133, "Y1": 0.7142, "X2": 0.02656, "Y2": 0.714, "X3": 0.02656, "Y3": 0.7268, "X4": 0.00133, "Y4": 0.7268, "page": 0}, {"Word": "duration is controlled by an appro-", "Confidence": 0.97033, "X1": 0.07039, "Y1": 0.7102, "X2": 0.35458, "Y2": 0.71, "X3": 0.35325, "Y3": 0.7228, "X4": 0.07039, "Y4": 0.7228, "page": 0}, {"Word": "priate selection of reservoir volume", "Confidence": 0.9952, "X1": 0.07171, "Y1": 0.7232, "X2": 0.35591, "Y2": 0.723, "X3": 0.35591, "Y3": 0.7358, "X4": 0.07171, "Y4": 0.7368, "page": 0}, {"Word": "and flow limiting orifice size as well", "Confidence": 0.99257, "X1": 0.07039, "Y1": 0.7362, "X2": 0.35724, "Y2": 0.736, "X3": 0.35724, "Y3": 0.7478, "X4": 0.07039, "Y4": 0.7488, "page": 0}, {"Word": "of", "Confidence": 0.688, "X1": 0.0093, "Y1": 0.7422, "X2": 0.02789, "Y2": 0.742, "X3": 0.02656, "Y3": 0.7518, "X4": 0.0093, "Y4": 0.7528, "page": 0}, {"Word": "in", "Confidence": 0.63, "X1": 0.00398, "Y1": 0.7572, "X2": 0.02656, "Y2": 0.757, "X3": 0.02656, "Y3": 0.7668, "X4": 0.00398, "Y4": 0.7668, "page": 0}, {"Word": "as by controlling the time that the", "Confidence": 0.96271, "X1": 0.07171, "Y1": 0.7492, "X2": 0.35591, "Y2": 0.749, "X3": 0.35591, "Y3": 0.7618, "X4": 0.07171, "Y4": 0.7638, "page": 0}, {"Word": "solenoid remains open. When the", "Confidence": 0.994, "X1": 0.07039, "Y1": 0.7612, "X2": 0.35458, "Y2": 0.761, "X3": 0.35458, "Y3": 0.7758, "X4": 0.07039, "Y4": 0.7768, "page": 0}, {"Word": "lux-", "Confidence": 0.143, "X1": 0.0, "Y1": 0.7692, "X2": 0.02656, "Y2": 0.769, "X3": 0.02656, "Y3": 0.7798, "X4": 0.0, "Y4": 0.7788, "page": 0}, {"Word": "mrt", "Confidence": 0.16, "X1": 0.00133, "Y1": 0.7832, "X2": 0.0239, "Y2": 0.783, "X3": 0.0239, "Y3": 0.7928, "X4": 0.00133, "Y4": 0.7938, "page": 0}, {"Word": "two-way solenoid closes, the three-", "Confidence": 0.9758, "X1": 0.07039, "Y1": 0.7762, "X2": 0.35458, "Y2": 0.776, "X3": 0.35458, "Y3": 0.7898, "X4": 0.07039, "Y4": 0.7908, "page": 0}, {"Word": "TIME", "Confidence": 0.985, "X1": 0.50465, "Y1": 0.7852, "X2": 0.5498, "Y2": 0.785, "X3": 0.5498, "Y3": 0.7948, "X4": 0.50465, "Y4": 0.7948, "page": 0}, {"Word": "TIME SEC.", "Confidence": 0.9035, "X1": 0.79283, "Y1": 0.7852, "X2": 0.85126, "Y2": 0.785, "X3": 0.85126, "Y3": 0.7968, "X4": 0.79283, "Y4": 0.7968, "page": 0}, {"Word": "way solenoid switches to the evacu-", "Confidence": 0.98533, "X1": 0.07171, "Y1": 0.7902, "X2": 0.35325, "Y2": 0.79, "X3": 0.35325, "Y3": 0.8018, "X4": 0.07171, "Y4": 0.8028, "page": 0}, {"Word": "ating position exhausting the puff", "Confidence": 0.9634, "X1": 0.07171, "Y1": 0.8022, "X2": 0.35989, "Y2": 0.802, "X3": 0.35989, "Y3": 0.8168, "X4": 0.07171, "Y4": 0.8178, "page": 0}, {"Word": "into the bubbler and reevacuating the", "Confidence": 0.92667, "X1": 0.07039, "Y1": 0.8172, "X2": 0.35857, "Y2": 0.817, "X3": 0.35857, "Y3": 0.8298, "X4": 0.07039, "Y4": 0.8298, "page": 0}, {"Word": "30", "Confidence": 0.667, "X1": 0.41036, "Y1": 0.8262, "X2": 0.42629, "Y2": 0.826, "X3": 0.42629, "Y3": 0.8368, "X4": 0.41036, "Y4": 0.8358, "page": 0}, {"Word": "reservoir. Puffs from the different", "Confidence": 0.9544, "X1": 0.07171, "Y1": 0.8312, "X2": 0.35724, "Y2": 0.831, "X3": 0.35724, "Y3": 0.8428, "X4": 0.07171, "Y4": 0.8438, "page": 0}, {"Word": "cigarettes are taken every 15 seconds.", "Confidence": 0.93983, "X1": 0.07039, "Y1": 0.8442, "X2": 0.35724, "Y2": 0.844, "X3": 0.35724, "Y3": 0.8568, "X4": 0.07039, "Y4": 0.8568, "page": 0}, {"Word": "AP (cmM20)", "Confidence": 0.7515, "X1": 0.39309, "Y1": 0.8502, "X2": 0.39841, "Y2": 0.85, "X3": 0.41434, "Y3": 0.8498, "X4": 0.4077, "Y4": 0.9088, "page": 0}, {"Word": "the", "Confidence": 0.885, "X1": 0.0, "Y1": 0.8492, "X2": 0.02922, "Y2": 0.849, "X3": 0.02922, "Y3": 0.8598, "X4": 0.0, "Y4": 0.8608, "page": 0}, {"Word": "i.e ., the total cycle is completed in", "Confidence": 0.98075, "X1": 0.07039, "Y1": 0.8572, "X2": 0.35458, "Y2": 0.857, "X3": 0.35458, "Y3": 0.8708, "X4": 0.07039, "Y4": 0.8698, "page": 0}, {"Word": "18 OFFICE", "Confidence": 0.459, "X1": 0.47676, "Y1": 0.8622, "X2": 0.5498, "Y2": 0.862, "X3": 0.54847, "Y3": 0.8738, "X4": 0.47676, "Y4": 0.8708, "page": 0}, {"Word": ".76 ORIFICE", "Confidence": 0.4135, "X1": 0.81541, "Y1": 0.8652, "X2": 0.88181, "Y2": 0.865, "X3": 0.88181, "Y3": 0.8748, "X4": 0.81541, "Y4": 0.8718, "page": 0}, {"Word": "one minute.", "Confidence": 0.9755, "X1": 0.07039, "Y1": 0.8712, "X2": 0.16069, "Y2": 0.871, "X3": 0.16069, "Y3": 0.8838, "X4": 0.07039, "Y4": 0.8838, "page": 0}, {"Word": "Typical puff profiles obtained with", "Confidence": 0.9124, "X1": 0.08765, "Y1": 0.8832, "X2": 0.35458, "Y2": 0.883, "X3": 0.35458, "Y3": 0.8968, "X4": 0.08765, "Y4": 0.8978, "page": 0}, {"Word": "1st", "Confidence": 0.707, "X1": 0.40637, "Y1": 0.8772, "X2": 0.44223, "Y2": 0.877, "X3": 0.43958, "Y3": 0.8908, "X4": 0.40637, "Y4": 0.8888, "page": 0}, {"Word": "01561831", "Confidence": 0.991, "X1": 0.9336, "Y1": 0.8962, "X2": 0.93227, "Y2": 0.896, "X3": 0.90704, "Y3": 0.8948, "X4": 0.90969, "Y4": 0.7968, "page": 0}, {"Word": "10", "Confidence": 0.61, "X1": 0.41036, "Y1": 0.8972, "X2": 0.43293, "Y2": 0.897, "X3": 0.43161, "Y3": 0.9058, "X4": 0.40903, "Y4": 0.9058, "page": 0}, {"Word": "this smoking system are depicted in", "Confidence": 0.94833, "X1": 0.07171, "Y1": 0.8972, "X2": 0.35325, "Y2": 0.897, "X3": 0.35325, "Y3": 0.9098, "X4": 0.07171, "Y4": 0.9108, "page": 0}, {"Word": "Figure 4. Tracings A were obtained", "Confidence": 0.95567, "X1": 0.07171, "Y1": 0.9112, "X2": 0.35591, "Y2": 0.911, "X3": 0.35591, "Y3": 0.9238, "X4": 0.07171, "Y4": 0.9238, "page": 0}, {"Word": "with a hot wire anemometer (7) and", "Confidence": 0.98886, "X1": 0.07039, "Y1": 0.9242, "X2": 0.35591, "Y2": 0.924, "X3": 0.35591, "Y3": 0.9368, "X4": 0.07039, "Y4": 0.9368, "page": 0}, {"Word": "B with a device utilizing a pressure", "Confidence": 0.96943, "X1": 0.07039, "Y1": 0.9382, "X2": 0.35458, "Y2": 0.938, "X3": 0.35458, "Y3": 0.9518, "X4": 0.07039, "Y4": 0.9508, "page": 0}, {"Word": "TIME SEC", "Confidence": 0.9895, "X1": 0.51394, "Y1": 0.9482, "X2": 0.56972, "Y2": 0.948, "X3": 0.56972, "Y3": 0.9578, "X4": 0.51394, "Y4": 0.9568, "page": 0}, {"Word": "TIME SEC.", "Confidence": 0.798, "X1": 0.78088, "Y1": 0.9492, "X2": 0.84329, "Y2": 0.949, "X3": 0.84329, "Y3": 0.9578, "X4": 0.78088, "Y4": 0.9568, "page": 0}, {"Word": "sensitive transducer. The traeings", "Confidence": 0.91625, "X1": 0.07171, "Y1": 0.9512, "X2": 0.35591, "Y2": 0.951, "X3": 0.35591, "Y3": 0.9638, "X4": 0.07171, "Y4": 0.9638, "page": 0}, {"Word": "resemble qualitatively what might", "Confidence": 0.9925, "X1": 0.07171, "Y1": 0.9642, "X2": 0.35458, "Y2": 0.964, "X3": 0.35458, "Y3": 0.9768, "X4": 0.07171, "Y4": 0.9778, "page": 0}, {"Word": "be considered a \"representative\"", "Confidence": 0.89475, "X1": 0.07039, "Y1": 0.9762, "X2": 0.35724, "Y2": 0.976, "X3": 0.35724, "Y3": 0.9908, "X4": 0.07039, "Y4": 0.9908, "page": 0}, {"Word": "Figure 4. Puff .profiles. A-hot wire anemometer. B-pressure sensitive transducer.", "Confidence": 0.7904, "X1": 0.3745, "Y1": 0.9782, "X2": 0.91899, "Y2": 0.978, "X3": 0.91899, "Y3": 0.9908, "X4": 0.3745, "Y4": 0.9908, "page": 0}], "words_data": [{"Word": "--", "Confidence": 0.757, "X1": 0.24701, "Y1": 0.0242, "X2": 0.26826, "Y2": 0.024, "X3": 0.26959, "Y3": 0.0358, "X4": 0.24701, "Y4": 0.0378, "page": 0, "Index": 0}, {"Word": "TO", "Confidence": 0.994, "X1": 0.43028, "Y1": 0.0422, "X2": 0.44356, "Y2": 0.042, "X3": 0.44356, "Y3": 0.0508, "X4": 0.43028, "Y4": 0.0508, "page": 0, "Index": 1}, {"Word": "ITICAL", "Confidence": 0.899, "X1": 0.56441, "Y1": 0.0902, "X2": 0.60159, "Y2": 0.09, "X3": 0.60159, "Y3": 0.0998, "X4": 0.56441, "Y4": 0.0988, "page": 0, "Index": 2}, {"Word": "CAMBRIDGE", "Confidence": 0.63, "X1": 0.87517, "Y1": 0.0972, "X2": 0.93625, "Y2": 0.097, "X3": 0.93625, "Y3": 0.1068, "X4": 0.87384, "Y4": 0.1058, "page": 0, "Index": 3}, {"Word": "el", "Confidence": 0.425, "X1": 0.0093, "Y1": 0.0832, "X2": 0.04382, "Y2": 0.083, "X3": 0.04515, "Y3": 0.1108, "X4": 0.0093, "Y4": 0.1118, "page": 0, "Index": 4}, {"Word": "FILTERS", "Confidence": 0.993, "X1": 0.88048, "Y1": 0.1082, "X2": 0.93094, "Y2": 0.108, "X3": 0.92961, "Y3": 0.1188, "X4": 0.88181, "Y4": 0.1178, "page": 0, "Index": 5}, {"Word": "BUBBLE", "Confidence": 0.885, "X1": 0.48074, "Y1": 0.1842, "X2": 0.52855, "Y2": 0.184, "X3": 0.52855, "Y3": 0.1958, "X4": 0.48207, "Y4": 0.1958, "page": 0, "Index": 6}, {"Word": "TRAP", "Confidence": 0.981, "X1": 0.53652, "Y1": 0.1842, "X2": 0.56972, "Y2": 0.184, "X3": 0.56972, "Y3": 0.1948, "X4": 0.53652, "Y4": 0.1958, "page": 0, "Index": 7}, {"Word": "-FRITTED", "Confidence": 0.803, "X1": 0.48606, "Y1": 0.2022, "X2": 0.53652, "Y2": 0.202, "X3": 0.53652, "Y3": 0.2138, "X4": 0.48606, "Y4": 0.2138, "page": 0, "Index": 8}, {"Word": "DISC.", "Confidence": 0.848, "X1": 0.54582, "Y1": 0.2022, "X2": 0.57769, "Y2": 0.202, "X3": 0.57769, "Y3": 0.2138, "X4": 0.54582, "Y4": 0.2138, "page": 0, "Index": 9}, {"Word": "VACUUM", "Confidence": 0.85, "X1": 0.78353, "Y1": 0.2262, "X2": 0.82869, "Y2": 0.226, "X3": 0.82736, "Y3": 0.2368, "X4": 0.78353, "Y4": 0.2368, "page": 0, "Index": 10}, {"Word": "Figure", "Confidence": 0.993, "X1": 0.07171, "Y1": 0.2302, "X2": 0.11155, "Y2": 0.23, "X3": 0.11155, "Y3": 0.2418, "X4": 0.07304, "Y4": 0.2428, "page": 0, "Index": 11}, {"Word": "2.", "Confidence": 0.997, "X1": 0.11421, "Y1": 0.2292, "X2": 0.13147, "Y2": 0.229, "X3": 0.1328, "Y3": 0.2418, "X4": 0.11554, "Y4": 0.2418, "page": 0, "Index": 12}, {"Word": "Smoking", "Confidence": 0.914, "X1": 0.13546, "Y1": 0.2292, "X2": 0.18725, "Y2": 0.229, "X3": 0.18858, "Y3": 0.2408, "X4": 0.13546, "Y4": 0.2418, "page": 0, "Index": 13}, {"Word": "machina", "Confidence": 0.66, "X1": 0.19124, "Y1": 0.2282, "X2": 0.24303, "Y2": 0.228, "X3": 0.24436, "Y3": 0.2408, "X4": 0.19124, "Y4": 0.2408, "page": 0, "Index": 14}, {"Word": "for", "Confidence": 0.998, "X1": 0.24701, "Y1": 0.2282, "X2": 0.26826, "Y2": 0.228, "X3": 0.26826, "Y3": 0.2408, "X4": 0.24701, "Y4": 0.2408, "page": 0, "Index": 15}, {"Word": "\"absorbable\"", "Confidence": 0.587, "X1": 0.27092, "Y1": 0.2272, "X2": 0.35325, "Y2": 0.227, "X3": 0.35458, "Y3": 0.2398, "X4": 0.27224, "Y4": 0.2398, "page": 0, "Index": 16}, {"Word": "RESERVOIR", "Confidence": 0.955, "X1": 0.77424, "Y1": 0.2352, "X2": 0.83931, "Y2": 0.235, "X3": 0.83798, "Y3": 0.2458, "X4": 0.77424, "Y4": 0.2448, "page": 0, "Index": 17}, {"Word": "gases.", "Confidence": 0.785, "X1": 0.07039, "Y1": 0.2422, "X2": 0.10757, "Y2": 0.242, "X3": 0.10757, "Y3": 0.2528, "X4": 0.07171, "Y4": 0.2538, "page": 0, "Index": 18}, {"Word": "Intercal", "Confidence": 0.575, "X1": 0.11023, "Y1": 0.2412, "X2": 0.15803, "Y2": 0.241, "X3": 0.15803, "Y3": 0.2518, "X4": 0.11023, "Y4": 0.2528, "page": 0, "Index": 19}, {"Word": "arrangement.", "Confidence": 0.636, "X1": 0.16069, "Y1": 0.2412, "X2": 0.24436, "Y2": 0.241, "X3": 0.24436, "Y3": 0.2508, "X4": 0.16069, "Y4": 0.2518, "page": 0, "Index": 20}, {"Word": "1,2,3,", "Confidence": 0.751, "X1": 0.46481, "Y1": 0.2552, "X2": 0.49934, "Y2": 0.255, "X3": 0.50066, "Y3": 0.2678, "X4": 0.46481, "Y4": 0.2678, "page": 0, "Index": 21}, {"Word": "4", "Confidence": 0.104, "X1": 0.50332, "Y1": 0.2552, "X2": 0.51262, "Y2": 0.255, "X3": 0.51262, "Y3": 0.2668, "X4": 0.50332, "Y4": 0.2678, "page": 0, "Index": 22}, {"Word": "4-", "Confidence": 0.998, "X1": 0.51793, "Y1": 0.2552, "X2": 0.53785, "Y2": 0.255, "X3": 0.53785, "Y3": 0.2668, "X4": 0.51793, "Y4": 0.2668, "page": 0, "Index": 23}, {"Word": "TWO-WAY", "Confidence": 0.849, "X1": 0.5498, "Y1": 0.2552, "X2": 0.60691, "Y2": 0.255, "X3": 0.60691, "Y3": 0.2668, "X4": 0.55113, "Y4": 0.2668, "page": 0, "Index": 24}, {"Word": "SOLENOIDS", "Confidence": 0.908, "X1": 0.60956, "Y1": 0.2552, "X2": 0.67198, "Y2": 0.255, "X3": 0.67198, "Y3": 0.2668, "X4": 0.60956, "Y4": 0.2668, "page": 0, "Index": 25}, {"Word": "5-", "Confidence": 0.609, "X1": 0.46348, "Y1": 0.2682, "X2": 0.48074, "Y2": 0.268, "X3": 0.48207, "Y3": 0.2788, "X4": 0.46481, "Y4": 0.2788, "page": 0, "Index": 26}, {"Word": "THREE-WAY", "Confidence": 0.9, "X1": 0.4834, "Y1": 0.2682, "X2": 0.55246, "Y2": 0.268, "X3": 0.55246, "Y3": 0.2798, "X4": 0.48473, "Y4": 0.2788, "page": 0, "Index": 27}, {"Word": "SOLENOID", "Confidence": 0.848, "X1": 0.56308, "Y1": 0.2682, "X2": 0.62019, "Y2": 0.268, "X3": 0.61886, "Y3": 0.2788, "X4": 0.56308, "Y4": 0.2798, "page": 0, "Index": 28}, {"Word": "Machine", "Confidence": 0.962, "X1": 0.13413, "Y1": 0.2922, "X2": 0.19522, "Y2": 0.292, "X3": 0.19522, "Y3": 0.3078, "X4": 0.13413, "Y4": 0.3088, "page": 0, "Index": 29}, {"Word": "for", "Confidence": 0.998, "X1": 0.1992, "Y1": 0.2922, "X2": 0.22311, "Y2": 0.292, "X3": 0.22178, "Y3": 0.3078, "X4": 0.1992, "Y4": 0.3078, "page": 0, "Index": 30}, {"Word": "\"Absorbable\"", "Confidence": 0.809, "X1": 0.22709, "Y1": 0.2902, "X2": 0.33201, "Y2": 0.29, "X3": 0.33068, "Y3": 0.3058, "X4": 0.22576, "Y4": 0.3078, "page": 0, "Index": 31}, {"Word": "Smoking", "Confidence": 0.994, "X1": 0.07039, "Y1": 0.2932, "X2": 0.13015, "Y2": 0.293, "X3": 0.13015, "Y3": 0.3088, "X4": 0.07039, "Y4": 0.3088, "page": 0, "Index": 32}, {"Word": "Gases", "Confidence": 0.981, "X1": 0.07835, "Y1": 0.3082, "X2": 0.11687, "Y2": 0.308, "X3": 0.11554, "Y3": 0.3208, "X4": 0.07703, "Y4": 0.3188, "page": 0, "Index": 33}, {"Word": "The", "Confidence": 0.998, "X1": 0.08898, "Y1": 0.3332, "X2": 0.11952, "Y2": 0.333, "X3": 0.12085, "Y3": 0.3458, "X4": 0.09031, "Y4": 0.3458, "page": 0, "Index": 34}, {"Word": "first", "Confidence": 0.995, "X1": 0.12351, "Y1": 0.3332, "X2": 0.15803, "Y2": 0.333, "X3": 0.15803, "Y3": 0.3458, "X4": 0.12351, "Y4": 0.3458, "page": 0, "Index": 35}, {"Word": "multiport", "Confidence": 0.995, "X1": 0.16069, "Y1": 0.3322, "X2": 0.23772, "Y2": 0.332, "X3": 0.23772, "Y3": 0.3458, "X4": 0.16202, "Y4": 0.3458, "page": 0, "Index": 36}, {"Word": "version", "Confidence": 0.997, "X1": 0.2417, "Y1": 0.3322, "X2": 0.30013, "Y2": 0.332, "X3": 0.30013, "Y3": 0.3458, "X4": 0.2417, "Y4": 0.3458, "page": 0, "Index": 37}, {"Word": "of", "Confidence": 0.998, "X1": 0.30412, "Y1": 0.3322, "X2": 0.32271, "Y2": 0.332, "X3": 0.32271, "Y3": 0.3458, "X4": 0.30544, "Y4": 0.3458, "page": 0, "Index": 38}, {"Word": "the", "Confidence": 0.998, "X1": 0.32537, "Y1": 0.3322, "X2": 0.35458, "Y2": 0.332, "X3": 0.35458, "Y3": 0.3458, "X4": 0.32537, "Y4": 0.3458, "page": 0, "Index": 39}, {"Word": "MICROSWITCHES", "Confidence": 0.959, "X1": 0.46215, "Y1": 0.3392, "X2": 0.55246, "Y2": 0.339, "X3": 0.55378, "Y3": 0.3508, "X4": 0.46215, "Y4": 0.3518, "page": 0, "Index": 40}, {"Word": "WARNING", "Confidence": 0.991, "X1": 0.80876, "Y1": 0.3382, "X2": 0.86056, "Y2": 0.338, "X3": 0.86189, "Y3": 0.3498, "X4": 0.80876, "Y4": 0.3508, "page": 0, "Index": 41}, {"Word": "LIGHT", "Confidence": 0.994, "X1": 0.86454, "Y1": 0.3372, "X2": 0.90305, "Y2": 0.337, "X3": 0.90438, "Y3": 0.3488, "X4": 0.86454, "Y4": 0.3498, "page": 0, "Index": 42}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.07304, "Y1": 0.3482, "X2": 0.13679, "Y2": 0.348, "X3": 0.13679, "Y3": 0.3608, "X4": 0.07437, "Y4": 0.3618, "page": 0, "Index": 43}, {"Word": "machine", "Confidence": 0.996, "X1": 0.1421, "Y1": 0.3472, "X2": 0.20983, "Y2": 0.347, "X3": 0.20983, "Y3": 0.3598, "X4": 0.14343, "Y4": 0.3608, "page": 0, "Index": 44}, {"Word": "is", "Confidence": 0.998, "X1": 0.21647, "Y1": 0.3472, "X2": 0.2324, "Y2": 0.347, "X3": 0.2324, "Y3": 0.3598, "X4": 0.21647, "Y4": 0.3598, "page": 0, "Index": 45}, {"Word": "shown", "Confidence": 0.997, "X1": 0.23639, "Y1": 0.3472, "X2": 0.28685, "Y2": 0.347, "X3": 0.28685, "Y3": 0.3598, "X4": 0.23639, "Y4": 0.3598, "page": 0, "Index": 46}, {"Word": "in", "Confidence": 0.998, "X1": 0.29482, "Y1": 0.3462, "X2": 0.31208, "Y2": 0.346, "X3": 0.31076, "Y3": 0.3598, "X4": 0.29482, "Y4": 0.3598, "page": 0, "Index": 47}, {"Word": "Fig-", "Confidence": 0.986, "X1": 0.31873, "Y1": 0.3462, "X2": 0.35458, "Y2": 0.346, "X3": 0.35458, "Y3": 0.3588, "X4": 0.31873, "Y4": 0.3598, "page": 0, "Index": 48}, {"Word": "cig", "Confidence": 0.778, "X1": 0.00531, "Y1": 0.3662, "X2": 0.02656, "Y2": 0.366, "X3": 0.02656, "Y3": 0.3778, "X4": 0.00531, "Y4": 0.3778, "page": 0, "Index": 49}, {"Word": "ure", "Confidence": 0.996, "X1": 0.07304, "Y1": 0.3612, "X2": 0.0996, "Y2": 0.361, "X3": 0.0996, "Y3": 0.3738, "X4": 0.07171, "Y4": 0.3738, "page": 0, "Index": 50}, {"Word": "1.", "Confidence": 0.995, "X1": 0.10757, "Y1": 0.3612, "X2": 0.12616, "Y2": 0.361, "X3": 0.12616, "Y3": 0.3738, "X4": 0.10624, "Y4": 0.3738, "page": 0, "Index": 51}, {"Word": "The", "Confidence": 0.994, "X1": 0.13147, "Y1": 0.3612, "X2": 0.16202, "Y2": 0.361, "X3": 0.16202, "Y3": 0.3738, "X4": 0.13147, "Y4": 0.3738, "page": 0, "Index": 52}, {"Word": "physical", "Confidence": 0.981, "X1": 0.16999, "Y1": 0.3602, "X2": 0.23904, "Y2": 0.36, "X3": 0.23904, "Y3": 0.3738, "X4": 0.16866, "Y4": 0.3738, "page": 0, "Index": 53}, {"Word": "layout", "Confidence": 0.997, "X1": 0.24436, "Y1": 0.3602, "X2": 0.29748, "Y2": 0.36, "X3": 0.29615, "Y3": 0.3738, "X4": 0.24303, "Y4": 0.3738, "page": 0, "Index": 54}, {"Word": "is", "Confidence": 0.998, "X1": 0.30279, "Y1": 0.3602, "X2": 0.32005, "Y2": 0.36, "X3": 0.32005, "Y3": 0.3728, "X4": 0.30279, "Y4": 0.3738, "page": 0, "Index": 55}, {"Word": "de-", "Confidence": 0.994, "X1": 0.32669, "Y1": 0.3602, "X2": 0.35591, "Y2": 0.36, "X3": 0.35458, "Y3": 0.3728, "X4": 0.32669, "Y4": 0.3728, "page": 0, "Index": 56}, {"Word": "COUNTER-", "Confidence": 0.849, "X1": 0.68792, "Y1": 0.3632, "X2": 0.74768, "Y2": 0.363, "X3": 0.74635, "Y3": 0.3728, "X4": 0.68924, "Y4": 0.3748, "page": 0, "Index": 57}, {"Word": "picted", "Confidence": 0.991, "X1": 0.07171, "Y1": 0.3742, "X2": 0.12085, "Y2": 0.374, "X3": 0.12085, "Y3": 0.3878, "X4": 0.07171, "Y4": 0.3888, "page": 0, "Index": 58}, {"Word": "in", "Confidence": 0.998, "X1": 0.12483, "Y1": 0.3742, "X2": 0.1421, "Y2": 0.374, "X3": 0.1421, "Y3": 0.3878, "X4": 0.12483, "Y4": 0.3878, "page": 0, "Index": 59}, {"Word": "Figure", "Confidence": 0.997, "X1": 0.14608, "Y1": 0.3742, "X2": 0.20053, "Y2": 0.374, "X3": 0.20053, "Y3": 0.3868, "X4": 0.14608, "Y4": 0.3878, "page": 0, "Index": 60}, {"Word": "2", "Confidence": 0.996, "X1": 0.20452, "Y1": 0.3742, "X2": 0.21381, "Y2": 0.374, "X3": 0.21381, "Y3": 0.3868, "X4": 0.20452, "Y4": 0.3868, "page": 0, "Index": 61}, {"Word": "and", "Confidence": 0.998, "X1": 0.2178, "Y1": 0.3742, "X2": 0.24701, "Y2": 0.374, "X3": 0.24834, "Y3": 0.3868, "X4": 0.2178, "Y4": 0.3868, "page": 0, "Index": 62}, {"Word": "a", "Confidence": 0.995, "X1": 0.251, "Y1": 0.3742, "X2": 0.26162, "Y2": 0.374, "X3": 0.26162, "Y3": 0.3868, "X4": 0.251, "Y4": 0.3868, "page": 0, "Index": 63}, {"Word": "diagram", "Confidence": 0.996, "X1": 0.2656, "Y1": 0.3742, "X2": 0.32669, "Y2": 0.374, "X3": 0.32669, "Y3": 0.3868, "X4": 0.2656, "Y4": 0.3868, "page": 0, "Index": 64}, {"Word": "in", "Confidence": 0.998, "X1": 0.33466, "Y1": 0.3742, "X2": 0.35193, "Y2": 0.374, "X3": 0.35193, "Y3": 0.3868, "X4": 0.33466, "Y4": 0.3868, "page": 0, "Index": 65}, {"Word": "apid.", "Confidence": 0.868, "X1": 0.0, "Y1": 0.3932, "X2": 0.03187, "Y2": 0.393, "X3": 0.0332, "Y3": 0.4048, "X4": 0.0, "Y4": 0.4058, "page": 0, "Index": 66}, {"Word": "Figure", "Confidence": 0.997, "X1": 0.07171, "Y1": 0.3882, "X2": 0.12616, "Y2": 0.388, "X3": 0.12616, "Y3": 0.4008, "X4": 0.07171, "Y4": 0.4018, "page": 0, "Index": 67}, {"Word": "3.", "Confidence": 0.998, "X1": 0.13015, "Y1": 0.3882, "X2": 0.14608, "Y2": 0.388, "X3": 0.14608, "Y3": 0.4008, "X4": 0.13015, "Y4": 0.4008, "page": 0, "Index": 68}, {"Word": "The", "Confidence": 0.998, "X1": 0.14874, "Y1": 0.3882, "X2": 0.18061, "Y2": 0.388, "X3": 0.18061, "Y3": 0.4008, "X4": 0.15007, "Y4": 0.4008, "page": 0, "Index": 69}, {"Word": "four", "Confidence": 0.987, "X1": 0.18459, "Y1": 0.3882, "X2": 0.22045, "Y2": 0.388, "X3": 0.22045, "Y3": 0.4008, "X4": 0.18459, "Y4": 0.4008, "page": 0, "Index": 70}, {"Word": "individual", "Confidence": 0.994, "X1": 0.22311, "Y1": 0.3882, "X2": 0.30677, "Y2": 0.388, "X3": 0.30677, "Y3": 0.4008, "X4": 0.22444, "Y4": 0.4008, "page": 0, "Index": 71}, {"Word": "ports", "Confidence": 0.997, "X1": 0.31076, "Y1": 0.3882, "X2": 0.35325, "Y2": 0.388, "X3": 0.35458, "Y3": 0.4008, "X4": 0.31076, "Y4": 0.4008, "page": 0, "Index": 72}, {"Word": "larly", "Confidence": 0.693, "X1": 0.0, "Y1": 0.4052, "X2": 0.02922, "Y2": 0.405, "X3": 0.02922, "Y3": 0.4178, "X4": 0.0, "Y4": 0.4178, "page": 0, "Index": 73}, {"Word": "are", "Confidence": 0.998, "X1": 0.07171, "Y1": 0.4022, "X2": 0.0996, "Y2": 0.402, "X3": 0.09827, "Y3": 0.4158, "X4": 0.07039, "Y4": 0.4158, "page": 0, "Index": 74}, {"Word": "equipped", "Confidence": 0.994, "X1": 0.10491, "Y1": 0.4012, "X2": 0.17264, "Y2": 0.401, "X3": 0.17264, "Y3": 0.4148, "X4": 0.10359, "Y4": 0.4158, "page": 0, "Index": 75}, {"Word": "with", "Confidence": 0.99, "X1": 0.18061, "Y1": 0.4012, "X2": 0.21647, "Y2": 0.401, "X3": 0.21514, "Y3": 0.4148, "X4": 0.17928, "Y4": 0.4148, "page": 0, "Index": 76}, {"Word": "Cambridge", "Confidence": 0.995, "X1": 0.22178, "Y1": 0.4012, "X2": 0.30943, "Y2": 0.401, "X3": 0.30943, "Y3": 0.4138, "X4": 0.22178, "Y4": 0.4148, "page": 0, "Index": 77}, {"Word": "filter", "Confidence": 0.997, "X1": 0.31474, "Y1": 0.4002, "X2": 0.35458, "Y2": 0.4, "X3": 0.35458, "Y3": 0.4138, "X4": 0.31474, "Y4": 0.4138, "page": 0, "Index": 78}, {"Word": "#78", "Confidence": 0.976, "X1": 0.17264, "Y1": 0.4142, "X2": 0.20452, "Y2": 0.414, "X3": 0.20452, "Y3": 0.4278, "X4": 0.17264, "Y4": 0.4288, "page": 0, "Index": 79}, {"Word": "(0.016\"", "Confidence": 0.955, "X1": 0.21248, "Y1": 0.4142, "X2": 0.27092, "Y2": 0.414, "X3": 0.26959, "Y3": 0.4278, "X4": 0.21116, "Y4": 0.4278, "page": 0, "Index": 80}, {"Word": "diameter)", "Confidence": 0.963, "X1": 0.2749, "Y1": 0.4152, "X2": 0.35193, "Y2": 0.415, "X3": 0.3506, "Y3": 0.4278, "X4": 0.27357, "Y4": 0.4278, "page": 0, "Index": 81}, {"Word": "nokr", "Confidence": 0.646, "X1": 0.0, "Y1": 0.4192, "X2": 0.03187, "Y2": 0.419, "X3": 0.03187, "Y3": 0.4308, "X4": 0.0, "Y4": 0.4308, "page": 0, "Index": 82}, {"Word": "holders", "Confidence": 0.955, "X1": 0.07171, "Y1": 0.4152, "X2": 0.12882, "Y2": 0.415, "X3": 0.12882, "Y3": 0.4288, "X4": 0.07171, "Y4": 0.4288, "page": 0, "Index": 83}, {"Word": "and", "Confidence": 0.998, "X1": 0.13546, "Y1": 0.4142, "X2": 0.16335, "Y2": 0.414, "X3": 0.16335, "Y3": 0.4288, "X4": 0.13546, "Y4": 0.4288, "page": 0, "Index": 84}, {"Word": "flow", "Confidence": 0.993, "X1": 0.07304, "Y1": 0.4282, "X2": 0.10093, "Y2": 0.428, "X3": 0.0996, "Y3": 0.4418, "X4": 0.07171, "Y4": 0.4418, "page": 0, "Index": 85}, {"Word": "limiting", "Confidence": 0.948, "X1": 0.10757, "Y1": 0.4282, "X2": 0.17131, "Y2": 0.428, "X3": 0.17131, "Y3": 0.4418, "X4": 0.10757, "Y4": 0.4418, "page": 0, "Index": 86}, {"Word": "orifices.", "Confidence": 0.993, "X1": 0.17795, "Y1": 0.4282, "X2": 0.2417, "Y2": 0.428, "X3": 0.24037, "Y3": 0.4418, "X4": 0.17795, "Y4": 0.4418, "page": 0, "Index": 87}, {"Word": "The", "Confidence": 0.998, "X1": 0.24568, "Y1": 0.4282, "X2": 0.27623, "Y2": 0.428, "X3": 0.2749, "Y3": 0.4418, "X4": 0.24436, "Y4": 0.4418, "page": 0, "Index": 88}, {"Word": "ports", "Confidence": 0.998, "X1": 0.28021, "Y1": 0.4282, "X2": 0.32404, "Y2": 0.428, "X3": 0.32404, "Y3": 0.4418, "X4": 0.27888, "Y4": 0.4418, "page": 0, "Index": 89}, {"Word": "are", "Confidence": 0.998, "X1": 0.32802, "Y1": 0.4282, "X2": 0.35591, "Y2": 0.428, "X3": 0.35591, "Y3": 0.4418, "X4": 0.32802, "Y4": 0.4418, "page": 0, "Index": 90}, {"Word": "connected", "Confidence": 0.991, "X1": 0.07171, "Y1": 0.4422, "X2": 0.14608, "Y2": 0.442, "X3": 0.14608, "Y3": 0.4558, "X4": 0.07171, "Y4": 0.4558, "page": 0, "Index": 91}, {"Word": "through", "Confidence": 0.996, "X1": 0.15139, "Y1": 0.4422, "X2": 0.21248, "Y2": 0.442, "X3": 0.21248, "Y3": 0.4558, "X4": 0.15139, "Y4": 0.4558, "page": 0, "Index": 92}, {"Word": "1/10\"", "Confidence": 0.855, "X1": 0.22045, "Y1": 0.4422, "X2": 0.26693, "Y2": 0.442, "X3": 0.26693, "Y3": 0.4558, "X4": 0.22045, "Y4": 0.4558, "page": 0, "Index": 93}, {"Word": "I.D.", "Confidence": 0.983, "X1": 0.27092, "Y1": 0.4422, "X2": 0.30412, "Y2": 0.442, "X3": 0.30412, "Y3": 0.4548, "X4": 0.26959, "Y4": 0.4558, "page": 0, "Index": 94}, {"Word": "stain-", "Confidence": 0.997, "X1": 0.3081, "Y1": 0.4422, "X2": 0.35724, "Y2": 0.442, "X3": 0.35724, "Y3": 0.4548, "X4": 0.30677, "Y4": 0.4548, "page": 0, "Index": 95}, {"Word": "two-way", "Confidence": 0.996, "X1": 0.28818, "Y1": 0.4562, "X2": 0.35325, "Y2": 0.456, "X3": 0.35193, "Y3": 0.4678, "X4": 0.28818, "Y4": 0.4688, "page": 0, "Index": 96}, {"Word": "less", "Confidence": 0.982, "X1": 0.07171, "Y1": 0.4562, "X2": 0.10093, "Y2": 0.456, "X3": 0.0996, "Y3": 0.4688, "X4": 0.07171, "Y4": 0.4688, "page": 0, "Index": 97}, {"Word": "steel", "Confidence": 0.992, "X1": 0.10359, "Y1": 0.4562, "X2": 0.14077, "Y2": 0.456, "X3": 0.14077, "Y3": 0.4688, "X4": 0.10359, "Y4": 0.4688, "page": 0, "Index": 98}, {"Word": "tubing", "Confidence": 0.997, "X1": 0.14475, "Y1": 0.4562, "X2": 0.19522, "Y2": 0.456, "X3": 0.19522, "Y3": 0.4688, "X4": 0.14343, "Y4": 0.4688, "page": 0, "Index": 99}, {"Word": "to", "Confidence": 0.998, "X1": 0.20053, "Y1": 0.4562, "X2": 0.2178, "Y2": 0.456, "X3": 0.21647, "Y3": 0.4688, "X4": 0.1992, "Y4": 0.4688, "page": 0, "Index": 100}, {"Word": "Skinner", "Confidence": 0.995, "X1": 0.22045, "Y1": 0.4562, "X2": 0.2842, "Y2": 0.456, "X3": 0.28287, "Y3": 0.4688, "X4": 0.22045, "Y4": 0.4688, "page": 0, "Index": 101}, {"Word": "solenoid", "Confidence": 0.993, "X1": 0.07304, "Y1": 0.4692, "X2": 0.13413, "Y2": 0.469, "X3": 0.13413, "Y3": 0.4828, "X4": 0.07171, "Y4": 0.4828, "page": 0, "Index": 102}, {"Word": "valves", "Confidence": 0.995, "X1": 0.15007, "Y1": 0.4692, "X2": 0.20053, "Y2": 0.469, "X3": 0.1992, "Y3": 0.4838, "X4": 0.14874, "Y4": 0.4838, "page": 0, "Index": 103}, {"Word": "and", "Confidence": 0.998, "X1": 0.21248, "Y1": 0.4692, "X2": 0.2417, "Y2": 0.469, "X3": 0.2417, "Y3": 0.4838, "X4": 0.21248, "Y4": 0.4838, "page": 0, "Index": 104}, {"Word": "from", "Confidence": 0.985, "X1": 0.25764, "Y1": 0.4692, "X2": 0.29216, "Y2": 0.469, "X3": 0.29084, "Y3": 0.4828, "X4": 0.25631, "Y4": 0.4828, "page": 0, "Index": 105}, {"Word": "there", "Confidence": 0.998, "X1": 0.31208, "Y1": 0.4692, "X2": 0.35591, "Y2": 0.469, "X3": 0.35458, "Y3": 0.4818, "X4": 0.31076, "Y4": 0.4828, "page": 0, "Index": 106}, {"Word": "through", "Confidence": 0.992, "X1": 0.07304, "Y1": 0.4832, "X2": 0.14343, "Y2": 0.483, "X3": 0.1421, "Y3": 0.4968, "X4": 0.07171, "Y4": 0.4968, "page": 0, "Index": 107}, {"Word": "a", "Confidence": 0.96, "X1": 0.15538, "Y1": 0.4832, "X2": 0.166, "Y2": 0.483, "X3": 0.16467, "Y3": 0.4968, "X4": 0.15405, "Y4": 0.4968, "page": 0, "Index": 108}, {"Word": "common", "Confidence": 0.991, "X1": 0.17663, "Y1": 0.4832, "X2": 0.24967, "Y2": 0.483, "X3": 0.24834, "Y3": 0.4968, "X4": 0.17663, "Y4": 0.4968, "page": 0, "Index": 109}, {"Word": "three-way", "Confidence": 0.995, "X1": 0.26162, "Y1": 0.4822, "X2": 0.35325, "Y2": 0.482, "X3": 0.35325, "Y3": 0.4958, "X4": 0.26029, "Y4": 0.4968, "page": 0, "Index": 110}, {"Word": "In", "Confidence": 0.941, "X1": 0.01328, "Y1": 0.4932, "X2": 0.02922, "Y2": 0.493, "X3": 0.02922, "Y3": 0.5038, "X4": 0.01328, "Y4": 0.5038, "page": 0, "Index": 111}, {"Word": "con-", "Confidence": 0.66, "X1": 0.0, "Y1": 0.5082, "X2": 0.02789, "Y2": 0.508, "X3": 0.02922, "Y3": 0.5168, "X4": 0.0, "Y4": 0.5168, "page": 0, "Index": 112}, {"Word": "solenoid,", "Confidence": 0.661, "X1": 0.07304, "Y1": 0.4972, "X2": 0.13679, "Y2": 0.497, "X3": 0.13679, "Y3": 0.5098, "X4": 0.07171, "Y4": 0.5098, "page": 0, "Index": 113}, {"Word": "valve", "Confidence": 0.995, "X1": 0.14077, "Y1": 0.4972, "X2": 0.18061, "Y2": 0.497, "X3": 0.18061, "Y3": 0.5098, "X4": 0.13944, "Y4": 0.5098, "page": 0, "Index": 114}, {"Word": "to", "Confidence": 0.998, "X1": 0.18592, "Y1": 0.4972, "X2": 0.20319, "Y2": 0.497, "X3": 0.20319, "Y3": 0.5098, "X4": 0.18592, "Y4": 0.5098, "page": 0, "Index": 115}, {"Word": "the", "Confidence": 0.998, "X1": 0.2085, "Y1": 0.4972, "X2": 0.23639, "Y2": 0.497, "X3": 0.23639, "Y3": 0.5098, "X4": 0.2085, "Y4": 0.5098, "page": 0, "Index": 116}, {"Word": "vacuum", "Confidence": 0.995, "X1": 0.2417, "Y1": 0.4972, "X2": 0.29482, "Y2": 0.497, "X3": 0.29482, "Y3": 0.5098, "X4": 0.24037, "Y4": 0.5098, "page": 0, "Index": 117}, {"Word": "reser-", "Confidence": 0.997, "X1": 0.30677, "Y1": 0.4972, "X2": 0.35724, "Y2": 0.497, "X3": 0.35724, "Y3": 0.5098, "X4": 0.30677, "Y4": 0.5098, "page": 0, "Index": 118}, {"Word": "PUFF", "Confidence": 0.979, "X1": 0.67995, "Y1": 0.4972, "X2": 0.71315, "Y2": 0.497, "X3": 0.71448, "Y3": 0.5098, "X4": 0.68127, "Y4": 0.5098, "page": 0, "Index": 119}, {"Word": "INDICATOR", "Confidence": 0.991, "X1": 0.71846, "Y1": 0.4962, "X2": 0.77955, "Y2": 0.496, "X3": 0.78088, "Y3": 0.5098, "X4": 0.71979, "Y4": 0.5098, "page": 0, "Index": 120}, {"Word": "LIGHT", "Confidence": 0.63, "X1": 0.78486, "Y1": 0.4962, "X2": 0.82072, "Y2": 0.496, "X3": 0.82072, "Y3": 0.5098, "X4": 0.78486, "Y4": 0.5098, "page": 0, "Index": 121}, {"Word": "voir.", "Confidence": 0.993, "X1": 0.07304, "Y1": 0.5102, "X2": 0.11288, "Y2": 0.51, "X3": 0.11155, "Y3": 0.5238, "X4": 0.07171, "Y4": 0.5238, "page": 0, "Index": 122}, {"Word": "The", "Confidence": 0.998, "X1": 0.11687, "Y1": 0.5102, "X2": 0.14741, "Y2": 0.51, "X3": 0.14741, "Y3": 0.5238, "X4": 0.11554, "Y4": 0.5238, "page": 0, "Index": 123}, {"Word": "third", "Confidence": 0.995, "X1": 0.15139, "Y1": 0.5102, "X2": 0.19256, "Y2": 0.51, "X3": 0.19256, "Y3": 0.5228, "X4": 0.15139, "Y4": 0.5238, "page": 0, "Index": 124}, {"Word": "outlet", "Confidence": 0.994, "X1": 0.19788, "Y1": 0.5102, "X2": 0.24568, "Y2": 0.51, "X3": 0.24568, "Y3": 0.5228, "X4": 0.19788, "Y4": 0.5228, "page": 0, "Index": 125}, {"Word": "of", "Confidence": 0.998, "X1": 0.24967, "Y1": 0.5102, "X2": 0.26959, "Y2": 0.51, "X3": 0.26959, "Y3": 0.5228, "X4": 0.24967, "Y4": 0.5228, "page": 0, "Index": 126}, {"Word": "the", "Confidence": 0.998, "X1": 0.27357, "Y1": 0.5102, "X2": 0.30146, "Y2": 0.51, "X3": 0.30146, "Y3": 0.5228, "X4": 0.27357, "Y4": 0.5228, "page": 0, "Index": 127}, {"Word": "three-", "Confidence": 0.996, "X1": 0.30677, "Y1": 0.5092, "X2": 0.35591, "Y2": 0.509, "X3": 0.35458, "Y3": 0.5228, "X4": 0.30677, "Y4": 0.5228, "page": 0, "Index": 128}, {"Word": "CAM", "Confidence": 0.998, "X1": 0.56839, "Y1": 0.5112, "X2": 0.59495, "Y2": 0.511, "X3": 0.59495, "Y3": 0.5238, "X4": 0.56839, "Y4": 0.5238, "page": 0, "Index": 129}, {"Word": "nove", "Confidence": 0.589, "X1": 0.0, "Y1": 0.5212, "X2": 0.02789, "Y2": 0.521, "X3": 0.02789, "Y3": 0.5298, "X4": 0.0, "Y4": 0.5298, "page": 0, "Index": 130}, {"Word": "way", "Confidence": 0.997, "X1": 0.07171, "Y1": 0.5242, "X2": 0.10491, "Y2": 0.524, "X3": 0.10359, "Y3": 0.5368, "X4": 0.07171, "Y4": 0.5368, "page": 0, "Index": 131}, {"Word": "valve", "Confidence": 0.994, "X1": 0.11155, "Y1": 0.5242, "X2": 0.15405, "Y2": 0.524, "X3": 0.15272, "Y3": 0.5368, "X4": 0.11155, "Y4": 0.5368, "page": 0, "Index": 132}, {"Word": "leads", "Confidence": 0.997, "X1": 0.15936, "Y1": 0.5242, "X2": 0.20186, "Y2": 0.524, "X3": 0.20053, "Y3": 0.5368, "X4": 0.15803, "Y4": 0.5368, "page": 0, "Index": 133}, {"Word": "to", "Confidence": 0.998, "X1": 0.20717, "Y1": 0.5232, "X2": 0.22709, "Y2": 0.523, "X3": 0.22576, "Y3": 0.5378, "X4": 0.20717, "Y4": 0.5368, "page": 0, "Index": 134}, {"Word": "a", "Confidence": 0.995, "X1": 0.23373, "Y1": 0.5232, "X2": 0.24436, "Y2": 0.523, "X3": 0.24303, "Y3": 0.5378, "X4": 0.2324, "Y4": 0.5378, "page": 0, "Index": 135}, {"Word": "fritted", "Confidence": 0.996, "X1": 0.25232, "Y1": 0.5232, "X2": 0.30544, "Y2": 0.523, "X3": 0.30544, "Y3": 0.5378, "X4": 0.25232, "Y4": 0.5378, "page": 0, "Index": 136}, {"Word": "glass", "Confidence": 0.997, "X1": 0.31341, "Y1": 0.5232, "X2": 0.35591, "Y2": 0.523, "X3": 0.35458, "Y3": 0.5378, "X4": 0.31341, "Y4": 0.5378, "page": 0, "Index": 137}, {"Word": "MOTOR", "Confidence": 0.991, "X1": 0.56175, "Y1": 0.5222, "X2": 0.60292, "Y2": 0.522, "X3": 0.60292, "Y3": 0.5328, "X4": 0.56175, "Y4": 0.5338, "page": 0, "Index": 138}, {"Word": "flow", "Confidence": 0.958, "X1": 0.00133, "Y1": 0.5322, "X2": 0.02523, "Y2": 0.532, "X3": 0.02523, "Y3": 0.5428, "X4": 0.00133, "Y4": 0.5428, "page": 0, "Index": 139}, {"Word": "-0000", "Confidence": 0.884, "X1": 0.39973, "Y1": 0.5282, "X2": 0.49535, "Y2": 0.528, "X3": 0.49535, "Y3": 0.5428, "X4": 0.39841, "Y4": 0.5418, "page": 0, "Index": 140}, {"Word": "pult", "Confidence": 0.607, "X1": 0.00133, "Y1": 0.5442, "X2": 0.03054, "Y2": 0.544, "X3": 0.03054, "Y3": 0.5568, "X4": 0.00133, "Y4": 0.5568, "page": 0, "Index": 141}, {"Word": "bubbler", "Confidence": 0.996, "X1": 0.07304, "Y1": 0.5372, "X2": 0.13015, "Y2": 0.537, "X3": 0.13015, "Y3": 0.5498, "X4": 0.07171, "Y4": 0.5508, "page": 0, "Index": 142}, {"Word": "and", "Confidence": 0.998, "X1": 0.1421, "Y1": 0.5372, "X2": 0.16999, "Y2": 0.537, "X3": 0.16866, "Y3": 0.5498, "X4": 0.14077, "Y4": 0.5498, "page": 0, "Index": 143}, {"Word": "then", "Confidence": 0.991, "X1": 0.18194, "Y1": 0.5372, "X2": 0.21514, "Y2": 0.537, "X3": 0.21514, "Y3": 0.5498, "X4": 0.18061, "Y4": 0.5498, "page": 0, "Index": 144}, {"Word": "to", "Confidence": 0.998, "X1": 0.22842, "Y1": 0.5372, "X2": 0.24436, "Y2": 0.537, "X3": 0.24436, "Y3": 0.5498, "X4": 0.22709, "Y4": 0.5498, "page": 0, "Index": 145}, {"Word": "the", "Confidence": 0.998, "X1": 0.25498, "Y1": 0.5372, "X2": 0.28154, "Y2": 0.537, "X3": 0.28154, "Y3": 0.5498, "X4": 0.25498, "Y4": 0.5498, "page": 0, "Index": 146}, {"Word": "vacuum", "Confidence": 0.994, "X1": 0.29349, "Y1": 0.5382, "X2": 0.34794, "Y2": 0.538, "X3": 0.34794, "Y3": 0.5498, "X4": 0.29216, "Y4": 0.5498, "page": 0, "Index": 147}, {"Word": "soir", "Confidence": 0.632, "X1": 0.00133, "Y1": 0.5572, "X2": 0.02922, "Y2": 0.557, "X3": 0.02922, "Y3": 0.5678, "X4": 0.00133, "Y4": 0.5678, "page": 0, "Index": 148}, {"Word": "source.", "Confidence": 0.994, "X1": 0.07171, "Y1": 0.5512, "X2": 0.12749, "Y2": 0.551, "X3": 0.12749, "Y3": 0.5638, "X4": 0.07039, "Y4": 0.5648, "page": 0, "Index": 149}, {"Word": "The", "Confidence": 0.998, "X1": 0.13147, "Y1": 0.5512, "X2": 0.16069, "Y2": 0.551, "X3": 0.15936, "Y3": 0.5638, "X4": 0.13015, "Y4": 0.5638, "page": 0, "Index": 150}, {"Word": "solenoid", "Confidence": 0.995, "X1": 0.16467, "Y1": 0.5512, "X2": 0.22576, "Y2": 0.551, "X3": 0.22576, "Y3": 0.5638, "X4": 0.16335, "Y4": 0.5638, "page": 0, "Index": 151}, {"Word": "valves", "Confidence": 0.955, "X1": 0.23108, "Y1": 0.5512, "X2": 0.27888, "Y2": 0.551, "X3": 0.27888, "Y3": 0.5628, "X4": 0.22975, "Y4": 0.5638, "page": 0, "Index": 152}, {"Word": "are", "Confidence": 0.998, "X1": 0.28154, "Y1": 0.5512, "X2": 0.30943, "Y2": 0.551, "X3": 0.30943, "Y3": 0.5628, "X4": 0.28154, "Y4": 0.5628, "page": 0, "Index": 153}, {"Word": "oper-", "Confidence": 0.997, "X1": 0.31341, "Y1": 0.5512, "X2": 0.35458, "Y2": 0.551, "X3": 0.35458, "Y3": 0.5628, "X4": 0.31208, "Y4": 0.5628, "page": 0, "Index": 154}, {"Word": "ated", "Confidence": 0.997, "X1": 0.07171, "Y1": 0.5652, "X2": 0.10359, "Y2": 0.565, "X3": 0.10359, "Y3": 0.5768, "X4": 0.07171, "Y4": 0.5768, "page": 0, "Index": 155}, {"Word": "by", "Confidence": 0.998, "X1": 0.11288, "Y1": 0.5642, "X2": 0.1328, "Y2": 0.564, "X3": 0.13147, "Y3": 0.5768, "X4": 0.11155, "Y4": 0.5768, "page": 0, "Index": 156}, {"Word": "a", "Confidence": 0.998, "X1": 0.14077, "Y1": 0.5642, "X2": 0.15007, "Y2": 0.564, "X3": 0.15007, "Y3": 0.5768, "X4": 0.13944, "Y4": 0.5768, "page": 0, "Index": 157}, {"Word": "Harco", "Confidence": 0.997, "X1": 0.15936, "Y1": 0.5642, "X2": 0.20717, "Y2": 0.564, "X3": 0.20584, "Y3": 0.5768, "X4": 0.15936, "Y4": 0.5768, "page": 0, "Index": 158}, {"Word": "HR6-1", "Confidence": 0.997, "X1": 0.21514, "Y1": 0.5642, "X2": 0.2656, "Y2": 0.564, "X3": 0.26428, "Y3": 0.5768, "X4": 0.21381, "Y4": 0.5768, "page": 0, "Index": 159}, {"Word": "multigang", "Confidence": 0.893, "X1": 0.27357, "Y1": 0.5642, "X2": 0.35193, "Y2": 0.564, "X3": 0.35193, "Y3": 0.5768, "X4": 0.27357, "Y4": 0.5768, "page": 0, "Index": 160}, {"Word": "cted", "Confidence": 0.68, "X1": 0.0, "Y1": 0.5842, "X2": 0.02789, "Y2": 0.584, "X3": 0.02789, "Y3": 0.5948, "X4": 0.0, "Y4": 0.5948, "page": 0, "Index": 161}, {"Word": "cam", "Confidence": 0.991, "X1": 0.07304, "Y1": 0.5782, "X2": 0.09695, "Y2": 0.578, "X3": 0.09562, "Y3": 0.5898, "X4": 0.07171, "Y4": 0.5898, "page": 0, "Index": 162}, {"Word": "timer.", "Confidence": 0.996, "X1": 0.10624, "Y1": 0.5782, "X2": 0.15538, "Y2": 0.578, "X3": 0.15538, "Y3": 0.5898, "X4": 0.10491, "Y4": 0.5898, "page": 0, "Index": 163}, {"Word": "Figure", "Confidence": 0.896, "X1": 0.3745, "Y1": 0.5792, "X2": 0.41301, "Y2": 0.579, "X3": 0.41301, "Y3": 0.5928, "X4": 0.3745, "Y4": 0.5928, "page": 0, "Index": 164}, {"Word": "3.", "Confidence": 0.953, "X1": 0.417, "Y1": 0.5792, "X2": 0.43293, "Y2": 0.579, "X3": 0.43293, "Y3": 0.5928, "X4": 0.417, "Y4": 0.5928, "page": 0, "Index": 165}, {"Word": "Smoking", "Confidence": 0.954, "X1": 0.43692, "Y1": 0.5782, "X2": 0.49004, "Y2": 0.578, "X3": 0.49004, "Y3": 0.5928, "X4": 0.43692, "Y4": 0.5928, "page": 0, "Index": 166}, {"Word": "machine", "Confidence": 0.992, "X1": 0.49402, "Y1": 0.5782, "X2": 0.54449, "Y2": 0.578, "X3": 0.54449, "Y3": 0.5928, "X4": 0.4927, "Y4": 0.5928, "page": 0, "Index": 167}, {"Word": "for", "Confidence": 0.998, "X1": 0.54714, "Y1": 0.5782, "X2": 0.56707, "Y2": 0.578, "X3": 0.56707, "Y3": 0.5928, "X4": 0.54714, "Y4": 0.5928, "page": 0, "Index": 168}, {"Word": "\"absorbable\"", "Confidence": 0.791, "X1": 0.57105, "Y1": 0.5782, "X2": 0.65339, "Y2": 0.578, "X3": 0.65339, "Y3": 0.5918, "X4": 0.57105, "Y4": 0.5928, "page": 0, "Index": 169}, {"Word": "gains.", "Confidence": 0.616, "X1": 0.65737, "Y1": 0.5782, "X2": 0.69456, "Y2": 0.578, "X3": 0.69456, "Y3": 0.5918, "X4": 0.65737, "Y4": 0.5918, "page": 0, "Index": 170}, {"Word": "Diagram.", "Confidence": 0.925, "X1": 0.69854, "Y1": 0.5792, "X2": 0.75697, "Y2": 0.579, "X3": 0.75697, "Y3": 0.5918, "X4": 0.69854, "Y4": 0.5918, "page": 0, "Index": 171}, {"Word": "In", "Confidence": 0.995, "X1": 0.08898, "Y1": 0.5912, "X2": 0.10624, "Y2": 0.591, "X3": 0.10624, "Y3": 0.6038, "X4": 0.08898, "Y4": 0.6038, "page": 0, "Index": 172}, {"Word": "operation", "Confidence": 0.995, "X1": 0.11155, "Y1": 0.5912, "X2": 0.18327, "Y2": 0.591, "X3": 0.18327, "Y3": 0.6038, "X4": 0.11023, "Y4": 0.6038, "page": 0, "Index": 173}, {"Word": "the", "Confidence": 0.996, "X1": 0.18725, "Y1": 0.5912, "X2": 0.21514, "Y2": 0.591, "X3": 0.21514, "Y3": 0.6038, "X4": 0.18725, "Y4": 0.6038, "page": 0, "Index": 174}, {"Word": "vacuum", "Confidence": 0.996, "X1": 0.21912, "Y1": 0.5902, "X2": 0.27224, "Y2": 0.59, "X3": 0.27224, "Y3": 0.6038, "X4": 0.2178, "Y4": 0.6038, "page": 0, "Index": 175}, {"Word": "reservoir", "Confidence": 0.995, "X1": 0.28154, "Y1": 0.5902, "X2": 0.35458, "Y2": 0.59, "X3": 0.35325, "Y3": 0.6028, "X4": 0.28021, "Y4": 0.6038, "page": 0, "Index": 176}, {"Word": "ight", "Confidence": 0.603, "X1": 0.0, "Y1": 0.5982, "X2": 0.02789, "Y2": 0.598, "X3": 0.02789, "Y3": 0.6088, "X4": 0.0, "Y4": 0.6088, "page": 0, "Index": 177}, {"Word": "is", "Confidence": 0.991, "X1": 0.07304, "Y1": 0.6042, "X2": 0.08765, "Y2": 0.604, "X3": 0.08765, "Y3": 0.6178, "X4": 0.07304, "Y4": 0.6178, "page": 0, "Index": 178}, {"Word": "evacuated", "Confidence": 0.994, "X1": 0.09163, "Y1": 0.6052, "X2": 0.16733, "Y2": 0.605, "X3": 0.16733, "Y3": 0.6168, "X4": 0.09031, "Y4": 0.6178, "page": 0, "Index": 179}, {"Word": "to", "Confidence": 0.998, "X1": 0.17397, "Y1": 0.6052, "X2": 0.18991, "Y2": 0.605, "X3": 0.18991, "Y3": 0.6168, "X4": 0.17264, "Y4": 0.6168, "page": 0, "Index": 180}, {"Word": "a", "Confidence": 0.996, "X1": 0.19655, "Y1": 0.6052, "X2": 0.20584, "Y2": 0.605, "X3": 0.20452, "Y3": 0.6168, "X4": 0.19522, "Y4": 0.6168, "page": 0, "Index": 181}, {"Word": "proper", "Confidence": 0.997, "X1": 0.21248, "Y1": 0.6042, "X2": 0.2656, "Y2": 0.604, "X3": 0.26428, "Y3": 0.6168, "X4": 0.21248, "Y4": 0.6168, "page": 0, "Index": 182}, {"Word": "vacuum", "Confidence": 0.996, "X1": 0.27092, "Y1": 0.6042, "X2": 0.32537, "Y2": 0.604, "X3": 0.32404, "Y3": 0.6168, "X4": 0.26959, "Y4": 0.6168, "page": 0, "Index": 183}, {"Word": "to", "Confidence": 0.998, "X1": 0.33732, "Y1": 0.6042, "X2": 0.35458, "Y2": 0.604, "X3": 0.35325, "Y3": 0.6168, "X4": 0.33599, "Y4": 0.6168, "page": 0, "Index": 184}, {"Word": "give", "Confidence": 0.988, "X1": 0.07171, "Y1": 0.6182, "X2": 0.10624, "Y2": 0.618, "X3": 0.10491, "Y3": 0.6308, "X4": 0.07171, "Y4": 0.6308, "page": 0, "Index": 185}, {"Word": "a", "Confidence": 0.995, "X1": 0.11023, "Y1": 0.6182, "X2": 0.12085, "Y2": 0.618, "X3": 0.12085, "Y3": 0.6308, "X4": 0.11023, "Y4": 0.6308, "page": 0, "Index": 186}, {"Word": "35", "Confidence": 0.955, "X1": 0.12616, "Y1": 0.6182, "X2": 0.14608, "Y2": 0.618, "X3": 0.14608, "Y3": 0.6308, "X4": 0.12616, "Y4": 0.6308, "page": 0, "Index": 187}, {"Word": "cc", "Confidence": 0.934, "X1": 0.15139, "Y1": 0.6182, "X2": 0.16999, "Y2": 0.618, "X3": 0.16999, "Y3": 0.6308, "X4": 0.15007, "Y4": 0.6308, "page": 0, "Index": 188}, {"Word": "puff,", "Confidence": 0.967, "X1": 0.17397, "Y1": 0.6172, "X2": 0.21248, "Y2": 0.617, "X3": 0.21116, "Y3": 0.6308, "X4": 0.17397, "Y4": 0.6308, "page": 0, "Index": 189}, {"Word": "and", "Confidence": 0.998, "X1": 0.21647, "Y1": 0.6172, "X2": 0.24568, "Y2": 0.617, "X3": 0.24436, "Y3": 0.6308, "X4": 0.21514, "Y4": 0.6308, "page": 0, "Index": 190}, {"Word": "the", "Confidence": 0.998, "X1": 0.25232, "Y1": 0.6172, "X2": 0.27756, "Y2": 0.617, "X3": 0.27756, "Y3": 0.6308, "X4": 0.251, "Y4": 0.6308, "page": 0, "Index": 191}, {"Word": "reservoir", "Confidence": 0.995, "X1": 0.28287, "Y1": 0.6172, "X2": 0.35591, "Y2": 0.617, "X3": 0.35458, "Y3": 0.6308, "X4": 0.28154, "Y4": 0.6308, "page": 0, "Index": 192}, {"Word": "is", "Confidence": 0.995, "X1": 0.07171, "Y1": 0.6312, "X2": 0.08632, "Y2": 0.631, "X3": 0.08632, "Y3": 0.6428, "X4": 0.07171, "Y4": 0.6428, "page": 0, "Index": 193}, {"Word": "connected", "Confidence": 0.995, "X1": 0.09031, "Y1": 0.6312, "X2": 0.16467, "Y2": 0.631, "X3": 0.16467, "Y3": 0.6428, "X4": 0.09031, "Y4": 0.6428, "page": 0, "Index": 194}, {"Word": "to", "Confidence": 0.998, "X1": 0.17131, "Y1": 0.6312, "X2": 0.18725, "Y2": 0.631, "X3": 0.18725, "Y3": 0.6428, "X4": 0.16999, "Y4": 0.6428, "page": 0, "Index": 195}, {"Word": "the", "Confidence": 0.998, "X1": 0.19256, "Y1": 0.6312, "X2": 0.21912, "Y2": 0.631, "X3": 0.2178, "Y3": 0.6428, "X4": 0.19124, "Y4": 0.6428, "page": 0, "Index": 196}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.22178, "Y1": 0.6302, "X2": 0.28685, "Y2": 0.63, "X3": 0.28552, "Y3": 0.6428, "X4": 0.22178, "Y4": 0.6428, "page": 0, "Index": 197}, {"Word": "port", "Confidence": 0.989, "X1": 0.29349, "Y1": 0.6302, "X2": 0.32935, "Y2": 0.63, "X3": 0.32802, "Y3": 0.6428, "X4": 0.29349, "Y4": 0.6428, "page": 0, "Index": 198}, {"Word": "by", "Confidence": 0.992, "X1": 0.33333, "Y1": 0.6292, "X2": 0.35325, "Y2": 0.629, "X3": 0.35325, "Y3": 0.6428, "X4": 0.33201, "Y4": 0.6428, "page": 0, "Index": 199}, {"Word": "elly", "Confidence": 0.685, "X1": 0.0, "Y1": 0.6362, "X2": 0.02789, "Y2": 0.636, "X3": 0.02789, "Y3": 0.6498, "X4": 0.0, "Y4": 0.6498, "page": 0, "Index": 200}, {"Word": "simultaneously", "Confidence": 0.991, "X1": 0.07171, "Y1": 0.6452, "X2": 0.18459, "Y2": 0.645, "X3": 0.18459, "Y3": 0.6568, "X4": 0.07171, "Y4": 0.6578, "page": 0, "Index": 201}, {"Word": "switching", "Confidence": 0.623, "X1": 0.19124, "Y1": 0.6442, "X2": 0.26693, "Y2": 0.644, "X3": 0.2656, "Y3": 0.6568, "X4": 0.18991, "Y4": 0.6568, "page": 0, "Index": 202}, {"Word": "the", "Confidence": 0.998, "X1": 0.27357, "Y1": 0.6442, "X2": 0.30013, "Y2": 0.644, "X3": 0.30013, "Y3": 0.6568, "X4": 0.27224, "Y4": 0.6568, "page": 0, "Index": 203}, {"Word": "three-", "Confidence": 0.994, "X1": 0.30677, "Y1": 0.6442, "X2": 0.35458, "Y2": 0.644, "X3": 0.35325, "Y3": 0.6568, "X4": 0.30544, "Y4": 0.6568, "page": 0, "Index": 204}, {"Word": "lechee)", "Confidence": 0.054, "X1": 0.39309, "Y1": 0.6592, "X2": 0.39442, "Y2": 0.659, "X3": 0.40903, "Y3": 0.6578, "X4": 0.40903, "Y4": 0.6898, "page": 0, "Index": 205}, {"Word": "hru", "Confidence": 0.124, "X1": 0.0, "Y1": 0.6502, "X2": 0.02258, "Y2": 0.65, "X3": 0.02258, "Y3": 0.6618, "X4": 0.0, "Y4": 0.6618, "page": 0, "Index": 206}, {"Word": "way", "Confidence": 0.996, "X1": 0.07171, "Y1": 0.6582, "X2": 0.10226, "Y2": 0.658, "X3": 0.10226, "Y3": 0.6708, "X4": 0.07171, "Y4": 0.6708, "page": 0, "Index": 207}, {"Word": "valve", "Confidence": 0.952, "X1": 0.1089, "Y1": 0.6572, "X2": 0.15007, "Y2": 0.657, "X3": 0.15007, "Y3": 0.6708, "X4": 0.1089, "Y4": 0.6708, "page": 0, "Index": 208}, {"Word": "and", "Confidence": 0.998, "X1": 0.15538, "Y1": 0.6572, "X2": 0.18459, "Y2": 0.657, "X3": 0.18459, "Y3": 0.6698, "X4": 0.15405, "Y4": 0.6708, "page": 0, "Index": 209}, {"Word": "opening", "Confidence": 0.997, "X1": 0.18991, "Y1": 0.6572, "X2": 0.251, "Y2": 0.657, "X3": 0.24967, "Y3": 0.6698, "X4": 0.18858, "Y4": 0.6698, "page": 0, "Index": 210}, {"Word": "the", "Confidence": 0.998, "X1": 0.25631, "Y1": 0.6572, "X2": 0.2842, "Y2": 0.657, "X3": 0.28287, "Y3": 0.6698, "X4": 0.25631, "Y4": 0.6698, "page": 0, "Index": 211}, {"Word": "two-way", "Confidence": 0.993, "X1": 0.28818, "Y1": 0.6572, "X2": 0.35458, "Y2": 0.657, "X3": 0.35325, "Y3": 0.6708, "X4": 0.28818, "Y4": 0.6698, "page": 0, "Index": 212}, {"Word": "So", "Confidence": 0.272, "X1": 0.41036, "Y1": 0.6672, "X2": 0.42629, "Y2": 0.667, "X3": 0.42629, "Y3": 0.6778, "X4": 0.41036, "Y4": 0.6778, "page": 0, "Index": 213}, {"Word": "18", "Confidence": 0.024, "X1": 0.49668, "Y1": 0.6582, "X2": 0.52058, "Y2": 0.658, "X3": 0.51926, "Y3": 0.6698, "X4": 0.49535, "Y4": 0.6688, "page": 0, "Index": 214}, {"Word": "ORIFICE", "Confidence": 0.445, "X1": 0.52457, "Y1": 0.6592, "X2": 0.56308, "Y2": 0.659, "X3": 0.56175, "Y3": 0.6708, "X4": 0.52324, "Y4": 0.6698, "page": 0, "Index": 215}, {"Word": "(0.01)", "Confidence": 0.047, "X1": 0.56574, "Y1": 0.6592, "X2": 0.60159, "Y2": 0.659, "X3": 0.60027, "Y3": 0.6708, "X4": 0.56441, "Y4": 0.6708, "page": 0, "Index": 216}, {"Word": "valve", "Confidence": 0.992, "X1": 0.07304, "Y1": 0.6712, "X2": 0.11288, "Y2": 0.671, "X3": 0.11155, "Y3": 0.6838, "X4": 0.07171, "Y4": 0.6838, "page": 0, "Index": 217}, {"Word": "which", "Confidence": 0.998, "X1": 0.11952, "Y1": 0.6712, "X2": 0.16467, "Y2": 0.671, "X3": 0.16335, "Y3": 0.6838, "X4": 0.11819, "Y4": 0.6838, "page": 0, "Index": 218}, {"Word": "pulls", "Confidence": 0.997, "X1": 0.17131, "Y1": 0.6702, "X2": 0.21116, "Y2": 0.67, "X3": 0.21116, "Y3": 0.6838, "X4": 0.16999, "Y4": 0.6838, "page": 0, "Index": 219}, {"Word": "the", "Confidence": 0.998, "X1": 0.21514, "Y1": 0.6702, "X2": 0.24303, "Y2": 0.67, "X3": 0.2417, "Y3": 0.6838, "X4": 0.21381, "Y4": 0.6838, "page": 0, "Index": 220}, {"Word": "puff", "Confidence": 0.991, "X1": 0.24834, "Y1": 0.6702, "X2": 0.28287, "Y2": 0.67, "X3": 0.28287, "Y3": 0.6838, "X4": 0.24834, "Y4": 0.6838, "page": 0, "Index": 221}, {"Word": "into", "Confidence": 0.989, "X1": 0.28818, "Y1": 0.6702, "X2": 0.32138, "Y2": 0.67, "X3": 0.32005, "Y3": 0.6838, "X4": 0.28685, "Y4": 0.6838, "page": 0, "Index": 222}, {"Word": "the", "Confidence": 0.998, "X1": 0.32802, "Y1": 0.6702, "X2": 0.35458, "Y2": 0.67, "X3": 0.35325, "Y3": 0.6838, "X4": 0.32669, "Y4": 0.6838, "page": 0, "Index": 223}, {"Word": "ith-", "Confidence": 0.884, "X1": 0.00133, "Y1": 0.6762, "X2": 0.02656, "Y2": 0.676, "X3": 0.02656, "Y3": 0.6888, "X4": 0.00133, "Y4": 0.6878, "page": 0, "Index": 224}, {"Word": "vacuum", "Confidence": 0.955, "X1": 0.07171, "Y1": 0.6852, "X2": 0.12616, "Y2": 0.685, "X3": 0.12483, "Y3": 0.6978, "X4": 0.07171, "Y4": 0.6978, "page": 0, "Index": 225}, {"Word": "reservoir.", "Confidence": 0.991, "X1": 0.13413, "Y1": 0.6842, "X2": 0.21116, "Y2": 0.684, "X3": 0.21116, "Y3": 0.6978, "X4": 0.1328, "Y4": 0.6978, "page": 0, "Index": 226}, {"Word": "After", "Confidence": 0.993, "X1": 0.21647, "Y1": 0.6842, "X2": 0.25896, "Y2": 0.684, "X3": 0.25896, "Y3": 0.6978, "X4": 0.21647, "Y4": 0.6978, "page": 0, "Index": 227}, {"Word": "two", "Confidence": 0.998, "X1": 0.26295, "Y1": 0.6842, "X2": 0.29084, "Y2": 0.684, "X3": 0.29084, "Y3": 0.6968, "X4": 0.26162, "Y4": 0.6978, "page": 0, "Index": 228}, {"Word": "seconds", "Confidence": 0.995, "X1": 0.29482, "Y1": 0.6842, "X2": 0.35458, "Y2": 0.684, "X3": 0.35458, "Y3": 0.6968, "X4": 0.29482, "Y4": 0.6968, "page": 0, "Index": 229}, {"Word": "RATE", "Confidence": 0.993, "X1": 0.39442, "Y1": 0.6932, "X2": 0.39309, "Y2": 0.693, "X3": 0.40903, "Y3": 0.6928, "X4": 0.40903, "Y4": 0.7148, "page": 0, "Index": 230}, {"Word": "atis", "Confidence": 0.33, "X1": 0.0, "Y1": 0.6892, "X2": 0.02523, "Y2": 0.689, "X3": 0.02523, "Y3": 0.7008, "X4": 0.0, "Y4": 0.7008, "page": 0, "Index": 231}, {"Word": "fret", "Confidence": 0.821, "X1": 0.0, "Y1": 0.7022, "X2": 0.02523, "Y2": 0.702, "X3": 0.0239, "Y3": 0.7158, "X4": 0.0, "Y4": 0.7148, "page": 0, "Index": 232}, {"Word": "the", "Confidence": 0.995, "X1": 0.07304, "Y1": 0.6982, "X2": 0.09827, "Y2": 0.698, "X3": 0.09827, "Y3": 0.7098, "X4": 0.07304, "Y4": 0.7098, "page": 0, "Index": 233}, {"Word": "two-way", "Confidence": 0.996, "X1": 0.10624, "Y1": 0.6982, "X2": 0.17131, "Y2": 0.698, "X3": 0.17131, "Y3": 0.7098, "X4": 0.10624, "Y4": 0.7098, "page": 0, "Index": 234}, {"Word": "solenoid", "Confidence": 0.952, "X1": 0.18194, "Y1": 0.6972, "X2": 0.24303, "Y2": 0.697, "X3": 0.24303, "Y3": 0.7098, "X4": 0.18061, "Y4": 0.7098, "page": 0, "Index": 235}, {"Word": "closes.", "Confidence": 0.994, "X1": 0.25365, "Y1": 0.6962, "X2": 0.30943, "Y2": 0.696, "X3": 0.3081, "Y3": 0.7098, "X4": 0.25365, "Y4": 0.7098, "page": 0, "Index": 236}, {"Word": "Puff", "Confidence": 0.941, "X1": 0.31873, "Y1": 0.6952, "X2": 0.35591, "Y2": 0.695, "X3": 0.35458, "Y3": 0.7108, "X4": 0.3174, "Y4": 0.7098, "page": 0, "Index": 237}, {"Word": "col-", "Confidence": 0.857, "X1": 0.00133, "Y1": 0.7142, "X2": 0.02523, "Y2": 0.714, "X3": 0.02523, "Y3": 0.7268, "X4": 0.00133, "Y4": 0.7268, "page": 0, "Index": 238}, {"Word": "duration", "Confidence": 0.995, "X1": 0.07304, "Y1": 0.7102, "X2": 0.13679, "Y2": 0.71, "X3": 0.13546, "Y3": 0.7228, "X4": 0.07171, "Y4": 0.7228, "page": 0, "Index": 239}, {"Word": "is", "Confidence": 0.998, "X1": 0.14475, "Y1": 0.7102, "X2": 0.16202, "Y2": 0.71, "X3": 0.16069, "Y3": 0.7228, "X4": 0.14475, "Y4": 0.7228, "page": 0, "Index": 240}, {"Word": "controlled", "Confidence": 0.836, "X1": 0.166, "Y1": 0.7102, "X2": 0.2417, "Y2": 0.71, "X3": 0.24037, "Y3": 0.7228, "X4": 0.166, "Y4": 0.7228, "page": 0, "Index": 241}, {"Word": "by", "Confidence": 0.998, "X1": 0.24834, "Y1": 0.7102, "X2": 0.26826, "Y2": 0.71, "X3": 0.26693, "Y3": 0.7228, "X4": 0.24701, "Y4": 0.7228, "page": 0, "Index": 242}, {"Word": "an", "Confidence": 0.998, "X1": 0.2749, "Y1": 0.7112, "X2": 0.29482, "Y2": 0.711, "X3": 0.29349, "Y3": 0.7238, "X4": 0.2749, "Y4": 0.7228, "page": 0, "Index": 243}, {"Word": "appro-", "Confidence": 0.997, "X1": 0.30412, "Y1": 0.7112, "X2": 0.35458, "Y2": 0.711, "X3": 0.35325, "Y3": 0.7238, "X4": 0.30279, "Y4": 0.7238, "page": 0, "Index": 244}, {"Word": "FLOW", "Confidence": 0.991, "X1": 0.39575, "Y1": 0.7202, "X2": 0.39442, "Y2": 0.72, "X3": 0.40903, "Y3": 0.7198, "X4": 0.41036, "Y4": 0.7428, "page": 0, "Index": 245}, {"Word": "priate", "Confidence": 0.993, "X1": 0.07171, "Y1": 0.7242, "X2": 0.11952, "Y2": 0.724, "X3": 0.11819, "Y3": 0.7368, "X4": 0.07171, "Y4": 0.7368, "page": 0, "Index": 246}, {"Word": "selection", "Confidence": 0.994, "X1": 0.12351, "Y1": 0.7242, "X2": 0.18991, "Y2": 0.724, "X3": 0.18858, "Y3": 0.7368, "X4": 0.12351, "Y4": 0.7368, "page": 0, "Index": 247}, {"Word": "of", "Confidence": 0.998, "X1": 0.19655, "Y1": 0.7242, "X2": 0.21647, "Y2": 0.724, "X3": 0.21514, "Y3": 0.7368, "X4": 0.19655, "Y4": 0.7368, "page": 0, "Index": 248}, {"Word": "reservoir", "Confidence": 0.994, "X1": 0.21912, "Y1": 0.7242, "X2": 0.29216, "Y2": 0.724, "X3": 0.29084, "Y3": 0.7368, "X4": 0.21912, "Y4": 0.7368, "page": 0, "Index": 249}, {"Word": "volume", "Confidence": 0.997, "X1": 0.29748, "Y1": 0.7242, "X2": 0.35458, "Y2": 0.724, "X3": 0.35325, "Y3": 0.7368, "X4": 0.29748, "Y4": 0.7368, "page": 0, "Index": 250}, {"Word": "of", "Confidence": 0.688, "X1": 0.0093, "Y1": 0.7422, "X2": 0.02523, "Y2": 0.742, "X3": 0.02656, "Y3": 0.7518, "X4": 0.0093, "Y4": 0.7528, "page": 0, "Index": 251}, {"Word": "and", "Confidence": 0.998, "X1": 0.07171, "Y1": 0.7372, "X2": 0.0996, "Y2": 0.737, "X3": 0.0996, "Y3": 0.7498, "X4": 0.07171, "Y4": 0.7498, "page": 0, "Index": 252}, {"Word": "flow", "Confidence": 0.991, "X1": 0.10359, "Y1": 0.7372, "X2": 0.13413, "Y2": 0.737, "X3": 0.1328, "Y3": 0.7498, "X4": 0.10359, "Y4": 0.7498, "page": 0, "Index": 253}, {"Word": "limiting", "Confidence": 0.991, "X1": 0.1421, "Y1": 0.7372, "X2": 0.20319, "Y2": 0.737, "X3": 0.20319, "Y3": 0.7498, "X4": 0.14077, "Y4": 0.7498, "page": 0, "Index": 254}, {"Word": "orifice", "Confidence": 0.994, "X1": 0.20983, "Y1": 0.7372, "X2": 0.25896, "Y2": 0.737, "X3": 0.25764, "Y3": 0.7488, "X4": 0.2085, "Y4": 0.7498, "page": 0, "Index": 255}, {"Word": "size", "Confidence": 0.991, "X1": 0.26295, "Y1": 0.7372, "X2": 0.29482, "Y2": 0.737, "X3": 0.29349, "Y3": 0.7488, "X4": 0.26162, "Y4": 0.7488, "page": 0, "Index": 256}, {"Word": "as", "Confidence": 0.997, "X1": 0.29748, "Y1": 0.7372, "X2": 0.3174, "Y2": 0.737, "X3": 0.31607, "Y3": 0.7488, "X4": 0.29615, "Y4": 0.7488, "page": 0, "Index": 257}, {"Word": "well", "Confidence": 0.986, "X1": 0.32271, "Y1": 0.7362, "X2": 0.35857, "Y2": 0.736, "X3": 0.35591, "Y3": 0.7488, "X4": 0.32138, "Y4": 0.7488, "page": 0, "Index": 258}, {"Word": "in", "Confidence": 0.63, "X1": 0.01062, "Y1": 0.7572, "X2": 0.02258, "Y2": 0.757, "X3": 0.02258, "Y3": 0.7668, "X4": 0.01062, "Y4": 0.7668, "page": 0, "Index": 259}, {"Word": "as", "Confidence": 0.998, "X1": 0.07171, "Y1": 0.7502, "X2": 0.09031, "Y2": 0.75, "X3": 0.09031, "Y3": 0.7638, "X4": 0.07171, "Y4": 0.7638, "page": 0, "Index": 260}, {"Word": "by", "Confidence": 0.998, "X1": 0.09562, "Y1": 0.7502, "X2": 0.11554, "Y2": 0.75, "X3": 0.11554, "Y3": 0.7638, "X4": 0.09562, "Y4": 0.7638, "page": 0, "Index": 261}, {"Word": "controlling", "Confidence": 0.768, "X1": 0.12218, "Y1": 0.7502, "X2": 0.20584, "Y2": 0.75, "X3": 0.20584, "Y3": 0.7638, "X4": 0.12218, "Y4": 0.7638, "page": 0, "Index": 262}, {"Word": "the", "Confidence": 0.998, "X1": 0.21248, "Y1": 0.7502, "X2": 0.23904, "Y2": 0.75, "X3": 0.23772, "Y3": 0.7638, "X4": 0.21116, "Y4": 0.7638, "page": 0, "Index": 263}, {"Word": "time", "Confidence": 0.988, "X1": 0.24568, "Y1": 0.7502, "X2": 0.28154, "Y2": 0.75, "X3": 0.28021, "Y3": 0.7628, "X4": 0.24436, "Y4": 0.7628, "page": 0, "Index": 264}, {"Word": "that", "Confidence": 0.991, "X1": 0.28685, "Y1": 0.7502, "X2": 0.32271, "Y2": 0.75, "X3": 0.32138, "Y3": 0.7628, "X4": 0.28552, "Y4": 0.7628, "page": 0, "Index": 265}, {"Word": "the", "Confidence": 0.998, "X1": 0.32802, "Y1": 0.7502, "X2": 0.35458, "Y2": 0.75, "X3": 0.35325, "Y3": 0.7618, "X4": 0.32669, "Y4": 0.7618, "page": 0, "Index": 266}, {"Word": "solenoid", "Confidence": 0.994, "X1": 0.07171, "Y1": 0.7642, "X2": 0.13413, "Y2": 0.764, "X3": 0.1328, "Y3": 0.7768, "X4": 0.07171, "Y4": 0.7758, "page": 0, "Index": 267}, {"Word": "remains", "Confidence": 0.993, "X1": 0.14475, "Y1": 0.7642, "X2": 0.2085, "Y2": 0.764, "X3": 0.2085, "Y3": 0.7768, "X4": 0.14343, "Y4": 0.7768, "page": 0, "Index": 268}, {"Word": "open.", "Confidence": 0.996, "X1": 0.2178, "Y1": 0.7632, "X2": 0.26295, "Y2": 0.763, "X3": 0.26295, "Y3": 0.7768, "X4": 0.21647, "Y4": 0.7768, "page": 0, "Index": 269}, {"Word": "When", "Confidence": 0.989, "X1": 0.27092, "Y1": 0.7632, "X2": 0.31474, "Y2": 0.763, "X3": 0.31341, "Y3": 0.7758, "X4": 0.26959, "Y4": 0.7768, "page": 0, "Index": 270}, {"Word": "the", "Confidence": 0.998, "X1": 0.32669, "Y1": 0.7622, "X2": 0.35325, "Y2": 0.762, "X3": 0.35325, "Y3": 0.7758, "X4": 0.32669, "Y4": 0.7758, "page": 0, "Index": 271}, {"Word": "lux-", "Confidence": 0.143, "X1": 0.0, "Y1": 0.7692, "X2": 0.02656, "Y2": 0.769, "X3": 0.02523, "Y3": 0.7798, "X4": 0.0, "Y4": 0.7788, "page": 0, "Index": 272}, {"Word": "mrt", "Confidence": 0.16, "X1": 0.00133, "Y1": 0.7832, "X2": 0.02258, "Y2": 0.783, "X3": 0.0239, "Y3": 0.7928, "X4": 0.00133, "Y4": 0.7938, "page": 0, "Index": 273}, {"Word": "two-way", "Confidence": 0.992, "X1": 0.07171, "Y1": 0.7782, "X2": 0.13546, "Y2": 0.778, "X3": 0.13546, "Y3": 0.7908, "X4": 0.07171, "Y4": 0.7908, "page": 0, "Index": 274}, {"Word": "solenoid", "Confidence": 0.993, "X1": 0.14343, "Y1": 0.7782, "X2": 0.20584, "Y2": 0.778, "X3": 0.20584, "Y3": 0.7908, "X4": 0.14343, "Y4": 0.7908, "page": 0, "Index": 275}, {"Word": "closes,", "Confidence": 0.9, "X1": 0.21381, "Y1": 0.7772, "X2": 0.26826, "Y2": 0.777, "X3": 0.26693, "Y3": 0.7908, "X4": 0.21248, "Y4": 0.7908, "page": 0, "Index": 276}, {"Word": "the", "Confidence": 0.998, "X1": 0.27224, "Y1": 0.7772, "X2": 0.29748, "Y2": 0.777, "X3": 0.29748, "Y3": 0.7898, "X4": 0.27092, "Y4": 0.7908, "page": 0, "Index": 277}, {"Word": "three-", "Confidence": 0.996, "X1": 0.30544, "Y1": 0.7762, "X2": 0.35458, "Y2": 0.776, "X3": 0.35325, "Y3": 0.7898, "X4": 0.30412, "Y4": 0.7898, "page": 0, "Index": 278}, {"Word": "TIME", "Confidence": 0.985, "X1": 0.5073, "Y1": 0.7862, "X2": 0.53254, "Y2": 0.786, "X3": 0.53254, "Y3": 0.7958, "X4": 0.5073, "Y4": 0.7958, "page": 0, "Index": 279}, {"Word": "TIME", "Confidence": 0.893, "X1": 0.79548, "Y1": 0.7862, "X2": 0.82072, "Y2": 0.786, "X3": 0.81939, "Y3": 0.7968, "X4": 0.79416, "Y4": 0.7968, "page": 0, "Index": 280}, {"Word": "SEC.", "Confidence": 0.914, "X1": 0.8247, "Y1": 0.7862, "X2": 0.85126, "Y2": 0.786, "X3": 0.84993, "Y3": 0.7968, "X4": 0.82337, "Y4": 0.7968, "page": 0, "Index": 281}, {"Word": "way", "Confidence": 0.994, "X1": 0.07304, "Y1": 0.7912, "X2": 0.10226, "Y2": 0.791, "X3": 0.10093, "Y3": 0.8038, "X4": 0.07171, "Y4": 0.8038, "page": 0, "Index": 282}, {"Word": "solenoid", "Confidence": 0.991, "X1": 0.11023, "Y1": 0.7902, "X2": 0.17131, "Y2": 0.79, "X3": 0.17131, "Y3": 0.8028, "X4": 0.1089, "Y4": 0.8038, "page": 0, "Index": 283}, {"Word": "switches", "Confidence": 0.981, "X1": 0.17795, "Y1": 0.7902, "X2": 0.24436, "Y2": 0.79, "X3": 0.24303, "Y3": 0.8028, "X4": 0.17663, "Y4": 0.8028, "page": 0, "Index": 284}, {"Word": "to", "Confidence": 0.998, "X1": 0.24967, "Y1": 0.7902, "X2": 0.26693, "Y2": 0.79, "X3": 0.2656, "Y3": 0.8028, "X4": 0.24834, "Y4": 0.8028, "page": 0, "Index": 285}, {"Word": "the", "Confidence": 0.998, "X1": 0.27092, "Y1": 0.7912, "X2": 0.2988, "Y2": 0.791, "X3": 0.29748, "Y3": 0.8028, "X4": 0.26959, "Y4": 0.8028, "page": 0, "Index": 286}, {"Word": "evacu-", "Confidence": 0.95, "X1": 0.30412, "Y1": 0.7912, "X2": 0.35325, "Y2": 0.791, "X3": 0.35193, "Y3": 0.8028, "X4": 0.30279, "Y4": 0.8028, "page": 0, "Index": 287}, {"Word": "ating", "Confidence": 0.996, "X1": 0.07304, "Y1": 0.8052, "X2": 0.11155, "Y2": 0.805, "X3": 0.11023, "Y3": 0.8168, "X4": 0.07171, "Y4": 0.8168, "page": 0, "Index": 288}, {"Word": "position", "Confidence": 0.887, "X1": 0.12218, "Y1": 0.8052, "X2": 0.18194, "Y2": 0.805, "X3": 0.18061, "Y3": 0.8168, "X4": 0.12085, "Y4": 0.8168, "page": 0, "Index": 289}, {"Word": "exhausting", "Confidence": 0.995, "X1": 0.19256, "Y1": 0.8042, "X2": 0.27756, "Y2": 0.804, "X3": 0.27623, "Y3": 0.8168, "X4": 0.19124, "Y4": 0.8168, "page": 0, "Index": 290}, {"Word": "the", "Confidence": 0.998, "X1": 0.28685, "Y1": 0.8042, "X2": 0.31341, "Y2": 0.804, "X3": 0.31208, "Y3": 0.8168, "X4": 0.28552, "Y4": 0.8168, "page": 0, "Index": 291}, {"Word": "puff", "Confidence": 0.941, "X1": 0.32138, "Y1": 0.8032, "X2": 0.35724, "Y2": 0.803, "X3": 0.35591, "Y3": 0.8168, "X4": 0.32005, "Y4": 0.8168, "page": 0, "Index": 292}, {"Word": "into", "Confidence": 0.994, "X1": 0.07039, "Y1": 0.8182, "X2": 0.10093, "Y2": 0.818, "X3": 0.10093, "Y3": 0.8308, "X4": 0.07039, "Y4": 0.8308, "page": 0, "Index": 293}, {"Word": "the", "Confidence": 0.998, "X1": 0.10491, "Y1": 0.8182, "X2": 0.13015, "Y2": 0.818, "X3": 0.13015, "Y3": 0.8308, "X4": 0.10491, "Y4": 0.8308, "page": 0, "Index": 294}, {"Word": "bubbler", "Confidence": 0.964, "X1": 0.1328, "Y1": 0.8182, "X2": 0.19124, "Y2": 0.818, "X3": 0.18991, "Y3": 0.8298, "X4": 0.1328, "Y4": 0.8308, "page": 0, "Index": 295}, {"Word": "and", "Confidence": 0.997, "X1": 0.19389, "Y1": 0.8182, "X2": 0.22178, "Y2": 0.818, "X3": 0.22178, "Y3": 0.8298, "X4": 0.19389, "Y4": 0.8298, "page": 0, "Index": 296}, {"Word": "reevacuating", "Confidence": 0.609, "X1": 0.22576, "Y1": 0.8182, "X2": 0.32404, "Y2": 0.818, "X3": 0.32271, "Y3": 0.8308, "X4": 0.22444, "Y4": 0.8298, "page": 0, "Index": 297}, {"Word": "the", "Confidence": 0.998, "X1": 0.32669, "Y1": 0.8182, "X2": 0.35458, "Y2": 0.818, "X3": 0.35325, "Y3": 0.8308, "X4": 0.32537, "Y4": 0.8308, "page": 0, "Index": 298}, {"Word": "30", "Confidence": 0.667, "X1": 0.41036, "Y1": 0.8262, "X2": 0.42497, "Y2": 0.826, "X3": 0.42497, "Y3": 0.8368, "X4": 0.41036, "Y4": 0.8358, "page": 0, "Index": 299}, {"Word": "reservoir.", "Confidence": 0.992, "X1": 0.07304, "Y1": 0.8322, "X2": 0.15007, "Y2": 0.832, "X3": 0.14874, "Y3": 0.8438, "X4": 0.07171, "Y4": 0.8438, "page": 0, "Index": 300}, {"Word": "Puffs", "Confidence": 0.797, "X1": 0.15803, "Y1": 0.8312, "X2": 0.1992, "Y2": 0.831, "X3": 0.1992, "Y3": 0.8438, "X4": 0.15671, "Y4": 0.8438, "page": 0, "Index": 301}, {"Word": "from", "Confidence": 0.991, "X1": 0.20717, "Y1": 0.8312, "X2": 0.23904, "Y2": 0.831, "X3": 0.23904, "Y3": 0.8438, "X4": 0.20584, "Y4": 0.8438, "page": 0, "Index": 302}, {"Word": "the", "Confidence": 0.998, "X1": 0.25365, "Y1": 0.8312, "X2": 0.27756, "Y2": 0.831, "X3": 0.27756, "Y3": 0.8438, "X4": 0.25232, "Y4": 0.8438, "page": 0, "Index": 303}, {"Word": "different", "Confidence": 0.994, "X1": 0.28552, "Y1": 0.8312, "X2": 0.35591, "Y2": 0.831, "X3": 0.35458, "Y3": 0.8438, "X4": 0.2842, "Y4": 0.8438, "page": 0, "Index": 304}, {"Word": "cigarettes", "Confidence": 0.943, "X1": 0.07171, "Y1": 0.8452, "X2": 0.14608, "Y2": 0.845, "X3": 0.14475, "Y3": 0.8568, "X4": 0.07171, "Y4": 0.8578, "page": 0, "Index": 305}, {"Word": "are", "Confidence": 0.998, "X1": 0.14874, "Y1": 0.8452, "X2": 0.17397, "Y2": 0.845, "X3": 0.17397, "Y3": 0.8568, "X4": 0.14874, "Y4": 0.8568, "page": 0, "Index": 306}, {"Word": "taken", "Confidence": 0.997, "X1": 0.17663, "Y1": 0.8452, "X2": 0.21912, "Y2": 0.845, "X3": 0.21912, "Y3": 0.8568, "X4": 0.17663, "Y4": 0.8568, "page": 0, "Index": 307}, {"Word": "every", "Confidence": 0.943, "X1": 0.22178, "Y1": 0.8452, "X2": 0.26428, "Y2": 0.845, "X3": 0.26428, "Y3": 0.8568, "X4": 0.22178, "Y4": 0.8568, "page": 0, "Index": 308}, {"Word": "15", "Confidence": 0.941, "X1": 0.26826, "Y1": 0.8452, "X2": 0.28552, "Y2": 0.845, "X3": 0.28552, "Y3": 0.8568, "X4": 0.26826, "Y4": 0.8568, "page": 0, "Index": 309}, {"Word": "seconds.", "Confidence": 0.817, "X1": 0.28951, "Y1": 0.8442, "X2": 0.35724, "Y2": 0.844, "X3": 0.35724, "Y3": 0.8578, "X4": 0.28951, "Y4": 0.8578, "page": 0, "Index": 310}, {"Word": "(cmM20)", "Confidence": 0.618, "X1": 0.39442, "Y1": 0.8572, "X2": 0.39841, "Y2": 0.857, "X3": 0.41301, "Y3": 0.8568, "X4": 0.4077, "Y4": 0.8908, "page": 0, "Index": 311}, {"Word": "the", "Confidence": 0.885, "X1": 0.0, "Y1": 0.8492, "X2": 0.01859, "Y2": 0.849, "X3": 0.01992, "Y3": 0.8598, "X4": 0.0, "Y4": 0.8608, "page": 0, "Index": 312}, {"Word": "i.e", "Confidence": 0.955, "X1": 0.07171, "Y1": 0.8572, "X2": 0.08632, "Y2": 0.857, "X3": 0.08632, "Y3": 0.8708, "X4": 0.07171, "Y4": 0.8708, "page": 0, "Index": 313}, {"Word": ".,", "Confidence": 0.983, "X1": 0.09031, "Y1": 0.8582, "X2": 0.10226, "Y2": 0.858, "X3": 0.10226, "Y3": 0.8708, "X4": 0.08898, "Y4": 0.8708, "page": 0, "Index": 314}, {"Word": "the", "Confidence": 0.998, "X1": 0.10624, "Y1": 0.8582, "X2": 0.1328, "Y2": 0.858, "X3": 0.1328, "Y3": 0.8708, "X4": 0.10491, "Y4": 0.8708, "page": 0, "Index": 315}, {"Word": "total", "Confidence": 0.991, "X1": 0.13944, "Y1": 0.8582, "X2": 0.17928, "Y2": 0.858, "X3": 0.17795, "Y3": 0.8708, "X4": 0.13811, "Y4": 0.8708, "page": 0, "Index": 316}, {"Word": "cycle", "Confidence": 0.929, "X1": 0.18327, "Y1": 0.8582, "X2": 0.22444, "Y2": 0.858, "X3": 0.22311, "Y3": 0.8708, "X4": 0.18194, "Y4": 0.8708, "page": 0, "Index": 317}, {"Word": "is", "Confidence": 0.997, "X1": 0.22842, "Y1": 0.8582, "X2": 0.24568, "Y2": 0.858, "X3": 0.24436, "Y3": 0.8708, "X4": 0.22842, "Y4": 0.8708, "page": 0, "Index": 318}, {"Word": "completed", "Confidence": 0.995, "X1": 0.251, "Y1": 0.8582, "X2": 0.32802, "Y2": 0.858, "X3": 0.32669, "Y3": 0.8708, "X4": 0.251, "Y4": 0.8708, "page": 0, "Index": 319}, {"Word": "in", "Confidence": 0.998, "X1": 0.33466, "Y1": 0.8582, "X2": 0.35193, "Y2": 0.858, "X3": 0.3506, "Y3": 0.8708, "X4": 0.33466, "Y4": 0.8708, "page": 0, "Index": 320}, {"Word": "18", "Confidence": 0.618, "X1": 0.49934, "Y1": 0.8632, "X2": 0.51129, "Y2": 0.863, "X3": 0.50863, "Y3": 0.8728, "X4": 0.49668, "Y4": 0.8718, "page": 0, "Index": 321}, {"Word": "OFFICE", "Confidence": 0.3, "X1": 0.51394, "Y1": 0.8642, "X2": 0.54847, "Y2": 0.864, "X3": 0.54714, "Y3": 0.8728, "X4": 0.51129, "Y4": 0.8728, "page": 0, "Index": 322}, {"Word": ".76", "Confidence": 0.208, "X1": 0.81673, "Y1": 0.8642, "X2": 0.83798, "Y2": 0.864, "X3": 0.83665, "Y3": 0.8738, "X4": 0.81541, "Y4": 0.8728, "page": 0, "Index": 323}, {"Word": "ORIFICE", "Confidence": 0.619, "X1": 0.84064, "Y1": 0.8652, "X2": 0.88048, "Y2": 0.865, "X3": 0.87915, "Y3": 0.8758, "X4": 0.83931, "Y4": 0.8738, "page": 0, "Index": 324}, {"Word": "one", "Confidence": 0.996, "X1": 0.07171, "Y1": 0.8722, "X2": 0.09827, "Y2": 0.872, "X3": 0.09827, "Y3": 0.8838, "X4": 0.07171, "Y4": 0.8838, "page": 0, "Index": 325}, {"Word": "minute.", "Confidence": 0.955, "X1": 0.10226, "Y1": 0.8722, "X2": 0.16069, "Y2": 0.872, "X3": 0.16069, "Y3": 0.8848, "X4": 0.10093, "Y4": 0.8838, "page": 0, "Index": 326}, {"Word": "Typical", "Confidence": 0.88, "X1": 0.08898, "Y1": 0.8842, "X2": 0.14608, "Y2": 0.884, "X3": 0.14475, "Y3": 0.8978, "X4": 0.08898, "Y4": 0.8988, "page": 0, "Index": 327}, {"Word": "puff", "Confidence": 0.795, "X1": 0.14874, "Y1": 0.8842, "X2": 0.18194, "Y2": 0.884, "X3": 0.18194, "Y3": 0.8978, "X4": 0.14874, "Y4": 0.8978, "page": 0, "Index": 328}, {"Word": "profiles", "Confidence": 0.941, "X1": 0.18592, "Y1": 0.8842, "X2": 0.2417, "Y2": 0.884, "X3": 0.2417, "Y3": 0.8978, "X4": 0.18592, "Y4": 0.8978, "page": 0, "Index": 329}, {"Word": "obtained", "Confidence": 0.955, "X1": 0.24568, "Y1": 0.8842, "X2": 0.31208, "Y2": 0.884, "X3": 0.31208, "Y3": 0.8978, "X4": 0.24568, "Y4": 0.8978, "page": 0, "Index": 330}, {"Word": "with", "Confidence": 0.991, "X1": 0.31607, "Y1": 0.8842, "X2": 0.35193, "Y2": 0.884, "X3": 0.3506, "Y3": 0.8978, "X4": 0.31607, "Y4": 0.8978, "page": 0, "Index": 331}, {"Word": "AP", "Confidence": 0.885, "X1": 0.39442, "Y1": 0.8942, "X2": 0.39442, "Y2": 0.894, "X3": 0.4077, "Y3": 0.8938, "X4": 0.40903, "Y4": 0.9068, "page": 0, "Index": 332}, {"Word": "1st", "Confidence": 0.707, "X1": 0.40637, "Y1": 0.8772, "X2": 0.43559, "Y2": 0.877, "X3": 0.43559, "Y3": 0.8908, "X4": 0.40637, "Y4": 0.8898, "page": 0, "Index": 333}, {"Word": "01561831", "Confidence": 0.991, "X1": 0.9336, "Y1": 0.8922, "X2": 0.93227, "Y2": 0.892, "X3": 0.90704, "Y3": 0.8928, "X4": 0.90969, "Y4": 0.7978, "page": 0, "Index": 334}, {"Word": "10", "Confidence": 0.61, "X1": 0.41036, "Y1": 0.8972, "X2": 0.42497, "Y2": 0.897, "X3": 0.42497, "Y3": 0.9058, "X4": 0.41036, "Y4": 0.9058, "page": 0, "Index": 335}, {"Word": "this", "Confidence": 0.989, "X1": 0.07304, "Y1": 0.8992, "X2": 0.10226, "Y2": 0.899, "X3": 0.10226, "Y3": 0.9108, "X4": 0.07304, "Y4": 0.9118, "page": 0, "Index": 336}, {"Word": "smoking", "Confidence": 0.92, "X1": 0.10624, "Y1": 0.8992, "X2": 0.16999, "Y2": 0.899, "X3": 0.16999, "Y3": 0.9108, "X4": 0.10491, "Y4": 0.9108, "page": 0, "Index": 337}, {"Word": "system", "Confidence": 0.828, "X1": 0.17663, "Y1": 0.8992, "X2": 0.22444, "Y2": 0.899, "X3": 0.22311, "Y3": 0.9108, "X4": 0.1753, "Y4": 0.9108, "page": 0, "Index": 338}, {"Word": "are", "Confidence": 0.998, "X1": 0.23373, "Y1": 0.8992, "X2": 0.26162, "Y2": 0.899, "X3": 0.26162, "Y3": 0.9108, "X4": 0.2324, "Y4": 0.9108, "page": 0, "Index": 339}, {"Word": "depicted", "Confidence": 0.957, "X1": 0.2656, "Y1": 0.8982, "X2": 0.33068, "Y2": 0.898, "X3": 0.32935, "Y3": 0.9108, "X4": 0.26428, "Y4": 0.9108, "page": 0, "Index": 340}, {"Word": "in", "Confidence": 0.998, "X1": 0.33599, "Y1": 0.8982, "X2": 0.35193, "Y2": 0.898, "X3": 0.35193, "Y3": 0.9108, "X4": 0.33466, "Y4": 0.9108, "page": 0, "Index": 341}, {"Word": "Figure", "Confidence": 0.994, "X1": 0.07304, "Y1": 0.9112, "X2": 0.12616, "Y2": 0.911, "X3": 0.12483, "Y3": 0.9238, "X4": 0.07171, "Y4": 0.9238, "page": 0, "Index": 342}, {"Word": "4.", "Confidence": 0.861, "X1": 0.13015, "Y1": 0.9112, "X2": 0.14608, "Y2": 0.911, "X3": 0.14475, "Y3": 0.9238, "X4": 0.12882, "Y4": 0.9238, "page": 0, "Index": 343}, {"Word": "Tracings", "Confidence": 0.995, "X1": 0.15007, "Y1": 0.9112, "X2": 0.22045, "Y2": 0.911, "X3": 0.21912, "Y3": 0.9238, "X4": 0.14874, "Y4": 0.9238, "page": 0, "Index": 344}, {"Word": "A", "Confidence": 0.994, "X1": 0.22444, "Y1": 0.9112, "X2": 0.23506, "Y2": 0.911, "X3": 0.23373, "Y3": 0.9238, "X4": 0.22311, "Y4": 0.9238, "page": 0, "Index": 345}, {"Word": "were", "Confidence": 0.99, "X1": 0.2417, "Y1": 0.9112, "X2": 0.28021, "Y2": 0.911, "X3": 0.27888, "Y3": 0.9248, "X4": 0.24037, "Y4": 0.9238, "page": 0, "Index": 346}, {"Word": "obtained", "Confidence": 0.9, "X1": 0.28287, "Y1": 0.9112, "X2": 0.35325, "Y2": 0.911, "X3": 0.35193, "Y3": 0.9248, "X4": 0.28154, "Y4": 0.9248, "page": 0, "Index": 347}, {"Word": "with", "Confidence": 0.992, "X1": 0.07171, "Y1": 0.9252, "X2": 0.10624, "Y2": 0.925, "X3": 0.10624, "Y3": 0.9378, "X4": 0.07039, "Y4": 0.9368, "page": 0, "Index": 348}, {"Word": "a", "Confidence": 0.996, "X1": 0.11023, "Y1": 0.9252, "X2": 0.12085, "Y2": 0.925, "X3": 0.11952, "Y3": 0.9378, "X4": 0.11023, "Y4": 0.9378, "page": 0, "Index": 349}, {"Word": "hot", "Confidence": 0.998, "X1": 0.12351, "Y1": 0.9252, "X2": 0.15007, "Y2": 0.925, "X3": 0.15007, "Y3": 0.9378, "X4": 0.12351, "Y4": 0.9378, "page": 0, "Index": 350}, {"Word": "wire", "Confidence": 0.986, "X1": 0.15405, "Y1": 0.9252, "X2": 0.18858, "Y2": 0.925, "X3": 0.18858, "Y3": 0.9378, "X4": 0.15272, "Y4": 0.9378, "page": 0, "Index": 351}, {"Word": "anemometer", "Confidence": 0.955, "X1": 0.19256, "Y1": 0.9252, "X2": 0.29084, "Y2": 0.925, "X3": 0.28951, "Y3": 0.9378, "X4": 0.19124, "Y4": 0.9378, "page": 0, "Index": 352}, {"Word": "(7)", "Confidence": 0.998, "X1": 0.29349, "Y1": 0.9252, "X2": 0.3174, "Y2": 0.925, "X3": 0.3174, "Y3": 0.9378, "X4": 0.29349, "Y4": 0.9378, "page": 0, "Index": 353}, {"Word": "and", "Confidence": 0.997, "X1": 0.32138, "Y1": 0.9252, "X2": 0.35193, "Y2": 0.925, "X3": 0.35193, "Y3": 0.9378, "X4": 0.32138, "Y4": 0.9378, "page": 0, "Index": 354}, {"Word": "B", "Confidence": 0.991, "X1": 0.07171, "Y1": 0.9372, "X2": 0.08367, "Y2": 0.937, "X3": 0.08234, "Y3": 0.9508, "X4": 0.07171, "Y4": 0.9508, "page": 0, "Index": 355}, {"Word": "with", "Confidence": 0.991, "X1": 0.08765, "Y1": 0.9382, "X2": 0.12351, "Y2": 0.938, "X3": 0.12351, "Y3": 0.9508, "X4": 0.08632, "Y4": 0.9508, "page": 0, "Index": 356}, {"Word": "a", "Confidence": 0.996, "X1": 0.12749, "Y1": 0.9382, "X2": 0.13811, "Y2": 0.938, "X3": 0.13811, "Y3": 0.9518, "X4": 0.12749, "Y4": 0.9508, "page": 0, "Index": 357}, {"Word": "device", "Confidence": 0.943, "X1": 0.1421, "Y1": 0.9382, "X2": 0.19256, "Y2": 0.938, "X3": 0.19256, "Y3": 0.9518, "X4": 0.1421, "Y4": 0.9518, "page": 0, "Index": 358}, {"Word": "utilizing", "Confidence": 0.994, "X1": 0.19655, "Y1": 0.9382, "X2": 0.26428, "Y2": 0.938, "X3": 0.26428, "Y3": 0.9518, "X4": 0.19655, "Y4": 0.9518, "page": 0, "Index": 359}, {"Word": "a", "Confidence": 0.902, "X1": 0.26826, "Y1": 0.9382, "X2": 0.27888, "Y2": 0.938, "X3": 0.27756, "Y3": 0.9518, "X4": 0.26693, "Y4": 0.9518, "page": 0, "Index": 360}, {"Word": "pressure", "Confidence": 0.969, "X1": 0.28287, "Y1": 0.9382, "X2": 0.35325, "Y2": 0.938, "X3": 0.35325, "Y3": 0.9508, "X4": 0.28154, "Y4": 0.9518, "page": 0, "Index": 361}, {"Word": "TIME", "Confidence": 0.981, "X1": 0.51527, "Y1": 0.9492, "X2": 0.5405, "Y2": 0.949, "X3": 0.53918, "Y3": 0.9578, "X4": 0.51527, "Y4": 0.9578, "page": 0, "Index": 362}, {"Word": "SEC", "Confidence": 0.998, "X1": 0.54582, "Y1": 0.9492, "X2": 0.56707, "Y2": 0.949, "X3": 0.56574, "Y3": 0.9578, "X4": 0.54582, "Y4": 0.9578, "page": 0, "Index": 363}, {"Word": "TIME", "Confidence": 0.641, "X1": 0.78353, "Y1": 0.9492, "X2": 0.80744, "Y2": 0.949, "X3": 0.80611, "Y3": 0.9578, "X4": 0.7822, "Y4": 0.9578, "page": 0, "Index": 364}, {"Word": "SEC.", "Confidence": 0.955, "X1": 0.81673, "Y1": 0.9502, "X2": 0.84329, "Y2": 0.95, "X3": 0.84064, "Y3": 0.9578, "X4": 0.81541, "Y4": 0.9578, "page": 0, "Index": 365}, {"Word": "sensitive", "Confidence": 0.986, "X1": 0.07171, "Y1": 0.9522, "X2": 0.14077, "Y2": 0.952, "X3": 0.14077, "Y3": 0.9648, "X4": 0.07171, "Y4": 0.9638, "page": 0, "Index": 366}, {"Word": "transducer.", "Confidence": 0.847, "X1": 0.14741, "Y1": 0.9512, "X2": 0.24303, "Y2": 0.951, "X3": 0.24303, "Y3": 0.9648, "X4": 0.14741, "Y4": 0.9648, "page": 0, "Index": 367}, {"Word": "The", "Confidence": 0.998, "X1": 0.24834, "Y1": 0.9512, "X2": 0.27888, "Y2": 0.951, "X3": 0.27888, "Y3": 0.9648, "X4": 0.24834, "Y4": 0.9648, "page": 0, "Index": 368}, {"Word": "traeings", "Confidence": 0.834, "X1": 0.28552, "Y1": 0.9522, "X2": 0.35458, "Y2": 0.952, "X3": 0.35325, "Y3": 0.9638, "X4": 0.28552, "Y4": 0.9648, "page": 0, "Index": 369}, {"Word": "qualitatively", "Confidence": 0.991, "X1": 0.14874, "Y1": 0.9642, "X2": 0.251, "Y2": 0.964, "X3": 0.24967, "Y3": 0.9778, "X4": 0.14874, "Y4": 0.9788, "page": 0, "Index": 370}, {"Word": "what", "Confidence": 0.991, "X1": 0.25764, "Y1": 0.9642, "X2": 0.30013, "Y2": 0.964, "X3": 0.2988, "Y3": 0.9778, "X4": 0.25764, "Y4": 0.9778, "page": 0, "Index": 371}, {"Word": "might", "Confidence": 0.998, "X1": 0.30412, "Y1": 0.9652, "X2": 0.35458, "Y2": 0.965, "X3": 0.35458, "Y3": 0.9778, "X4": 0.30412, "Y4": 0.9778, "page": 0, "Index": 372}, {"Word": "resemble", "Confidence": 0.99, "X1": 0.07171, "Y1": 0.9652, "X2": 0.14343, "Y2": 0.965, "X3": 0.1421, "Y3": 0.9788, "X4": 0.07171, "Y4": 0.9778, "page": 0, "Index": 373}, {"Word": "be", "Confidence": 0.997, "X1": 0.07171, "Y1": 0.9772, "X2": 0.09031, "Y2": 0.977, "X3": 0.09031, "Y3": 0.9898, "X4": 0.07171, "Y4": 0.9898, "page": 0, "Index": 374}, {"Word": "considered", "Confidence": 0.925, "X1": 0.10093, "Y1": 0.9772, "X2": 0.18592, "Y2": 0.977, "X3": 0.18592, "Y3": 0.9918, "X4": 0.10093, "Y4": 0.9898, "page": 0, "Index": 375}, {"Word": "a", "Confidence": 0.687, "X1": 0.19788, "Y1": 0.9772, "X2": 0.2085, "Y2": 0.977, "X3": 0.2085, "Y3": 0.9918, "X4": 0.19788, "Y4": 0.9918, "page": 0, "Index": 376}, {"Word": "\"representative\"", "Confidence": 0.97, "X1": 0.22178, "Y1": 0.9772, "X2": 0.35458, "Y2": 0.977, "X3": 0.35458, "Y3": 0.9888, "X4": 0.22178, "Y4": 0.9918, "page": 0, "Index": 377}, {"Word": "Figure", "Confidence": 0.991, "X1": 0.37583, "Y1": 0.9782, "X2": 0.41434, "Y2": 0.978, "X3": 0.41434, "Y3": 0.9918, "X4": 0.37583, "Y4": 0.9918, "page": 0, "Index": 378}, {"Word": "4.", "Confidence": 0.968, "X1": 0.42098, "Y1": 0.9782, "X2": 0.43825, "Y2": 0.978, "X3": 0.43825, "Y3": 0.9918, "X4": 0.42098, "Y4": 0.9918, "page": 0, "Index": 379}, {"Word": "Puff", "Confidence": 0.958, "X1": 0.44356, "Y1": 0.9792, "X2": 0.46746, "Y2": 0.979, "X3": 0.46746, "Y3": 0.9918, "X4": 0.44356, "Y4": 0.9918, "page": 0, "Index": 380}, {"Word": ".profiles.", "Confidence": 0.603, "X1": 0.47145, "Y1": 0.9792, "X2": 0.53121, "Y2": 0.979, "X3": 0.52988, "Y3": 0.9908, "X4": 0.47145, "Y4": 0.9918, "page": 0, "Index": 381}, {"Word": "A-hot", "Confidence": 0.947, "X1": 0.53652, "Y1": 0.9792, "X2": 0.58433, "Y2": 0.979, "X3": 0.583, "Y3": 0.9908, "X4": 0.53652, "Y4": 0.9908, "page": 0, "Index": 382}, {"Word": "wire", "Confidence": 0.981, "X1": 0.58699, "Y1": 0.9792, "X2": 0.6162, "Y2": 0.979, "X3": 0.6162, "Y3": 0.9908, "X4": 0.58699, "Y4": 0.9908, "page": 0, "Index": 383}, {"Word": "anemometer.", "Confidence": 0.611, "X1": 0.62151, "Y1": 0.9792, "X2": 0.70518, "Y2": 0.979, "X3": 0.70385, "Y3": 0.9908, "X4": 0.62151, "Y4": 0.9908, "page": 0, "Index": 384}, {"Word": "B-pressure", "Confidence": 0.617, "X1": 0.71182, "Y1": 0.9792, "X2": 0.78486, "Y2": 0.979, "X3": 0.78353, "Y3": 0.9908, "X4": 0.71049, "Y4": 0.9908, "page": 0, "Index": 385}, {"Word": "sensitive", "Confidence": 0.635, "X1": 0.78884, "Y1": 0.9792, "X2": 0.84329, "Y2": 0.979, "X3": 0.84197, "Y3": 0.9908, "X4": 0.78884, "Y4": 0.9908, "page": 0, "Index": 386}, {"Word": "transducer.", "Confidence": 0.593, "X1": 0.84993, "Y1": 0.9792, "X2": 0.92032, "Y2": 0.979, "X3": 0.91899, "Y3": 0.9908, "X4": 0.84861, "Y4": 0.9908, "page": 0, "Index": 387}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAvEDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKrX8VxPp9zFaTCC5eNlilIzsYjg49jWNYWviNRo5ur6FjCjR6gPL4nOPlZe4OaAOiooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCCC0gtWmaGJUMzmSQj+Jj3P5VPRRQAUUUUAQR3UM1xNbo5MkOPMG0jGRkc9/wqekwAc45NLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBHFH5Sld7Nlicscnk5x9KkoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQkAEk8ClooARWDqGU5B5BpaKKACiiigAooooAKKKKACiiigCnBqNvPqNzYp5nnW4VpMoQuG6YPQ9KuUmADnHNLQAUUUUAFFFFABRRRQAUUxG3qDgjrwRg0+gAooprMqj5mAHuaAHUUg56UjMEUsxwoGSfQUAOorOudd0q0Dm4v4IgnLF3xt69fyNO0zWtM1qF5tMvre8jRtrNA4YA+hxQBfoprMEUsxwB1NKCCMjoaAFooooAKKKKACiiigAooooAKKKQkDqQKAFoqCe6it4vMckrnb8oJ5/CqSa5bSRtIsVzsV1XcYGxhujdOnvQBqUVStdTtry4eGEuzIMsShA646n6VdoAKKKKACiiigAoqr9tT7G1yYpVUE/KyEN1xnFWQQRkUALRTJHEcbOeigk1wun6t4y8QBNR0htGXR7gF7d5t5kA9GA79jQB3tFcfDH8QW/1s+hJxnhZDz6dKm8jx1/z+aJ/37koA6qiuNubL4gSxssOraJCxxhvs7tj1qn/AGP8S/8AoZdG/wDAJv8AGgDvqK4e20f4h+ev2rxNpQi7+VYkt+pq6NG8YbznxTa7e3/EvGf/AEKgDq6K5b+xvF3/AENVv/4Lh/8AF1WuPDnjCeARjxmIiDnfHYKGPty1AHZUVwb+EPGTMW/4T6dcnoLFMD9aT/hDvGX/AEUC5/8AAKP/ABoA72iuC/4Q7xl/0UC5/wDAKP8AxpX8H+LyRs8fXQ45zZR9aAO8oriIfCPilQvneOrxyHBbbaxjK9x9fen/APCJeJcy/wDFcXuCD5f+jR/L6Z9e9AHaUVyFv4U15YVFx4z1CSX+JkhjUH8MVI3hXV2Ug+MNT5GOI4/8KAOrorif+EE1LYU/4TTWsEg9Uz/Kmy+ANQmRFbxprYC5xtZB1/CgDuKK4L/hXF7/ANDrrv8A38X/AAo/4Vxe/wDQ667/AN/F/wAKAO9orgv+FcXv/Q667/38X/CnR/Du7SRWfxlrzoDkr5qjI9M4oA7uiuFm+Hd08ztF4w16NCeE81Tj8cUz/hXF7/0Ouvf9/F/woA72iuHX4eXAkBPi7XiobO3zl5Hp0q0vgRQ4LeItdYY6fah/8TQB11FckvgK2jkd11vXQz4LH7Z1/wDHajf4d2Mlytw2s66ZVGA324jj6YxQB2NFca/w5sHGG1nXSCxb/j+PU/hUq+ArVCCNb10EZI/0z16/w0AdbRketcc3w7sWuluTrOumZejfbj/LGKqt8KdGd2dtU14sxyT/AGi3WgDusj1oyPWuE/4VPon/AEFNe/8ABi9H/Cp9E/6Cmvf+DF6AO7yPWjI9a4T/AIVPon/QU17/AMGL0f8ACp9E/wCgpr3/AIMXoA7vI9aMj1rhB8KNEBB/tPXTg9DqL1auPhnodwoAuNVi+bdmO/kH4ck8UAdjketGR61xkfwx0OOaSQ3WrMH/AIGv5Nq89uat/wDCvtB/u3v/AIGy/wDxVAHTGWMbcuo3HA56mhpUXhnUcZ5PauUb4beGmKFre6PlncmbuX5T6j5qJPhv4blJMkF0xK7STeSnj0+9QB1RniGcyoMDJ+YdPWhJY5ACjqwPQg5zXJt8MvC7Fi1rcEspUk3cnIPUfe6U6H4beGrdVWG3uo1UEALdygD/AMeoA63I9aMj1rl/+FfaD/cvf/A2X/4qj/hX2g/3L3/wNl/+KoA6gsFGSQB7mk3KTjIz9a5dvh74fdSrR3hB6g3sv/xVA+Hnh8MWEd4Cep+2S8/+PUAdTketGR61yzfD3QWQri+GRjIvZcj/AMepR8PtB/u3v/gbL/8AFUAdRketLmuJf4X6G8jP9s1hQSTtXUJMCnw/DXSYYzGuoa0YyuGVr9zn39c0AdnRXJr4DtkI263rowu0f6Z2/wC+ang8HRW9xHMuta05RgwV7oFTjsRt6UAdLRXMeCtXuNYsdRmuLoTmPUJolwuNiq2AvvxXT0AFFFFABRRRQAUUUUAFFFFABRRRQA10DoykkZBGQcGqc+l2lzZx211F58URDL5pJOR0OavUUAMi2eUuwYXHAxin0UUARyQxTIySxo6upVgyggg9j7VR0nQdK0GOaPSrGG0SZ/MkWJcBm9cVpUUAFFFFABRRRQAUUUx1LDAYrz1FAD6azqgBYgAkAZ9TQyq+Nyg4ORn1p1AEcjMAQkZY7SRzgZ7D8agia9kt1aRIoJS2SuS42+meOat0UAUntLiZLiOW8cJIT5ZiUK0Yx0yc5PvSx6dClukUhknKqF8yVss2O5Iq5RQBCLeLEYKBjGcqSMkH1+tTUUUARiVDOYd37wKGI9qI4hGzsGY7zk7jnH09Kds/eFsnpjHanUAFFFFABRRRQBleJI5ZfDeoJDEsshgbajnhj6GrWmMX0qzZgFLQISB0Hyip5U3xOuM5BFEKbIETkbVAwfpQA26/49Jv9xv5Vx/wlZn+GmkliScSDn03tXYXX/HpN/uN/KuO+EX/ACTLSfpJ/wCjGoA7eiiigAooooAKK5zxrqOpaR4dlv8AS57eKaJlyJ4y4cMwXAwRzzXKa34y17TNSvbVbrT0azgt3SOaI77tnI3bADx6d+lAHp1FRwu0kEbsu1mUEr6HHSpKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4L4Vf8gjWP8AsL3P/oZrva4L4Vf8gjWP+wvc/wDoZrvaACiiigAooooAKKKKACiiigAoqOSRIhukdVUkDLHHJ6CpKACiquoSTxadcyWyq06xsYwxwN2OM+1OsXmksIHuNnnNGpfZ0zjnFAEskscKb5HVFzjLHApDKBMse1iWUncBwMY7/jSvGkqFJEVlPUEZFPoAa5YKSgBbsCcU6iigApqosYwoAGc06igAooooAKKKKACiiigAooooAKKam/b8+N3t0rC1TQry+vxewavd2sibdkMb/umAOfmHv3oAtR+I9Fl1GbT01S0N5CcSQ+aAyn0xWrXPajYafHexqNBhuJLokSzBFGOCeT16j9ah8IeJz4g+3Qf2XLYfYJPI2SOCTjvjsMdKAOnoqGOR3llRomRUICsej8dRU1ABRRRQAUUU19+07Mbu2elAEdyyLbStIcIFOevT8KW32/Z4tv3dgx9MVBqbRLpd008hjiEbbmBxgY9afYbTp1qUJK+UmCTkkYFAD7r/AI9Jv9xv5Vx3wi/5JlpP0k/9GNXY3QzaTD/YP8q474SAr8NNKVgQR5gIPb941AHb0UUUAFcL4k8ft4Zv720vLeISYiaxBY/v1Y4cn024/lXdVl6l4e0nV7y2u7+yiuJrdXSNnGcBxhh+IoA890X4mXvifQ44rW2sU1Sa8eAGckwIAu9Se+cED65p2seMYYNOfVrrS9LutWsL4WsZDBs/KSzIevau4ufCHh+7ikjl0m22SMrMFTbkr0PH1Nct4U0/wh4h1fU7q20e0S4064a0ABzlQMbtvQZ6ZoAy9b+Lk+keJ9KshaQS2E9tHdXcsZLNCpXLdPSu08D+KV8YaAdTWMxj7RJEFII4B+U8+qkH8alsfBPhvTmka20i2VpC24lckhhgjntjtWtY6fZ6bE0NlbxwRs24rGMAnAGfyA/KgC1RRRQAUUUUAFFITgZNcnH8Q9InMht7XU50SRoy8VmzKSpwcHvyKAOtorn9H8YaZreqTabbpdxXcUYlaO4gaM7ScA810FABRRRQAUUUUAFFFFABRTJZFhheVs7UUscegridO+IVxq1lHfWPhXVp7SVm8uVQuGUNjP8AP8qAO5ori7fx1eN4istMvfDGo2MN65jhupiu0sFzggcjoa7SgAooooAKKKKACiiigAooriP+E51G61fV7HS/DVxejTJfKlkE6IGbGcKD1oA7eiuJl8b6tZajpttqXhW6tYb6YQrOJ0dUY5wGx9K7agAooooAKKKKACiiigAoorl/G/iW88M6dYzWFnHdXF3ex2iRyPtGXzzn8KAOoorlPt3jf/oD6V/4FN/hUvgzxNc+JbO9a8sVtLmzuntpEV9ykr3BoA6aiiigAooooAKKKKACiiigDgvhV/yCNY/7C9z/AOhmu9rgvhV/yCNY/wCwvc/+hmu9oAKKKKACiiigAooooAKKKKAIpoIbhAk0aSKGDAMMjIOQfwNS0UUAMlCGFxKAYyp3A9Md6jtJree0jltXRoGX5GT7uPapiARgjIpscaRIEjRUUdFUYAoAfRRRQAUUUUAFFFFABRTVYMW4PBxyMUmW3kYG3HBzzmgB9FFFABRRRQAUUUUAFFFFABUaRRxyO6RqrSEF2AwWPTn1qSigAooooAKKKoz6vYW5mV7qNpIU3vFGd7geu0c/pQBeorjtL8Y3eq+K73T4dLkbTLd0j+1YZZEcoG+aMgELz1rsaAK975H2Kb7Rjydh35GeKWzMZsoPJBEflrsDDBAxxxS3NvFdW8kE6K8TqQykcEU6GJIYI4o/uIoVfoBxQASMoG0ttLAgc89K5b4b8eC7dMswWecB2OS371ua6qRQ6MpAOQRzXF/CydX8GC3SMRra3dxAADwcSN0oA7eiiigAooooAp6pqVpo+mXGo30oitbdN8jkZwK89+GuqeHX1rWl02PyJdRu3nt90LIZYhjkZHQE1t/FWWOP4Z64HkVS0G1dxxk7hwKy9S1S10jxF4Gmu5hBDLbyQ+YxAUEouASelAHo9FNVgyhlIIIyCKdQAUUUUARyyxwRPLK6pGgLMzHAAHeuSk+ImnXJdNDs77WZVOMWcJKf99n5f1rS8axyS+CtYjhRnka2YKqjJJ+neuT8L6lrV7pNnbaf4o8Ol0iVTAtowdSByCu8HP4UAajXPjzWt8cNhY6FAcjzbiTz5ceoVeAceprovDujL4f0G10xZ3uDCCWlfq7MSzH8STWX9i8bf9BrR/8AwBf/AOOUyXT/ABxJC6LrukxswwHWwfK+/L0AS674Yvb7WF1jStZl06+WAQH90JEdQxYbgfqfzqqmoeNtLQC+0mz1ZV6y2M3lsf8AgD4/nVRfD3xB3ru8Z2m3PONOGcf99Vf/ALC8TIjNL4yIAJ5+wxgAfnQBd0HxZaa5e3Fh9lu7O/t1DyW11EUYKe47EfSugrznwm7v8SdWD68mrMljGrSRxqoB3dDtJGRXo1ABRRRQAhYKCScAck1xn/CdT6mZV8N6DeamI3KfaGxDCSODh268+ldlIu+NlPcEV4l4cA0iaTTtY8V6xon+kSLHatbrHEMsSCsrKQRigDu2sPHOrkC71HT9HtyTmO1QzSYz03NgdK6PRNKh0PRrXTYGLJbpt3EYLHqSfcnJrnbXwzcXcazW/jfVp4SSQ0bwkEduQlWv+EQvP+ht1z/vuL/43QBo6/oMevW0CG5ntbi2lE0E8JG5HAIzg8EYJ4rK8vxppb4jk0/WLYHA8zMExHv1UmpP+EQvP+ht1z/vuL/43UFz4ceziaW68a6vDGoyWklhUD8SlAFnTvGUE19BYapp93pN7cOUhjuk+WUj+64+U/nXT147erbah4v8NR6Zr+qa81rqKyTblV4YVAOWLqgGfxr2KgAooooAK5O88fafHe3Nhplpe6rfW7bJIbOEsFbHQt90fnXWV5Bp81h/wmXiKK/8R3nh+5mvh5dssiRrKu0Ycb1IOfagDrkvfG+q58jTLHR4s8Pdy+bJjjnanGevU1f8K+GW8OxXslxeG8vr6cz3M5TYGbAAAHYYFVU8KXMqB4/F+tOp5BWSEg/+OU//AIRC8/6G3XP++4v/AI3QBpeIdBh8RaatpLcT2zRyrNFNAQGRxnB5+tYgsPG+kkfZdTstYgUf6u7QxSt/wJcirP8AwiF5/wBDbrn/AH3F/wDG6q3vgh5lR7nxhryCM7gRcRoM++EGfxoAkt/Gs9tc21rr+hXmmSTyCJZuJINx6DevTPvXX145q+naQ17YW2meKdW1fUlv4na3+1GZCAwJLBRtAA+lex0AFFFFABWF4k8RHQIrNYrCa+ubybyYYYmVctgnJLHAGBW7XFfEbwxfeJdNsFsI45ntbjzWiedoS42kYDryDzQBGsnjzV9259K0OFhxz9olGR+Cgg1LF4Etri9trzW9cvtVmtphNEskgSJHBBBCD0x69646LS/DGll4/Eeia/pf7vZ58l1LNCST1DoTg+5xW5pvgDwPq8Im07U7y6jPQxao7fyNAHo3mx/31/OuYv8AwZplxeTXlje3el3cxLSSWc+0Mx7lTkE1QPwo8NmTeH1NTnI238nH61mav4L8B6QA+p6rdWxIxh9TkDN74zk0AXkt/HmgQBbbUNP8QQr/AA3P7mYj/eHBroPCviJ/EemzXEtjJZT287W80LsGw6gE4I6jmvLBp3g/ULmS08Paf4j1a6VA+EvJIkwehLORx713/wANfDd74X8Nz2l8ixyzXklwsYl8worYwpbueOtAHZUUUUAFFFFABRRSAg9D0oA4P4Vf8gjWP+wvc/8AoZrva4L4Vf8AII1j/sL3P/oZrvaACiiigAooooAYkiPwrq2PQ5p9ecaR4e034SeCb7VZC95exQhriV5D+8OeFXPQZNcbB4Z+J3juH+2LvxC2koX321suQNuMgjaf50Ae81z+l+LLLVvE2p6DFBcxXenhWkMqbVdT3X1Fcl4A8S+IbXXp/B/jDD6nFH5trcrz58Y6knufetzR7aI/E/xFd5/eraW0XXjB3H+goA7GiiigAooooAKKKKAKcs94l8kUdmJLcrlpvNwVOem3HPHPWrlFFABRSMwRSzHAHWgEEZHSgBaKKKACiiigAooooAai7RjJbknJp1FFABRRRQAxSxHzAA5PQ54pF3CRwcleoJxx7f59akooAqXt6llBLcSZaOJCzrGpZ/XgCqv9o3d9owvNNtWWV8bI7tShA9SB/KtTA54HPWloA4GLwh4k1mKf/hKfEMjo8gKWumt5EaqCcgsBuPb8q0vD3gTSfDup3l1Y2gi+0hNxMrSMSue7djkH611lISAMmgCrBp9tBdS3awRLcy8SSom0sO2fWrdFMQYz8xbJzz29qAIb+RotPuHWISFY2IQ/xcdKZpcpn0q0lMZjLwq2wrt25HTHarE0YlheM9GUg0QRiGCOIdEUKPwFADz0NcJ8J/8AkWL3/sJ3X/ow13Z6GuE+E/8AyLF7/wBhO6/9GGgDvKKKKACmu6ojOxAVRkk9hTqyPE95b6f4Y1K4uJAka27jPckqQAPUkmgDltE0W28b3f8AwlOtx/aYN7Lpto/MccQPDlehY9cnpmuzv9J0/VLP7Jf2UFxBjHlyICB9PSuY+HV3DaeH7Hw5IxOoWFpG1yqjKxlhkKT/AHvauxkcRxvI2dqgscDsKAOH8JSy6B4r1LwhJI8lpHGt3YNIxZhGxwyZ9Aeld3XmSaxZTfE7SNdhkL6fqdm9lBKB0mVslW9DxXptABTGYKVBzycDAzT6KACsTVvCWg60S9/plvJNjAmC7ZF9ww5BrbooA4s+EdZ0hC3h/wATXaKAALfUR9pj49CfmH51m6F8T0WxRvFlqNKLvIkN0OYJyhIbaeSpyDwa9FIyCPWvGtd+H+oeHbS41QavDfxeeFjtr62EiQrLLhggPAOXoA6ceJfEPiXW4bHRrV9IsGhab7deQB3lAOBsTPy/8CrUh8D203za3qN9rDnkpcykRZ9o1wuPqDXO6b4N8T+FL5dWs9ZfVYkBRtNkXYojJyRH6EdhXcaHr9jr9m1xZyEMh2zQyDa8Ld1YdjQBY07SNO0iDyNOsYLWL+7DGFB/KrtcBqPxNXT7e4u20G8axWf7PBdeYqxzNnHU/dGe9V4vi5ZXmhXupWGk3dwbFkW4i3BQNxIBVv4uR6d6APR6K4p/H5Epso9FupNV8xYvsYcDkx+Yfm6cLRd/EfT7DXxpF1aTxTLYm7lJI/dkLu8sj+9gE0AdrUNxbQXcTRXEMc0bDBSRQwP4Gi1uUvLOG5jBCSoHXPXBGaJ5JI1QxxGUlwCAcYB6n8KAOWuPh3oaSNc6WLjSLkEuJLCYxjOO6fdP5VzGk+PdU8O6Lp914kYaja3szxQS26j7QpVmGGjH3uB1X8q9VIyCPWvKtW8Ap4P0vV9e0rWLwXEatLEsqJIIiWzhSRkD5j+dAD7nxfrPibUNHTTLiPTNI1C6aDzI3VrvhCTlSCqcjoea6m0+H2hQzm5vYptUuSQfO1CUzEH2DcD8BWRpfwws7fxXbeKLjVby6vk+fayoiFiuMkKBzzXoNAEUFvDaxCKCGOKNeAqKAB+AqWiigAooooAKpX+k6dqsRiv7G3uUIxiaMN/OrtFAHFv8PLaycy+HdVv9FkJzsgk3wnr1jbI79sVg6d8R9R0jUNWtvEsUUun6fdi1OpQDa24gEbo85PUfd/KvUq871j4Y2b+Ir3xTDqt7DeYaZYxtaNX2Yzgj2oApah481jX47OXw0kdrpNxeraNqEpDSkkHlYz06dTz7V0cPw/02V/M1m7vtafOcX05ZAfZBhf0rk/Bvw2tL59M8XXeq373dxsu5bf5UiaTHXaB7161QBVstOstOgWCytYbeJeiRIFH6VaoooAKKKKACiiigBrKrLtYAj0Iryr4n6Dp+kro2raQkGk6nJqkUJvolCbVYEEsOARwOter1jeJfDOmeLNJOm6tAZbcuHGGKlWHQgj8fzoA87i+JXiFI/sT2VvKol8r+3xHILPH94rjOfx2574rc+Guj2UmnXmqXIt7/AFKS+mV7/YCZAG4IPOB9KwIfBOkyfEu58PFrwaRBpqSraC6fYSSQc89Mdq9N0LQdN8N6Ymm6VB5FqjFgm4nk9eTQBn+JNAlvlj1HSXW21m0BNvNgYde8bf7J6e3Wp/D3iOHW7M+ahtr+BhHd2j/eik9PcHsehFblc14h0CWW5TW9HIh1i2XjHC3KDkxv6g9j2NAHS0VieGvEdv4j08zJG9vdRMY7m1k4eJx1BHp6HvW3QAUUUUAFNVVUnaAMnJwOpp1FAHBfCr/kEax/2F7n/wBDNd7XBfCr/kEax/2F7n/0M13tABRRRQAUUUUAcTdXdt8QvhdPLbR+f9stQxgRwGDjBKZ7HIxWb9o8MeMrW0sv7dm069s0Eb28F0YXXAxtYH6V1+g+FtG8MQyxaNZLaxykF0VmIJHsTxWJ4o+F/hjxZdre3to0V5uDPPbtsZwOxoA5/wAN+HvC958Qm1HT/E17f6ppqFJY5Zt+4Hjr3H0rubHwrpWneIbvW7WKRL27GJm8wlW/4D0rk9EsPDHgF7ltI8PaszM5R7hLV5S2PQ4+7W1pXjg6jq66fP4e1qxLgmOW4tiEYDvkdPxoA62iq9rdRXkRkiLFQ7IcqRypwevuKsUAIcgHAyaRSSoLDae4znFOooAKKKKACmoWK5Zdp9M5p1FAB1ooooAKKKKACiiigAooooAKKKarMc5Xbg8c9aAHVHNGZoJIw7RllI3ocFfcVJRQBDbw/Z7aKEyPJsULvkOWbHcn1qaoZBIJUdDlRkMgA5yRzn25qagAooooAKjlMYjbzSoQjB3HAqG+iuLi0kitLgW8rcCXbu2e+O9Z8nhu0u7iO41CSa7lWFYmVnKxsR1bYOMmgDSurn7NatMsMk2MYSIbmbJ7VmaBqWoXz3UV9o8un+U52MzArICeCPw6+9bKIsaKigBVGAB2FOoAKKa2dp24zjjPrTLfzfITzyhlx8xTpn2oAlPSuL+Gtq1loupWzDBj1S6B5z/y0NdpXHfDyeS50vVZpECO+q3RKjt+8NAHY0UUUAFUtWKJpN1LJCkwijMoSQZBKjI/UVdqhrf/ACAdQ/69pP8A0E0Ac38MbeM+DLfUyCbvVCbu5kJyWdj/ACHQV2dcj8MP+SbaF/17CuuoA868PWkNv8TPEWjJGrafHHDfRQMoKxTMfmZfSvRa4HRf+S0eJP8AsH2/8zXfUAFFFFABRRRQAVzHxA/5FCf/AK+Lf/0cldPXG/ETUrGHwzNbS3kCTma3by2cBsCZOcfgaAOwT7i/QVz+reGhLdNqukOLPVwP9YPuTf7Mg7g+vUVuWtxDdWySwSpLGwyHRgQamoA87j8LWcmnvrOrw6hGLOR7k6Y82YFkXklR0KntWb4PtNE1qOWEWM0CanAHVftKvtSNt4GF6YLipPFnxK+yWerFtHe40WGRrCS4SYK5mI6BT/Dz1rlrrxraR6Npz6LYS2V9Zr5EL27pslUmNSGIBz95c8ZyKAOn1q90ZtSvLtrTVIoprt/L1S2kA/fJFsZEHUZVGH1BqOy0/wACeJfEdzpkFrcT6mgZZbwyEuAsarkt6EPgfQ1UE4+2/PbNNfyNG8Nklxi1aedZBv5UFSFRifcmm+EIU8MeKLy0stFgW7s7BVu9szO8uF3/ACEDaTlgOSDxQB6V4c0CXQLaW3fVby/jZh5QuSD5SgYCjHatuuR8C+K73xVa3kt7ZQ2jwS7Akcu5gMdGB5U111ABXN/ED/kQ9Y/69z/MV0lcN8SvEmj2XhXVNOn1CFb2SDCW4bMhyR2HNAHa2/8Ax7Rf7g/lUlZeh63pmt2KS6bew3KqoDeW2Spx0I7VqUAFFFFABRRRQAUUUUAFVtS/5Bd3/wBcX/8AQTVmsDxP4j0nQ9Oljv7xIpZoyscQ+Z3JGBhRyeaAK3w7jWL4f6KqzmYfZlO4nOM9vw6V1FeefCnWtM/4RPT9D+1oup28Z821kBSRec/dPJ616HQAUUUUAFFFFABRRRQAUUVl614g0vw9aLc6pdpbozbUB5Zz6ADkmgDlrX/kt2of9giL/wBCNd7XkeleL9MuPirc6tMtzZ2U9jHaxzXcDRq0gYnGSK9aVldQykMp5BB4NAGH4i1650maxs7CxN7fXrssUZcIuFG5iSfYVhXPxGitPF8Gg3FosbvaiR28wEpMVLCPj2U8/Sul1zw9YeIYYo7wSq0Lbo5YZCjocYOCPUVxEb/D2w8SPpi6e0l7Y/PNeGN3ERVOd8nrtFAGRY/FiwlR9RtdEjTWLiwkuLsb8FRG2EDdyDuyPY1FP8ZtVhvnshptu8kEaySN5cgD7iNqqOoPOMniusez8BtpF7qNtp8NzDBbJFMbaNmcxFVKjjk/LtrK0jWfAf8AYMuoWGlXjQ30otSGhkaScgbgBu5IGO3SgCOD4p6pPZ3WptpdtDY2Cq13E0hM2GPROxIp1/8AE3VLeG2eKDTC12Y3ij8x2eONzgFlHU/SrNxP8PNN1uztrqxa3vCiSASRyBV3fd8wdM896fZ6T8PfEOo3+j2NuRdod0jRtIhQq3OxugwfSgDvNLlup9Mt5b3yvtDpufyc7eemM89MVcqhpGk2+iaZFp9q0zQxZ2maQu3JzyTyav0AcJ8LkaPStZVhgjVrn/0Ou7rhPha2/StZbaFzq1zwOn367ugAooooAKKKKACiiigAooooAKKKKACiiigApOnNLTHRZUZHUMjAgg9CKAHdaWokiEMcUUIVI0G3bjsBwBUtABRRRQAUUUUAFN3jfs5zjPTj86dRQAUxyVQkKWIHAHen0UAFFFIThScE47CgDOuLi/j1m3jjjRrAxM0zFTuVu2COv0xWjkYz2qK3n86JWaNonIyY3xuX64qO+kuYoN9rHDI4YbhK+wBc8nOD2oApHV5JrqO3tbVmEsblJ3I8sOp+6cZIyMnp0pbGHWjLFJf3VqAN2+GCM4OQMDcTnjnnjPFaDvDawNIxjjjXkkkKPzqneajLb6Sl0kC/aZQqxwyybQXbopbnH/1qAJ76FZI0laaSLyWD5Qnn2IHUVJbIyRHfM024lgzAAgHoOKWAT7CZym4nICA8D0z3+tTUAc/YQW0PjDUzHeXrTyQxvJbSE+SvYMme/GDiugqF22SJiIsz5XcAOOM8+1YVpqevSatc2stjp8kSMpBhujvjUjPzqR1z0oA09X0+TVNPe1ivriyZiMzW5AcD0BINUtCtdZ06ae01C8N/bLzBcMgVwP7rY4J96gubfxLe2stss0FnvWRBOr73XI+Vvugfh2x3rBi8KeJI/DGs6PfeIbm+lnXfaXCuUmUj+HfjAyRQB37krGSFLnH3Rjn86IhiJRs2cfd44/KvGV8UeKvhVDpsHifbqej3DCMXG8meE4yQT0YCvYrW5ivbSG6gbdFMgkQ4xkEZFAE9cb4Bn3jxDDvDmDWbhc5y3LZ54967KuE+HJU33i8BcEa5Pk568CgDu6KKKACqeqIsmk3iNna0Dg4642mrlMlUNC6kZBUg0Act8NAF+HWiKOgtwBXWVy/w7AHgPSQOgi/qa6igDidMtxF8XdblB5l06Ann0bH4V21cpagD4oX5A5/syPP/AH3XV0AFFFFABRRRQBznjXWbvR9AJ09C+oXcq2ttgZCyOcBj7DrWM/h3RfC1laT3mnQ6rqN9dQ29zd3SiRnd2wW+YHAHOAMVseNdKu9U8Ps2nk/b7OVLq2UHG50OQp+vT8ay18Y+FdfsoI9WvY9PvLWaOWS1u38l4pVOcc9RkHpwaAIdY0+LwPqNlrGjlLXT7i5S3vrPcREQ5wroOisD1xgEV3oIIyDxXn99qsHj7WLHTNHzcaTZ3C3N9dlCI3K/dRCR8x3cnHpXoA44FAHLXvw+8P6jq7ajcwTOzSidofOYRNIBgOV9atyeDdCk1GO+NkBNHKZl2uQA5ZWzj6op/Ct+igDG1DwvpWpy3Ut1AzSXSIrsrlSNm7aVI5UjceRWTbfDjQrLVEv7V9QhkAw6JePsl4xlwTycd66+igDG0Lwxpvh03TWCS77p98ryzNIxPYZY9BWzRRQBh+LtUuNH8L315aBTdhNkAbvIxwv15I4rEOj23g/wnNfBrL+1WVGutQvUL+a5I3E45PJwFHtXQeJ9IfXfDd9psUnlSzxERv8A3W6g/nXIjxhpM2iyaT49tfsNzEFW5SeJmhlweHVlBGCRn2oAryi+/wCETh8YyabFp2tWriSUQrsE8IbBDrnupyAeQa9JglE9vHKBgOoYfiM15rLLaeKoIPC/hewKaB5ive3piKRhQQ2xA2CxY4yemK9MRFjjVFGFUAAewoAdUbSqsiRkNufOMKSOPU9BSmRfMCdT3x2+tPoAKKKKACiiigCvezm1sbi4A3GKNnA9cDNcP4Y0yd/CR8R3lxDHruoxC4e9njEnkoeVRQSAAFwOo5613c8KXEEkLjKSKVYexFea2WsnwXpk3hrxbp81xpkC7LW8it2mimhJOFcc4YdOfSgCHTHu/FngTUNS1Tyk1/S5ZWhubeMK8bINyjIJBBGMjOOa7/wzqj634Z03U5E2PcwLIy+hI5rgbbX7TxFpLeGvAmkSwafcxskmoNAYoIFbhsAj5mwf1r0fSdOh0jSbXTrf/VW0SxrxjgCgC7RRRQAUUUUAFFFFABXAeG4ofEXjrxBq1/H5s2l3P2C0RzuSJQqksAf4iT1rvdi79+0bsYz3xXFajZ6n4W8SXWuaVYvf6bfhTe2UGBIso481AeDwACKAObufEuv6l8WE8P6hpMyeHbhZLcQz2+VmAHMm76+nQEV0fw+uJLa513w4Cz22j3flWzuSW8thuCn6dKiPxE/tR5bTQvD+p3GrRoN0dxCIVgLdN7MeOOeM1u+EtAl0LTJPtc3n6jdyG4u5uzSHsPYdBQB0FcLH8O4orrxVdrc5udaV0R8sBErJtwVzg885xXdUUAcNoPhPXtC22sOpWUmnvBDFKjxNvBSIISpzgZxnmqN78NLpvB+jaNZ6nD52mTNKDcQbo5Sc9VznjPHNej0UAefap8ModZ1KHV7y8U6pGIMOsZEY8vqNueQffpV3Q/Bl1pXjK51pruBbeSNk8i2RkErE53SAkjI9sV2lFABRRRQB518JbkS2XiCADBh1ecE565bP9a9FrgPhSynS9aAI3DV7jd/31Xf0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFN2/PuyemMZ4oAghuvOu54RGQIdo39iSM4p9xCLiExMzqDjlGKng56iooL2O4up7XY6ywqpcEcfNnGD36VZRQiBRnAGOaAEywcALlcfezT6KKAGqWJbK4wcDnqPWnUUUAFFFFABRRTJHEcZcgnHYDJoAfVWG7ju3khUSq6j5tylcZ9DVHU9dttLtoZL8SxGeRUjjjUs5PGeB6d/atXLMVK42EZOevtQBjaRHA+uaxcQ31xO+9IpIpFISIqvRTjn3rbIBGCMg0gUDOABnk4qjc63ploCZ72JMP5fXJ3enHegA1HR7HVkEd9AJo8FTGxO0g+o70+LT4bWyhtLUCOKIjaCN2AD05pLe8S9kieGKQwlSwlPAz0xjr3/Sn3c5he2xbSTb5QmU/5Z5B+Y+3b8aALdFNV1fO05wSD9adQAVm3KXEJa7tbGGa8dgh3OEIjz/exz64960qjjA2l8EF/mIbqOKAKdrBqJtx9suoxKd+7yUwBk/LjPoPzq0IwlqElkaTavzOeCcd+KmqhrN6+naPdXkds908UZZYUHLn0FAHnHxtSTUfD2lafaJK11d3ipCABtyf73Fel6XBNa6TZ287K00UKI5UYBIABxXH6DpWteIruLWfFdnBbiFxJY2SE7ofQue59u1d3QAVwfw4/wCQh4x/7Ds38lrvK4P4cf8AIQ8Y/wDYdm/ktAHeUUUUAFNf/Vt9DTqa/wDq2+hoA5r4ef8AIiaV/wBcv6munrmPh5/yImlf9cv6munoA5W2/wCSn33/AGDI/wD0Ouqrlbb/AJKfff8AYMj/APQ66qgAooooAKKKKACuA+L2nWc/w71S4e0he4TyykhQFgd6jg9ehNd/VDWdIs9e0m40y/jL204AcK2Dwcgg9jkCgCXT4o4LCBIo0jUIvyqMDpVrI9a5OL4ceG4Ywn2ad8d3uXJ/nT/+FeeG/wDnzl/7/v8A40AdTketGR61y3/CvPDf/PnL/wB/3/xo/wCFeeG/+fOX/v8Av/jQB1OR60ZHrXLf8K88N/8APnL/AN/3/wAaP+FeeG/+fOX/AL/v/jQB1OR60ZHrXInwBoIuVQafIYSpJk+0vkH0xmpf+FeeG/8Anzl/7/v/AI0AdTketcp8SIkl+HmuAorE2rYyBTv+FeeG/wDnzl/7/v8A40yT4ceGJo2jlsHdGGGVpnII+maANvRYltdBsoyAmy3QNyOMKO9W/tVv5Xm+fF5Z/j3jb+dc1/wrnwzs2fYn2Yxjz3xj061H/wAKy8KeSIv7N/dDonmvj8s0AdH/AGlpwJP221yev71f8aX+1NP/AOf+1/7/AC/41gx/DrwnEgVdFt8B94zk8/nUyeA/C8bOV0W1y7bjlSaANkalYscC9tyfQSr/AI0rX1oj7HuoFf8AumQA1yeqeAPC1pomoSwaRCki28zKwJyCVPvWZ4G8J6HrXw/0a51HT457iS3VnlYncx9zmgDvjqNkM/6Zb8DJ/erwPzpV1CykOEvLdj6CVT/WufT4d+FEmaUaPCXYEHLMRg/jUQ+GfhFbn7QukIsmc/K7AfzoA6T+07D/AJ/rb/v6v+NVdT1CwOm3SNeWxPktwZV9D71gj4WeDQm3+xo8Zz99v8atf8K88KfJnRYDsYsM5P5880AZXwsv7GH4caQj3dujiM5BlUH7x967L+1NP/5/7X/v8v8AjWSPA3hdRhdEswB2CYp3/CD+GP8AoC2n/fNAGp/amn/8/wDa/wDf5f8AGj+1NP8A+f8Atf8Av8v+NZf/AAg/hj/oC2n/AHzR/wAIP4Y/6Atp/wB80AaTavpqKWbULUKBkkzLwPzpI9Z0yaNZI9RtGRhkMJlII/Os0+B/DBGDoloR/uUi+B/C6gBdEswB0ASgC5L4l0KCRo5dYsEdBllNwuQPzpx8Q6KsTSnVrERqAWb7QuAD071nnwF4UYktoFixPUmIHNL/AMIH4V2lf7BscHqPL4oAsnxZ4dXGdc04bhkf6SnI/OhvFvh1GKtrmnBgcEfaU/xqp/wgHhI9fD2n/wDfkUHwB4SJyfD2nn/tiKAKHhK9tL/xd4quLO7iuIWmgwYmDL/ql5yP88V2dUNL0XTdFgaHTLGC0iY7mWJAoJ9av0AFFFFABRRRQAUUUUAFFFFAHn/woVhpuuE9Dq9xjn/a/SvQK4H4VFv7K1rIAX+17nBz1+au+oAKKKKACiiigAopu4btuRkc4p1ABRRRQAUUUUAFFFNV1cEowYA44PegB1FFFADVDAtls5ORx0p1FFABRRRQA10V1wwyMg06imoGCAM25scnGM0AOooooAKKKKAGlVYgkAkcjPanVWjt1+1Nd4lWV4whVnJAAJPTOM89anY7VJwTgZ4oAdVI/wBnQ30cBW2S6lzIibVDtjqw7/jVqNmdAzLtJ7elVZYD/acNwLW3YBGVpz/rEHXA46H60ATOkjSL87Bd2fkwMDHfPWqU2m3kmrreJqs8duF2tahV2n3z1zUV7raLJYR2gmlN1ceX5kdu0iqBy24jG0ds+tabr52UDSIVIO4cf/roAmFFIKWgAooooAKryPIZvJQEZTIk2kgHNTkEqQDg44NMiV1iVZH3uBy2MZP0oA5XXfE1z4Qt7m+1QfbbCMgk28e14VPdgTg8+ldFp9+mqafaX1t/x73EYkXdwcEZHFZfjbT11TwVrFo0ayF7V9qsM8gZHSpPBysngvRUcEMtlECCMEHaKANyuD+HH/IQ8Y/9h2b+S13lcH8OP+Qh4x/7Ds38loA7yiiigApr/wCrb6GnU1/9W30NAHNfDz/kRNK/65f1NdPXMfDz/kRNK/65f1NdPQBytt/yU++/7Bkf/oddVXK23/JT77/sGR/+h11VABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBn67/yL+pf9esv/oJrC+GH/JNtC/69VrpbwqtlcM6eYojYlMZ3DHTFc98OSD8P9HIXaDAMD0oA6miiigAooooAKKKKACiiigAooooAKKKKACiiigAooph37lwBjvk0APooooAKKKKACiiigAooooA4T4XKF0rWQrBh/a1zyP8Afru64L4Vf8gjWP8AsL3P/oZrvaACimscKTgnAzgVFazm5tkmMMkJcZ8uUYZfqKAJ6KKKAGCNBKZAo3kAFsckDoP1NPpvzbz02449c06gAooooAaUBZW5yOnNOoooAhuWVLWV3YIgQlmPYY602y8n7HD9n2+SUBQqMAio9TZF0m8aQMYxA5YKcEjaeh7UaWQdKtCEdAYlwrtuIGO570AXKKKKACiiigApgBBYlic9Ae1PooAaiBF2jOB6nNOoooAKKKKACiiigAoopqsrDKkEeoNADqKKKAGqqqMKAB14p1MjlSZN8bBlyRke3FPoAKKKKACiiigAooooAo6vMbfSbqYTrAI4mYyMMhQB1qPQJ2uvD+n3DT+eZLdHMuMb8jrVTxXq1rpvhvUpp0MqpbOSijOeO+eKXwdI83g3RpJAA7WkZIB4+6KANyuD+HH/ACEPGP8A2HZv5LXeVw/w/GNT8YfvRJ/xOpOR2+VePw6UAdxRRRQAUjDKkeopaQ9Dn0oA5/wVFHb+FbS2icukBeIMcc7XIzx9K6Gue8FbR4YtwikRiSTZnuu84OO3HbtXQ0AcrbA/8LOvjg4OmJz/AMDrqq5uC43/ABEuYMH5NOU53ccv6V0lABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTVdWZgDypwaAGzKHhkVgCpUgg9+K5z4eADwFpAA4EI/nXSyf6t/oa5r4ef8AIh6T/wBcf60AdPRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHC/DBQmmayoBAGrXPBIP8XtXdVwXwr/AOQRrH/YWuf/AEM13tABRRRQAUUUUAFFFFABRRTWdUGWIA6ZNADqKKKAGOiSxtG6hkYFWB6EGm28EVrAkECBIkGFUdAKlooAKKKKACiiigAooooAKKKKACiiigAooooAY+7HyYznv6U2GCK3TZEgRck4HqeTUtFABRRRQAgAUYAAHtS0UUAFFISB1paACms23HBOTjgUjbhjaAeecntSqCC2TkE8cdBQBHNOsMEsu1n8pSSqDLHAzgD1qO1m+3WaSSW8sO8AmOUYYfWrAUAkgAE8n3p1AGBrXh5vEekXemahcGO3uFKn7P8AKw/HvxWnpWnx6TpNpp8TM8dtEsSs3UhRjmrlFABXF+BIli1bxcqxNGDrDthjkklEOfoetdpXKeE1C654rCjAOpA/j5UdAHV0UUUAFFFFAHL+AiT4emySf9Puh/5GeuorlvAP/IvTf9hC7/8ARz11NAHH6trWk+H/ABxDLqE6wNd2JQSMDj5XGM+ldLZ6nY6igezu4J1Iz+7cGsa4ktpPHcdnLbLI0unsSXTIwHHHPFWJ/COhTytMNPjgmYEeZbkxNyMfw4oA3KK5hfDOoaeuNJ8QXcajO2K7UTp04HY4/Gs3XfEeu+D/AAzJfaw1hcym4WGKSFXVcNn5mXBPboM0AdzRXnWm/FCO88Py6lJZKjxWi3LASfKQZNmBnnPGaI/iPNJ4xuNMW3hNjH8qyHcG3+XvwTjbntjOaAPRaK898HfEeTxFqltpl1ZLDczxmZShIATBPRgD7ZHFaaeJtQm+IU2gxxW62cEaO0jByzblJ4IG0c46mgDr6Kr3rXK2UzWYiNwFJjEpIXPvjmvNLj4i69Y+E7DVbuzsVlvpXEYjMjqiKM5IAzk0Aep0V52PiRL9r8PQyWcMP2+FZrpZJgGiVjhdvrnr9Km8HeNtV8Ra9dWk2nILONpl8+JXAjZH2hWLAAkjngmgDvqKKKACiiigAooooAKKKKACsuXSnbxBBqsVy0YWIxSw4yJB1H0INaPmIJAhcbyMhc84p9ADZP8AVv8AQ1zXw8/5EPSf+uP9a6WT/Vv9DXNfDz/kQ9J/64/1oA6eiiigAooooAKKKTIzjPPpQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAICD0NLUFtaw2cPlQKVTcWwWJ5JyevvU9ABRRRQAUUUUAcN8M4JLWy1y3mQrJHq9xn05bPBrua5HwPOk0viIKRuXV59y5yRz3rrC+GVcHnuBwKAHUUUUAFFFFABRRRQAUdaKKACikBB6UtABRRRQAUxkDEE54ORg4p9FABRRRQAUUUUAFFFFABRRRQAUUU3cu4LkbiMgZ5oAdRSEhRkkADuapLqtrLcNbwmSWRVDHYhK4PTDdD+dAF6is1v7VuVGzybRWHOfndTn8jxV8Jhi2TkgDrx+VAEVxcC3UHy5JGJGEjGSeQM/hmkkW6N0pjkjWDyzkFSW3Z4P0xmrNFAED2scsvmSZYgAYJ4GDnOPWp6KKACiiigAooooAKKQnAzSKwdQwzg+oxQA6uU8KFv+Eh8Vgldv9orgd/9THXV1x/hK4hbxX4vt1H75L5GbjsYkxz+BoA7CiiigAooooA5bwD/AMi9N/2ELv8A9HPXU15f4buvGa6XcRaLp+lNbHUboLPczuDjzmJJUD1yOtbcEnxJWRjPb+HJE7BJJVI/HBoA1ZMJ49hwhJk09snPAw4roK4DSp9eb4jW8fiC1sUl/s6QwvZyMRjeM5DV39ABWZruhWPiLTvsOoK7Q7xIDG5RlYdCCOhrTooA5c/D7w35VpEtkyx22MKsrDzMHcN/Pzc8896lPgbw82rzao9hvuZm3tukcpuxgsFzgHHeoL/xzZWPio+H1tLme6SISyMhQKikZH3mBbgdgaj0r4gabqgjAtbuB52C26SBcygkgMME4GRjnFADz8OvDassltaTWs6jaJ4LmRZAv93cSTj2rQHhTR/t8N81s5uoQgWTz3ydowpIBwTx3FYsfxDSTQ9S1b+wNVFvYSGOUbUySv3sfNzjvTdO+JFrqOqw6cmk30dw6JIyytECqMMq2N+SMc8ZoA7YgEEHoaz00LS47OG0Wyi8iFWWNCM7AwwcZ9azvD3i231+eS3Fld2VwsazLHcoAXjbOGGCeMg+9TeKvEH/AAjWim/WzkvJDIsUcCNtLsxwBk8CgCdfDWiLHHH/AGXassYVU3xhioXoATzxV+2toLSLybeJIo8ltqDAyTkn8Sa4p/ibZx6Rc3j6VfefaoDNbqASjFtpUt04PU9KsWvj0319YWdnot1cTTRCa6EcsbC1QnAJIOG5B6GgDs6KKKACiiigAooooAKKKKAITbwm5FwYkMwXaJNo3AemadKZAmYkVmyOGbA/PBqSigBsn+rf6GuY+HRY+AtK3FT+67emTXTyf6t/oa5D4XyLJ8P9OKoUxvUj1IcjNAHY0UUUAFFFFABTdqhiwA3Hqcc06igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDhfhqieV4hmEQikl1ecuoTb0OBx9K7quI8AT77/xVbMn7yDWJQz/3s4I/niu3oAKKKKACiiigAooooAKKKKAGqipnaAMnJx606iigAooooAKKaZEAyWUA8ZzTqACimswVSxOABkmjeuVGRluR70AOooooAKKxNQ8VaVpOomy1CZraQqrIzodsmc/dI64xz9RVy11a0vU32rtKvmeWSqHg++aAL9FRoZC2WUKuOmcnOakoAam/B34znjHpULC4N0NojEO0cn7wOeR+VWKKAIPs0ZkZmLtu6qzEr+XSpVVUGFUADsBTqKACiiigAooooAKKKKAGsNykcjPoaVRhQOePWlooAKKKKAEOccdaRNwQbyC3cinUUAFcH4OYH4geN12jIuYDnuf3YrvK4Lwb/wAlD8cf9fMH/osUAd7RRRQAUUUUAct4B/5F6b/sIXf/AKOeupryjQdf8VaVPq+j2Phlb5bTUJiZBchCQ7lxwfZutbX/AAlXjn/oR/8AycWgDUu/+Snab/2DZf8A0MV00kscMbSSOqIoyWY4AH1ryaz1zxZr/wARvKg0a10660+yKTm4m3qoc5BG3vx0rs08GRXsqXGvX9zqkqncI3bZCp9kHGPrQAtx41tZJjbaLZ3OrXHI/wBHXESn3kPH5ZqAaP4l1xM6zqg063YENZ6dw2D2aU8/liurhgit4lihjSNFGAqLgCpKAOYbwRpj6teak677ie2W3jkcZeEBNuVbrmsqx+GGnaW1m9hdSwSQSRSOVUYkZDnJ9M967yigDnn8J2zeHNS0VbqdIr95XeRSNymQ5OKxY/h2bbxhb65a6oyRx20dtJC8KsXVFKjDH7uQe1d3RQBzmgeFF0S+mvJdRub6d4Ut0M4UCONSSFAAHrU/ijw3D4o02K0muZrZoZ0njlhxuV16deDW5RQBx9n4AtbCC9W21O9Se7i2Sz7gWLbslumMn06VFp3w7t9I8k6dq+oWzDidkYfvxu3EHj5eT2xXa0UAQ28TxRlXmeUlidz4yATkDj06VNRRQAUUUUAFFFFABRRRQAUUUUANk/1b/Q1w/wAIf+SdWf8A12n/APRrV3En+rf6GuL+FBJ+HlhmNU+eXhe/7xufqaAO2ooppDbwQ2FHUY60AOooooAKKKKACivPrttR1r4oX2jDWL6ysrbTo50S1fbl2bBJ9a2P+EPuf+hp1z/wI/8ArUAdTRXLf8Ifc/8AQ065/wCBH/1qP+EPuf8Aoadc/wDAj/61AHU0Vy3/AAh9z/0NOuf+BH/1qP8AhD7n/oadc/8AAj/61AHU0Vy3/CH3P/Q065/4Ef8A1qzrK31HRviJZae2r6jeWVxp8srLdSBhvV0Ax+DfrQB3VFFFABRRRQAUUUUAFFFFABRRRQBwXw+/5GLxt/2GW/8AQVrva4T4fsDr/jQBQCNZfJ9flFd3QAUUUUAFFFFABRRRQAUUUUAFFFFABTFljckK6sR1wc4ptydtrMfRCf0ryDwnZajo+l6fqKaXbO2oXm5TFPM0jfe5fJwPp0oA9gMUbKFMalQcgEd6kryzQfHWsS/2pLqbM62ggkkiSzdWhDOQ645LYA61O3iHxtNosuo2loN8dk0yW8lowaVmlcL34IQK2OSfxoA9LIB4NRrNC8rRLIhkTqoIyv4Vi+Dr/UtS8NW93qhQ3EhYhljZNy7jglWGRxXLW8ENl8SdX1aDRtQjW3t3y0du5+1yMQWIY8HHAAB9aAPSKpJq2nyam+mpewNeou5oA43geuKswyebDHJsZN6htrDBGR0PvXBtaXFv49vP7Nspo2u0d572WyDCFtmFaN+NwPAK5oA71o0cgsitjpkZxSNLEkqRM6h5MlV7nHX+dcMqeMrWS4/0ue5jVJY13wRhuGTa4wcEkF8A+gp8MXiS4OkygzusVy6yTzxqkxgIXkqOASRjp07UAdtFNHPGJInV0PRlOQakrjLWHxIbfT5FH2QxLmW2SJFSRizAhsdABg8etO8M3uov4jvLS+vbqciDzHilRFSJt2MJt5xj1oA7GiuP8U2niW4vlk0i/uLeBfKQxxIhzucb2ywPRc1XlHiqG/0yNZbqSGOYCVljQ+anmMCXPAXCbTx1oA62+1G205YWupRGJpVhQ46u3QfpT0vLeS8ltEmRriIBnjB5UHoTXn99oOsa3bzWd0NUjuEvo55J2lTy8Lu5hxyO3WrthpXiyfT2t728lh3xwL5yMglGFO/nHUnFAHd1U1DULbS7KS8u5NkKYyQCTycAADqa5aT/AISaPxHo0Czzi1RALkCMOko/iLNj5T0xzz6VteI9Ml1Szt4opriNkuopCYHCnAYE5yOg60Aa0MqzwxypnY6hlyMcEZpLieO1tpLiZtsUal3b0AGTXES6X4m+x6uRNeC6lhnRGFwpVmJHlmMfwYGev612NjafZdMgtJJJJtkYRmmbczcc7j3oAfbXkF3v8l92wgNx0yMj9DUNjqttqM95DAWL2c3ky5GMNjPHrWR4nsdVuYY4NJVokY7pJLdlSQMCNvUgbeuetc6fDniWDxHfXdnJPELm4DmRJ08ry9mGyh53570Aej1WuLuO3ntoXDZuHKIQOAQpbn04BrzyDQ/GMlhbrOskc0KsINl5nZLkYlk5+YEZ+UZ+lX7zw9rL280twLi9nfUjLshu/KIh8sqNpJwvJJwPWgDuZZVhieR/uopY/QVkyeJrCLw/BrZ8w2c+zaQhyNxwMj6mueTwxrgu9HuZ7+5nlitnt7hTMPLClWwW6b2yVGcdqzNA8Ia/ZWq2csSx28KIrxz3RlS4dXzvUc7AB0GBQB6LeX0NjAJp2IQsqDAzyTgUzT9Rt9Tt2ntWLIsjRHIxhlOD+ormfDejazBr+o3OqmYwS5AWSdZI5DuyGVP4cD6fSuvjjSNdqKqrknCjHJoAfXBeDf8Akofjj/r5g/8ARYrva4Lwb/yUPxx/18wf+ixQB3tFFFABRRRQBzmueHbi6v01fR737DqsabCzLujmTsrr/I9RWJP4o1jVfD+g/wBnmCyvtWlaF5XUusW0HJUd+nFW/G+m6hBay67o2sS6ffxKsZWQ7reQFgo3KemN2cj0rzu5tT4S0u0kvr7UbPWdNPnwG5kD2VyT94IQMDIzgEg0Aeu+HfDdp4dtpFiZ5rmdvMubmU5eV/Un09B2rarkR8QdNXT7a6ey1UiaISEJYSttB+gqUeO9PNn9qGn6z5eM/wDIOlyR6/d6UAdTRXKL48sWLBdK1wlTg/8AEtl4P5U7/hObP/oEa7/4LZf8KAOporlv+E5s/wDoEa7/AOC2X/ClHjmz/wCgTrn/AILZf8KAOopqbto343d8dK5p/G9mrFf7K1s47jTZcfypv/Cc2f8A0CNd/wDBbL/hQB1NFcyvjS2ddw0nW+/XT5B2z6VHbeN4rkoBoOupuB3F7FhtPof/AK1AHVUVxrePJvt32WPwn4hdj91/soCEeuSwA/GnJ46ma8e3fwn4gj2DLubZSoHqCGOfoMmgDsKK5C88cTWkzoPCniCVVIAeO2Uhs9MfNnt+FKnjS8eTYvhDXs4zzFGB+ZegDrqK5b/hLb//AKFHW/8AvmL/AOLo/wCEtv8A/oUdb/75i/8Ai6AOporlv+Etv/8AoUdb/wC+Yv8A4uj/AIS2/wD+hR1v/vmL/wCLoA6miuW/4S2//wChR1v/AL5i/wDi6P8AhLb/AP6FHW/++Yv/AIugDqaK5b/hLb//AKFHW/8AvmL/AOLqGfxfqYimKeENayEJUnyuuD/t0ALq/jZIdQn0rRdNudZ1GEYmjt8BIT2DueAfauc8Fa1N4L0+18O+JdLn07fPJ5F2SHgcs5YKXHQ845q1oss+nfB99V0yW1g1O5gNzJcXLgKZmb5i7dMjOBn0Ap3gi8vPFfgrU9M8TSJc3cDyW9xP8jRtkZDKV4OAR+IoA9EBBGQcg0teeeCfEHiWfw/Yxy+HpriGIeV9rNxGpkVTgMFJz0FbF74g8S2yu8XhCedF6bbyLcfwzQB1dFcW/izxJCMyeB745TK+VcxNz6HnipX8V6+mW/4QvUWQoGTbPEWPIBBG7g96AOvorhn8ZeJhs2+A9RbcMn/SIhg/nU3/AAlPinfMv/CEXP7td2ftkWG9l55NAFbT/wDkt2s/9giH/wBDrunbZGzYLbQTgdTXmvha+1HUPijql9qejS6UzaUgWKVwzMFfk5Bx3rXb4peGIo5nmuLmERKXHmWzjzAG2kpx83zccUAVr/4saJpml2l7dW14rXCyN9nCAyRlG2kMOxJrTbxtG80b2ml3t1Y+QJ5ruNRsiBXeAecnjriuM1TQ/Ab3x1TVodTabVpzPHbGORXQKCGO1RuVctk+5qxH/wAI1ZpdR2t9rsOl6dCLe4gSJvKk2jywN23JPI4B5oA6Bvidoy+JNM0NobkXOoxrLC20bcMMjP5VUX4weHPMdJhcQ7IZpd0igA+WSCoPcnHFc/pvhnwnqgXVk1rUhf2SnybmZFjktki4K7SuDj3BNRX3hv4bzzWcGoPeXHlRqGm2MEUuSw8xgMKWz04oA9W0TVYdc0Wz1SBHSG6iEiK/3gD61jX/APyUvRv+wddf+hxVl6V478JaPpun6dZy3f2REjijcwOVjDMVUO2OCSDWpf8A/JS9G/7B11/6HFQB1NFFFABRRRQAUUUUAFFFFABRRRQBwXw+/wCRi8bf9hlv/QVrva4L4ff8jF42/wCwy3/oK13tABRRRQAUUUUAFFFFABRRRQAUUUx2KgYUtyBxQArEBSWIAA5zWDbeLdInsry4gMwis+HBhKZ9CucBgfat51WSNkYZVgQfpXMad4WeG51D7XMxtpCotlSVyyKvQ5J4P0oAr2mueFdIe8vLWAQ+db/bbmdI8hl54LZ5Oc8CtHTfFlnqYshDb3MZu2ZVWVVUqV6555/DNPTwlpCMmYZGRIjCI3kYpg5ycdMnJ5qa38Oadbpaqkch+zSNJEzyMSGYEEknrwaAG+KNUm0XQJr63VGkjkiUBhxhpFU/oTWNe+PYI49XitbG6a40+OUh5IwIpXjxuUNntkdcV0j6TaS6WunTxtPbKF+WVixO0ggknk8gGo20HTGjnRrOMrOXaUY+8X+9n64FAGTZ+NrKe4tbSW3uUuZYRI2EBVSU3Y656fhU1r4rW4ubOBtK1CNrqMyhiqlY0zgMx3cZyOmav/2Bpn2yK6FqvmxLtQ9gMY6fTirbWds2wtBGdgAX5egHQD8hQBz8Xiy31OfybATRvDdRRyGSPAdHJAKnuDtPNWNa8VW2iatY2M0Esv2kgO8Yz5QZtqlhjoTxV+10TT7OeaeG2USzMrOx55XO36Yyfzpt/oOmapdQXV5apLNAQY3PUEHI/I80AZ1l4uiupvLksLiINdS28bZUhhH95+vC/rWZZ+MrCaDULzT9El/tBLhYZoSqxvLn7r7j1GBkZrrxZ2ygYt4xgsR8o/i6/nVDT/DOjaWZDZ6fDGZJPMYhckt60AYsnj2KO/tYRpdybaaRYWuC64R2XdjbnJ4qnZfEyPULSSe10K+ZjLHHbo5VfODlgpyen3T+lbd/4StL3XtP1NWEP2MhvLjiX94R93JxnArSj0TS4ZTJHp9ujlw5YRgHcCSD9eT+dAHOf8J6yafLczaLdJIGjEUAdXaRXzhvlzgfKatWni9tRvmgttNnW3Fusn2qVwgDsu5U2nkmtqbR9OnjeOWygZXQRsCg5UZwPwyfzqSPTbKEAR2sSgbRwo/hGB+QoAzPCeo3Wo+HrObUHiN3IpYhJAxI3EA8AfyreqvFZWsEqyRW8aOqeWCqgELnOPpmrFABRRRQAUUUUAFFNZFcYZQRnPNOoAKKKKACiiigArgvBv8AyUPxx/18Qf8AosV3tcL4SEg+IfjTzAwzNBtz/d8sdKAO6ooooAazKgyxAGQOfWnUYooAr3drBfWc1rcxiSCZCjqe4I5rwrw3/wATw6Npeq67Nfwy388M+kzupCRpnbkfexwOpr32q62Nok3nJbQrL13hAD+dAGZoPhy38O/aIrO4uWs5GBitpZC6weoTPIHtW3gUUUAFFFFABRRRQAUUUUAFNZ1TBYgZOB9adQRQAUUUUAFFFFABRRRQAUUUUAFFFFABSEZGDS0UAcJPoeveHLu7OhW9rqej3bmSTTLh9hhY/e8tjkYJySDxSGx8Ravaf2TbaVbeG9LYkTsjq8jqfvKqqNq5yec5ruWUtjDFcHJx3p9AFeys4NPsobS2QJDCgRFHYCrFFFABRRRQAUUUUAciYjJ8TblGY7X0crgcY/eDvWA/wesIrOaCzvAjTQLFI0sXmbmEwk3HJ74wR34rT1PXtK0H4mCTVb6G0SXSyqNKcBj5gOK3YPGfhm4j8yLXdPK5xkzqP50AYWr+BL/WdKtLKfVrWMwbgWhsFXaCQQY+cowx1zj2qnpvwuFjaXenzaklzYXM4mkElsBNIQ2cPID8w7dK6tvF/hxBltc0/GQP+Phe/wCNO/4S3w7/ANBzT/8AwIX/ABoA5WX4VWb6VDpsd/LBBFevOvlIFJiY5aInuOOpq1qXw7W81C8a21JrXT75o3urVYVJdoxhSrfw+9bv/CY+GvO8n+3dP37d2PPXp9c0k3jLw1Am+TXdPC+06n+VAHOR/CvTVezuXuXa+tWtzHPtGB5RJxt9Gzzmte//AOSl6N/2Drr/ANDipn/CzPBYOP8AhI7LPT7x/wAKzrbxHo+v/EvTRpOoQXhgsLkS+Uc7SXixn8jQB3tFFFABRRRQAUUUUAFFFFABRRRQBwXw+/5GLxt/2GW/9BWu9rgvh9/yMXjb/sMt/wCgrXe0AFFNcMyEI21uxxnFOoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAorG0q61ybVdSi1LT4YLKNwLOVJQzSr6sO1bNABXF+GQR8QvF+bgTZe3OP+ef7v7tdpXIaBCIfiB4qO7O/7M3QDHyUAdfRRRQAUUU113oykkAjHHWgB1FRQxCGBIgzOEULuc5Jx6mpaACkJwCaWkOMc9KAMLw1rsut6LLeywpBKlxPCELcfI7KM/gOax/A3ibVdfm1J702UlhAyrBdW+VDt/EMHsDxnvWnbWGiX91CNMuogunzyPLBbOCpaRWDBwPXcT9aJfCGhWmjX1paW6adDcxhZZIWK4AOe54oAwvGPifWPD/irSTDdWw0WV1jvFZAzx7jhT68mui8TeJbbw94Vu9bysyRRkxhGB8xugA/GhtL8O6tcQ3Dx2d3c2yBVlyGZQB1P/wBesXWPDeh6j4XTwxBqMMNtbzLJKGlDOqq29hnsaANrwbe32o+ENOvtSYNeTxGSTAxgkkgY9hgfhXLaF8QrnV/iZd6I0TxWIt38mN4SJN6NgsT6HnH0FdLZa/4W0vSraK21axisx+7h/fgg+wJPNbXk23nfbfLi83y9vnYGdnXGfTvQBR0vXI9Uup4Fsb63aHq1xAUVuf4T3rWqAXdsSAJ4snGPmHORkfpVVdd0p4PPXUbUxZA3iUYyTgfnQBwqav4xtdU8TSz31tcW+lFXitlgAMkbDdnPqADXN6X8VPEfiOaRLJbWxtXnMQvLmE7YQxJRj2Pyj9a9oNrbt5xMMZ84YkO0fOMY59ax7v8A4ReHHh+6/s5DcIFFm+0F17fL39qAMfSPGGoy+FYL+TS7jU7hZZYZXslAVvLYrvAPZsZ4rkvFnxO17QPFK6X9l2x3BDwkwksiOgCBvcSZz9K9Q0vUdFeH7LpdzZmOBvK8uBlwh/u4H0NQ6hqHh2HVI7bUJ7Bb9wuyOYr5h5+XGeevSgDzB/irrlpdai0yW8sMCgxRmMqWwdpIbocnB+ld3rmq6zpPw+F+txanVPKQtI42plj2Hrg8ZrXurzQZLRjdTWDW6hifMKlQAefyNMvtc8PJpDXF7e2TaeYwxLsrIVzgcdxnigDzqP4g6nd2EXl6vb2729vPLJLPbgfaJUYARAdOhHIrUtfHd/cfDfVtTkmgh1u3E5S3YDcm1uAV9hXb21jot9YWslvZ2UtquJLcrEpVfdeOKlbRNKa5e5bTbQzyAh5DCu5sjBycc0AeV3Xj3xJo2g6VevPb6ncSpPLdwwhCY0VV24K+hOfpmqmlfErxNfaJDq8lxbC5dmT+zFh+YIFz5xPXHf0r1+DRdLtUZLfTrSJWBDBIVGQeo4HenJpOnRzeclhbLJs8veIlB2/3c46e1AHlEfjLXBc6if7chNzJuiit5IwEtsRhhIT2BJxzXd+AtYm1nw8Zbq6e5uYpmikdownIxwMcEe4rcXSdOVpWWwtg0w2ynyly49DxzViC3htYVht4UiiUYVI1CgfgKAJaKKKAG5bzAABtxyc06iigAooooAKKKTIHWgCrc6bY3rh7qzt52UYBkjDED8ah/sDR/wDoFWX/AH4X/CtGigDO/sDR/wDoFWX/AH4X/Cj+wNH/AOgVZf8Afhf8K0aKAM7+wNH/AOgVZf8Afhf8KP7A0f8A6BVl/wB+F/wrRooAzv8AhH9G/wCgVZf9+F/wqW20uwspPMtbK3hcjG6OIKcfUVcooAKKKKACiiigApvzbznGzHHrTqKACiiigAooooA4L4ff8jF42/7DLf8AoK13tcF8Pv8AkYvG3/YZb/0Fa72gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACimBAHZucnGeafQAUUUUAFRxTJMpZM4BKnII5H1qSigAooooAKKKKACiiigAooooAKKKKACuQ0UEfETxKoZuUtmORkfc6Z7V19cbo1yv/AAtDxLa7ju+z2smMdtpGc/hQB2VFFFABRRRQAUUUUAFQXURntJogMl0K4zjqPXtU9FAHmPw+8Fan4dl1WGOObSrOeIKitNHcOZsnMgYAcYxwR3NdzHpk39hzWGoXR1J5EZWeaNV356AgcVpsyoBuIGTgZPenUAeRad8O9asNNsjpiQ6TdxWEkU5j2P8AaHZj8rEj079qhufhjrMmoT3u63YTmVjGu1XUmMBcvjJGQcrnFex0UAeGr4Q8Spf+Hb0eFWc6XAYWje7txvbIO4nbgrx6Zr1SHRL9tWF7PrNybQqR/Z3lp5a5GNuQMkCt6igDySH4a+IoNXuLmPVITCY5YoImHyooG2IjjOQrNU2hfC270vU7Brua1vLW1uWkAClBsK5ClcnOHyRkmvVaKACvNfE/g3VdU8bxahY2dusMqok11JIrAKob/lmVyG54Kt1r0qigDx9/BHiaxvdP1O002wMmlLBFHbQThftYQOC7MVGG+Yce55rXuvDniC68X2vij+zbcXDWiRPbNdgCFgTnPyHf1B4I6V6TRQB5DY/DDWNNeO4WW1uZBEZHtpHPlNMZCxHQ/Kc/nRcfD3xI9y1+PsTStKk/2PzCIxiQN5ecdAB1x1r16igDD8KaTc6Noa2140ZneWSZ1i+4hdi21fYZxW5RRQAUUUUAFFFFABRRRQAUUUUAFFFFABTWRXGGAI9DTqKACiiigAooooAKKarK2dpBwcHHrTqACiiigAoopAQwyCCPagBaKKKACiiigAooooAKKKKAOC+H3/IxeNv+wy3/AKCtd7XBfD7/AJGLxt/2GW/9BWu9oAKKKKACiiigAooooAKKKKACiiigApiyxuxVXViOoBzim3CtJayokvlMyECQfwnHX8K8c0HUl8CNq0F1prTa+sBmW4FyXjvU38N/snJ5oA9oqG6uoLO3ae5mSGJMbndsAfjXntn8R9UXU7e21bRYbWKS7axZ0n3nzgm8AD06DPvXJ+NfH15rPgW+tr/S47VLy1W6tWinEhKrKmQ4H3Tg0Ae5BlJADDJGRz1FOryiHxfA0Vj4qubER3P9izTxJ9oOwKrqFUjpuO4c9ulX5PiDrMNm9tLpVqNWa9jtIlEx8nLxhwzMenBoA9IqKKaKdN8UqSJkjcjAjI61zXgnxNdeJ9Lvpry3hgntbl7ZhC+5SV7g15l4Z8Uaj4f0TVdMhZbq51K6nOkqoJ2yeYVdW+mQ30oA9zimjnTfFIsiZI3IwIyOD0qSvC9B8c3XhX4c6RbWQiu78Lc3MyODgxLKwLZ7c13ieML278TC0hfTbeyhMAm+0SkSS+Ym4GMdxyB+dAHXRahaT2Yu47mJrY/8tdwC9cdasgggEcg9DXimlavex+EbjS9StLO4042j3UCAsGIE20Bv58V0k3jTW9Pv4D9ksZNKkme2jCM3mKVj3ZP48UAekVnTa5ptvrNvpEt5GuoXCF4oM/Myjqa5vwL4s1PxG8wv7WFE8mOeKWHOPm6qQe4rn9YvL/RviB4l1sxWM7WOjxvAhQ7wCz457cg59sUAeq1U1DUrPS7YXF9cJBCXVA79NzHAH4mvJv8AhY3iKRYNNtL3Sbq9uLuKJL6BS0KiRWOwj+8uB+BFenahocGuaRDZawBOUaOVynygyKcgj2zQBZs9VsdQgmntLmOWKB2jkZTwrL1B+lQ3uvaZYaN/a9xeIthhT545UgnA6e5rifGkS+GfDraD4Zt5DqWt3TbYkb5ju5kbJ6DHeuTvLu90X4c6z4Zv4TbXOnPDPZxzkSf6OZBjJH3sNnP1oA9zVgyhhyCMinV48/xD1qOxuo4b+wuktXhdtShiwroyksiqeC4I6elaUfjnVpNfTFzbi3e7jgj00wHz5I2XPm57DkH6ZoA7/UdasdKubG3u5vLkvpvJgGM7mxnFaFeOaprGr3Ph7QdW1bVbO2muNQP2ef7JkWyEEc+/vVTW/iL4jg8MRC2lX7SJ3MWpbAsVzCh5IB7n0FAHrkOuWM+vXGixyE3tvCs8iY4CscDmk0vXbHV7rULa0ZzJYTeRPuXGGwDx68GvJ9Z1y9svFC6xDq8Vley6HDOYXt9wuH6+WO/JNO1DxXq9lpFzPYWX9lXl1qX+lsVACEwKw+ZuOWGKAPUtR8S6TpJuRe3ixG2WN5cg/KHYqp/Eg1qqwdQy8hhkVy2m6TbeKPDttfa7p8P2u+t4TcqjZVth3L+GTn8a6lQFUKBgAYAoAdRRRQAVwej7f+Fy+Jfvb/sFr9MYau8rjNGjT/hafiaX5vM+zWq/d4xtPf19qAOzooooAKKKKACiiigAooooATANLRRQAUUUUAFFFFABRRRQAUUUUAFFNQsUBYbWxyM5xTqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBMAUtFFABRRTWQNjkjBzwaAHUiqEUKoAA6AUtFABRRTWXcBhiMEHjvQA6iiigAooooAKKKKAOC+H3/IxeNv+wy3/oK13tcF8Pv+Ri8bf9hlv/QVrvaAGb137M/NjOPan0YooAKKKKACiiigAooooAKKKKAI5YkmheKRdyOpVh6g9a81tX+HGh3t3Zwo0rTyC3mkKyTIrZyE38hee2a9Fv4pptOuYrZ9k7xMsbH+FiDg/nXjOnaj4h0nRU0S0+32es258n7KumiSO4lJ/wBb5vTB6kmgD1p/DukSzJM9hE0iXH2pWOeJcY3fXHFUk8CeGES5RdGt9t0Nsw5O4bt2OvAzzgV5t4j1LxnF430ZInvI2tBAl2sKO0Nzv++wAXbge5zVG61Dxetj4hihn1hwNRRXvHVk2xEt8saBSwxwCwzxg0AevjwpoIiMQ0u38sqylNvy4ZgzDHTBIB/CoNe8MWuoaPfwWlnZ/argq4NwpKb1AAY454AxxXn8N54pg1TwX9sudSuY5E2zQRRuhJLHDysVwQFxkHB717DQBzHgfwkvhDQmsjKsk00rTTGMEIGbqFB5x9a1IPD+k2whEOnwJ5EjyxYX7rPncR7nJrTooAxJ/CPh+5t4YJtItHigLeWpT7u4kn8CSeKnPhzRmura6bTLUz2yhIZDGMoB0A+lalFAFH+yNO2bPsUG3YY8eWMbc5x9M809tNsXKbrSA7GLrlBwxGCR74q3RQBRsNI07SzIbCxgtjIcv5SBd31xU5tLZpZZWgjMkqCORioyyjOAfUcn86nooAzLfw/o1rGkdvplpEiSeaoSIDD9N31rToooAge1t5LmO4eGNp4wQkhUFlB64Pamy2FnPMZprWGSUp5Zd0BJXOcc9s1ZooAow6NpkFubeLT7VIS5kMYiXbuPfGOtT/ZLbzxP5EXnAYEmwbgPTPWp6KAIHs7aWEQyW8LRDojICo/CkaxtHhSF7WBok+6hjBVfoO1WKKAK7WVrI6O9tCzx4CMYwSuPT0p0tvBMjRywxyIxyysoIJ9xU1FACABVAAAA4AFLRRQAUUUUAFcTo9wP+FteJbfDZ+yWr5zx0I6V21cFo/8AyWjxL/2D7X/2agDvaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBvzeZjA2Y655zTqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOC+H3/IxeNv+wy3/AKCtd7XBfD7/AJGLxt/2GW/9BWu9oAKKKKACiiigAooooAKKKKACiiigAoxRRQAYFJgelVr7ULPTLU3N9cxW0AIBklYKMn3NUIfFWgXEU0sOsWTxwANKyzAhATgE/jQBs4FFNR1kRXRgysMgg5BFOoAKKotrGnR6kumvfQC+YZW3LjeR9KvUAFFMaRFdVZ1DN90E8n6U+gAooqG6uoLK2kubmQRwxjc7t0AoAmoqCG8t7hY2imR1lj81CD95P7w9uRTbK+tdRt/tFpMk0W5l3ocjIOCPzFAFmiikJAGSeBQAtFRQTxXUKzQSLJE33XU5BqWgAooooAKKq2+oWt3cXNvBMrzWzBJlGfkYjIB/CrVABRRTWdUQuxAVRkk9hQA6iszRtf0zxBbyz6ZdC4iikMbMARyPrUd/4k0zTrM3cs7NCLgWzNGpbbJnbg+nNAGvRSZwMmjrzQAtcFo//JaPEv8A2D7X/wBmrva4LR/+S0eJf+wfa/8As1AHe0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUU1WJZhtIAPB9adQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFJQBwfw+/5GLxt/2GW/9BWu9rgvh9/yMXjb/sMt/wCgrXe0AFFFFABRRRQAUUUUAFFFFABRRRQAUUVWe/s4xKXuoVEP+sy4+T6+lAGd4l0TTNb05E1YBrW2lW4Ic4UleRu9q8n8PWuiR/DLXNa8mCS5tjexEDADK7naGHccAivZWvNOuojE9xbSo58soWVgxPbHeqs8OlWdpdwW9haSMsfmPaRogMmOmR07d6APM18Y63ovhnVIFv4tRubWOz8qWKMARLKBuOOhA7E+td54I1DUtR0qeTUZoZwJ2EMsbqxKdg23jI6Ulhq+j3fhwarDp0Ae4shcPaKieY6AcKR39OeK0rHUtKgtLeNDb2BkRXW2bbGV3dBtHegDy/7RLa+OBfQ3UUrz+ITaN5kQZlj29FbqK04/EOtnStX1EeIIXEF49nDEYQAG3jaSw6cZGTXoU40izYGdbKFgxlG8Kpz3b6+9SpDp9taySpFbRQP+8dlRQrd9x9frQB5Kt5qF14l8Galq+pXUQVbrzSnCs6thV+Xg5Bx7gV1/xIv9QsNP0h9MvprSWbUooJGiGcxvkMSPbrXRrqeiCNNt5Y7IyNmHXCk9MelWnurJrpbV5oWnPKxkgt+AoA8v0bV9bi1C33a5dXnm3t1Z+RInSNASrZx97pz71o6VrkuqaJcJc3M80g0eQzLIp2+aGIPb72Otdnf6nbWdnePZxw3V3axtJ9mjdQxx1HtUDa5bnw++owQxSyrErvb+YoKludpJ4FAHA6EgXxFoMzajfQpPocaRRpnY7gqCuMcep+lCaheHQvChbWryyFxdT213JEMFseYQSMcH5RzXpS6np6GKOW4toZyF/dM65UsOlQXlnot1q9obkwm8t2LQRmTBBIIJ29+M0Aeft4i8QfYI3uri4huBYrJZKEI+1S+awww7/IE4/wBqtKafUtR8QeILVNXu41s7RZVtUXhi0Ryuf970rs9c1AaTpUl6LYXDx48uMsq5JOOCeBViO9szcrD5sK3TqCY9w39M0Acp8LpkbwdBbpcXc7QfLI9wOjHkqvsKzbdPE6eLNS0z7VeyxWxa+t52k/dyIwISE/8AAv0FegXFxa6fbNNcSRW8K/ediFUZrHvvFFpYajYpK0IsLuORhemZQoKjOMd+9AHm1jrniCTwtrN1Prdwtzb2AeSMBvMguQ54HGMHpt+laviC51rSY9OjttYvrnzSszsxKvh3GFU4wccjB7GvQbjWdHtUt2uL21jW8wYSzAebnoR61EfE2hG+NgdUtPtSy+UYTINwfrtx60AcZf6jqYv9XiR72O0Op26SSRoQyQlPnKkDpu4zVKeTWrhdNF1eahHGb6dI3hdgz2u07S/HXPGa7yTxh4dhSN5NZs0WUEoWlA3AHBx9DxWzHIksayIwZGGVYHIIoA57wTfXN/4Ms5bgTi5VGjbzwQ+VJAzn2xXB2B1i6DxXk+oSCe1uv7X80svlsrYiEePy46g138Pim1F5qK3ktrb2lrOluk5mB3uRypH8J6da1dO1Sx1e2a40+7iuYVcoXibIDDqPrQBgfD2xt7XwFpkEMcsZMAEokBDh8fNnPPWuCm0wWHhLxLpscGqLdPqf3yrP8hmyrL6nHJNdZ4s8Z6t4c8T6fpwttNWxvg5ju7m4ZNmxctuGOParVn4p1Zp9Kt7y00+Ca7uJUYG5xujX7rx5GWyOaAON1OLXBoet6dpU1/JbW9/EXM6s7tAV+fb3YZ7Cu98A201p4UggmluZdrsUe4jKMVJyMA849KtJ4y8PS38FjFqtvLdXDlI4423FiOvStwEHoQfpQAtcFo//ACWjxL/2D7X/ANmrva4LR/8AktHiX/sH2v8A7NQB3tFFFABRRRQAUUUUAFQXd3b2NrJc3UyQwRjc8jnAUe9T1z3jbRp/EPg/UdJtgDLcx7Bk47+tAF2TxDo8N19mk1K2SbajbDIM4bO0/jg1UPjTw2LFrz+2Lb7OsnlF9xxvxnH5V5PH8FvEEV3K02pwXiyqsIZyd0aKGVevXC7fxzXTt4G8Qa5ptnZauunWCWcnyPYk72CxlAxOPXBx6cUAdvB4r0G5v4rKDVbaS5lUOiK2dwIyP0oh8VaFcXD28OqW7yo21lDd/wCtcJonw81jTLe00kJp8WnxXAumuVZmmLDPydBwT39KbZ/DvXJ9M1axuZraxWRg1m0LmQxsH3bgSMqpB+7QB3snirQ47ZLhtTt/KkGVYNnIwT29lb8qzW+I/hUWrXI1RGhWYQ7lRjliM8ccgdz2rnfC3wzu/D8lsZLqOdYdQefLMSTF5TKq8jrlyT9aujwlr2nWGn/2W+myXNublJI7pCYysshcMMDORwPzoA6ifxRoltYvey6jALdHaMvn+JQSV+uAayZfiT4YgsYLua9eOOd9kStCwZ/cDGSPeuS1r4RXmp219cw6ksOpz3kk4BZjAUYEY2djg9ataj4L1mfwxa2jw6PZmwOY5/OldolxkurEZB4PHSgD06KRZoklQ5V1DKfUGn1U0yVJ9LtZI7lLlTEv79OknHLD61boAKKKKACiiigAooooAKKKKACiiigAooooAaAwcktlT0GOlOoooAKKKKACiiigAopqurFgpztOD7GnUAFFMkkSKNpJHCIoyWJwAK5C78ay6hef2f4UsTqk+dr3RO22hP8AtP3PsKALninxtpnhFohqKy4lieRCi5B24yPrzWd/wtHQjq9hp6CZjdybBLj5E4GCT6ZYD60zWfAE3i7R7K18Uais89vcNMTbR7FIIxs65wPWs+2+C+gRadFby3V488Sqsc6PsKhW3cAcc98+lAEh+MGkC8voBY3LJaifDqVO8xfeGOo9s1Nf/F3QLKATCK6mTy95KJwPkR8Z9cOPyNTP8KvD/nrNCJYZMOJXTG6bc4c7jjnkflS2fws0G01C8uSHkjuLhp1gb7iFihYAdx8n5EigCnN8X9FM8sOn2l1fvCQZfKwAqkDDZPHOcY9q6zW/EVtoXh19auYpDCqqSij5vmIAH61xM/wR0KU3XlXdxbrdTtJMsajDRk5EfPQA9COa7PXfDNrrnheTQZJZYYGjVFdOWXbjB/SgCPWPF2n6GdNF4so/tAkRlRnbhd3P4Vzlv8VrMwme90y4tYHmhSF2dTuSU4VmH8PHJz2xV+38A+dBZJres3WqS2UpkgkdFTaCu0qQOowapW/wj0KEJ5lxdzukkJDSsDlIzlUIxgj6+lAEbfFF7m7SPStAub+F72WxSWOVQHkQZOPbbk5r0GJ2khR3QxsyglCeVPpXN2HgTStNmhktWli8q/lvwqkAb3UqRjHC4PSuooAKKKKACmlFLhiPmAIBp1FAHBfD7/kYvG3/AGGW/wDQVrva4L4ff8jF42/7DLf+grXe0AFFFFABRRRQAUUVE9xDHNHE8qLJJnYhYAtjrgd6AJaKKKACiiigArxODwvrzXXicf2NcGG8tp1Vbjy2ZmLfLsfIJB6/MOPWvbK5KD4haPPqUeniO6W5e+aw2NGBtkUZ556YoA4Cf4e6jFprnT9EaO8NhaLDKJEUpMjAux54bpz3xW7Z+F9ai1q3muLR5ry2ubi4k1Deqi4idGCRcHOcleowMVtxfE3QntdRunhv4odPLLO8kGF3hguwHOCxJHFbPhrxPYeKbGW6sPMXyZWhljlADow7HBI/WgDznRPB3iDT/Dus6Xd6Ytxd3mnBLa5doz5ZChTDnPCg8j8e9T6r4H1a+tFxo8El2mhx2iSySJlJ1bPBz6d/aur8f67q/h3TLO90w2vlvdxQTCZCWw7AfLg49etdah3IpPcA0AeH6/o/2nx5HDqNlLf2RS0S5TOXDqOQmTkof4sV7PcW6LpcltDAjoITGkPG0jGAvPGKy/FDa+ttbjQTbRuXJnmnTcI0Ck8DIySeK4lfE/iqT4Yz+JTfWqTCEuFWAfK6yYIHXIIB/GgDLT4dasunRINAsVddGmtiu+PJuWf5WJ9l5B7dK2W8NeJZ/ENlqEmnQRGC6gl3x3AAMYjKOH7lhx04NdHB4+006Q15dQ3NtNHPHavBMqq5lcAqBzjBBz16VuaNq9trumR31puEbMylXxlWUkEHGRwQaAOS0bwrf2cOq2lxZR+bIlwsOpCf95KJGJAI6gjPJP4VQfwlqaaTqdpb6NAnn6XFbqvnL+8mU8k/Qc5rq9c8XW+h6kllLp9/cO0DXBa3jDKqL94kkjp6Vh/8JnNY+K74XQupdGe0gnhcQriLecZJyDjkccmgCjrnhbVNRW+K6DbtcfYbe3guPOTLMrAt16YxwfanReDtT/4TubUbm0M9rJex3sU/2oL5W1Nu0rgsSOeAcc11B8W2y6lNp5sr37TFOkJUKpzuBIcfN93APNYc/wAQrfVNM1xNNjvIp7K3klWeNUcgKcZ2k8HOTtbsKANzxvp93qvhK9sLGzS7uJwEVHdVC8/eyfTFc7F4Y1hPHVpqsdmsUKyAzyecrKy+WFOAfmDZA6cYFa8HjNDqFpp0VleXjMsInuY4+EMi7gSB2wMnsMilt/Fqas2r2VvBNaXFpA7o7shbjIyV5K8jv1oAn8b6Vd614eNlZ26zsZkZk83y2wDnKseAfTNcrp3gvW3tdCXUrW0uEsGuC0VxIu5Q4IQ/Ku0kZJNdd4H1K71bwZpd/fS+bczRbpH2gbjkjOBxWXrHiC+074j6dYCWR9Pl06e4lt0QEsyYxjvnnpmgDHl8Ca1/YkNqhsnlfSP7NfzHOISGzvQ47g9MDoKva38P7i+vpLuyuYYZjFA6SsvzC5iJAc46gqSCO9W7T4h217oWq6nDp87HTokmkhDjcVYE/gwAOR7U+58drBMkK6RczPcyiKxMbqVuTs3kg9gB3PegCp4m8IX+p3Nr9ittPMMVhPbnf8hEkgA3ABSB6/jXSeFtOudI8L6bp12UNxbQLE5RsgkehrDf4iWrWVvd21hPPFNZy3Qw6ggxnDIfcUo8R6rN430yzgtA2mXen/aD+8AKkkfMeM8ZxgGgDM1bwt4hu4PENvb2+nFNSvI5o2edhtVQM5G3rxXR+E9J1DSl1UX0dsn2q+e4iEDlgFYKMHIGD8tdBIWEbFRlsHAzjJrz+38dJpHh62nuYbu4mnuLhP8ASZVXaySEbC4G3rwuccCgCXxj4U1PxL4q0e4ay0+40my8xZY7iVg0gkUK3AU4x1HP5VY8TeG7651rw9e6fDAbLRxIzxM53uCm0Koxz09a7KJzJCjldpYA4znH415z458U3plit9KN1bx2mpwW11dxMBkseUCfxDHU5oAwPh74d1JNTC6tpLJFPBNFHIrSRvaIzE7TlQMk9wxNeqaBoFp4c077DZyXMke8uXuJjI5J9z9K5OT4pWUHih9MktX+yRytA9xGHdkdR1KqpG33z+FdjpOs6frlmbvTblbiAOULqpHzDqOQKANCuC0f/ktHiX/sH2v/ALNXe1wWj/8AJaPEv/YPtf8A2agDvaKKKACiiigAooooAKKKKACiiigAooooAKKKKACmsodSrAEEYIPenUUAcNOreAdUN0hd/Dt7LiaPBP2KQ/xD0jPcdq7ZHSVFkRgyMAQwOQR60k0MVxC8M0ayROpVkYZBB7Vxtlc3HgrUoNIvmMuiXUmyxucc27E8RP8A7P8AdP4GgDtqKKKACisbxXqNxpPhTVNQtAv2i3t2ePd0yBXO6Fo/ifUNGtL268ZXW+5hSULHaQgLuGccqc0Ad3RXKHw34h3DHjO+29x9lgyf/HKd/wAI3r//AEOV/wD+A0H/AMRQB1NFct/wjev/APQ5X/8A4DQf/EUf8I3r/wD0OV//AOA0H/xFAHU0VyM3hTXZkdT411Ndy7TshhUj6YTg1Vi8DaxHcpMfHOuNtYEoTHtPtjbQB3FFcE/gTU4g8s3jzXhEoLNmRAAMdfu9qw4dV0KZZCvinxWwDKsTDcftOc/NHhfmHB/KgD1mivMjPoA0SfV/+E1142VuFMri4JKbugI25B9qpTaz4fXSZNStfFfie+hjiEzC1lLsFJxkjAxz60AetUV5LHqNhLcwwJq/jHzJIlmdWmRTErZwWBIP8JPGal8OahoviWaaG28VeJLaSJFk23Vyqb0bowPI/rQB6rRXKjwY5GR4m1//AMCx/hR/whb/APQza/8A+BY/woAt+LNbuNG0lf7Pijn1K6lW3tInbaGkbufYdaw08Dazc2TSX/jHVhqUiAl7dlSKNv8AZTHI7c1neIvBs+jDTdds77VtVbSrsXLWtxceZuXoxXjqAc12dj4r0DULAXttq1o0GCSWlClcdQQeQfrQBxOj2Gp6j4svPD3jLVmvja26TW0ES+VHcxE4LyAdSDwRnHtXpNvbQWkCQW0McMKDCpGoVQPYCvPBp8fxB8Xtq1vcX9npmnQ+Rb3ds5ia6ctliD3QYH1Na3/CubPzXf8AtzX/AN4TvH9oPgg9vb8KAOyyPWjI9a4ZvhfpzF8a54hG48Y1J/l+lN/4VXYf9DD4j/8ABk9AHd5HrRkeorlIvh9pEcSo11q8jKMF31KbJ9zhsVheKvCFlpKaXqFpeamrx6jbKY5L6SRHDSqOQxNAHpNFFFABRRRQAUUUUAFFFFABRRRQBwXw+/5GLxt/2GW/9BWu9rgvh9/yMXjb/sMt/wCgrXe0AFFFFABRRRQBgeMtUvtH8L3V7p0RknjKDIGdilgGbHfAJNYl/rV1BrOkbLm3u0mtruVJGiHJUAqoI6eh9a2bHxTa6zpi3WnxiYNdm1aN2CkEMQx568AnHpWndQ6dJaPHcCAQkGM5IGN3BAPbNAHK+FfEms6vYSarN5F3ZmFDFDaAeZv/AIwcnse1dpG/mRK5VlLAHa3UexqrYaVp+mgiytooRtCERjAwOlXqACiiigArgl+GsaeJ/wC2k1acY1A34gMalQ5XaRnGcYrva8ti8f67Hrs0E8VnJaw6uNNMcYIkbcMhx9KANeH4d2U/hrWdEn1OW5t9RumuHcBQ0chIPb0IHBrovDmhnQNNFo10bkgj5zEqcAYAwoArgbbxDfWVnDZaQllaXOp6pdIbp8mNSgJ5yfvNitZdd1e38TzS3VxaGG30ZLmW3j58yQ7yQh78r+VAG94v8LyeK9Phsv7Rks4o5kmPlxqxZlOV6+9WNP0mSLXJ9UOrz3KSQJB9myPLRl6sAOhPeuL074ga3daGmoTWUKR3YthbyucIjSthgfULxzWz8O4YoYte8t43J1SYMYmynB7egoA664U3FvNDDMI5Su3cMEoT3xXKw+BGj8EXPhmXV7mSKZiRPsVXQFtxHAwec/nWLqGu6hpFx4mmsPsIuo723QMwOJA4wN3PBHtXV+EdYu9Y066a9aFri2u5LdjD907cc4/OgDGv/CGkXrXwm1hQ81zDdRZZMwSxKFBAPXOBkGup0e1/s+xjs3vBczLl2chVJyc52rwBXl1npJ1L4meLbGKxtJ9Plmt0utzneishLFB9eprU1nUbjQdf1+40tLPzLDT7SJDK2GVWYjnJ5wBnHfigDp9e0nUdV1qCOIeVYNbSwzTrIN3zY42kc8A8570Xnguzu45oTdXCQyQxQ7FI+URkEYJGecc1yw8S+L7Xw6+sXktl9nW/iiQlApaAttZ27AnIOO1Mn8W+ILnT7NtM1SyaafWZbESyxjY0Y+6fw/WgDq7DQZ5fF13rmoW0UUscX2a2eKUkyR/3nHQN1H41lv4EsbE6lcXeuTol7bmz8xyiFUdskFsfMSTjJ7VjP4u8XxeMW0VFspzY+SswOIhdB/vMuecjsB71t/Ex9KTS7FtSu1hkFx/o8cjhY3cqR8/+yAcmgDTtfCFpDe21/b6heKywxxS+VLtS5CDClgOOnpTdO8E2mlPvtL28VvKkjJZ87g5Jy3qQTxVTw/PbaB8K4p7HUUu4rSzdku3BKuwzzjrjP6Vz8XjLXLjwfql6L2GC9tLmFY2kjUh1cLwR/wACOPpQB3/h3Rh4f0K10tbmS4WBSBJIACec9vrWXqfhS01zxHDrP9oygw2stmYoipXDjBOeoNctF411tbS/sbi8tUurfV49P+3tEAqqwzuK9OOlbfw1ES6BqMizpM7ajOZJVPDEEc47UAOtPAo8PWdydEuGluZoEt2S+cvE6KT1UY5wSKnTwnpWkeHNKgmuzanSsvHd7wu1mGG68YOeh9qxfC/jO+vfFiWV9qNtPaXi3H2fy0C/PHIAFHcnaTnPpUfxS1WQWWpaTLcW9vajTTcfvk3ee5YqFHuMA8eooA2JfA+hXNnaaXbXs0DWkLri3mAd45PvbvZvWrl34HsLybSpZLm7DafGsS7ZceagOQr+oyBXNS6ythd6xJHNDFPBplr5c6xBnTdxg+o+vSqcfjPVbPwjqD3WobZbPUktmuWUPJ5TY5AHDN6YoA9Xdd6FckZGMg4Irkk8A2S6YLD+0b9od8zuHkDb/NOWBBGDzyD1Ga5KTVvFSeHrTUn8TQK97qSQRIsCsFhLYyf9rByattrerWHiWOxvddMpsRbC4Pl+XG4diC2P4uCvTpQB6bDCsEEcMfCIoVc+grmNU8CaVqN9PeNPd25mlS4lWGYqrSJ0fHrjiuOl1TXH8Q3USeK2t4jq72aRPEDth2biQfUHgGuw8Fau+t+DRLcXxlnTzIpZ8YYYJGT745oAk0rRPD97d/2tpc5lj85nZYpiYmmHBYr0LV0scUcK7Y0VFJzhRgZrx2HWrtNE8OJb6xPbrcalPb3EsEYXeozgnA4PA5r0PwRqVxq3hKzu7uXzZzvR3xgttYgEj1wBQB0DMFUsxwAMk1xGmLEPjBrzIW3tp1sXyOM5bGPXjFdwQCMEZFcTpqyD4v66XL7DpttsyOMZfOPxzQB29FFFABRRRQAUUUUAFFFFABRRRQAUUUhYKpJIAHJJoAWisz/hItF6f2tZf9/1/wAaP+Ei0X/oLWX/AH/X/GgDTorM/wCEi0X/AKC1l/3/AF/xo/4SLRf+gtZf9/1/xoA06qalp1rq2nzWN7CstvMu1lP+eDVf/hItF/6C1l/3/X/GuB+K3ie3i0bS107Wnj8zUI0mNhMDKYyDkDFAHRaFf3Wg3qeHdbuGkLMRp17J0nQdEY/316c9a6+vINK8EWnjC0lW51/xJHLZzhZba7kAeKQAFT+RBBrok+GsqsCfF2vsPT7RQB1HiVQ3hfVQQCDaS8H/AHTSeF/+RV0n/r0i/wDQRXAeKvBFzpHhXUbqPxHrd2/l7dslwSqAnBYgdQATxWF8LJtXtfHR0ybV7jUtKS0b7PcEnypsY5QH06UAe5UUUUAFFFFABRRRQBBd26XlnPbSEhJo2jYjrgjBrhrHwHrGn6baWsGtwb9OIGnyPaA+WuCGDc/MSCPyr0CigDytfhBJHo9zpEWtlLK/2vfgQDdJKP4lP8IPcVqWvwxt7D+2BaXflpqVilsybOEZQMuPrjpXoFFAHn2p/Dy9u/Faaza6pbQqbWO2dJLUSNhQQSrH7pOas+Hfhhofh17xEiW5t7uCGOSGZARuQHLfjnP1ruKrX7MmnXLqSGETEEdjg0Acw/gC2t5BLo2q6npbqSQsNwWjyf8AYbIxUq2/jTTh8l7p+qoD0miML4+q8Z/CuO8EeBNO8TeDrHVtTv8AVpLq63SSst66gtkjOB9K6KL4U6DDIHivNYVh0Iv3oAmuvGep6baXD6r4ZvrcxxswltyJ4yQPbBx+Fc9pXhHUvEWnWWuzx+HknuohNg6bnG4Z555OMVpX/wAKdBXTZzHPqxdInI/05zuOO/rUfg/x7otp4W06xulvree1t0idZbRxlgMHHHNAG0mm+MIUSJNb0pFAwqixIH4DdUn9n+Nf+g7pn/gEf/iqhX4jeHZJQC12CF3BmtHA57dOtPk+Ivh6OJn826faM7UtXJP04oAr/bfFGleJdItNRvrC6tL55EbyrcxspVcjnJrtK8v1rVNI8deI/DmnwxXzwpLJNMTE8QUbcAFvXPaun/4V54d/59Zv/Ah/8aAOprlvHn/IHsf+wnaf+jVo/wCFeeHf+fWb/wACH/xrC8U+D9G0i00+8s4JFmXUrUAtMzDmVexNAHo1FFFABRRRQAUUUUAFFFFABRRRQBwPw+J/4STxuNvy/wBsNznvtFd9XBfD7/kYvG3/AGGW/wDQVrvaACiiigAooooA4rTfDWpWmn2dq0dqph1aS7kfqWjZpGBHo3zAfnVCfwbq58NPYsYZpltvLB3nMknnbt2Tx0/HJrSl+INtBFqLSaZfK9nCLgRbRvkjL7MgZyDkE4PatFvEdrcS26JcPayrcpFNFJGCcshYKeeMjBzQBV07RtWji1mOScQm4uRJAzneNm0ZGAeORXURgrGobGQADjpXOW3iYX/iu1sbN0ksJrN5/M2EEsr7eD6V01ABRRRQAV5Rpl/4T0jxLr19cLf3l9HdefM7WD/6NkY7cfjXq9eRaPpsusfFrWp3GqW1oJY5U3wMsFyFGGVsjn27UAdhY2nhPU3uNEg06NkiK3jo8TBdz8hgx7n2rafQ9Invbe+ayt2uLdPLikA+6vIwO2OTXlHil9R0y58czW66hbROlqts0aPtc5AKoffpxVPSbG5uvCt7daLLqU2ow6tDLNYq8ivbQhtwjCsRngk++aAPXIfC+gW9rc2sWm2ywXJxLGBwxHt2/CrWmaNpmixvFp1pFbJK29lj43NjrXlGpabrOo6FZn7BrNoX8QvPIsZcSx27E85BPqKi8SaD4oTxnDawXuqQ6YsUSadcxRvcMrD7287gAT3LdRQB6NrVh4X0a1utQ1KygVLmVDKdhYyyZ+Xjuc9Kt+GX0O5sJL7Qo40huZWaXYpUmQHDbgehzVbxSbyLQ7eNdOOpAuq3BUDfGMcyKuDlgeayPAc+p6bpVhpl3oFzAJpJ3a4woCjdlWl5zvbNAGhq3iDw54V1RvOs3jupUEkktvaM3DNgFmUdz61maxceGPFFqbaaGeCS7vBatL9kIPmx/MFkyOmPXirnxHS8fwxLDpumTXt1cyxIwhTJCK4Ykn2AOPc1D4mtJ9XPhyK20qb7NcXwuL4FCjRqEI+fHc5x+FAG5pnhvS9M0uSxMUUtvOwaRJFBRmx2U5HarE2l6Na2u+WwtEhhJlH7pQFYD7wHrXml5pniGfQdLiubTVDFHDLAyW8YaaOQP8rjLDAwAAecV3utWqz+C3tryzub1vs6gwgbpGfHGdvfPfNAEml3Ok+I4k1f+z1WWKQpHJcwBZBjoVJ5xzkVoX2nabqWxb+0tbnZ90TIrbc+meleeahpeq3Ftpht9LvF046ZJb/Yh8jw3JACs3PHT73OKravpWu2N1FHLp17qMz2+ng3Fvll82KQmRjyOdp/GgD1FYLNLUWaxQLbhdnkgALj0x0rNvLfSrN7WyOkRyR3UgjxHbqVTaMgt6Adq5Wz8NrffFDVb290+/jtohDLZy7ykJkVcMcA8kk9x2rY8W29y+t+G7i2sLi48m9LTSQ/8s49pB3c8gkj8qAN5tN0uZJYms7V1lYPIpjU7yOhI7msqLV9H0jxCnhu2shbzTQPdIIYgqPt+8OO9cHomh61ba1p1zDpuoQu9zeefLK5ARWBEYxnG3uKZ4W8PatF4gsLnUdIvlurbT7q3url8FZ5WYlTnPII6H6UAekaOml3FlDqMelxWLuWlCywqkik8En0JxS3H9n6lrD2V5pQm8iESJczwq0eGyCFY9+Oa4qTwtrt14e8N+TB5N3FEbLUEnYFvIcYZhzgleo71NrXhrW21DX/AOz4J/sMmm28Fuv2jHmMjZYKM5BK8ZPWgDp9LvtHvb3VbdbCK3ltZFtpzJGoEg2grg9xgjFTatpWhanYpHeLAsMcwdWVgoWRenTjI964ZfDmoyafrEsGgzWyT31rdQW7Om8hAoY43cHg8GopvDGuXWm3kQ0OMBtZN1HHvVSsZH3gC2M565/I0AdlnRfDTaXpUdkZIdRuGEcuFceYRklvqB1Fbtz9hiIe6FupI2gyADOOcc1wVr4d1c2ng4XGmyrcaTeN5x85CBHgjd15zke/tV/4pR2T+Grb7XbxXDC/twkbEBmBkUMoJ6ZXIPtQB1THSxEtw/2Ty3bKyHbgn6+tK11plmTA01rDu5KblXOfavNX8FajJDHJLo6S2TG72aV5ibbfzNvlkduoJyDxu4q5ZeCZZfEuj/2xo0N5b2ulrBNeSOrZlU5HBO446ZoA6ux8Q+HryxuLmOa0jtrSdo2ZioVWBwSK27ZoJLdZLYxmFxuUx42nPcYryeXwRr0emalpkOj2gt2v3uopobgLKQxyNmRjj0biu78D6bqOkeErOw1NUW4h3DCY+6SSM44zzzjigDo64fS7iWX4xa/E7ZSHTrZUHoCWJ/Umu4ridOCj4va2QiqTpttkhgS3zP1Hb8aAO2ooooAKKKKACiiigAooooAKKKKACqmqf8gm9/64P/6Cat1U1T/kE3v/AFwf/wBBNAHnPw18EeGb/wCH+lXt1olnNc3ELCWR0yW+dhXbxeEfDkESxR6Hp4RRgD7Op4/EVkfCr/kmWh/9cW/9DauxoAyP+EV8P/8AQE0//wABk/wo/wCEV8P/APQE0/8A8Bk/wrXooAyP+EV8P/8AQE0//wABk/wrhPij4TsP7I0uWw0DzEi1GJ7kafABL5XO7G0Z9K9Srl/HHiS78N6fYyWcMDy3V5Hbb7hiscQb+JiO1AGBoniDRvDdnNFZaP4kneWTzJZZ7OR5JGwBksR6cfhV+f4kwxXHlx+HPEEycfvFsWA/Xmp7O98X6jbi4srnw3cQsSBJFLKyn8QKsY8df9QD/vqX/CgDkPF/jq61fw5d6fp/hjxCJpcLk2rIGXI3DPUZGRWR8LdP1c+O57o6LqGl6LDbsltbXQbEJbHAJ9cZrs9f1jxroGjTajLFocyxlQI0aUFiSAByMDk1h6J8UdYGutp3iPRxbsu9XSyjed0ZcEZ25yDnqKAPWKK4yH4kabLFK7aVrsRTOEfTZcv9MAj88U+H4iaXKZN2na3GFxjdpsvzcdsL/OgDsKK4iD4k29zIqReG/EZZm2jNgV5/E1Yg8ei63+V4Z8QnY21s2e3n8TzQB19Fct/wmcv/AELGv/8AgKP/AIqj/hM5f+hY1/8A8BR/8VQB1NMUkswKkAdD61zP/CZy/wDQsa//AOAo/wDiqP8AhM5f+hY1/wD8BR/8VQB1NFcbP44vo5FEPg7XpVIyW8lVwfTlqqHx/rWTjwFrpH0T/wCKoA72q2o/8gy7/wCuL/yNcX/wn+tf9CFrv5R//FUybx1rU8EkI8Ba5+8UpyI8cjH96gC78KP+Sa6P/wBc2/8AQjXUDU7Frr7KLyAz/wDPMSDd+VeWRaj4n8JfDM6c/h28tpoYWX7ZHNEyxZb72A2eAfSuKh0jT18aXFjLdxsCrNBNbMwmt2CbvOdiuWGe+7FAH0nRXCaB4n8SzaBZPL4Xu7pzEP8ASEuIVEo6BsFsjI559a0v+Ej8Q/8AQnXv/gVB/wDF0AdTRXLf8JH4h/6E69/8CoP/AIuj/hI/EP8A0J17/wCBUH/xdAHU0Vy3/CR+If8AoTr3/wACoP8A4umjxH4jy2fBt5jti7g5/wDHqAOrrlfHzKmiWTMQFGp2hJP/AF1WqL+J/G3n4TwKTDnqdRiDY+n/ANesXxN4i8TPawf2p4Na209L6B2uBeJIyASrg7FoA9RHSlpFO5QfUZpaACiiigAooooAKKKKACiiigDgvh9/yMXjb/sMt/6Ctd7XBfD7/kYvG3/YZb/0Fa72gAooooAKKKKAODvPAsEmgX1ro2otJemzFgklw4dY9r7ucD7wyffpW9D4YtYys7yP55kWW4bORKypswc9semKwIdfXSpdXaPyI3N7dOLcIxacpGD8p6A5GTUw1rUta1C8gtbm3TT009Lgny8l96tkBu3IFAF638IizuorzT9SlR4bNrWDequqAtuzjHPpXTqCEAZtxA5OOtcFod/qlvp3hvToZY44bu1OJWiZyHU5IJ6AFfWu/oAKKKKACsCLxjoU99d2cF55s9qrNKqRs3C/e2kDDEdwM1v15nonw/1zSfE1xq/2+ybzJJ/kaNiWWQ5HfAI+lAHSJ4u8K63ZSq13DPbbFZ1libGC2AMEdcjp1rX0e30qO0M+kQ26QXB3l4FADnpk+p4xXDx/D6/PhbTbWV7VNQ0+9a6UQFkScFidrt179fYV2nh/So9H0iK0jt0g5Z2jjcsoZjk4J5oAR/EmkR6sdMe9RbpQSwIO0EDJBboGxzjOcVQi8d+Hp/tBS9Y/ZwrSZhcYVjgMMjkE9xxWA3w0ibxHql64ieG+klmWUu/mQs6bCAM4PVjn3xVRPB2sXGp3mm3LgWg0mK0t7xIsKGR9wyM5PagDqtQ8W2cdpdmzuIhcWs8cEguY3VQz9BwM8joelWB4u0Uaw+kPd4vo2Ebr5bbVYjIG7GMntzzXNN4I12e11IXeq2Uk97Nby71tyqoYu2M9xTZdC1XXfFWrRXCfZdPiu7WeOZVIaUx8kKc9zgUAdHYeNfD+pb/IvwFQOS0sbRj5PvjLAcjuKVfGWiyWklwl03ySiHaYX37yNwG3GTxz9K5238J3Ou2s9ve262Fqs135S+XiXEwZc5BI/iJ6elWbDwReWUNnIs9il7aXAljaKAhHXZsIfJyzY757UAdB4W1mTxB4etdTliWN5gSVXOBg4781Hf8Ai7RtNubm3u7iSOW2CGRfJc4DHCkYHIzTvCujXGg6BDp1zcRzvEzEPGpUEFiRwfrUHiDwnBr9z5klxJErW7wSovSQHlSfdW5FABJ4khm1SxtrSfZvnkjkjmtnDSbULEIeBkdfSsPU/H0sOjafqsULW0LamLO5S4t33bNzLlQOSeB61qS+GdRa88NypqayDSmYzvNHl58qVPI4HBNVp/CWq3Rhin1O3e1ttTW9hjNvyFDMxUnuct19qAOl0vVbPWbP7VZSmSLeyHKlSrKcEEHkEEVg6lrupXnieTw9ob20NzbW63FxNcxl1AY/KoUEcnHXNX/DGi3Wh2t7DdXUdwZ7yW4VkTbgO27B98k1BqPh26/4SNde0i5it7t4fIuUmTckyD7p45BBNAFKLxqNHtLODxWq2mpzMQ0dupdFTdgOTzgHirGp/EDw/o2py2F9NcRzRBS7fZnKAN0O4DGO1ZfiPwFqHiOKEXOsI0iWpiZnhyPM3bg4HQen0p+o+DtY1CC7WTUbIyTrbfvPsxBLRNk556HmgBb7x/bs2l3OmOZrSS/ayu4jAxlDbGYAL1B4HUdD2rXm8a6LALdjNK4ni81CkRPy7whz6EMwyO1ZP/CDXkVxc3dvqMS3LaodRh3RZQExeXtYZ5HJPFWtJ8GPpV9ptz9v802scySBohiQyvvY+3OMUAPj8WRQJqE91cebGt79ktoYLdvMDY+6Rn5j1OeBiqum+Nvs+gx3mtK7zyzyrEltbsGMaH7xQnIwOtWP+ESmhluZo9V8uebUft0JMSkISMFMHqDWDr/hDXbiPT7S1uxOkMkryXQ2rIocf6sjoVOeaANqX4l+HobS2upDdrDON+WgKlI84DsDyFJPBrqm8m5gWTas0ZAdOAQe4IridR+HUetw2M969vHeQ2YtXHkrIgUHgqDwCMV3EEK29vHCgwsahV47AYoA830Xxfrmr6rO08psreaK8W2tmtlJRoW27i+45IzyCMVc0XxrqUt7otte2xe3uNLN3c3eFUKR1bGenHTFXLfwNLbTW8y6u/mx/aycxLhjO24n8Dj8qfa+A1it9Mjk1OdjZ2rWchRVUTxHOVPHHXtQBFN8T9ETTbu+t47mdLWJJ3VVXLRM20OOemexwa6PQtaXXbA3iWd1apvKqtwm1mHBDAehBrl2+HsX/COXehy6rsguUEMRSFFZUByBnGWP1rs7C2az0+3tnkMjQxrGXxjdgYzigCzXE6dt/wCFva5hlJ/s22yAoBHzP1Peu2rjrGDyvizq0vlqvm6ZbncDy2Hcc/ligDsaKKKACiiigAooooAKKKKACiiigAqpqn/IJvP+uD/+gmrdVNTGdKvBkDMD9f8AdNAHm3w58NXl74B0a5j8S6taxvGx8iFo9i/M3AypIrrP+EQvP+hs13/v5H/8RVb4WDb8NNEXIOImGR0PztXY0Acv/wAIhef9DZrv/fyP/wCIo/4RC8/6GzXf+/kf/wARXUUUAcv/AMIhef8AQ2a7/wB/I/8A4iuB+KHhiW20rS0m8TXs0VxqcSONRdWiXPcgAcDHqB1r2aqeo6fYalamHUbaC4gBDbZlBUEd+aAOH8E/2T4dGoXF94j0T7RfSh2t7OdI7eLaMZVSeCeprrf+Eq8Pf9B3TP8AwLj/AMapJ4V8IxNMyaTpatOCJCI0+YHrmpYvDvhaCJY4tN0xUXGAI04x0oAxPHfiXQJfBmoouo6XebkAaL7QjHbkZIGeSOo+lcX8L7qzl8V2trp93Dd2dvBOIbhU2SSgkEmReuc8ZNerf2R4e/58tO/74SrNlp+l20pksba1jkxgtCqg4/CgC/gelGB6UUUAGKKKKACiiigAooooAKKKKACiiigCOeGO4gkgmRXikUq6MMhgRgg1xSfC3RxOfMvtTltMn/Q3uP3e3svA3FR6E4rtpJFijaSRgqKCzMTgADqa4a4+Kmjw3oiFpfSWxyftSxjaVHVwudxUeuKAO4iiSCFIolCxooVVHQAdBUlQ21zDeWsVzbyLJDKodHXowPQ1NQAUUUUAFFFFABXHfE3cPBkpFybcC5tyWB5Yeavyj612Ncp8REnbwhL5EMUpFxAXSToV81c0AdRH/qk/3RT6bH/q14xwKdQAUUUUAFFFFABRRRQAUUUUAcB8Pl/4qTxu2TzrDDGePuiu/rz34fOp8V+OEy24asTjtjaP1r0KgAooooAKKKKAM+3u9Jv9j289pPlm2FGU5YcNj39ajvr/AE/RLJZpEVIS6Qfu1HG44A47c158fBF/b6u72Glpao2oK8csbgCKIWxQkAHjLnOB6VLN4R16Tw7LaRRmC4C2sasZt5Z0bLS4Jx/jigD0eO2jWczIxIKhQuflXHoO1Wa47TtN8TXE1v8AbLsWdsbXZLHBjcJg/wB4deGH867GgAooooAK8j0TxheeH/E9/p11ayzabc6vNDHcPMWZCq7iAp7CvXK4O50TwTDrltp1zdD+0Xu2u4oGuCWMrDB49x2oA5/xN43u9R8KX8V1anTjc2DXunywzZdlRhyQOhxg1a1DXJ9Tm0OSDzBBY6ja28lw0xV5GdUZsr3BDD8c11H/AAr7w+be5gNvKY7iIwEGUnZGW3FF9Bmkk+Hfh6S+W8+zzLKrxyALMwXfGAFbHTOABQBgj4rxTrqT2lgZo7a3mnjcZwRG2CGOMAnqKXUfiNq2maRFqVxoIS3uIzNC4lLgrtBAbH3Scn24rav/AA34b0jTLmO8mktdPuy0DRmYiPMrZKgdsn+dSReG/D2oRRWEE0rjS4/shRJjlVIB2v68YoA6GxuReafb3QAAmiWTAOQMjOK4+38ezTanqNg9gkc1tbzTopk3ZEZA5I45z2rs4LeG0tY7eBBHDGoVVHQAdq4qz8H+EL51ntJpn3PPCmy4IG5smRR+v5UARr4/vrbwvJq+p6XHBI8EEtvAkmS3nMVUMe3QH8an8B3d5PrHimG8dsw6gAsZkLqmUUkKT0GT0qez8J+GL5Ly2hMlyIolsJUaZj5QXBVR6EcHNbei+HdP0A3RsUcPdSebM7uWLtgDJJ+lAGT4/wBZn0fw+zW15ZW0sp8sfaiw3Z4+XHfnNZOlrqPiTwlexDWbSKB5B/pNi7MwQY3DJ6EgV2OraPbazBFDdDKxyCQcA8jtyDxTrXSLKz0v+zooVFuUKMuANwPXOPrQB5bfS3n/AAjOl/Y59R1Nb+8kMVk91+8liVWAw/bGN2K77wNOZ/B2nlp5ZpEUxyNKCHVgxBU5/u9PwqDUvD/hqy0bTNOuozBbwTLFZsjsHRieAGHIzmrVrr+gWWrReGrW5RboZVYVBIBA3EFv72Dnk5oArzXc1z44ntCxEVhYLcRop+9I7OMt64CcfU1yvw91O5m1KxnnvZbmXU7SWa63udqOkhAAU/d44/CvQZdKjfWYdUjcxTpGYpMDPmp1AP0PI+pqC38MaLaPdPb6fFG11nzipI3ZOTjnj8MUAeZ3Osamni3Ub+Oad7iHXYbCOEMdhgZeRt/XNbT3d/oUPjt7O7ubu4tY0ltxPJvZSUY4HtXajw7pA1NdSFlH9rUDEuTngYBxnGcd+tcpPrvgPw74hvSwZdSdxDcFUlk8xmGdncE47elAGT4QSbV5b/RpLy9tp2js75yJ/MBUqCQD/DuI5Feg6BplzpOm+ReX0l7cPI0kkr+rHOFHZR2FZfhu78LLem20RY47m7t1uyNjBnjztByew6Y7V1NAHkXjTxHNqWswwqix2+la7b2xwxWRyy5JB/u81fm8U3Hh+LVZEjso5jrHkSMWY7gRnKr3b2rsdQ8IeH9T1EahfabFJdBlbzCzDlfung4yKbN4P8O3KT+dpkEizTi4kLEnMg43detAHM3fjPXJLLRZ9O/s1jfQzPIJSxCtGpYgY9QP1rNvPiRrtppc0stpZiaaxgu7fyiW8sSuE+bPXGc13UPhLw9bG28nTLeP7KXaELkBN/3uM96htPD/AIXna6FvYWzmKP7DN1ICDDbDk9BkUAcaNe1mbUvDlzqOpxWGBdGffGArqrJjIzwxU0knj/xBc6DqeqW9vDbwRWsk0Mkkf3XVsbME/Nkc/jXdr4T0AWVraDSrY29tJ50KFchX9cnrTh4Y0IXN1P8A2dbmW5z5+RkNnrweBn2oA5SZ9T1D4dyazq93bTXKRpe2clspTymABAPrzXd2Er3GnWs0oxJJEjPxjkgE1nXvh7TryxtbLJgsbeQSfZ4SFRwOQGH93PatkEFQVII7YoAWuUt93/C0b/JGP7Kg2+37ySurrlLdSPijfksSDpUGB6fvJKAOrooooAKKKKACiiigAooooAKKKKACq98nmafcx5xuiZc/UGrFVtQJGm3RGMiFyM9OhoA8z8CePvCmheC9O0u91mGK5tQ8bowOQQ7egrpP+FpeC8Z/t2DGcZ2t/hVf4aadY3Pw80iaextJJXRyzeUpyd7d8V1v9k6dtx9gtcZzjyV6/lQBgJ8R/CkoJj1VXA4+WNz/AEp//CwvDH/QS/8AIT/4V0cdtBECI4Y0B5IVQKfsT+4v5UAcz/wsLwx/0Ev/ACE/+Fcb8TfHGhXnhAw2tybljcwl4Rvj8xA43AtjgYr1jYn9xfyrm/G+iXms6CsGnQW0tzFcxTrFccJIEcMVJ98UAch4M0Twzr89/a3Oh2yXViYldre5aWJgQSuGz971/Cupg+G3hSCWSRdLDFySQ8jkDPoM8VV08+JdLtzDY+ENMtkY7mWG7VQT69Kuf2p4y/6Fuz/8Dh/hQBieLvBOiaV4Q1K50zSIjcohcMztlAT8xGT2GcCvP/AFjqEPia3l8K3yy2jpIFl1DfmVcDO5R6HpXfeIoPHviDSrrTm0TTYYZsbGF7llIIIyMYIyORWV4O8D+LbLx3Hr2sLZW8e1/NjtJMIxK4ACDgfWgDs/L8df8/Ghf98SUeX46/5+NC/74krqaKAOW8vx1/z8aF/3xJR5fjr/AJ+NC/74krqaKAOV8vx1/wA/Ghf98SVTFh8RC8pbWdFCsvyAWzfIf6121FAHG/2d4+dlLa9pUY2ncqWZPOOMZ9T1qZNL8Z+WvmeJLPfj5ttiMZ9ua6yigDlf7K8Y/wDQy2v/AIAr/jR/ZXjH/oZbX/wBX/GuqooA5X+yvGP/AEMtr/4Ar/jS/wBleMf+hktf/AFf8a6migDzCO38Y+LPA0851q1P2iKRTbrahd+CRt3ds4x+Nclp0elR+IoPEr62SEie3l0qWH99GSm0QqMcrmuv8GeOvD+k6Gmk6heNa3lq0glSWJlAO48A4wavTfErwJDemVplecc+clkzH/voLQBH4S8I+JLHQoY5vEtzbxvExS2ECkwbjkAE+gNax8MeIG27vGF4McHbboMj/GqX/C3vB3/P9cf+Akn+FUL74t2FzPDaeHI0vLllaR/tRNuiooycFhySM4FAG/8A8IvrX/Q33/8A35Sj/hF9a/6G+/8A+/KVUsfih4fvbS2nUX6mdNyp9jkb6gEDBx7VZ/4WJoO/ZjUN2cY+wy9ev92gB3/CL61/0N9//wB+Uo/4RfWv+hvv/wDvylB+IOiKpJTUQAMk/YZf/iaoj4seEjG8gu7oohwzfZJMD9KAL3/CL61/0N9//wB+UrA8YaDrVj4fkvH8VXs8MEsTvC0SDzB5i8ZFX/8Ahb3g7/n9uP8AwEk/wrG8X/Enwzqvh2502zvJZLmZolQfZ3AJ8xT1IxQB6hGcxKf9kU+mRf6lP90fyp9ABRRRQAUUUUAFFFFABRRRQB558PRJ/wAJb45JRfL/ALVOG7k7RkfTpXodef8Aw+Vv+En8bt/D/a7Dr32jtXoFABRRRQAUUUUANZd2PmIwc8d6dRRQAUUUUAFFFFABXhnkRHxLbX1lJJNdjxFcbVbO1yE4PTn869zrJh1/Qp7m4t4dSsnmtctMiyrmPHUn0oA8+s7zVvEtpe2tnrd6Zhp3mz7F2/Z7pXB2BsDGQCMZPFXPDMWu6l4ij+2yapFpxCajCzybQMrtML9z82Wx6V2DeKvDsFgl+dXsUtZHKLN5q7Wb0z61IfE+hLFDKdVtPLnRpIm8wfOqnBI9QKAMH4oxxyeEYxIzgi/tigVc5bzBwfbGayb+61FU8RRQ6jdWjjUYBBNHACwRlXcB8vzAc8n0613b6vpnm28L3lvvuAHhUuPnB6EfXtVDWvFukaLYX9xLdQySWcZeSBW+bjt+dAHFWF9rVn4gtxPrWpXNkNSezIliXa0ezKsSEHfv0qC1jlvZPC95qM2pxxw3N3HLJGHTnLbNwUdxgZ75r0GDxPo80Fg8l3FE97GssUchwSD9enPHNZ194xht/Gmm+HrVIbp7kutx5cnz25UZBK46UAcrd3eqXckEcd9f28i+JDC0kcZG63K9DhcEdtx6VFqviPV4vD1mBqV1DctdXsQKwku6ruERICnj7nOO9eheJPEFn4Y0d9RvcmNXVFVRyzMcAVhX+u6Rc+MU0nVY7HyhZrc207OQ43NtIPpnA7+lAG54WjuI/DVibvUZNQneMO9y4A3E88YA4rhYtT1w3832ifUEuJFu/tcQjISFVU+UU4IGTjnPNd6uu6Ha3iaUNQtIrlfkW2MgDDjOAPpTo/EOjTKWj1K2cCQQkhwfnPRfqaAPO7r+1Y/C3h7VV1LVJ7m5vrVrhdrAIo4cFcAgY65zzVFLOW08TTalZT6ks/8AwkZQxujmJ42jAJwRgDII3enFepnX9IW1FwdQt/JLtGGDg/MOo+o71h3Hj7SYdZ0+JL2yfTbuOU/axNwsibTt9OjUActFPq48N3EsOoai+oMYhqME6SDyP3jeY0ZAzjoAF/hAPvUF4Nctf7LA1a9v1wrCNI5oS6ebxh+7AHkMOQK9ahmiuIEngdZIpFDK6HIYHoQa5vR/FVzqPjHUtAudMFo1lAkwfzg+8MTjoOOBQBt6ZqUepxzNHDcReTKYmWaMoSR3Geo964fxvYRW+veHDY2M7v8A2wl9dmGJ3G0DaWJAPsMV0N74ivEudVXTrBbxNPiBcb9m6Q8lQx44HXisq58c3o0TQZ7bTYTqerqzR20sxCqFUsTuA9B+tAGD41065/4SdYtJh1C2NhotxPbyWe4B5WcEITjnkE471btZ9VuPH6NNe6hDC8kUtvH5UhjlhMPzA4G1fnyTnnIrQT4iS32nWtzpOjT3j3FsjqASF85n2+XnHba5J7AD1rs7lrr7BI1ssQuvLygkztDY6HHOKAOe+IqKfAmpOzSo0aq6tE5Vgdw6EH3rjUsNUNysMVvqp8LyTRM6I0nnNlPm6/Nt3dcGuz8MX2o+J/CK3er22nmS4BMcSoWj46bg3XmubtPF/iTTdIbVdQt9J/su1vTaXEVsjo8ahtu5SSQevTFAFZdBv9T1jQbfV49bjjFtKkkltI6Jt3/ulkI6EKOe/rVw6XeWNj4jsoLS7hml1JZ0uFgaVJI22dcEFhw27HIr0lHV0V1OVYAg+orNv/EGl6ZeQ2d3dCO4mxsTaWJywUZwOMkgc0AU/BkN1beFrOC8t2glj3JtZmYkBjhvm+YZ64PIzXBWltr9n8Rp7ltI1SbT5bmeORt5KlGA2nJYDbwcADj1zXXWnxB0yXTLy/uILyCK3u2tVBt2LSsGIAUDqflPHarMvi6xll0Y2d3GYtRLmNWiYtKFGSq9g31oA86svD2vyeF7m7jt9Tjvba/dfs8+8ma0LZ2qjHnj8a9F8D2VzY6A0dxLeuHnd4heRCNkQ9FCgnCjnAPNO0XxvpOvXotbNbtXIY7prdkXKnDDceMiujVlYZVgR7GgBa5O2lR/inqCKwLR6XAGA7EySH+VdZXJWzq3xT1FQPmXS4Af+/khoA62iiigAooooAKKKKACiiigAoopiKEGASeSeTmgB9Q3SLLaTRt91o2U/QipqZN/qZP90/yoA5n4dQpb+BNNhj4SPzUX6CVwK6mvOPBXjfQrLwxDaXFxOs0E0yOBaysAfNY9VUg9a6D/AIWB4c/5+7j/AMApv/iKAOnormP+FgeHP+fu4/8AAKb/AOIo/wCFgeHP+fu4/wDAKb/4igDp6azKi5YgAdya5r/hYHhz/n7uP/AKb/4iuW+IvjnQrnwRfwwSXE0jbMRm1lQMNwyCWUACgD0v7TB/z2j/AO+hR9pg/wCe0f8A30K8q8G2eg6/q95p194Y0UPFBHcxy2X7xAj5+Vj/AHxiu2/4QDwn/wBACx/79CgDabULNXZDdwBlAYgyDIHrT0u7eSYwpPE0oXcUDgnHrj0rgfGvgjw/Z+EdRudP0KySeOPcXWNQwQH5sE8ZxnFcR4F0xpvEVnP4amOmWtxBKbeaeJJpXjBGQ+D1z0zzQB75RXKNoni0lT/wlsYwc8aenP607+xvFv8A0NcX/guT/GgDqaK5GTQPF0jKR4wVMEHC6enOPxps/hfxJPOJD41vIwQNyRWsQX3xkHFAHYUVy3/CK6t/0OOr/wDfEH/xuj/hFdW/6HHV/wDviD/43QB1NFct/wAIrq3/AEOOr/8AfEH/AMbo/wCEV1b/AKHHV/8AviD/AON0AdTRXLf8Irq3/Q46v/3xB/8AG6b/AMInqu/d/wAJlrGcY+7Dj8tlAHV0Vx6eDNTjjKDxprpBYvkmInJ99nT2qtL8Pb+V97eOPEYP+zcIo/ILQB2Vw9vbQS3E+xIo1Lu7DgADJJrz+T4n2iXwjGjsbd8GINKizyr13LEeSMc+vtWPo/gnVPEvg03U3jDXXnnjkUQvcDymIJADDGcHAzWXrmpXt1rWgL/Yl3Ff6YFQxqkhO4DBCqBsZW/vZGBQB7RY3FpqNjDeWwR4ZkDodvY1DqOhaVq6xrqOnW10sZygljDbT7Vynh/wA1posEdxrGsQTNmR4YL1kSMsSdqgdhmtP/hCY/8AoPa//wCDB6AOlihjhjSOKNI0QYVUUAAegHapK5b/AIQmP/oPa/8A+DB6P+EJj/6D2v8A/gwegDqaZsjAxtXB9q5n/hCY/wDoPa//AODB6guvh5Z3qKlzrWuyKp3AHUJOD+dAHWeXF/cT8hXNfECOMeCb8hVBzF0H/TVKzv8AhVmkeZ5n9p65vzuz/aMnX86zPGPgm00/wpcXC6prE3kSxyrHPeu6FjIvUHr1NAHpUX+pT/dH8qfTIv8AUp/uj+VPoAKKKKACiiigAooooAKKKKAPOfA9s9p8SvHMRkLK9xFMB2G9c16NXA+Ef3nxK8azD7vmwR89chOfwrvqACiiigAooooAKKKKACiimo25QSpX2NADqKKKAEPSvK0+Hepvp2pWMtrp6Ss0jQ38bkSzAvuCPxwD3616rXm0Xj6Lw3FexapNPeTHUbiOBSfmEaYOP6CgBh8F6zMy3EtlpqtLqcN1Laox8uOONccHHJNQx+Bdat7Oyt4rayIiS/WRjMeTPnYRx9M10Fr8QbO71mDTlsbhHmiWVWchTgoW6Hk9MfU1p+GfFMHiaOd4IGi8rbkM4J5zwR2IxQBxcfw1u2Sxiu980IsreCaOO8aNY2iPbA+YdT25q3p/gW9h0q/0qa0sVJgmgttRLmSVlds4YH9ea1ZfHDDxnN4dSxw6q+ySR9u8hAwIHcZOPwrGt/iVcaX4S0e81i1WW+vg7KscgG5F6t7E9hQAyXwLrd7NFLqKWNwssEdvLCssiLEEI2sMH5unT1qxongbU9J1rTZpWhnjtL24nafzCHdJFwvHt0wTUv8AwtDT7zWrfSoIJwlwFR5RkPE7rkfLjoO5re8E3d1d+E4Jrud7icSTIZJD8zBZGAz+AFAEvjHR7vXfDNzYWTxLcOUZfNHynawbHtnGM1zWq+C9Z1m/vL+VtPgmurCO1KqrHYyuHznuO1TWXju8i0myvNS04D7brB06IRyA4G9l3H6FcVG3iLVNRv8AQ72ytmWWW5u7SW1afEf7skbjjqcr+tAE8ngWS81nX7y5aFW1G1jggmTO+Eqm3I9Kz28E649qbjFlFeQfZ1ghVjsl8ls7nPqf0rSj8Uz6hqcNzZwzFP7Me5SLzgI3YMQyt7jBwaZB8RJRZ39xe6NNb/Z7NLuNfMDGRWO3B9Of0oAy/Fmg+IFj01NLtY0mN5NcTXMSbljDJgqVyM7skZrStvCV1dW3h+c2lnatp1lNCIHUsFd1Cq35Lz35rY8K+KbnxHLeJNpMlmLUqjSM4ZJHIzhCOowRzWc/i3ULDWPE8l5ZqdN0tIyhSTLsSuQAPfP6UAb3hXTrrSPC+nade+X59rCsTGM5U7eMj61j2fh3WLbxvq3iB5bQreWqwRRKGyhTO0k98k81qeHden1Zry2vrL7Ff2jKJYd4cYZQykEexrg/Fd3rFn4ivr4T3TWUMsapdWU2RZrxuWWLuDzz70AdwujX9n4VksLKaBr+VW8yadSVZm+8SBg9656XwRrD6RoJiu7JNU0cNHG5RjE6MpU5Gc55zVLR/EVxp3jjUdBszLfPdXKTobmUhY4imW2k9T6LS6Z4uu7K1vXs7Ca7eTXGsmWe4ztYkAFf9n2oA7bwxoUXhzw5Y6TEd4t48M395icsfzJrQvRcmzlFn5X2gqRH5uduffHNcFH8Srm6XS0tNIV5768uLPa82ArxZyc+hApjfFEzXemQ2ekzTNcRxSzxgFmQSHA2kccYJOaANnw3oXiLQtF0/Tze2LLA7+cRGx3qeVAyeOaz7XwTqt1pVxpWsXtmbGe9N1ItvEwZwW3bSSTgcVr6N4k1LVteurM6SI7O0kkhluvNB/eKeAB6EGm+KdS1ax1zw9Dp7Qi3uboxziQnLDbnFAGzZQ6jFf3n2maBrIlRaRxpho1A5DHvzXN+J/Bt34g8QW1+t3DDHAqCJ1QiaIhssQwPORgYPFZVx8RNVs9Va0uLG0UR3z2kuWYMoK7om9w3T61abx3qdtemG90+3RLR7aG/2OSyyTkbQg7hcjOfegC3eeD9UubaeyXVIks2vvtSqIsM4LFmViD6nt6c03TfBF7plpottDqcRj0yeSVcwffDZwvXgDNSar42MKW9xYRL9k+0/ZbmS5jdCjsPkI9QW4J9xWfbePdTfQJ9UuLWxh+zEQTRGQ7kuN2Cv5c+tAF2x8D3Nv8AYY7jUUntreWd5YfJwJRL1U89s11Gl6RYaLaG1062S3hLFtidMnvXFN491QeHv7XFnbeRb37Wt4xLARxgj94Pz6Guq8Mz6ndaOlzqskEkszM8XkqVAjJ+TOe+OaANmuNsTKfizq4fbsGmW+zHXG585/HNdlXE2Ny8nxh1aFTvSPS4A2SBsO5iAPXOSaAO2ooooAKKKKACiiigAooooAKKKKACo58/Z5Mddhx+VSUyb/USf7p/lQBzPw+jX/hCrHcqFt02SB1PmvXT+Wn9xfyrm/AH/Il2X+/N/wCjXrpqAG+Wn9xfyo8tP7i/lTqKAG+Wn9xfyrC8XaXfan4cuLXSo7Y3hZGj88fJkMDz+Vb9ZXiLWo/D2h3GqSwSTpCB+7j+8xJAAH50AcxaR+NrBlNr4d8PQB2LXHlzspkPqMD+eauR33j4Y36Nox+XnbduPm9enSpV8akj/kXNdz3H2Tp+tO/4TU/9C5rv/gIf8aAMPXrPx7r/AIeutMn0zR43m27ZUunwuCDyCOelU/BXhHxdp3jF9Y146b5TxspFqSMEgdFxgdK3b34giwtpbmbw3raQxLuZ3t9oA/E1D4c+Keh+I7w26xXNmPLMiyXShFbH3hz6UAd1RWN/wlnh7/oNWP8A3/Wl/wCEq0D/AKDFl/3+FAGxRWR/wlWgf9Biy/7/AAo/4SrQP+gxZf8Af4UAa9FZH/CVaB/0GLL/AL/Cj/hKtA/6DFl/3+FAGvRWM3izw+qljrFkABk/vhWfL8R/B0MrRyeILJXU4KljkH8qAOporl4/iJ4Sl/1eu2r45+XJ/pUn/CfeFv8AoMQf98t/hQB0lFc3/wAJ94W/6DEH/fLf4Uf8J94W/wCgxB/3y3+FAHN6JL420C3TRoPDdtcW8Mrql013tDAsSGIxx1re+3eNM5/sHS8+v20//E1S1H4peGINDvr601OKeWCN9kYVvnYcAdOma4eFdeuvENis2s3cl7eRC4MltccW3y7hmMcBO3PJoA9G+3+Nf+gHpf8A4Gt/8TXMeL/EfjXTjYpLZjTrWaQiS6sF+1Opx8qlSOAT3qzofxe0C50qM6lNLDex5SZRAxBZTgkEDHPWtib4keHYkZ5Hu/LUgFvsrkfyoAg0nWPHd3pVrcXHh/T45ZIwzLJdFGz7rg4+lXft/jX/AKAel/8Aga3/AMTTB8RNDLFQt9kDJH2R/wDCnf8ACwtE/uX/AP4CP/hQAv2/xr/0A9L/APA1v/iaPt/jX/oB6X/4Gt/8TSf8LC0T+5f/APgI/wDhR/wsLRP7l/8A+Aj/AOFAC/b/ABr/ANAPS/8AwNb/AOJrB8ZXniqTwrdrfaRp8NsWi8ySO6LMo8xeg281u/8ACwtE/uX/AP4CP/hWB4z8baRf+Frq0iF4sszxKnmWzqufMXqSOKAPRov9Sn+6P5U+mRf6lP8AdH8qfQAUUUUAFFFFABRRRQAUUUUAed+DEeP4neOA7yNmWBhv7ArwB7eleiV594Q2f8LP8b7Om+3z9dnNeg0AFFFFABRVb7faf8/CfnRQBZoqATxmM3HnRm325Dg8e5z0xUwYMAVIIPIIoAWiiigAooooAK5CH4f6fC0sq3l2bprh7hLgsC0Zf7yjIwQfeuvrx2bxb4mtL/WbxNQjurSPzBB5ex4o8MBlhwylfQ5zQB2uo6BoMeu6fc39/Ilw8oFtBJKMPIBgbeM59gcVoaL4XtdEv7q9S4uLi4uEWMvMRwi52rwBnGTyea4S71KW+utNiuLqLUpLLW4FtLwKq+buXLAY449uxqgvjDxF/wAIzq99PrUEN5Hbuxt8qz20gmCqNoXgFTj5s54NAHop8GaU2oNeSG4kdpnnCvLlVd1KsV7jgnjOKzX8FeHrEafYx3U9tdoxNm5mzIAAMqoPBXHbFc/H4g1hVudNfxBlhq0dtJfmNMwRNCHyB90ZbKgnPWlg8Q6yzaJPM8c93IbyOFJY1HnqgykgwMqT7cH0oA66HS9DHii4MN2y6o0StPAsgBYAYDFcfqK09E0W30HS10+1eV4VZmBlbc3zEk8/UmvPfBuqf2h49tpbjVftd5JpB86IhQYZN+WTgDp6HkV6pQBzE/gTRrixls3+0iB7kXSATY8mTcW3Ie3JNLH4G0eHS4tPiN0kcMsksUizHzEZ87sN75PWqXjvUNR0b7BqNteXEdoXNtPDEit8zqRG3IJ4fb+dcprXiXXtF12zsRrZme0+xrfiSJVVt7EORxk5BHPAGKAOzs9B8Paku7TrqRktbd9PK283CKfvA/7XvSXvgSxm027tre4uI5Lm0WzaR33/ALpTnH49zXLTX2oaamvatpc0vlW2tlrmGFAxmjKgEDI4OSOakn1vxHaeJYdKS+jhjS2inje+lVfOLN86nC/MQOABigDsvC/h+Tw/azwtdNJG7KY4dxZYQBjapPJFNvvBmkajf3t3OJ917D5U6LKQjjGA2P7wHesfw7rmo3HjS6sry5822eF3t/LKtG21xzwAyEDjDdeoNdzQBlaJoNnoMEsdq00jTPvklnk3u5xgZPsABWdeeBtHvdRuL5/tKS3LBrhY5iqzY6Bh3Fcj8TfEeoaVqoTTry7hmt7MXCoqfumPmAHpkucAjb0A5ptxrupx+I7u8j1C8FtHd2iRxOMRESKN/BGcfjxQB1t1oPhZNct1nSOPUpn86FfNZXYquMqM9hxT7fwJoVsGCQzHN79v5lPE3rXC2OrSXvjzRTf6hKb5b+5SWzcfLCNuExxkZH517BQByd14R8MaXFbahMn2SHTnluFcykKrSDDsc+uafo3h/wAL32l2N3pSLLapGFhmilYblVsgEg84OetUfilaw3Pg6Tzbi4i2zRELCxG8b1yCMHOBk/hWa1sJvF9rpul6xqNrbRabFPDBGAkUrgnAJ29xjI96AO403RbHSXuHs4mRrhzJLly25j35pur6FY62tsL1Hb7NKJYyjlSGHuO1eUnWdek0y5mk1LUVaSxkmvAi82tyr4VUyOAem32qtLqepwi4ntfEWrMbWW0kjjlUkSB8eaCNuSM8Y6CgD2KfRdNuZWlmsoXkZo3ZyvJKHKnPsaqanpmh21w+uX8MUbxbXeViQCV+6SOhIzxWyrB1DDoRkVy/xGsJdR8BarbwQSTy+WHWOIkMxVgeMfSgDTm1DStR1V9CnAluEjS5MUiHaV3fKwPQ4IqS+8P6TqNlNZ3VhC8E0nmyKF27n/vZHf3ryfXRLqT2eoaXY67EltpIEAjilDGQSgjcep4ycE/WtltW1a68VNb3F1dW0ZlTZCYJSZLcp83CrgHOcsTkGgDpb3wDpk9tDaWUktjZ+f5tzbxHctyMYKtn19a6qNFijVEAVFACgdABXiVnZ61Z+D73VNPu9Wa4S9e3lju2lKx22/qi/ePHcHNeifD43f8AwjZW6vmvQJ38qUxSJ8nGAN/zMB0zQB1lcXp80Mnxc1lI4tskem24kbH3yWcg/kQK7SuNsVK/FrV2Me0NpluQ24nd8z847enFAHZUUUUAFFFFABRRRQAUUUUAFFFFABTJv9RJ/un+VPpk3+ok/wB0/wAqAPMvBun+NDoUE1jrenJYtLMY4JrZiyjzH4LA+vNdI9n46ZSF1XR1Pr9nf/GpvAH/ACJdl/vzf+jXrpqAOKu9L+IFwU8nX9Kt8ddtozZ/M1D/AGJ8RDsB8U6aAOpFkcn9a7uigDiZtE8ercH7P4psWhxj97Y4bP4Guf8AH+jeL4/B1wz+JredcoJENoEydwxggnHOK9WqnqWnWmr6fNY30QltpRh0yRn8RyKAOI8B6Lrena9e3Go28ltB9mSFt92ZRczAktMoJ+UH0r0Lcv8AeH51y/8AwgGg/wDUQ/8ABjP/APF0yX4e6FIgUSalGcg5TUZs/TlqAHfEMwHwRqCzbjuCqmxgMOWG0nPGAcZrznwTphuviFImveTfaj9nkiuiFVoGwBt2AcdDzXoc3w68OXMLQzxXssTDDI9/Myke4L1Y0HwL4d8NXf2rSrJoZtpXJmdwAevBJFAEo8D+Fh5eNA0/93nZ+5HGauL4b0NAdujaeMnJ/wBGTr+ValNR1dQykFT0IoAz/wDhH9F/6A+n/wDgMn+FH/CP6L/0B9P/APAZP8K0qKAM3/hH9F/6A+n/APgMn+FH/CP6L/0B9P8A/AZP8K0qKAM3/hH9F/6BGn/+Ayf4U59D0iRi76VYsx6lrdCT+laFFAFSHTLC3J8mxto8gA7IlHH4Cpvstv8A88Iv++BUtFAEX2W3/wCeEX/fAo+y2/8Azwi/74FS0UAcf4P0i2fw1d2d39mu1e7uVkxGMDMjZXp2rlrP4RalpWuT3Gl+Kri3s52G9WXdIExjb6Hjoa6ZfhrpcL3BttT1q2S4lMzxw3pC7ickjj1rkrv/AIQ63urqR/EXimSNW8m4u4ppWhU9wXC7Rj2oA9O0vRtP0jTYLC1hjEMK7V3AEn1JPck0zXNe0nw/p/2rVbqKC3LBRu53H0A71zem/DjQDALmLUtZu4Z4wUZ9TkIweQRgiqd18JLIPHdafreqw38JJhmupvtKpkYb5G45BNAHeWV9a6hZw3lpMksEyB45FPDKehqxuX+8PzridJ+F+iaXp6Wz3OpXDDq5vZEGe+FVgAM84q//AMK/0L/qIf8Agxn/APi6AOn3L/eH50bl/vD865j/AIV/oX/UQ/8ABjP/APF0f8K/0L/qIf8Agxn/APi6AOlUKgwG7k8nNc18QSp8EX/IPMX/AKNSj/hX+hf9RD/wYz//ABdcv488E6Ppvhe51SK51KI2hjkKm+leNh5i53KxOeKAPTYv9Sn+6P5U+ord1ltopFOVZAQfUYqWgAooooAKKKKACiiigAooooA4Lwp/yVHxr9bb/wBF13tcF4U/5Kj41+tt/wCi672gApGUMpU8gjBpaKAK/wBhtf8Angn5UVYooA8r0tYJvgVqoJiaHy7zbsJCcSPtxnnHAxWto3iy7jWbTrh7E3Fr5axgFgXXyBIQOvIOB2rs102xWxexW0hFo+7dCEGw5OTx7k1i67f6D4W+zXd5YYN3cJAskMAY+YRtXP4cUANsPFy3Mel+fZyRm/RSssfzxhj/AAEjkH68e9dPUENtbwRJHDCkaL91VXAFT0AFFFFABXIt4t0c6Prt/ZWsdydMd0uIYyoZ9vX8D7111eay6Hr1vp/jDT4tLhaC9Ests8bgPK7ngewAoA63QNR0bUdDtryxW0hg2CbylKfuSwzzjoea0VbT5/NKNbSZAMmCp47E15/4S8M32iJeRPoiwxy6PDGVjZcSTqCGB9zkc1X0DwNeW3wye0GnLa67MqpchpcGdVk3bSw9V+WgD0Yvpn2ZpS1p5DMAzZXaT256Zp6S2M2XSS3f7OdpKlT5Z9PauDj8M6tc+GPEBFilpNfXiXVtYlwdgQpxkcAtsP51Bc6fqsHhXxncajp5tjfqskMVtIXYfIq4OO+Rz+NAHcvf2C2txd2AtbuaKNn2QyLubHUZHSmeHvEdh4j06K6tJY/MKBpIBIGeIns2OledfDW2uZbLXLqXTYm1aaFUE8XyQuNuAikgYP8Ae461veCPDOp6Dqkb3NjbwQf2ekDtFLnMgYsSRjnr1oA71kVxhlDAHPI71VjuNPvLmaKKW2mnjwsqqysy9wCOoq0+7Y20Atg4B9a8x8HeHNd03xXDf3WlJbQGCWGby5gFVi5bcFA+YHI5PPWgD00RxgMAigMcnjqar+fYzX/2fzbd7uJd3l7gXQeuOoq3XnGh+E9RsdRvIbq1eW4LXLRar5+AFl+6NvUkdOelAHbxahpTNdTRXVoWt+Ll1dcx4/vHt+NRDxJoZUMNYsCGKqD9oXkt0HXvXC+GPCGs2byyXVtHB5emPYugkDfbJCxIkbjpz355NZ2n/DnU7XSILaTSLJpotGmtMmbP+kM2Q3T079qAPTb/AFrRtPmEWoajZW8pXdsmlVTtJxnB7VLaanpmpRSPZ3lrcxxHEjRSKwUj1x0rhfEXhPVdXtYYP7KtJWGjtaGeSf5klOMdug29feorbwbrn9m61ZpDbWf2qyt4oXSXIZ41AYMABgHGM+9AHcjVdEa1bUBe2JgVwrXAkXaG6AFvWrVnqNlqCyNZXcFwI22OYZA20+hxXAQeEtXXSfEjPZWyTalGkcFisv7tCq43ZxwfwrW8IeH7vRtXvJZdOgtoZLS3iV4Zc7mRcNlcdST1oA7CRkSNncgKoJJPYVySePbG68I3Gv6eiTpBN5bxmQAgeZsyT29fpXXkZBBrzZ/CmvjwXrOg/YrF45rktbhZNvmI0xkYscccYGKAO3g13Sbmwe+i1C0e2TiSVJVKofQkdKcmtaTLBPPFqFo8UGPNdJVITIyMkdK5G28K6nBYeLbeOys4E1FQtpHG/H+rC5bjg55qvJ4AuLj4dWekww29hqUbQyz+U2RM0Z6Fxzz60Adq2vaUmlf2mdQg+xZx5wfK56Y+ue3WrVpd29/bJc2kyTQOMrIjZBrgtU8E3194WgtreFLa4TUPt0luLpz5mRyPM6gn1xWlpngsxeHNO08XN1pX2WZpvKsrpiCSxbDMeW60Aa1z4w0C0vJLOfUo0uIpVheMq2Q7DIXp1Iofxh4ej0hNWfU4VsnkMSTEN8zDqAMZP5Vg+KvAc+varLd2l8LRXiR+FyTcxt8kh+i5FL4o8Kate6Tpun6TJai3g4mR12sxKkblYdOvIHWgDpbnxFpFnDZS3F9Ekd6wW3Yg4kJGcDip9M1ax1i2a40+4WeFXMZdQQNw6jmvP9V0HUrH4c6b4elsXvNRQ7Le5slyLdxyrksePrXf6Pp66Vo9rYrj91GFYgfeb+I/icmgC/XJWuP+FqalhVB/suDJB5Pzyda62uH0wP8A8Lg17dEqj+zrbaw6vy3J/l+FAHcUUUUAFFFFABRRRQAUUUUAFFFFABTJv9RJ/un+VPpk3+ok/wB0/wAqAOM8Ba7pCeE4IG1OzWaB5vNjadQyfvX6jPFdDN4k0O2J8/WLCPADHdcIOPXrXLeCvCnh+98K21zc6NZTTySTF5HhBZj5r9T3rfPgnwu3XQNPP1gWgB58Y+GQgc6/pm0nAP2pOT+dJ/wmfhj/AKGDTP8AwKT/ABqSTwn4elSFJNFsGWHiMGBcJ9OKtJoulogRNOtVUDAAiXj9KAKX/CZ+GP8AoYNM/wDApP8AGub8eeNNE/4Q2/Fj4htROQqg21yvmYLDO3BznGeldn/Y+m/8+Ft/36X/AArmfHXhS11LwhqEFjpFtNdMFdUVFUvtIOAfXANAGZoWl+G9buZLSJvEEE6RLMq3N9Ohlibo64fkH8/at7/hAdH/AOfjVf8AwZz/APxdcjouqHwyxktPAevmWWJV3ySiVlQdEBJ4A9K3k8eatJCZR4J1kAMFwSgOT7Z6UAReI/Btpp/h2/u9PfU5LqGEtGralORkd8b+cda4LwRd69D4ltpNCup9asZrdz5uo3ckYdhjcoU7vunjOK63xLruueJNDu9Ft/CesWs1xECspdAo74Jz36Gsf4f+HfEun+OUvr7Ql020aF1eKNx5UfAA2AdyRzQB3n9peNP+hf0z/wAGLf8AxuoG1Dx75h26FowTcMA3z5x3/g612FFAHLCfxvOCy2eiWvONskskpI9cgL/Kj/iuvXQP++Jf/iq6migDlv8AiuvXQP8AviX/AOKo/wCK69dA/wC+Jf8A4qupooA5b/iuvXQP++Jf/iqag8dhAGbQGYDk7JRn/wAerq6KAOIuLX4kySEw6loMS5OF+zyNj8zS2+n/ABEbd9p13Rk6bfLsmOfrlhXbUUAcSNP+IflAnXdG8zccj7C2Mdv4utWotM8bFMy+ItNV/RdPJH/oddZRQB5jbP4717w1q7rrGnrNG9xapHHZkFyhK5DbuCccVR0bVNCshpczzwRabaaVJDeRSSAMspPKspOSx57VseG/FFjoaapY39vfxzLqVy4xaSMrK0hIIIHIwamn1vwTc3v2yfR3kuchvNbTHLZHQ520AVvB2keLI/DcJtdUg0+1d3e3tbizMjxxliVBbeO3bFbI0bxoLky/8JVZ7Su3yv7NG0H1+/nP40snxD0SJflg1JwAcBLGTt26VieIPiRJ/oVtoMYhluGbzLnU4HiihAUnBJxycYFAG/8A2X4y/wChksP/AAXH/wCLqObR/GksTIvimyiJ6Omm8j83IrE0r4t2c+k2099o2ri5kXMgtbJ3jzk8q3cEc/jV7/hamk4XGka+S3b+z24+tAFmDQ/G0MhZ/F9tMCMbX01cD34YVL/ZHjPzC/8AwlFlgjGz+zeB7/fzVT/hZ+ki5MLaXrq4OC509ttRH4raTn/kDeIP/Bc1AF1dG8aqrg+K7Ri3QnTRleO3zVz3jHR/FVv4W1CXUfEkF/ZnyxJbfYFTcPNXgHdx1xzWp/wtfSf+gN4g/wDBc3+NYXi/4i6Xq3hi7sE0vWY2maNd89iyIP3ink9qAPVLcAW0QC7RsGB6cVLUdvj7PHt+7sGPyqSgAooooAKKKKACiiigAooooA4Lwp/yVHxr9bb/ANF13tcF4U/5Kj41+tt/6Lru2yVIBwccGgB1FMiV1iUSPvcDlsYzT6ACiiigCjbXs0+o3ls9lNFHbldk742zZGTt+nSud+IFtf3un6ZBp9k1y66jDLIdmQiK3J9jzWhdeM9EstbbSLi6KXKjLEodinaWwW6A7RnFDeM9DW3E7Xe1C8agFDk7/uHHoexoA5+x0nU4vHEl+8F2I5b6QiQyHYIdmBkehNegVUsdRtNRtUubSdJInyFYHrg4NW6ACiiigAriofiZosk2pI8dxGtipZmZR8+G2gAepPAFdrXn0nwwiur+/ubvUQ5uYigMduEYNu3KzHOGKnpxQAzUPHlzJqOgR2kclkZ9TFpfWtzGN6qVLA+2QOtXp/idosNldXYjuHhgCuCoGZEMnlllHcBuKQ/D6KeW0vdR1N576K8W7lmCBFkKqVC4zwME/nUdr8NLO30K60Y3KfZpCogkS3CyxqH37S2fmGRQBfXx3ZfZZWeyvEulu/siWhT948hXeAB7qc02PxZDf3+mS2z3MdjNFM8oa3G0GP7wY9VI5p03giKS9lvFv5o7k3q3sThB+7cR+XjHcFRRD4WtrMWtsuruscEcwmiO3M3m53sfSgCloHimbVvGjWVvHJDpr2P2iKKSAJzvwGUjqCK3tf8AEcPh57H7RbTPFd3C2/mpjbGzdC3oM1yTeBNTRp/7N8V+VdrY/ZbUCIDyo92QeCT+OK6TUfCx1zwcmhatePNKY0El0igMXUg7h6dKAKdx8QLOzksxdWF5FHOu95SoKRLv2Ak98nHSq48VzaRrGsRXonurVNSgtoigH7kSohGf9nc1Sa18PoNWm41Ka3tfsqW/kKoITYwZWXPQ5HPrV6bwha3cWt29xdySDVQhkxgNGVUKGXHf5QfrQBRvviTpemRRNe21zA7Fy0bgbkjVtu/3BPTFdRPen+yZL61Tz/3JljUHG/jIrmdS8B2V9PpzwXSpNYW4tv30Szbo855DdG966uQQw2ZSV1SIJtLEhRjGPwoA4nS/iBMfDmmXWoaXcvf3vmMsEABJVMlm9gAK7DStTtdZ0q21Kxk8y2uUEkbYxkGubtvAcNtbxLBql3viWSOKRgp2RSdUA/HOa6PSNKtdE0i10yyQpbW0YjjBOTgevvQBw114x1lPDWsao0Zg+wap5CFUDCSMTBCuOpOM8+tbkvjqxt9LF3NbXMcpleIWzqBISnLH8BzVW68Ao8WoRLrd5DaXl0t20RClY3D7ztJ9Wwfwp2o+C4NRkHl6mv22G4e6j82JZFXeACGTuOODQB0ul6ra6zpEGp2LGW3uI/MjOMEiucsvH0N8ZQmlXitBPJBOhxujKLuJx1Ix0rpdPtU03T7ezDqRGu0EKFz9AOBWPJ4M043+s30Ms9vdarCIpZI3wU4xuX0J4/KgDNh+JWmS2kkjWtwtwJoYEtjgtI0oyoHboDn0xT1+Ido2nT3n9mXqiG0+1vG6hW2bypGD3BU/hVYfDLTod0pv5o3XyZEkRVUJLEDtl9zgnOetWtQ8E23iDTBHPrV5N5tubee4jZf3y7twzjgYb0+lAFifx1Ywy3CC1uXME0EUhC8DzQCp+gzzVe58fx2+pXVmuj3sn2e6WzMq42NK33QPrRf+CdNmvTdPqdxBDuhaeFXUJJJHgIzZ6cADFSz+Bobi9kuDqd2Fk1BdQ2DGNyjAX6UAavhzX7fxHpZvbdGj2SvBJGxyUdDhhWVq3jR9K8UDRjo91cboVnE0JBATdtZiOwFanh3w7beG7W6trWWV47i6kuSJD91nOSB7VWu9JtovE8niCfVDEkVp5E9u+3y/LyTlieRzz+FAHP2/xW0+8tb+e2tHkWBRJEQ4w6l9mWP8HPPPalk+KNsBZrDp7yyzwG5kjSQHZGG28Y+8eprQtfAdjBpk1paajdR2sj+ZAItgEQJztzj5lyehp0Hw80q3S0aKe7guYFZWnt3EZlDNuIYAYxnsKAGx+N5n12fTzos6QQFXmuy42JCy5Vz3/Cul07VLLVrb7RYXMdxDuK70PGfSqNj4atLDV77Uo5riSW9CrKkrhkwowABitaKGKBNkMSRr1wigD9KAJK4nTpg/xe1yPyQnl6bbDf8A38s5z+uPwrtq4TSWB+MviIDdkafa5yeP4ulAHd0UUUAFFFFABRSEgDJ4FRy3EMCF5ZURR1LMABQBLRTFdWVWVgQwyCD1pUdXXcrBh6g5oAdRRRQAUyb/AFEn+6f5U+mTf6iT/dP8qAOc8Af8iXZf783/AKNeumrmPh+wbwXZYIOHmB/7+vXT0AFFFFABRRXLa54uNrqqaFo1t/aGsyru8sHEcC/3pG7D26mgDqaK4mPwfrmpgvr/AIouyWUg2+nAQRrkDvyTRF8PBYW7jS/Eet20xOVeW585QfdWHP50AdtRXGJruteGZUh8TrDcWDEKuq242qp7eav8P1HFdgjpLGskbBkYZVgcgigB9FFFABRRRQAUUUUAcd4z8exeELyxtP7PlvJ7tXkAR1QKiY3HJ789Kng8dafdWNndw29xsuzMIg6bTmJcnOfpVzV/COk67ren6pqMAnksVdYo3AKHdjkg9cYqgngS1GvzalJf3ckLmVks2I8uJpBhmX04/nQBzqfFt5LGwuV0QYvpTHDm7THHXd6GvSoXaSCOR12MyglQc4OOmaxIPB2kWsmltFbrt01GSFGUEHcMEnjr71v4wMCgDz+f4rabbTqk9lcRoZLqLe5AAeHHB9N2Ripm+IvleZNNpEy2TxSva3AkBEzRx7yuOo4Bwfarz/D3RZtMv7C4E08d68ryNI2WBdlYkHtgqMfSq8Pw20tL24mmvL2eGSFoo7d5Pkh3psdlHqR/WgCey8ZXGoaoyW2kyHTIBtur1pABE2wORt7gA4zWCvxTury1t7nT9BMscl4tq3mXCqfm+4wHoRXSnwJo/wBsefddhJE2y26zkRSHbt3Mo6nFVYfhl4YtbyO5tbN7cxvHIqRyELuTocHvQBkan8Vl0m1ku7nRJxalpIoZvNXEkiD5lx2HXB9qy9b8Tt498A332S3itZLe+to8ysHRiXUjafXkZrq7n4baHdX088rXRil3MLfzf3cbN95lHYmszx3pGnaB4P1i8t1eNbu7t5pgpyFYOg3KOxwPzFAHS2/iCIWmtFLVlTRsowBADlYw5CjtwQKwP+Fjs2pwIunKLBgFkmecKyyGISbQvfggZ961Z/BGn3V9d3q3mowfbhm5hinxHIdu3JXHpUc3w68P3F/BdyxTMYYxGIjJ8jYXYGIx97bxmgDAj+K41bTLmbQdNFxd21p9qnhnk2BBuIK57nAzxXaeGdQ1PVNDgvdWsobO4mAdYopN42kAg5/GoIfB2jW8PlR25ANobNueWjznB9T71tW0CWtrDbxAiOJAig+gGBQBLXL/ABCO3wNqJwTjyjgdT+8SuorkPii/lfDbWpMZ2RK2M4zh1oA6uA5gjOCMqOD9Kkqrpz+Zptq+MbolOM+1WqACmOSoGF3ZI/D3p9FABRRRQAUUUUAFFFFAHBeFP+So+Nfrbf8Aouu9rgvCn/JUfGv1tv8A0XXe0AFFFFABRRRQBzL+Eo5dZ1WeaZJbDU4/39tJECyybQm5X7DaOmKij8HFH883+bgyQ5IhATyo87UC59+tchYfEzV2s1vLg6dNHPayyRRwqylGSZYgxyeVYsW6Dpit1fFesI0Pnm0jhjv3sbiZomwzEfu2AzwM8H+dAG9onhi30uC2Nwy3V1bNIYptpTaGYnG0HH41v1z+na7c3F0bFrN5Z4J/IuZlARFO3O8KTnaa6CgAooooAK8u/wCE38Qx6nqtrK1n5uktNLcQ+Qw3wAfuyGzgZPGcV6jVFdM083dzei3iaa5QRzSEZ3qvQH2oA8p1rxdqs2gajZ6u1lMyW1tfJJbo6oVkcDyyQchvQ5rrrDV/EN5461CyW405dFsBG0u5W83DoSADnHBGcmtqHwj4fhtZ7dNJtTBcSCSRGTcGYdOvp29KtpoukwXE86WFqk10nlyuIwGlXGNp9eBQBcgniuYEnglSWJxlXRshh6givKfGPh3TdO8ZeH5XfzJNU1WVrkyPjMZQ4Tr90HpXqkFvb2FokEEccFvEu1EUBVRR2HoKpX+iaLq00V3f2FndSRDMcssasVAOeCenNAHlWuyXXhn4iX8+jXFvALLRoyy3Cb/MUPjbnIweetdVaeMNavfHB02CxD6dFKsM0gj4XKBt2/Pvjbj8a2tZj8ODVbODUdKhuLjU/wBwkv2dXDBRnDN6VoL4d0dNTj1FNOt1u41CrIEwQAMD8hxmgDJ+IrXMfgu7ktbtrZ0eMs6jkrvUEe3WuL1rV9Q0rx5cavpt9ZyW0elwvcBst5373YcDOFPXnnpXrNzawXltJbXUKTQSDa8cigqw9CDXN6jZ+GIdZsdIu9DheW9hMUTfZlMe1Pm2E+2M4oA5+/1+60/U/F95aCzS5tILaRJHViWVgOG5xjnAIxVfxNrOtjRp9P1C60ze9i94T5JKyLuG1VDHqO5rvJ9B0O8Wfz9OspVlCrNujUhgv3Q30qLWrTRYtMF3f6ZDdRWcZMaCFXZVxyEB9u1AF7TJFOjWjqdw+zoRjnPyiuCbxprItnvPPsyJ4rx4bVYiZLcwg4Lndz0wenLCu90qS0m0m0lsYhFaPErQoF27VIyBjtUcei6Tb3U97Hp9rHPKD5sojUFgeuT745oA838Qa/fa5oviHTxqMSpDpdtdhrZMNG7k7kJJORwD261X1nX5tEvrrU9HZb67OlWsJnUA5JkZSxxxx+Vd7oMPhW8tLi90ezsVhLvbzPHEqhtrEEH1Gc/nWrHo2mRtI0dhbKZYhC5WMDcg6Kfb2oA8va61u9v/AAtd6vq/2ExXc8TsGiYOAuQzYJUMRxjNel+INTk0fw7f6lDA1xJbQNIkajJYgcVImm6VbwQ2SWlpHFGcxQ7FAU+wq+QCuCBg8YoA8a8WeK9XuvBOr20moWpk/s63uTLbpjiU7WiIJOD3z1r0/wANadbaV4esrO0CeUsYOY1wpJ5Jx2ySax2v/Ddj4iTwzb6RE7yqbicwwp5UXXBf0Jwe1bs15b6Zb20dtbmSIyLCqW4XEYPfGeg9qAPKtTvw1r8QrG8ut10l0skEdwBhUBTaw46e9Xb7xj4g0+1l0u2nivbpbqCH7VEqr5aSJuxgnbkdASa6u68X+FPs1/dyPazCC5W0nbCElicDJzyvv7V0P2bTZMp5NqwnUEjap8xe31FAFDwnfanqHh+GfVo4ku9zKfLkVwyg4BJXIB9QDXn3iG5jsfEXjuHUL85u9LT7LDIowQI5PbsQec9W9a79NfsrbxJa+G7a25eBpQ8TLsjC/wAJAOQeR2rYltbebcZoIn3LtYuoOV9D7UAeM3XjTW9H0DW7ZdajeayjsZLW48pANsqjcoHOQBn8qu+Ida8UaZq2n2P9uRmE2oulvJmSBJnL8IeDkY4wOa7fxPqui6BocupS6fbXkcbRxvHGqE4LBR+AzWwJ9KvJUtGa0knjUSC3YqXQY4O3qKAPMNO8S+LbrxqPMmt1K3LxPpwnyJI9uVKLsBH++TivTtEvNRvtNWfVdN/s66LEGDzhJgdjuHFImq6K8s0sd/YNJCNsrrMhKDPRjnjmrttdW95CJrWeOeI8B43DKfxFAE1cFo//ACWjxL/2D7X/ANmrva4LR/8AktHiX/sH2v8A7NQB3tFFFABRRRQBjeLIby48JarDYIXu5LV1iVTgliO3vXm3iXwtPqVlqSano+sXsT/ZxEtnKAwIhAJwxwRu4PFevTTRW8LSzSpFGoyzuwAA9yaIpY54klidZI3GVdDkEeoNAHnF7pHiWH4b6RPbQ/8AFQacqlIEyAVPylWA6nafzFdV4d0xvDHg22tis11NbwmSRV5eSQ/MwGfcnFdDRQBwX/CwNZ/6ELXv++U/+Kp6eO9adHYeBNcGwZO7ywT9Pm5ruSQoJJAA5JNZ8OvaRcXItoNVsZZycCNLhGYn0wDmgDl4PHWtXEyxL4E1tSxxmQxqo+pLYFSTeMdcV1hPgfViZFOCskRUfU7uK7WigDz3w1qXiDRvDkFq3gy+yhkchbiHPzOzdC2c81sjxJ4gIz/wht9/4Ewf/F11NFAHLf8ACR+IP+hNvv8AwKg/+Lo/4SPxB/0Jt9/4FQf/ABddTRQBwuueMtd03SpZz4Uu4XbEcbyXEJUOxwuQGJ61r6BosPhTQZZZS094wa4vJyMvLIRlufTsB6VV8aMXvPDlqWVEl1ONmdu2wFgPxxiqen/E3SNSvLWyWGQT3N7NZeXuUlTHnLEehxQBUuPG+tab4SudcvoNN/0gQnToUmIz5h4WQnGMDnP19KwtU+OEOmxxO2nqRNpi3Mfz5zMWxsyO3Xn2rT0290G3+3Rp4NkhLxm/tY5djfalTgsuSQmN/T0asqHVfDV3p9veQfD+R4ZITdOG8sLHAC2Xxn1LcdaAPTNOkHiHwxbS6jZqgvbYNNbvyBuHIrI8HmXS7vUPDMpPl6eytZljy0DdPrg8flWRF8UdLi8a2vhW0sJHjKxoJ0YfKWGQAnUgDqa2bxFX4naW6jDPp8wYj+IBhjNAHWUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFQXdpbX1u1vdwRzwtgmORQynByODU9FACAADApaKKACiiigArjfit/wAkw17/AK4D/wBCWuyrjvimQvwy14lQw+zjg/7woA6XSv8AkEWf/XFP5CrlU9K/5BFn/wBcU/kKuUAFFFFABRRRQAUUUUAFFFFAHBeFP+So+Nfrbf8Aouu9rgvCn/JUfGv1tv8A0XXe0AFFFFABRRRQBxOq3ng/w3fbZNKiMyqsUht7cN5ayvwG9i3OK657a1uYljeGN0UhgpUcEcg49a8z8UeHL698Q61d22kXEgkn09ldekwRiXx6gAj8qk0fRfEUupXX2yGeGeWK6W6uQdqSktmAoPYUAeki3tvtJnEcfndC4HNT1xXhPRdYt76afW4lLS7blSsmdkuNrL7jAzXa0AFFFFACEZGDXit54R8Sw+JbiCztmGlRXxCEMcvFN97qf4a9rrg9B+IVrPc6hZ6pMBcw3c0cRihYIypyFB7tjtQBzWp6dfab45tFs7DU306xe2V5AS6mNeGI5xjnkVp+D9Lg1DxfeXNvJ9o0nTZmlsZlkY5klUBlOeu3B+m6ui1DxnbSaTcyaS4e7SwN/Gs8bBHjBrCfxzap4PXUtBiigkglt5b21e3KsyysAxUd8knB9qAPQL6zh1Cwns7hd0M8bRuPYjFeUweDdWtfC01tJpsklzCy2EIjmPz24fJkYAjOe4zzXW3HjFLufRZtLnUW09+1reRzR7XTEbNg5+6Rt/I1dk8d6BHYXV99rZre2jWV2VCcxk4Dj1XPGaAOQ0fRdYtrXQLS9025K2+pz+YeMLEykK3B4HtUreHNetdE1WKCCb7VZ7oLCYTZaeFm3Nx6gZUV3mja5Z69avc2Xm+Wj7D5kZQ59s9qdrOs2Wg6eb6/dkhDKmVUsSWOAMD3oAxvA9vcW+mXTSyXhhluC8MdzHsMa4GVUZJC5z1qn43h1K61fRYdLhn+0qLgpcKvyRMYiqkntzitKTxtpMdlZ3QW7kju5nhi8uAsd6khgQOnQ/lWX4m8eWtv4Zku9Ium+1vZm8gP2cyAIDj5h2yeKAOR0fw/relaJMt9p9/cTXMsC3CHAj3chmKqcuPUk81cOh65/ZmmxX+kXN8kFvcRCEOBskLfI3XgbeAa9Q06d7rTLW4kxvliV2x0yRmsTXPEF1pnibRNLgtJJY78yCSRFzs2rkH8Op9qAOPl0/Vh4y0O7itNT8sNF5tvIoCIFTBIcHhRySpHJr1J0WRGRgCrAgg9CK47w34yE1/daPrM6nUIrmWNJEhKRuqjd16bgvX6VZm+Ifh2C2nna5kKwqjkJGSzI7bVYAdVJ4zQBxUfhrXINHs9Lk0N20611CeS6hiZc3YbcUYDj5QSvU/yr0DwVaarY+ErG31py98inflskDPAJ9hgVc0bXbLXYrh7PzR9nlMMqyxlGVsA4wfYin67qTaRoV7qCW8lw1vEziKMZLECgDzzx3omuX/jCK/07SJbgWkUbRSrIBvIbLKCT8p+g5r061klltYpJ4fJlZQXj3btp9M965iHx7p8emWNxqEFzb3FxbC4eARFjGucbjjoM966qORJokljYMjqGVh3B6GgDy2bQLyTxr4uvv8AhHZ/JvNOMFvJhcSSAEHHPG7j8qn07w+dF8NaCbXwxdSXpuYpLxWkBeNlXaXJJ79eK6jWPEtzpvi3R9Hj0+aaK+D751XITA7fTqfasLwr46l3XVjrpkeaO6ukjukjHlssRztyO4WgCreeF9TurfW7GLRbYRHUFu4HYhfOXdu29OOM9adc6Frdz4vM9zbXX2adoZbZ4HTba7ARtY4zjvx1rpvC/jXTfFct1FZRzxyW4VmEq4yrdCK6GaQxQvIEZyqk7VHJ9hQB5p4d0LVtN8YaTNLoIRIIJ7e6vvMUmRmbcr+pzjHPrXc+JrgW3hjU5Sk7hbZ/ltwS5yCPlx3rDsviJY31pLcx6dfiOJZjLui5QxY3Aj15AFSt4/0sactz5M7SPdfZUt1ALu+0Nx7bTmgDziy8P32u+F9XtYNHEerSrafPu2xlF25CnAwfkJI9TW9Dofi+38TXGpJo9kytLIAfPC742QKucDORj1710DfEnSYdPnvWs7tIIooJWzHhsSsVHHXgjBrR/wCEzsQ8qm3uB5d6tkx28b2GQfpQBwFh8P8AWo7HUDJYJGbiOICJZwJEZX3HZIBngcjdnmvQ/Bek3Wi+G4rK8C+askjZGMkFiQWxwW9a5/8A4WgPt8tkPDuoNKl21mCCpVpQMgZ9x37V1XhzXrbxLosWpWyOiOWRkfqrKcEfmKANeuK0Y/8AF1vEo8tv+PW1+ft908fWu1rj9Gj/AOLm+JZfl/1Fqvv90/pQB2FUdT1fT9Gthc6leRWsJO0PK2Bn0q9Ve7srW/h8m7t4p4852SKGGfxoAwm8feFhA0v9tWxUAngnJx+Fc3J458TnTLbWbfRrF9N1GVIbIGciRS5IRn7YJxkCu+OmWBXBsrbGMf6pf8K5+08BaXZ3ltKlxevb2sxmt7N5yYYm5wQvtk4oA5bxRpeqRaTbXXiW4Gs3dxcpBb6bG3k2iyNkgv3YDB61es/Hcvha9XRfGcFnp7eSHtZbIM0TrnG3bgkEV2muaJZeIdKl06/jLwSYPynDKRyCD2Iqho/g7TdJuZbotPe3UihDNeP5rBR0Az0FAGLqnxX8M2VnM1veGa8A2xQNE6bnPQEkACoNRn8daJoh12bUbG8EK+dc2K2wUeX1IVxzkDueuK7DVNE0/V9PuLO7to2jnUqxCjcPcH1rzvxJ4c8fm1t9LhvodU0TeqTRpiG4eIfwsx4ORwaANTxPcx+JvE+heGprmW2sLy2a+mVHKtcAY2x8duST9KyfEPg7Q9R8SWfhPRtPttLmjhF9LfQx4lRA2AEPqT1JrofDnh/VLnxIfEmvQwWssVv9lsbKE7hBH3JbuTitPxJ4Xl1ie3v9O1GTTdUtwUS5jUNuQ9VYHqO9AGEutah4H1+HT9f1KXUNKvEY2tyYcyxuvVWCjLDGOcVs/wDCwfDv/Pzcf+Akv/xNJoXhK4stVfV9Z1WTVdQKeVGzoFSFfRVHQnua6couPuj8qAOWj+I3hmZSY72ZwCVJW1lOCOo+7VaT4naAjuiRanKVYKPLsZDu4zkZHSpvh+qnRL3IJ/4mVz98c/frrNi/3R+VAHDL8WNAdtq2esk8n/kHvT4/inocxUR2OtMWOB/xL35NdttX+6PypQoHQD8qAPLPFvjvTdQ0i3nttP1fzba5iuY99iwDbW6H9a1/D3w+8LC7g8SackryTn7Sjl/4mLEkj1+Yg/Su7KqRggEemK4W5ttW8DXk13pdrLqWhTyGSazQ5ltmJyzRjuv+zQBoaR4EtNJlndtQvrvdA9vCLiTcLeNjkqn6fkKr3Hw402XTbGxivr+3S1t/srNFLgzQk5KP7Hn861dM8aeHtWUC21S3EmMtFK2x19QQfrVq88R6LYW7T3Oq2kca9T5qn+VAFGHwVodreJex22y4jnE6y7vmUhduM+mO1U/D00ev+K9T1xIw1tbD7DazZzvwcuR7ZwM1DJrNz4zD6fosdzb6ZIMT6mylNy91iB5JPrXU6ZptppGnQ2FjEIreFdqKP5/WgC5RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVx/xTYp8MteIx/x7jqM/xCuwrlPiUUHw410uu4fZW427ucjHFAG/pX/IIs/+uKfyFXKqaV/yCbP/AK4p/IVboAKa6b1xuK+4p1FABRRRQAUUUUAFFFFAHBeFP+So+Nfrbf8Aouu9rzzwtET8W/GcolYALbL5fY/J1r0OgAooooAKKKKAOU1Dx9pWmeIZdHuobxZIRGZZhCTGiucKS3YZ4z61ozeJLNJhCgkeRknZfkIGYvvAmuW1LwZqms+PdQu55mtdGnggRvLKsZ/LbdtOeV59PStY+DSNUe9bVpREBcLHF5Y+QTAZ+YnnBGaAKugeJNZ13xOi4t4tKexjuRH5ZL5YkEF+ldvXNaH4UGh30VzFfPKqWSWhjZAN205DZz19q6WgAooooAK89s/hzdJexte6x51pFfS3yRrHhmkcYAY55Ar0KvLF+I2tx6le209nboWYJZLIjIGy+3dvyQ6gc8YoA04PAesfa7uS71uGSKXTnsI0S3x5ak5DdeT0zSj4f389rdJd60rTvHbwwvFb4VY4W3KCM85OMmoYvGmstJb27nT/ADVvLiynlQMUZkiLqy88DsRVW08Y+L9Uh8Omyt9JSTVrSSQ+eXwjoeSMZyCuMD170AaL/D+9nRGudXWSeW/e8u38nAfdGY9qDPygKaR/h0w8JXugQ3NqiTW4t47gQHzAobPzHPP0qFvG2tRaVqWtGGxlsI1lSCKMnzkkWTYN4zyDyxx0Ard8L65qV3FJHrq20MxkCwOjBBMCucBNxIIoA3dPgex022tppUeSKJUZwNoYgYzisnxdo7eItBfTIdSWzeWRSHIDBsEHbjvms3x94fj1SwbUJ7uaOKxtpXEUcrRh3K8ElSOlcnqugx2XhXRdW0mVZb65ubBoPtEhdI5OAxBJzg55HtQB1Wk+C9S0ZLKG313zbe2nlmMUtuAMuG6EH1cmqo+HEv8AYsdkNakin+wPYyyxwgh0Zi3AJ4PJH41n6j478Q2ttY2dtb2NxqshujKVB2HyWwFAz8pYEHJPFddca3e/8IUdYitI4b1rdZFgmlXaGOON2cHrxzzxQBsWFs1lp9vatJ5jQxqhfGN2BjOKy9Z0NdZvrK5g1B7W5sWbDRgMcMMEEHpxXJJ4212a1t7aIWUeos07SvcwvGsaxqG2lSc5II5BxVCLxU+n6hquqWlpm41E2SBdh2o7qQWI44/LNAHXnwbvvIJpdSdkhnlmCeUBnzEKEE59D1rP0v4etpti1ml/F5aCOOGQWoMnlqwbDEnk5Aqhqfi7xPYLamSGxhf7Fc3U8ciEs3lfd24bA3Aj1xUh8ealcxLdwQ20MaGy3wSZZpBORkqwPQbvQ9DQB1ukaSmlXWqTi7877ZcmdwVA8s7QMdfRRV66hj1HTp4FkGyeJo96nOMgjP615vHr1zFc3+nW62ERvNbltJ7l0bZgRBiWUt1ONvHFbvwx3HwBbCN4iweYKY/uZ3nGPagCungC++yQxvrh80WxspmEAw8G7IAGeDx1rtYUgsLWC3VgkcarGm49gMAfpXAW3jDXZbLUHnk06KfS1lW9DRvtWQH93g57jmuevNevvEvhu7i1RoBc6ZqlqY22+XIwLKWymcrgtj3FAHpmtaA+q6lpt7DfPay2TPyiA7lYAMOenA61z1l8NI7WZC2sTyQi4uJ2iMKgMZlwwzmqDeJfEVjq+q2k1wk8mltNdyRiHHm22wGJQex3ZH/ATWWvjXxfPoSzwi282YxyxFvL81gyFiqRh/mAI9QcdqAO68JeDofCcUyQ3PnBwqj9yseAOmcdT7101c7b65Jd+BBrSTRLKbMzeYUYIGC8nb1xntXB6R4/1OTw9rL3WsWcl9ZxRXMTeWF3o33hjPTtnr7UAdjceArGWPXlhurm3bWAN7Rt/qj32emeM/Sqf/CuYlt41j1WdLiC4S5t5REv7p1TYxC9DuHWsjxN4l8T6TFYW9ncxXM14kt1HOsaKoUbSsZ3MBjk5IOeOldL4l8R32leA/7atoI3umiiYgHeibyoLZHUDJP4UAVdd+HsOvwlbjVrqN5YY47l0Vf3xjbchI7YJPA/pU0ngGzl1R7w312FeeK5MKsAvnIMbvxHauYbxV4glurWzbVYLWBNTayk1FoF2XC7NwIBOAc5Xgms658deJblrGO1uoEkWDzRLIVijuiJCp+9kkEDovOTQB3S+ArNbgSf2jfnF8b4L5i48wjB7dK1/D2gWvhvTDYWbyvD5ryjzDkgsckfTNcNo2oeJNS8SaxdW2urdWunzbhpaImZMpnYHOMAHua7zQ7+/wBR01LjUdLfTbgkg27yK5A9crxQBp1yeiL/AMXB8UMSrHZbAEDkDZ0rrK4XwlK8vxC8ahznZPbqvGMDyxQB3VFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcr4D/5BGof9hO5/9Drqq8209PH+hG9trLQNNubaS7lnSR77aSGbPTFbVteePpoQ82k6JA+fuNeOT+YQigDr6K5GC68eyIxk0vRIiGIAN5Icj14SpfO8c/8APjoX/gVL/wDG6AOporlvO8c/8+Ohf+BUv/xujzvHP/PjoX/gVL/8boAv6r4S8P62WOo6RaXDN1cx4Y/iOah0/wAEeGNKx9j0SzjIJIJj3HP/AALNVvO8c/8APjoX/gVL/wDG6PO8c/8APjoX/gVL/wDG6AOnVVRQqqFA4AAwBTq5bzvHP/PjoX/gVL/8bqgw+Jpb5T4aA3ZxmXp6dP1oA7imJIjs6o6sUO1gD0OM4P51xEi/E8yMY38MqhPyqfOJA+uKhjtfibC0jRnwqjSNucqko3NgDJ98AUAegUVxtpB8RHVvtl94fiI+75UEr5/NhU62vjkg7tT0QHPGLSQ8f990AdXRXLfZPHH/AEFdF/8AAOT/AOLo+yeOP+grov8A4Byf/F0AdTRXLfZPHH/QV0X/AMA5P/i6a9n44ZcDV9GU+os5P/i6AOrorlHs/HLRsq6voykjhhZycf8Aj9UX0b4hOPl8U6YnA6WB/wDiqAO5orgv7B+Iv/Q36f8A+C//AOyo/sH4i/8AQ36f/wCC/wD+yoA72iuFj0H4gb/3vi6x24P3dP5z2/iq9/YPi3y1/wCKvTzOM/8AEvXHv/FQB1lFcomg+Ktvz+Lhu/2dPTH/AKFTv7B8T/8AQ3/+U9P/AIqgDqaK5b+wfE//AEN//lPT/wCKo/sHxP8A9Df/AOU9P/iqAOporlv7B8T/APQ3/wDlPT/4qj+wfE//AEN//lPT/wCKoA6mua+IBkHw/wBdMUZd/sb8BscY5OfpzVC68KeKbpsjxzcw8AYisYx/Mms67+HevajCbLUfHOoXNhLxPF9njQuuR8uRyM0Ad1pX/IJs/wDrin8hVuo4IVt4I4UzsjUKM+gqSgAooooAKKKKACiiigAooooA848MRMPjL4wk3DBht/lHP8Pf0r0euA0dBbfGfxDHHkLcWNvNIM9W5GfyFd/QAUUUUAFFFFAHnx1/XrHxNPod/eI9wLaK8gMFp8sqKp85TycZYDH1rOfxte6hobvdtpzwSQQTuY0ZkjLSYMT8n5sc9sV6aYIjMJjGplC7Q+OcemfSooNOsrZJEhtIY0kbe6qgAZvU+9AHLaJq+sap4w1W1jurVdK06VYzF5X7xtyZAznjB9q7OoY7aCKaSWOFEklxvdVwWx0z61NQAUUUUAIQCMGsVvDHh+OCdX0y0ETKRICgxtJyfp61tMSFJAycdPWvGvD+la7N4n1F7nRb2Gzu4bqOTzn3BnOdm4k8j044oA9FTwx4Yv8ASIIF0uylsN5mjXyxt3HjcPc+tQ3dl4a8P3mju2lxxyCQWllJHDkQs2eM/wAIOTXndzo2qvoOg6fbWWo6bZWgaO5xH5n74jhgueQD0PvV+40rWTrcc13YareSxapaTQzFgUECou84zwd24kepoA9Fbw5osdzd3o0q2M9yjLOyxDdKp6g+ucVn+HLHwxfaXBdaVpkEMEU7SRhoQjRyKSpOOx7V0xOFJxnjpXj+kaI9puudSsLnS4XF02qXE74Qwu3yKCD1Gew4oA9Wv7Cy1azezvoIri3kHzRSDIYfSqR8MaGNNgsDplt9jt5PMihKDbG3qB2rmvhtpjmyfV7oBpGUWttKCcPAh+VsH1q98QLK51DSbW2gs57pGuQZViY4CgE/MARuGccZoA0n8G+G5bdoH0WyaF5TMV8oYLnq31qLV77SLeS18O3unyyw3qmOKJYQYmCjJXrgYAqL4fm8XwXYQX9vdQXUCmJ0uRhsg9vbsPpWX4xt7u98Y+GlTSr+a0tpHkmu7Z9vl7l2gZBB9z7UAW9Hj8KeI7S6tbfSUMFlO0comgACyD7wzWzc+HNCuhN9p020fz41jk3oPmVfuj6DtXm2m6bremaBqsf9gXs/2jW3mVHcbjEf4iM/MPYmn2uhX+qr4Xg13R9QZYXuI7k7sbFP3MkHp0oA9F/4RnQWWGL+zLQiCJoo12D5Ub7yj2NOTw7ov2m1uV021860QRQSCMZjUdAPTFefjw7qMV7rb2tjqEWtbJ1t78SfuZIyoCDr1GMDjg81u+ANJuNPnvZFsrqxsnhgRbe4bJaYKfMkxk4zkD3xQBY8Uv4f8M6d5lz4fN3Ff3qmRLeBG3TMeGbJHJPelt/FdjYX2oaVZ+H7+IWEPnyCGFFQgjOBhuppnxJ/tGbQILLTdMub2Sa6iZzBjMaI6sTnIweOKzbSK+s9d8SbtG1aa3urRFjkZwxchMFQxbOeeKALGi+LfDniCcWk2jT2n9sxtKpu4V23SqMHJBPQetW9HfwpqN/caXYaLF5XlLIJhar5M6q2AVYcHB9ea5Pwz4b1ywl0PzNHlMH2KS0la5lDPaMxPzqPTBxxVvwr4Y8TaXeQ21rLJp8FpaSW80k2JEuJd2UdU9AO/FAHcXmt6RYa/a6dcIyX17+6ibyDiQAFsbsYwADxnvS/8Il4e+zSW/8AY1j5MjF2XyV5PrXMeINP8Qvrfhi5Ns+o/wBmTyS3UsQWMOGUqNq56jNegA5XJGOOlAFBJ9KW1+ypNZ+QilDEHXaFHUY9BUDaZoHlhGs9N2GPIUxpjYO/0/SvMj4Glm8QXF43hlj5msGfzHkXH2fByoX3OOKn/wCEY8QR6fZMNJ3yW1pd2vk+YMnzCdhJ/u4PTtQB2Gp634et759MvtPja3s7I3olaJGhWPOPl9D+FaQ1mwvJ7Gwhg+1QXsDPuj2tFGgA4fnvnHfvXE3XhHW7uUAWqBG8N/YG3sOJgBgfTjrVp7HUYLjTb7+xDZ29rpNzBOI3DFCQCoAA5+6T/wACoA39R0fw1rZsI3ubXy7CRpooYZUCZHByvQj1+tajnQ/s9rvbT/JQ/wCj5KbQR/c7flXivg/QzqujanKmhRTawltDFGfmSLaMA4JAPmEDJ6gmtyw8Ia8mkyW95pHnu2tR3qh5l4jxz0GBz2FAHqJvNItYzfm4soklIUz71Ac9hu71Ztb21vozJZ3MNxGrFS0ThgCO2RXj2taR4gtrGBI9IjhmfVbidSW8yOOFlxjgHBPbjivS/B9lDYeFrCGGx+xDyhuiPXcOMn1JxmgDergvBv8AyUPxx/18wf8AosV3tedPovjLRvFWuanoVvpVxDqcyPi6lZSoVAvb3zQB6LRXB/a/ih/0DPDv/f8AkqaKf4kt5fmWfh5NzYfDyHaPXrz9KAO2orlHXx2yELLoSsRwfKlOP/HqqTWvxGd4jHqehxhVAcC2c7z3PJ4/CgDtqK4OSx+JjSMy61oiKTkL9kY4Hp1pP7P+J3/Qc0T/AMAz/jQB3tFcF/Z/xO/6Dmif+AZ/xo/s/wCJ3/Qc0T/wDP8AjQB3tFcF/Z/xO/6Dmif+AZ/xo/s/4nf9BzRP/AM/40Ad7RXBf2f8Tv8AoOaJ/wCAZ/xo/s/4nf8AQc0T/wAAz/jQB3tFcF/Z/wATv+g5on/gGf8AGlTT/iWW+fXdGAwelmf8aAO8orjG0zx/9owviHTPJ29TZfNn8+lPg0zx0Vb7R4i09WycbLHjH4mgDsKK5X+y/GX/AEMln/4Aj/Gj+y/GX/QyWf8A4Aj/ABoA6qiuPTR/GyqUPii0YHPzmwGQSeO/amPoXjZ0RR4ugUqpUsLBct7n3oA7OiuGbw345a3SIeNUVlJJkFgm5vY1H/wi/jrZt/4ToZznP2BM/SgDvaK4H/hFfHf/AEPn/khHR/wivjv/AKHz/wAkI6AO+orgf+EV8d/9D5/5IR0f8Ir47/6Hz/yQjoA76iuB/wCEV8d/9D5/5IR0f8Ir47/6Hz/yQjoA76iuB/4RXx3/AND5/wCSEdTQeF/GQP8ApHjiVhz9yyjHb3FAHcUVx9v4Y8TjP2nxrdN6eXaxD+Yp48La6JN//CZ6ln08mLH5baAOtorj/wDhFfEMsBjm8a6gGJPzRQRLxnj+GopvBWtTyq7eOdZQqc4jWNQfqAvNAHa0VwZ+H+sH/mfvEH/fa/4VPP4N12fy1PjjVkSMceWkasT7kDmgDtaK4M+ANYLE/wDCfeIOTnh0/wAKP+Ffaz/0P3iD/v4v+FAHeUVwf/CvtZ/6H7xB/wB/F/wo/wCFfaz/AND94g/7+L/hQB3lFcH/AMK+1n/ofvEH/fxf8KjTwJqryPGvj/xDuTG75l7/AIUAegUVwf8Awr7Wf+h+8Qf9/F/wo/4V9rP/AEP3iD/v4v8AhQB3lFcH/wAK+1n/AKH7xB/38X/Cj/hX2s/9D94g/wC/i/4UAd5RXB/8K+1n/ofvEH/fxf8ACj/hX2s/9D94g/7+L/hQB3lFcIPAGrBWB8eeICT0PmLx+lRQ/DnVYIxHH498QhRk48xf8KAPQKK4KX4e6rKAP+E88QBcDI81evr0pknw41J7lLgeOvEAkVNufNX8e1AHoFFcPH4A1ANH5/jbxBMitll84Lu9Og4wahb4cXpuPMXxt4gVTkMvnA5BOSOlAC6eD/wuvWTg4/suD+Zrva5XQfBY0PX7rVv7a1K8a4iEZiuZd6gDoc9a6qgBkckcqb43V19VORT6iiWKMeVEoULztAwBmpaACiiigAorjdZ8dWsekao+krLcXVtDMUbYfL3RgFgW6cbvxwasp4ytba1txfoY7jyY5LpUYN5JcfLnHXOD0oA6miuL07xLJqfjyG3tLiR9MuNM+0Kjx4G7fjI712lABRRRQAhIAyTgCuZfx7oCLdN9pkK26hiwjJEgLbRs/vfNxXSSIJI3jPRgQfxrgl8BauNFl0r+24fs6MFt8WwDGPdu2u2cn8KANSX4h6DBaWVy8lxsu52tlAhJZZVGSrDsauaH4y0XxFdvbabcPJIIvNG6MqGXOCQT1weDWBpvw9k0prUvrKGG1vnvIlNuBgspUrkn369a0/D3hBtGu7K6GpfaVt7aWADygu4SSeYTkH1oAZP4ruU8Zahoq2k6w2+n/aFm8kkb/m5z3HAA9waqx+PtLg8P6W+ssbma/tjNiC2LI4H3vlPTHXmtq+8OS3XiH+1oNRkty9r9mliEYYOo3FTnPGCx+tY0PgG4g0+ws49ZIW0tJrTebYEssnfrxjigDRtfG/h97C5nhlaO3tYVlOYtoKN90qO+ap3XxN8P2dtaTObp1ui6oI4SxDp1QgdG9qqP8NVmsZbWfVWeN7SG2x5A6xnIY8859KujwHAl/otzBPDbjTZ3n8qG3CrKWGD344oA6u3nS6toriPdslQOu4YOCMjIqas6ws722vb2a51FrmGZw0MRiCiAAfdBHWr+5d23cM4zjPNADqKKKACimM6KMsyjnHJ70+gAooooAKKKKACiiigAooooAKKKKAGqioMKoX6DFOoooAKKijnild0jkR2jOHVTkqfQ+lS0AFYGv+L9K8Nzw2980zXE6M8UMMRdnA64Arfrh/FPhC88QeNtE1BZ5reytIJUmkt5gkmWxgD2oA6fStastYile0kY+S/lyK6FSrYzgg1oZHqK8T+Iun6tpGgSyXd9cPbG6nFvFHclJH3f6tsr97HpVyx8O+NZZ9LuIs/YvJindpLkq4cRFShU9iTmgD2DIrM13X9O8N6f9v1OYxW+4JkKWOT7D6V5rqXgbxlFqPhxtG1OeOztQr3Mcl1u2ybgXznlgRnA5rs/iFpmqaz4Vm07SbVZ55zsbM4i2Lg/MDj1xxQB0trcw3lrFc27iSGVA6OOjAjINZPiXxJD4ctrd3tbi7nuJfKht7dcu7d8fhUXhmHV9Pt7fSryyiS0tLOGOO5SUMZHCgMNvUDNQ+NNGv8AW9LS1sbaymbJO65kZGjbHysjKMgg0AbyXsDRK0jrExQM0cjAMufUdqLi8ht4ZJGdSUjMmwMMkAZ4rzO5+GWpahqhv764t5ZykcbP5jjeqoQcjpy2D+FSWHgDXbbVYJZrm3l2xAPeea/mY8rYYdp42k8560Adzp3iKz1GGwdRJGby1F0gdeFQgHlugPNaRurdY1kM8QRuFYuMH6GvMLP4d+IIfC9vpMt/Dvjtp4JGSaTEm/y9pPpgKw//AF1i+OfB99o/hb7NFsu4fNnjs7ZGk3RtI4ZGXH8QHHPGKAPbSwC7iQBjOe1MWeJ/uyo3G7hgePWsObSb288Cf2V5nl3clmsJdmPDbQDkjmuR074aX+lJcGxvUid4ZoUBkdgFZRtHPTBz+dAHpJuYFRXM0e1zhTvGGPtWFD4vtn0jUNQkt5s2Ny9vJBCPMkJV9uQB2PWuK0v4c65p9hZI72c5tbiRorWeeR4okYDDA4yWBB46c1of8K/1e3u9SvdO1CC0u7xpj5i7ud0qOpP0VWH40AehR3MMmQsi7gAWXIyo9x2qUEEZByK8x1DwBrs0mo3NteQxXF4JhMY5GBmVnVlXJ+78oI9s11HgfRL3RfCEGm6mWM4L7g0xkIBJwN3figDQ0rXotUkuh9nmt0hnMKSTAKJj6p61prLGztGsiF1+8oIyPqK85l8AXw06KGzSCJ/MkyJrh2MJLZEqHn5scYNdJ4Y8LLol7qd/ORLfXs7MZt7EmPjaCDwOh6UATR+LbKXXItKSG5Mskk0ZkMZCKYwpYk+nzDBq3c69aWur2OnuwJvI5JEl3DYAm3IJ99wp+tWNze6NeW1hLHb3U0ZRJWXgZ6/pXmo+GOsrpFjAXspzavcBLaeaRkjSTGMOACSpGfxoA9We6t42YPPEpUZILgYHrVTVNXg07TJ7xWSYxRGRY1cZcD0rgR8OtUivJZRNZ3S/Z4lK3LOftEi9d390fTPSrdn8OZrewkE08E1wdPe1jU7tkbM2TjvtxxQB3UF9bzWsdx5saq4HVxwSOmfWqtvrCzXuo27xGP7GwCksMyjYGJA68ZrznUfhtrV/4fmsUGnWvmXKyC3t5pFjAVCobOM5yQce1bkngzUzrkF2j2WNsXm3LM/nDbGFZQOhDY6mgDqtL1u21TRrTUk/drdQiZInYbsEZxUejeIbXW3ZIYbiN0iSVlljK4DdPxriU+Ft1Hrug351XdHpsMUbLuYYKDnaOmD3zXpgVQcgAH6UARi6tzcGATx+cOTHuG4fhTDf2YQMbqHaz+WDvGC3Tb9favM5fCGrJ4/V7eTcjPLOb7yWDxq6EBS5+VsHoBU2lfDvWrDR47X7bYpMNRW8LqjMBgYYjd/E3X2yaAPRpr+ztopJZrqGOOLh2ZwAv19KnRldQyEMpGQQeCK8ul+Ft5HBrJt7u3km1CRZP37Oy7hIWDEHjgHGORxXeaJBq1sssGotatDFtS2aAEFlCgEsOgOewoAwIfiNazajNAul3v2aO6azF1gbWmUfdx1Gcda6ax1WC7gtjJi2uJ4/MFvKw3gfSuKtfh5qcd3cxy6rB/Zst+9+I0iPmeYQQoJ6YGaRfhvef2tpN2+oxMLGERb9reYBzuCnpg57+lAHbf23pZM4/tC2JtxmXEo+Qe/pT01bTnJVL63YrF5xAkHCf3vp715RofgjVL/UNfsrm2S1tBapZRXL23l+ftkDbiP4sgcmtm7+F883ijUdViv7eGK6tZrZUWIhgrxhFU442qRkfWgD0CDUrG6lEUF5BLIV3BUkBJHrgVbrgNJ+HZ0PURf2ElolwpkKN5ZyAUVVX/dDAk/Wu2sFu0sYFv3je6CDzWiGFLd8D0oAs0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAU1lLEYYjByff2p1FABRRRQAUUUUAFFFFABRRRQAUUUUAc1Z+DLKztdXskuJzp+pl2ktuAI2cfOVOM8+9WbPw/pVhqDurb7ua3WGQSMpaVFyASMdQDjNcXqfxBlsLeSWHVbCWFtXltPPcjEaCMlRgdfmwCaUXWoWuo6HqmpXdteXy6bdSvcW6fu9pKlVBHUDoPWgDrtJ8HaVo2pR39oJ/Ojt/sy75NwCbs4/Ouhrj/DV1cN4v12O4ubiVJkguLdJA2xVKchewGfxrsKACiiigAoorN0rWrXWPtX2ZZ1+zTGF/NiKZYdcZ6j3oA5/4pwQzfDjWGlUFooDJGc4KsOhFc9c+JNX8MWWn2ekw6c1hBo4vpEl3+ZgbdwBB6kt1+tehavoem6/aC01S0juoAd2yQcZqh/whPhr5/8AiT2x3wC2bK9Yx/D9KALmtauNI8NXmrmLzPs9s0/lg43YGcZrz8/EbXPsYhNvYLfMLaYSEN5IjmOADzncK9NFrAtoLXykNuE8vyyMjbjGOe2K5rWfAWlajob6VZqunQyzrNIYI1O8jsQwIxQBzGr+O/EsAawtLS3kvkuZoWmhTcpCLnhWYYz35rRtfEfiW78RCBJ9LSySyhvZ1cHcin7yhgSOveuqPhjRn0uHTpdOt5LeIhlRoxjd3b6mkvbfQ9EtLvUp7S1giWHbPIsQBMYH3Tgcj2oA8+/4TbVtZ8P6zEbyyt7hrRJ7aUqUQKWKsAd2W6cMMda0Nb1a50jxRZ6gxtbwwaHcyAxAgs6Fcj7x4/D15rqLLwZ4Yt1Etro1mgkgMORGPmjbkqfaomTw9o+taXoo0pUlmhkS1lEAZFUcsm7qMjJx3oA5v/hLvEMGnzRNPp8t1GLaVbjyyI2WY42kZ4I9c88V1nhXVbzVdPuzemEz213LbFolIVtp4OCTTb6w8M6BpRN1Y2kNkZ1O0xAr5jHAOPr+VbFpZWlkjLaW8MKyNvYRIFDE9zjrQB5DqkU1z4S8WrqGpxzXEGqGW2QZRo2Upg/eJK8gY/xroLnxlrsdsbQRW5vzqrWAmhiLqqiIPu2lhk84612s+g6RdSSSXGmWcrykGRnhUliOmeOabP4e0e6tJbWXTbZoZn3yKIwNzf3uO/vQBHot7qGqeGYbm4hW01CWIhkOGCPyM8HpnnGa4DTfGPiKTSNRur3UrGGWzAtpVe2YBLgvtA65J284969RtraCzto7a3jWKGNQqIowAPSoJ9J064jljmsLaRJnEkitEpDsOjH1PvQB57a+NNd1GzsNOtrnT4tUmedJLiYYQNH0UoDwWHvxSah4013TVuorm708XSXdmiKqnayScOE5y3sa7qbw3ok9s9tJpdmYXcOyiJRlh347+9PuPD+jXckctxpVlNJEoSNpIFYqB0AJHGKAOKufFurw+Jl03+0bJF/ttbMo8fzGFoQ479c8Z75FY8fjLxWyRb9V0xVnkvI1b7PkoYMkZG/qwH4V6fLoekz3y30umWb3aEFZ2hUuCOnzYzUM2haBFCpn03T0jQsQXhQBS33uo79/WgCrY6vcan4Fj1ZJEguZbPzt+3Kq23PTPT8a89Xxh4xfwppmqzXdr5eqXCQBreEK1tyckljt5xxn1r1VItNt7A2ipax2aLsMIChAD2x0wfSol0vRbWy/s8WdjFazHi38tVRz/u9DQB5zP458Q2TaMJpLSWJgou2t3jmcnzNuSFbjI7qDzTNP8aeJLltbvJZ7a2iit7pkt53j3QSRNhMKDuwR97PqMda9G/snQVkt8WOnh4W2wfu0yhHOF9CPanyWui3JmaSCwlM6YlLKh8xAf4vUCgDzzU9a8YaZoGm6/farA9pM+2WKwtwSokTCcnOdr4GR602/8ReJNHIgn1TzL2xit3+ztCub/wAwjdg8dM4+X05r0iJNKjsktYRZraoQqxJt2KeoAHT3FWpYoCRNKkZMYyHYD5R9e1AHlF5rkum6V4rvrHULOyu7a/jPmxxr+8LAfLJknJGe2OleheF4NSh0gNqerJqksrmSOeNAq7DjaBjr9aqaBqPhrWdPvNTsLa1igM7JPK6Iu9lOCzEdfqa6KJo2hRoSpiKgoV6EdsUASUUUUAMeNJAA6KwByAwzzT6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKaGDZwQccHB6U6gAooooAKa6K4AbnBz1p1FABRRRQAUUwsQyjaTnv2FPoAKKKKACiiigAoopgQBy3c4zzQA+iiigAooooAKKKKACiiigDmNPTwz4lleS1toJTpt1JERsAAkxtY47j/AAq9ftF4f0WNdPsIGVGWKOAusa4JxwT/ACql4U0q90m61qO5toY4p757mGWJh86vzgjqMVY8W6Vcaxo8dtaorSLdQy/McYCuCT+VAGuk8Pn+TvjFwEDNGGG4D6dcVPXNaZ4entPFFzrbT/8AH1F5csDHftIPy7T2GO1dLQAUUUUAMkkWGNpHOFUZJxmvGNa0fUr/AEW6tYLLUogdVuJYvlJQoy5UsAc4PY9jXtVccfiX4dOqHTo5bl7gsyKVt2KMV4OD3wetAGx4fhuYfCOnwyK8V0toqlZDkq+3v+NeY6B4W8QalYazZau96l5JBJltpRHmD5Rt+45OBgYA4OK7DSPiDaS6fYyXxeWa9eYQm3gbaRGTlTnowA6Vo23jzQbqWzjFxJE90FKCVCu0tnaGz0LY49aAOI1LRtafw/azLpl0t7qc8lxcxxOWWFyhVUZSRkd89jzVbSdH125u9Ik1u01aWFLOCKHYwVop0b5y3PAPrzkV6zqup2ujaZPqF65S2gXc7AEnrjoPrUOi65Za/Ym6sXcorlHV12sjDqCOxoA84sbLW7TXYFl07U5ZINSuJzIWHl+U6/KA2fX2rKs9C1fUNM1+1uNEvlhvLEtDHNyPPVi3JLHLc8HvXaeKvFut6HrIhhsYfspaJYPMbm5Zmwyg/wAJHvU1r4k1KTxy2m3NzYQWDki3iKt50pAGQD04JoA5i70zWNS1ayc2up2dq8UAs0hjX9w0bktuJPyZwCeuRUui6LcxeNtNu7jR9QN1DcXJur+RsxuzZ27Rn7uDwe3SvRtY1qy0Kx+130hWMuI0VRlnYnAVR3JrEm+Ivh2G3tJzPM6XShgEhYlAW25cfw/NxQA/x/pD6x4YeGKyF5LHNHKsWBkhWBOM98Zrk7vT9fu/FfmJYXUE4uIJLGYtmCC3A+dCAeD7Y5r0TWNZtND0ebVL0uLWFQzsi7iB64rOHjXRmUFZZWzJFHgRnIMgyhx6H1oATxyb0eEb1dPtJrudgF8qFtrEEjJH4dqzfh2L+O01aK8sbm0T7a0lus6hR5bKv3Rk4GQePena54vkNjZJo6TrdXs7wozW5YoUBLZX8KT4e65rniLTp9R1by1iYhYo1hKbWUkPgn7w4HP1oA5fxkhm+Jk1pFbSz3M+jYtlikwVmLkK554xxzV6Lwtql1q+rXE0NxFfx20f2O6aYiN5RHtZsA9z6j3rudYvNN0WH+1ryEb1KxCRI9z/ADNgKO/U1l3Hj3Rbazsbk/apFvi6wLFCWZmT7y4HcUAed61Yy2HhS/nlsLu0tTJaRNFLMQ0kobDlTnofXvWne+HdcAml23cWifbC8VjEiySKpi25wTjG7Bxn3rZ8WeNtMl8NM9g7S3LWwvIgbXzgihsZdT93niuzsLqSXQ7W7kXfI9skrBB1JUE4FAHn9n4Qe68Vaemoxak9lBpcSLK77d0yPnc5U/exgfia7XxTocXiPwzfaVKM+fEQhzjDjlTn64ripfHmrjwrputywPag6t9mniMO9povMK4QDuAMfUGujn+IWg2+n2168lx5c6SOAIjuRUba5YdsHg0AchfeFdbvNGsBLo0IvryZnvnWTcIdq7YztJw3b6daktvDWqNc6O+s6JPexQWq26iO4Aa3kV8mT8R6V6cLuJ7EXcRMsRj8xSnJYYzxXKRfEzw/NZPdIbpUVgi+ZCU8xycbVJ4JzQBif2Prsev20baO0kEOuPefahKMeU644HX6j2qnY+GNUh1pIp9Bf7PbRahGs4kUq4mYsgA64xkc+tdZB8RNFuZ9OihMsjXv91c+Wd23Df8AAuOPrSQ/EPR7jUL62jWZltYpJfMUAiQRkB8DrwTQB5w3gLU4rNEj8NTGRNLiVCJ1/wCPlXBZj746H0r2uxLz6ZB9pgMTvEBJE5BKnHIPrXLf8LGsH+yvDp9+0FzMYYppIvLRjs3g5PYjpTZviTp0CW7SWF6AwjachOLZXOELn3oA5qDwlrkelR2P9i2wsrHUnuJLXeMX0bE49hjPQ13PgrS73R/DUVpfKscokd1iRtwiQsSqA+wrJfxcNIj8Q6hcm9u7eyuljMIRR5SkdVx94c10eg6ydcsGujYXVliQoI7lNrEDHzAehzQBq0UVyOs+PIdJ1qfS4dI1LUJoI1eQ2kW5VLcgH3xQB11FcI3xIkEKMPCevlyTlPs3T8aZ/wALLn/6E7xB/wCA4oA76iuB/wCFlz/9Cd4g/wDAcUf8LLn/AOhO8Qf+A4oA76iuB/4WXP8A9Cd4g/8AAcUf8LLn/wChO8Qf+A4oA76iuB/4WXP/ANCd4g/8BxR/wsuf/oTvEH/gOKAO+pDnBwcGuC/4WXP/ANCd4g/8BxR/wsuf/oTvEH/gOKAO8UEKAxye5p1cD/wsuf8A6E7xB/4Dimv8S7gISng3X2bHA8gDNAHoFFefp8S7goC3g3X1buPIBxVuPx5eyRRyL4P1zbI+xcxAHPuM8CgDtaK5GXxdqyxkx+D9VduMAlR/Wq7eM9eMqCPwPqhj5DszoCpHoO9AHbUVwJ8beK88eANQ/wDAhKP+E28Wf9E/1D/wISgDvqK4SLxp4oaUCXwFqKJ3InQkUz/hNvFf/RP9Q/8AAhKAO+orgf8AhNvFn/RP9Q/8CEo/4TbxZ/0T/UP/AAISgDvqK4H/AITbxZ/0T/UP/AhKP+E28Wf9E/1D/wACEoA76iuB/wCE28Wf9E/1D/wISj/hNvFn/RP9Q/8AAhKAO+orgf8AhNvFn/RP9Q/8CEp3/CZeK9yL/wAIFe/Njn7SmB9aAO8orhz4t8V7JG/4Qa6+Q4x9qTLfT1p6eKPFstk06eCZkYHAjku0DH8KAO1orjm17xk6t5XhGNWHA8y+Tr/hQmt+Nctv8J2+Nvy7b9fve/tQB2NFcf8A23403Rf8UnBtx+8/09c59v160ia3428ybf4Tt9n/ACy2365/4F/9agDsaK4241vxtuj+zeE7fbn955l+uce2KZ/bfjv93/xSdp987/8AT1+72x70AdkkaRliiBS5y2B1PrT64STXPiL5jeX4T07Zn5d1/wA496Z/bnxI/wChT0z/AMD6AO+orgf7c+JH/Qp6Z/4H0f258SP+hT0z/wAD6AO+orgf7c+JH/Qp6Z/4H0f258SP+hT0z/wPoA76iuB/tz4kf9Cnpn/gfR/bnxI/6FPTP/A+gDvqYXCsqk8t04rhP7c+JH/Qp6Z/4H04a18RihY+FdMDA8L9u60Ad5RXA/258SP+hT0z/wAD6X+3PiR/0Kemf+B9AHe0Vwz6v8RFmZF8M6WygZD/AG04PFEWr/ER1Yv4Z0uMjGAb0nNAHc0Vwp1j4ihMjwvpZOB8v26prfU/iBLKyy+H9KhUDIY3ZbJ9OKAO0ori/wC0/iBvVf8AhH9K2l9pb7YflH96nXV58QDZym30vR1nAOwNcMc8/wBaAOyoridF8S6+niq28Oa/Z2a3Mtm9151q5K4DYAwe/Wu2oAKKKKACiiigDiPDHjea/wBIRb7TLxdQgitvNVQG8zzR8rjB6cEn0rRg8b6VPb6e6l1kvsGGJ8KSCxHfjgjp1psHgfTrW7N1b3V9HKxhLkTfe8pCig8dCDz780+x8N6HpFrbaVNL9oUnNvHdyBjkNu+QccjPUc0AWNK8VWOsXy2ttHcfPEZUkaMhGAbaRn1z2rdqtZWVtp1sttaQrFCpJCL0GTk1ZoAKKKKAEbO04GTjivKPBnhPxJpniy6vr22gSC4efeN4ZYAxyvl4bPJ5ORXrFeR3niXV9Es9QuNHtoJp5NXuEnwGlJVVyCE3Z+uOnpQBuwfDRV8MQaRPqchlt743kNzEmxk3Nll69wSPxqfUPAEd14qGrILOSGQxb0uI2LReX08vBxz79K3rDV5W8IQavcp5kv2QTyJEp5O3JAHWuOtPF3iufTrC5lj0yOPWJYxZz/MRbq4YkSDPJGAByMk4oA7DxVo93rvh+fT7K9FpLIVzIVyCAclT6A+orP8ABnhi/wDDP2+K4voJ7a4mM0UccRUoW+9kknPNcvc+Pde+3WttAbFd9rdmR2jZlMkBPzKQeVb07etT3/jPxCALmxbTjCukR6i8citnJbDKGB74OP60AbPiDwLLr2oXTvqsqWV2YTLAV3bfLOfkOflzTLXwFJD4kt9SutYmubWznee1gkX5kZxjBfPIHYYrKm+JOonWJ0tNHlmsbUKJ2C5IJTdndngA8dOar6vrOval4fspX1GxtmmvbKWGe2OQEduVdc9uPrzQB2virw4PEljbRLcm2uLS6ju7eXbuCuh4yO461jjwdqEWrRalDqls168At7svbAKybywZFBwCM4/Ws1PiBqdx4ou7ezsGuNMs3MMsojwCRHvL784HOAFweDnNP8LX9/qXjeHUL17cG80WOdY7dmwoLnAIPGQOMigDpPGunXeq+C9U06xj827ngMca7guW49eKwrfwHcXOmLc3N4LfV3W2JcRhljMI4GM4PvU3im8ksfHPh2WXUktrIR3DvG/AcgLx1AJ9KZ4c8fS6zqum28tsiw6nFNLblM7kEbYw31FADofA+pQf2b/xPVZrO7muSTb/AOs8zOR97tk1Y03QNc0ex0jT7LVY5re3vGe4fywu6A5OzGTzuPWo/Fct5B4y8LumpJbWRllE0br8rYjY5JyOwIH1zXMeG9eutH8RXlvazxT6Vda1cwCJwxlVxFvODnhQy4Ax3oA9C8TaHLr+lCzivWtWEiuWC7lcA/dYcZH41gab4AuNNWwWPWDILKaeSIPAMKsgxtHPY85p/g3xVq+vX2LyxCWc9otzDMsZQIScGM5PzY4O4cUa74l1ix8YWthbpCunkxiWXyzKQWz97acp2xkEGgDPPw0vUtIorfXhDIbN7K4kFqD5sZbcO/BBrutOtHstKtbOSUStDCsRcLjdgYzivOLXxl4puJ44N+m4nF3sl8pv3YhPDEbuc9MCph44124tft0SWkUFvZQXLxOuWumY/MI/myMAHHB5oAvD4e3Ie2WLxHcfZbbUBdxwGJSoAcvtPPXcx59MUkfw+LW8EkOqwy3EUk6iWS3EiGOV97LtzjIPesfw9rrQeOtV0SzuPskE+ovLm7iZllIjj3RRkkYbJY/Sm23iDVtO8P6TBpM2mWgkkvhIDCzKTEzEEDfkZx6nrQB6dLZE6TJYwOsJMJiRwvC8YzgVyEfw2gfwbp+g3t79olsJvOguDEMBs5G5CcMOTms/VPH+pxR6LFZLaC81GxFxGkiswmkJxsGD8oHXJrv7QX39lxC8eL7d5f7xo1OwPjsD2oA5G5+HS3X2EvqCr9nXDBLVUGd27cmMFDnA+lTQ/DqxtZdTa2u5Ikvo5U2+UhKeYcsd2MnqcA9K4+1+JfiK2tRd3SWd8pubu2aCGJkZBEpIcnJ4OOeK07zxr4gttPnMd1pktxF9iZZghETeexUqfm/hxnP6UAdTqHg+21PwnbeHby+mk8jy2S44EmUPB49uPxqHW/B2n3tz5k2oPawXAijuIRtCz+Wfl69DwBWXax6rB8SNJXVtXiNwdKYOkSBUmYOchc89MHj0p/xbhSTwtYksiOup222RxnZ8/WgC7f8AgIXsOrQrrF1CmpTpK4RF+QKMBR7cV1ltE8NtHFJK0zooVpGGCx9TXlVz4z8Qx2E98t1ustN1U2txNDbhvPiIwGAz2J5xXo/h+O/i0S2Gp3Rurtl3PIYwnXkDA6YFAGpXI6K8S/EbxPCMCQx2rkeo2EZrrq5TRg3/AAsPxMd3y+Xa/LjvsPNAHV0UUUAFFc/4y8UR+EPD02rSWk11sIVYohySfU9h71z1r8TorvxFBYR6f/osxjAlMw80lovMyIsZKgcZ9aAPQaKwdB8XaT4llnj0ySeQwErIXt3QBgcEZYAZ9q3qACiiigAooooAKKKKACiiigAJxTUYOgYZwfWnUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNXdlt2MZ+XHp706igAooooAKKKY+8I3lhS+OAxwM0APopiFig3gBscgHIzT6AODu/wDkuOn/APYFk/8ARld5XB3f/JcdP/7Asn/oyu8oAKKKKACiiigDgNB1vX9X1l9LvL+2t5bNIpZBFDn7XG8eSysenzEdBxj3rJ05bu40zwdGDcC5R7jdM6MfKIUgFiRgc+td1oHiDT9b0e31SMwwGSHzGRpF3Rrnuew4q6bjTryGSAz28sbBkdN4IP8AeH60AZPg+TUrzS/teqtdJeZ8mSKXGzKHG9AB0brXSUyJEiiSOMBY1ACgdAO1PoAKKKKACud1PRfDtjptxdzaHDPHG5neOC2DuXPBYAdTiuhJwK8Znh1yCfxL/wAS7UpoprVtpKbZVff8oBBw/wBeuKAPXbJYDp0At4fKtzGNkRTbtUjgbe30qjF4X0SG2ntk0y28idw7xlAVJHI4PA554ry/xRpWsXbT6hZ2+qpdpp9n9mMbMo37gJOAfvYPf3rVtLO/hv2CWeoGxs9Zb5GycwPBs+XJ5XfyfTrQB1t5a+GrPVNP0ufSYBJPBLHbn7OuxYwMumewOelS6fpfhfUtMiurOwsXtJ4BCreSAGjB4XBHTjpXFaZpuqT2nh62utLuj5S6gsombIAYkIpbryMYNYh0vUD4M0XSINBv4prdJlkAT5DNt4IAPr0Y8UAevHQ9HOoJeGxtvtSKED7BkAcAf4VGvhjQkgmgXSLIQzkGVPJXDkHIyMeteaap4Y1bVLyXUV02/wB/9jwpGWkw32hWGcjPUAHmr0+la1J4su3D6hDcv89qyqTHs8nbtZs4X5snGOtAHf8A9h6OL9L/AOxWwuIx5YcADHGMY6Zxx9KZp3h3Q9Ouzd6dp9tDPtMZkiUAgE5K8ds9q8zl8P6xc6JJDYWGoWsEK2jXEbkeZLcJIDK688naOvfirU+h6zPpV4sdpd2Pm6rPcopAdDGyjG9Qc889OQaAO+km0fWNek0y6slmvNOVLhWmhBVd3RkJ78VctNH02xu5bq1s4Yp5PvuigH/61ed6tZ3Ty6kb4/YLiTTbVIJWchGuFJbaG7+nPrXbeFdMFjpS3EtsIL27Cy3KBywD46A+lAGjfafp+o+Sl9bW9x5b+ZGsyhtrDuM96ox+H/DcFylzHp2npOJDKsgjUNv7sD6+9cp410y+n8VWF/ZWVzPLCqogK5iYlwSNwIKHA5PTHFZeoeA7+PW5Xs9Lhlgi1AS27ySceVMu2Vdvop+Ye5oA7O1/4R3QNXvVt7JbWT7P9qnuljxHsJPG76gnArVbTNIuL1NSa1tXuZFAWcqNzgDgZ71xOveFZ55dfsrPTWNnLo8EEA42M6Mx2jnrgrVNtCF1rWntNZanBpvlQf2ctsoU2zqfnDD+HPr3FAHTaBD4a1m3mmg0KK2e2mmgMc0CqwOfnIHof1q3pum+HdRtbS6j0WGBbRmS2W4tgjRhW5Kg9BkZrjbLQL6PxfDrA0S+jmmv7g3EjMMCFlwvfkZ5pIPD1zqeneGorzTb53tryf7WXOCIyXwpOeVOU4oA9DOhaOziU6daFzP9pDeUufNx9/P97Heof+EU8PmOOP8Asax2Rlii+QuFLfexx3715N4hbUIdO0nSbizvRItlcB4t/wA1svmfu3ByNzhRgDJ4NexaLbQWmi2kNskiQiIFRLndyM8570AcN4h0/wAHGEagGljh051094rKNCE+YYUKw4Ge64r0JTGbQFH2x7MBs9BivJ9d8JX39keJ9PstBk8y91FJ45YtoEse4HA5yMDNLqnhrVYNKntILO6j01NSErRIofMBTsmfmAbqKAO58M+CtK8Mpcm13XElzI8jzThWc7jkjIA4z2qnqereG/DulaubbTIZxpzLNd2ttGm4Fud2PUDmtXwhYy6Z4VsLSaeeZo48B50CvjPAIHTiuK1/QtTafxxFb+HzdDVIIzbTo4G8hQpU9+D81AHoVtc2F/DBeqYGIAKMSpKEjpnsalm+xXcYin8iZGPCvhgSPY15LceFNQj8P65p9p4fuYIpprOSOOFlBbaqeYV565VvzrV1DwhLBrlotjp91FpctuiL9m2braTfuZju6Z9RQB2F1ouhalf28LNGJrL5/s0M20YP99FPIz6it+vI9D8Ca7Z+Lbme4ubtZRNLIl+HXYUcccY3Fh6HivSdDsL7TtMW31DUpNRuASTO6BSR6YFAGnXDaPIv/C3/ABLHg7vsVq2c8Ywe1dzXEaPGv/C2vEsmV3/Y7VcZ5xg0AdvRRRQAySOOaJo5UV0YYZWGQRVVNI05L5L5bG3W7SPykmEY3qn90H0qv4g16y8NaTJqeoeb9mjIDmJNxGTjOPSseTx7Yf8ACSaLo8FvNN/a1v8AaIrgEBFQgkZ9Tx0oAd4LVUm8RBVAH9rz8AfSurrjfBV7A2q+JbMyIJ11WVghcbmBA5A64rsqACiiigAooooAKKKKACiiigAooooAKKKKACimu6ojOxwqjJJ7ChWV1DKcgjINADqKKKACiiigAooooAKbty4bJ4BGM8U6q0C3YubgzyRNASPJCKQyjHO496ALNFFFABRRRQAUUVk+I9ci8PaLNfuvmOCEhiB5kkY4VR9SRQBpSSxxY8yREz03MBTVurdmCrPESegDiuM0nwFHeoNR8XN/auqS5ZlkJMUAP8CL0wPWtOT4f+FZEKjRbaM9mjG1h9CORQB01Fcgvgy502VpdC1+/tOOLed/Ph/75bJH4Gki8X3mkTpa+KtP+xbjtW/gO+2c+56p+NAHYUUxHWRFdGDIwyGByCPWn0AFFFFABRRRQAUUUUAFFFFABTSyhwpI3HkDPNOpMDOcUALRRRQAUUUUAcHd/wDJcdP/AOwLJ/6MrvK4O7/5Ljp//YFk/wDRld5QAUUUUAFFFFAHnvh/wRd6RpQtTDbZOkvbP82Q0rMzHP8As/N+tWz4HklvbO5WSK0iXTZLOeCIE4dsfOp9f/rVW8R+KTFp95LavfQTjS4bqJYmRgA0mAAP72eD2xWlda81zdW8FvPNbSWV1GLveoIdGiLkfligDZ0nRE0qSV1u7ufzFVds8pZUCjHyjtWrWRo+uLrLGS3gk+xvEssNwQQHB4I9iK16ACiiigBDwM1xX/Cz9FMqRJb3zSt5w2CE5zF94fWu2ribr4b6fc6tNqK3c0ckt6t5tA4UgYKj2bvQBox+ONGfU7bTZJJYru4EeI3jI2s4yqk+pHapbTxjpV7qEFlCbjz55JYkDQkcx/ez6Dkc1gax8PGuvECa/FqzLdx3iXMYlT5VVRgRjnGD64q94S0G9i1rU/EWq2q2l5fYRbVJPMEQXgnPq2AePQUAaviTxNaeGLe1nvIp3juLhbcNEm4KzHA3egqhcfEDRbVHklF0I0d1MnknbhCAzZ9ATWv4h0aLxBoV3pkrlBOmFkAyY2HKsPcEA1y+p/DkajbWFmNUkSzt7RraSIx7g7HrJ1+9n1oAsz+Ml0zXdSN/KDpMVtBNE0cRLL5hxzjt0q1qPjzSNNhd7hbpWVioQwkM2BuYjPUAc5qFfBebm9+2Xq3FpdafHZMjR7WyvRsg1DrHgT+07TSC18r3unIYhNcxeYsqsMNlc9fQ0AdZBfW1zp6X8MqvbSRiVZF5BUjOfyrndP8AiFoWow3ssUkyi0g+0uGjILQ8/OB3HB/Ktu305bTQ005JdirD5QkRQuOMZAHAri7D4ZNY2V1Gurlpp9PksC/kDDKzEh255YZNAG4/i/w9fWcjs/m+W0eIXhyxLjKEKeue1S+DNfn8RaPPdXEaRvFdy24CKVyFOAcHkGsj/hBLx53uH1OLz1W2MBEHCPCuMn1U5PFbnhfQbjw/aXcE999sM9y9x5hj2nLckH8aACfxfo9vqclhJOwljkWJ3CEorsMqpbpk+lVbLx/oF8rus8sMapI/mTxFFYR/fwT1IqhP4EibWLyY3u7Trm6S+ns9vzNKg+Ubs/dyAcVUtPCFx4k0We18QRyWkSy3ItrfauUEhOHyp5wGPFAGtJ8QdFVImQXUvmXAt9qQksrsu5cj3HSnHxZDe3GiyWErfZ73zmZWhOWCDlf9lgaoW/w+Cwaas97Ej2N0txm3g2CXYNqh+eTirdj4NS1ewVNTLtYPO4HljJMvXPPGKAJNI+IGiawu6Jp4gYZJg00ZUFUOGwe+Ks6R4y0rW9RWxs/tJmaETgvCVXYehz74rHtPAMmm2duIL9Z5LW1ngSJ4gqSGQk5b86j+HfhbV/DCSw3zI8LQou52DSbh2BBI2AE46fSgDV8ReI4dJ8R6Fpsunmc6lI6CXy92zaucD3zj8M1U0PxmLjW7zSNQEnnLe3EMEwi2xlY8HBPrg1peIvDJ1vUdH1CG7Ntc6ZOZUO3cGDDawx9OlZDeAYhfJeXWszGNLye7ZCgQHzV2spOelAG9pXijStZvHtbOctMsYlCsMb0JxuX1HFQaz4lk0rxBpWlx6dPcm+DkvGOECiqfhHwnB4ekfy7i1uEjQRQtHEA6pnPzNk5NXfEHh46ve2F1Dqc1hdWxYI8YBLKwww59u9AGX/wsjTuM2V6Pnnj5QDDRDLD646etXD4501dThsnhukL+UJZWjwkDyDKI57E8fmKZP4A0a4v5byQTeZJdR3ZAbjegx09GHX1p954Ot77WJL03b/ZLiWOe4tNoKSyJja2eoxhePagC3qfirT9Nltky1ws/mBXgIZVZVLYJB4JAOKx4fiXpVxpyX0NnfSQPGj7liyF3NtAPoc1oap4I0bUNIbTYbZLKJp0nJt12ksp/qMj6Gsyb4e6XFoeoadbahNZx3d2LlnVh8hByEA/u+1AFxfH+kyafZ3sSzSQ3Ny1oWC8RyDqGPatrRdUOsaet59kmtlZiEWbGWXs30NcNdfDq4tNGbQNKdLjTNQufOu5biTDwcg5jAGK9Gt4I7a3jgiXbHGoRR6ADAoAlrg9HYf8AC5fEq7Rn7Band36NxXeVwWj/APJaPEv/AGD7X/2agDvazNc1O40rTjc22nzX8m4KIomCnnuSeABWnWL4sihn8J6pFcQ3E0TW7Bo7b/WNx0X3oAykjn8caHf6XrumT6auVVvKuFbzAeeGX2Az9amPgHQzeaNc+VLnSI1jtkEh2/L0JHcjmuT+EGpRweFtTvtQS8tUWcF7nUGADgLtGOwwABXpI1WwZbZheQYuv9QfMH7z/d9aAOa8G2Vr/aniK9+zx/af7UmTzdvzbeOM+ldjXLeDP9f4i/7C839K6mgAooooAKKKKAI5jIsMhiUNIFJRScAnHArh/DnijxLHHqt54z0y30nT7U/u5gxOef1HvXeVT1XTo9W0q60+YlY7iMxsR1ANAFOy8UaJqN1b21pqdtNPcQ+fFGr8unqBV+8vrXT7Zrm8uI4IVxl5GwBXF2Pwv07TfHNn4jtbmSNLW1FulsFGMhdoOfpn8a3vFXhz/hI7G3iS5EE1tN50RaMSIWwRhlPUc/nigC0PEmim6Ft/alp55Aby/NGcHGD+o/Oo4PFeg3LTLDq1q/ksVkIkGAQMkZ+lcb/wpjRheLeJe3C3PlpEzkAghdmMDt9z9atH4TaOmgQaXbzyRGN3leYKCZXYDk/kOKAOvh1/SbiWGGHUIJJJ13RKr5LD1HtVi61C0spbeK5nSN7h/LiDHl2wTgfgDXG2HgK+sPE2m62NUglmt7b7NMrWwUMuc/IAcLXQa54eXWb/AE2688xm0d9y4zvV0Kkex560AWbbXtIvrW4uINQtpYLckTOHGEx1zUNz4o0Oz01759Rtzbom4FHBLcHAA7k4NcrafDIxaTe2M+q7hchYyY4AoMcY/dhgOpB5J71nXXwaju57e9fW5RfxsGZ0gVUPzFiAo4HXAoA9D0XW7DxBpkWoadN5kEnqMFT3BHY1o1jaBoMehR3m2YyyXdw08jEY5PQYHoK2aACiiigAooooAKTIzjIz6UtM8pDMJdo3hdoPtQA+iiigAooooAK5DxSRqHijw3oxiDIZ3vpGyPlES4HHuzj8q6+uO0pV1T4j61fsUYabBFYxYOcFh5jn9VH4UAdjRRRQAVFcW8N1A8FxEksTjDI4yCPpUtFAHDQC48BXwgkaWfw3cSARSE7msWPAU/8ATMnoe1dwCGAIOQehqG7tIL+0mtLmNZYJlKOjdGB6iuT8N3txoeuSeE9SmMgVPN06d85kh6bCf7y9Pcc0AdnRRRQBleJNRvNJ8PXt/YWZvLqCMvHAOrn0rB8EeLtR1rw5cal4j04aRJbylWD5VSvGG5+uK7Os/XNN/tjQr7Td4jNzA0QcrnaSMZx7UALaazpt/KIrS+gnkKCQLG4J2nofpTrzVtP0+WGK9vYLd5jiNZHClvpmuM8P/DNPDnjI61Y6iyWrQiNrUIMHAAAz/dGCce9S+Pfh6fGlzbSLeR24SIwuWi3Mqk53IezUAdTHr+kS2r3SanaNBHkO4lGBjrTk1zSpDCE1G1Jn5iHmjLcZ4/KvLIvgNawxfZV1aQ2bODKpT53XIJGe3Srt38Ipm1++vbPUbVba6thbIk1vue3UKFBQgjDcdaAPS7PUrLULd7i0uop4UJVnjbIBHXmmQavp1zcpbQX0Ek7xiVY1cFin97HpXM+F/Bt3oXgG58NSz2+9klijnhBGQwIDNn+LmsHQ/hjrGma1DqU2s2rTRwlfMS3O/cyqpXr9wBeB6mgD0Q6vpoeVTf2waJwjjzRlWPQH3qjqvi/QtEmhivtQijaV9gwdwU/7WOn4153J8I9U81D9vsJY1kQSZjZHmQNu3M3OHzxn0rbsPhzcW41gTT2bi5tntoMISW3Nu3yk9WB447UAehRussayIwZGAZSOhB6Gn1T0q1ksdIsrSV1eSCBImZRgEqoGR+VXKAODu/8AkuOn/wDYFk/9GV3lcHd/8lx0/wD7Asn/AKMrvKACiiigAooooA5VPCHhgXVzZrEpZrOOCS1844WFWJXAzkc55q6NF0OXUWjVF+1RSLcyIsp3E7dqlhnkY4x0rk/EVxfJd+JLPfdOYNPtTFLHAN7Df853AcnuR9eKn8RyajFqT3WnjUSyWlqB9nhOJB5pLDPc4P5UAd5DbQ26IkMSxqq7VVRgAemKmqlaSX8lzcG5ihS2yv2coxLkY53gjAOewq7QAUUUUAIc44615ta+MfEkmv6lpsi6eH06SV5kkjePdCBlGDEkAE8ZNelVnzaVplzLcyS2tu8l1GIpmIGZEH8JPcUAeU6p4uu/EXhDxFY6sYIZ7FYJ45oAyKxZgVUbuTyAM9DXQN4x12DXtS02RLXNgTcCPyWzLaiMtuDZ4O4bc4610sXgvwzDFKiaRabJFVJNy53BTkAk+hArWFnZfanuvJi8+SIRPJgZZAThSfTk0Ach4E8X614muJzf6SYbMxLNBcqpVeR9z5uWx/eAwat+NvEOpeGjp95DJbLp8s4guDJCzuhYHaw2n1wMVtaVoOjaEZP7Msba0MhG/wApQufSrtxBa3cXlXCRyoGDbXAIyOQfwoA8pvfE2qa/4F1a5vzBALWMJlA0TLdBxhQd3TGPzrWk1++u9KjtNSitpZrfV7e0maJnRSrbSCMHORnvwfSu4uNG0u9tJ7aeyt5bed/MlQoMO3qfU1UHhbw+EkH9mWu2SVZ3+UfM6/dY+49aAOO1jW9a1fw74glnhtYtOW0u/JCOVnjkiYqpPPOcbsgDHFbXgrV9Snnl0nUY7dTbWVtNGIixZQ6n5WJJ3EbevvW1J4c0OWe6mk061Mt6hSdygzKp6g+vaprPRNK067e7tLKCCdo1iaRFAOxRhVPsBQBjeMNY1fTbzRrbSZbGJr64aF3u0YheMgjBFYh8ba2+jPerHYIy2Uk2Gzy6SbTgZ5BH5V03iTwvZ+JmsReTER2kpl8varLJxjDBgeKs3Hh3Q7yK2in060kSBCkKlBhFPUD2oA818WtNcjxDcQzyQyi3064JicjB3EtjnjI4rr7PxNqUvjj+ypo4ksG8wRP5ZO8qB0cEqTndlTgjFXrfSfD+oTX8baOq7XSGUzxbRNswVIz94Dt9K0bPQdKsbt7u0soYpnZnZ0HVm+8fqaAMP4kfbB4U8yyvzZsl1BucLnIMqjHUY65/DFcpea7f6N4q1nU9LexmtCll57tkmUvhflweOuc816jfWdrf2UltewxzW7j545BlSOvNc5oE3hfXrW71az0+3UI5gnMkSg/ujxn2HUUAZGjeOda1Pxc9oNJJ0o3D2/mBCrwlejEk4YH0A4ro/Gmq3uheEdR1XT/J+0WkRlAmUsrAdRwRWPoWteD9V1J9atbKO2u5Lg263M8IjaZsdVJ6g4610niDSYPEGhXukzztDFcxmOR48bgp69aAOFtPiBq7XsNlOlo7lrF3mRCF2znDLjPBHrn8Kzr3VLrxpcaTY3d5bpanVLuB1WIhJxEuF3KWz3PGa9E07wxo9hof9kpZwSWxQLKGjX96QANzY78U3SbPw3PAZNNtLExxTyAFI1+WTJV8emcUAc78JtHtrDwpHexOkk11/rHXP8JIAOWIyPXitrXiw8R6EN9mAXlwJ871bbwy88/T9a2bO1sNPjMFlDBboxMnlxAKCT1OBTp7CyvZI5p7WCd4/uO6Biv0J6UAcPofinVtVuIbS8urJPtkN35RhiKspifaDyxB9cVQtdV1jSdD0nTbDVrSV3s5rtrmaPIXywhEXDdy3JznHavQY9I0qOSFo7G0V7ckxFY1BjJ649M0ybRNGmt0il0+zMKv5iqY12hs9R78UASaLfPqeiWN9LEYpLiBJWjP8JIBIryvWHH2Px5Df6vBIpmYw2coAIIC4YHOcDpxXsG5FGNygAZ69BWcbTRNQuJWMNhczOg8w7UdmXtn2oA83vPF2uaF4VW2hu7W8vFntoPMt0z5COoOMM2CR0ySK73whqGo6noEc+qKi3YkdGC7egOBnaSAfUA1UsL/AMPXep6tp4022hW2VPtEzpH5cin7vIPPTvXQ2RtDap9gMBtxwvkY2/hjigCzXBaP/wAlo8S/9g+1/wDZq72uD0dR/wALk8StuGfsFr8vfo3NAHeVh+LrfVLrwtfwaRdxWl68ZVJ5m2qg7nPY4rcrnPHV7a2Xg7UWu44pEeIxiOXdscnoCR0HvQByHgXw3N/whOr6Q93cyX0rbJRqY8+NGK9Vw2GU5zkHPSpH+Fd01voUH9roy6fCIZC8WSAJA+YufkPG3PPGKPg1eWl9pmqz2ltPEDcIrPO5Z3wgHU5BAIIGD0r06gDz/wAH6Hv8Va9q51K+ATUpoxaCXEJPHzFccmvQK5HwVIGvfEyB1JXV5cqOq5A6111ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRUNxJJFCzxQmZx0QMBn8TQBKx2qT6DNcr4DSKfTb7V0hMbanfSz89SobYp/JQfxrd1m6Wy0W+umkEYhgd95/hwDzWd4K0+XS/Bmk2k775lt1aQ/wC03zH9TQBv0UUUAFFFFABXP+LtCk1vSD9jcQ6nat59lP8A3JB/Qjg/WugooAwvCfiBPEehRXZQx3KEw3MTdY5V4YfnW7XC6uG8IeMI9dUqukamVt75cYEUv8MnHr0JruQQQCDkHoaAFooooAKKKKACiiigAooooAKKKKACiiigDg7v/kuOn/8AYFk/9GV3lcHd/wDJcdP/AOwLJ/6MrvKACiiigAooooAzbnWdOt7e7mFxDKbaJ5ZERgzYXOeB7gisqHxck+s6bapbbbK9sWvPtEj7dmCPlKnnv1qlb+GtTGoNczRWEZls7m3k8kEDLOSjAe4PPvTn8NXrX9pqN4Y5hHpbWNxbQj75ZvvLnoME0AdPa6jaXk08NvMJHgIEgAOASMjnofwq3VDSLBtN0yC0ed52jXb5rqAxHbOPQcVfoAKKKKAEKhlIIyCMGvLYvCN3pieICNJkn+zPLJpZimIeQSjJUE8gg16nXnuqeN9S/wCEZ1jVLOBLd9LvjDIJ4yQ8SsAcf7WDQByugaFr0egX1rdaXqC2v2y3mlt/utNEB+8VfmOTnrk81e8QeH7yO2SLSND1GWO50mWFVdgGikMokXec8Y+bH4Cu2Hj7QW0oagk8jo0phVBGQ7OF3EAH25re0+/ttUsIb6ymWa2nUPHIp4YUAeY+JNI1SS+vRbaNdz/2g9jcRyIwAhZCA+7nrjtWfr3hS7utdvp4dDvmB1aBhIjYQwbQJCBnoTnNei634lk0rxJo2lLZTzLfs+6WNMhQo/8Ar8+1VoPiBpM4QLBeh3kmhCNCQ2+L7y49fT1oAj8CWs9l4dvLOfTri1RLmbyopcZaMn5ccnjFcUnhDVV8DxSwWt+LwX5e5tZGBd7cSFgignGMYPv0r0JfG2jnUrfT2eaO4m2gh4yBEzDKq56Kx9Ktaj4kstOu7W3dZZjcMyK0C71DAE7SR0JAOKAPN7jw9qsMehrY22py/ZXSYR3UaY4mLYLA/IcHoMjGBVuXQdVNv4gmuIdRmv5IruNERV8uUO37o7s5JAxj0wa62Px5pUlgL0Q3nkNFHIreQTuLsVVR/tZB47VOPGWlm30+cCcpfXDWyfuz8ki53K3pypH4UAczJ4Wu18OaLqNlayy6tAyPdQ3DbTMGUI4bk4OOfwqvrXhW9TWD9gsZ9yC3XTZIpSEtQD+8zz/+uvQtJ1SDWNOjvbdJUikJwJUKtwcdDUOs69YaHHE17Iy+acKFGScdTj0FAHnGuaLqk1nLAmmXrlPEQuV8rHzQELuIOenBr0DSUXSbpNBtNNuI7C2tw8d0z7kJLH5Oec96rSeL9Pm1E6ZbSSi4cFI5zETEJNu4KT/exzis3TfH9pDoWlzazJi8ulcyeSnyoquU3n0XOPzoA0/G11qVv4ZuE0qwuLu6nxCFtyAyK3BbnjgZrl9D0DVNCvdatbu0udS0m9tlk3SBAxlC4KbBgdMflXTweNtKn1dtNxcJOty9qS8RC71Xf19CvIqncePdPl03UJbQXCSW8HnxPJAdsqZxvT+8uaAOe0jRpIfCHh8yeFpHnsLkiS2kVQ4BJ+Yc4xyKTTPDN9Fr+ozalZXrO32h/wB2VaKaN1+VCepI6Adq0vGXj5tE0hP7OIm1FfIabEe6NFcj7x/hJzxXfRtujVj1IBoA4r4a+HotI8ORTy2d5bahLGI7pbqQksVzg4yRjnA9qwoPCV4PDOp2EOjrBqlnqLXdtLkBLoGQsBu/3Tgiu21DxZpthrcGjyNM93LtB8uMssW8kKXPbJFYeleNhZeH4JtXM93ctNcK728OdsccrLvYDoMAc0AYT+DNas9B1ZLWDbcwZjsWEm95IHbfIpJ78kfhXSeBLG7tRqkz2M+n2U0qm2tJj8yYXDNjJAye1aT+MdKj1F7R2kARDI0wXKABQ3J+hqkvxF0RrB7oC54mWERGP52LDKkD0I5oA4w+Gtf83WJbK2ulmlhmCGbAdcyA7VcH5gwzjIyOlA8N3iR28s2m6vdaRM1wGsDsSW3kcLh1CnheGHXjOe9eq6XqMOraZBfwK6xTruUSLtYD3FXKAPLW8MaqfEUzpYTIxneZbrzAytbmEKIT75x/OsrQ/BGu2OnJaJpv2WaTS5oJrhZRkyF8qOOenGe1dV401TVNP8Sabb2+tyWNpdW8zMEtRKQybSMd+d36U7Q/Gt3BpNtH4itJU1SS2mugkcWMxIfvEfwkjnFAHPN4X1UQajDbeHpLeCZLQJ5c6q4aP7zDsT35613HgjSbrRfDaWl4oWbzpH7ZIZiQTjgH2HFcp4y8a64i48OwOETThfmQopyCQADnoB3rsPB02r3PhyC51qXzLqb94P3YQqp5AIHH40Ab9cHpKFfjN4jY9G0+1I5/3q7yuF0eMf8AC4PEsm8Z+xWq7cex5oA7qsvW9Y07RrSOXU3VYJZViBYAjJ6Zz2rUrmPHtst34aaFtFXWMzJ/ojcBueue2PWgDM1HxDb674Z1218LxzT3dmEUpasIixcBgVYe1YmpaZ4u/sXwiLGfVJ57aZWullKpvAI/1uDnAGR1rpvh9YWtlo85t9Bg0Znmw8MUwk3YHBJH16V19AHm/geLUW8Z+LJY76JbJdUcS2xjyxbaOQ3avSK4L4f/APIy+N/+wuf/AEBa72gArF8S66+hWMLwWjXd3czLb28Ctt3u3TJ7AdTW1XH6rJJffEnQ7JM+VZW815LleMkbF5/4EfyoAW3l+IEqFp4NAgbccIDK/H1yKZcwfEGcoIb7Q7YDO4rA7k+nVq7KigDjILb4hRSK8uoaJOu3BQ27qAfXIarPmeOIvnaDRbgD/lmhkjJ/4ESR+ldVRQBybax4ut2Vp/DNvNGeCLa9BYfmvShfGkkI/wCJj4d1e02khmEQlQH2KnJ/KusooA5q38e+GrjaDqaQORnZcI0RHqPmAGa3LXULO+TfaXcE64zmKQN/Kiaws7kfv7WCXv8APGG/nXP3fw88M3UhkXT/ALNKcfvLWRomGPoaAOporkh4T1PT336P4jvUUZIt7vE0Z9snkVY0fxNLLeHS9btP7P1Jfu5OY5xnrG3f6daAOlooooAKKKKACiiigAooooAa27A2gE5Gc+lOrl9f8cab4e8Q6Xo9zHK01+wAdPuxAnALe2TXUUAFFFFABRRRQByvxFkKeBtRQSFDMqw/KeTuYLgfXOK6W3iWC3ihTO2NAoz6AYrmfGzJL/YVgxA+1arAPf5Dv4H/AAED8a6ugAooooAKKKKACiiigChrGl2+taRdaddRq8M8ZQg/ofwNYngTU7m70WTT9QZTqOmSm0nC99v3W/FcV1VcZsGh/EzzMYttbt9uc8CaPkfmuaAOzooooAKKKKACiiigAooooAKKKKACiiigDgL3/kuWmfOF/wCJNJx/e/edK7+uAvcf8Ly0zKFv+JNJzjp+86139ABRRRQAUUUUAcdpniEJeajdaldyrGdUbTreFVygIxt6DIJ5ya1YvESXOo3Gn29ncNd24jaWNhtwrkgEE9emasw6DpsEMsS2wZJbk3Th2JzLnO7n3FR6nPpejzLq12pjlkZLbzUUktuOFBx2ye/SgCv4SudTutLnk1WaCWYXUqqYegQNwD7gVv1XtbO3skdLaFIldzIwUdWPU1YoAKKKKACuJu/Bd1PBqtgNaSK11C5+0CMwAspLAsM556Yrtq8cOtv4l8b6ReXMltbG2v7q3giGRKCi/Lv5+YE84wKAOnu/hz9ulke51FJQ16b1Y3tgUDFNhBG7kYrq9D0pNF0a206NlZYF25VAgPOeAOnWuAtfHGr3VlcyLeWYlj0eW6OI8hJkk2889CO1S3HinxHY6BZXV5qOk+dfxmaIxROxRVi3MAM4bDYycjgmgDr9b0J9V1HTLuC/a0nsnZgVQNvVgAw56dBzWdc+BdNvNRlvluZ0d71LzEbDAkUYP03d65nTfEbaj4s8Oa1eailrDfaOW8gj5BIzqMA9yT+WKLHxVf2+iQpZy6fBKzXk81w0Z8tvKfpjdwW+tAHS3fgaO61m5uhfMlndzx3FzaiMfvHQYHzZyBVq78F6VLZvBZxtYs9xHctJATuLKc9/XkfjXFaj8QddtWlvkezFrFbWtw9qYyX/AHjYZQc/jnFeqo/mQrIONyhue2RQByl14Hhk0ObTNO1Oe0ikvftR2/MB824x4yMLnsD3qnceDbuGxGjwyPc2FxfNdtPvEcloSwcbB/EM7h681zl14x1TS9Nli0l7BrldTuhL5cYLSIgB3BN3PUZx2GcV6fpF41/odlekrI09ukpKAgMSoPAPI/GgC6iCNFQdFGBWF4h8NjxBJb+dOgt4874XiDBiejBsgqR6iuRh8ba5NpdxqvnaaInAjS1BJltn8zYS4zyAOT05p03izX7aawsmurF5JL6W1Nz5J2TKE3BlAbjHfmgDf/4QuFdQDpfOtsLgXaW5UEiYLt3bs8joce1Vrb4fRWg051vVluLSB4C81urq6s+8kKTwc1i2Wuz6l4l8L6realBbpdWM67AAEMgcLgEnnPHFMHi7xPb6TNqclzY3Fsb46anlwEGNvN2CZzuxjHb6c0AdC3gwjUTdyaqdx1Fr/b5QHBj8sp16be9RnwEkmlyWaakdgtDZ2snlAmKItk9/mPbNc/FrLa7rWnJqIQvAdRspZQu1LgIE+YDPT8eDmm6D4y1JU0jSNMs45vItIpJQGUJIrDoGLcEfQ5NAGvrPw5OoieC3117WO7WH7SnkK5kaPGCCTkdOld1H+4t41lkBKqAXPGTjrXkNhrl7rXxA8K319cW6ySvdIbaIEGEDgK2TyePSu6+I0SyeANYLKC0cBkQn+FhyD+FAEk3haRfFcmu2N8IHuYkiuo3iDhghypXng9R+NUo/As8Fu0NvrLxK/npIRApLRyuXK9eoJOD71kL4w1WDT9Qljura8i0lree4ngiyssLDMiLzwyjnPp2rt9EN++niXUJ4pZJXZ4zGhULGTlQc85xjNAGDL4AtZrzzJLljAImhCLGFcIV27dw6j6ioU8ASJoMWknUoJIY5A2Hslw6AYCtg5JH97OaztX8c3mn+PEsFvLT+zxdRW0iMmGUsuTliRznHQEc81DpHjDWpNci+2X1m9jPq0tgkSxgNtVchs7uufagDr9E8Oz6I1rFFqs8llBbmL7M6ggsWzuz146Aelb9Zuu350zQb69WaKFoYWdZJgSikDgkDnFeeR+OtXbQrwy3trBeW11ZoZXRcCObZuYqG6AscHPbmgDub/wAPm+8RWOsDUJ4ZLNGRIkA2MGxuz9cD8qr+IfCS67fQ3iahPZypBJbSGIA+ZE/Uc9D71y0ni7WP7RsrI6lawwSXl1B9seH5ZlRQysvOBySD64pln4o8R63quiWkGo2enTXdk080UsG/eVfAKgkHkc0AdDJ4Ct5LdoTqd4A2njTyRtyUBznp1rotKsW03TILNrmS58lQglkA3EDpnFef6R4z1q61+O3EsN5M008U2mxqEeAIPlYknjJ9eOa9B024urqySW9sms5zndCZFcr+K8UAXK4bR55P+FweJbfd+6+xWr4x3wRXc1wejo3/AAuXxK+Dt+wWoz74agDvK474mH/ijZ1P2zDyKpNpMImGT3Y9vWuxqC6tba8t2gu4Ip4W+9HKoZT9QeKAPOfhe80Pw4uzaYCK8jWzqqtKwxnLKCctnIHPQCok8QeK7n4faTeWgvHvZZZFnk+x7pQV3bFKdMEgAt0Fej2Om2GnRsthZ29sjnLCCNUBPvirdAHl/gG41pPF3iGJ7CCSGW6R72dZQpinMS7lC9xnvXqFcF4E2xeLfG0B3CT+0xJhlI4ZFwf0rvaACuV0WR73xz4huGC7LVIbSP1HBdvwOV/KupJCqSTgAZJrl/A/kT6bfajApxe380pY45wdg57j5ePrQB1NFFFABRRRQAUUUUAFFFFABWbrei2evae1neoSuQySIcPGw6Mp7EVpUUAczYavPo95b6NrswaeYlbO7xhbgD+FvRwOvr2rpqztZ0e11zTZLK7DbWwVkQ4eNhyGU9iDWX4d1WdbmbQNVl3anZgFZDgfaYv4ZAP0PoaAOlooooAKKKKACiiigDjtf+HOk+ItYm1W7nu1u2jSONo5MCLacggeufWuthQxQpGzs5VQC7dWx3NSUUAFFFFABRRRQBymtotx478NQ7Qzw/aLg7h0UJtyPfLCurrmHaO4+JMUbId9rpjurBuu+RQQR/wGunoAKKKKACiiigAooooAK5rxvYz3Ph5rmzOLywkW7hPuhyR+IyK6WmsodSrDKsMEe1AFTStRt9X0q11C1bdBcRiRDjsau1x3g9l0jUtV8Lv8i2kv2izXGMwPzx64bcPyrsaACiiigAooooAKKKKACiiigAooooA4G8dV+OWnAnBbRZAPc+ZXfVwN8HHxv0thnadHlBwM/wDLTv6fWu+oAKKKKACiiigDz2S51y58b6zYvdalbxJsk09Y4f3MgER3AvjA+Y+o5ArOn0vX7+3unFte+Q81kfKuZNzF1YGRgM4A6fXHSvU6KAKGnw6lFLcG/u4J0Z8wrFCU2L6Hk5+vFX6KKACiiigBOnNY0em+G21Fr6O10w3oJdp1RC4Pck9fxrarxjw5oJv9SuZdNs8x2Oq3MkszMVaZCMCLB6g+/FAHot7Y+HtOspZU0e0mEg2tFBDGWkDnng4BB6n1xVx9O0JUht3tLAC1UtFEUT90DySB2rz+Hwnf2ngS3NvobnWmuIzKrzDcI1l3gA9MY4xU0fhvXp/iL/ar2jxWX2mYybpFKsjRBQRxkj5RkdqAOs0W48Ma1odvf2VtZCwjLxw740UJ8xDYHbOPxrRXQNGFmtqul2Qtg/mLEIV2BvXGMZrzGTwRr0HhTTdKnskntrK5lM0Vq677gPuw+GGBjIwK9J8L2EmmeHLK0lNxvjTGLmQO6jspYdcUAPfTNDubqfzLOwluGVVm3IhYqOgbvge9QX/iO2sNS0mxWFp01CVoUliIKIQucH8q89m8G+JJhrbWStaS3e85lZSx+bICOOcHHQ9K1U8JalPaaY1vHPat9rkuLgTyrmImMoCqqMcnBoA686J4beORjp2mFEkLufKTCuepPoal/tvS4NYg0UXESXMlv50UYIAKA44/L8q86tPCGs22j2mLO4kmsp4Dc20s67LtE3EspA5OWyN1dJpPh2ey1/TtQj01YrVdNNsYpJt0kLbiwGcc5Bx7UAbNgui3UE16dNgtWvGMcpmjRWmwcckE7gfrVprLRmaC2a3siYMrDGVXMeRyFHbivPH8Ia2/h+ztbrTY7looprdYPOH7mRnJWcN7DHvxVq58G6nFqD3qWqTTi4sWWQP87CMYkY+mf1oA7xNE0qOO3jTTbRUtmLQKIVAjJ7rxx+FUdRm0Dw/4ev7iS3tVsI9zzxRIuHbuCOhY1f1m1mvtFvbS2lMU80LpHIDgqxGAa8ufwXrUuh6tBFpQhhksIrZbB5gwluEOWmz79Mnk0Ad54dl0nxJodpfJooto03rHDcQKDHn5Wx2wfUdRVxNK8PgwCOz04G3z5IWNP3eDk7fTmrWkRiLSLRBZiyxEubcY/dHH3eOOK4OTwbd6pF4ob7F9gu552Onz7wSFZVDYx0DEH86AO2Froazf2gIbASb8/aAEzu6fe9auySWz4hleI+YOEYj5h9O4ryhvBusvp0rQWd5byzOpkRp4yMquMiPG3BPXvirlr4P1ltetZdTSVwPs8kUts6Ilt5YwycjOD6DrQB1Wo6B4d1C3hhFxHaW0cpleK0mWJJs8MHA4YH3roDdWsUfNxCiIdpy4AB9K4LT/AIc2txpGuw6hYQ215fzTiKWN922NmDJ9MEA4qKXwfr0lhpU9yYLi8RLj7bCjbEd5F2q3T+EACgDs2Nh/bUpk0+MP5KyNesi7TzgDd14q3bjT7gbrYW0mxt2Y9pw3rx3rg7Dwxrtiy211Et/jRDaPKXCrJJuOFP0BHPtXS+DdATQdCgSS1jgvnjUXRjbIZl4HPfigDVur/TUmNjd3VqJHjZzBK65ZAOTg9qxdS8OeH9XsIbSDyLcExTILMojSKh3IOnK55qr4y8JT61qGm6jpvlR3sLmCeR+ptnBVwPfByKyX8Fajb+JJJLS3h+zfa4J4Lsy4kgijTaYlXHQ4x9GNAGhFBoPiqLRfEF072JsRLJDbvMqrtB2szL0I4610c2q6DBLHJNfafHIFUozyoDtb7uOeh7V59J4N8QDRdMij0+0e6jsryzmDXGABKQUOcc/T3qvqvw91a4ZXg02zbGhLYqjTf6uUHscdMd6APSl1HRES4vUu7ELE22adZEwp9Gb1rQhmiuIUmhkWSNxlXQ5BHsa8qk8Ba1OjxR2sFnbRLayJBHcHEzxD5lJxxk855r0Hw3pz6XoyW8kAgcu0hjEpk2ljk/MevNAGxXBaP/yWjxL/ANg+1/8AZq72uC0f/ktHiX/sH2v/ALNQB3tcl8SV3eBNRHmCM7Rhjt4OfeutrE8VW9hc6BPHqV29pbghvPQ/NGwPBH40Acx8HrO9svBpjvtTS/lMxIKTNJ5YwMId33SPSjxX461TRvC91qNtZQxzxak1ovnkhWQH7wHcnGAPWpfhw9kZ9djs5bi7KzxmXUZSf9KYr1AwAMYxxXcSwQzpsliSRM5wygjPrQB554F1VpPFniFP7KvYheXMc/mEAomYUPzEnKk9cY4zXpFct4c/5GzxWP8Ap6h/9EJXU0AUdXlaDRr2VAC6QOy59dprM8C28tr4H0eOYgyG2V2wMDLfN/Wm+Obp7TwbqLxlhI8floVOCGYgD+dblnE0FjbwtjdHGqnHqBigCeiiigAooooAKKKKACiiigAooooAK5zxXpE95axajprGPVbAmWBh/wAtB/FGfUMBj64ro6KAMnw7rtv4i0WDUbcFN4xJE33o3HBU+hBrWrkXgfw54xS4gUDTNYbbOufuXGPlYezDg+9ddQAUUUUAFFFFABRRRQAUUUUAFFFFAHG6I8Fz8TPEzoS0tvbWsLf7Od7Efyrsq5LwoscviPxXeRpxJepH5mPvbI1BH4E/rXW0AFFFFABRRRQAUUUUAFFFFAHF+MSuh6xpHilI8+TKLO7P/TCQgZOP7rbT+ddkXAQvn5cZ454qrqmnW+r6Xc6fdpvguIzG49iKxvBV802kSaXOWN3pMpspdx5YKBtb8VwaAOijkWWNZFztYZGQR+hp9FM3HzNu04xnPb6UAPooooAKKKKACiiigAooooA811mdYfjzoKlWJk0uRRhiMHcTz6/SvSq838RtB/wuvwqoQCf7JMWfPVew/PNekUAFFFFABRRRQAUVi+FtXk13QYb+VdjuzqUKFCu1iMEHkHjmsRPFd/dymFLVU3G8ikAPzQ+Vna348UAdjHPFMXEciuUO1tpztPoakrnfBEyXfhKwvPlaa4j3zSbQC79CT6muioAKKKKACuOs/HmnT6tf6bDYXMVxbxSzDcgUSiM4bH/167BgGUg9CMVxFp8M9Ps9QN3HqV/kpNFtLj7knUZxnOe9AD4PiPpzafNd3VndWojtorkIwBLLIcKBjuTSeCdavtU1/wAT293LOY7S5jWKKYDMW5SSox1HTFWG+HmkPZz2zzXbJLax2vzSD5VjOUI4+8D3qfw7odj4f1jUlXU2utRvwlxOsrDedo27sDtQBznjTXPEkWsXMenO1pYWH2ZnkTaTKZJApBzyFxx9a6FPG1o91JAltO6LcNaJMMbZJlXJQfkefapdR8GWGp3V/cTXF4rXxhMoSQAfujlcDHrUlv4P0u11AXUYlAE5uhDu/diYjBfGOvX86AKNp48t74Itvpt200luZ0iwAzYbayj/AGge1O+IWr32keAr7UbGRre6jVCp6lSWGR+tW7fwZo9pfw3sEUiTRXMlyp3n77jDfh7Vd8QaFa+JNHm0u+aUW0xG/wAtsE4OcZ/CgDBn8Vppb6rczi7n+xW9s0kAAwfMyAy++c5HtTrTx9bXOomzbTbuJ1vFspGcDasrKWA9+BVi88G6XfzajHJdXQa8SDzkSUDCxn5MccDIP15qd/CNjJc+e1xdbvtq3v3xjzFXaO3THagDHg8U3iHTordJLprvVZ7ZzMVUxqpOQPUDsfappPFC6bdarO4vbsJfx2a2+FxGzDjb6g0XPhzw9ao9tNq09vNb3DalvNwqvEWPzN04U1ZXw/oV9eXaxX0kk880N9IiTAlWX7jAY4B/WgBL3xvBZW1uXsLk3c7yqttkA/uxlvm6dBx61q+H9b/t7R49S+xz2kcoDIs4AZlIBDfQ5rmvEPgKbUxaR2uoSCCO4luJFlkwxZxjhgp4Hpiup0OwuNO0O0sby4FzNDHseQDAb0/TA/CgDHTxzYussot5vI8qaW2l4xcLF9/b6Y9+tRjxZ9vbSnigu7SK6vFiUugxKChYfQH19RUsPhDRrNJbMXE4WSCZIomkH7mOQ5k2ccdalttD0vUrDR5La/muINNk320scoIYgbfmIHOKAOctPEmp/wDCUx3OpTXNpYSy3EKW4CNERGM5J6g45rWPxD05YIZHtrmP7SYxa7xgTByQpB6DpnntVlPAumKYN895KsMssoSSQFSZBhgeOmKibwRYf2RHpEt/cPHFIsllvKlrfacgLxyB79qANvQ9atte0tL+13CNmZGVhyrKSCPzFclqfxAhudJ19LKK6huNOiy0qgEg79vAPcdcGup0KC2g0w21vfC8Mbssso2539wQvAx6Vjr8PtMNlfWstzeSpdwiF3Zx5gXdu+8BknPc0ARHxndQeIbfSDpE8kRgEz3ZkUfIEyzleuM8fWr+g+NNO8QXzWlusqSeUJ03jh0Jxn2PtVf/AIQHTv7WXUTfakZRGkTobj5JFVdoDDHofzq1oXh+08MvJHHfO8RU+TFKFBiQHJ5AyfqaAI9f8XR6BqMcE1jM8GxXluARtQFgowOpOSKIfF8M/jNvD0dq+5EYvKzBdpAB+6eSCDwR71X1LwhoXi6WXUzeXMiXMIgZra4+QqrZ464ORVu38JaZY6lbalJcXEklpu8lriQHy9y7TzjOMep70AT+INek0OawH2PzYbqUwmUyBVjfaSoOf7xGKw1+IaxaU+o3mmSW0MaBXDSAkTFtoix69811Or6RZa7p7WN/F5sDMr7c45U5Bz9RWHq9h4VsdH1Bb8xRWk1wr3Dbs7Jjja3+y3Q0AYY8U3Wu6xoZiS7sT59xDc24f5W2xkhs4+YVr/DPULzU/Bsc99cPcTC4mj8yQ5YhXIGavx+F7GZNMllury6ayZpYZZZcs29cHJAGRg1e0LQ7Lw7pg0+wDiAO0gDtuOWOTz9aANOuI0ZE/wCFteJX3rv+yWo245xg859K7euE0eVv+FxeJYv4fsNq344agDu6wPFujalrekpbaXfpZXCTLIJJF3KQOxFb9FAGL4ZstT03RkttWmtp7mP5fOgTaJAB1I9ao3PjW0h0SDUYrWebz7p7SKIYBLqzA5J4A+QnNdRWZd6BpV7px0+4sYpLQuZDFjA3Ekk8e5P50Acf4L8UaXqPi/XIo5ilxfNDcxRMpyU8lM/rXodcf4Vs7a18UeJo4II0SGeCOPC/dUQR4APpXYUAcr4+/eaBBadBdXsEBb+6Gcc11Vcv4rkxqXh2ErlJdRXIPTgEiuooAKKKKACiiigAooooAKKKKACiiigAooooAyvEejJr2iXFg0jxOwDRSIcMjjlSPxqr4Q1W41TRFF+oTUbVjBdIDyHXv+Iwa365DXM+Gdei8QxJ/oVyVg1FVHTJwkv4dD7UAdfRTQwZQykEHkEd6dQAUUUUAFNcMUIQ7WI4OM4NOooAYgZUUM25gACcYyfWn0UUAFFFNYgKSeABk0Acj4MmkGkavfJA8izanO8cYI3MAQn81NdhXKfDx0l8LF0YMjXlyQw6Eec9dXQAUUUUAFFFFABRRRQAUUUUAFcZrSR+G/GNn4gUFbXUNtjfH+FW/wCWbn8flz7iuzqlqum22saXc6ddoGguIyjD0z3HuOtAFwEEZFLXJeEdXuEln8Nasx/tPTgAsh4FxD/A49Tjr6GutoAKKKKACiiigAooooAKKKTI3YzyO1AHnviQH/hcXhM7Dj7NcfPgYPtmvQ64DxKGHxZ8Ind8vk3A2474HNd/QAUU1txxtIHPOfSnUAFFFFADQqqMAAZOeB3qnbXME13eWyW7xmFwJGaPashZQcg/xdcGsPwxFrzX9xeapIxtZkPlRyApJFh2wrKCVPBHzDGcc1j3fh7VrnVNVb7LMsEurW9xCVucZjVRubr0z/DQB6AiIiBUVVUcAKMAU6sfw5bXVppXk3cIhdZX2qJfM+UtkHNbFABRRRQA12CIzscBRk/SvH9K8fa3eeJL60XU7WW2ls557SSSMRoGVsKB/Fgd817CQCMEcVkxR+H/AD5lhXTfNiU+cE2bkB67vQfWgDF+Hutahq+mXiarM73tvPtYMijapUEYK8MDyQR2rI8Z3FxY+NYry01GGxmh0e4k3OisZdroQnJ7/wCNdFdeJNI0aTSILKKGWHVLv7NG9oy7FbBOTjjtWjcXGhXe6S5m06byTsZpHRthPYk9M0AcX/a3iO58R2ul/b5rdtSgivIStupWBAP3qHIznJXGfWu71W7m0/Rru7hhNxNBA0ix93IGcVlWGn+HbC9vfEFvdQkzEiS4e63Rx5xkKScLkgZA9q0zqsL6hbWkISYTxNKJElQgKO+M5IPqBigDzmPxN4ibTbO5Gp28kOrSRK8qAM2nbgdzEdMZ4Gaz08UeI21DTUm1h4VFtel2EKhZxD9yT5hxnoa7yx13RrnxXe+GbWzgLR24nlkj2FGycbSB3+tdG1pakqzwRHYpVSVHyqeo+lAHm9nfpPfzaudbukvrvR4ZVt0YeWzmN8lFIOQp54PBPNO0rXten0Pw7d3mrqg1koryrCuLfahJwehLEDr05ru7eXRrgxi2ksZDGhCCNkO1ScHGOg7U2W60NLRYZrjT1ttu5Ud0CbQcZAPGAaAPNZtUk1Rp7zUo4orlvDtwJQQBkB2CsR2zwauHVbvT9D1Oay1G0gnttItXjzCpeM7R94/xA9hXfrPotyZtsthKUQJLhkbap6BvQfWmXEumrFG8VvbXIuHWDCFPmH4nkD0oA4S78X6pY6PrDS6moktrm0jExjUtEkoXcdv4nGa6vwXdapf6bNe6hqEN3FNMwtfLQLtjUkAtjuRgmrOo6ZoWtKLeVrcyGQSDynUMWT1x1x71Z0Sz0vT7eS20xoSu8vL5bgkseMnHfj9KAOZ1cQQ/FfS57m/eBG06RFjLKElbePlwRz1z+Fcdo/ijUPCugyvZFLy2a2ubi3tFQARlZSMgjkjnP4V7NJbwyukkkSO8edjMoJXPXHpWfv0KGNZt+noikxK+5AAT1XP9KAMbwZrOq6pLfJfmKS3jETwTJIjNh1yVYKe1Z3iaOKL4neG7ufU5raNYJh5YYBCcDjkc56Y6110E+j2Vqs8E1lBbyn5XRkVHPsRwaSa90aS8iinurFrlGAjR5ELhj0wDzmgDzddX1BYLW207WLawe61+4tZJY7eP50AJBx0LZAGfelt/Gut6fo7X11fJqU1zYSzwRwxqqoUkCbuCTnDbiOgwa9OGm2IKkWduCrmQHyxwx7/X3rP1qWy0HR7jUxpaTLaRMxSJFDBOrYz+JxQBQ8Farqup212dTj2iORfJLSRs5UqD82wkDk8e1Z+tTxWfxN0ye71OW2tzYuFiLgJI+7G3GOTj0qzF4vsrW8lsLPSJFcWIv0EexVlU9lI6n1p1r4stbzW4dN1jTYrCYWqXSNczxnDMcbRnv9KAOT8Hatc6ZBJJJrtu1hKL6VLcov7kpISDkfM3GSay9X8RXut+Etes7/UnKR29jcxSIFDHe3zH5eiZA68jPNeueVo1tdLFssYp9pITCK2D1464ptouhXO+GzGny5jG5ItjZTPcDtmgCbR7i3udHtJbW7N3AYwFnJBMmBjJIry3UZ7WxtfH8E+pSfaJ5iUgcg7RhcMABn/9VevRxpFGscaKiKMKqjAArlNS8X6TZR6zc2lvHeXmmsqXcaMqvt4ycnqBmgDh11/UtL0e4sotZmu40u7eN55G2tFCyc/MF4GeM4NeheBpb6XwrbtqF6t5OHcecmSCoY45IGcDvWhFrWkS6W2ore2v2VVDSSCRSEyM4JHerdleWt/apcWc0c0DjKvGwINAFmuD0dv+LyeJVwP+PC1Occ9GrvK5HRv+Sk+JTgf6m15wM/dPegDrqKKKACq93e2thD515cxW8WQu+VwoyegyasVgeLvDEHi3Q20ydxHl1dZCgYoR3Ge9AFTw2wPizxUQQQbqEj3/AHCV1VefeGPDdiPGGtzT+bPdWM0EcUzytk4gQZIBwT9RXoNAHKeIUE/jXwvC5JjWSaXaD/EqHBrq65LW5V/4WF4Yi/i23LdR02YrraACiiigAooooAKKKKACiiigAooooAKKKKACobq2hvbWW2uIxJDKpR0PQg9amooA4vQLybwvqC+GdWmJt3J/su6fOHT/AJ5Mx/jXt6iu0qhq+kWeuafJZX0Ikibkc4KsOhBHIIPcVk+CNQu77QnjvpVlurO5mtHcHJbY5AJ98YoA6WiiigBqurFgrAkHBwelOoooAKKYqBSSM8nJyc0+gAqG7/485/8Arm38qmqpqk4tdKu5yu4Rws2PXAoAw/h7GkXgXSxGqqCjEgDHJdsmunrI8L+X/wAIrpTRRiNHtY3CDoNyg/1rXoAKKKKACiiigAooooAKKKKACiiigDnvE/h1tYS2vLKYW2rWLGS1nxwT3RvVT3/Ol8N+JU1uN7e5haz1W3+W5s5OGU/3h6qexroKwdf8K2euSxXgeS01O3H+j3sBxJH7ehHsaAN6iuQi17WtATy/EtkbiBSFXULBCykesidV/DIro9P1Sx1a2Fxp93DcwnjfE4YA+h9KALlFFFABRRRQAU0KNxbAyeCadRQBwXiX/kq/hH/rlc/yFd7XAeJUX/hbXhF8DcYbgZ9sCu/oAKKKKACiiigDl9G8WR3enedertnLXTBIlJBSGQqT9cYrYttZsrttsEhdht3qBzHuXcN3pxWBD4HWO1SIalcRuou03RgAFZ2LHj1HGD7Vs6foUOm6hc3cMrn7SiLMjDIZlXaG/IAUAaMM8NxH5kMqSJnG5GBGfqKlqOGGK3TZDGsa5J2qMDNSUAFFFFABXjT+AfEbS6wLWMQxXSHIlmDb8SbtqnGQpHrnFeyHpXBaB4/mu9Nub7UrGRIhqj2UbRAEKM4Bb0570AZM3gvWLu8sbmKxt7OH+1luWtlkBEEYjKlhgdSTyPaoI/AupJ4SvdPl0sSXrC3ty/2rKXEccu4kDHy8Z9TzXap41sGsri9eC4S2tZJY7iQrxEU65+varOk+K9O1RZwzNZzQOqyQ3WI2GRlTz1yKAOPuPCupm4unXSIZLQawt2LTzQFliEOz0xncAcGi18I65DLYxLEkIXT7qAzpLzbmRsog45CjjNbcXxAi/tB7O50q6gdb5rHcSCu8JvU5HQMCMVLN46gtb6ytLvTbuCS4VGkLAYh3nCgnuc9cdKAMjwh4b1XS/Elpd3enQQRx6WtrLMjgtJIGzlvXNehP9wjGeOnrWEnimCTVJNPWzujPHci3cBM7cjIc/wCzjvW67BEZj0AzQB5XB4E1A+EL+G30+LT9Wa+aZJPNDmSMyhygOOAQAMdMir914OuLg2LRaaCqzXUsy3M4ckvHhe3ALc47VsWfxB0y8tjKkM+5pkgiQAMZHYnAGOhG0k56VBJ4wjbXbG5S4ZNNFndvdxEZKPCyg59xlqAOdtPCGtWNnCltolkjDTooJh5g/eSrJlieOeOhNblno+tafC0Y06KbbrH2pG84cRNjJxjgjpitdPGdgwj/AHUwZ7iOADHQuu5D9CKF8aae1rFKsNwXkSWTygnzKsZwzEelAHNReFdTj10Xw09CG1K4lc+aATE8Oxefr2q74A8N6roV7ePeLttZLeGOJJXDyIy7sruHVRngnmtKbxTa2s93qc11MdPjtYnijEY2ybz8rKepJ6Y96j8H63d6rrfiS3uJJTFZ3SRxxyqA0eUyV46jNAG54gsrrUfD9/ZWU3k3M0LJHJkjBI9RXmviPRL2z0p7ufTk2S3dkI7QEvygwxOB3x1r0bW/EFnoSRfaRI8s27yoo13M+1dzYHsBXOJ4vWz1vVTeSyz2ZFubK3WLLlpEztA6k0AY9z4N1aWSO5+yb7OaadmsobjyzEkmAMHGOPao9R8D373WotBpSSFZ7P7HcPODJsiPzZJGen54rqJviDpcRtY0hupJrhSREEwykNtKkHuD2qZfHejtfT2qO7NCZF3AZDOi7mUe4FAG3Yz3k7XIu7QW4SUrERJu8xMDDe3firFxAlzbS28qho5EKMp7gjBrM0DxBbeI7OS5tEdY0bbubGG4ByMfWtOeRoreSRULsiFgg6sQOlAHmumeANXs18OLJdndY3EwuGR/vQE5RfXsPyq94q8M6vrOu6lLHZ20ts2meRaSSPhlk3Antx0qCHxdq9xofhrWJLe5MlzOyTWtuozLwccenFaM/wAS9Nt9Ls717S4DXETTtCSA0cattY+5B7CgCnD4Z1JfE32y6sXnjlaOdHW62rA6xbdrLj5uc+3NSeFPDOpaPc6C0tjBEtvaXEV08cuTudwy8Y+bp+tdzbXEd3aw3MJ3RyoHQ+oIyK8+1zxdrUOneM3SD7J/ZRjW3lBDnkKc47kg5oA9HrzfVfC/iF7jxJaWNrYSWmrt5nnSuVZcgArgDnofzrUk8fwWWiz3dxY3Zks5oYLiMgBgJANrj1B3Dj3p0nxF0y2lt4L63ntbqUKzQSY3IrNtB9+e3oaAMK/8Catc6ddWsMVpbRpcQXFtHBIUEnljBVsDjPrXZeEtMm0nQY7a4to7aUu0jRpKZMbjnlj1NZth8Q9IvtWms1JSKOSWP7QWG3dHy2f7o9Ca6ezvbbULZbm0nSeFujocg0AWK5HRli/4WR4lfA87ybUZxzt2H+tddXH6MG/4WZ4lPnDZ5Fr+6xznafmz+lAHYUUUUAFIzBRliAB3NLXLeO9L1HVtCSDToVuGEwMlu8pjEq4IxuHoSG/4DQAeHP8AkbfFf/X1D/6ISupribHwRqVkDNb+I7q1mnjiFwkcaupdI1TILc/w1M/hjxKWTy/GdyBv+bNsnK+g96AJby3Wb4nabN5YcwadKd39wswH4Zrq68tk8M6pb/EJHi8ZzLPc2ZWbeE3naflAT075rox4Y8SfZiD4yuvP2nDfZk257cUAdfRXHJ4X8T+QQ/jO5MuzqLVMbv8ADpT18MeI/MXd4yuym35gLZMlv8KAOuork18M6+M7vGN4eeMW8fSnf8Izrv8A0OF7/wCA8dAHVUVyD+GPEZP7vxldAcdbZPxpy+GfEO75vGN2Rz0tk9eP0oA62iuNvvDeurp9yR4yu1PlNgtCigcHqe1Fh4X8Qrp9us3jG8aQRjcVhQgnHYnrQB2VFcr/AMIzrv8A0OF7/wCA8dH/AAjOu/8AQ4Xv/gPHQB1VFcr/AMIzrv8A0OF7/wCA8dH/AAjOu/8AQ4Xv/gPHQB1VFcofDOu4OPGF7nt/o8dNi8MeIBGvm+Mbwv3K26AUAdbXIadPHo/j/UtLZkWPU41voRuH+sA2OMdeQFP5+lE3hjxGQvk+MrpTuG7fbIfl74965uTwLe6h48lnuPFM7T2sEMkMqqnmhgZOCvYYb8c0Aep0VxU/hfxYXTyPGkwTPz77VCSM9vwqB/C3jbe2zxuQmeN1mucUAd5RXF/2B42zD/xVsH7s5P8AoS/P9alg0/xjJFkeI7U8kZaxAPBxQB19Fcr/AGZ4y/6GKy/8Ah/jTW0rxmSp/wCEksxg54shz+tAHWVm6/8A8i9qP/Xu/wD6CaxX0rxmykDxJZr7iyH+NZ/iDRvGc/h+/iHiCyYvCwx9lCZ/4Fnj60AdL4WVk8JaOrDDLZQgj0+QVr1w1jpPi+XTbX7P4rszEI0CtHaKwIX37+lWJtF8ayujL4ptowvULZDDcjr+X60AdjRXK/2Z4y/6GKy/8Ah/jUcmkeNHKEeJrVNpycWQ59jQB11FcaND8ahs/wDCV25+YNj7Evbt9KYPD/jYXv2j/hLoSuf9SbJdnSgDtaK4tdB8bC7af/hLICp/5ZGyXaKWLw14te7eS68YuImyQkFogwfx7UAdnRXni+GvHUWvCRPGavaCPISS3U5OehX6d61ItG8aRu7HxPavuOQGshhfpQB19Fcr/ZnjL/oYrL/wCH+NH9meMv8AoYrL/wAAh/jQB1VFcr/ZnjL/AKGKy/8AAIf40f2Z4y/6GKy/8Ah/jQB1JAIwRkGsO68J6ZNcm7tkksbs9Z7RzGx5zzjg/jVL+zPGX/QxWX/gEP8AGj+zPGX/AEMVl/4BD/GgAvLvWPDUdrJdXkeoWT3KQyyzKI3hRuAxI4POO3eupBBGRXAeJ9H8VS+FtUF1rllNCLWR2j+xAZ2qSMHPByOtWtKsPGU2k2kn/CQ2g3QqcGzBI47nNAHbUVyv9meMv+hisv8AwCH+NM/szxt5Z/4qGw39v9C4/nQB1tFUtLhv4LFU1K6jubkE7pI49gI7cVdoA4LxN/yVfwh/1yuf5Cu9rgvE3/JV/CH/AFyuf5Cu9oAKKKKACiiigDkv+E0LJqmzTpPM0/zyysw/eeWwB2/UGqd14h1bUW8QxQeTZ2dhaArMcmQs0W/OO2M12Is7UEn7PFk7skoOdxy35nrTxBCDIREgMn38KPm4xz68UAZ3hmQzeGNMka7N2zW6EznrIcda1qZHHHFGscaKiKMBVGAB7Cn0AFFFFABXGWvw9t7fR9a0o6lcPZ6lK0wQqAYGY5JU9+a7FgSpwcHHB9K8wHjbX7TVxpsr28rx3EllJJJEUHmnmFuv3SPSgDoT8P7FrTWIDdXA/tOONJGB+6UGNwHcnqauWng2wEl1PqgXU7m5kR3kmjAA2rtUKO3f86xf+Eo1WPxjaafLd2T2skotJFSIjbL5Rc/MT1yAMehqz4cvdfv9WltrzVId+m3EiXkKW2BKrcxENnjjnvQBc1DwLpeo317dTPOpungkZI32hXiPysPc8A/So9Y8ELq+qT3z6pcxmRYhGm0MImQ5BXPr3FXfF99qVhoXmaSY/tbSoih2UEgnkLuIBbHQGuIbx9qq2aMt3F5llZfap/Ntyv2lvMKGMYPBGOozzQB2OiaPN/b97rd6qx3br9mCxS7kZFPDEdmPeuhnjM0EkQdoy6lQy9RnuK88m8TyaPeFNOs4WfUL5VdAwLRs0e45XI5zx1p2reLNftIp5SbSzks9NF3PbzJuLNvxtBDcZH160Aadp8P4bSEEX5N2kkUyXIgVWLoW+ZgDhiQxB6cU2D4f6ZA5la8doWguYrgcASPMQZHJ7HgDHaqEHjrU7jXPLFqi2w1NNONvt+cho9/m7ieg9MdKoXus3M+hDShPp9r9pGoSSyiINGwicjaVzwTnJ5yMUAdg3heKfTtMt2u8iynjnEkcSr5oQEKDj2PWqsngt3dZRqsgmAmjZ/JB3RSHJXGeMetXvA5z4G0Q5B/0OPkfSubTxfrd1Lqlr5UFvPBbme2YLvSUK3zbXBIPA56EGgDU1DwJb6hBcW0l/Mlm0EMMEKKB5JiOVYHqeRzWh4e8Ow6Je6neJeNcy6nMJpCwAAYLt4x24rE0DxHqWuaxexNdRJAgS6gRYch7d04yxIwd38qztL1Ka4k8ISpNHZQyC7aSONP3blWxtGTkE8kc+tAHV+ItBOq3Wm38F+bG7sJGaKQqGVgwwysCRkHA/Kql14Na61C5v/7TdLqVoXjkWEfu3jGMjnnI6iue1zUr/WvAWr6hdzaebM226JIyd8MwkOAT6gbffOar3vjbxDbQDSoooZL/AO1fZluYU4AEQcHazYJOcfe9aAOim8CfalhS71R7lFLNIssCktIWzvUg5U8Y4qxb+C4bKbUns7swC8ZpFIgQvDIwwWVzz74rATxtrizaZHeQQW6SNAt3LGBKImYkFWw2VJ7HBHvXVeNHmi8HarLBdNbSJbOwlVNxGB2FAGdaeFLzS9WsrjT78pE85kv0jjWOOYBCB8g6EnBJFdeRkEe1eYxeMr7SfD0EUd5aXUtjo8d7LJL1nJOPLGDwQBgnnkjiu8v7mR/DdzdQs0UhtGkQ45U7CRwaAOftPBhs00mFNdlxp8jyQJ5ajcrDGCM8465qGP4cpFb2Cpq0vn2nmJ5rQI2+N23Fdp4HPeuWluJZNK8Gyw6rA+qrHMwuPKBKgR7tpUHn0rRj8f61dvpkdnbRytJYC5lbaoV23bTyzDaB6jNAHpsMQggjiUkqihRn0Arl9V8FDU/7bUanPBFqwjMiKgOx1wAwP0UDFbWs6k+l+H73UkgMz29u0wiU/eIGcVwf/CaeIH0WLW5VtrexgFrcT7Nrl4pMiQYDErt4OT78UAbl74Ea8a/P9sTp9smt5m/dKcGEDHfvtH5Vc1TwfFqGvwaxFdm3uURY5f3KOJVU5H3vun3Fcj4t8Va/4cS1WPVbWeQQPdSfuQoePzQF5J6Bc9Oe9a1l4pvtV1y7hh1Czt1t5fKFo5BeVDHuDr3JJ/DFAGxpvg200zVry5hmY2d07StZNGpTe33jnGSD6V0MNvDbRCKCJIox0SNQoH4CvO9F8baheapptsHF7K2myT3FrCqhzKrEAZJwD7Gu80u8nvrCO4ubGaylbO6CYqWX8VJFAF2uS0aMf8LG8TS9/KtV/wDHDXW1ymjBv+Fh+JjkbfLteMc52HvQB1dFFFABRRRQAUUUUAcfd+CnufHUXiEXkaxKyO0XlZfcqkABuw55FdhRRQAUUUUAFRTvJHbyPFGZZFUlUzjcfTJqWigDgLD4lE6a95rGjTaeBPLAv71XDNGrMw46fdI/KqE/xq0UKBZ2VxcuyRFcMqgM6swUkngjbg1103gzRLm0FrcWpmgE8lxsdzje4Ibp7E1Tl+HPhplHkWT2kok8wS28rK4bLHIOf9tvzoA176zfXvDM1pODbPeWxVwDuMZZf1xVPX9ei8HaBbTy2010qtHb4iwMcY3Ek4A4rcgiEEEcQZ2CKFDOcscep7mqWtaLb67Y/ZLmW4jj3bswSlGPtkdqAONj+KcTS6m7aVKtvZMkQBlXzJJWxtULnoSetdro9/NqWmQ3NxZS2Uz53282NyEHHauftPhr4bsbS4tIILhbW4UiSD7QxQn+9jP3vet3TNEstIjjS1WX93EIgZJnckZzzuJ5z3oA0qKKKACiiigArkrHwzfQ/EO/8Q3L2jwTW6wQbARIgGMg8YPPfPpXW0UAFFFFABRRRQAUUUUAFZPiTSX1zQLrTo5hE8y4BPQ89D7Hoa1qKAOc8FeH7nw3oLWV1JC0r3Ek2yDPlxBjkIuecCujoooAKKKKACiiigCtf3L2dhPcpbyXDRIXEUeNz4HQZ71wkXxasH0M6tLpN9DbmB50DFMsquqHofVv0r0JlDKVIyCMGsCPwR4ej0+Kx/s5Gt4o2jVGZj8rMHI6/wB4A0AcRdfFHRV8S/2jaRT3aKi2Q8sqFZz8/DE44zivSjqIj0Y6jPDJGqw+c0XDMBjOOOCa51fhn4YgsUtbS0ltFSc3CvBMyuHIxkHntXTJZImnCy82YoI/L3l8vjHXPrQBw9l8VrHUJtNhttJvTLflgiuyLjaRk5J5+8OldD4f8UL4iuLkQ6bewW0Z/c3cyYjuBkjKH04rOtfhroNncRXFs99FOjs5lW4IZy23O71Hyir2n+DLDSTJ/Z91fQB5Fbb55ZUUPuKKp4VSSc47UAdJRRRQAUUUUAYXi/T73VfCmoWOnxQyXM8exFmYqpyecke1L4Q0uXRfC1hp80bRyQR7WVpfMOf97vW5RQAUVWu9QsrAKbu7gt9xwvmyBc/TNTJIkqhkZWU9CpyKAH0UUUAcF4m/5Kv4Q/65XP8AIV3tcF4m/wCSr+EP+uVz/IV3tABRRRQAUUUUAeZKniHUo9NRl1JZYbnUPNYkoCvzCIE9xyuKu6VpXilr2BmuprZRBaNOZG3eYyhhIvfk/Lk13C3lu6oyzJh9pXJwfm6ce9UoPEOlXFybeK8Qvu2ZIIUtkjaCeCcqePagCxpWnjS7BLUXE04UsfMmbLHJz1q7TVYOoZTkHoadQAUUUUAFUp4dPhWS6nit1EZ855GUcED7xPrjvVtiQhKjJA4HrXlWj6Zqk95qMF9oV2lvfWE6S+Y25PN3krnJ5yMYNAHaCw8O30kN9Hp0Mr6iwkW4SEE7lBIcnscdDV7QtGi0WxNul1PduzFnnuH3SN6ZPsMAfSuG06xvEtPBiDQ72A2ZkiuQVA2AxlSTg9CxH5Vj6bpV54fsxP8AZL+0j+w3zXk7Hp8x8pep6DkUAeu3NpaX8ax3UENxGDuCyKGGR35qGTRtLfyC+n2p+z8xZiX939PSvMvhXZWU2sT3UtvcQXkVrEYoHcskYZcOwIYglmUntXeeNwjeB9Z837otXPXHIHHP1oAv3GiaRepMLjT7SUTMGkLRqdxHQk+tLJpGlySmSWxtWd4xES0aksg6L7jivLdH0e5uNLSXTNPuV0SaG1ae3L5MwH+s288k1ePhvxBdaXaWi+bsiaWaOC5AIEYkBRN+cq+M4PpxQB3CXuj/AGqe6ntFtpYJ1tRPPAFLscBdh6kHdinLbaS+otpn9kp+6Tzw5th5WWJBwcY3cc1xGqaHdXjayX0m5aL+3LW6jTGdyLsDsvPThq0NQg1a61vW57W1vooriytQjZ28BiZFXB+/tNAHeQwQ20CwwRJFEowqIoCgewFMisrWGIxxW8KRtnKqgAOevHvXnN7oFzeSadAlrqaab9ukOzf8yQ+XjB54Ut0FdT4Dhvrbwla2+orcLcRM6YuPv7Qx25/DFAG6LW2SMosMaqUEeAoHy9h9KrQaJpVrZwWcOn2y29u26GMRjEZ65Hoa4r4haNreq69phtWmGnLDIGMMW9kl4KtjI544PY0sul3Nr44t76Oz1KeylaOO7yx/1qqdsuN2NvZvfHpQB0ujjRNatLyW30yFBJO8V1HLCoLOjEHcOh5FXptD0m4imjm0+1aOZlMgMYwxXgZ+mK820vRtTtPEa6nFpGoRvPeah9oIcLujb5ou/APOPc1YutI1e6sNZCaddgSx2txBGW58xWG8Dn73B+tAHoh0jSyVJsbX5SpB8peCOn5dqe91ay3MmnuVkk8re8RGcqeORXnMGm6651phFewfaNVWa3MkYdAmzuuehPHHQ1Y0+0vbLxjaX11oFxJJdafHbedG25YSC28sSc9MUAdTbaB4c1G1tJzolvGkDM0KS24QxndycfUZ/KugwMYwMdMV5Tq+j3WqWOiRHR9QVIbS7SROmDt/dq2Dz8wBH0rP16aZpdMsdQ1PU7UCwtROY+PszbsNk5BJbpkZxQB6ydH0wpGh0612x5KDyVwueuOOM1k38HhlfMS4sbSRtJjEwjWJSYl6/KK3bWFLe0hhjLMiIFUuxJIx3J61xOt6ZLBr+sy2uhNLJf2BUXkYHUAgqfc9qAOw03ULbV9LgvrYlre4jDpvXBKn1BqOHRdKggmhh060SKf/AFqLEuH78jHNeVWfh3XtN0mS1sbO/ikm0eFZpOMtKrjeuM/e25Ar0LwVY3On6JJDcyTPuuHeNZYhHsU4woXJwM5/OgDZmsLCV1ee1t2YIY1LoCQh6rz29qT7Dp8dwt39mtlmjTasuxQyr6Z7CuU+IEWnSXnhwX8Tz5v9qwIwXflD19QDjiudt9B8QWujwMdNknkk024tBDvAKFmJTfk9gR+VAHV654h0DwkXmWxjknSMzSraJH5iRk8uckcE1u6Lqya3pcV/HbzwJL91JgA2PXgkYNeb6r4Rv7y2mMuhC5kOhJbAsy7vOUjgfl1r0Tw2CvhvTka0e0ZYFVoHABQgYI496ANWuW0b/koHib/ctf8A0CuprltG/wCSgeJv9y1/9AoA6miiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACms6oMscDOKdRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFNV1cHaehx0oAdTJGZInZBlgpIHqafUN1P9mtJrjYz+VGz7FGS2BnA96APCF0HwX4vtZr/wAV+KpotakkcSRTXAiNqQfuqjdq1vh9a2Xhv4hLovh7xA+raTc2TzTBpFkETqRjleBmt2Tw34D+Idnba3qNnbxXlymWAnCSKfRsEZI96Z8M5fBtpquraVoljDZalbStHIPN8xpox0ZW7j27UAem0UUUAcF4m/5Kv4Q/65XP8hXe1wXib/kq/hD/AK5XP8hXe0AFFFFABRRRQBlW2hW0GsX2pM7yy3ZjO1/uxhBhQo/En8aqp4VtBawQO5IgvmvUKKF+cljg/wDfRrJvNYurq+8YaddTpbWljZxtDLG2GXcjEsT2ORV/SvEZlupbCSMM0LQwo4bJdmiD5b0oA6UADgUtRQPLJAjTR+XIR8yZzg/Wo4L2C5nuIYn3SW7BZBjGCRmgCzRRRQAVyUfjKy07S1vNVv45lnupIYGtoWP3T90j1FdYc4461xkHgee1t9OgTUVZLXUHvXzFtLhs/Lwe2etAFw+M7abW9FsrOCS4ttThklW5UfKgX1/HrV7TfEeka7czWlpOJmRSSGX5XUMVJGfvDIxWFpXgm+0/+yTJqMcv2I3CONh+aOUk4HoRmpPDPgqfRdRt7i7vUnSxge1sljUqRGzbjv8AU8AUAEniIQap4j0vT9NFtNptmJkuDF+7c7SwBx+n41Y0LxRpniXRCl7t3/Z42uo5o9qHeOMZ6g1Ld+GbqbVtXuYb9YoNUtRBIpjyyMFKgjnkYJrKb4fMYpo21DzFa2t4lUoVG+E8McHoR2oA6SC7tP7AmbRmhEdtG6Rqo+VGUdCPasvRPGdnceHLW91KdIrhoEklAUgfM23I9s/zrV03SBZ6XPamK3gecsX+z5K5YYz83JNcy3gC6udOltLvUkdorYW9lKkWCgDB8uOhOVH4UAaGueLBBCG0uRHkttTgs7tHQ5AdgCB74YGrTeJYJL6ya3nVrWQTpKm0+YJEAOMdiBu4rJg8Fai8WoNf6pFLcXN/BfLIkWAGj2/Lj0+UVdsPCtzZh7j+0VW/luZrh3EeVBkGMAH0wvPt70ATJ4hmPiLaxhGivZJOlwTgh2YqB+NW7jxTpNqiNNc7d5kVQVOcp94Y9RWBdeBLicPbjUs2n2SKFVdSWMkb7wxPoT2rQl8NTy6vo98PsUX2R5ZLiNVJEjOuCRnv9aANy61WzsrWK5uJgkcuPLyOXJGQAPXFZ7+LdGjtoLg3JMU9s91GwUkNGgBY/hmmeJtCvNa/s/7JeJAttcCWRGTIkXBGPbGc1ztv8P8AUIdJsLB9Qt2FrZXdplYyMibo34elAGv4j8YRadp6vp8kUt0TbvscHHlyuFBOOhOSR9K29S1ez0e1iuL+Xyo5ZFiDY43N0Fcnc+B9QkspYob63ElxBarMWQ4EkDKQV9iFAxW54p0K613TbO1gmgjMN1FO5lQsrBTnAFAEi+LdFZwhvUVjsyGGMbjhQfQk1Jc+J9ItDMsl2uYYGuGC85RThiPXB61hX/gUTeKn1i3e2K3BQ3EdwhbaU6FMHAP1qbSPBMNhLdJcR2s0DrKkUgDeaFkJLBiTjuentQBsReJNNlkCCVwXVWjLIQJNylgFPc4BNVbzXvDwS2ubh4JROqMjGMMQrHCk+gyaqw+GdSs9L0ayg1betjcbpDMmfMiwwCD0wCMH2qlo3gi80a8tLmO+t5mEK210ssWQ8aMShUdmweaAOgj8S6W5tl85lNw8kcYZCPmT7w9sVVu/F1iNIvLvTd19NbwecIIwdzrnAIz2zVabwteXGsxXjagiw29zLPAix8jzFwcnuQelU7Dwhq1vqUl1e61DIJrI2kgWDBJySrZzQBs2utTXF1piSKsBuLQ3EsLodw4HAPTgnpUdt400a6glnWWRYI7Y3RleMhSgYqcHuQRjHuKdY6HfwzWb3erLdfZoXiYCAJu3DAPU4wBWPc+EL6z8NSWNjcpePHYy2sUUkYXJd927JPUf0oA27LXNG17VrmwgX7Rc2G0yF4uI2PIAJ71iXXim+u9N1+WIHTm0i+EXmOm/zYwRnj3Bq54K0rVtKj1BNUjizJMJEmCqry/KAS+0nnIx16Uy+8FSXkWsRJqjRRajcpc4EIJRlIOOvIOBQBaTxvpLW8kjeekiTi38p49rFyMgDPqK1dH1iz13TI9QsJPMgkJAOMEEHBB+hrm7vwCbw30smqN9onu0u4n8hSsTKuMFSfmFdLpOn/2XpsVp5gkZclnEYQEnrhRwKAL9cto3/JQPE3+5a/8AoFdTXLaN/wAlA8Tf7lr/AOgUAdTRRRQAUVXvbhrSymuFhknaNCwijxubHYZ71y1l8RtKvoNPmjt7wR3hVd7RcRMzmNQ31ZSKAOxorO07W9N1eW4jsLyK5a3bZL5Zzsb0PvWjQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFQRTvJczxNbyIse3EjY2vn0+lAE9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA0vh1XB5z0FOoooAKKKKACqmqRTT6TeQ2xxPJA6xnOMMVIHP1q3WN4rlu4PCeqy2B23SWztGfQ46/gKAPFvDnwFk1HS1utX1y6tL8u3mQwFWCHPrnrXc+BfhBp/gjXm1aDVLm7lMZjCyKABnqeK57TG0Xwv8Lbo6f4j+2X2rbAZDNlvNbCnaOoxk1u+AtDu/DvjfV9LGs397ZQWkTBLtiTvc5LAntxQB6bRRRQBwXib/kq/hD/AK5XP8hXe1wXib/kq/hD/rlc/wAhXe0AFFFFABRRRQBiW+naDqkmp3EMUFybs/Z73ByHKZG1h6jNX4NNsraV5YbaJHcqWYDklV2g/gOK5O1svENiL9tLjVGl1aeZ1nUYeMocEc/3gtO1uw1bUNOtJ4mv3NzewST2yyCIwxhcOBjqCeSMnrQB21IAASQBk9ajtreK1t44IU2RRjaq+gqWgAopmz94XyeRjGeKfQAhzjivM1+IOuWei6nq1/ptq1raXD2gEDNvMgfapI5+XB55r0vDeZnd8uMbcd6wL3SfDuiaFqPn2CLYTsZLqNIy/mEnk7Rkk/SgDCh8b6ta6FJdanpBWdZmjV1R1jKgKQzDBZV5POCOOakXxvqFz4ifTrTSi9uC0f2oB2RGEQcMWA27STjrmtyHwpoJsreOKwCwopKKGZSA2Mg85544NWI/DmlRXVxcRWgje4j8uUIxCuMbeVBxnHGaAOTTxj4kl8HQeIDpVnBAzQu5Mxf9yxw7YGMY4P0pbvxrq8bR29rb2VxcSQTX6EFtj2yHgA/3mH4V19roOl2ejNpEFnGunsrIbc8rtPUYPaql3pnh+W4s9Lnhh86OBhbwgkMIhgEcfw9OKAObTxNLNPquq2Vu/nppMV1HHNOfLOecFccHryK6nQ9Rvb+0jnv4reD7QiS24jlLFlZQTkEDkZqGLRPD2qpPdw21vOl1D9lkdDlWjU428dhWjHpNjE1myWyhrNCluecxgjBA/DigC7XmOs6deXvjPxDa2EV7JO1jA8DpetGlvKxb5sFhxwCcA9OnNenVmwaFpttrE+rRWoW+nXbLMGOWHYHmgDlJ/F+o6O1xp1xDb3Fxp62iyzebzKZSAx2gfLg9M9a5zWrTWtX8XKt5emOzGsC2jENzJExi28rhev1r0a+8KaHqV+17eadDLcuFDSHIJ2/dzj07VG/hzw9qlxJO1pFNIlwJHIY8SqMZPPUUAZun+L4W8Xp4YWMjZGwV5mYSMUA9RhgeeQT0rZ8T3N1ZeF9UurJlW5htZJEZjwCFJzWYdN8O6X4us2fzhql68s1urO7Lu24cgdF+Wt/UNPttUtHtLyPzIHGGTcQGHocdqAOK07UdR8OaL4bsYoRf3Wqly8k923yuU38EgnB5+lWP+E8knnjjtbNGE809rEzOf9fEMnIx90nvXRL4c0lRpwFkn/EuybQ5OYcjBx+FC+G9JW/lvRZp58obccnHzfeIHQE9yOTQBwtt8QPEr2pln0vToz9j+3Ei4JCxq21lPH3ienavSbS5W8soLpAQk0ayKD1AIz/WsdvBnh54RE2mQmMW5tgpzjyiclevTNbVvBHbW8cEK7Io1CouegHQUAecanfale6J42TULjYlndBbQwTmN1wqMqhu2SR+JNXr3x9c6RAltPpbPfG5Nsiws0qsBGH3fKpbowHT1rpbjwto1418bixSQX237SrElXIxg46Z4H5CqGt6f4V0i0mvdWSK1immV2nLMCJAMAgjlTjjIxxQBraFqU2r6JaX1xZyWc0yBngkBDIfQ5wa8+8X65Nqd+1tOv2TT9O1m1hMocrI5JyWGO3bpXYXXibQfDs1jpTPIrTxBreOKF5MrnA5AP61du/Dmjalc/a7rToJZmC5dk5O05XPuDQBxOoalPBBr1tFsgd9ZgtWl81zlZCuTycjg9AQKr6DczeGLXWtRmnnvZRqpsIkMkjKu5kxwS3ALYGOe1dzN4R0Gc3Jl0yFzczLPNuBO+Rfut9RSx+FNDiS9RNNh23snm3AIJ3vnIb655zQBgt4m8RPfaRYrptvDcXqXG9ZyV2+WRhx3w2Rx1Gagh8bavcalqIi02M2FotwjSnPyyRDjJzyGI6AcV1cvh7Sp7myuZbRXnss/Z5WYlkz15zms3W7Dw/ocGo+IrrSw7+URcvCmXZDw3GR2696AOVn8Va7qfhrUorj7LaTyaOL6GS2ZiY8nG088n3Fd54enafQLFpLlLiYQIJJE7ttGc8nmoNO0XQpbaC8tNOgEctosKZjx+5PIUg9vatO0srWwtxb2lvFBCORHEoVR+AoAsVy2jf8lA8Tf7lr/wCgV1Ncto3/ACUDxN/uWv8A6BQB1NFFFAENxbx3VtJBKGMcilW2sVOD7jkViReC9BimspVsjvsxiLMrn+LcC3PzEMSQTnmugJAGSQAO5prSIu3LAbjhcnr9KAOX8Fqqz+I9qgZ1eboPpXV1y3gz/X+Iv+wvN/SupoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiisebxV4ftpmhn1vTo5EOGRrlAQfcZoA2KKr2t9aXqCS0uoZ0IB3RSBhg9DxVigAooooAKKKKACiiigAooooAKKKKACioZxMyAQSIjbhksu7jPI69amoAKiuTCLaU3G3yAh8zf93bjnPtinowdcrnGSOmKpa1YNqmiXtgshjaeFo1YHGCRx+FAHhY8dfDbwnrTPpvhSeaOSQsLpogVzn70e/nH0xXpXgfxR4d8Z6pqGs6Q10l0I0hninUL8oyVIH5965nR9P8XeItZ0zS/EnhyxtNL0eUOZ4wMTFRhQoyeD1rq9D0q9HxC1jU5NNisLKOBbWAxgZueQxc49MYoA7SiiigDgPEoI+LPhE7uPJuBtx3wOa7+uC8Tf8lX8If8AXK5/kK72gAooooAKKKKAOW1fxpZWWna1NaAyz6S8aXCyKVUFmA69+DmttdWsTbNO11EEQEv83TAyePYVz914RnvZfEMc13GLTVZYZV2od8ZQICDngg7B+dXLXwpbw6h9rllMrC4kmRSgwA6gFffpQBuW1zDeWsdzbyCSGRQyOvRge9TU1EWNAiKFUDAAGAKbFG0akNIzkknJ7e1AElFFFAFe9E7WFwtqwW4MTCInoGxx+teTj+0T4K1Bpl1s6ykcaXKbDtMqvksmOuR+lewVj6Hq41OC9maeB44LmSINHkbVXs2e470Aef6jc3eq+PWshe6mtmptWZ4C6iIEElGweC3HNSWM2rr4sSV7HUIrOd72GcvljwAY8nPTrtx64ru9K1rRdUv7mPT5opLkKHl2jBZckBvcZB5rZoA8V0m28QWnw40zUIZ9TNxJcpHfRzvITHArvkqnUcbc45xW/a6JNb67oGqTQTamTaTQG58shgGYFAwY5GATyea6y+8Rx23im18PImLm6tZJ0kIJVSCAAf1/Ksvwn46tNXiltNQuoI9Ut2m85EBChUYgsCfbFAHI2NtquiaDp9la2VzYQwX8o1CQozBy2drqFOSuSK0wfENr460y2lu7i8giWJZAsboGyCC2fule5B54rvtP1nT9Vkmjs7lJXhI8xQeRnocehqvrfiC30SfTopwxa+uRbphSeTz2+lAHKeO7rVINVc2C6jmKxEqGBiUJEybvlHVgufwNOEGpah4h8Q3Fs+oI6QRTaejsyRPJ5X8skZU9xmuxOtaasrRfa4zICy7QeSyjLAepAHSs+w8YaXeeHrbWZZfs1vcKzIJeGIXOT+QzQBg/Dz+0mmu3v7y8lPkxLJFPE6qko4bBYnJPfHFNeGLR4NUtre01K38zU1lea1XBZWYcg85X1HpW3beI5bjxzLoiJEbUWKXSSg/MSxI/Kty9vrbT7cz3UojTOAT1J9B60AeW6nH4hm0/S5obe5murK8vTIZFbd5W1wAGByCQQFNaLf2jf65Zm3fUrXT5bS2lszIjMyyLITIr88Epwc+tdj/wlGjeV5ovUK/Z/tPAJ/d7tu78+KW68Q2CPNbW9zDJeqjFIi2AXClgpPrjn6UAcLpFhrFp4p024ht77ypdUvluWkYlVgPKcE9Dxj8av69JrMnjxbRL24s4D5L2jrC7o+P9Yp2nAz/te1dJpHii0vtG0y8upI7ee+ijfyg2dpcZA/QgVuSOI4nc4wqk80Aea2+ja1batrUcME3l2Alm06dmJMjSj7vJ521VEmqnwmZYrvUp7ie6tgsUUcimJlx5oJY5IPOe3FdiPGulWen2U+rXlvbTXSF1WN96kZxkEfhXSggruB4IzQBwcumvY+JbDTIL+9urO5t5YJ4hc4e3JYyLJwcjuufpV34kwPc+Bb3T4rS5u5LhVjWOBdzEBlJ5PTgHmrlvr3hebVdQure4tze2sQFzMF5CAkAZ785H1qS78aaDY20FxcX6pFOWEZ2nJK/eGOuR6UAc14luNWm0z7Jpen3kcps4msrmPIcShsbW9AB19a3tej1dtN0uO1uZY7/evmOibo2bbyJAOQpPcdKnHjTQGtpbldQRoooFuWYAn92ejfSqOseMB/YQv9CaK4ZZ4VkWQEHy3PUD6dKAMMWniga7Cl1NcW1sLeJYBGDMokEmXyxOeRjk9qgh07VptIuXkg1NdUWRVv1LfJPEJ9zFDnklMgDjjiu3uvFGl232pRP5stvG7tHGMligyyj1IHaqsfjTSl0LT9TvJGgW8hEoUqSVHGSfYZHNAHJDRLozaUj218bAX915SAkNHbtGQA3Pdun4Vj3Wl+IL/wAPLFqGl6hdsdMaO1jJH7uVXJy4z1Kgc13uveL4rDVdLsbGaGWW4vUt5lIJwrKTwRxngce9dRM/lwu/91Seme1AHndzp2tz6toWpRwTBoRCslq6jYAF+ZgwORj0OQa7vS746lYJdG2mtixYeXMMMMEj+lYMfjK0sNOsJdVkdpr1XaLyLdsMFzxjqDjtXSWd3FfWcN1AxaGZA6EjHBFAE9cto3/JQPE3+5a/+gV1Ncto3/JQPE3+5a/+gUAdTTXDEDa2ORnjtTq5Txr4tn8MRWMdlp7X97eSlEhXOQoGSxA5IFAGj4rsrzUfDGoWdhHFJdSxFUSZiqk+5Fcm/g3VZD4RkjHlPpXEwkuN4C5GcjHzEgHB4wa6nwprN3r2jC+u7eGHc5CeS+5WA4PXkEHII9q3aAOF8IabK/iDX78ajdLEuqTKbQMPKbgckYzmu6rlvBn+v8Rf9heb+ldTQAUUUUAFFFNZ1jQuzBVUZJJwAKAHUVVttQsr1mW1u4JyvLCOQNj8qtUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRXivjTxHrMXxPis7C8uIEilt1ECucSKT8xCgYIx1r2qgAooooAKKKKAOY8f6rJpHgu/nhmEM8gWCNyM4Z2Cj+dW9N8KaLpumQ2Uem2pREwSYwdx7k59TVDxzFBeW2kabOu5LvU4FPp8rb+R77cfjXV0AcpdfDrw1PIJYLE2MwxiSykMLDHT7v1qo1v4v8ADLiS3uP7f01ThoJQFuUX1V+jn6121FAGToviKw12Im2dknT/AFttMuyWM+jKa1q53xB4Vi1aRb6ynbT9Xi/1V7EOf91h/Evsak8M63PqUVzZagiR6rYOIrpE+6cjKuvsw5/OgDeooooAKKKYkiSZ2OrY4ODnFAD6KKKACopvOEDeRsMuPl39M++KlooAam7Yu7G7HOOmadRRQAVm+ICV8OaoykhhaSkEdQdhrSqpqTWq6XdG9YLa+SwmJP8ABg5/SgDwvwn8adTtfDlnZ/8ACK6hqT2yCJrmJmYOR3PynmtX4R+M9Z1PxXq+kX1jcQ2krvdxC43b4CTymSOlbth4z0bwP4btxNoN/p2i8i1nKB/MHYtjkE+9dL4O8ZaH4ytZrvSspNGQJo5I9si56Z9RQB1FFFFAHBeJv+Sr+EP+uVz/ACFd7XBeJv8Akq/hD/rlc/yFd7QAUUUUAFFFFABRRRQAUUUUAFFFFACHOOOtcfpfhrXLK3uYJtQs2S8vZZroJEfmicY2r6MK6u6nW1tJrhlZliRnKoMkgDOAPWvO1+I2pPZS3P2GzCz2D31kpmO4KpwVlGOD9M0AaeheD7/w9byrZf2atyiJDBdFXLtEGyVcE46dMd66PQ21drWZtYEKzGd/KEQ6RZ+XPviuRb4iT2unXTXdlGLyOS3jjSLe6kzLkZwCTj2HNdH4b1251/w2NRlsZLG4+dfKmUjleA3IBwevSgBNR0a/m8V6brFlcwIkEMkE8cqklkYg/KR3ytYKfDybb5b6mnlmK6ifbDgt5zZznPasmw+I3iS9t4HGkafm4tbi4jYXDYUQsQxb5e+OK2JPFk6zzX62oyNDW+RDM20nc3ylenbr1oA1/CPhk+H7ZvtEdqbsosTTwFyZFUYBbd3qx4i0e71ObS7izmhjmsboT4lB2sMFSOO+DWDc+PLy2sZnfT4luY4LafYZeMSkAjPqM0mreKNTl3xWYitpbbWoLNifnDoxXOemPvUAXIfCNyNVtmluYDY2l5LeQhUPmlnB+Vj6DcfrwO1Z58Eau2g2ekPf2XkW6XEJbyyWKSLhWHowyeOnPWtCz8Y3F94nOn22nSy2kVy9rPOqN+7dVDbicYwTxjOe9deCGGQcg96AOZ0jw5e6f4iGoyXFu8R0+K1dFU7tyE8g+nNWfE2jXerQ2cun3MUN3ZzieMTAmNyOCGxzit6igDk4NOeXxVZltNe1axtirXESD7POHHzIO/DYPSkg8NX9rfaq8RsJIrud7mJ5EPmRu0QTHTpx19Ca62igDz3TPh3LYXVpJK9tdRra20M6u7rh4ejIBwRwOD3rvpkZ4JETG4qQM9M4qSigDzS6+HN/d6ZptnI+nsbOFkEuXVwxfcCCByvsR1r0cx7oPLY9V2kj6VJRQBwdh4J1C10WbTHubPELh7K5RD5hKymRRLkcjJ5/E1YHhPVGu9Ov5rqzku4bie4nBQhCZE2gLx2wOT712lFAHnTeDtQ0bQGkidLu5h0l7PyYUJLuWLArntz0qzbeEL/U9Ojub288m6nhtkeMw7Qix4JXGepPeu8ooA4iy8CtZalfuslu1tO80scj72mRpVww67QPfr2qGbwDc3Wn6RHcXdu81lZmylVkYxSx8YOARz8o+td7RQBxFz4JvFmQ2V3brENVTUCskZzgJtZQR09q7OVXeF1RtjlSFb0OOtSUUAchB4Rv4xopl1ZZH01ZgWMP+sLgjPXjGa3tDsLnTNHt7O6uRczRAqZQm3dzxxWjRQAVy2jf8lA8Tf7lr/6BXU1y2jf8lA8Tf7lr/wCgUAdTXP8AirSdO1LT/MvFUXEIZrZ/OMTBsdAwOea6CuD+LGn2994OZru5ht4IJVdnktvObOeAoyMZP6UAY+j3fivTPD82nx6YyWsFg81vc2ib2eUkEIASfmBL5z161e0+88YSyaHukuZlKxmeT7L5ccgLNv355UhQuOOTXVeESh8LWBjFvsKcfZ4xGnU9FBIH51uUAcF4U/toeINcMAsjph1aYShywlBwORxjriu9rlvBn+v8Rf8AYXm/pXU0AFFFFABUF1bQ3trLbXCb4ZVKOpOMg9RU9FAHMeF/AWgeD7i5n0e2eKS4ULIWctkDpXKeJZfH9nLdz6XPNJbNqCpEhgDMsWOTx2J4Br1KigDi/G2qa9Yw2A0mKYPLkt5cJkzIANqMRwoPOT7VzwuviXFJepMibbiRVtysefKDM3OR0AGM5r1WigDzefVPFtrqMWnTyTJbJMEW+jszKZSFjO0gdASX+b2rW+HmpazqelXc2uGcXYuGHlywmMIvbbkciuyooAKKKKACiiigAooooAKKKKACiiigCIwQmYTGKMygYDlRuH41LRUcUXlAje7ZYt8xzjPb6UASUUUUAFFFFAHIeIfLuPHnhW1ZC7I89xjBwoWMgMfxYfnXX1y8pW5+JdupBVrTTJGB7NvdR+m2uooAKKKKACuM8T/8U74j0/xOny20hFlqPp5bH5HP+6xH4E12dZ+uaVDreiXmmzgFLiJkyR0JHB/A80AXwQRkdDS1zvgrUJr7w3DFeSB7+yZrS65yfMQ7SfxAB/GuioAjmTzYZIwxQspXcOoz3rgdD8EXfgaw1y8tNcuLue4QyJ9ojLhCMn7ueSa9CooA800vxp4iHjDSNG1Sy/d3FmkkskMJ+aRwTnr8oXAz15rW8V+KtS0TXrO0s4UmWVUKwGNi05ZipCsOBtGD+NdrRigDzPQfGPitpVg1rS1imeZgPkK4TyQ46Z78Ut54x8UaN4etJtQ0+Jr66ErEqvywKCNrELnIwc16XRgUAeb+EfF2saz4xuNNub61ks4IwUdLcobg4+8uTkfl2r0ikwPSloAKy/EWmtq/h6+0+NwjzxFFY9Ae1alcX8U767sPAN7LaXDWxZ445Lhc7oo2YBmGPQUAee+PT4p8TazpukQeG9TbSNMkjN0FUYnYY5U9CMV3/hDT7iXxLq+uSaS+lW8scdtBbyRhGdV5LkDp6VX0bxN4X0PRbHQ38YJdXFxE3l3c04dskdS3RcdgTUPwqmvVXXbC710a0lrdjyroSbwQwJxn8vagD0WiiigDgvE3/JV/CH/XK5/kK72uC8Tf8lX8If8AXK5/kK72gAooooAKKKKACiiigAooooAKKKKAEIBGDXO/8IN4a2Xqf2TCFvVKzgE/MCckDngZ7DFdHRQBxmu2Xg3w9aD+1IfJjvGjiXb5js7RjKY25IIA6ir/AIc8R+HtYiWx0i6eZfKMqrIsgLoWwWDMPm5OOtaWs21rLZNcT26yyW6O0R2bmVipGR74OK888N6N5vwjt7eZJdO1mKF7aKWQeVIHMm9VB9CdtAHbW3g3QLRLdINORVt45IohvY7Fk++Bz0NNPh3QLN4bU2bDz7Y2SKC7L5Q52nnAHPeuM1hLmCx8N319JqFjPqesRtcQR3BJj3RkBAew+UZHuaktLnxbFFpxkF08v2i8EQfOGiA/deZ+PrQB2g8JaH5VxF9hUrcRJDIC7HKL90deMe1V5vD/AIaRm0qW3jD3zifyWdsyNGB8w54IAHIrjrF500lZ7i88QRT3c0KXSRqQIZc/NgnnB74q5otzeXOr+FJL9bg3CPeo5mQ7gBuC5P0xQB148K6Kuqvqa2QW7dSrOrMN2V2kkA4zjjPWtGxsbfTbKKztE8uCJdqLuJwPqea53xZv/tbw+ouNRiilumikW0kKqwKMQHxzjIFcpq9z4hsLC9uGXUyZNJeO38pmLmQStsJx0bYVJ/GgD0DUfEmkaRcLb316kMhxwQTjPTOOmcHFW9P1C11WyjvLKUSwSZ2uARn8DXlevaLcX8+qzSWd9I8ltp5kfLfMVYbgAOuByfevStTxB4ZuzbM8QS1YxspIZcLwfXNAGrRXkVrc6vP4ReSG51eeOXSI5fOJZpDclh09sZyBxitPWoNatlBivtWktriymnjeJm3LdEAopA5VeuB0oA7e817TLDULewubkJczsEjTaTyc4BIGBnB61YstQtdQExtZRJ5ErQycEbXU4IrzTyL208QX2qT22pNcmawV2iLYI2DzDjoQDnP1qTzPENvqjwWsb2tncajeebOUYDLf6s4Xn3B9aAPUqK8ts9Q1yLx9Z21xqVzeQQyLBMixPECSv3iv3WXPOetdJ4xnu4bzTQbi6g0xjILl7XIbftOwEryBn+lAHQRarZzarPpaSk3kEayvGVIwrEgHPQ9DUsF7bXNxcQQyq8lswSZR/AxAIB/Ag15bPFrkZOoPHqK6lJoEcULpn5rjexAbH8XI6+prRdLrS9T8RXEllqAmvJ7dvtFtwVjCRgtn67gcDOM0AegXt/Bp8cb3BcCSQRrsjZ+T0zgHA9+lWq87ku9Suo9PV4r8S2+ufOSrAGE7sHryuCKlWbW01eOSGa+aN9WljZZFOxYtny8f3c96AO/qlp+p22p/aTbMzfZpjBJuUrhwASOfqK82WHX302e6e5vJJmXGoWkcbLuxMNzRknrsGABXV+C9yHWkeC7iD37TR/aFwWRlXBB9ODx2oA6uqs19b285hlYowjMpJU7Qo6kt0rz/AFPS9ctNb1A6VbzziG7ju7cNKdsiSqUlTJ6YI3e1Tano81vrQ060hu5YJNDmh5ZmQyc7QxP8XPWgDrn8Q2CX+nWgZ2bUFZreRVyhCjJye3Fa1eTjQv7R07wfZDSr+2gt/NFzGF24YR4wxB6E13Xg6K9g8K2UGoJMl1GGVhMctjcduT9MUAb1cto3/JQPE3+5a/8AoFdTXLaN/wAlA8Tf7lr/AOgUAdTXLePYra78NSWM8YnaZlIgWUJIwBySvIJI+tdTXM+LLnwxEtnD4jiglE0oWESpuwfX2HvQAeCXMfg22+UAxeYAnmbyAGOATk84xnmsqHxlqb634ft5rW3jg1K2MkkKEtKJDkj2CYXknua7O0s7awtlt7SCOGFeiRrgCpfLTcG2LuAwDjkCgDhfCutJb6/rmnGxvnaTVpj58cOYlyB1bPFd7XKeCm3y+ImwR/xN5+D17V1dABRRXOX3i2ODUJLKw0y+1OWHiY2qArGeOCxIGeegoA6OiuW/4S3UP+hS1n/vmP8A+KqrP48uLeZYpfCeuhmIHEKsOenIagDs6K5u68ZW1nN5U2lauHwD8truHPuDUP8Awntj/wBAvWf/AACP+NAHVUVyh8e2A5Ol6z/4BN/jU9v478OTpvOoeSOP+PiJ4+T2+YDmgDpKKrWt/Z3qlrW6gnA7xSBv5VZoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDkdMh8z4n67cvI5MVjbxIhPygMzk/qorrq5Xw1GD4q8VTlfmN1Egc+gjBx+BJ/OuqoAKKKKACiiigDj4w3h/4gyDJWw1xNwz0W6QYwP8AeQf+O12FYPi7SG1bQpBAP9NtWFzaMOolTkD8en41a8Pasuu6DaaiE2NNGC8Z6ow4ZT7g5FAGpRRRQAUUUUAFFFFABRRRQAVz/jPUtN0vwzcTatbx3FnIyQvFIcBtzAfp1/Cugrg/i7oWo+IvAkun6XbNcXLXEbBFIzgZyeaAM+/+G3gCw0e+voNFtJz5RlCPclRgDOFbJ21v/DpfDv8AwiNrL4agigtJRudEbcyv3DHqT9a83t/2d0eyxc+I7sTMi8BflU9wR3r0H4deAU8Aabd2cd+92txKJMsu3bgYxQB2lFFFAHBeJv8Akq/hD/rlc/yFd7XBeJv+Sr+EP+uVz/IV3tABRRRQAUUUUAFFFFABRRRQAUUUUARTyrb28kzglY1LEKMnAGeBXED4hiXSNG1dbU21leXptphcqQyrzhl/Ku6dQ8bKSQGBBIriIPCF+LLS7OXVrae30+8M8WY/mZOcKTnqCetAG7N4gge80iO0urV4r5nwWY5ZVUk7PUgjn8auM+m6w0lqxiufIZHZeoUnlTn8K5jTvBFzYQaPB9uikTT7i4nZihy3mKwAx7bqv+FPC03h2a5drlDHNGi+REDsDLnLDPIznp0oA1NUi0i6kt01JYJHt5kmiV+Sjk4VgPrkVU/4TTw6Lya0OqQC4hZkkjOchh1X6+1Q6x4W/tbW49QM/ktFGixvHkOCrbuT0ZfY96y38D3X29LxZ7N5F1SS/wD3kZ6MuMZ9RQB06a5pclil4t7Abd03q+7grnGfpmszT/FNvcape2V55cUsV59mt9uW835QwPt1rCT4dXEelS2X9oRkXFsbaclDwm/dlfQ+taFh4OvNM8SHUrPUEW3aXdJAyk749gXb9RtBBoAuNf6VfGxn1ZrUzi8lWxMZY/MuRx/tYBzWuus6c1lHeC9h+zyRmRZC3BUdT9Bms1NEuVe0zPb/ALi9kuSNmSVYMAB6H5uvtXPf8IpqVrDp+lxW1rdRWtjPGbmUkJJvYfuyByOAOaAO7tLy2vrOO7tpllt5F3JIp4I9azZNe0S5+02kl5E+yRbaVG/vPwF/GrsVsyaUttGkcDCHYFVcqhxjgdxXFHwfd29hcWGGLXsyus8DZS1ZOQ/zfNyewzigDqLfUNE0jSY44JooLOAFEQZ+UK2DgdcAmnW3iGwutW1DTlcrLY7BKzDC5YcAH8vzrO1zwrLrtxbvNdLGILdlSSNSsiyHHzA9NvHKmqmo+D729udZC3kaw6h5EqMchkli24Bx1U7eaAN6/wDEekaYqteX8MQZnUZPUr94cdxTrDXtL1W4aCyvI55FjWbav9xujfSs278OSS3enS26WiJHNJNdqylizum3chPQ5/SofDfhu+0SWwWWa2kht7EWzFAQxYMSD9MGgDoLi+srWYJPPFHKVLgMQDtHU/SqkniLSEvTYyXsYuBIkRjOc7m+6PxrN8QaBqOpak1zaTWir9ieBBMmSrkg5yB0xxiki8NXUuu3V7evbmG5sI7ZljzuSRSfmUke5568CgDYsNc0zU7ia3sryOaaHl0U8gZIz7jIPNZ3ivxXZ+GtLu5nliN3FAZkhcn5hnAzjpk8fWqPg7wg/hxybiK1d4YRbQXMcjmR4wc/ODwPw96XxB4K/ti/1O6iuUj/ALRsBZyrIpYLgkqwH40Ab1vrFnLFEWuIllZV3R7uVYru2/XFVovFOkXSutpfwvJ5LTKDnBVeCfoD1rL0/wAKSaXq8sqR2txZyuty5kLeasyrtG3tj+VZnhvwvdz6VZXF4Gs57WG5hjjkT5gZGPzN7YPSgDpIvFOlpBZfar+2E10isnlk7W3HAI9iTxmptJ1+31Vbx1Vokt7xrQGQbS7KBnH4msnTvCl1p9zBMtxazbraGC5WSHKnyzwyDtwT+PNTXHhm5lhcLdxpJHqP26AhTgn+6/r1P6UAQ+IvHGn6Zo8lxYXMNzcmMSxoMspXcFOSOnf8q6iOUG2WZ8KCgY+3Ga4258BqsN3FpU1vYreWqwToI9yqysWDLn1LHOa6+OKWOxWIsrSrHt3EfKTj09KAMR/GGm2en2Nze3AP20uIDCjMH25PA69BW7a3MV5axXMDbopVDKfUGuWTwrqA/sRnvrcNpxlLlYiA4cEYA7YzW9odhLpejW1lNOs8kSkGRV2huSen40AaNcto3/JQPE3+5a/+gV1Ncto3/JQPE3+5a/8AoFAHU1wHxN/4R021guu6bcXju5WDySUCnH8T9FH1rv6imgiuYminiSWNhhkdQQR9DQBi+ENVt9U8I2V9BE8MBRlCPJvICsV+936daQeMdIYWDJJI0d7s8uQIdq7yVXce2SMCte2sbWysls7WBIbdQVWOMYUA9cCsmLwdo8MlgywybbFQsKGQ7flJKlh3IJJH1oAyfB2qadHfazYtqFu17Jqk7eUG+br79eK7WuN8B2Fm2kz3jWsDXJ1C6JmMYL585x97r0rsqAKmpXBtdMup1xujiZhk45xxWd4SsH0/wxYxS4M8iedMe5dzuOfXrj8KqfECV4/BV+qEAyhYiSOgZgDXRW8It7aKEEkRoFBPfAxQBLRRRQAUUUUAFQy2lvOu2aCKQejoCP1qaigDmrrwH4euZRNHZfZJwciW1cxNn8Ki/srxNpXOm6vHqEI6QagvzfQOOfzrqqKAORh8bpaTrbeItOuNImb7sjjfC/0df611MFzDdRLLbypLGwyGRgQac8aSoUkRXU9QwyDXOz+EYLaZrvQZ30y7zuwhJhc+jR9MfTFAHS0VyNv4o1HSZRb+KbAWq9F1C3Je3c+/dD9a6uKWOaMSROroejKcg0APooooAKKKKACimkNvBDfKAcjHWnUAFFFFABRRRQAUUUh6GgDlvBQBGvMfvHVpQT9FSuqrl/AbGXQJpnwZJL65Ltj7xErAE/gAPwrqKACiiigAooooAK43S1bw14zu9Lb5dO1UtdWeTwsv/LRB9fvfia7KsHxZpD6ppHmWqZ1GzYXFm2cESL2z6EZB+tAG9RWX4f1iPXdFt7+PAZxiRAfuOOGU/Q1qUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcF4m/5Kv4Q/wCuVz/IV3tcF4m/5Kv4Q/65XP8AIV3tABRRRQAUUUUAFFFFABRRRQAUUUUAIVDAgjIPBrxbQNCfVdW8S6TFHOln/abwrcx3L7rRQu4BVz0zXtJ5Bz0rI0fwxo+g3F3c6ZZrBLePvmZWJ3n8TQBxcGuPoeseIRbWk91PbPaWxle5Zo2LALnafukdSBmrMHjvWkg0yXUNGhtxf6r/AGfGPMbIX5gXIKjuvFXtQ8K+F9SvNTsmie3eSSK6v3UlFlwflBc9OnOCDV2y0jQ7O5/4R93mupA32+GK6dpPLAIGVZvQ4796AObf4j6vc6dpz6botvPd3eoz2BR7jaoMecMDjOCAe3FWP+FiajL4nbRbXQZbiW2khivTHuIjLj5iCBjC++M11sXhfRIPs/laZbJ9mmaeHamNkjfeYehNK/hzSn1xda+yBdQAwZkYqXHbcAcNj3oAxviPrS6R4L1PZcPBdvbOYGVT1Hv0BrY8O3cU+g6aonV5jZxOylstjaOT3696lWTTPEmmTR4ju7OQtDKjKcEg4KkGmQaDpVjqjarDaRxXf2dbcyg4xGvRfQAUAcn4l8PQ2/ibTNRN1dtNf6oiOouHVFj8lhsCg4wSuavf2vdaDrlh4Ssoftsps/tEc1xMQdok2kE88hTwe+K6DUNC03V7i2ubyDzZLZxJC28jaRnB4Puae+jWEmtxaw0Gb+KEwJLuPCE5Ix060AYa+Mgup3EEsUHkQ2s1wWil3t+7YgjgY7dOoqpr+r3Vz4NmvLiz2W8qwvG0NyVZgxGcEDII4+ta2m6D4bYvJY2EGYpJUY+WRhmPzjnsfyqwnhbR00l9LFmDZO+8wl2IBByMc8D2HFAHO3Hjq4tNd1DTEsFeLT7m1t3laY7mExAzjHUVJH4w1a8142FlpURjW/e0cySkMiooYyHAIwQcDnqRXQL4Z0hb26uzZI0908bzFiTuaP7hwemKo2PgrTLLV5tVBla/luWuGnD7SwIxsO3AKgdj6UARaD4u/tfxHfaTJCtvJbxq4jckSZ3ENwRgjgYIJHNUviTqU8GhNZ2A1D7eQLiM2cTPgIwOH29FPIrqbTSNPsJBJa2kUTgFQyryATkjPpnmn/2baf2g995Wbl4/KLkn7vpjpQBFo+pJq+iWt/burieEOD2zjkfnXHR+Pb83qWktnaRytPLZkGVvluFGUXG3OHHQ12mmaVY6Pam2sLdYIS7PsXpuJyaYdE0trl7g2MHnPMs7PsGTIv3W+o9aAMD/AISy/wD+EgOmLpbv5EkMVyyKx2lxksDjG0HHOc9apS+Prq38OXWtT6aq20c7W0eJCS8gmMY4A+7jB/MV1r6Pp8mpf2i1pGbvAUy45IHTPrjNQDRNGlsbvS1tLc28rl54VH8THdk+hzzmgCPRNZn1DS5rm8spLZ4WZSCrAOB/EoIBwfcVyH/CZ3eraa4uIIo7TUbK4ltljZllj8sHO7646jpXdaXpFlo1p9msYjHGSWOWLFj6kkkk02DQ9Mt7iSeKxhWWVSrttzkHqPoaAPNLfxdqTeAo7GASJcHw+bxL1nLEMpwQT1zjoa6LVfF97okFl5jWbKsNu9wWclj5kip/wHg5yfQ1o38XhHQtOnNzBbW9rdk2sgSJjvyCdgCjPrwKSCw8I6jZ2ZFtbzRXMf2WE3EbbpFQ5CncMnBGRmgDA1LX73Tdb8Z3djFEZrKG0MfnSOyPuAyNucA89RT2+IN9bafqa3VvAb+0v4rX9yGKASAENg8nH4V2Nz4c0e7+1efp0En2sIs+V/1gT7ufp2obw5o7xXcTadbsl5j7QCgPmYGBn1xQByeq+INdudJ/s4wW9nfzxzkyTqdrxIv3lCnhj6Z4rpvCEjy+DtHkd2d2tIyzMcknaO9E2g6HZaUIzpkP2W1DSLGkeccc4HuKt6IlgujWzaZCIbJ0DxIF2gA89O30oA0K5bRv+SgeJv8Actf/AECuprltG/5KB4m/3LX/ANAoA6miiigAqldarYWV1bWt1eQQz3TFYI5HAaQ+gHertc14h8Jxa/rOk6hJKkTadL5ikR5cncpwGzwDtweDwaAI/AP/ACL03/YQu/8A0c9dTXDfDvR7aC1vdTVpzcT310GDTMUAEzDhM7R09K7mgDmPG8UlzpdlbIhdZtQgSRAOqb+a6eua8Rfv/EHh21WYo5umm284dUQkiuloAKKKKACiiigAooooAKKKKACiiigBrosiFXUMpGCCMg1yE/hO+0a8N94UvFtkY7pdNnybeT1K90P049q7GigDC0nxJb3922nXUbWWqRjL2k3U+6Ho6+4rdrK1nQrTW4FEwaO4iyYLmM4khb+8p7VjWmuX/h2WLT/E8ivG7FYNTRdsbeglH8De/Q+1AHXUU1WDAEEEEZBFOoAKKKKACiiigAooooAKZIwSNnbooJNPqG7/AOPOf/rm38qAOa+Hbeb4SSYKyrNc3EibhglWlYg11dc34A/5EbSv+ubf+hNXSUAFFFFABRTXBONrbcEE8dR6U6gAooooA42SSPwd4meSTEWj6tJlnJO2C5Pr2Ab+ddjnPIqjrGk2muaVPp17H5kEy4I6EHsQexBrA8O6xdWF+fDWusBeR5+xXBGBdxAdfZh0I70AddRRRQAUUUUAFFFFABRRRQAUVDLE8jIyTPHtPIXGG+uamoAKKKKAOC8Tf8lX8If9crn+Qrva4LxN/wAlX8If9crn+QrvaACiiigAooooAKKyn16zOnveQv5kSpK28D5QU6gn60ul6xHfyG1cbL2KGOWaNclV3DIwe9AGpRRRQAUUUUARzRJPBJDINySKVYeoIwa8n07QvEem3kVq1rfT6elzLYgLcbQLdjuWXrnIPGfSvWznHHWvNtP+Ieo3Usca29ldP/ajWDxwFg4UH/Wc8YoAr+KLG7vZPF9hDBqLwDT4PK5bDupOdhzycYz60a/pV1qTQz6Xb6mscehyJbygsr+ZvQqpycknaeteh6jq9npbWyXchQ3MoiiwpOWPb2rPTxXpt1p/2qzn3hraS4RmQ7QqEg7j25HTrQBF4lubqPwe0sNpeSSsse+OBtsqrkbj+AzkUnhKe+l/tZbyO5RFvnNv54xmM8rt9qSy8YWdxrFrpEpAvZ7FbxSgOxgf7ppPDHjKy1+OGBpol1F0Z3gjBwu1sEZPcd6AOR0OLV7O/tWt4tRi+0Xt6HVl/dgHlCwPbPQ1d1S117U/CWoRSreOsmlsJEdsObhW/hA6d/rxXdXusafp8gjvLyKFyhk2u2DtHU/SrMk8UVu08kirEq7i5PAHrQBz1naJrHgYWNv9ttFe38qN5WZJQQOGznPWsnwzHrC6rbwalHevFNZxTSSvIQI7iP8AdsvuGwGxWlpXjCK81rW7WdrdbXTzD5cyE5fzASAQe/A6etaMPirRZ/J2X8eZldkBzk7PvD6jByPagDj4b3U/7IjCvfpI2vSRuQjAmBmb/wAdxt5qxcQ6mvi1NNe9v4oYmgexnMZkV8A+YHPTnpzXRR+JIZfEH2KOW3NqLIXZkLkNgnAOPTHetManYtHI4uoisZ2ud3Q4zj8qAOa8Y3OoxXkUNgb7zHsrhkEAzGZFUFd3vnpXO+IbjV55bi9sxqIlGgJMURWAM29SMDs33uK9Lhvba4slvIZ0e2ZN6yqflK+tZd14r0e302a9S8SdIrQ3m2L5i0Q/iHqM8UAc1NJrWoeMLaOeS6tLJzBPakREgjZ+8jZgcLk9cj0rGtLLWpLWyiL6rvnW+SVWdgOCTFz256V2g8UpcS+H/szQKmrK7BZyVfhQcKPXnmq2leMJL200d7oWtvPfXMsJjLNzsJzs9+O9AGKF8Wy6XMsiXXnJaWzWe04YSg4fdz19e2KrLFqMmrT3EY1QE66kOMuE+zsq7+Om3O7muzl8W6U9jeTWl5HI9tF5rZDYUZwCfxqaTxNplq0cN3eRLcGON3VckAPwG/3c96AOMSPXf7OsLK+F7HDILmASqhd4ZvN/cucHO3Yau3tjqVpqnidtJtpl1K5toJIrp/mSTaAGUA8ZwD+ddRqPiXR9KYreX0cbBxHjk/ORkLx3I5xWjNcwQRo8siorsFUnuT0FAHm13Fqx0i2ktLzUUguNWiIXyCrwxFSGGMklc+vSu/sdN/s3RxYQXE0pRGCyzuWbJzyTU1nf21/Ype2solgddyuvcVm2PivR9SZFt7kku7ooZCMsn3l57j0oA59pLq1+HslxFbPe61pySqgKZYTEkbsHrwc/Srup207aF4fsPNLaiJ7Z/M2fN8hBkY+mV3D8au2njPw/dmU294rFVDMdhG4ltoUerZ4xVj/hJtF+wJqJuo/KLmIHHzBt+0jHXhutAFXxj9sNjYCzt7uVvt0RkNs+0qgzuJ5GR7Vza6Xq95pfh6LUIL4vbX8i3OJCG8vnBJB5HSutk8U6THqU1gbgm4iieVwqkgKn3ufUelPtvE2k3cLSw3IZFtBeE4PERzhv0NAHKw2ut3dlpkc9reR2qwXETxGT5/M58tmOemK6rwtHPD4W02G5hkhnjgVJEk+8CODn8qq/8JtoJQMt5uDFRHhT+8LDI2+vFbGn39rqljFe2cyy28oyjr37UAWq5bRv+SgeJv8Actf/AECuprltG/5KB4m/3LX/ANAoA6miiigAoorl/G8erTaTHHpUV1IzOQ/2WUJIPlO05PbdtzQAngH/AJF6b/sIXf8A6OeuprgfD2g+M9C8NG1XUNMlu23y5kibiR2LHJH1NWMfEfEXzaD8qkPw/wAx7H2oA0NQ2T+P9HiaNswWs06uDxk/Lg/nXTV59pbeMpfEmryTjS5JbeCKKHlwnPLAY56jmtZpfHTMuLfQ0GefnkNAHV0Vyhfx0sYCxaIz7uSWkHFNjk8eKD5lvobn2eQUAdbRXLed45/59ND/AO/klHneOf8An00P/v5JQB1NFct53jn/AJ9ND/7+SUed45/59ND/AO/klAHU0Vw2r33xCtrAvaabpEsxkRQInckAsMnB7Yq+J/HOBmz0TP8A10koA6qiuW87xz/z6aH/AN/JKPO8c/8APpof/fySgDqaK5bzvHP/AD6aH/38ko87xz/z6aH/AN/JKAOpqC6tYL21ktrmJJYZFKujjIINc/FceM1Ymax0hlxwI5XBz269qrzXXj5Ecx6bokhA+Uee43fn0oAqxST+BdXsrCa6kn0C+k8mBpmy1nJg7VLf3D0GehxXc1wl+3jPUrOSy1DwzpNzbP8ALKouyNy8fdz0I561DoOqeN7aC4sLjQra4+xyeUj/AG0BtuAVDE9SFI5oA9Borlv7W8X/APQs2/8A4HrUcureNdp8nwzaZwcb75cZ7dKAOtorko9W8a7R53hmzzgfcvl69+tObVvGXGzwza9ec369KAOroriDqfxEd1C+HtIRdoyXvSfm74x2q3Fc+PHjVpLDRI3I5TzpDj8aAOsqrqMyW+mXU0mdiRMxx1xiueW48dFctZaIp9PNkNU9Yfx1LpF1Eun6PIZIym1JZN2DxxmgDb8H28dt4Q0pImZkNusiluvzfN/WtyuL0yDxvpmlWlglvorrbQpCGMkmWCgDP6Vb87xz/wA+mh/9/JKAOporlvO8c/8APpof/fySo1l8eiV2a30MocbV3ycevNAHW0Vy3neOf+fTQ/8Av5JR53jn/n00P/v5JQB1NFct53jn/n00P/v5JR53jn/n00P/AL+SUAdTWbrOi2euWD2l4mQR8sinDxt2ZT1BFcrDqPxEfXLu3bS9JW2jiUxyNI+x2PUA9c1ONQ+IYklVtD0YqFyji7b5m9MdqAG2viDVvDFwun+J4Hns87YNXhUspHbzQPut79K7C0vLa+t1ntLiKeFujxsGB/EVzcF54xlMi3uh6YYtvCpck7iccc8ev6Vzk3hrUnmea38JiyeQ7nNnqoiDH3A4oA9Oory7+zfiJBzZSXCn0uLyOUY9gRTre4+L8LoJbHRZ0U87pgpYe+OlAHp9FcH/AGr8TP8AoW9F/wDA41HPqXxQeFlh8P6LHIR8rm8Jx+FAHoFFcJPq3xDi0Q7PDlg+oqgy63YKE55IXrWpb6n4te2ZpvD9qkqqCEF4DvPf6fjQB09FYMN34lkCPJpdnCCDujNxuYHtgjis4ah46MFw50PSxIrEQx/az847EnoKAOvorD0C78Q3IkGu6XbWTKo2mCfzAx5z9O1blAHBeJv+Sr+EP+uVz/IV3tcF4m/5Kv4Q/wCuVz/IV3tABRRRQAUUUUAcbqvjbSNBlks106eXyrn7PIlvCNqFlVix9vnFbttqttcarPa2qJJ5KL50kZBKMeinHfGD+NXltLZXkZbeINIQXIQZYgAc+vAH5VDYaVYaY07WVrHA1xIZZig5dz1JoAu0UUUAFFFFAEcokML+UVEm07C3QHtmvMtN+GutQRJa3Wq2S2/283zS28LCfcWyVVuw7V6bNJ5ULyHHyKW5OBwK80034nXs1tqMl5YoJYvLEFuiOrne20ElvlK/7QNAHb+JdFfXtCmsYrhreclXimB5RlIIP6VmQ+E5rPSvEFpa3ij+0i5hR1+SDeuDjvyxJNZ7+K/EMTabBLpsEVzcXE9vIJAwDbELq6exxRb/ABE3eHdM1G502SF7yPc7NnyomWTYwZgDt7kZ47UAW9N8K6hp+sadqIurV5LfTFsZgYzztyQVPYEkZ+lGk+E7zT9R0q8ee0BtUnSZIoyA/mNnI9+Oaw9T1+8t18XyaYwjvLa8tY98sjOmxxGMquflPzHpxW/d6hLB4nmEMM1xdw6R56xrORHIdzcbcdcjrQA7xT4b1LXZ3S2vLaG1ltGgkWSLc+4sCCD6cdKvazoMmt+EZtGnufLmlgEZmiyAGHfHpkdKw5PHN1B4Y/4SKSzheylSNYYo3ZnErNhlbA6A+grf8Nazc65pbXN1p8tjKsrR+XIrDcAeGG4A4P0oA5geBNTvTqUuo3VoJbk2rxiBWAVoDkbj1IP5itm48Lyz21nJEba0vre++1l4VJVs5Dg55+ZTz702XWNSHxJi0iMQfYRpxnfcxDEl8ZAxjjH60lj4qvboee+mxpZmU24lNyqlpRKUYANjjAyPWgCPWvB9xrGu3N2bxI7SbT/saxqvzId27cPbNRa34TvdT07TnU2wvbKYSNGjtHHcDbt+YgZziiDxvc3VrpEkGl/vb66ltXjkkKGJkzzyORxSS/ECKHQrO/lspEa5ZkLHJhR1baQzgcexIxQB0NlpMdp4eTS0jjt0EJj2xksq5znBPJ61yul+AbyysY7OW9gMaaTLpgZFOcM2Q2P6VW1/XJ9cv7KLTJzbx2etQW7TJKfnBGWDAfwkEAZ61rQeNJ21ZLKawRFOozWTOspJASLzA2MdxxigB48K3sl34aurm4tnl0dZFbapAbcgUEe/H61Ts/BGoQxaCst9bk6bezXUm1DiTfnAGemM1K/ja4tvDtx4iurALpXkxyW5WQFyzOVww7cbT7ZI7Van8V3cT2cf9m/PcXhtVLuVVjsLKykjkcYoAo2fhHWrfTNYtZL+ykl1BXLS+UwJkJ4J/wBkLxgUXXg3UZp7qVbiyHn6bDY4dGONhyTn0Izx9K6+wkupbGJ72BILormSJH3hT6A8Zqhr+kJqkMDy3E8cdqzSlIpGTzDtIAYgjjJzj2oA5hdD12Txhc3j2Vk2npexSxxyE7jhNhlU9M4JGD6Cuo8QaZe6nbWqWN0lvJDcpMwkTcrqM5U+nXP4VwUsd1bfC6LXre9u5L+a0tYyjXDbWYSrzz0Jzgn0rpo/E+o2drGmo2sDXsuo/YkWBmKAFdwJJGeg54oA0/C2iXHh7RV06e7F0sTt5TCPbhScgH1Ncx4Z8OapPffadRVra3tdRuLmGCRPmYtwrZB6Yrr9A1K51fRoby7sZLKd8hoJOowcZ+hrBkv9U/4WNc2sdxbLZw2CkRylgS7Hjvjr7dKAGt4CSXwxFpktyjXUF215BcCPAWTeXGRnkc4qdvA9rd2dpHeeUksBeXzLRDGVkZgSynPtznOaqW3ivW47SzvdStdPggupVtlUzlW83eVOOORgZA60tr43vb3T7AW+lxvqV7b3EsUX2hdhaJguM++c+2KANGHwdZx6xPqhlY3sqyoXT5QyP0DDOCRjg1n2Hgi6sg8f9ooYn0v+zm/dc8E7W6+h6UlzrV7Z6z4ilFvbrc2mmQTxh5GIP3yUPYcg8j1FM/4TLVINO1qS5tbbz7FIJE2MSoWRVPzf7uecelADpPhzBL4e0LTWvSZtGYNDMY+H4IIZQfQ+tdVpOnRaTpkFjCsapEMfu02LnOeB2ri7PxX4qFvc3V1p1lPbCfybc2xYPKMZ3qrH5h6AHJrsdEv21PR7a8YoXkX59gIAIOCMHkfQ0AaNcto3/JQPE3+5a/8AoFdTXLaN/wAlA8Tf7lr/AOgUAdTRRRQAUUUUAFFFFAHIeFvDN/outahdXUsUiTAhZVdi8pLZ3ODwCBxxXX0UUAFFFFABRRRQBT1PVLLR7J7zULmO3t0IDSSHAGaqweJ9DufKMOq2j+aVEeJR824kDHrkgj8Kn1mw/tTRb2wBUG4haMFhkAkYBrhfEHwpTXo7HOqNaSWttBCphi6PGHww5Hd8/hQBv674h065itrKw12xivJrlAqtJkuFf5lGOexFb2oanZaTaG61C7htoAQDJKwVcntk1weifDSfw3qmlXVjd21ytrCYZmuUZWbLsxYbTgt82OfSul8aeHZfE/h9tPhNsHMiuDcKxUY7gqQQfegC6niXRJLpbZNUtWnMfmiMSDOzGd30xVrTtUsNWtzcafdw3MIYqXiYMM+lcBB8NtRjnvFn1KG6jvrFbS4nkVllGAR8oHy/iea63wnpOo6NpAtNRlspJFICGzh8tdoUAZ9Tx1oA3qKKKACiiigArivDtlrEfj7xBeXltcW9lMEEIMoeOXHG71DY7eldrRQAUUUUAFFFFABRRRQAVx/jrRdX1qG0i0tc4Yhn+0GLySeknH3seldhRQBHCjRwRo7bnVQGb1OOtSUUUAFFFFABUF1dQWVrJc3MyQwRKWeRzgKPU1PUVzCtzbSwsAVkUqcjI5FAGVbeLPD93ayXUGr2bwR7t0glG0AYyc+nzD86fc+KNBs1ZrnV7OIKwRi0oGGIyB+XNcUnwgspdCsNNvL0sLa1e3LRx7d+6USE9fQYrIk+CtzbxxC31eG5MV4bkfakZSwKhdpZDnjAxQB6Rp6XsviK8vvPEmlTwRfZtrgjP8RAp8vinQYZbmOTV7NXteZwZRmPnHzenWtGzjkhsoY5QgkRAreXnbkDtnmvMtY+F+p3+patLaXtjbWl8SxgVH/eNuBBY5+Xp/DQB3kPijQbi4t4IdWtHmuBmFFlBL8kcfka2K8/0nwTq+kal9qt5dLCzInnrJG8pRkDBfLLcgcgnPoa7u3WVbaJZ3WSYIA7qu0M2OSB2oAlooooAKKKKAOa8dLq0nhO6i0WGeW9kKqpgkCugzywz1x6d61tHE40azFz5vniFfM84APnHO7HGav0UAFFFFABRRRQBwXib/kq/hD/AK5XP8hXe1wXib/kq/hD/rlc/wAhXe0AFFFFABRRRQByVl41sW1nVbG5u0C2o3xysuyMqBhgHJ+Yhlftxj2rS0nXZtVuLsx2Egs4pVjhuAwImBXJcdPl7ZGc1fj0uwijaNLOBUJOQEGDkkn8ySfxqyiJGgRFCqowFAwAKAH0UUUAFFFFADJY0mieKRQyOpVlPQg9RWLbeD9AtLSa1h0yFYJk8t0IJG3Odoz0GeeK23x5bZGRg5A714tp3h3xCng/WryzbVIdTe6eJIZZGOLbzM/IueuPSgD1NvDGjubQvZK7WbFoGZmJQkYJBJ9KSPwtosUMMEdiixRRtEiAnGwtuKnnkE8815xLp/ie38O2ix6nqVxN5k0ixmF0BXA2pkNlcc4JJFWFg8R3PxI8+5nu7REeOSOJImdXhKAOm7IUYbOeM5waAPQT4a0ZhqAawiYagQbrOT5uOmfp2qtaw6FD4p+zwQbdVt7RQCVbiEngAng8ivNLfRfEkz2bC519Ipra9a4D3Lgq6sfJHXjIx061f1M6tElrqKQ6n9tm0NLaGSFTu+0bycN6H3PvQB3cVt4dvv7Q8NpbxMIyJbi22kAF+QwP17itq1tY7O1jt4d3lxjA3sWP4k8mvK9Ql8Rx6r4mnt4p1uUsbRBIkZyRx5mCOpHPTmu08DC6/sFmnvpryNpmMLzROjKn935iSQDnk0AaN54d02/1m11aeAm9tkaOORXK/K3UHB5/Gmx+GNGisYLJLFPs8M4uY0LEhZAc7hz1yTXM+OZNTil1KZZbqCyttIlnt5oX2Ktwp/iIPJxjAPvWTrmp6xBd3kltc6iyT6ZayWYt1Loz+YN7ZHQ4Iz6g0Ad43hnSWmhl+y4aGZ50w7AB3+8cZ71Rso/C9jbRfY44xAJmtFAVmUOzfMpB6c+tY8uqaq3iq1A+3Lbx6gIJAyfIUaIHPA5Xd3NZlv8AaUt/OglvbdovEbF1jhYiSNiOo7r70AdhJ4Y8P6jPLMtvG7rcxyyeVIQBLH90kA4BAx+FSXGiaFbX0V3NGkU8t2JY2MhGZ9pXI56leD6iuHje90dfEC2EGpG9n1pCyruKLE235hnjafmBxzVLU49RuNO0OXUI7100rxBJHMcOXMWW2sMcsMFeaAPSItI0OS0v9FjtYjbuxa5t8Hbl+fpz14p0nhrSZba1t5LXfFaSCWBWkY7GHQg5rjtWk1aefxWljJfrJatbXtqnzDdtUF0U9wcEYp3iGTUrHS9JuLa4v47S6klkumIeRoS65QEKd2FJOPpQB19smlQeJrxIWYanPCskyEtgoDgEA8flWheWcN/ayW1ypeGQYZQxGR9RXnsAuxrzrf3kiOPD+xr8oYgHLZBLHgH8a0fhzaahLpp1bU7i7aaVfJSOS4LoVTjzAOmWIzmgDoYvC+jQ6G2ix2EY01jk2+Tt6g/zAqtrVj4e0zRb+71K1jWyLCe4YKSdwwA3HOenIqHxnbai9jZ3mmec8trdI0lvE5XzoydrD8M5/CuZXR9Wi8A66t7Hf3mprBNYxqZN3nLuO1wD3wwyf9mgD0LToLW206CKyTbbBAYxkng9OvNZ+qaToEup2mo6lbQG9DCKCVx8xY9APWuLt11jTbXUbOG11WWNLi0EB8w/Ku1Q5yTkqCDkVV1jTNS1XRtPfVdPvL06dq7l4kJVpIj91l56D3oA9Cj8MaNFZRWa6fF5EM/2mNDk7ZM53DPemjwtoa28duNLthFFMZo1CfdcnJI9Mmr9gzvp1u0kDW7GNcxO24px0J7mvLLbQ75tZZpYtWW1n1e6WdUdgDAY/l4zwpYdqAPQLzTNCn1qWG5sUkvNQtTHKTGSJIlPRj078d6oa/4V0BPD9/5kLWVsURrh7ZMsyR9FIwcjjpiuQsY9ftRpVxcpqEMcGh3fn3DEs6NuygPqwAyKyfBryX+l6tcyNq8uorphCWUjMUdmUqzjnBZm59qAPStN0rw7pekNqMaQrYPsu1MiAJGQOGUY+WuigMTQrJDt8txvUqOCDzmvHW8K6sfDeu6HbWFyY59LtpYhK5IM4HzqCT19q9P8LytJ4asd1jLZFIgnkTABhgYzgetAGxXLaN/yUDxN/uWv/oFdTXD6rpHi628T3+peHpdMEN4kQcXYYtlFxxigDuKK4LZ8Uf8Ant4e/wC+JP8AGjZ8Uf8Ant4e/wC+JP8AGgDvaK4LZ8Uf+e3h7/viT/GjZ8Uf+e3h7/viT/GgDvaK4trf4iBYyt/oZYsA4Nu/yjuR83PeoriD4lJKpt77QpEKjIaB1wfzoA7miuPS18fkJv1LRVJ+9i2c4/8AHqSfTPHskZWPxHpcTHoy2BJHPu1AHY0VwsuifEOSQsni7T41PRRpwIH5mmjQfiKCCfGVgfb+zV/xoA7yiuHOi/EIxuo8WacGLZDf2cMqPTrTBoXxFBBPjGwPt/Zq/wCNAHd0Vwo0T4h5c/8ACXafg9B/Zw+X9asf2X493Rn/AISTTMKPmH2A/Pz354/CgDsqK4m60f4gzy74fFOm264xsTT9w/Uk0z+xPiH5Oz/hLtP37s7/AOzhnHpjOKAO5orhjonxDMIQeLtPDgkl/wCzhkj064pn9g/EX/ocrD/wWr/jQB3lFcKNE+IYiZD4u08sSCH/ALOGQPTripV0jx+IBGfFGmlx/wAtP7P5PXtnHcflQB2tFcnFYeOEiVX1vSZGAwXNkwJ9+GpP7P8AHO5v+J7pWCDgfYm+X/x6gDraK5KHT/HMcKpJrmkyuBy5smBP4BsU57PxyFJTVtHLehtHH/s1AHV0VyK6f46CkHXtKJLZB+wtwM9PvUn9m+O97n/hINKwTwv2E/L/AOPUAdfRXEy6P8QJLjzE8U6bGmP9WNPyPzJzUP8AYPxG/wChysP/AAWr/jQB3lNdQ64yR7g4rhf7B+Iv/Q5WH/gtX/Gj+wfiL/0OVh/4LV/xoA7yiuD/ALB+Iv8A0OVh/wCC1f8AGj+wfiL/ANDlYf8AgtX/ABoA7yiuHHh/x4loip4ytzOM7mfT0Knnt3pF0L4g4G/xjZ5yc405fTj9aAO5orhBoPxFyM+MrHHf/iWrVt9C8ZGVdvjBBDj5s2Ee73wcUAdhSAgsRkZHUV5+vgnxcZpDJ4/v9hOUCQoCPrTYvh/4hhnmmTx3qYkmIMjeUmWwMDtQB6HRXBf8IR4o/wCh/wBT/wC/Uf8AhS/8IV4nKBf+E91Lg5z5Mef5UAd5RXBf8IR4o/6H/U/+/Uf+FNXwR4p53eP9S68YiTp+VAHf0VwbeCvE7MW/4T3UhnsIowP5U1fBniwSj/ivb4xBSOYE3En14oA76iuC/wCEI8T/APQ/an/36T/ClfwV4ndi3/Ce6kM9hFGB/KgDvKK4L/hCPFH/AEP+p/8AfqP/AAo/4QjxR/0P+p/9+o/8KAO9orhE8E+Iwjh/HmqliPkIjQYOfpzU1p4M1yNmN3421aYEfKFCLj9KAO1orlf+ERv/APobNa/77T/Cq48DXomMzeL9eL8gfvlAAPtigDsqK4VPhzPFLE6eMPEP7ti2Gus5/SpF+H06XK3A8X+Id65xm5GOfbGO9AEHib/kq/hD/rlc/wAhXe1xmmfDy3sNftNYn1rVb+4tFZYhdTb1UN17V2dABRRRQAUUUUAFFFFABRRRQAUUUUAQXRkWznaJgsgjYqSM4OODiuX8L+NLXUNCtpdSuRHdi3aWZ2jKIwUkMV+mK6113Iy5xkYz6Vwn/Cu5rhRFf6y88MFtNb22IgrIJOpbBw2KAOl0XxNpPiB5k066WV4dpdcYIBGQcehrUmmjghkmlcJHGpZmPQAdTXOeEPCNv4YtSBDa/a2RY3nhVgZAvTdkmt3UbNdQ026snYqtxE0RYdQGBGf1oAxoPHGgT2tzci92w27RqzOhGS/3Meuc8VPL4u0SHyw18heSZoFjAJYyKMlceuKx4vBV7J4ci0u81WKSW3lhkgnjtQp/d/dD8/N0pn/Cv4xfw6gLtftf9otqMzmPhnK7cLzwKAOgfxLpEWlx6k94gtpFDK3cjOOnXrVaPxLaR3+qrdXtsltZmJRyQys4PDZ9eMYrDj+HZn0eysL+/D/ZPM8uSFSjKWbcDnP4EHrVvUvA51GW/la9CyXEtrLHmPIRoeRkd85oAfpWvweILTVYNYgt1s/t0llAj/8ALdQoJBU9+tXU8T+HdPs7OOK7ijgeBWt0QEgx5CjGPQkCsqbwLOZftMWoL9qi1NtRty0fyqWXayMM8g+varkHhI2/ijS9UikhjtbOwe1NqinbuZg25c/T+VAGoviTSGunt/t0QdVdiScDCfe59u9Rabrw1HxBqGnxxKYLWOKRJ1bIfeM1zEfw4ZIdWtDcQG3uvNNtOQxmiMhywOTjGfzFbXhnw/qWk6hc3d9cW0pnt4YiIFIAMY2gjPYigDpyQBk1Qs9Z06/uPs9tcpJIYzKFHdQxUkfiMVcmVnhkVH2OVIDYzg+tcP4a8Fatomt2moT6pBOVhlhujsO6YM25SOynPXFAHeVy48U3Y1JLZ9FulhN5LbvNt+VUUZEn0NdRUcys8MiKQGZSAT2OKAOdbxj4Zv7WZWvIprbywz7kJRgW2gc8E54xTX8b+HbK2s0jmYifekEMMRLZT7y7R0I9KwoPhpI/gWPQLy9jNxDdm6jmiU7Sd+4Kw4JFOufDV5Ya94bj0/T4lhheeW5uIE+SNnTH8RzyTn14oA6KXxpokVvHMLlpEkt/tKeVGWLR7gpIA9CwzQnjXQXvTbG9VDsZxI4wjBW2thvUE4NU9K8HSaTqml3NveqYrO1lglRo+ZTIwdmBzx8w6VXt/Aj2seoQRXtu1vO0klt51oJHgaRtzck8qemMCgDYn8W6TBbGczOy+c0KqiZZ2UZO0dxjnNUrn4g+HraCGc3EssUts12rRRFh5anDE/Ss9vh6VsoVttQENzDcm4iDRmSFCV2soQnOD1xmrOo+Bhfgot4lvE2mvYmOG3CqCxyWAzxz2oAu23i2G68SPpsUEjWwsFvVuQpwVY8fpTNU8a2Njomo39uklxJZJG7w7SGIfG049Dn9DVZvBl0lxbSWesyWuzTlsJWSIFmCgYZSTwcih/Aqy2N/FLqMsk97ZQ20krIMlos7XPvzyKALl14kih1y2tJZFSOXT3vGtmiJlZV647celPi8UaLHpyagA0NnJAsyzGLapDHAXP8Aez2pB4bmbxNZazPerK8Fk1pInkgeZubO7rx9KpN4AspPDFzoUt1M9vJcG4gzz9nIbKhR6CgC3Drtxroil0HyjFFcNDercAq6YHYeucVr6T9v/syD+0/L+24Pm+V93OTjH4Yqp4e0Z9Fs5I5ZYpZpH3u8UAiU/gP51sUAFc/rfiqHRtWsdMFldXl1eBmVLdc7VBALH866CuM8TeCj4k8YaRqFxIVsbOCRXEcrI5ckFcY7cUAdFYaxaaitw0RdBBKYX81dnzD0z1q/vXj5hz05rxf4j6LqdjpbyySzXPn30v2W1jeQli5Gw5XoQOx4rdn8IeJrjV45IrlUsJIlcl5mDxyeTsK7fTPNAHpQljJUCRTu6c9acSAMnpXkz/DDWLfxR4dvLHU5I7Gwjj85DcMSGBy+M/e3c16jfWi31jPaPJJGs0bRl4zhgCMZB7GgClo/iPTNelvo9On877FMYJmA43gZ4Pcc9a1q888I+DNY8F3tzHZXEV3Y3V2pbznw0cKoACABy2eD7CvQ6AOYXxvpzeKn0ForhZVk8kTlP3Zkxu2Z9cVY8UeJf+EbsIrpLGW+LybTFCwDBQCxbnrgCsiTwFHJqGu6kJVGoXzE2s2WPkfLjOOmfeoLTwRqN1bt/b9zaXc4nMkRj37Y1MWzHPvg0AdPouuRav4ftNYkQWsVzGJFWSQHAPTJ6VdGoWRuvsou4PtH/PLzBu/LrWPZeE7IeFtK0XUIknjsUiO1chGdB1x3GcnBrl4/Bd/f+MdT1B7e1srb7cJY5wp+0SbYwvB6bSSfyoA73+09P3Iv2223OSqjzV5I7DmuePjVvtOqKmkXUkFg7x+cjAh2UAkY6jrxWRefDGNzapaSW0cYjSOV2jO9Crbt8Z7MT1zVyLwRexapeXIv4/KuXndk55LgBSexIxQB2S3MXleYzqgCB2DEDaPf0p8cqTRLJG6ujDKspyCPY15wfAerT6jqxvJop4LmOZEka4dS6uAAhUDgLjrXVeGNO1TSLC3068Nq1rb20aRmHIbcM7gR0wOMUAb5IAyTgCsTw54q0zxQL06bIXFnOYJCRjJHcexq1rtld6jol3Z2VwLe4nTy1lIztBPzH64zXOR/D60splj0qeTTbOWELdC1crJI6/dYE5x3zQB2hOBmsjQfEFrrunNdxMkZSWSN4y4JQqxXn0zjNZ6eDSjq3/CRa42Dna1wuD9flrl1+F91ax3Rtrq3zO2+WLLqs584yYcjnlSBkelAHojanZJfwWJuI/tM6NJGmeWVSASPzFWywGMkDPAzXn/h/wCH8umatpV9eSxTGzFztUOx8rzHDIqk9Qo3Dn1rpfFehTeIdBksra7a0ud6yQzqTlGB68e2aANC51BLW5toWilcTsV3ouVTAzlj2FTx3EMoUxyo4YZUqwOR7V5/bfD/AFe20j7E+tvdSySOrzyuwxFtwq4Hf1qOD4f39j4zsb62uNunW6xiNY5SghCj5kCc7gxzzQB6QSAMk4A7moZby2gVGluIo1kO1Czgbj6D1qh4msbzU/DWo2OnyiK6ngaONycAEj17V5zZfC7V7jw9b2Op3kJa1e5NskkjSmIPt2fN3K4bn3oA9Y8+Leyeam5RlhuGQPU0guICCRNGQBk/MOB6153N8PdTk1DV50v4w98sii4aR921sYQqOAFA4xzzTLf4Y3Fg129pdxDzo5U8sySEMGIKqc9uCPxoA9GFzbmNZBPEUb7rbxg/Q0LdW7xiRZ42QkgMHGCfrXmB+Fl7daaIJ7uCBcytHaxySGO3LABQp6kDFR6p8K7+S0srS0ux9mhuJm8lLholRXIKnOCTjHT3oA9Fg8QaXcTX0S3katYyiGcuwUKxUMBk+x/nV0Xls1wIFuIjMV3CMON2PXFed+I/hdLrEV6ba9iie5vBcmMgqrARBMMQCSQQx6fxVa0fwNd+HbufVbdLW+1RkggieZ2BSNUVXGT64JFAHoNcpceOLa28bR+G2tJS77V88MMBmBIG3rjAPNdUM4GRg964HWfAF5q3jGTVlvYLaB2ibzolP2mMoCNqMRgA55oA7+oTdW4nEBnjExGRHvG78utc5/whbf8AQy67/wCBC/8AxNcivgbUbzxrfTrIvlWtzbMl/dM5uGVVUsEIwpBwQaAPTV1GycArdwEM+wYkHLen19qQ6lYgkG8gBDbCPMHDen1rzu6+Fk0semRRXluI7fJmyGUly+7euP4scc44p/8AwrW9SW4MNxYor34uYvkZjEMAMRkcsffgetAHob31oilnuoVULuLGQYAzjNEV/ZzyiKK6heQruCLICceuK80Hws1Ka2u7W71O2a2YCOBVRidnmiQh89c4xxWjp3w1bT/iM3iWK9jS2BZkgjUhuUCbD22jGR70Ad9NcQ26hp5UiUkAF2ABJ7c0xr21V5Fa5hDRrucFxlR6n0rF8ZeGz4o0ZbRHjjuIp0mhlkBIRlPXHfjPBriR8Kb248Ta/fXV5H5OojCOsjEkF1baydMcY696APTDqlkYldLqF94JjCyA78enrWQvjCzeNo1hka/WJZmsgV8wKTgHrj3rAtvhomnSQmwuIlCSykGRSTHG4PyKOmMnrxTZ/hl5lswjuoVuTZw26zGM5BRsk8c4I4oA7xb22KBjPEMqW5cdBwfyPFSo6SIsiMHRhkMpyDXmWtfC25ubHV1stQJadw9pC7FViUsHkTI5w7Cuu8EaBceGvClnpd1P500YJY7iwXJJCgnsBx+FAEr+LdHh1bUNPnvIoXsIklneRwFUN0/z71oR6tp0sbPHfW7KqeYxEg4X1PtXKat8P4tZ1rVru5e28m++zAKIfmxG2WDHvurIPwnxr+o3cV1DDbXcUkZ2KdxDYwpX7u1ccUAd/b65pV3DDNb6hbSRzsViZZAQ5HUCs6DxVZ3Pid9Khmt5IktvOaZZQcPvC7f1rlD8LbiC6hew1OG3iW6MpUQfcjZdrIg6DPXNV4/hPe2kNw9pqtot15MMUBFrsXMUiuGfBO4nbyaAPRZdZ02G4t7eS+gWW4JEKbxl8dcVTfxVpCSTH7bAbaDKz3IkGyJ842MfWua0j4f3+mS2c41S3aZbYQXO6235+d2JjJOVzvP5Cs/RPhDBpkNxDcXcMySXUUvER/eImThwTgsSx5oA9NR1kjV0YMjDII6EU+qGnQX0DXIvJYHiMp+zJCm3y4+yn1NX6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmsNykZIyMZFFFACqNqgZJx60tFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/2Q=="
fflg0121	2	{"lines_data": [{"Word": "valve 5 and the reservoir prevents", "Confidence": 0.74767, "X1": 0.06233, "Y1": 0.0152, "X2": 0.34615, "Y2": 0.015, "X3": 0.34615, "Y3": 0.0298, "X4": 0.06233, "Y4": 0.0318, "page": 0}, {"Word": "CAMBRIDGE", "Confidence": 0.354, "X1": 0.40451, "Y1": 0.0242, "X2": 0.47215, "Y2": 0.024, "X3": 0.47215, "Y3": 0.0338, "X4": 0.40451, "Y4": 0.0338, "page": 0}, {"Word": "air from mixing with the major", "Confidence": 0.99217, "X1": 0.06366, "Y1": 0.0282, "X2": 0.34748, "Y2": 0.028, "X3": 0.34748, "Y3": 0.0428, "X4": 0.06366, "Y4": 0.0458, "page": 0}, {"Word": "FILTERS", "Confidence": 0.991, "X1": 0.42042, "Y1": 0.0352, "X2": 0.46684, "Y2": 0.035, "X3": 0.46684, "Y3": 0.0438, "X4": 0.42042, "Y4": 0.0428, "page": 0}, {"Word": "portion of the puff in the reservoir", "Confidence": 0.99171, "X1": 0.06233, "Y1": 0.0432, "X2": 0.34748, "Y2": 0.043, "X3": 0.34748, "Y3": 0.0568, "X4": 0.06233, "Y4": 0.0598, "page": 0}, {"Word": "while the aliquot is being taken.", "Confidence": 0.99633, "X1": 0.06101, "Y1": 0.0562, "X2": 0.34748, "Y2": 0.056, "X3": 0.34748, "Y3": 0.0708, "X4": 0.06101, "Y4": 0.0728, "page": 0}, {"Word": "CRITICAL FLOW.", "Confidence": 0.919, "X1": 0.39125, "Y1": 0.0622, "X2": 0.48408, "Y2": 0.062, "X3": 0.48276, "Y3": 0.0738, "X4": 0.39125, "Y4": 0.0738, "page": 0}, {"Word": "After the aliquot is collected (about", "Confidence": 0.99117, "X1": 0.06233, "Y1": 0.0682, "X2": 0.34881, "Y2": 0.068, "X3": 0.34881, "Y3": 0.0828, "X4": 0.06233, "Y4": 0.0848, "page": 0}, {"Word": "ORIFICES", "Confidence": 0.922, "X1": 0.41379, "Y1": 0.0742, "X2": 0.46684, "Y2": 0.074, "X3": 0.46684, "Y3": 0.0848, "X4": 0.41247, "Y4": 0.0838, "page": 0}, {"Word": "5 seconds) and with the three-way", "Confidence": 0.99267, "X1": 0.06366, "Y1": 0.0832, "X2": 0.34483, "Y2": 0.083, "X3": 0.34483, "Y3": 0.0958, "X4": 0.06366, "Y4": 0.0968, "page": 0}, {"Word": "SAMPLE FLASK", "Confidence": 0.9925, "X1": 0.83422, "Y1": 0.0812, "X2": 0.93103, "Y2": 0.081, "X3": 0.93103, "Y3": 0.0948, "X4": 0.83554, "Y4": 0.0968, "page": 0}, {"Word": "valve then closed, the sample flask", "Confidence": 0.99267, "X1": 0.06233, "Y1": 0.0962, "X2": 0.34615, "Y2": 0.096, "X3": 0.34615, "Y3": 0.1098, "X4": 0.06233, "Y4": 0.1108, "page": 0}, {"Word": "is replaced with a new one. A warn-", "Confidence": 0.98475, "X1": 0.06366, "Y1": 0.1102, "X2": 0.34615, "Y2": 0.11, "X3": 0.34615, "Y3": 0.1228, "X4": 0.06366, "Y4": 0.1238, "page": 0}, {"Word": "ing light indicates the start of a", "Confidence": 0.99671, "X1": 0.06233, "Y1": 0.1232, "X2": 0.34748, "Y2": 0.123, "X3": 0.34748, "Y3": 0.1368, "X4": 0.06233, "Y4": 0.1378, "page": 0}, {"Word": "new cycle.", "Confidence": 0.817, "X1": 0.06366, "Y1": 0.1382, "X2": 0.14721, "Y2": 0.138, "X3": 0.14854, "Y3": 0.1498, "X4": 0.06366, "Y4": 0.1508, "page": 0}, {"Word": "This machine permits puff-by-puff", "Confidence": 0.944, "X1": 0.07825, "Y1": 0.1502, "X2": 0.34881, "Y2": 0.15, "X3": 0.34881, "Y3": 0.1638, "X4": 0.07825, "Y4": 0.1648, "page": 0}, {"Word": "analysis of components of the vapor", "Confidence": 0.9805, "X1": 0.06366, "Y1": 0.1642, "X2": 0.34881, "Y2": 0.164, "X3": 0.34881, "Y3": 0.1778, "X4": 0.06366, "Y4": 0.1788, "page": 0}, {"Word": "VACUUM", "Confidence": 0.829, "X1": 0.64191, "Y1": 0.1752, "X2": 0.68966, "Y2": 0.175, "X3": 0.68966, "Y3": 0.1838, "X4": 0.64191, "Y4": 0.1838, "page": 0}, {"Word": "phase of smoke. It is especially", "Confidence": 0.9425, "X1": 0.06366, "Y1": 0.1772, "X2": 0.34748, "Y2": 0.177, "X3": 0.34748, "Y3": 0.1908, "X4": 0.06366, "Y4": 0.1928, "page": 0}, {"Word": "VACUUM", "Confidence": 0.953, "X1": 0.46684, "Y1": 0.1832, "X2": 0.51857, "Y2": 0.183, "X3": 0.51857, "Y3": 0.1928, "X4": 0.46684, "Y4": 0.1928, "page": 0}, {"Word": "RESERVOIR", "Confidence": 0.958, "X1": 0.63528, "Y1": 0.1852, "X2": 0.70027, "Y2": 0.185, "X3": 0.70027, "Y3": 0.1948, "X4": 0.63528, "Y4": 0.1948, "page": 0}, {"Word": "useful with vapors that are not", "Confidence": 0.96883, "X1": 0.06366, "Y1": 0.1912, "X2": 0.34748, "Y2": 0.191, "X3": 0.34748, "Y3": 0.2048, "X4": 0.06366, "Y4": 0.2058, "page": 0}, {"Word": "readily trapped with impingers or", "Confidence": 0.9852, "X1": 0.06366, "Y1": 0.2042, "X2": 0.34748, "Y2": 0.204, "X3": 0.34748, "Y3": 0.2178, "X4": 0.06366, "Y4": 0.2198, "page": 0}, {"Word": "bubble traps. The oxides of nitrogen", "Confidence": 0.9715, "X1": 0.06499, "Y1": 0.2182, "X2": 0.34881, "Y2": 0.218, "X3": 0.34881, "Y3": 0.2318, "X4": 0.06499, "Y4": 0.2328, "page": 0}, {"Word": "1/4\" COPPER", "Confidence": 0.904, "X1": 0.68435, "Y1": 0.2212, "X2": 0.75862, "Y2": 0.221, "X3": 0.75862, "Y3": 0.2328, "X4": 0.68435, "Y4": 0.2328, "page": 0}, {"Word": "are examples of such compounds.", "Confidence": 0.9932, "X1": 0.06631, "Y1": 0.2322, "X2": 0.34615, "Y2": 0.232, "X3": 0.34615, "Y3": 0.2448, "X4": 0.06631, "Y4": 0.2458, "page": 0}, {"Word": "SMOKING SOLENOID", "Confidence": 0.7325, "X1": 0.42838, "Y1": 0.2372, "X2": 0.53448, "Y2": 0.237, "X3": 0.53448, "Y3": 0.2458, "X4": 0.42838, "Y4": 0.2468, "page": 0}, {"Word": "TUBING COIL", "Confidence": 0.8885, "X1": 0.67374, "Y1": 0.2332, "X2": 0.75729, "Y2": 0.233, "X3": 0.75862, "Y3": 0.2438, "X4": 0.67374, "Y4": 0.2448, "page": 0}, {"Word": "SAMPLING SOLENOID", "Confidence": 0.7975, "X1": 0.42838, "Y1": 0.2492, "X2": 0.53979, "Y2": 0.249, "X3": 0.53979, "Y3": 0.2578, "X4": 0.42838, "Y4": 0.2578, "page": 0}, {"Word": "For NO-NO, the absorbing solution", "Confidence": 0.9734, "X1": 0.06366, "Y1": 0.2452, "X2": 0.34881, "Y2": 0.245, "X3": 0.34881, "Y3": 0.2588, "X4": 0.06366, "Y4": 0.2598, "page": 0}, {"Word": "AR SOLENOD", "Confidence": 0.415, "X1": 0.43103, "Y1": 0.2582, "X2": 0.50663, "Y2": 0.258, "X3": 0.50663, "Y3": 0.2668, "X4": 0.43103, "Y4": 0.2678, "page": 0}, {"Word": "of", "Confidence": 0.766, "X1": 0.00133, "Y1": 0.2632, "X2": 0.01194, "Y2": 0.263, "X3": 0.01194, "Y3": 0.2718, "X4": 0.00133, "Y4": 0.2708, "page": 0}, {"Word": "in the smoke collection flask is a", "Confidence": 0.98343, "X1": 0.06631, "Y1": 0.2582, "X2": 0.34881, "Y2": 0.258, "X3": 0.34881, "Y3": 0.2708, "X4": 0.06631, "Y4": 0.2738, "page": 0}, {"Word": "VACUUM SOLDNO:D", "Confidence": 0.203, "X1": 0.43103, "Y1": 0.2692, "X2": 0.5305, "Y2": 0.269, "X3": 0.5305, "Y3": 0.2778, "X4": 0.43103, "Y4": 0.2788, "page": 0}, {"Word": "WARNING LIGHT", "Confidence": 0.974, "X1": 0.79708, "Y1": 0.2612, "X2": 0.89523, "Y2": 0.261, "X3": 0.89523, "Y3": 0.2728, "X4": 0.79708, "Y4": 0.2748, "page": 0}, {"Word": "modified Griess reagent described", "Confidence": 0.9865, "X1": 0.06233, "Y1": 0.2722, "X2": 0.34881, "Y2": 0.272, "X3": 0.34881, "Y3": 0.2848, "X4": 0.06233, "Y4": 0.2878, "page": 0}, {"Word": "5000005", "Confidence": 0.703, "X1": 0.68302, "Y1": 0.2982, "X2": 0.67772, "Y2": 0.298, "X3": 0.65915, "Y3": 0.2978, "X4": 0.6618, "Y4": 0.2118, "page": 0}, {"Word": "by Saltzman (14). The adaptation of", "Confidence": 0.99533, "X1": 0.06499, "Y1": 0.2852, "X2": 0.34881, "Y2": 0.285, "X3": 0.34881, "Y3": 0.2988, "X4": 0.06499, "Y4": 0.3008, "page": 0}, {"Word": "the Saltzman method to smoke an-", "Confidence": 0.99633, "X1": 0.06631, "Y1": 0.3002, "X2": 0.34748, "Y2": 0.3, "X3": 0.34748, "Y3": 0.3128, "X4": 0.06631, "Y4": 0.3148, "page": 0}, {"Word": "MICROSWITCHES", "Confidence": 0.98, "X1": 0.41512, "Y1": 0.3002, "X2": 0.50928, "Y2": 0.3, "X3": 0.50928, "Y3": 0.3108, "X4": 0.41512, "Y4": 0.3108, "page": 0}, {"Word": "alysis has been described previ-", "Confidence": 0.9858, "X1": 0.06631, "Y1": 0.3122, "X2": 0.34881, "Y2": 0.312, "X3": 0.35013, "Y3": 0.3268, "X4": 0.06631, "Y4": 0.3288, "page": 0}, {"Word": "COUNTER", "Confidence": 0.991, "X1": 0.73342, "Y1": 0.3222, "X2": 0.78117, "Y2": 0.322, "X3": 0.78117, "Y3": 0.3328, "X4": 0.73342, "Y4": 0.3338, "page": 0}, {"Word": "ously (10).", "Confidence": 0.991, "X1": 0.06499, "Y1": 0.3282, "X2": 0.15782, "Y2": 0.328, "X3": 0.15915, "Y3": 0.3408, "X4": 0.06499, "Y4": 0.3418, "page": 0}, {"Word": "Typical nitrogen oxide analyses", "Confidence": 0.996, "X1": 0.0809, "Y1": 0.3402, "X2": 0.34748, "Y2": 0.34, "X3": 0.34748, "Y3": 0.3538, "X4": 0.0809, "Y4": 0.3548, "page": 0}, {"Word": "O", "Confidence": 0.311, "X1": 0.74801, "Y1": 0.3442, "X2": 0.7626, "Y2": 0.344, "X3": 0.76393, "Y3": 0.3548, "X4": 0.74934, "Y4": 0.3548, "page": 0}, {"Word": "obtained with the five-port smoking", "Confidence": 0.9946, "X1": 0.06631, "Y1": 0.3532, "X2": 0.34881, "Y2": 0.353, "X3": 0.34881, "Y3": 0.3668, "X4": 0.06631, "Y4": 0.3688, "page": 0}, {"Word": "machine for three cellulose acetate-", "Confidence": 0.9948, "X1": 0.06366, "Y1": 0.3672, "X2": 0.34881, "Y2": 0.367, "X3": 0.34881, "Y3": 0.3798, "X4": 0.06366, "Y4": 0.3818, "page": 0}, {"Word": "2", "Confidence": 0.961, "X1": 0.74934, "Y1": 0.3762, "X2": 0.76525, "Y2": 0.376, "X3": 0.76658, "Y3": 0.3868, "X4": 0.75066, "Y4": 0.3868, "page": 0}, {"Word": "filtered commercial cigarette brands", "Confidence": 0.99375, "X1": 0.06499, "Y1": 0.3802, "X2": 0.34748, "Y2": 0.38, "X3": 0.34748, "Y3": 0.3938, "X4": 0.06499, "Y4": 0.3958, "page": 0}, {"Word": "are shown in Table 2. The results", "Confidence": 0.99686, "X1": 0.06499, "Y1": 0.3942, "X2": 0.34881, "Y2": 0.394, "X3": 0.34881, "Y3": 0.4078, "X4": 0.06499, "Y4": 0.4098, "page": 0}, {"Word": "are contrasted with results obtained", "Confidence": 0.9944, "X1": 0.06499, "Y1": 0.4082, "X2": 0.34881, "Y2": 0.408, "X3": 0.34881, "Y3": 0.4208, "X4": 0.06499, "Y4": 0.4228, "page": 0}, {"Word": "by totally entrapping the individual", "Confidence": 0.9966, "X1": 0.06233, "Y1": 0.4202, "X2": 0.34881, "Y2": 0.42, "X3": 0.35013, "Y3": 0.4348, "X4": 0.06233, "Y4": 0.4358, "page": 0}, {"Word": "puffs in smoke collection flasks", "Confidence": 0.9892, "X1": 0.06499, "Y1": 0.4352, "X2": 0.34748, "Y2": 0.435, "X3": 0.34748, "Y3": 0.4478, "X4": 0.06499, "Y4": 0.4488, "page": 0}, {"Word": "-", "Confidence": 0.965, "X1": 0.00663, "Y1": 0.4642, "X2": 0.00663, "Y2": 0.464, "X3": 0.0, "Y3": 0.4638, "X4": 0.0, "Y4": 0.4528, "page": 0}, {"Word": "(average of 5 cigarettes). Within", "Confidence": 0.9948, "X1": 0.06631, "Y1": 0.4482, "X2": 0.34881, "Y2": 0.448, "X3": 0.34881, "Y3": 0.4608, "X4": 0.06631, "Y4": 0.4628, "page": 0}, {"Word": "sample variability, the aliquot sam-", "Confidence": 0.9874, "X1": 0.06499, "Y1": 0.4612, "X2": 0.34615, "Y2": 0.461, "X3": 0.34615, "Y3": 0.4748, "X4": 0.06499, "Y4": 0.4768, "page": 0}, {"Word": "pling machine appears to duplicate", "Confidence": 0.9958, "X1": 0.06499, "Y1": 0.4752, "X2": 0.34748, "Y2": 0.475, "X3": 0.34748, "Y3": 0.4888, "X4": 0.06499, "Y4": 0.4898, "page": 0}, {"Word": "CAN", "Confidence": 0.812, "X1": 0.57825, "Y1": 0.4832, "X2": 0.60477, "Y2": 0.483, "X3": 0.60477, "Y3": 0.4908, "X4": 0.57958, "Y4": 0.4908, "page": 0}, {"Word": "adequately the results obtained", "Confidence": 0.994, "X1": 0.06631, "Y1": 0.4892, "X2": 0.34881, "Y2": 0.489, "X3": 0.34881, "Y3": 0.5018, "X4": 0.06631, "Y4": 0.5038, "page": 0}, {"Word": "MOTOR", "Confidence": 0.956, "X1": 0.5756, "Y1": 0.4922, "X2": 0.61538, "Y2": 0.492, "X3": 0.61671, "Y3": 0.4998, "X4": 0.5756, "Y4": 0.5008, "page": 0}, {"Word": "with individual smoke collection", "Confidence": 0.98475, "X1": 0.06631, "Y1": 0.5022, "X2": 0.34881, "Y2": 0.502, "X3": 0.34881, "Y3": 0.5158, "X4": 0.06631, "Y4": 0.5168, "page": 0}, {"Word": "flasks. Single puff analyses for the", "Confidence": 0.98383, "X1": 0.06366, "Y1": 0.5162, "X2": 0.34748, "Y2": 0.516, "X3": 0.34881, "Y3": 0.5298, "X4": 0.06366, "Y4": 0.5318, "page": 0}, {"Word": "oxides of nitrogen are subject to", "Confidence": 0.99633, "X1": 0.06499, "Y1": 0.5292, "X2": 0.35013, "Y2": 0.529, "X3": 0.35013, "Y3": 0.5428, "X4": 0.06499, "Y4": 0.5448, "page": 0}, {"Word": "particularly large variations be-", "Confidence": 0.995, "X1": 0.06499, "Y1": 0.5432, "X2": 0.35146, "Y2": 0.543, "X3": 0.35146, "Y3": 0.5558, "X4": 0.06499, "Y4": 0.5578, "page": 0}, {"Word": "Figure 7. Smoking machine for \"non-absorbable\" gases, Diagram,", "Confidence": 0.7875, "X1": 0.36472, "Y1": 0.5422, "X2": 0.78249, "Y2": 0.542, "X3": 0.78249, "Y3": 0.5568, "X4": 0.36472, "Y4": 0.5578, "page": 0}, {"Word": "cause of the occasional high local-", "Confidence": 0.99517, "X1": 0.06499, "Y1": 0.5562, "X2": 0.34881, "Y2": 0.556, "X3": 0.34881, "Y3": 0.5698, "X4": 0.06499, "Y4": 0.5728, "page": 0}, {"Word": "ized concentrations of burley and", "Confidence": 0.9942, "X1": 0.06233, "Y1": 0.5702, "X2": 0.34881, "Y2": 0.57, "X3": 0.34881, "Y3": 0.5838, "X4": 0.06233, "Y4": 0.5848, "page": 0}, {"Word": "burley stems in the blend.", "Confidence": 0.9962, "X1": 0.06499, "Y1": 0.5832, "X2": 0.27454, "Y2": 0.583, "X3": 0.27454, "Y3": 0.5968, "X4": 0.06499, "Y4": 0.5988, "page": 0}, {"Word": "TABLE 1. The Concentration of Hydrogen Cyanide in the Smoke", "Confidence": 0.9906, "X1": 0.38727, "Y1": 0.5822, "X2": 0.93501, "Y2": 0.582, "X3": 0.93501, "Y3": 0.5968, "X4": 0.38727, "Y4": 0.5998, "page": 0}, {"Word": "Vapor Phase: 85 mm Blended Filter Cigarette, 20 mm Cellulose", "Confidence": 0.983, "X1": 0.38727, "Y1": 0.5962, "X2": 0.93501, "Y2": 0.596, "X3": 0.93501, "Y3": 0.6108, "X4": 0.38727, "Y4": 0.6128, "page": 0}, {"Word": "Acetate Filter", "Confidence": 0.9765, "X1": 0.59814, "Y1": 0.6112, "X2": 0.72679, "Y2": 0.611, "X3": 0.72812, "Y3": 0.6248, "X4": 0.59814, "Y4": 0.6258, "page": 0}, {"Word": "Smoking Machine for Gas", "Confidence": 0.9965, "X1": 0.06499, "Y1": 0.6182, "X2": 0.25332, "Y2": 0.618, "X3": 0.25332, "Y3": 0.6338, "X4": 0.06499, "Y4": 0.6338, "page": 0}, {"Word": "Individual Puff-by-Puff Analysis:", "Confidence": 0.962, "X1": 0.54775, "Y1": 0.6292, "X2": 0.78117, "Y2": 0.629, "X3": 0.78117, "Y3": 0.6458, "X4": 0.54775, "Y4": 0.6448, "page": 0}, {"Word": "Chromatographic Analysis", "Confidence": 0.9875, "X1": 0.06101, "Y1": 0.6312, "X2": 0.25995, "Y2": 0.631, "X3": 0.25995, "Y3": 0.6488, "X4": 0.06101, "Y4": 0.6468, "page": 0}, {"Word": "ug/35 cc puff", "Confidence": 0.979, "X1": 0.61008, "Y1": 0.6452, "X2": 0.71618, "Y2": 0.645, "X3": 0.71485, "Y3": 0.6578, "X4": 0.61008, "Y4": 0.6578, "page": 0}, {"Word": "A six-port smoking machine de-", "Confidence": 0.996, "X1": 0.0809, "Y1": 0.6502, "X2": 0.34748, "Y2": 0.65, "X3": 0.34748, "Y3": 0.6638, "X4": 0.0809, "Y4": 0.6648, "page": 0}, {"Word": "signed principally for gas chromato-", "Confidence": 0.9608, "X1": 0.06233, "Y1": 0.6642, "X2": 0.34881, "Y2": 0.664, "X3": 0.34881, "Y3": 0.6778, "X4": 0.06233, "Y4": 0.6788, "page": 0}, {"Word": ".5", "Confidence": 0.403, "X1": 0.70159, "Y1": 0.6662, "X2": 0.72812, "Y2": 0.666, "X3": 0.72679, "Y3": 0.6768, "X4": 0.70159, "Y4": 0.6768, "page": 0}, {"Word": "Puff # 1", "Confidence": 0.882, "X1": 0.45623, "Y1": 0.6652, "X2": 0.52785, "Y2": 0.665, "X3": 0.52785, "Y3": 0.6798, "X4": 0.45623, "Y4": 0.6798, "page": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.56631, "Y1": 0.6652, "X2": 0.58488, "Y2": 0.665, "X3": 0.58488, "Y3": 0.6798, "X4": 0.56631, "Y4": 0.6798, "page": 0}, {"Word": "3", "Confidence": 0.996, "X1": 0.61406, "Y1": 0.6662, "X2": 0.62865, "Y2": 0.666, "X3": 0.62732, "Y3": 0.6798, "X4": 0.61406, "Y4": 0.6798, "page": 0}, {"Word": "6", "Confidence": 0.915, "X1": 0.75464, "Y1": 0.6662, "X2": 0.77719, "Y2": 0.666, "X3": 0.77719, "Y3": 0.6788, "X4": 0.75464, "Y4": 0.6778, "page": 0}, {"Word": "7 .", "Confidence": 0.897, "X1": 0.80239, "Y1": 0.6662, "X2": 0.84483, "Y2": 0.666, "X3": 0.84615, "Y3": 0.6788, "X4": 0.80106, "Y4": 0.6788, "page": 0}, {"Word": "8 Average", "Confidence": 0.995, "X1": 0.84748, "Y1": 0.6672, "X2": 0.93899, "Y2": 0.667, "X3": 0.93899, "Y3": 0.6808, "X4": 0.84615, "Y4": 0.6788, "page": 0}, {"Word": "graphic analysis of the smoke gas .", "Confidence": 0.89, "X1": 0.05968, "Y1": 0.6772, "X2": 0.36207, "Y2": 0.677, "X3": 0.36207, "Y3": 0.6908, "X4": 0.05968, "Y4": 0.6918, "page": 0}, {"Word": "phase is illustrated in Figures 8", "Confidence": 0.92333, "X1": 0.06499, "Y1": 0.6912, "X2": 0.34881, "Y2": 0.691, "X3": 0.34881, "Y3": 0.7048, "X4": 0.06499, "Y4": 0.7058, "page": 0}, {"Word": "Cigarette #1 85.0 26.9", "Confidence": 0.9045, "X1": 0.38859, "Y1": 0.6872, "X2": 0.59151, "Y2": 0.687, "X3": 0.59151, "Y3": 0.7018, "X4": 0.38859, "Y4": 0.7018, "page": 0}, {"Word": "40.9", "Confidence": 0.979, "X1": 0.59947, "Y1": 0.6872, "X2": 0.62997, "Y2": 0.687, "X3": 0.6313, "Y3": 0.6998, "X4": 0.59947, "Y4": 0.6998, "page": 0}, {"Word": "34.6", "Confidence": 0.987, "X1": 0.64324, "Y1": 0.6872, "X2": 0.687, "Y2": 0.687, "X3": 0.687, "Y3": 0.6998, "X4": 0.64456, "Y4": 0.6998, "page": 0}, {"Word": "38.1", "Confidence": 0.887, "X1": 0.68833, "Y1": 0.6882, "X2": 0.73077, "Y2": 0.688, "X3": 0.73077, "Y3": 0.7008, "X4": 0.68833, "Y4": 0.6998, "page": 0}, {"Word": "43.7", "Confidence": 0.944, "X1": 0.74005, "Y1": 0.6872, "X2": 0.77851, "Y2": 0.687, "X3": 0.77851, "Y3": 0.6998, "X4": 0.74005, "Y4": 0.6988, "page": 0}, {"Word": "46.2", "Confidence": 0.991, "X1": 0.79178, "Y1": 0.6872, "X2": 0.83156, "Y2": 0.687, "X3": 0.83024, "Y3": 0.6988, "X4": 0.79178, "Y4": 0.6988, "page": 0}, {"Word": "49.3 39.3", "Confidence": 0.987, "X1": 0.8382, "Y1": 0.6882, "X2": 0.92175, "Y2": 0.688, "X3": 0.92175, "Y3": 0.6998, "X4": 0.8382, "Y4": 0.6988, "page": 0}, {"Word": "and 9. The smoking machine is cou-", "Confidence": 0.99229, "X1": 0.06499, "Y1": 0.7052, "X2": 0.34748, "Y2": 0.705, "X3": 0.34748, "Y3": 0.7178, "X4": 0.06499, "Y4": 0.7178, "page": 0}, {"Word": "#2 25.6", "Confidence": 0.9735, "X1": 0.46419, "Y1": 0.7012, "X2": 0.54111, "Y2": 0.701, "X3": 0.54111, "Y3": 0.7138, "X4": 0.46419, "Y4": 0.7158, "page": 0}, {"Word": "33.0", "Confidence": 0.981, "X1": 0.54111, "Y1": 0.7002, "X2": 0.58753, "Y2": 0.7, "X3": 0.58886, "Y3": 0.7128, "X4": 0.54244, "Y4": 0.7138, "page": 0}, {"Word": "21.8", "Confidence": 0.652, "X1": 0.59947, "Y1": 0.7012, "X2": 0.6313, "Y2": 0.701, "X3": 0.6313, "Y3": 0.7128, "X4": 0.59947, "Y4": 0.7128, "page": 0}, {"Word": "26.4", "Confidence": 0.958, "X1": 0.64589, "Y1": 0.7002, "X2": 0.68966, "Y2": 0.7, "X3": 0.68966, "Y3": 0.7118, "X4": 0.64721, "Y4": 0.7128, "page": 0}, {"Word": "21.5", "Confidence": 0.988, "X1": 0.68966, "Y1": 0.7002, "X2": 0.73342, "Y2": 0.7, "X3": 0.73342, "Y3": 0.7128, "X4": 0.69098, "Y4": 0.7128, "page": 0}, {"Word": "31.0", "Confidence": 0.989, "X1": 0.74138, "Y1": 0.7002, "X2": 0.77851, "Y2": 0.7, "X3": 0.77851, "Y3": 0.7128, "X4": 0.74271, "Y4": 0.7118, "page": 0}, {"Word": "30.1", "Confidence": 0.987, "X1": 0.79045, "Y1": 0.7012, "X2": 0.83156, "Y2": 0.701, "X3": 0.83156, "Y3": 0.7128, "X4": 0.79045, "Y4": 0.7128, "page": 0}, {"Word": "38.1 28.8", "Confidence": 0.9875, "X1": 0.83554, "Y1": 0.7002, "X2": 0.92175, "Y2": 0.7, "X3": 0.92175, "Y3": 0.7128, "X4": 0.83554, "Y4": 0.7118, "page": 0}, {"Word": "#3 42.8 35.1", "Confidence": 0.986, "X1": 0.46419, "Y1": 0.7142, "X2": 0.59151, "Y2": 0.714, "X3": 0.59151, "Y3": 0.7268, "X4": 0.46419, "Y4": 0.7268, "page": 0}, {"Word": "29.0 -38.7 . 33.9", "Confidence": 0.8825, "X1": 0.59682, "Y1": 0.7142, "X2": 0.7321, "Y2": 0.714, "X3": 0.7321, "Y3": 0.7258, "X4": 0.59682, "Y4": 0.7258, "page": 0}, {"Word": "35.0", "Confidence": 0.963, "X1": 0.74005, "Y1": 0.7142, "X2": 0.78117, "Y2": 0.714, "X3": 0.78117, "Y3": 0.7258, "X4": 0.74005, "Y4": 0.7248, "page": 0}, {"Word": "34.4 36.6", "Confidence": 0.9815, "X1": 0.78912, "Y1": 0.7142, "X2": 0.87931, "Y2": 0.714, "X3": 0.87931, "Y3": 0.7258, "X4": 0.78912, "Y4": 0.7248, "page": 0}, {"Word": "35.7", "Confidence": 0.891, "X1": 0.88064, "Y1": 0.7152, "X2": 0.92042, "Y2": 0.715, "X3": 0.9191, "Y3": 0.7248, "X4": 0.88064, "Y4": 0.7248, "page": 0}, {"Word": "pled directly to an F and M 609", "Confidence": 0.99613, "X1": 0.06499, "Y1": 0.7172, "X2": 0.34748, "Y2": 0.717, "X3": 0.34748, "Y3": 0.7308, "X4": 0.06499, "Y4": 0.7308, "page": 0}, {"Word": "chromatograph. Each port on the", "Confidence": 0.9814, "X1": 0.06499, "Y1": 0.7312, "X2": 0.34881, "Y2": 0.731, "X3": 0.34881, "Y3": 0.7448, "X4": 0.06499, "Y4": 0.7448, "page": 0}, {"Word": "#4 23.1", "Confidence": 0.983, "X1": 0.46817, "Y1": 0.7282, "X2": 0.54775, "Y2": 0.728, "X3": 0.54775, "Y3": 0.7408, "X4": 0.46817, "Y4": 0.7388, "page": 0}, {"Word": "31.5", "Confidence": 0.98, "X1": 0.5504, "Y1": 0.7282, "X2": 0.58886, "Y2": 0.728, "X3": 0.58886, "Y3": 0.7398, "X4": 0.5504, "Y4": 0.7388, "page": 0}, {"Word": "25.9", "Confidence": 0.988, "X1": 0.59019, "Y1": 0.7272, "X2": 0.64058, "Y2": 0.727, "X3": 0.64058, "Y3": 0.7398, "X4": 0.59019, "Y4": 0.7398, "page": 0}, {"Word": "32.6 34.2", "Confidence": 0.991, "X1": 0.64456, "Y1": 0.7272, "X2": 0.73873, "Y2": 0.727, "X3": 0.73873, "Y3": 0.7398, "X4": 0.64456, "Y4": 0.7388, "page": 0}, {"Word": "53.8", "Confidence": 0.984, "X1": 0.74138, "Y1": 0.7272, "X2": 0.77984, "Y2": 0.727, "X3": 0.77984, "Y3": 0.7398, "X4": 0.74271, "Y4": 0.7388, "page": 0}, {"Word": "44.4", "Confidence": 0.982, "X1": 0.7931, "Y1": 0.7272, "X2": 0.83422, "Y2": 0.727, "X3": 0.83422, "Y3": 0.7388, "X4": 0.79178, "Y4": 0.7378, "page": 0}, {"Word": "41.6 35.9", "Confidence": 0.969, "X1": 0.83687, "Y1": 0.7282, "X2": 0.92042, "Y2": 0.728, "X3": 0.92042, "Y3": 0.7398, "X4": 0.83554, "Y4": 0.7378, "page": 0}, {"Word": "puffer is fitted with a Cambridge", "Confidence": 0.9865, "X1": 0.06366, "Y1": 0.7442, "X2": 0.34748, "Y2": 0.744, "X3": 0.34748, "Y3": 0.7578, "X4": 0.06366, "Y4": 0.7588, "page": 0}, {"Word": "Average", "Confidence": 0.993, "X1": 0.38992, "Y1": 0.7422, "X2": 0.45756, "Y2": 0.742, "X3": 0.45756, "Y3": 0.7548, "X4": 0.38992, "Y4": 0.7538, "page": 0}, {"Word": "31.6", "Confidence": 0.886, "X1": 0.50265, "Y1": 0.7412, "X2": 0.54907, "Y2": 0.741, "X3": 0.54775, "Y3": 0.7518, "X4": 0.50265, "Y4": 0.7518, "page": 0}, {"Word": "31.6", "Confidence": 0.97, "X1": 0.54775, "Y1": 0.7412, "X2": 0.59019, "Y2": 0.741, "X3": 0.58886, "Y3": 0.7518, "X4": 0.54775, "Y4": 0.7518, "page": 0}, {"Word": "30.2 . 33.1 31.9", "Confidence": 0.808, "X1": 0.59284, "Y1": 0.7412, "X2": 0.73475, "Y2": 0.741, "X3": 0.73475, "Y3": 0.7518, "X4": 0.59284, "Y4": 0.7528, "page": 0}, {"Word": "40.9", "Confidence": 0.957, "X1": 0.74536, "Y1": 0.7412, "X2": 0.77851, "Y2": 0.741, "X3": 0.77719, "Y3": 0.7518, "X4": 0.74403, "Y4": 0.7508, "page": 0}, {"Word": "38.8", "Confidence": 0.982, "X1": 0.78647, "Y1": 0.7402, "X2": 0.83156, "Y2": 0.74, "X3": 0.83156, "Y3": 0.7518, "X4": 0.78647, "Y4": 0.7508, "page": 0}, {"Word": "41.4 34.9", "Confidence": 0.96, "X1": 0.83422, "Y1": 0.7402, "X2": 0.9191, "Y2": 0.74, "X3": 0.9191, "Y3": 0.7508, "X4": 0.83422, "Y4": 0.7518, "page": 0}, {"Word": "filter and a flow limiting orifice. All", "Confidence": 0.955, "X1": 0.06499, "Y1": 0.7582, "X2": 0.34748, "Y2": 0.758, "X3": 0.34748, "Y3": 0.7718, "X4": 0.06499, "Y4": 0.7708, "page": 0}, {"Word": "ports are connected to a common", "Confidence": 0.9355, "X1": 0.06366, "Y1": 0.7722, "X2": 0.34748, "Y2": 0.772, "X3": 0.34748, "Y3": 0.7848, "X4": 0.06366, "Y4": 0.7858, "page": 0}, {"Word": "Four-port Smoking Machine", "Confidence": 0.973, "X1": 0.56101, "Y1": 0.7672, "X2": 0.76393, "Y2": 0.767, "X3": 0.76393, "Y3": 0.7828, "X4": 0.56101, "Y4": 0.7818, "page": 0}, {"Word": "evacuated collection system which", "Confidence": 0.97, "X1": 0.06499, "Y1": 0.7852, "X2": 0.34881, "Y2": 0.785, "X3": 0.34881, "Y3": 0.7988, "X4": 0.06499, "Y4": 0.7988, "page": 0}, {"Word": "No. of Cigarettes", "Confidence": 0.982, "X1": 0.38859, "Y1": 0.7902, "X2": 0.51857, "Y2": 0.79, "X3": 0.51857, "Y3": 0.8038, "X4": 0.38859, "Y4": 0.8048, "page": 0}, {"Word": "No. of puffs", "Confidence": 0.98367, "X1": 0.6008, "Y1": 0.7892, "X2": 0.69098, "Y2": 0.789, "X3": 0.69098, "Y3": 0.8038, "X4": 0.6008, "Y4": 0.8038, "page": 0}, {"Word": "ug/35 cc puff", "Confidence": 0.883, "X1": 0.79841, "Y1": 0.7892, "X2": 0.90318, "Y2": 0.789, "X3": 0.90318, "Y3": 0.8028, "X4": 0.79841, "Y4": 0.8038, "page": 0}, {"Word": "in turn is connected to the vacuum", "Confidence": 0.988, "X1": 0.06631, "Y1": 0.7992, "X2": 0.34748, "Y2": 0.799, "X3": 0.34748, "Y3": 0.8118, "X4": 0.06631, "Y4": 0.8118, "page": 0}, {"Word": "source through a three-way solenoid", "Confidence": 0.9474, "X1": 0.06499, "Y1": 0.8112, "X2": 0.34748, "Y2": 0.811, "X3": 0.34748, "Y3": 0.8248, "X4": 0.06499, "Y4": 0.8258, "page": 0}, {"Word": "32", "Confidence": 0.996, "X1": 0.64058, "Y1": 0.8122, "X2": 0.6565, "Y2": 0.812, "X3": 0.65385, "Y3": 0.8248, "X4": 0.63926, "Y4": 0.8248, "page": 0}, {"Word": "37.2", "Confidence": 0.935, "X1": 0.82891, "Y1": 0.8122, "X2": 0.86074, "Y2": 0.812, "X3": 0.85942, "Y3": 0.8228, "X4": 0.82891, "Y4": 0.8228, "page": 0}, {"Word": "valve. The solenoid is timed to take", "Confidence": 0.94743, "X1": 0.06499, "Y1": 0.8252, "X2": 0.34881, "Y2": 0.825, "X3": 0.34881, "Y3": 0.8378, "X4": 0.06499, "Y4": 0.8378, "page": 0}, {"Word": "32", "Confidence": 0.93, "X1": 0.63395, "Y1": 0.8242, "X2": 0.66048, "Y2": 0.824, "X3": 0.65915, "Y3": 0.8358, "X4": 0.63395, "Y4": 0.8378, "page": 0}, {"Word": "34.0", "Confidence": 0.967, "X1": 0.82891, "Y1": 0.8252, "X2": 0.85942, "Y2": 0.825, "X3": 0.85942, "Y3": 0.8368, "X4": 0.82891, "Y4": 0.8368, "page": 0}, {"Word": "puffs at one minute intervals. The", "Confidence": 0.9875, "X1": 0.06499, "Y1": 0.8382, "X2": 0.35013, "Y2": 0.838, "X3": 0.35013, "Y3": 0.8518, "X4": 0.06499, "Y4": 0.8528, "page": 0}, {"Word": "32", "Confidence": 0.998, "X1": 0.63793, "Y1": 0.8372, "X2": 0.65915, "Y2": 0.837, "X3": 0.65915, "Y3": 0.8498, "X4": 0.63793, "Y4": 0.8508, "page": 0}, {"Word": "38.2", "Confidence": 0.436, "X1": 0.82891, "Y1": 0.8382, "X2": 0.85942, "Y2": 0.838, "X3": 0.85942, "Y3": 0.8498, "X4": 0.82891, "Y4": 0.8498, "page": 0}, {"Word": "total volume of the collection sys-", "Confidence": 0.93033, "X1": 0.06499, "Y1": 0.8522, "X2": 0.34748, "Y2": 0.852, "X3": 0.34748, "Y3": 0.8648, "X4": 0.06499, "Y4": 0.8658, "page": 0}, {"Word": "82", "Confidence": 0.657, "X1": 0.63263, "Y1": 0.8492, "X2": 0.65782, "Y2": 0.849, "X3": 0.65782, "Y3": 0.8628, "X4": 0.63263, "Y4": 0.8648, "page": 0}, {"Word": "33.8", "Confidence": 0.963, "X1": 0.83024, "Y1": 0.8522, "X2": 0.8634, "Y2": 0.852, "X3": 0.86207, "Y3": 0.8628, "X4": 0.83024, "Y4": 0.8628, "page": 0}, {"Word": "32", "Confidence": 0.998, "X1": 0.63793, "Y1": 0.8622, "X2": 0.65915, "Y2": 0.862, "X3": 0.65915, "Y3": 0.8758, "X4": 0.63793, "Y4": 0.8758, "page": 0}, {"Word": "01561833", "Confidence": 0.994, "X1": 0.79443, "Y1": 0.8752, "X2": 0.7931, "Y2": 0.875, "X3": 0.77056, "Y3": 0.8748, "X4": 0.77056, "Y4": 0.7758, "page": 0}, {"Word": "36.0", "Confidence": 0.991, "X1": 0.83024, "Y1": 0.8652, "X2": 0.85942, "Y2": 0.865, "X3": 0.85942, "Y3": 0.8768, "X4": 0.83024, "Y4": 0.8768, "page": 0}, {"Word": "tem, 210 cc, is equally divided on", "Confidence": 0.89886, "X1": 0.06499, "Y1": 0.8652, "X2": 0.34615, "Y2": 0.865, "X3": 0.34615, "Y3": 0.8788, "X4": 0.06499, "Y4": 0.8788, "page": 0}, {"Word": "either side of a 10 cc sample loop as", "Confidence": 0.97844, "X1": 0.06631, "Y1": 0.8802, "X2": 0.34881, "Y2": 0.88, "X3": 0.34881, "Y3": 0.8938, "X4": 0.06631, "Y4": 0.8928, "page": 0}, {"Word": "Average", "Confidence": 0.997, "X1": 0.75066, "Y1": 0.8792, "X2": 0.82361, "Y2": 0.879, "X3": 0.82228, "Y3": 0.8918, "X4": 0.75066, "Y4": 0.8908, "page": 0}, {"Word": "35.8 s = 1.9", "Confidence": 0.96425, "X1": 0.82493, "Y1": 0.8772, "X2": 0.93767, "Y2": 0.877, "X3": 0.93767, "Y3": 0.8898, "X4": 0.82493, "Y4": 0.8908, "page": 0}, {"Word": "depicted in Figure 9.", "Confidence": 0.9585, "X1": 0.06631, "Y1": 0.8932, "X2": 0.23607, "Y2": 0.893, "X3": 0.23607, "Y3": 0.9058, "X4": 0.06631, "Y4": 0.9068, "page": 0}, {"Word": "Properly matched flow limiting", "Confidence": 0.98625, "X1": 0.07958, "Y1": 0.9052, "X2": 0.34881, "Y2": 0.905, "X3": 0.34881, "Y3": 0.9208, "X4": 0.07958, "Y4": 0.9218, "page": 0}, {"Word": "orifies in each port distribute the", "Confidence": 0.9905, "X1": 0.06499, "Y1": 0.9202, "X2": 0.34881, "Y2": 0.92, "X3": 0.34881, "Y3": 0.9338, "X4": 0.06499, "Y4": 0.9348, "page": 0}, {"Word": "to render the effect of any pressure", "Confidence": 0.99014, "X1": 0.37003, "Y1": 0.9202, "X2": 0.65517, "Y2": 0.92, "X3": 0.65517, "Y3": 0.9328, "X4": 0.37003, "Y4": 0.9338, "page": 0}, {"Word": "six-port valve into the carrier", "Confidence": 0.986, "X1": 0.66976, "Y1": 0.9182, "X2": 0.96154, "Y2": 0.918, "X3": 0.96154, "Y3": 0.9318, "X4": 0.66976, "Y4": 0.9328, "page": 0}, {"Word": "210 cc total puff equitably between", "Confidence": 0.93133, "X1": 0.05968, "Y1": 0.9352, "X2": 0.34881, "Y2": 0.935, "X3": 0.34881, "Y3": 0.9478, "X4": 0.05968, "Y4": 0.9488, "page": 0}, {"Word": "drop differentials between different", "Confidence": 0.93925, "X1": 0.36605, "Y1": 0.9342, "X2": 0.6565, "Y2": 0.934, "X3": 0.6565, "Y3": 0.9468, "X4": 0.36605, "Y4": 0.9468, "page": 0}, {"Word": "stream. It passes through one arm", "Confidence": 0.99533, "X1": 0.67639, "Y1": 0.9332, "X2": 0.95889, "Y2": 0.933, "X3": 0.95889, "Y3": 0.9448, "X4": 0.67639, "Y4": 0.9468, "page": 0}, {"Word": "of an eight-port valve to one of two", "Confidence": 0.99675, "X1": 0.67507, "Y1": 0.9462, "X2": 0.96154, "Y2": 0.946, "X3": 0.96154, "Y3": 0.9578, "X4": 0.67507, "Y4": 0.9598, "page": 0}, {"Word": "all six ports. The high pressure drop", "Confidence": 0.98814, "X1": 0.06499, "Y1": 0.9492, "X2": 0.34615, "Y2": 0.949, "X3": 0.34615, "Y3": 0.9628, "X4": 0.06499, "Y4": 0.9618, "page": 0}, {"Word": "cigarettes insignificant.", "Confidence": 0.9925, "X1": 0.37003, "Y1": 0.9482, "X2": 0.56233, "Y2": 0.948, "X3": 0.56233, "Y3": 0.9598, "X4": 0.37003, "Y4": 0.9618, "page": 0}, {"Word": "of the flow limiting orifices serves", "Confidence": 0.93767, "X1": 0.06499, "Y1": 0.9622, "X2": 0.34881, "Y2": 0.962, "X3": 0.34881, "Y3": 0.9758, "X4": 0.06499, "Y4": 0.9758, "page": 0}, {"Word": "The sample is switched by a linear", "Confidence": 0.99643, "X1": 0.38727, "Y1": 0.9602, "X2": 0.65782, "Y2": 0.96, "X3": 0.65782, "Y3": 0.9748, "X4": 0.38727, "Y4": 0.9758, "page": 0}, {"Word": "columns, back through the valve", "Confidence": 0.993, "X1": 0.67507, "Y1": 0.9602, "X2": 0.96154, "Y2": 0.96, "X3": 0.96154, "Y3": 0.9728, "X4": 0.67507, "Y4": 0.9748, "page": 0}], "words_data": [{"Word": "valve", "Confidence": 0.614, "X1": 0.06366, "Y1": 0.0182, "X2": 0.1061, "Y2": 0.018, "X3": 0.1061, "Y3": 0.0318, "X4": 0.06233, "Y4": 0.0318, "page": 0, "Index": 0}, {"Word": "5", "Confidence": 0.069, "X1": 0.11008, "Y1": 0.0182, "X2": 0.12202, "Y2": 0.018, "X3": 0.12069, "Y3": 0.0318, "X4": 0.11008, "Y4": 0.0318, "page": 0, "Index": 1}, {"Word": "and", "Confidence": 0.998, "X1": 0.12732, "Y1": 0.0172, "X2": 0.15915, "Y2": 0.017, "X3": 0.15782, "Y3": 0.0308, "X4": 0.12732, "Y4": 0.0308, "page": 0, "Index": 2}, {"Word": "the", "Confidence": 0.998, "X1": 0.16446, "Y1": 0.0172, "X2": 0.19231, "Y2": 0.017, "X3": 0.19231, "Y3": 0.0308, "X4": 0.16313, "Y4": 0.0308, "page": 0, "Index": 3}, {"Word": "reservoir", "Confidence": 0.834, "X1": 0.19629, "Y1": 0.0162, "X2": 0.27188, "Y2": 0.016, "X3": 0.27056, "Y3": 0.0298, "X4": 0.19629, "Y4": 0.0308, "page": 0, "Index": 4}, {"Word": "prevents", "Confidence": 0.973, "X1": 0.27586, "Y1": 0.0152, "X2": 0.34748, "Y2": 0.015, "X3": 0.34748, "Y3": 0.0298, "X4": 0.27454, "Y4": 0.0298, "page": 0, "Index": 5}, {"Word": "CAMBRIDGE", "Confidence": 0.354, "X1": 0.40584, "Y1": 0.0252, "X2": 0.4695, "Y2": 0.025, "X3": 0.4695, "Y3": 0.0338, "X4": 0.40584, "Y4": 0.0338, "page": 0, "Index": 6}, {"Word": "air", "Confidence": 0.995, "X1": 0.06499, "Y1": 0.0322, "X2": 0.08886, "Y2": 0.032, "X3": 0.08886, "Y3": 0.0448, "X4": 0.06499, "Y4": 0.0458, "page": 0, "Index": 7}, {"Word": "from", "Confidence": 0.987, "X1": 0.09814, "Y1": 0.0322, "X2": 0.1313, "Y2": 0.032, "X3": 0.1313, "Y3": 0.0448, "X4": 0.09814, "Y4": 0.0448, "page": 0, "Index": 8}, {"Word": "mixing", "Confidence": 0.994, "X1": 0.14854, "Y1": 0.0312, "X2": 0.20424, "Y2": 0.031, "X3": 0.20292, "Y3": 0.0438, "X4": 0.14721, "Y4": 0.0448, "page": 0, "Index": 9}, {"Word": "with", "Confidence": 0.981, "X1": 0.21353, "Y1": 0.0302, "X2": 0.25199, "Y2": 0.03, "X3": 0.25066, "Y3": 0.0438, "X4": 0.21353, "Y4": 0.0438, "page": 0, "Index": 10}, {"Word": "the", "Confidence": 0.998, "X1": 0.26127, "Y1": 0.0292, "X2": 0.28912, "Y2": 0.029, "X3": 0.28912, "Y3": 0.0438, "X4": 0.26127, "Y4": 0.0438, "page": 0, "Index": 11}, {"Word": "major", "Confidence": 0.998, "X1": 0.29841, "Y1": 0.0282, "X2": 0.34748, "Y2": 0.028, "X3": 0.34615, "Y3": 0.0438, "X4": 0.29708, "Y4": 0.0438, "page": 0, "Index": 12}, {"Word": "FILTERS", "Confidence": 0.991, "X1": 0.42175, "Y1": 0.0362, "X2": 0.46552, "Y2": 0.036, "X3": 0.46552, "Y3": 0.0438, "X4": 0.42175, "Y4": 0.0438, "page": 0, "Index": 13}, {"Word": "portion", "Confidence": 0.996, "X1": 0.06499, "Y1": 0.0452, "X2": 0.11936, "Y2": 0.045, "X3": 0.11936, "Y3": 0.0578, "X4": 0.06366, "Y4": 0.0598, "page": 0, "Index": 14}, {"Word": "of", "Confidence": 0.998, "X1": 0.12599, "Y1": 0.0452, "X2": 0.14589, "Y2": 0.045, "X3": 0.14456, "Y3": 0.0578, "X4": 0.12467, "Y4": 0.0578, "page": 0, "Index": 15}, {"Word": "the", "Confidence": 0.998, "X1": 0.14987, "Y1": 0.0442, "X2": 0.17639, "Y2": 0.044, "X3": 0.17507, "Y3": 0.0568, "X4": 0.14854, "Y4": 0.0578, "page": 0, "Index": 16}, {"Word": "puff", "Confidence": 0.961, "X1": 0.18037, "Y1": 0.0442, "X2": 0.21485, "Y2": 0.044, "X3": 0.21353, "Y3": 0.0568, "X4": 0.17905, "Y4": 0.0568, "page": 0, "Index": 17}, {"Word": "in", "Confidence": 0.998, "X1": 0.21883, "Y1": 0.0442, "X2": 0.23607, "Y2": 0.044, "X3": 0.23475, "Y3": 0.0568, "X4": 0.21751, "Y4": 0.0568, "page": 0, "Index": 18}, {"Word": "the", "Confidence": 0.998, "X1": 0.24005, "Y1": 0.0432, "X2": 0.2679, "Y2": 0.043, "X3": 0.2679, "Y3": 0.0568, "X4": 0.24005, "Y4": 0.0568, "page": 0, "Index": 19}, {"Word": "reservoir", "Confidence": 0.993, "X1": 0.27188, "Y1": 0.0432, "X2": 0.34748, "Y2": 0.043, "X3": 0.34615, "Y3": 0.0578, "X4": 0.27188, "Y4": 0.0568, "page": 0, "Index": 20}, {"Word": "while", "Confidence": 0.996, "X1": 0.06366, "Y1": 0.0582, "X2": 0.10743, "Y2": 0.058, "X3": 0.10743, "Y3": 0.0718, "X4": 0.06366, "Y4": 0.0728, "page": 0, "Index": 21}, {"Word": "the", "Confidence": 0.998, "X1": 0.11538, "Y1": 0.0582, "X2": 0.14324, "Y2": 0.058, "X3": 0.14324, "Y3": 0.0708, "X4": 0.11538, "Y4": 0.0718, "page": 0, "Index": 22}, {"Word": "aliquot", "Confidence": 0.994, "X1": 0.15252, "Y1": 0.0572, "X2": 0.21088, "Y2": 0.057, "X3": 0.21088, "Y3": 0.0708, "X4": 0.15119, "Y4": 0.0708, "page": 0, "Index": 23}, {"Word": "is", "Confidence": 0.998, "X1": 0.21751, "Y1": 0.0572, "X2": 0.23475, "Y2": 0.057, "X3": 0.23475, "Y3": 0.0708, "X4": 0.21618, "Y4": 0.0708, "page": 0, "Index": 24}, {"Word": "being", "Confidence": 0.998, "X1": 0.24271, "Y1": 0.0572, "X2": 0.28647, "Y2": 0.057, "X3": 0.28647, "Y3": 0.0708, "X4": 0.24271, "Y4": 0.0708, "page": 0, "Index": 25}, {"Word": "taken.", "Confidence": 0.994, "X1": 0.29576, "Y1": 0.0562, "X2": 0.34881, "Y2": 0.056, "X3": 0.34748, "Y3": 0.0708, "X4": 0.29576, "Y4": 0.0708, "page": 0, "Index": 26}, {"Word": "CRITICAL", "Confidence": 0.982, "X1": 0.39257, "Y1": 0.0622, "X2": 0.44164, "Y2": 0.062, "X3": 0.44164, "Y3": 0.0738, "X4": 0.39125, "Y4": 0.0738, "page": 0, "Index": 27}, {"Word": "FLOW.", "Confidence": 0.856, "X1": 0.44562, "Y1": 0.0632, "X2": 0.48408, "Y2": 0.063, "X3": 0.48408, "Y3": 0.0748, "X4": 0.4443, "Y4": 0.0738, "page": 0, "Index": 28}, {"Word": "After", "Confidence": 0.994, "X1": 0.06366, "Y1": 0.0712, "X2": 0.10743, "Y2": 0.071, "X3": 0.1061, "Y3": 0.0848, "X4": 0.06366, "Y4": 0.0848, "page": 0, "Index": 29}, {"Word": "the", "Confidence": 0.998, "X1": 0.11008, "Y1": 0.0712, "X2": 0.13528, "Y2": 0.071, "X3": 0.13528, "Y3": 0.0848, "X4": 0.11008, "Y4": 0.0848, "page": 0, "Index": 30}, {"Word": "aliquot", "Confidence": 0.996, "X1": 0.13926, "Y1": 0.0712, "X2": 0.19496, "Y2": 0.071, "X3": 0.19496, "Y3": 0.0838, "X4": 0.13926, "Y4": 0.0848, "page": 0, "Index": 31}, {"Word": "is", "Confidence": 0.998, "X1": 0.19894, "Y1": 0.0702, "X2": 0.21353, "Y2": 0.07, "X3": 0.21353, "Y3": 0.0838, "X4": 0.19894, "Y4": 0.0838, "page": 0, "Index": 32}, {"Word": "collected", "Confidence": 0.995, "X1": 0.21751, "Y1": 0.0702, "X2": 0.2878, "Y2": 0.07, "X3": 0.28647, "Y3": 0.0838, "X4": 0.21618, "Y4": 0.0838, "page": 0, "Index": 33}, {"Word": "(about", "Confidence": 0.966, "X1": 0.29178, "Y1": 0.0692, "X2": 0.34748, "Y2": 0.069, "X3": 0.34748, "Y3": 0.0838, "X4": 0.29178, "Y4": 0.0838, "page": 0, "Index": 34}, {"Word": "ORIFICES", "Confidence": 0.922, "X1": 0.41512, "Y1": 0.0752, "X2": 0.46419, "Y2": 0.075, "X3": 0.46286, "Y3": 0.0858, "X4": 0.41379, "Y4": 0.0848, "page": 0, "Index": 35}, {"Word": "5", "Confidence": 0.994, "X1": 0.06499, "Y1": 0.0842, "X2": 0.07427, "Y2": 0.084, "X3": 0.07294, "Y3": 0.0978, "X4": 0.06366, "Y4": 0.0978, "page": 0, "Index": 36}, {"Word": "seconds)", "Confidence": 0.994, "X1": 0.07825, "Y1": 0.0842, "X2": 0.15119, "Y2": 0.084, "X3": 0.14987, "Y3": 0.0968, "X4": 0.07692, "Y4": 0.0978, "page": 0, "Index": 37}, {"Word": "and", "Confidence": 0.998, "X1": 0.1565, "Y1": 0.0842, "X2": 0.18568, "Y2": 0.084, "X3": 0.18435, "Y3": 0.0968, "X4": 0.15517, "Y4": 0.0968, "page": 0, "Index": 38}, {"Word": "with", "Confidence": 0.981, "X1": 0.19231, "Y1": 0.0842, "X2": 0.22812, "Y2": 0.084, "X3": 0.22812, "Y3": 0.0968, "X4": 0.19098, "Y4": 0.0968, "page": 0, "Index": 39}, {"Word": "the", "Confidence": 0.998, "X1": 0.23475, "Y1": 0.0842, "X2": 0.26127, "Y2": 0.084, "X3": 0.26127, "Y3": 0.0968, "X4": 0.23342, "Y4": 0.0968, "page": 0, "Index": 40}, {"Word": "three-way", "Confidence": 0.991, "X1": 0.26658, "Y1": 0.0832, "X2": 0.34483, "Y2": 0.083, "X3": 0.34483, "Y3": 0.0958, "X4": 0.26525, "Y4": 0.0968, "page": 0, "Index": 41}, {"Word": "SAMPLE", "Confidence": 0.994, "X1": 0.83554, "Y1": 0.0832, "X2": 0.88196, "Y2": 0.083, "X3": 0.88196, "Y3": 0.0958, "X4": 0.83554, "Y4": 0.0968, "page": 0, "Index": 42}, {"Word": "FLASK", "Confidence": 0.991, "X1": 0.88992, "Y1": 0.0822, "X2": 0.93103, "Y2": 0.082, "X3": 0.92971, "Y3": 0.0958, "X4": 0.88992, "Y4": 0.0958, "page": 0, "Index": 43}, {"Word": "valve", "Confidence": 0.994, "X1": 0.06366, "Y1": 0.0982, "X2": 0.10743, "Y2": 0.098, "X3": 0.1061, "Y3": 0.1118, "X4": 0.06366, "Y4": 0.1118, "page": 0, "Index": 44}, {"Word": "then", "Confidence": 0.987, "X1": 0.11008, "Y1": 0.0982, "X2": 0.14721, "Y2": 0.098, "X3": 0.14589, "Y3": 0.1118, "X4": 0.11008, "Y4": 0.1118, "page": 0, "Index": 45}, {"Word": "closed,", "Confidence": 0.991, "X1": 0.15385, "Y1": 0.0982, "X2": 0.20955, "Y2": 0.098, "X3": 0.20955, "Y3": 0.1108, "X4": 0.15385, "Y4": 0.1118, "page": 0, "Index": 46}, {"Word": "the", "Confidence": 0.998, "X1": 0.21353, "Y1": 0.0982, "X2": 0.24138, "Y2": 0.098, "X3": 0.24138, "Y3": 0.1108, "X4": 0.21353, "Y4": 0.1108, "page": 0, "Index": 47}, {"Word": "sample", "Confidence": 0.991, "X1": 0.24536, "Y1": 0.0972, "X2": 0.30371, "Y2": 0.097, "X3": 0.30371, "Y3": 0.1108, "X4": 0.24536, "Y4": 0.1108, "page": 0, "Index": 48}, {"Word": "flask", "Confidence": 0.995, "X1": 0.30769, "Y1": 0.0972, "X2": 0.34615, "Y2": 0.097, "X3": 0.34615, "Y3": 0.1098, "X4": 0.30769, "Y4": 0.1108, "page": 0, "Index": 49}, {"Word": "is", "Confidence": 0.995, "X1": 0.06366, "Y1": 0.1122, "X2": 0.07692, "Y2": 0.112, "X3": 0.07692, "Y3": 0.1248, "X4": 0.06499, "Y4": 0.1248, "page": 0, "Index": 50}, {"Word": "replaced", "Confidence": 0.995, "X1": 0.07958, "Y1": 0.1112, "X2": 0.14854, "Y2": 0.111, "X3": 0.14854, "Y3": 0.1238, "X4": 0.07958, "Y4": 0.1248, "page": 0, "Index": 51}, {"Word": "with", "Confidence": 0.989, "X1": 0.15252, "Y1": 0.1112, "X2": 0.187, "Y2": 0.111, "X3": 0.18833, "Y3": 0.1238, "X4": 0.15252, "Y4": 0.1238, "page": 0, "Index": 52}, {"Word": "a", "Confidence": 0.995, "X1": 0.19098, "Y1": 0.1112, "X2": 0.20159, "Y2": 0.111, "X3": 0.20159, "Y3": 0.1238, "X4": 0.19098, "Y4": 0.1238, "page": 0, "Index": 53}, {"Word": "new", "Confidence": 0.998, "X1": 0.20424, "Y1": 0.1112, "X2": 0.23475, "Y2": 0.111, "X3": 0.23475, "Y3": 0.1238, "X4": 0.20424, "Y4": 0.1238, "page": 0, "Index": 54}, {"Word": "one.", "Confidence": 0.991, "X1": 0.24005, "Y1": 0.1112, "X2": 0.27851, "Y2": 0.111, "X3": 0.27719, "Y3": 0.1228, "X4": 0.24005, "Y4": 0.1238, "page": 0, "Index": 55}, {"Word": "A", "Confidence": 0.919, "X1": 0.28117, "Y1": 0.1112, "X2": 0.29178, "Y2": 0.111, "X3": 0.29045, "Y3": 0.1228, "X4": 0.28117, "Y4": 0.1228, "page": 0, "Index": 56}, {"Word": "warn-", "Confidence": 0.996, "X1": 0.29841, "Y1": 0.1112, "X2": 0.34615, "Y2": 0.111, "X3": 0.34615, "Y3": 0.1228, "X4": 0.29841, "Y4": 0.1228, "page": 0, "Index": 57}, {"Word": "ing", "Confidence": 0.998, "X1": 0.06366, "Y1": 0.1242, "X2": 0.09019, "Y2": 0.124, "X3": 0.08886, "Y3": 0.1378, "X4": 0.06366, "Y4": 0.1378, "page": 0, "Index": 58}, {"Word": "light", "Confidence": 0.996, "X1": 0.09682, "Y1": 0.1242, "X2": 0.14058, "Y2": 0.124, "X3": 0.13926, "Y3": 0.1378, "X4": 0.09682, "Y4": 0.1378, "page": 0, "Index": 59}, {"Word": "indicates", "Confidence": 0.994, "X1": 0.14456, "Y1": 0.1242, "X2": 0.21883, "Y2": 0.124, "X3": 0.21883, "Y3": 0.1378, "X4": 0.14324, "Y4": 0.1378, "page": 0, "Index": 60}, {"Word": "the", "Confidence": 0.998, "X1": 0.22546, "Y1": 0.1242, "X2": 0.25332, "Y2": 0.124, "X3": 0.25332, "Y3": 0.1368, "X4": 0.22414, "Y4": 0.1378, "page": 0, "Index": 61}, {"Word": "start", "Confidence": 0.997, "X1": 0.25995, "Y1": 0.1242, "X2": 0.30371, "Y2": 0.124, "X3": 0.30239, "Y3": 0.1368, "X4": 0.25995, "Y4": 0.1368, "page": 0, "Index": 62}, {"Word": "of", "Confidence": 0.998, "X1": 0.30769, "Y1": 0.1242, "X2": 0.32891, "Y2": 0.124, "X3": 0.32759, "Y3": 0.1368, "X4": 0.30637, "Y4": 0.1368, "page": 0, "Index": 63}, {"Word": "a", "Confidence": 0.996, "X1": 0.33554, "Y1": 0.1242, "X2": 0.34615, "Y2": 0.124, "X3": 0.34483, "Y3": 0.1368, "X4": 0.33422, "Y4": 0.1368, "page": 0, "Index": 64}, {"Word": "new", "Confidence": 0.998, "X1": 0.06631, "Y1": 0.1392, "X2": 0.09151, "Y2": 0.139, "X3": 0.09151, "Y3": 0.1508, "X4": 0.06366, "Y4": 0.1508, "page": 0, "Index": 65}, {"Word": "cycle.", "Confidence": 0.636, "X1": 0.1008, "Y1": 0.1392, "X2": 0.14854, "Y2": 0.139, "X3": 0.14854, "Y3": 0.1508, "X4": 0.09947, "Y4": 0.1508, "page": 0, "Index": 66}, {"Word": "This", "Confidence": 0.989, "X1": 0.0809, "Y1": 0.1522, "X2": 0.11538, "Y2": 0.152, "X3": 0.11538, "Y3": 0.1648, "X4": 0.0809, "Y4": 0.1648, "page": 0, "Index": 67}, {"Word": "machine", "Confidence": 0.997, "X1": 0.11804, "Y1": 0.1512, "X2": 0.18435, "Y2": 0.151, "X3": 0.18435, "Y3": 0.1648, "X4": 0.11804, "Y4": 0.1648, "page": 0, "Index": 68}, {"Word": "permits", "Confidence": 0.991, "X1": 0.18833, "Y1": 0.1512, "X2": 0.24801, "Y2": 0.151, "X3": 0.24801, "Y3": 0.1638, "X4": 0.18833, "Y4": 0.1648, "page": 0, "Index": 69}, {"Word": "puff-by-puff", "Confidence": 0.799, "X1": 0.25199, "Y1": 0.1502, "X2": 0.34881, "Y2": 0.15, "X3": 0.34881, "Y3": 0.1638, "X4": 0.25199, "Y4": 0.1638, "page": 0, "Index": 70}, {"Word": "of", "Confidence": 0.998, "X1": 0.1313, "Y1": 0.1652, "X2": 0.14854, "Y2": 0.165, "X3": 0.14854, "Y3": 0.1778, "X4": 0.1313, "Y4": 0.1788, "page": 0, "Index": 71}, {"Word": "components", "Confidence": 0.903, "X1": 0.15252, "Y1": 0.1652, "X2": 0.24536, "Y2": 0.165, "X3": 0.24536, "Y3": 0.1778, "X4": 0.15252, "Y4": 0.1778, "page": 0, "Index": 72}, {"Word": "of", "Confidence": 0.998, "X1": 0.24934, "Y1": 0.1652, "X2": 0.26658, "Y2": 0.165, "X3": 0.26658, "Y3": 0.1778, "X4": 0.24934, "Y4": 0.1778, "page": 0, "Index": 73}, {"Word": "the", "Confidence": 0.998, "X1": 0.27056, "Y1": 0.1652, "X2": 0.29708, "Y2": 0.165, "X3": 0.29708, "Y3": 0.1778, "X4": 0.27056, "Y4": 0.1778, "page": 0, "Index": 74}, {"Word": "vapor", "Confidence": 0.993, "X1": 0.29973, "Y1": 0.1652, "X2": 0.34748, "Y2": 0.165, "X3": 0.34748, "Y3": 0.1778, "X4": 0.29973, "Y4": 0.1778, "page": 0, "Index": 75}, {"Word": "analysis", "Confidence": 0.993, "X1": 0.06499, "Y1": 0.1652, "X2": 0.12865, "Y2": 0.165, "X3": 0.12732, "Y3": 0.1788, "X4": 0.06366, "Y4": 0.1798, "page": 0, "Index": 76}, {"Word": "VACUUM", "Confidence": 0.829, "X1": 0.64324, "Y1": 0.1752, "X2": 0.68568, "Y2": 0.175, "X3": 0.68435, "Y3": 0.1848, "X4": 0.64324, "Y4": 0.1838, "page": 0, "Index": 77}, {"Word": "phase", "Confidence": 0.994, "X1": 0.06499, "Y1": 0.1792, "X2": 0.11008, "Y2": 0.179, "X3": 0.11008, "Y3": 0.1928, "X4": 0.06499, "Y4": 0.1938, "page": 0, "Index": 78}, {"Word": "of", "Confidence": 0.998, "X1": 0.11936, "Y1": 0.1782, "X2": 0.14058, "Y2": 0.178, "X3": 0.14058, "Y3": 0.1918, "X4": 0.11936, "Y4": 0.1928, "page": 0, "Index": 79}, {"Word": "smoke.", "Confidence": 0.996, "X1": 0.14721, "Y1": 0.1782, "X2": 0.2069, "Y2": 0.178, "X3": 0.2069, "Y3": 0.1908, "X4": 0.14721, "Y4": 0.1918, "page": 0, "Index": 80}, {"Word": "It", "Confidence": 0.998, "X1": 0.21485, "Y1": 0.1782, "X2": 0.23342, "Y2": 0.178, "X3": 0.23342, "Y3": 0.1908, "X4": 0.21485, "Y4": 0.1908, "page": 0, "Index": 81}, {"Word": "is", "Confidence": 0.998, "X1": 0.24138, "Y1": 0.1782, "X2": 0.25862, "Y2": 0.178, "X3": 0.25862, "Y3": 0.1908, "X4": 0.24138, "Y4": 0.1908, "page": 0, "Index": 82}, {"Word": "especially", "Confidence": 0.671, "X1": 0.26658, "Y1": 0.1772, "X2": 0.34483, "Y2": 0.177, "X3": 0.34483, "Y3": 0.1908, "X4": 0.26658, "Y4": 0.1908, "page": 0, "Index": 83}, {"Word": "VACUUM", "Confidence": 0.953, "X1": 0.46817, "Y1": 0.1832, "X2": 0.51194, "Y2": 0.183, "X3": 0.51194, "Y3": 0.1928, "X4": 0.46817, "Y4": 0.1928, "page": 0, "Index": 84}, {"Word": "RESERVOIR", "Confidence": 0.958, "X1": 0.6366, "Y1": 0.1862, "X2": 0.69761, "Y2": 0.186, "X3": 0.69761, "Y3": 0.1948, "X4": 0.6366, "Y4": 0.1958, "page": 0, "Index": 85}, {"Word": "useful", "Confidence": 0.992, "X1": 0.06499, "Y1": 0.1922, "X2": 0.11804, "Y2": 0.192, "X3": 0.11804, "Y3": 0.2058, "X4": 0.06499, "Y4": 0.2068, "page": 0, "Index": 86}, {"Word": "with", "Confidence": 0.988, "X1": 0.12467, "Y1": 0.1922, "X2": 0.1618, "Y2": 0.192, "X3": 0.1618, "Y3": 0.2058, "X4": 0.12599, "Y4": 0.2058, "page": 0, "Index": 87}, {"Word": "vapors", "Confidence": 0.848, "X1": 0.17241, "Y1": 0.1922, "X2": 0.22812, "Y2": 0.192, "X3": 0.22812, "Y3": 0.2048, "X4": 0.17241, "Y4": 0.2058, "page": 0, "Index": 88}, {"Word": "that", "Confidence": 0.989, "X1": 0.2374, "Y1": 0.1922, "X2": 0.27321, "Y2": 0.192, "X3": 0.27321, "Y3": 0.2048, "X4": 0.2374, "Y4": 0.2048, "page": 0, "Index": 89}, {"Word": "are", "Confidence": 0.998, "X1": 0.28117, "Y1": 0.1922, "X2": 0.31034, "Y2": 0.192, "X3": 0.31034, "Y3": 0.2048, "X4": 0.28117, "Y4": 0.2048, "page": 0, "Index": 90}, {"Word": "not", "Confidence": 0.998, "X1": 0.3183, "Y1": 0.1922, "X2": 0.34748, "Y2": 0.192, "X3": 0.34748, "Y3": 0.2048, "X4": 0.3183, "Y4": 0.2048, "page": 0, "Index": 91}, {"Word": "with", "Confidence": 0.98, "X1": 0.19629, "Y1": 0.2052, "X2": 0.23342, "Y2": 0.205, "X3": 0.23342, "Y3": 0.2178, "X4": 0.19629, "Y4": 0.2188, "page": 0, "Index": 92}, {"Word": "impingers", "Confidence": 0.995, "X1": 0.24005, "Y1": 0.2052, "X2": 0.32228, "Y2": 0.205, "X3": 0.32228, "Y3": 0.2178, "X4": 0.24005, "Y4": 0.2178, "page": 0, "Index": 93}, {"Word": "or", "Confidence": 0.998, "X1": 0.32626, "Y1": 0.2052, "X2": 0.34615, "Y2": 0.205, "X3": 0.34615, "Y3": 0.2178, "X4": 0.32626, "Y4": 0.2178, "page": 0, "Index": 94}, {"Word": "readily", "Confidence": 0.958, "X1": 0.06499, "Y1": 0.2062, "X2": 0.11936, "Y2": 0.206, "X3": 0.11936, "Y3": 0.2198, "X4": 0.06499, "Y4": 0.2208, "page": 0, "Index": 95}, {"Word": "trapped", "Confidence": 0.995, "X1": 0.12732, "Y1": 0.2052, "X2": 0.18833, "Y2": 0.205, "X3": 0.18966, "Y3": 0.2188, "X4": 0.12732, "Y4": 0.2198, "page": 0, "Index": 96}, {"Word": "bubble", "Confidence": 0.996, "X1": 0.06499, "Y1": 0.2192, "X2": 0.11538, "Y2": 0.219, "X3": 0.11538, "Y3": 0.2338, "X4": 0.06499, "Y4": 0.2338, "page": 0, "Index": 97}, {"Word": "traps.", "Confidence": 0.849, "X1": 0.11936, "Y1": 0.2192, "X2": 0.16711, "Y2": 0.219, "X3": 0.16711, "Y3": 0.2328, "X4": 0.11936, "Y4": 0.2328, "page": 0, "Index": 98}, {"Word": "The", "Confidence": 0.998, "X1": 0.17109, "Y1": 0.2192, "X2": 0.20027, "Y2": 0.219, "X3": 0.20027, "Y3": 0.2328, "X4": 0.17109, "Y4": 0.2328, "page": 0, "Index": 99}, {"Word": "oxides", "Confidence": 0.997, "X1": 0.20424, "Y1": 0.2192, "X2": 0.25332, "Y2": 0.219, "X3": 0.25332, "Y3": 0.2328, "X4": 0.20424, "Y4": 0.2328, "page": 0, "Index": 100}, {"Word": "of", "Confidence": 0.998, "X1": 0.25597, "Y1": 0.2192, "X2": 0.27454, "Y2": 0.219, "X3": 0.27454, "Y3": 0.2328, "X4": 0.25597, "Y4": 0.2328, "page": 0, "Index": 101}, {"Word": "nitrogen", "Confidence": 0.991, "X1": 0.27719, "Y1": 0.2182, "X2": 0.34615, "Y2": 0.218, "X3": 0.34615, "Y3": 0.2328, "X4": 0.27719, "Y4": 0.2328, "page": 0, "Index": 102}, {"Word": "1/4\"", "Confidence": 0.812, "X1": 0.68568, "Y1": 0.2222, "X2": 0.7069, "Y2": 0.222, "X3": 0.7069, "Y3": 0.2328, "X4": 0.68435, "Y4": 0.2318, "page": 0, "Index": 103}, {"Word": "COPPER", "Confidence": 0.996, "X1": 0.70955, "Y1": 0.2212, "X2": 0.75597, "Y2": 0.221, "X3": 0.75597, "Y3": 0.2338, "X4": 0.70955, "Y4": 0.2328, "page": 0, "Index": 104}, {"Word": "are", "Confidence": 0.998, "X1": 0.06631, "Y1": 0.2342, "X2": 0.09151, "Y2": 0.234, "X3": 0.09151, "Y3": 0.2468, "X4": 0.06631, "Y4": 0.2468, "page": 0, "Index": 105}, {"Word": "examples", "Confidence": 0.985, "X1": 0.09814, "Y1": 0.2332, "X2": 0.17374, "Y2": 0.233, "X3": 0.17374, "Y3": 0.2458, "X4": 0.09814, "Y4": 0.2468, "page": 0, "Index": 106}, {"Word": "of", "Confidence": 0.998, "X1": 0.18037, "Y1": 0.2332, "X2": 0.20027, "Y2": 0.233, "X3": 0.19894, "Y3": 0.2458, "X4": 0.18037, "Y4": 0.2458, "page": 0, "Index": 107}, {"Word": "such", "Confidence": 0.991, "X1": 0.2069, "Y1": 0.2332, "X2": 0.24403, "Y2": 0.233, "X3": 0.24271, "Y3": 0.2458, "X4": 0.2069, "Y4": 0.2458, "page": 0, "Index": 108}, {"Word": "compounds.", "Confidence": 0.994, "X1": 0.25464, "Y1": 0.2322, "X2": 0.34748, "Y2": 0.232, "X3": 0.34615, "Y3": 0.2448, "X4": 0.25332, "Y4": 0.2458, "page": 0, "Index": 109}, {"Word": "SMOKING", "Confidence": 0.65, "X1": 0.43103, "Y1": 0.2382, "X2": 0.4748, "Y2": 0.238, "X3": 0.4748, "Y3": 0.2468, "X4": 0.42971, "Y4": 0.2468, "page": 0, "Index": 110}, {"Word": "SOLENOID", "Confidence": 0.815, "X1": 0.48408, "Y1": 0.2382, "X2": 0.53316, "Y2": 0.238, "X3": 0.53183, "Y3": 0.2468, "X4": 0.48276, "Y4": 0.2468, "page": 0, "Index": 111}, {"Word": "TUBING", "Confidence": 0.849, "X1": 0.68435, "Y1": 0.2332, "X2": 0.72546, "Y2": 0.233, "X3": 0.72546, "Y3": 0.2438, "X4": 0.68302, "Y4": 0.2458, "page": 0, "Index": 112}, {"Word": "COIL", "Confidence": 0.928, "X1": 0.72944, "Y1": 0.2342, "X2": 0.75597, "Y2": 0.234, "X3": 0.75597, "Y3": 0.2438, "X4": 0.72944, "Y4": 0.2438, "page": 0, "Index": 113}, {"Word": "SAMPLING", "Confidence": 0.991, "X1": 0.42971, "Y1": 0.2492, "X2": 0.47878, "Y2": 0.249, "X3": 0.47878, "Y3": 0.2578, "X4": 0.43103, "Y4": 0.2578, "page": 0, "Index": 114}, {"Word": "For", "Confidence": 0.998, "X1": 0.06499, "Y1": 0.2462, "X2": 0.09416, "Y2": 0.246, "X3": 0.09416, "Y3": 0.2598, "X4": 0.06366, "Y4": 0.2598, "page": 0, "Index": 115}, {"Word": "NO-NO,", "Confidence": 0.881, "X1": 0.09814, "Y1": 0.2462, "X2": 0.16446, "Y2": 0.246, "X3": 0.16446, "Y3": 0.2598, "X4": 0.09682, "Y4": 0.2598, "page": 0, "Index": 116}, {"Word": "the", "Confidence": 0.998, "X1": 0.16844, "Y1": 0.2462, "X2": 0.19496, "Y2": 0.246, "X3": 0.19363, "Y3": 0.2598, "X4": 0.16711, "Y4": 0.2598, "page": 0, "Index": 117}, {"Word": "absorbing", "Confidence": 0.994, "X1": 0.19761, "Y1": 0.2462, "X2": 0.27719, "Y2": 0.246, "X3": 0.27719, "Y3": 0.2598, "X4": 0.19761, "Y4": 0.2598, "page": 0, "Index": 118}, {"Word": "solution", "Confidence": 0.996, "X1": 0.28117, "Y1": 0.2452, "X2": 0.34615, "Y2": 0.245, "X3": 0.34483, "Y3": 0.2588, "X4": 0.28117, "Y4": 0.2598, "page": 0, "Index": 119}, {"Word": "AR", "Confidence": 0.675, "X1": 0.43103, "Y1": 0.2592, "X2": 0.44695, "Y2": 0.259, "X3": 0.44695, "Y3": 0.2678, "X4": 0.43103, "Y4": 0.2678, "page": 0, "Index": 120}, {"Word": "SOLENOD", "Confidence": 0.155, "X1": 0.45756, "Y1": 0.2592, "X2": 0.50265, "Y2": 0.259, "X3": 0.50265, "Y3": 0.2668, "X4": 0.45756, "Y4": 0.2678, "page": 0, "Index": 121}, {"Word": "SOLENOID", "Confidence": 0.604, "X1": 0.49204, "Y1": 0.2492, "X2": 0.53846, "Y2": 0.249, "X3": 0.53846, "Y3": 0.2588, "X4": 0.49204, "Y4": 0.2578, "page": 0, "Index": 122}, {"Word": "of", "Confidence": 0.766, "X1": 0.00133, "Y1": 0.2632, "X2": 0.01194, "Y2": 0.263, "X3": 0.01061, "Y3": 0.2718, "X4": 0.00133, "Y4": 0.2708, "page": 0, "Index": 123}, {"Word": "in", "Confidence": 0.998, "X1": 0.06631, "Y1": 0.2612, "X2": 0.07958, "Y2": 0.261, "X3": 0.07958, "Y3": 0.2738, "X4": 0.06631, "Y4": 0.2748, "page": 0, "Index": 124}, {"Word": "the", "Confidence": 0.996, "X1": 0.09019, "Y1": 0.2602, "X2": 0.11671, "Y2": 0.26, "X3": 0.11671, "Y3": 0.2738, "X4": 0.09019, "Y4": 0.2738, "page": 0, "Index": 125}, {"Word": "smoke", "Confidence": 0.998, "X1": 0.12334, "Y1": 0.2602, "X2": 0.17374, "Y2": 0.26, "X3": 0.17374, "Y3": 0.2738, "X4": 0.12334, "Y4": 0.2738, "page": 0, "Index": 126}, {"Word": "collection", "Confidence": 0.907, "X1": 0.18037, "Y1": 0.2592, "X2": 0.25597, "Y2": 0.259, "X3": 0.25597, "Y3": 0.2728, "X4": 0.18037, "Y4": 0.2738, "page": 0, "Index": 127}, {"Word": "flask", "Confidence": 0.994, "X1": 0.26393, "Y1": 0.2592, "X2": 0.30239, "Y2": 0.259, "X3": 0.30239, "Y3": 0.2718, "X4": 0.26393, "Y4": 0.2728, "page": 0, "Index": 128}, {"Word": "is", "Confidence": 0.998, "X1": 0.31167, "Y1": 0.2592, "X2": 0.32759, "Y2": 0.259, "X3": 0.32759, "Y3": 0.2718, "X4": 0.31167, "Y4": 0.2718, "page": 0, "Index": 129}, {"Word": "a", "Confidence": 0.993, "X1": 0.33554, "Y1": 0.2592, "X2": 0.34483, "Y2": 0.259, "X3": 0.34483, "Y3": 0.2718, "X4": 0.33554, "Y4": 0.2718, "page": 0, "Index": 130}, {"Word": "WARNING", "Confidence": 0.955, "X1": 0.79841, "Y1": 0.2632, "X2": 0.85013, "Y2": 0.263, "X3": 0.85013, "Y3": 0.2748, "X4": 0.79841, "Y4": 0.2748, "page": 0, "Index": 131}, {"Word": "LIGHT", "Confidence": 0.993, "X1": 0.85676, "Y1": 0.2622, "X2": 0.8939, "Y2": 0.262, "X3": 0.8939, "Y3": 0.2738, "X4": 0.85676, "Y4": 0.2748, "page": 0, "Index": 132}, {"Word": "modified", "Confidence": 0.958, "X1": 0.06366, "Y1": 0.2742, "X2": 0.12997, "Y2": 0.274, "X3": 0.12997, "Y3": 0.2878, "X4": 0.06366, "Y4": 0.2878, "page": 0, "Index": 133}, {"Word": "Griess", "Confidence": 0.996, "X1": 0.13926, "Y1": 0.2742, "X2": 0.19231, "Y2": 0.274, "X3": 0.19231, "Y3": 0.2868, "X4": 0.13926, "Y4": 0.2878, "page": 0, "Index": 134}, {"Word": "reagent", "Confidence": 0.997, "X1": 0.19894, "Y1": 0.2732, "X2": 0.26393, "Y2": 0.273, "X3": 0.26393, "Y3": 0.2868, "X4": 0.19894, "Y4": 0.2868, "page": 0, "Index": 135}, {"Word": "described", "Confidence": 0.995, "X1": 0.26923, "Y1": 0.2722, "X2": 0.34748, "Y2": 0.272, "X3": 0.34615, "Y3": 0.2848, "X4": 0.26923, "Y4": 0.2858, "page": 0, "Index": 136}, {"Word": "VACUUM", "Confidence": 0.043, "X1": 0.43236, "Y1": 0.2692, "X2": 0.4695, "Y2": 0.269, "X3": 0.4695, "Y3": 0.2788, "X4": 0.43103, "Y4": 0.2788, "page": 0, "Index": 137}, {"Word": "SOLDNO:D", "Confidence": 0.363, "X1": 0.48011, "Y1": 0.2692, "X2": 0.52918, "Y2": 0.269, "X3": 0.52785, "Y3": 0.2788, "X4": 0.48011, "Y4": 0.2788, "page": 0, "Index": 138}, {"Word": "5000005", "Confidence": 0.703, "X1": 0.68302, "Y1": 0.2962, "X2": 0.67772, "Y2": 0.296, "X3": 0.66048, "Y3": 0.2948, "X4": 0.6618, "Y4": 0.2148, "page": 0, "Index": 139}, {"Word": "by", "Confidence": 0.998, "X1": 0.06499, "Y1": 0.2872, "X2": 0.08355, "Y2": 0.287, "X3": 0.08355, "Y3": 0.3008, "X4": 0.06631, "Y4": 0.3008, "page": 0, "Index": 140}, {"Word": "Saltzman", "Confidence": 0.991, "X1": 0.08621, "Y1": 0.2872, "X2": 0.15915, "Y2": 0.287, "X3": 0.15915, "Y3": 0.3008, "X4": 0.08621, "Y4": 0.3008, "page": 0, "Index": 141}, {"Word": "(14).", "Confidence": 0.993, "X1": 0.16578, "Y1": 0.2872, "X2": 0.20424, "Y2": 0.287, "X3": 0.20424, "Y3": 0.2998, "X4": 0.16578, "Y4": 0.3008, "page": 0, "Index": 142}, {"Word": "The", "Confidence": 0.998, "X1": 0.20822, "Y1": 0.2872, "X2": 0.2374, "Y2": 0.287, "X3": 0.2374, "Y3": 0.2998, "X4": 0.20822, "Y4": 0.2998, "page": 0, "Index": 143}, {"Word": "adaptation", "Confidence": 0.994, "X1": 0.24138, "Y1": 0.2862, "X2": 0.32626, "Y2": 0.286, "X3": 0.32493, "Y3": 0.2988, "X4": 0.24138, "Y4": 0.2998, "page": 0, "Index": 144}, {"Word": "of", "Confidence": 0.998, "X1": 0.32891, "Y1": 0.2862, "X2": 0.34881, "Y2": 0.286, "X3": 0.34881, "Y3": 0.2988, "X4": 0.32891, "Y4": 0.2988, "page": 0, "Index": 145}, {"Word": "the", "Confidence": 0.998, "X1": 0.06764, "Y1": 0.3012, "X2": 0.09151, "Y2": 0.301, "X3": 0.09019, "Y3": 0.3148, "X4": 0.06631, "Y4": 0.3148, "page": 0, "Index": 146}, {"Word": "Saltzman", "Confidence": 0.991, "X1": 0.09682, "Y1": 0.3012, "X2": 0.16844, "Y2": 0.301, "X3": 0.16844, "Y3": 0.3138, "X4": 0.09549, "Y4": 0.3148, "page": 0, "Index": 147}, {"Word": "method", "Confidence": 0.996, "X1": 0.17507, "Y1": 0.3012, "X2": 0.23342, "Y2": 0.301, "X3": 0.23342, "Y3": 0.3138, "X4": 0.17507, "Y4": 0.3138, "page": 0, "Index": 148}, {"Word": "to", "Confidence": 0.998, "X1": 0.24005, "Y1": 0.3012, "X2": 0.25862, "Y2": 0.301, "X3": 0.25862, "Y3": 0.3138, "X4": 0.24005, "Y4": 0.3138, "page": 0, "Index": 149}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.26393, "Y1": 0.3002, "X2": 0.31432, "Y2": 0.3, "X3": 0.31432, "Y3": 0.3128, "X4": 0.26393, "Y4": 0.3138, "page": 0, "Index": 150}, {"Word": "an-", "Confidence": 0.998, "X1": 0.31963, "Y1": 0.3002, "X2": 0.34748, "Y2": 0.3, "X3": 0.34748, "Y3": 0.3128, "X4": 0.3183, "Y4": 0.3128, "page": 0, "Index": 151}, {"Word": "MICROSWITCHES", "Confidence": 0.98, "X1": 0.41645, "Y1": 0.3012, "X2": 0.50531, "Y2": 0.301, "X3": 0.50398, "Y3": 0.3108, "X4": 0.41512, "Y4": 0.3118, "page": 0, "Index": 152}, {"Word": "alysis", "Confidence": 0.994, "X1": 0.06631, "Y1": 0.3152, "X2": 0.11273, "Y2": 0.315, "X3": 0.11273, "Y3": 0.3278, "X4": 0.06631, "Y4": 0.3288, "page": 0, "Index": 153}, {"Word": "has", "Confidence": 0.955, "X1": 0.12202, "Y1": 0.3152, "X2": 0.15252, "Y2": 0.315, "X3": 0.15252, "Y3": 0.3278, "X4": 0.12202, "Y4": 0.3278, "page": 0, "Index": 154}, {"Word": "been", "Confidence": 0.989, "X1": 0.1618, "Y1": 0.3142, "X2": 0.19894, "Y2": 0.314, "X3": 0.19894, "Y3": 0.3278, "X4": 0.1618, "Y4": 0.3278, "page": 0, "Index": 155}, {"Word": "described", "Confidence": 0.994, "X1": 0.2122, "Y1": 0.3132, "X2": 0.2878, "Y2": 0.313, "X3": 0.2878, "Y3": 0.3278, "X4": 0.2122, "Y4": 0.3278, "page": 0, "Index": 156}, {"Word": "previ-", "Confidence": 0.997, "X1": 0.29841, "Y1": 0.3122, "X2": 0.35013, "Y2": 0.312, "X3": 0.35013, "Y3": 0.3278, "X4": 0.29841, "Y4": 0.3278, "page": 0, "Index": 157}, {"Word": "COUNTER", "Confidence": 0.991, "X1": 0.73342, "Y1": 0.3232, "X2": 0.78117, "Y2": 0.323, "X3": 0.78117, "Y3": 0.3338, "X4": 0.73475, "Y4": 0.3338, "page": 0, "Index": 158}, {"Word": "ously", "Confidence": 0.991, "X1": 0.06631, "Y1": 0.3292, "X2": 0.10743, "Y2": 0.329, "X3": 0.10743, "Y3": 0.3418, "X4": 0.06631, "Y4": 0.3418, "page": 0, "Index": 159}, {"Word": "(10).", "Confidence": 0.991, "X1": 0.11406, "Y1": 0.3282, "X2": 0.15782, "Y2": 0.328, "X3": 0.15915, "Y3": 0.3418, "X4": 0.11406, "Y4": 0.3418, "page": 0, "Index": 160}, {"Word": "Typical", "Confidence": 0.995, "X1": 0.08355, "Y1": 0.3412, "X2": 0.14456, "Y2": 0.341, "X3": 0.14456, "Y3": 0.3548, "X4": 0.08223, "Y4": 0.3558, "page": 0, "Index": 161}, {"Word": "nitrogen", "Confidence": 0.996, "X1": 0.14987, "Y1": 0.3412, "X2": 0.21883, "Y2": 0.341, "X3": 0.21751, "Y3": 0.3548, "X4": 0.14987, "Y4": 0.3548, "page": 0, "Index": 162}, {"Word": "oxide", "Confidence": 0.997, "X1": 0.22546, "Y1": 0.3412, "X2": 0.27056, "Y2": 0.341, "X3": 0.27056, "Y3": 0.3548, "X4": 0.22546, "Y4": 0.3548, "page": 0, "Index": 163}, {"Word": "analyses", "Confidence": 0.996, "X1": 0.27851, "Y1": 0.3402, "X2": 0.34881, "Y2": 0.34, "X3": 0.34748, "Y3": 0.3548, "X4": 0.27851, "Y4": 0.3548, "page": 0, "Index": 164}, {"Word": "O", "Confidence": 0.311, "X1": 0.74934, "Y1": 0.3442, "X2": 0.75729, "Y2": 0.344, "X3": 0.75729, "Y3": 0.3548, "X4": 0.74934, "Y4": 0.3548, "page": 0, "Index": 165}, {"Word": "with", "Confidence": 0.989, "X1": 0.13793, "Y1": 0.3552, "X2": 0.17374, "Y2": 0.355, "X3": 0.17241, "Y3": 0.3678, "X4": 0.1366, "Y4": 0.3688, "page": 0, "Index": 166}, {"Word": "the", "Confidence": 0.998, "X1": 0.17772, "Y1": 0.3552, "X2": 0.20557, "Y2": 0.355, "X3": 0.20424, "Y3": 0.3678, "X4": 0.17639, "Y4": 0.3678, "page": 0, "Index": 167}, {"Word": "five-port", "Confidence": 0.995, "X1": 0.20955, "Y1": 0.3552, "X2": 0.27586, "Y2": 0.355, "X3": 0.27586, "Y3": 0.3678, "X4": 0.20822, "Y4": 0.3678, "page": 0, "Index": 168}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.27984, "Y1": 0.3542, "X2": 0.34615, "Y2": 0.354, "X3": 0.34483, "Y3": 0.3678, "X4": 0.27851, "Y4": 0.3678, "page": 0, "Index": 169}, {"Word": "obtained", "Confidence": 0.995, "X1": 0.06897, "Y1": 0.3552, "X2": 0.13263, "Y2": 0.355, "X3": 0.13263, "Y3": 0.3688, "X4": 0.06764, "Y4": 0.3688, "page": 0, "Index": 170}, {"Word": "machine", "Confidence": 0.994, "X1": 0.06366, "Y1": 0.3692, "X2": 0.12997, "Y2": 0.369, "X3": 0.1313, "Y3": 0.3818, "X4": 0.06499, "Y4": 0.3828, "page": 0, "Index": 171}, {"Word": "for", "Confidence": 0.998, "X1": 0.13395, "Y1": 0.3692, "X2": 0.16048, "Y2": 0.369, "X3": 0.16048, "Y3": 0.3818, "X4": 0.13395, "Y4": 0.3818, "page": 0, "Index": 172}, {"Word": "three", "Confidence": 0.997, "X1": 0.16446, "Y1": 0.3682, "X2": 0.2069, "Y2": 0.368, "X3": 0.2069, "Y3": 0.3808, "X4": 0.16446, "Y4": 0.3818, "page": 0, "Index": 173}, {"Word": "cellulose", "Confidence": 0.991, "X1": 0.20955, "Y1": 0.3682, "X2": 0.27984, "Y2": 0.368, "X3": 0.27984, "Y3": 0.3808, "X4": 0.20955, "Y4": 0.3808, "page": 0, "Index": 174}, {"Word": "acetate-", "Confidence": 0.994, "X1": 0.28382, "Y1": 0.3672, "X2": 0.34881, "Y2": 0.367, "X3": 0.34881, "Y3": 0.3808, "X4": 0.28382, "Y4": 0.3808, "page": 0, "Index": 175}, {"Word": "2", "Confidence": 0.961, "X1": 0.75066, "Y1": 0.3762, "X2": 0.75995, "Y2": 0.376, "X3": 0.76127, "Y3": 0.3868, "X4": 0.75199, "Y4": 0.3868, "page": 0, "Index": 176}, {"Word": "filtered", "Confidence": 0.993, "X1": 0.06499, "Y1": 0.3822, "X2": 0.12069, "Y2": 0.382, "X3": 0.12069, "Y3": 0.3958, "X4": 0.06631, "Y4": 0.3958, "page": 0, "Index": 177}, {"Word": "commercial", "Confidence": 0.994, "X1": 0.12334, "Y1": 0.3822, "X2": 0.21353, "Y2": 0.382, "X3": 0.21353, "Y3": 0.3948, "X4": 0.12334, "Y4": 0.3958, "page": 0, "Index": 178}, {"Word": "cigarette", "Confidence": 0.991, "X1": 0.21751, "Y1": 0.3812, "X2": 0.28912, "Y2": 0.381, "X3": 0.2878, "Y3": 0.3948, "X4": 0.21751, "Y4": 0.3948, "page": 0, "Index": 179}, {"Word": "brands", "Confidence": 0.997, "X1": 0.29178, "Y1": 0.3802, "X2": 0.34881, "Y2": 0.38, "X3": 0.34748, "Y3": 0.3938, "X4": 0.29178, "Y4": 0.3948, "page": 0, "Index": 180}, {"Word": "results", "Confidence": 0.996, "X1": 0.29045, "Y1": 0.3952, "X2": 0.34881, "Y2": 0.395, "X3": 0.34881, "Y3": 0.4078, "X4": 0.29178, "Y4": 0.4088, "page": 0, "Index": 181}, {"Word": "are", "Confidence": 0.994, "X1": 0.06499, "Y1": 0.3972, "X2": 0.09151, "Y2": 0.397, "X3": 0.09284, "Y3": 0.4098, "X4": 0.06631, "Y4": 0.4098, "page": 0, "Index": 182}, {"Word": "shown", "Confidence": 0.997, "X1": 0.09682, "Y1": 0.3962, "X2": 0.14854, "Y2": 0.396, "X3": 0.14854, "Y3": 0.4088, "X4": 0.09682, "Y4": 0.4098, "page": 0, "Index": 183}, {"Word": "in", "Confidence": 0.998, "X1": 0.15517, "Y1": 0.3962, "X2": 0.17241, "Y2": 0.396, "X3": 0.17241, "Y3": 0.4088, "X4": 0.1565, "Y4": 0.4088, "page": 0, "Index": 184}, {"Word": "Table", "Confidence": 0.998, "X1": 0.18037, "Y1": 0.3952, "X2": 0.22679, "Y2": 0.395, "X3": 0.22812, "Y3": 0.4088, "X4": 0.18037, "Y4": 0.4088, "page": 0, "Index": 185}, {"Word": "2.", "Confidence": 0.997, "X1": 0.2321, "Y1": 0.3952, "X2": 0.25066, "Y2": 0.395, "X3": 0.25199, "Y3": 0.4088, "X4": 0.2321, "Y4": 0.4088, "page": 0, "Index": 186}, {"Word": "The", "Confidence": 0.998, "X1": 0.25464, "Y1": 0.3952, "X2": 0.28515, "Y2": 0.395, "X3": 0.28515, "Y3": 0.4088, "X4": 0.25464, "Y4": 0.4088, "page": 0, "Index": 187}, {"Word": "are", "Confidence": 0.998, "X1": 0.06631, "Y1": 0.4102, "X2": 0.09019, "Y2": 0.41, "X3": 0.09019, "Y3": 0.4228, "X4": 0.06631, "Y4": 0.4228, "page": 0, "Index": 188}, {"Word": "contrasted", "Confidence": 0.995, "X1": 0.09416, "Y1": 0.4092, "X2": 0.17772, "Y2": 0.409, "X3": 0.17639, "Y3": 0.4218, "X4": 0.09416, "Y4": 0.4228, "page": 0, "Index": 189}, {"Word": "with", "Confidence": 0.989, "X1": 0.18037, "Y1": 0.4092, "X2": 0.21618, "Y2": 0.409, "X3": 0.21485, "Y3": 0.4218, "X4": 0.18037, "Y4": 0.4218, "page": 0, "Index": 190}, {"Word": "results", "Confidence": 0.995, "X1": 0.21883, "Y1": 0.4092, "X2": 0.27454, "Y2": 0.409, "X3": 0.27454, "Y3": 0.4218, "X4": 0.21883, "Y4": 0.4218, "page": 0, "Index": 191}, {"Word": "obtained", "Confidence": 0.995, "X1": 0.27719, "Y1": 0.4082, "X2": 0.34615, "Y2": 0.408, "X3": 0.34615, "Y3": 0.4218, "X4": 0.27719, "Y4": 0.4218, "page": 0, "Index": 192}, {"Word": "by", "Confidence": 0.998, "X1": 0.06366, "Y1": 0.4222, "X2": 0.08355, "Y2": 0.422, "X3": 0.08488, "Y3": 0.4358, "X4": 0.06499, "Y4": 0.4358, "page": 0, "Index": 193}, {"Word": "totally", "Confidence": 0.997, "X1": 0.08753, "Y1": 0.4222, "X2": 0.14058, "Y2": 0.422, "X3": 0.14191, "Y3": 0.4358, "X4": 0.08753, "Y4": 0.4358, "page": 0, "Index": 194}, {"Word": "entrapping", "Confidence": 0.995, "X1": 0.14456, "Y1": 0.4222, "X2": 0.23077, "Y2": 0.422, "X3": 0.23077, "Y3": 0.4358, "X4": 0.14456, "Y4": 0.4358, "page": 0, "Index": 195}, {"Word": "the", "Confidence": 0.998, "X1": 0.23475, "Y1": 0.4222, "X2": 0.26127, "Y2": 0.422, "X3": 0.26127, "Y3": 0.4358, "X4": 0.23475, "Y4": 0.4358, "page": 0, "Index": 196}, {"Word": "individual", "Confidence": 0.995, "X1": 0.26525, "Y1": 0.4212, "X2": 0.35013, "Y2": 0.421, "X3": 0.34881, "Y3": 0.4348, "X4": 0.26525, "Y4": 0.4358, "page": 0, "Index": 197}, {"Word": "flasks", "Confidence": 0.995, "X1": 0.30106, "Y1": 0.4352, "X2": 0.34748, "Y2": 0.435, "X3": 0.34615, "Y3": 0.4478, "X4": 0.29973, "Y4": 0.4488, "page": 0, "Index": 198}, {"Word": "-", "Confidence": 0.965, "X1": 0.00663, "Y1": 0.4572, "X2": 0.00663, "Y2": 0.457, "X3": 0.0, "Y3": 0.4568, "X4": 0.0, "Y4": 0.4538, "page": 0, "Index": 199}, {"Word": "puffs", "Confidence": 0.986, "X1": 0.06499, "Y1": 0.4362, "X2": 0.1061, "Y2": 0.436, "X3": 0.1061, "Y3": 0.4498, "X4": 0.06499, "Y4": 0.4498, "page": 0, "Index": 200}, {"Word": "in", "Confidence": 0.998, "X1": 0.11804, "Y1": 0.4362, "X2": 0.13528, "Y2": 0.436, "X3": 0.13528, "Y3": 0.4498, "X4": 0.11804, "Y4": 0.4498, "page": 0, "Index": 201}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.14854, "Y1": 0.4362, "X2": 0.19894, "Y2": 0.436, "X3": 0.19761, "Y3": 0.4488, "X4": 0.14721, "Y4": 0.4498, "page": 0, "Index": 202}, {"Word": "collection", "Confidence": 0.97, "X1": 0.21088, "Y1": 0.4362, "X2": 0.28647, "Y2": 0.436, "X3": 0.28647, "Y3": 0.4488, "X4": 0.20955, "Y4": 0.4488, "page": 0, "Index": 203}, {"Word": "(average", "Confidence": 0.994, "X1": 0.06764, "Y1": 0.4502, "X2": 0.13793, "Y2": 0.45, "X3": 0.13793, "Y3": 0.4628, "X4": 0.06764, "Y4": 0.4628, "page": 0, "Index": 204}, {"Word": "of", "Confidence": 0.998, "X1": 0.14456, "Y1": 0.4502, "X2": 0.16446, "Y2": 0.45, "X3": 0.16446, "Y3": 0.4628, "X4": 0.14456, "Y4": 0.4628, "page": 0, "Index": 205}, {"Word": "5", "Confidence": 0.998, "X1": 0.16976, "Y1": 0.4492, "X2": 0.18037, "Y2": 0.449, "X3": 0.18037, "Y3": 0.4628, "X4": 0.16976, "Y4": 0.4628, "page": 0, "Index": 206}, {"Word": "cigarettes).", "Confidence": 0.991, "X1": 0.18966, "Y1": 0.4482, "X2": 0.28647, "Y2": 0.448, "X3": 0.28647, "Y3": 0.4618, "X4": 0.18966, "Y4": 0.4628, "page": 0, "Index": 207}, {"Word": "Within", "Confidence": 0.993, "X1": 0.29178, "Y1": 0.4482, "X2": 0.34615, "Y2": 0.448, "X3": 0.34615, "Y3": 0.4608, "X4": 0.29178, "Y4": 0.4618, "page": 0, "Index": 208}, {"Word": "sample", "Confidence": 0.997, "X1": 0.06631, "Y1": 0.4642, "X2": 0.12069, "Y2": 0.464, "X3": 0.12069, "Y3": 0.4768, "X4": 0.06631, "Y4": 0.4768, "page": 0, "Index": 209}, {"Word": "variability,", "Confidence": 0.983, "X1": 0.12467, "Y1": 0.4622, "X2": 0.21485, "Y2": 0.462, "X3": 0.21353, "Y3": 0.4758, "X4": 0.12467, "Y4": 0.4768, "page": 0, "Index": 210}, {"Word": "the", "Confidence": 0.998, "X1": 0.21751, "Y1": 0.4622, "X2": 0.24403, "Y2": 0.462, "X3": 0.24403, "Y3": 0.4758, "X4": 0.21751, "Y4": 0.4758, "page": 0, "Index": 211}, {"Word": "aliquot", "Confidence": 0.996, "X1": 0.24801, "Y1": 0.4622, "X2": 0.30504, "Y2": 0.462, "X3": 0.30371, "Y3": 0.4748, "X4": 0.24668, "Y4": 0.4758, "page": 0, "Index": 212}, {"Word": "sam-", "Confidence": 0.963, "X1": 0.30902, "Y1": 0.4632, "X2": 0.34615, "Y2": 0.463, "X3": 0.34615, "Y3": 0.4748, "X4": 0.30769, "Y4": 0.4748, "page": 0, "Index": 213}, {"Word": "pling", "Confidence": 0.993, "X1": 0.06499, "Y1": 0.4772, "X2": 0.1061, "Y2": 0.477, "X3": 0.1061, "Y3": 0.4908, "X4": 0.06631, "Y4": 0.4908, "page": 0, "Index": 214}, {"Word": "machine", "Confidence": 0.997, "X1": 0.11141, "Y1": 0.4772, "X2": 0.17905, "Y2": 0.477, "X3": 0.17905, "Y3": 0.4898, "X4": 0.11141, "Y4": 0.4908, "page": 0, "Index": 215}, {"Word": "appears", "Confidence": 0.996, "X1": 0.18302, "Y1": 0.4762, "X2": 0.24668, "Y2": 0.476, "X3": 0.24668, "Y3": 0.4898, "X4": 0.18302, "Y4": 0.4898, "page": 0, "Index": 216}, {"Word": "to", "Confidence": 0.998, "X1": 0.25066, "Y1": 0.4762, "X2": 0.26923, "Y2": 0.476, "X3": 0.26923, "Y3": 0.4898, "X4": 0.25066, "Y4": 0.4898, "page": 0, "Index": 217}, {"Word": "duplicate", "Confidence": 0.995, "X1": 0.27321, "Y1": 0.4752, "X2": 0.34748, "Y2": 0.475, "X3": 0.34748, "Y3": 0.4888, "X4": 0.27321, "Y4": 0.4898, "page": 0, "Index": 218}, {"Word": "CAN", "Confidence": 0.812, "X1": 0.58223, "Y1": 0.4832, "X2": 0.60345, "Y2": 0.483, "X3": 0.60345, "Y3": 0.4908, "X4": 0.58223, "Y4": 0.4908, "page": 0, "Index": 219}, {"Word": "adequately", "Confidence": 0.991, "X1": 0.06631, "Y1": 0.4902, "X2": 0.15252, "Y2": 0.49, "X3": 0.15252, "Y3": 0.5038, "X4": 0.06631, "Y4": 0.5048, "page": 0, "Index": 220}, {"Word": "the", "Confidence": 0.998, "X1": 0.16578, "Y1": 0.4902, "X2": 0.19363, "Y2": 0.49, "X3": 0.19363, "Y3": 0.5038, "X4": 0.16578, "Y4": 0.5038, "page": 0, "Index": 221}, {"Word": "results", "Confidence": 0.992, "X1": 0.2069, "Y1": 0.4892, "X2": 0.26525, "Y2": 0.489, "X3": 0.26525, "Y3": 0.5028, "X4": 0.2069, "Y4": 0.5038, "page": 0, "Index": 222}, {"Word": "obtained", "Confidence": 0.995, "X1": 0.27851, "Y1": 0.4892, "X2": 0.34748, "Y2": 0.489, "X3": 0.34615, "Y3": 0.5028, "X4": 0.27719, "Y4": 0.5028, "page": 0, "Index": 223}, {"Word": "MOTOR", "Confidence": 0.956, "X1": 0.5756, "Y1": 0.4932, "X2": 0.61141, "Y2": 0.493, "X3": 0.61141, "Y3": 0.5008, "X4": 0.5756, "Y4": 0.5018, "page": 0, "Index": 224}, {"Word": "with", "Confidence": 0.993, "X1": 0.06631, "Y1": 0.5042, "X2": 0.10212, "Y2": 0.504, "X3": 0.10212, "Y3": 0.5178, "X4": 0.06631, "Y4": 0.5178, "page": 0, "Index": 225}, {"Word": "individual", "Confidence": 0.994, "X1": 0.11406, "Y1": 0.5032, "X2": 0.19894, "Y2": 0.503, "X3": 0.19894, "Y3": 0.5168, "X4": 0.11406, "Y4": 0.5178, "page": 0, "Index": 226}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.20955, "Y1": 0.5032, "X2": 0.25995, "Y2": 0.503, "X3": 0.25862, "Y3": 0.5168, "X4": 0.20822, "Y4": 0.5168, "page": 0, "Index": 227}, {"Word": "collection", "Confidence": 0.955, "X1": 0.26923, "Y1": 0.5042, "X2": 0.34615, "Y2": 0.504, "X3": 0.34615, "Y3": 0.5158, "X4": 0.26923, "Y4": 0.5168, "page": 0, "Index": 228}, {"Word": "flasks.", "Confidence": 0.93, "X1": 0.06499, "Y1": 0.5182, "X2": 0.11804, "Y2": 0.518, "X3": 0.11804, "Y3": 0.5308, "X4": 0.06499, "Y4": 0.5318, "page": 0, "Index": 229}, {"Word": "Single", "Confidence": 0.997, "X1": 0.12202, "Y1": 0.5172, "X2": 0.17374, "Y2": 0.517, "X3": 0.17374, "Y3": 0.5308, "X4": 0.12202, "Y4": 0.5308, "page": 0, "Index": 230}, {"Word": "puff", "Confidence": 0.987, "X1": 0.17772, "Y1": 0.5172, "X2": 0.2122, "Y2": 0.517, "X3": 0.2122, "Y3": 0.5308, "X4": 0.17772, "Y4": 0.5308, "page": 0, "Index": 231}, {"Word": "analyses", "Confidence": 0.993, "X1": 0.21618, "Y1": 0.5162, "X2": 0.28515, "Y2": 0.516, "X3": 0.28515, "Y3": 0.5308, "X4": 0.21618, "Y4": 0.5308, "page": 0, "Index": 232}, {"Word": "for", "Confidence": 0.998, "X1": 0.28912, "Y1": 0.5162, "X2": 0.31698, "Y2": 0.516, "X3": 0.31698, "Y3": 0.5308, "X4": 0.2878, "Y4": 0.5308, "page": 0, "Index": 233}, {"Word": "the", "Confidence": 0.998, "X1": 0.32095, "Y1": 0.5162, "X2": 0.34881, "Y2": 0.516, "X3": 0.34881, "Y3": 0.5308, "X4": 0.32095, "Y4": 0.5308, "page": 0, "Index": 234}, {"Word": "oxides", "Confidence": 0.994, "X1": 0.06631, "Y1": 0.5312, "X2": 0.11804, "Y2": 0.531, "X3": 0.11671, "Y3": 0.5458, "X4": 0.06631, "Y4": 0.5448, "page": 0, "Index": 235}, {"Word": "of", "Confidence": 0.998, "X1": 0.12467, "Y1": 0.5312, "X2": 0.14324, "Y2": 0.531, "X3": 0.14324, "Y3": 0.5458, "X4": 0.12334, "Y4": 0.5458, "page": 0, "Index": 236}, {"Word": "nitrogen", "Confidence": 0.996, "X1": 0.14987, "Y1": 0.5312, "X2": 0.21751, "Y2": 0.531, "X3": 0.21751, "Y3": 0.5448, "X4": 0.14987, "Y4": 0.5448, "page": 0, "Index": 237}, {"Word": "are", "Confidence": 0.998, "X1": 0.22679, "Y1": 0.5312, "X2": 0.25597, "Y2": 0.531, "X3": 0.25597, "Y3": 0.5448, "X4": 0.22679, "Y4": 0.5448, "page": 0, "Index": 238}, {"Word": "subject", "Confidence": 0.994, "X1": 0.2626, "Y1": 0.5302, "X2": 0.32361, "Y2": 0.53, "X3": 0.32361, "Y3": 0.5438, "X4": 0.2626, "Y4": 0.5448, "page": 0, "Index": 239}, {"Word": "to", "Confidence": 0.998, "X1": 0.32891, "Y1": 0.5292, "X2": 0.34881, "Y2": 0.529, "X3": 0.34881, "Y3": 0.5428, "X4": 0.32891, "Y4": 0.5438, "page": 0, "Index": 240}, {"Word": "particularly", "Confidence": 0.991, "X1": 0.06499, "Y1": 0.5442, "X2": 0.16048, "Y2": 0.544, "X3": 0.16048, "Y3": 0.5578, "X4": 0.06499, "Y4": 0.5588, "page": 0, "Index": 241}, {"Word": "large", "Confidence": 0.997, "X1": 0.17241, "Y1": 0.5442, "X2": 0.21618, "Y2": 0.544, "X3": 0.21618, "Y3": 0.5578, "X4": 0.17241, "Y4": 0.5578, "page": 0, "Index": 242}, {"Word": "variations", "Confidence": 0.994, "X1": 0.22812, "Y1": 0.5442, "X2": 0.31034, "Y2": 0.544, "X3": 0.31034, "Y3": 0.5568, "X4": 0.22812, "Y4": 0.5578, "page": 0, "Index": 243}, {"Word": "be-", "Confidence": 0.998, "X1": 0.32095, "Y1": 0.5442, "X2": 0.35146, "Y2": 0.544, "X3": 0.35146, "Y3": 0.5568, "X4": 0.32228, "Y4": 0.5568, "page": 0, "Index": 244}, {"Word": "Figure", "Confidence": 0.995, "X1": 0.36605, "Y1": 0.5432, "X2": 0.40716, "Y2": 0.543, "X3": 0.40584, "Y3": 0.5578, "X4": 0.36472, "Y4": 0.5578, "page": 0, "Index": 245}, {"Word": "7.", "Confidence": 0.99, "X1": 0.41114, "Y1": 0.5432, "X2": 0.42838, "Y2": 0.543, "X3": 0.42706, "Y3": 0.5578, "X4": 0.40981, "Y4": 0.5578, "page": 0, "Index": 246}, {"Word": "Smoking", "Confidence": 0.872, "X1": 0.43236, "Y1": 0.5432, "X2": 0.48541, "Y2": 0.543, "X3": 0.48408, "Y3": 0.5578, "X4": 0.43103, "Y4": 0.5578, "page": 0, "Index": 247}, {"Word": "machine", "Confidence": 0.86, "X1": 0.48939, "Y1": 0.5422, "X2": 0.54111, "Y2": 0.542, "X3": 0.53979, "Y3": 0.5578, "X4": 0.48806, "Y4": 0.5578, "page": 0, "Index": 248}, {"Word": "for", "Confidence": 0.998, "X1": 0.54509, "Y1": 0.5422, "X2": 0.56101, "Y2": 0.542, "X3": 0.56101, "Y3": 0.5578, "X4": 0.54377, "Y4": 0.5578, "page": 0, "Index": 249}, {"Word": "\"non-absorbable\"", "Confidence": 0.228, "X1": 0.56499, "Y1": 0.5422, "X2": 0.67772, "Y2": 0.542, "X3": 0.67639, "Y3": 0.5578, "X4": 0.56499, "Y4": 0.5578, "page": 0, "Index": 250}, {"Word": "gases,", "Confidence": 0.703, "X1": 0.68037, "Y1": 0.5432, "X2": 0.72149, "Y2": 0.543, "X3": 0.72149, "Y3": 0.5578, "X4": 0.68037, "Y4": 0.5578, "page": 0, "Index": 251}, {"Word": "Diagram,", "Confidence": 0.654, "X1": 0.72546, "Y1": 0.5432, "X2": 0.78249, "Y2": 0.543, "X3": 0.78249, "Y3": 0.5568, "X4": 0.72546, "Y4": 0.5568, "page": 0, "Index": 252}, {"Word": "cause", "Confidence": 0.994, "X1": 0.06631, "Y1": 0.5592, "X2": 0.11141, "Y2": 0.559, "X3": 0.11008, "Y3": 0.5718, "X4": 0.06631, "Y4": 0.5728, "page": 0, "Index": 253}, {"Word": "of", "Confidence": 0.998, "X1": 0.11538, "Y1": 0.5592, "X2": 0.13528, "Y2": 0.559, "X3": 0.13395, "Y3": 0.5718, "X4": 0.11406, "Y4": 0.5718, "page": 0, "Index": 254}, {"Word": "the", "Confidence": 0.998, "X1": 0.13926, "Y1": 0.5582, "X2": 0.16578, "Y2": 0.558, "X3": 0.16578, "Y3": 0.5718, "X4": 0.13793, "Y4": 0.5718, "page": 0, "Index": 255}, {"Word": "occasional", "Confidence": 0.994, "X1": 0.17109, "Y1": 0.5572, "X2": 0.25597, "Y2": 0.557, "X3": 0.25597, "Y3": 0.5708, "X4": 0.17109, "Y4": 0.5708, "page": 0, "Index": 256}, {"Word": "high", "Confidence": 0.991, "X1": 0.25995, "Y1": 0.5572, "X2": 0.29443, "Y2": 0.557, "X3": 0.29443, "Y3": 0.5708, "X4": 0.25862, "Y4": 0.5708, "page": 0, "Index": 257}, {"Word": "local-", "Confidence": 0.996, "X1": 0.30106, "Y1": 0.5572, "X2": 0.34881, "Y2": 0.557, "X3": 0.34881, "Y3": 0.5708, "X4": 0.30106, "Y4": 0.5708, "page": 0, "Index": 258}, {"Word": "ized", "Confidence": 0.988, "X1": 0.06499, "Y1": 0.5712, "X2": 0.09814, "Y2": 0.571, "X3": 0.09814, "Y3": 0.5848, "X4": 0.06499, "Y4": 0.5848, "page": 0, "Index": 259}, {"Word": "concentrations", "Confidence": 0.993, "X1": 0.10477, "Y1": 0.5702, "X2": 0.22414, "Y2": 0.57, "X3": 0.22281, "Y3": 0.5838, "X4": 0.10477, "Y4": 0.5848, "page": 0, "Index": 260}, {"Word": "of", "Confidence": 0.998, "X1": 0.22944, "Y1": 0.5702, "X2": 0.25066, "Y2": 0.57, "X3": 0.24934, "Y3": 0.5838, "X4": 0.22812, "Y4": 0.5838, "page": 0, "Index": 261}, {"Word": "burley", "Confidence": 0.994, "X1": 0.25729, "Y1": 0.5702, "X2": 0.30902, "Y2": 0.57, "X3": 0.30769, "Y3": 0.5848, "X4": 0.25597, "Y4": 0.5838, "page": 0, "Index": 262}, {"Word": "and", "Confidence": 0.998, "X1": 0.31698, "Y1": 0.5702, "X2": 0.34748, "Y2": 0.57, "X3": 0.34615, "Y3": 0.5848, "X4": 0.31565, "Y4": 0.5848, "page": 0, "Index": 263}, {"Word": "stems", "Confidence": 0.997, "X1": 0.11936, "Y1": 0.5842, "X2": 0.16711, "Y2": 0.584, "X3": 0.16711, "Y3": 0.5978, "X4": 0.11936, "Y4": 0.5988, "page": 0, "Index": 264}, {"Word": "in", "Confidence": 0.998, "X1": 0.17109, "Y1": 0.5842, "X2": 0.18833, "Y2": 0.584, "X3": 0.187, "Y3": 0.5978, "X4": 0.17109, "Y4": 0.5978, "page": 0, "Index": 265}, {"Word": "the", "Confidence": 0.994, "X1": 0.19231, "Y1": 0.5842, "X2": 0.21883, "Y2": 0.584, "X3": 0.21883, "Y3": 0.5968, "X4": 0.19098, "Y4": 0.5978, "page": 0, "Index": 266}, {"Word": "blend.", "Confidence": 0.995, "X1": 0.22281, "Y1": 0.5842, "X2": 0.27586, "Y2": 0.584, "X3": 0.27454, "Y3": 0.5958, "X4": 0.22149, "Y4": 0.5968, "page": 0, "Index": 267}, {"Word": "Cyanide", "Confidence": 0.994, "X1": 0.74801, "Y1": 0.5832, "X2": 0.8183, "Y2": 0.583, "X3": 0.8183, "Y3": 0.5978, "X4": 0.74801, "Y4": 0.5988, "page": 0, "Index": 268}, {"Word": "in", "Confidence": 0.998, "X1": 0.82228, "Y1": 0.5832, "X2": 0.84085, "Y2": 0.583, "X3": 0.84085, "Y3": 0.5978, "X4": 0.82228, "Y4": 0.5978, "page": 0, "Index": 269}, {"Word": "the", "Confidence": 0.998, "X1": 0.84483, "Y1": 0.5832, "X2": 0.87533, "Y2": 0.583, "X3": 0.87533, "Y3": 0.5978, "X4": 0.84483, "Y4": 0.5978, "page": 0, "Index": 270}, {"Word": "Smoke", "Confidence": 0.996, "X1": 0.87931, "Y1": 0.5822, "X2": 0.93501, "Y2": 0.582, "X3": 0.93501, "Y3": 0.5968, "X4": 0.87931, "Y4": 0.5978, "page": 0, "Index": 271}, {"Word": "burley", "Confidence": 0.997, "X1": 0.06631, "Y1": 0.5842, "X2": 0.11671, "Y2": 0.584, "X3": 0.11538, "Y3": 0.5988, "X4": 0.06499, "Y4": 0.5988, "page": 0, "Index": 272}, {"Word": "TABLE", "Confidence": 0.993, "X1": 0.38859, "Y1": 0.5842, "X2": 0.44297, "Y2": 0.584, "X3": 0.44164, "Y3": 0.5988, "X4": 0.38859, "Y4": 0.5988, "page": 0, "Index": 273}, {"Word": "1.", "Confidence": 0.991, "X1": 0.44828, "Y1": 0.5842, "X2": 0.46684, "Y2": 0.584, "X3": 0.46552, "Y3": 0.5988, "X4": 0.44828, "Y4": 0.5988, "page": 0, "Index": 274}, {"Word": "The", "Confidence": 0.998, "X1": 0.47082, "Y1": 0.5842, "X2": 0.50133, "Y2": 0.584, "X3": 0.50133, "Y3": 0.5988, "X4": 0.4695, "Y4": 0.5988, "page": 0, "Index": 275}, {"Word": "Concentration", "Confidence": 0.95, "X1": 0.50663, "Y1": 0.5842, "X2": 0.62732, "Y2": 0.584, "X3": 0.62732, "Y3": 0.5988, "X4": 0.50531, "Y4": 0.5988, "page": 0, "Index": 276}, {"Word": "of", "Confidence": 0.997, "X1": 0.63263, "Y1": 0.5842, "X2": 0.65385, "Y2": 0.584, "X3": 0.65385, "Y3": 0.5988, "X4": 0.63263, "Y4": 0.5988, "page": 0, "Index": 277}, {"Word": "Hydrogen", "Confidence": 0.991, "X1": 0.65782, "Y1": 0.5842, "X2": 0.74271, "Y2": 0.584, "X3": 0.74138, "Y3": 0.5988, "X4": 0.65782, "Y4": 0.5988, "page": 0, "Index": 278}, {"Word": "Vapor", "Confidence": 0.948, "X1": 0.38727, "Y1": 0.5982, "X2": 0.44032, "Y2": 0.598, "X3": 0.44032, "Y3": 0.6138, "X4": 0.38727, "Y4": 0.6138, "page": 0, "Index": 279}, {"Word": "Phase:", "Confidence": 0.997, "X1": 0.44562, "Y1": 0.5982, "X2": 0.50398, "Y2": 0.598, "X3": 0.50398, "Y3": 0.6128, "X4": 0.44562, "Y4": 0.6138, "page": 0, "Index": 280}, {"Word": "85", "Confidence": 0.995, "X1": 0.50796, "Y1": 0.5982, "X2": 0.52918, "Y2": 0.598, "X3": 0.52918, "Y3": 0.6128, "X4": 0.50796, "Y4": 0.6128, "page": 0, "Index": 281}, {"Word": "mm", "Confidence": 0.997, "X1": 0.53581, "Y1": 0.5982, "X2": 0.56233, "Y2": 0.598, "X3": 0.56233, "Y3": 0.6128, "X4": 0.53581, "Y4": 0.6128, "page": 0, "Index": 282}, {"Word": "Blended", "Confidence": 0.981, "X1": 0.57162, "Y1": 0.5982, "X2": 0.63793, "Y2": 0.598, "X3": 0.63793, "Y3": 0.6118, "X4": 0.57162, "Y4": 0.6128, "page": 0, "Index": 283}, {"Word": "Filter", "Confidence": 0.997, "X1": 0.64456, "Y1": 0.5982, "X2": 0.69363, "Y2": 0.598, "X3": 0.69363, "Y3": 0.6118, "X4": 0.64456, "Y4": 0.6118, "page": 0, "Index": 284}, {"Word": "Cigarette,", "Confidence": 0.964, "X1": 0.69894, "Y1": 0.5982, "X2": 0.79045, "Y2": 0.598, "X3": 0.79045, "Y3": 0.6118, "X4": 0.69894, "Y4": 0.6118, "page": 0, "Index": 285}, {"Word": "20", "Confidence": 0.996, "X1": 0.79443, "Y1": 0.5982, "X2": 0.81565, "Y2": 0.598, "X3": 0.81565, "Y3": 0.6108, "X4": 0.79443, "Y4": 0.6118, "page": 0, "Index": 286}, {"Word": "mm", "Confidence": 0.998, "X1": 0.82095, "Y1": 0.5972, "X2": 0.84748, "Y2": 0.597, "X3": 0.84748, "Y3": 0.6108, "X4": 0.82095, "Y4": 0.6108, "page": 0, "Index": 287}, {"Word": "Cellulose", "Confidence": 0.957, "X1": 0.85942, "Y1": 0.5972, "X2": 0.93634, "Y2": 0.597, "X3": 0.93634, "Y3": 0.6108, "X4": 0.85942, "Y4": 0.6108, "page": 0, "Index": 288}, {"Word": "Acetate", "Confidence": 0.957, "X1": 0.59947, "Y1": 0.6122, "X2": 0.66711, "Y2": 0.612, "X3": 0.66578, "Y3": 0.6258, "X4": 0.59814, "Y4": 0.6258, "page": 0, "Index": 289}, {"Word": "Filter", "Confidence": 0.996, "X1": 0.67772, "Y1": 0.6122, "X2": 0.72546, "Y2": 0.612, "X3": 0.72546, "Y3": 0.6258, "X4": 0.67639, "Y4": 0.6258, "page": 0, "Index": 290}, {"Word": "Smoking", "Confidence": 0.995, "X1": 0.06499, "Y1": 0.6182, "X2": 0.12334, "Y2": 0.618, "X3": 0.12334, "Y3": 0.6338, "X4": 0.06499, "Y4": 0.6348, "page": 0, "Index": 291}, {"Word": "Machine", "Confidence": 0.995, "X1": 0.12732, "Y1": 0.6192, "X2": 0.19098, "Y2": 0.619, "X3": 0.19098, "Y3": 0.6338, "X4": 0.12732, "Y4": 0.6338, "page": 0, "Index": 292}, {"Word": "for", "Confidence": 0.998, "X1": 0.19496, "Y1": 0.6192, "X2": 0.21751, "Y2": 0.619, "X3": 0.21751, "Y3": 0.6328, "X4": 0.19496, "Y4": 0.6338, "page": 0, "Index": 293}, {"Word": "Gas", "Confidence": 0.998, "X1": 0.22149, "Y1": 0.6202, "X2": 0.25332, "Y2": 0.62, "X3": 0.25332, "Y3": 0.6328, "X4": 0.22149, "Y4": 0.6328, "page": 0, "Index": 294}, {"Word": "Chromatographic", "Confidence": 0.979, "X1": 0.06366, "Y1": 0.6342, "X2": 0.19363, "Y2": 0.634, "X3": 0.19231, "Y3": 0.6478, "X4": 0.06366, "Y4": 0.6478, "page": 0, "Index": 295}, {"Word": "Analysis", "Confidence": 0.996, "X1": 0.19761, "Y1": 0.6332, "X2": 0.25995, "Y2": 0.633, "X3": 0.25862, "Y3": 0.6478, "X4": 0.19629, "Y4": 0.6478, "page": 0, "Index": 296}, {"Word": "Individual", "Confidence": 0.954, "X1": 0.54907, "Y1": 0.6292, "X2": 0.61671, "Y2": 0.629, "X3": 0.61538, "Y3": 0.6438, "X4": 0.54775, "Y4": 0.6458, "page": 0, "Index": 297}, {"Word": "Puff-by-Puff", "Confidence": 0.938, "X1": 0.62069, "Y1": 0.6302, "X2": 0.71088, "Y2": 0.63, "X3": 0.70955, "Y3": 0.6438, "X4": 0.61936, "Y4": 0.6438, "page": 0, "Index": 298}, {"Word": "Analysis:", "Confidence": 0.994, "X1": 0.71485, "Y1": 0.6312, "X2": 0.78117, "Y2": 0.631, "X3": 0.78117, "Y3": 0.6458, "X4": 0.71353, "Y4": 0.6438, "page": 0, "Index": 299}, {"Word": "A", "Confidence": 0.994, "X1": 0.08355, "Y1": 0.6512, "X2": 0.09416, "Y2": 0.651, "X3": 0.09284, "Y3": 0.6648, "X4": 0.08223, "Y4": 0.6648, "page": 0, "Index": 300}, {"Word": "six-port", "Confidence": 0.995, "X1": 0.10212, "Y1": 0.6512, "X2": 0.16844, "Y2": 0.651, "X3": 0.16844, "Y3": 0.6648, "X4": 0.10212, "Y4": 0.6648, "page": 0, "Index": 301}, {"Word": "smoking", "Confidence": 0.997, "X1": 0.17241, "Y1": 0.6512, "X2": 0.23873, "Y2": 0.651, "X3": 0.23873, "Y3": 0.6648, "X4": 0.17241, "Y4": 0.6648, "page": 0, "Index": 302}, {"Word": "machine", "Confidence": 0.996, "X1": 0.24668, "Y1": 0.6502, "X2": 0.31565, "Y2": 0.65, "X3": 0.31565, "Y3": 0.6648, "X4": 0.24668, "Y4": 0.6648, "page": 0, "Index": 303}, {"Word": "de-", "Confidence": 0.998, "X1": 0.32095, "Y1": 0.6502, "X2": 0.34748, "Y2": 0.65, "X3": 0.34748, "Y3": 0.6648, "X4": 0.31963, "Y4": 0.6648, "page": 0, "Index": 304}, {"Word": "ug/35", "Confidence": 0.997, "X1": 0.61008, "Y1": 0.6452, "X2": 0.65517, "Y2": 0.645, "X3": 0.65517, "Y3": 0.6588, "X4": 0.61141, "Y4": 0.6588, "page": 0, "Index": 305}, {"Word": "cc", "Confidence": 0.97, "X1": 0.65915, "Y1": 0.6452, "X2": 0.67905, "Y2": 0.645, "X3": 0.67905, "Y3": 0.6588, "X4": 0.66048, "Y4": 0.6588, "page": 0, "Index": 306}, {"Word": "puff", "Confidence": 0.97, "X1": 0.68435, "Y1": 0.6462, "X2": 0.71618, "Y2": 0.646, "X3": 0.71618, "Y3": 0.6588, "X4": 0.68302, "Y4": 0.6588, "page": 0, "Index": 307}, {"Word": "principally", "Confidence": 0.992, "X1": 0.12069, "Y1": 0.6652, "X2": 0.20424, "Y2": 0.665, "X3": 0.20292, "Y3": 0.6778, "X4": 0.11936, "Y4": 0.6788, "page": 0, "Index": 308}, {"Word": "for", "Confidence": 0.998, "X1": 0.2069, "Y1": 0.6652, "X2": 0.23342, "Y2": 0.665, "X3": 0.2321, "Y3": 0.6778, "X4": 0.2069, "Y4": 0.6778, "page": 0, "Index": 309}, {"Word": "gas", "Confidence": 0.998, "X1": 0.2374, "Y1": 0.6652, "X2": 0.26525, "Y2": 0.665, "X3": 0.26393, "Y3": 0.6778, "X4": 0.23607, "Y4": 0.6778, "page": 0, "Index": 310}, {"Word": "chromato-", "Confidence": 0.819, "X1": 0.26923, "Y1": 0.6652, "X2": 0.34748, "Y2": 0.665, "X3": 0.34748, "Y3": 0.6778, "X4": 0.2679, "Y4": 0.6778, "page": 0, "Index": 311}, {"Word": ".5", "Confidence": 0.403, "X1": 0.70292, "Y1": 0.6652, "X2": 0.72149, "Y2": 0.665, "X3": 0.72016, "Y3": 0.6768, "X4": 0.70159, "Y4": 0.6758, "page": 0, "Index": 312}, {"Word": "signed", "Confidence": 0.997, "X1": 0.06499, "Y1": 0.6652, "X2": 0.11538, "Y2": 0.665, "X3": 0.11406, "Y3": 0.6788, "X4": 0.06366, "Y4": 0.6798, "page": 0, "Index": 313}, {"Word": "Puff", "Confidence": 0.981, "X1": 0.45889, "Y1": 0.6662, "X2": 0.48674, "Y2": 0.666, "X3": 0.48541, "Y3": 0.6808, "X4": 0.45756, "Y4": 0.6798, "page": 0, "Index": 314}, {"Word": "#", "Confidence": 0.995, "X1": 0.49072, "Y1": 0.6662, "X2": 0.50265, "Y2": 0.666, "X3": 0.50133, "Y3": 0.6808, "X4": 0.48939, "Y4": 0.6808, "page": 0, "Index": 315}, {"Word": "1", "Confidence": 0.67, "X1": 0.51724, "Y1": 0.6662, "X2": 0.52785, "Y2": 0.666, "X3": 0.52653, "Y3": 0.6798, "X4": 0.51459, "Y4": 0.6808, "page": 0, "Index": 316}, {"Word": "2", "Confidence": 0.995, "X1": 0.56897, "Y1": 0.6652, "X2": 0.5809, "Y2": 0.665, "X3": 0.5809, "Y3": 0.6798, "X4": 0.56897, "Y4": 0.6798, "page": 0, "Index": 317}, {"Word": "3", "Confidence": 0.996, "X1": 0.61538, "Y1": 0.6662, "X2": 0.62599, "Y2": 0.666, "X3": 0.62599, "Y3": 0.6798, "X4": 0.61538, "Y4": 0.6798, "page": 0, "Index": 318}, {"Word": "6", "Confidence": 0.915, "X1": 0.76127, "Y1": 0.6662, "X2": 0.77321, "Y2": 0.666, "X3": 0.77188, "Y3": 0.6788, "X4": 0.76127, "Y4": 0.6788, "page": 0, "Index": 319}, {"Word": "7", "Confidence": 0.99, "X1": 0.80637, "Y1": 0.6652, "X2": 0.81698, "Y2": 0.665, "X3": 0.81565, "Y3": 0.6788, "X4": 0.80504, "Y4": 0.6778, "page": 0, "Index": 320}, {"Word": ".", "Confidence": 0.804, "X1": 0.82493, "Y1": 0.6652, "X2": 0.83687, "Y2": 0.665, "X3": 0.83554, "Y3": 0.6788, "X4": 0.82493, "Y4": 0.6788, "page": 0, "Index": 321}, {"Word": "8", "Confidence": 0.994, "X1": 0.85411, "Y1": 0.6652, "X2": 0.86472, "Y2": 0.665, "X3": 0.8634, "Y3": 0.6788, "X4": 0.85279, "Y4": 0.6788, "page": 0, "Index": 322}, {"Word": "Average", "Confidence": 0.996, "X1": 0.87268, "Y1": 0.6672, "X2": 0.93899, "Y2": 0.667, "X3": 0.93767, "Y3": 0.6818, "X4": 0.87135, "Y4": 0.6788, "page": 0, "Index": 323}, {"Word": "graphic", "Confidence": 0.611, "X1": 0.06366, "Y1": 0.6792, "X2": 0.12732, "Y2": 0.679, "X3": 0.12599, "Y3": 0.6918, "X4": 0.06366, "Y4": 0.6928, "page": 0, "Index": 324}, {"Word": "analysis", "Confidence": 0.996, "X1": 0.13263, "Y1": 0.6782, "X2": 0.20027, "Y2": 0.678, "X3": 0.19894, "Y3": 0.6918, "X4": 0.13263, "Y4": 0.6918, "page": 0, "Index": 325}, {"Word": "of", "Confidence": 0.998, "X1": 0.20557, "Y1": 0.6782, "X2": 0.22414, "Y2": 0.678, "X3": 0.22414, "Y3": 0.6908, "X4": 0.20424, "Y4": 0.6918, "page": 0, "Index": 326}, {"Word": "the", "Confidence": 0.998, "X1": 0.22944, "Y1": 0.6782, "X2": 0.25729, "Y2": 0.678, "X3": 0.25597, "Y3": 0.6908, "X4": 0.22944, "Y4": 0.6908, "page": 0, "Index": 327}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.2626, "Y1": 0.6782, "X2": 0.313, "Y2": 0.678, "X3": 0.313, "Y3": 0.6908, "X4": 0.26127, "Y4": 0.6908, "page": 0, "Index": 328}, {"Word": "gas", "Confidence": 0.998, "X1": 0.31963, "Y1": 0.6782, "X2": 0.34748, "Y2": 0.678, "X3": 0.34748, "Y3": 0.6908, "X4": 0.3183, "Y4": 0.6908, "page": 0, "Index": 329}, {"Word": ".", "Confidence": 0.632, "X1": 0.35279, "Y1": 0.6792, "X2": 0.36207, "Y2": 0.679, "X3": 0.36207, "Y3": 0.6908, "X4": 0.35279, "Y4": 0.6908, "page": 0, "Index": 330}, {"Word": "phase", "Confidence": 0.995, "X1": 0.06499, "Y1": 0.6922, "X2": 0.11273, "Y2": 0.692, "X3": 0.11273, "Y3": 0.7058, "X4": 0.06631, "Y4": 0.7058, "page": 0, "Index": 331}, {"Word": "is", "Confidence": 0.998, "X1": 0.12069, "Y1": 0.6922, "X2": 0.13793, "Y2": 0.692, "X3": 0.13793, "Y3": 0.7058, "X4": 0.12069, "Y4": 0.7058, "page": 0, "Index": 332}, {"Word": "illustrated", "Confidence": 0.994, "X1": 0.14456, "Y1": 0.6922, "X2": 0.22944, "Y2": 0.692, "X3": 0.22812, "Y3": 0.7048, "X4": 0.14456, "Y4": 0.7058, "page": 0, "Index": 333}, {"Word": "in", "Confidence": 0.998, "X1": 0.2374, "Y1": 0.6912, "X2": 0.25464, "Y2": 0.691, "X3": 0.25464, "Y3": 0.7048, "X4": 0.2374, "Y4": 0.7048, "page": 0, "Index": 334}, {"Word": "Figures", "Confidence": 0.996, "X1": 0.26525, "Y1": 0.6912, "X2": 0.32891, "Y2": 0.691, "X3": 0.32891, "Y3": 0.7048, "X4": 0.26393, "Y4": 0.7048, "page": 0, "Index": 335}, {"Word": "8", "Confidence": 0.559, "X1": 0.33687, "Y1": 0.6912, "X2": 0.34748, "Y2": 0.691, "X3": 0.34615, "Y3": 0.7048, "X4": 0.33554, "Y4": 0.7048, "page": 0, "Index": 336}, {"Word": "Cigarette", "Confidence": 0.994, "X1": 0.38992, "Y1": 0.6872, "X2": 0.46286, "Y2": 0.687, "X3": 0.46286, "Y3": 0.7008, "X4": 0.38992, "Y4": 0.7028, "page": 0, "Index": 337}, {"Word": "#1", "Confidence": 0.998, "X1": 0.46684, "Y1": 0.6872, "X2": 0.49072, "Y2": 0.687, "X3": 0.49204, "Y3": 0.7008, "X4": 0.46684, "Y4": 0.7008, "page": 0, "Index": 338}, {"Word": "85.0", "Confidence": 0.641, "X1": 0.50398, "Y1": 0.6872, "X2": 0.53581, "Y2": 0.687, "X3": 0.53714, "Y3": 0.7008, "X4": 0.50398, "Y4": 0.7008, "page": 0, "Index": 339}, {"Word": "26.9", "Confidence": 0.985, "X1": 0.55305, "Y1": 0.6882, "X2": 0.58488, "Y2": 0.688, "X3": 0.58488, "Y3": 0.7018, "X4": 0.55305, "Y4": 0.7008, "page": 0, "Index": 340}, {"Word": "40.9", "Confidence": 0.979, "X1": 0.6008, "Y1": 0.6872, "X2": 0.62997, "Y2": 0.687, "X3": 0.62997, "Y3": 0.6998, "X4": 0.6008, "Y4": 0.6998, "page": 0, "Index": 341}, {"Word": "34.6", "Confidence": 0.987, "X1": 0.64721, "Y1": 0.6872, "X2": 0.68037, "Y2": 0.687, "X3": 0.68037, "Y3": 0.6998, "X4": 0.64721, "Y4": 0.6998, "page": 0, "Index": 342}, {"Word": "38.1", "Confidence": 0.887, "X1": 0.69496, "Y1": 0.6882, "X2": 0.72812, "Y2": 0.688, "X3": 0.72679, "Y3": 0.7008, "X4": 0.69496, "Y4": 0.6998, "page": 0, "Index": 343}, {"Word": "43.7", "Confidence": 0.944, "X1": 0.74271, "Y1": 0.6872, "X2": 0.77586, "Y2": 0.687, "X3": 0.77586, "Y3": 0.6998, "X4": 0.74271, "Y4": 0.6998, "page": 0, "Index": 344}, {"Word": "46.2", "Confidence": 0.991, "X1": 0.79178, "Y1": 0.6872, "X2": 0.82361, "Y2": 0.687, "X3": 0.82361, "Y3": 0.6988, "X4": 0.79178, "Y4": 0.6988, "page": 0, "Index": 345}, {"Word": "49.3", "Confidence": 0.993, "X1": 0.83952, "Y1": 0.6882, "X2": 0.8687, "Y2": 0.688, "X3": 0.87003, "Y3": 0.6998, "X4": 0.83952, "Y4": 0.6998, "page": 0, "Index": 346}, {"Word": "39.3", "Confidence": 0.981, "X1": 0.88727, "Y1": 0.6892, "X2": 0.91777, "Y2": 0.689, "X3": 0.91777, "Y3": 0.6998, "X4": 0.88727, "Y4": 0.6998, "page": 0, "Index": 347}, {"Word": "and", "Confidence": 0.998, "X1": 0.06631, "Y1": 0.7052, "X2": 0.09416, "Y2": 0.705, "X3": 0.09416, "Y3": 0.7178, "X4": 0.06631, "Y4": 0.7178, "page": 0, "Index": 348}, {"Word": "9.", "Confidence": 0.991, "X1": 0.09814, "Y1": 0.7052, "X2": 0.11538, "Y2": 0.705, "X3": 0.11538, "Y3": 0.7178, "X4": 0.09814, "Y4": 0.7178, "page": 0, "Index": 349}, {"Word": "The", "Confidence": 0.994, "X1": 0.11804, "Y1": 0.7052, "X2": 0.14854, "Y2": 0.705, "X3": 0.14854, "Y3": 0.7178, "X4": 0.11804, "Y4": 0.7178, "page": 0, "Index": 350}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.15119, "Y1": 0.7052, "X2": 0.21751, "Y2": 0.705, "X3": 0.21618, "Y3": 0.7178, "X4": 0.15119, "Y4": 0.7178, "page": 0, "Index": 351}, {"Word": "machine", "Confidence": 0.997, "X1": 0.22149, "Y1": 0.7062, "X2": 0.28912, "Y2": 0.706, "X3": 0.28912, "Y3": 0.7178, "X4": 0.22149, "Y4": 0.7178, "page": 0, "Index": 352}, {"Word": "is", "Confidence": 0.998, "X1": 0.2931, "Y1": 0.7062, "X2": 0.30902, "Y2": 0.706, "X3": 0.30902, "Y3": 0.7178, "X4": 0.29178, "Y4": 0.7178, "page": 0, "Index": 353}, {"Word": "cou-", "Confidence": 0.972, "X1": 0.313, "Y1": 0.7062, "X2": 0.34748, "Y2": 0.706, "X3": 0.34615, "Y3": 0.7178, "X4": 0.31167, "Y4": 0.7178, "page": 0, "Index": 354}, {"Word": "#2", "Confidence": 0.961, "X1": 0.46817, "Y1": 0.7032, "X2": 0.49072, "Y2": 0.703, "X3": 0.49072, "Y3": 0.7158, "X4": 0.46684, "Y4": 0.7158, "page": 0, "Index": 355}, {"Word": "25.6", "Confidence": 0.986, "X1": 0.50398, "Y1": 0.7022, "X2": 0.53581, "Y2": 0.702, "X3": 0.53581, "Y3": 0.7148, "X4": 0.50398, "Y4": 0.7148, "page": 0, "Index": 356}, {"Word": "33.0", "Confidence": 0.981, "X1": 0.5504, "Y1": 0.7002, "X2": 0.58355, "Y2": 0.7, "X3": 0.58355, "Y3": 0.7128, "X4": 0.55172, "Y4": 0.7138, "page": 0, "Index": 357}, {"Word": "21.8", "Confidence": 0.652, "X1": 0.6008, "Y1": 0.7002, "X2": 0.62997, "Y2": 0.7, "X3": 0.62997, "Y3": 0.7128, "X4": 0.59947, "Y4": 0.7118, "page": 0, "Index": 358}, {"Word": "26.4", "Confidence": 0.958, "X1": 0.64721, "Y1": 0.7002, "X2": 0.68037, "Y2": 0.7, "X3": 0.68037, "Y3": 0.7118, "X4": 0.64721, "Y4": 0.7128, "page": 0, "Index": 359}, {"Word": "21.5", "Confidence": 0.988, "X1": 0.69496, "Y1": 0.7002, "X2": 0.72812, "Y2": 0.7, "X3": 0.72812, "Y3": 0.7128, "X4": 0.69496, "Y4": 0.7128, "page": 0, "Index": 360}, {"Word": "31.0", "Confidence": 0.989, "X1": 0.74403, "Y1": 0.7002, "X2": 0.77586, "Y2": 0.7, "X3": 0.77454, "Y3": 0.7128, "X4": 0.74271, "Y4": 0.7118, "page": 0, "Index": 361}, {"Word": "30.1", "Confidence": 0.987, "X1": 0.79178, "Y1": 0.7002, "X2": 0.82361, "Y2": 0.7, "X3": 0.82228, "Y3": 0.7128, "X4": 0.79045, "Y4": 0.7118, "page": 0, "Index": 362}, {"Word": "38.1", "Confidence": 0.988, "X1": 0.8382, "Y1": 0.7012, "X2": 0.87003, "Y2": 0.701, "X3": 0.87003, "Y3": 0.7128, "X4": 0.8382, "Y4": 0.7128, "page": 0, "Index": 363}, {"Word": "28.8", "Confidence": 0.987, "X1": 0.88594, "Y1": 0.7012, "X2": 0.91777, "Y2": 0.701, "X3": 0.91777, "Y3": 0.7128, "X4": 0.88727, "Y4": 0.7128, "page": 0, "Index": 364}, {"Word": "#3", "Confidence": 0.993, "X1": 0.46817, "Y1": 0.7152, "X2": 0.48939, "Y2": 0.715, "X3": 0.48939, "Y3": 0.7268, "X4": 0.46684, "Y4": 0.7268, "page": 0, "Index": 365}, {"Word": "42.8", "Confidence": 0.983, "X1": 0.50531, "Y1": 0.7152, "X2": 0.53581, "Y2": 0.715, "X3": 0.53581, "Y3": 0.7278, "X4": 0.50398, "Y4": 0.7268, "page": 0, "Index": 366}, {"Word": "35.1", "Confidence": 0.982, "X1": 0.55172, "Y1": 0.7152, "X2": 0.58488, "Y2": 0.715, "X3": 0.58488, "Y3": 0.7278, "X4": 0.55172, "Y4": 0.7278, "page": 0, "Index": 367}, {"Word": "29.0", "Confidence": 0.988, "X1": 0.59947, "Y1": 0.7152, "X2": 0.62997, "Y2": 0.715, "X3": 0.62997, "Y3": 0.7258, "X4": 0.59947, "Y4": 0.7258, "page": 0, "Index": 368}, {"Word": "-38.7", "Confidence": 0.885, "X1": 0.63395, "Y1": 0.7152, "X2": 0.67905, "Y2": 0.715, "X3": 0.67772, "Y3": 0.7258, "X4": 0.63395, "Y4": 0.7258, "page": 0, "Index": 369}, {"Word": ".", "Confidence": 0.675, "X1": 0.6817, "Y1": 0.7152, "X2": 0.69098, "Y2": 0.715, "X3": 0.68966, "Y3": 0.7268, "X4": 0.6817, "Y4": 0.7258, "page": 0, "Index": 370}, {"Word": "33.9", "Confidence": 0.982, "X1": 0.69496, "Y1": 0.7142, "X2": 0.72679, "Y2": 0.714, "X3": 0.72679, "Y3": 0.7268, "X4": 0.69496, "Y4": 0.7268, "page": 0, "Index": 371}, {"Word": "35.0", "Confidence": 0.963, "X1": 0.74271, "Y1": 0.7142, "X2": 0.77454, "Y2": 0.714, "X3": 0.77454, "Y3": 0.7258, "X4": 0.74271, "Y4": 0.7258, "page": 0, "Index": 372}, {"Word": "34.4", "Confidence": 0.981, "X1": 0.79178, "Y1": 0.7152, "X2": 0.82228, "Y2": 0.715, "X3": 0.82095, "Y3": 0.7258, "X4": 0.79045, "Y4": 0.7248, "page": 0, "Index": 373}, {"Word": "36.6", "Confidence": 0.982, "X1": 0.83952, "Y1": 0.7152, "X2": 0.87003, "Y2": 0.715, "X3": 0.8687, "Y3": 0.7258, "X4": 0.8382, "Y4": 0.7258, "page": 0, "Index": 374}, {"Word": "35.7", "Confidence": 0.891, "X1": 0.88727, "Y1": 0.7152, "X2": 0.91777, "Y2": 0.715, "X3": 0.91777, "Y3": 0.7248, "X4": 0.88727, "Y4": 0.7248, "page": 0, "Index": 375}, {"Word": "pled", "Confidence": 0.994, "X1": 0.06631, "Y1": 0.7182, "X2": 0.09947, "Y2": 0.718, "X3": 0.09947, "Y3": 0.7318, "X4": 0.06631, "Y4": 0.7318, "page": 0, "Index": 376}, {"Word": "directly", "Confidence": 0.991, "X1": 0.10743, "Y1": 0.7182, "X2": 0.17109, "Y2": 0.718, "X3": 0.16976, "Y3": 0.7318, "X4": 0.10743, "Y4": 0.7318, "page": 0, "Index": 377}, {"Word": "to", "Confidence": 0.998, "X1": 0.17772, "Y1": 0.7182, "X2": 0.19761, "Y2": 0.718, "X3": 0.19761, "Y3": 0.7318, "X4": 0.17772, "Y4": 0.7318, "page": 0, "Index": 378}, {"Word": "an", "Confidence": 0.998, "X1": 0.20424, "Y1": 0.7182, "X2": 0.22414, "Y2": 0.718, "X3": 0.22414, "Y3": 0.7318, "X4": 0.20292, "Y4": 0.7318, "page": 0, "Index": 379}, {"Word": "F", "Confidence": 0.998, "X1": 0.23342, "Y1": 0.7182, "X2": 0.24403, "Y2": 0.718, "X3": 0.24403, "Y3": 0.7318, "X4": 0.23342, "Y4": 0.7318, "page": 0, "Index": 380}, {"Word": "and", "Confidence": 0.998, "X1": 0.25464, "Y1": 0.7182, "X2": 0.28515, "Y2": 0.718, "X3": 0.28515, "Y3": 0.7318, "X4": 0.25464, "Y4": 0.7318, "page": 0, "Index": 381}, {"Word": "M", "Confidence": 0.994, "X1": 0.2931, "Y1": 0.7182, "X2": 0.30371, "Y2": 0.718, "X3": 0.30371, "Y3": 0.7318, "X4": 0.2931, "Y4": 0.7318, "page": 0, "Index": 382}, {"Word": "609", "Confidence": 0.998, "X1": 0.3183, "Y1": 0.7182, "X2": 0.34748, "Y2": 0.718, "X3": 0.34748, "Y3": 0.7318, "X4": 0.3183, "Y4": 0.7318, "page": 0, "Index": 383}, {"Word": "chromatograph.", "Confidence": 0.934, "X1": 0.06631, "Y1": 0.7322, "X2": 0.19363, "Y2": 0.732, "X3": 0.19363, "Y3": 0.7448, "X4": 0.06631, "Y4": 0.7448, "page": 0, "Index": 384}, {"Word": "Each", "Confidence": 0.988, "X1": 0.20159, "Y1": 0.7312, "X2": 0.24138, "Y2": 0.731, "X3": 0.24138, "Y3": 0.7448, "X4": 0.20159, "Y4": 0.7448, "page": 0, "Index": 385}, {"Word": "port", "Confidence": 0.989, "X1": 0.25066, "Y1": 0.7312, "X2": 0.2878, "Y2": 0.731, "X3": 0.2878, "Y3": 0.7448, "X4": 0.25066, "Y4": 0.7448, "page": 0, "Index": 386}, {"Word": "on", "Confidence": 0.998, "X1": 0.29178, "Y1": 0.7312, "X2": 0.31167, "Y2": 0.731, "X3": 0.31167, "Y3": 0.7448, "X4": 0.29178, "Y4": 0.7448, "page": 0, "Index": 387}, {"Word": "the", "Confidence": 0.998, "X1": 0.32095, "Y1": 0.7312, "X2": 0.34748, "Y2": 0.731, "X3": 0.34748, "Y3": 0.7458, "X4": 0.32095, "Y4": 0.7448, "page": 0, "Index": 388}, {"Word": "#4", "Confidence": 0.979, "X1": 0.4695, "Y1": 0.7272, "X2": 0.49072, "Y2": 0.727, "X3": 0.49072, "Y3": 0.7398, "X4": 0.4695, "Y4": 0.7398, "page": 0, "Index": 389}, {"Word": "23.1", "Confidence": 0.987, "X1": 0.50531, "Y1": 0.7282, "X2": 0.53714, "Y2": 0.728, "X3": 0.53714, "Y3": 0.7408, "X4": 0.50531, "Y4": 0.7398, "page": 0, "Index": 390}, {"Word": "31.5", "Confidence": 0.98, "X1": 0.55172, "Y1": 0.7282, "X2": 0.58488, "Y2": 0.728, "X3": 0.58488, "Y3": 0.7398, "X4": 0.55172, "Y4": 0.7388, "page": 0, "Index": 391}, {"Word": "25.9", "Confidence": 0.988, "X1": 0.6008, "Y1": 0.7282, "X2": 0.6313, "Y2": 0.728, "X3": 0.62997, "Y3": 0.7398, "X4": 0.59947, "Y4": 0.7398, "page": 0, "Index": 392}, {"Word": "32.6", "Confidence": 0.991, "X1": 0.64721, "Y1": 0.7282, "X2": 0.67905, "Y2": 0.728, "X3": 0.67905, "Y3": 0.7398, "X4": 0.64721, "Y4": 0.7398, "page": 0, "Index": 393}, {"Word": "34.2", "Confidence": 0.991, "X1": 0.69363, "Y1": 0.7282, "X2": 0.72679, "Y2": 0.728, "X3": 0.72679, "Y3": 0.7398, "X4": 0.69496, "Y4": 0.7398, "page": 0, "Index": 394}, {"Word": "53.8", "Confidence": 0.984, "X1": 0.74403, "Y1": 0.7272, "X2": 0.77586, "Y2": 0.727, "X3": 0.77454, "Y3": 0.7398, "X4": 0.74271, "Y4": 0.7388, "page": 0, "Index": 395}, {"Word": "44.4", "Confidence": 0.982, "X1": 0.7931, "Y1": 0.7272, "X2": 0.82361, "Y2": 0.727, "X3": 0.82361, "Y3": 0.7388, "X4": 0.79178, "Y4": 0.7378, "page": 0, "Index": 396}, {"Word": "41.6", "Confidence": 0.991, "X1": 0.83952, "Y1": 0.7272, "X2": 0.87003, "Y2": 0.727, "X3": 0.87003, "Y3": 0.7388, "X4": 0.8382, "Y4": 0.7378, "page": 0, "Index": 397}, {"Word": "35.9", "Confidence": 0.947, "X1": 0.88594, "Y1": 0.7282, "X2": 0.91777, "Y2": 0.728, "X3": 0.91777, "Y3": 0.7398, "X4": 0.88594, "Y4": 0.7398, "page": 0, "Index": 398}, {"Word": "puffer", "Confidence": 0.993, "X1": 0.06499, "Y1": 0.7452, "X2": 0.11538, "Y2": 0.745, "X3": 0.11538, "Y3": 0.7578, "X4": 0.06366, "Y4": 0.7588, "page": 0, "Index": 399}, {"Word": "is", "Confidence": 0.998, "X1": 0.12202, "Y1": 0.7452, "X2": 0.13926, "Y2": 0.745, "X3": 0.13926, "Y3": 0.7578, "X4": 0.12069, "Y4": 0.7578, "page": 0, "Index": 400}, {"Word": "fitted", "Confidence": 0.955, "X1": 0.14589, "Y1": 0.7452, "X2": 0.18833, "Y2": 0.745, "X3": 0.18833, "Y3": 0.7578, "X4": 0.14456, "Y4": 0.7578, "page": 0, "Index": 401}, {"Word": "with", "Confidence": 0.982, "X1": 0.19629, "Y1": 0.7442, "X2": 0.23342, "Y2": 0.744, "X3": 0.23342, "Y3": 0.7578, "X4": 0.19496, "Y4": 0.7578, "page": 0, "Index": 402}, {"Word": "a", "Confidence": 0.996, "X1": 0.24138, "Y1": 0.7452, "X2": 0.25199, "Y2": 0.745, "X3": 0.25066, "Y3": 0.7578, "X4": 0.24138, "Y4": 0.7578, "page": 0, "Index": 403}, {"Word": "Average", "Confidence": 0.993, "X1": 0.39125, "Y1": 0.7432, "X2": 0.45623, "Y2": 0.743, "X3": 0.45491, "Y3": 0.7558, "X4": 0.38992, "Y4": 0.7548, "page": 0, "Index": 404}, {"Word": "31.6", "Confidence": 0.886, "X1": 0.50398, "Y1": 0.7412, "X2": 0.53581, "Y2": 0.741, "X3": 0.53581, "Y3": 0.7518, "X4": 0.50398, "Y4": 0.7518, "page": 0, "Index": 405}, {"Word": "31.6", "Confidence": 0.97, "X1": 0.55172, "Y1": 0.7402, "X2": 0.58488, "Y2": 0.74, "X3": 0.58355, "Y3": 0.7518, "X4": 0.55172, "Y4": 0.7518, "page": 0, "Index": 406}, {"Word": "30.2", "Confidence": 0.987, "X1": 0.59947, "Y1": 0.7422, "X2": 0.62997, "Y2": 0.742, "X3": 0.62865, "Y3": 0.7538, "X4": 0.59814, "Y4": 0.7538, "page": 0, "Index": 407}, {"Word": ".", "Confidence": 0.303, "X1": 0.63528, "Y1": 0.7422, "X2": 0.64324, "Y2": 0.742, "X3": 0.64324, "Y3": 0.7528, "X4": 0.63395, "Y4": 0.7538, "page": 0, "Index": 408}, {"Word": "33.1", "Confidence": 0.956, "X1": 0.64721, "Y1": 0.7412, "X2": 0.67905, "Y2": 0.741, "X3": 0.67772, "Y3": 0.7528, "X4": 0.64589, "Y4": 0.7528, "page": 0, "Index": 409}, {"Word": "31.9", "Confidence": 0.986, "X1": 0.69496, "Y1": 0.7412, "X2": 0.72679, "Y2": 0.741, "X3": 0.72679, "Y3": 0.7518, "X4": 0.69363, "Y4": 0.7528, "page": 0, "Index": 410}, {"Word": "40.9", "Confidence": 0.957, "X1": 0.74536, "Y1": 0.7412, "X2": 0.77454, "Y2": 0.741, "X3": 0.77454, "Y3": 0.7518, "X4": 0.74403, "Y4": 0.7508, "page": 0, "Index": 411}, {"Word": "38.8", "Confidence": 0.982, "X1": 0.79045, "Y1": 0.7412, "X2": 0.82228, "Y2": 0.741, "X3": 0.82095, "Y3": 0.7518, "X4": 0.79045, "Y4": 0.7518, "page": 0, "Index": 412}, {"Word": "41.4", "Confidence": 0.991, "X1": 0.8382, "Y1": 0.7412, "X2": 0.87003, "Y2": 0.741, "X3": 0.8687, "Y3": 0.7518, "X4": 0.8382, "Y4": 0.7518, "page": 0, "Index": 413}, {"Word": "34.9", "Confidence": 0.929, "X1": 0.88727, "Y1": 0.7402, "X2": 0.91777, "Y2": 0.74, "X3": 0.91645, "Y3": 0.7508, "X4": 0.88594, "Y4": 0.7518, "page": 0, "Index": 414}, {"Word": "Cambridge", "Confidence": 0.995, "X1": 0.25995, "Y1": 0.7452, "X2": 0.34881, "Y2": 0.745, "X3": 0.34881, "Y3": 0.7588, "X4": 0.25995, "Y4": 0.7578, "page": 0, "Index": 415}, {"Word": "filter", "Confidence": 0.991, "X1": 0.06631, "Y1": 0.7582, "X2": 0.10477, "Y2": 0.758, "X3": 0.10345, "Y3": 0.7708, "X4": 0.06499, "Y4": 0.7708, "page": 0, "Index": 416}, {"Word": "and", "Confidence": 0.998, "X1": 0.10743, "Y1": 0.7582, "X2": 0.13793, "Y2": 0.758, "X3": 0.13793, "Y3": 0.7718, "X4": 0.10743, "Y4": 0.7708, "page": 0, "Index": 417}, {"Word": "a", "Confidence": 0.991, "X1": 0.14191, "Y1": 0.7582, "X2": 0.15252, "Y2": 0.758, "X3": 0.15252, "Y3": 0.7718, "X4": 0.14191, "Y4": 0.7718, "page": 0, "Index": 418}, {"Word": "flow", "Confidence": 0.981, "X1": 0.1565, "Y1": 0.7582, "X2": 0.187, "Y2": 0.758, "X3": 0.18568, "Y3": 0.7718, "X4": 0.15517, "Y4": 0.7718, "page": 0, "Index": 419}, {"Word": "limiting", "Confidence": 0.994, "X1": 0.19363, "Y1": 0.7582, "X2": 0.25862, "Y2": 0.758, "X3": 0.25862, "Y3": 0.7718, "X4": 0.19363, "Y4": 0.7718, "page": 0, "Index": 420}, {"Word": "orifice.", "Confidence": 0.991, "X1": 0.2626, "Y1": 0.7582, "X2": 0.31963, "Y2": 0.758, "X3": 0.3183, "Y3": 0.7718, "X4": 0.2626, "Y4": 0.7718, "page": 0, "Index": 421}, {"Word": "All", "Confidence": 0.739, "X1": 0.32361, "Y1": 0.7582, "X2": 0.34881, "Y2": 0.758, "X3": 0.34748, "Y3": 0.7718, "X4": 0.32228, "Y4": 0.7718, "page": 0, "Index": 422}, {"Word": "ports", "Confidence": 0.997, "X1": 0.06499, "Y1": 0.7732, "X2": 0.10743, "Y2": 0.773, "X3": 0.10743, "Y3": 0.7858, "X4": 0.06499, "Y4": 0.7858, "page": 0, "Index": 423}, {"Word": "are", "Confidence": 0.998, "X1": 0.11538, "Y1": 0.7732, "X2": 0.14324, "Y2": 0.773, "X3": 0.14191, "Y3": 0.7848, "X4": 0.11406, "Y4": 0.7858, "page": 0, "Index": 424}, {"Word": "connected", "Confidence": 0.994, "X1": 0.14987, "Y1": 0.7722, "X2": 0.22944, "Y2": 0.772, "X3": 0.22812, "Y3": 0.7848, "X4": 0.14987, "Y4": 0.7848, "page": 0, "Index": 425}, {"Word": "to", "Confidence": 0.998, "X1": 0.2374, "Y1": 0.7722, "X2": 0.25464, "Y2": 0.772, "X3": 0.25464, "Y3": 0.7848, "X4": 0.23607, "Y4": 0.7848, "page": 0, "Index": 426}, {"Word": "a", "Confidence": 0.629, "X1": 0.2626, "Y1": 0.7722, "X2": 0.27188, "Y2": 0.772, "X3": 0.27188, "Y3": 0.7848, "X4": 0.26127, "Y4": 0.7848, "page": 0, "Index": 427}, {"Word": "common", "Confidence": 0.997, "X1": 0.28249, "Y1": 0.7722, "X2": 0.34615, "Y2": 0.772, "X3": 0.34483, "Y3": 0.7858, "X4": 0.28117, "Y4": 0.7848, "page": 0, "Index": 428}, {"Word": "Four-port", "Confidence": 0.982, "X1": 0.56233, "Y1": 0.7672, "X2": 0.6313, "Y2": 0.767, "X3": 0.62997, "Y3": 0.7818, "X4": 0.56101, "Y4": 0.7818, "page": 0, "Index": 429}, {"Word": "Smoking", "Confidence": 0.996, "X1": 0.63528, "Y1": 0.7682, "X2": 0.69761, "Y2": 0.768, "X3": 0.69629, "Y3": 0.7828, "X4": 0.63395, "Y4": 0.7818, "page": 0, "Index": 430}, {"Word": "Machine", "Confidence": 0.941, "X1": 0.70159, "Y1": 0.7692, "X2": 0.76393, "Y2": 0.769, "X3": 0.7626, "Y3": 0.7828, "X4": 0.70027, "Y4": 0.7828, "page": 0, "Index": 431}, {"Word": "evacuated", "Confidence": 0.896, "X1": 0.06631, "Y1": 0.7862, "X2": 0.14324, "Y2": 0.786, "X3": 0.14324, "Y3": 0.7988, "X4": 0.06631, "Y4": 0.7988, "page": 0, "Index": 432}, {"Word": "collection", "Confidence": 0.991, "X1": 0.15119, "Y1": 0.7852, "X2": 0.22812, "Y2": 0.785, "X3": 0.22679, "Y3": 0.7988, "X4": 0.15119, "Y4": 0.7988, "page": 0, "Index": 433}, {"Word": "system", "Confidence": 0.996, "X1": 0.23607, "Y1": 0.7852, "X2": 0.28647, "Y2": 0.785, "X3": 0.28515, "Y3": 0.7988, "X4": 0.23607, "Y4": 0.7988, "page": 0, "Index": 434}, {"Word": "which", "Confidence": 0.997, "X1": 0.29973, "Y1": 0.7852, "X2": 0.34615, "Y2": 0.785, "X3": 0.34483, "Y3": 0.7998, "X4": 0.29841, "Y4": 0.7988, "page": 0, "Index": 435}, {"Word": "No.", "Confidence": 0.993, "X1": 0.38992, "Y1": 0.7912, "X2": 0.41645, "Y2": 0.791, "X3": 0.41512, "Y3": 0.8048, "X4": 0.38859, "Y4": 0.8048, "page": 0, "Index": 436}, {"Word": "of", "Confidence": 0.998, "X1": 0.4191, "Y1": 0.7912, "X2": 0.43369, "Y2": 0.791, "X3": 0.43236, "Y3": 0.8058, "X4": 0.4191, "Y4": 0.8048, "page": 0, "Index": 437}, {"Word": "Cigarettes", "Confidence": 0.955, "X1": 0.43767, "Y1": 0.7902, "X2": 0.51857, "Y2": 0.79, "X3": 0.51724, "Y3": 0.8048, "X4": 0.43634, "Y4": 0.8058, "page": 0, "Index": 438}, {"Word": "No.", "Confidence": 0.995, "X1": 0.6008, "Y1": 0.7892, "X2": 0.62599, "Y2": 0.789, "X3": 0.62599, "Y3": 0.8048, "X4": 0.6008, "Y4": 0.8048, "page": 0, "Index": 439}, {"Word": "of", "Confidence": 0.998, "X1": 0.6313, "Y1": 0.7892, "X2": 0.64721, "Y2": 0.789, "X3": 0.64589, "Y3": 0.8048, "X4": 0.62997, "Y4": 0.8048, "page": 0, "Index": 440}, {"Word": "puffs", "Confidence": 0.958, "X1": 0.65119, "Y1": 0.7902, "X2": 0.68966, "Y2": 0.79, "X3": 0.68966, "Y3": 0.8048, "X4": 0.64987, "Y4": 0.8048, "page": 0, "Index": 441}, {"Word": "ug/35", "Confidence": 0.996, "X1": 0.80106, "Y1": 0.7912, "X2": 0.84615, "Y2": 0.791, "X3": 0.84615, "Y3": 0.8038, "X4": 0.80106, "Y4": 0.8038, "page": 0, "Index": 442}, {"Word": "cc", "Confidence": 0.673, "X1": 0.85013, "Y1": 0.7902, "X2": 0.86737, "Y2": 0.79, "X3": 0.86737, "Y3": 0.8038, "X4": 0.85013, "Y4": 0.8038, "page": 0, "Index": 443}, {"Word": "puff", "Confidence": 0.98, "X1": 0.87003, "Y1": 0.7892, "X2": 0.90318, "Y2": 0.789, "X3": 0.90318, "Y3": 0.8038, "X4": 0.87135, "Y4": 0.8038, "page": 0, "Index": 444}, {"Word": "in", "Confidence": 0.998, "X1": 0.06764, "Y1": 0.7992, "X2": 0.0809, "Y2": 0.799, "X3": 0.0809, "Y3": 0.8118, "X4": 0.06764, "Y4": 0.8118, "page": 0, "Index": 445}, {"Word": "turn", "Confidence": 0.991, "X1": 0.08621, "Y1": 0.7992, "X2": 0.12202, "Y2": 0.799, "X3": 0.12202, "Y3": 0.8118, "X4": 0.08621, "Y4": 0.8118, "page": 0, "Index": 446}, {"Word": "is", "Confidence": 0.998, "X1": 0.12865, "Y1": 0.7992, "X2": 0.14324, "Y2": 0.799, "X3": 0.14324, "Y3": 0.8118, "X4": 0.12732, "Y4": 0.8118, "page": 0, "Index": 447}, {"Word": "connected", "Confidence": 0.992, "X1": 0.14721, "Y1": 0.7992, "X2": 0.22679, "Y2": 0.799, "X3": 0.22679, "Y3": 0.8118, "X4": 0.14721, "Y4": 0.8118, "page": 0, "Index": 448}, {"Word": "to", "Confidence": 0.998, "X1": 0.2321, "Y1": 0.7992, "X2": 0.24934, "Y2": 0.799, "X3": 0.24934, "Y3": 0.8118, "X4": 0.2321, "Y4": 0.8118, "page": 0, "Index": 449}, {"Word": "the", "Confidence": 0.998, "X1": 0.25332, "Y1": 0.7992, "X2": 0.27984, "Y2": 0.799, "X3": 0.27984, "Y3": 0.8118, "X4": 0.25332, "Y4": 0.8118, "page": 0, "Index": 450}, {"Word": "vacuum", "Confidence": 0.941, "X1": 0.28515, "Y1": 0.7992, "X2": 0.34218, "Y2": 0.799, "X3": 0.34218, "Y3": 0.8128, "X4": 0.28515, "Y4": 0.8118, "page": 0, "Index": 451}, {"Word": "source", "Confidence": 0.755, "X1": 0.06631, "Y1": 0.8132, "X2": 0.11538, "Y2": 0.813, "X3": 0.11538, "Y3": 0.8258, "X4": 0.06631, "Y4": 0.8258, "page": 0, "Index": 452}, {"Word": "through", "Confidence": 0.997, "X1": 0.11804, "Y1": 0.8132, "X2": 0.1817, "Y2": 0.813, "X3": 0.1817, "Y3": 0.8258, "X4": 0.11804, "Y4": 0.8258, "page": 0, "Index": 453}, {"Word": "a", "Confidence": 0.998, "X1": 0.18568, "Y1": 0.8122, "X2": 0.19629, "Y2": 0.812, "X3": 0.19629, "Y3": 0.8258, "X4": 0.18568, "Y4": 0.8258, "page": 0, "Index": 454}, {"Word": "three-way", "Confidence": 0.992, "X1": 0.20027, "Y1": 0.8122, "X2": 0.27719, "Y2": 0.812, "X3": 0.27719, "Y3": 0.8258, "X4": 0.20027, "Y4": 0.8258, "page": 0, "Index": 455}, {"Word": "solenoid", "Confidence": 0.995, "X1": 0.28117, "Y1": 0.8112, "X2": 0.34748, "Y2": 0.811, "X3": 0.34748, "Y3": 0.8248, "X4": 0.28117, "Y4": 0.8258, "page": 0, "Index": 456}, {"Word": "32", "Confidence": 0.996, "X1": 0.63926, "Y1": 0.8122, "X2": 0.65517, "Y2": 0.812, "X3": 0.65517, "Y3": 0.8248, "X4": 0.63926, "Y4": 0.8248, "page": 0, "Index": 457}, {"Word": "37.2", "Confidence": 0.935, "X1": 0.83024, "Y1": 0.8122, "X2": 0.85942, "Y2": 0.812, "X3": 0.85942, "Y3": 0.8228, "X4": 0.83024, "Y4": 0.8228, "page": 0, "Index": 458}, {"Word": "32", "Confidence": 0.93, "X1": 0.63793, "Y1": 0.8242, "X2": 0.6565, "Y2": 0.824, "X3": 0.65782, "Y3": 0.8348, "X4": 0.63926, "Y4": 0.8368, "page": 0, "Index": 459}, {"Word": "34.0", "Confidence": 0.967, "X1": 0.83024, "Y1": 0.8252, "X2": 0.85809, "Y2": 0.825, "X3": 0.85809, "Y3": 0.8368, "X4": 0.83024, "Y4": 0.8368, "page": 0, "Index": 460}, {"Word": "valve.", "Confidence": 0.805, "X1": 0.06499, "Y1": 0.8262, "X2": 0.11406, "Y2": 0.826, "X3": 0.11406, "Y3": 0.8388, "X4": 0.06499, "Y4": 0.8388, "page": 0, "Index": 461}, {"Word": "The", "Confidence": 0.998, "X1": 0.11671, "Y1": 0.8262, "X2": 0.14854, "Y2": 0.826, "X3": 0.14854, "Y3": 0.8388, "X4": 0.11671, "Y4": 0.8388, "page": 0, "Index": 462}, {"Word": "solenoid", "Confidence": 0.847, "X1": 0.15252, "Y1": 0.8252, "X2": 0.21751, "Y2": 0.825, "X3": 0.21751, "Y3": 0.8388, "X4": 0.15119, "Y4": 0.8388, "page": 0, "Index": 463}, {"Word": "is", "Confidence": 0.998, "X1": 0.22149, "Y1": 0.8252, "X2": 0.2374, "Y2": 0.825, "X3": 0.2374, "Y3": 0.8388, "X4": 0.22149, "Y4": 0.8388, "page": 0, "Index": 464}, {"Word": "timed", "Confidence": 0.997, "X1": 0.24138, "Y1": 0.8252, "X2": 0.28647, "Y2": 0.825, "X3": 0.28515, "Y3": 0.8388, "X4": 0.24138, "Y4": 0.8388, "page": 0, "Index": 465}, {"Word": "to", "Confidence": 0.998, "X1": 0.29178, "Y1": 0.8252, "X2": 0.30902, "Y2": 0.825, "X3": 0.30769, "Y3": 0.8388, "X4": 0.29045, "Y4": 0.8388, "page": 0, "Index": 466}, {"Word": "take", "Confidence": 0.989, "X1": 0.31167, "Y1": 0.8252, "X2": 0.34881, "Y2": 0.825, "X3": 0.34748, "Y3": 0.8388, "X4": 0.31167, "Y4": 0.8388, "page": 0, "Index": 467}, {"Word": "puffs", "Confidence": 0.991, "X1": 0.06499, "Y1": 0.8402, "X2": 0.1061, "Y2": 0.84, "X3": 0.10743, "Y3": 0.8528, "X4": 0.06499, "Y4": 0.8528, "page": 0, "Index": 468}, {"Word": "at", "Confidence": 0.998, "X1": 0.11008, "Y1": 0.8402, "X2": 0.1313, "Y2": 0.84, "X3": 0.1313, "Y3": 0.8528, "X4": 0.11141, "Y4": 0.8528, "page": 0, "Index": 469}, {"Word": "one", "Confidence": 0.998, "X1": 0.13528, "Y1": 0.8402, "X2": 0.16578, "Y2": 0.84, "X3": 0.16578, "Y3": 0.8528, "X4": 0.13528, "Y4": 0.8528, "page": 0, "Index": 470}, {"Word": "minute", "Confidence": 0.997, "X1": 0.16976, "Y1": 0.8392, "X2": 0.22812, "Y2": 0.839, "X3": 0.22679, "Y3": 0.8528, "X4": 0.17109, "Y4": 0.8528, "page": 0, "Index": 471}, {"Word": "intervals.", "Confidence": 0.943, "X1": 0.2321, "Y1": 0.8392, "X2": 0.313, "Y2": 0.839, "X3": 0.313, "Y3": 0.8528, "X4": 0.2321, "Y4": 0.8528, "page": 0, "Index": 472}, {"Word": "The", "Confidence": 0.998, "X1": 0.31698, "Y1": 0.8392, "X2": 0.34881, "Y2": 0.839, "X3": 0.34748, "Y3": 0.8528, "X4": 0.31698, "Y4": 0.8528, "page": 0, "Index": 473}, {"Word": "32", "Confidence": 0.998, "X1": 0.63793, "Y1": 0.8372, "X2": 0.6565, "Y2": 0.837, "X3": 0.65782, "Y3": 0.8498, "X4": 0.63926, "Y4": 0.8508, "page": 0, "Index": 474}, {"Word": "38.2", "Confidence": 0.436, "X1": 0.83024, "Y1": 0.8382, "X2": 0.85809, "Y2": 0.838, "X3": 0.85809, "Y3": 0.8498, "X4": 0.83024, "Y4": 0.8498, "page": 0, "Index": 475}, {"Word": "total", "Confidence": 0.995, "X1": 0.06631, "Y1": 0.8532, "X2": 0.10477, "Y2": 0.853, "X3": 0.10477, "Y3": 0.8658, "X4": 0.06499, "Y4": 0.8658, "page": 0, "Index": 476}, {"Word": "volume", "Confidence": 0.995, "X1": 0.11008, "Y1": 0.8522, "X2": 0.16711, "Y2": 0.852, "X3": 0.16711, "Y3": 0.8658, "X4": 0.11008, "Y4": 0.8658, "page": 0, "Index": 477}, {"Word": "of", "Confidence": 0.998, "X1": 0.17374, "Y1": 0.8522, "X2": 0.19363, "Y2": 0.852, "X3": 0.19231, "Y3": 0.8658, "X4": 0.17241, "Y4": 0.8658, "page": 0, "Index": 478}, {"Word": "the", "Confidence": 0.998, "X1": 0.20027, "Y1": 0.8522, "X2": 0.22679, "Y2": 0.852, "X3": 0.22679, "Y3": 0.8658, "X4": 0.20027, "Y4": 0.8658, "page": 0, "Index": 479}, {"Word": "collection", "Confidence": 0.696, "X1": 0.23475, "Y1": 0.8532, "X2": 0.30637, "Y2": 0.853, "X3": 0.30504, "Y3": 0.8658, "X4": 0.23342, "Y4": 0.8658, "page": 0, "Index": 480}, {"Word": "sys-", "Confidence": 0.9, "X1": 0.31565, "Y1": 0.8542, "X2": 0.34748, "Y2": 0.854, "X3": 0.34748, "Y3": 0.8658, "X4": 0.31565, "Y4": 0.8658, "page": 0, "Index": 481}, {"Word": "82", "Confidence": 0.657, "X1": 0.6366, "Y1": 0.8492, "X2": 0.6565, "Y2": 0.849, "X3": 0.65915, "Y3": 0.8618, "X4": 0.63926, "Y4": 0.8638, "page": 0, "Index": 482}, {"Word": "01561833", "Confidence": 0.994, "X1": 0.79443, "Y1": 0.8672, "X2": 0.79178, "Y2": 0.867, "X3": 0.77321, "Y3": 0.8678, "X4": 0.77188, "Y4": 0.7758, "page": 0, "Index": 483}, {"Word": "33.8", "Confidence": 0.963, "X1": 0.83156, "Y1": 0.8512, "X2": 0.86207, "Y2": 0.851, "X3": 0.86207, "Y3": 0.8628, "X4": 0.83024, "Y4": 0.8618, "page": 0, "Index": 484}, {"Word": "on", "Confidence": 0.998, "X1": 0.32759, "Y1": 0.8662, "X2": 0.34748, "Y2": 0.866, "X3": 0.34615, "Y3": 0.8778, "X4": 0.32759, "Y4": 0.8788, "page": 0, "Index": 485}, {"Word": "32", "Confidence": 0.998, "X1": 0.63793, "Y1": 0.8622, "X2": 0.65782, "Y2": 0.862, "X3": 0.65782, "Y3": 0.8758, "X4": 0.63793, "Y4": 0.8758, "page": 0, "Index": 486}, {"Word": "36.0", "Confidence": 0.991, "X1": 0.83156, "Y1": 0.8652, "X2": 0.85942, "Y2": 0.865, "X3": 0.85942, "Y3": 0.8768, "X4": 0.83156, "Y4": 0.8768, "page": 0, "Index": 487}, {"Word": "tem,", "Confidence": 0.661, "X1": 0.06631, "Y1": 0.8662, "X2": 0.10477, "Y2": 0.866, "X3": 0.10345, "Y3": 0.8788, "X4": 0.06499, "Y4": 0.8788, "page": 0, "Index": 488}, {"Word": "210", "Confidence": 0.998, "X1": 0.10875, "Y1": 0.8662, "X2": 0.13528, "Y2": 0.866, "X3": 0.13528, "Y3": 0.8798, "X4": 0.10875, "Y4": 0.8788, "page": 0, "Index": 489}, {"Word": "cc,", "Confidence": 0.725, "X1": 0.14456, "Y1": 0.8662, "X2": 0.17109, "Y2": 0.866, "X3": 0.16976, "Y3": 0.8798, "X4": 0.14324, "Y4": 0.8798, "page": 0, "Index": 490}, {"Word": "is", "Confidence": 0.998, "X1": 0.17374, "Y1": 0.8662, "X2": 0.19098, "Y2": 0.866, "X3": 0.19098, "Y3": 0.8798, "X4": 0.17374, "Y4": 0.8798, "page": 0, "Index": 491}, {"Word": "equally", "Confidence": 0.919, "X1": 0.19894, "Y1": 0.8662, "X2": 0.25332, "Y2": 0.866, "X3": 0.25332, "Y3": 0.8798, "X4": 0.19761, "Y4": 0.8798, "page": 0, "Index": 492}, {"Word": "divided", "Confidence": 0.993, "X1": 0.2626, "Y1": 0.8662, "X2": 0.31963, "Y2": 0.866, "X3": 0.31963, "Y3": 0.8788, "X4": 0.26127, "Y4": 0.8798, "page": 0, "Index": 493}, {"Word": "either", "Confidence": 0.994, "X1": 0.06631, "Y1": 0.8802, "X2": 0.11273, "Y2": 0.88, "X3": 0.11273, "Y3": 0.8928, "X4": 0.06631, "Y4": 0.8938, "page": 0, "Index": 494}, {"Word": "side", "Confidence": 0.988, "X1": 0.11671, "Y1": 0.8802, "X2": 0.14854, "Y2": 0.88, "X3": 0.14854, "Y3": 0.8928, "X4": 0.11538, "Y4": 0.8928, "page": 0, "Index": 495}, {"Word": "of", "Confidence": 0.998, "X1": 0.15252, "Y1": 0.8802, "X2": 0.17109, "Y2": 0.88, "X3": 0.17109, "Y3": 0.8928, "X4": 0.15119, "Y4": 0.8928, "page": 0, "Index": 496}, {"Word": "a", "Confidence": 0.995, "X1": 0.17507, "Y1": 0.8802, "X2": 0.18568, "Y2": 0.88, "X3": 0.18435, "Y3": 0.8928, "X4": 0.17507, "Y4": 0.8928, "page": 0, "Index": 497}, {"Word": "10", "Confidence": 0.998, "X1": 0.18966, "Y1": 0.8802, "X2": 0.20955, "Y2": 0.88, "X3": 0.20955, "Y3": 0.8928, "X4": 0.18966, "Y4": 0.8928, "page": 0, "Index": 498}, {"Word": "cc", "Confidence": 0.861, "X1": 0.21485, "Y1": 0.8802, "X2": 0.2321, "Y2": 0.88, "X3": 0.23077, "Y3": 0.8928, "X4": 0.21353, "Y4": 0.8928, "page": 0, "Index": 499}, {"Word": "sample", "Confidence": 0.991, "X1": 0.23475, "Y1": 0.8802, "X2": 0.2878, "Y2": 0.88, "X3": 0.2878, "Y3": 0.8938, "X4": 0.23475, "Y4": 0.8928, "page": 0, "Index": 500}, {"Word": "loop", "Confidence": 0.983, "X1": 0.29178, "Y1": 0.8812, "X2": 0.32493, "Y2": 0.881, "X3": 0.32493, "Y3": 0.8938, "X4": 0.29178, "Y4": 0.8938, "page": 0, "Index": 501}, {"Word": "as", "Confidence": 0.998, "X1": 0.33024, "Y1": 0.8812, "X2": 0.34881, "Y2": 0.881, "X3": 0.34881, "Y3": 0.8938, "X4": 0.32891, "Y4": 0.8938, "page": 0, "Index": 502}, {"Word": "Average", "Confidence": 0.997, "X1": 0.75199, "Y1": 0.8802, "X2": 0.81698, "Y2": 0.88, "X3": 0.81698, "Y3": 0.8928, "X4": 0.75066, "Y4": 0.8908, "page": 0, "Index": 503}, {"Word": "35.8", "Confidence": 0.93, "X1": 0.83156, "Y1": 0.8782, "X2": 0.86207, "Y2": 0.878, "X3": 0.86207, "Y3": 0.8908, "X4": 0.83024, "Y4": 0.8908, "page": 0, "Index": 504}, {"Word": "s", "Confidence": 0.933, "X1": 0.87798, "Y1": 0.8782, "X2": 0.88727, "Y2": 0.878, "X3": 0.88727, "Y3": 0.8908, "X4": 0.87798, "Y4": 0.8908, "page": 0, "Index": 505}, {"Word": "=", "Confidence": 0.996, "X1": 0.89257, "Y1": 0.8782, "X2": 0.90318, "Y2": 0.878, "X3": 0.90186, "Y3": 0.8908, "X4": 0.89257, "Y4": 0.8908, "page": 0, "Index": 506}, {"Word": "1.9", "Confidence": 0.998, "X1": 0.91114, "Y1": 0.8782, "X2": 0.93501, "Y2": 0.878, "X3": 0.93369, "Y3": 0.8908, "X4": 0.91114, "Y4": 0.8908, "page": 0, "Index": 507}, {"Word": "depicted", "Confidence": 0.843, "X1": 0.06764, "Y1": 0.8932, "X2": 0.1313, "Y2": 0.893, "X3": 0.12997, "Y3": 0.9068, "X4": 0.06631, "Y4": 0.9068, "page": 0, "Index": 508}, {"Word": "in", "Confidence": 0.998, "X1": 0.13528, "Y1": 0.8932, "X2": 0.15252, "Y2": 0.893, "X3": 0.15252, "Y3": 0.9068, "X4": 0.13528, "Y4": 0.9068, "page": 0, "Index": 509}, {"Word": "Figure", "Confidence": 0.996, "X1": 0.16048, "Y1": 0.8932, "X2": 0.21485, "Y2": 0.893, "X3": 0.21485, "Y3": 0.9068, "X4": 0.15915, "Y4": 0.9068, "page": 0, "Index": 510}, {"Word": "9.", "Confidence": 0.997, "X1": 0.21883, "Y1": 0.8942, "X2": 0.23475, "Y2": 0.894, "X3": 0.23475, "Y3": 0.9068, "X4": 0.21883, "Y4": 0.9068, "page": 0, "Index": 511}, {"Word": "Properly", "Confidence": 0.995, "X1": 0.08223, "Y1": 0.9072, "X2": 0.15252, "Y2": 0.907, "X3": 0.15119, "Y3": 0.9218, "X4": 0.08223, "Y4": 0.9218, "page": 0, "Index": 512}, {"Word": "matched", "Confidence": 0.974, "X1": 0.16313, "Y1": 0.9072, "X2": 0.22812, "Y2": 0.907, "X3": 0.22679, "Y3": 0.9208, "X4": 0.1618, "Y4": 0.9208, "page": 0, "Index": 513}, {"Word": "flow", "Confidence": 0.982, "X1": 0.24005, "Y1": 0.9072, "X2": 0.27056, "Y2": 0.907, "X3": 0.27056, "Y3": 0.9208, "X4": 0.23873, "Y4": 0.9208, "page": 0, "Index": 514}, {"Word": "limiting", "Confidence": 0.994, "X1": 0.28382, "Y1": 0.9072, "X2": 0.34881, "Y2": 0.907, "X3": 0.34881, "Y3": 0.9208, "X4": 0.28382, "Y4": 0.9208, "page": 0, "Index": 515}, {"Word": "orifies", "Confidence": 0.982, "X1": 0.06631, "Y1": 0.9212, "X2": 0.11538, "Y2": 0.921, "X3": 0.11406, "Y3": 0.9348, "X4": 0.06499, "Y4": 0.9348, "page": 0, "Index": 516}, {"Word": "in", "Confidence": 0.998, "X1": 0.12334, "Y1": 0.9212, "X2": 0.13926, "Y2": 0.921, "X3": 0.13926, "Y3": 0.9348, "X4": 0.12202, "Y4": 0.9348, "page": 0, "Index": 517}, {"Word": "each", "Confidence": 0.983, "X1": 0.14987, "Y1": 0.9212, "X2": 0.18435, "Y2": 0.921, "X3": 0.18302, "Y3": 0.9348, "X4": 0.14854, "Y4": 0.9348, "page": 0, "Index": 518}, {"Word": "port", "Confidence": 0.991, "X1": 0.19363, "Y1": 0.9212, "X2": 0.22944, "Y2": 0.921, "X3": 0.22812, "Y3": 0.9348, "X4": 0.19231, "Y4": 0.9348, "page": 0, "Index": 519}, {"Word": "distribute", "Confidence": 0.991, "X1": 0.23607, "Y1": 0.9212, "X2": 0.31432, "Y2": 0.921, "X3": 0.313, "Y3": 0.9338, "X4": 0.23475, "Y4": 0.9348, "page": 0, "Index": 520}, {"Word": "the", "Confidence": 0.998, "X1": 0.32228, "Y1": 0.9212, "X2": 0.34881, "Y2": 0.921, "X3": 0.34748, "Y3": 0.9338, "X4": 0.32095, "Y4": 0.9338, "page": 0, "Index": 521}, {"Word": "to", "Confidence": 0.998, "X1": 0.37003, "Y1": 0.9212, "X2": 0.38462, "Y2": 0.921, "X3": 0.38462, "Y3": 0.9338, "X4": 0.37003, "Y4": 0.9338, "page": 0, "Index": 522}, {"Word": "render", "Confidence": 0.992, "X1": 0.38859, "Y1": 0.9212, "X2": 0.44297, "Y2": 0.921, "X3": 0.44297, "Y3": 0.9338, "X4": 0.38727, "Y4": 0.9338, "page": 0, "Index": 523}, {"Word": "the", "Confidence": 0.998, "X1": 0.44695, "Y1": 0.9212, "X2": 0.47347, "Y2": 0.921, "X3": 0.47347, "Y3": 0.9338, "X4": 0.44695, "Y4": 0.9338, "page": 0, "Index": 524}, {"Word": "effect", "Confidence": 0.952, "X1": 0.47613, "Y1": 0.9202, "X2": 0.52255, "Y2": 0.92, "X3": 0.52255, "Y3": 0.9328, "X4": 0.47613, "Y4": 0.9338, "page": 0, "Index": 525}, {"Word": "of", "Confidence": 0.998, "X1": 0.52653, "Y1": 0.9212, "X2": 0.54377, "Y2": 0.921, "X3": 0.54377, "Y3": 0.9328, "X4": 0.52653, "Y4": 0.9328, "page": 0, "Index": 526}, {"Word": "any", "Confidence": 0.998, "X1": 0.54775, "Y1": 0.9212, "X2": 0.57825, "Y2": 0.921, "X3": 0.57825, "Y3": 0.9328, "X4": 0.54775, "Y4": 0.9328, "page": 0, "Index": 527}, {"Word": "pressure", "Confidence": 0.995, "X1": 0.58223, "Y1": 0.9212, "X2": 0.65119, "Y2": 0.921, "X3": 0.65119, "Y3": 0.9338, "X4": 0.58223, "Y4": 0.9328, "page": 0, "Index": 528}, {"Word": "six-port", "Confidence": 0.994, "X1": 0.67241, "Y1": 0.9192, "X2": 0.7374, "Y2": 0.919, "X3": 0.7374, "Y3": 0.9328, "X4": 0.67241, "Y4": 0.9338, "page": 0, "Index": 529}, {"Word": "valve", "Confidence": 0.991, "X1": 0.75066, "Y1": 0.9192, "X2": 0.79443, "Y2": 0.919, "X3": 0.79443, "Y3": 0.9328, "X4": 0.75066, "Y4": 0.9328, "page": 0, "Index": 530}, {"Word": "into", "Confidence": 0.989, "X1": 0.80902, "Y1": 0.9192, "X2": 0.84483, "Y2": 0.919, "X3": 0.8435, "Y3": 0.9318, "X4": 0.80902, "Y4": 0.9328, "page": 0, "Index": 531}, {"Word": "the", "Confidence": 0.998, "X1": 0.85809, "Y1": 0.9192, "X2": 0.88594, "Y2": 0.919, "X3": 0.88594, "Y3": 0.9318, "X4": 0.85676, "Y4": 0.9318, "page": 0, "Index": 532}, {"Word": "carrier", "Confidence": 0.958, "X1": 0.8992, "Y1": 0.9202, "X2": 0.95889, "Y2": 0.92, "X3": 0.95889, "Y3": 0.9318, "X4": 0.8992, "Y4": 0.9318, "page": 0, "Index": 533}, {"Word": "drop", "Confidence": 0.988, "X1": 0.3687, "Y1": 0.9352, "X2": 0.40451, "Y2": 0.935, "X3": 0.40318, "Y3": 0.9478, "X4": 0.36737, "Y4": 0.9478, "page": 0, "Index": 534}, {"Word": "differentials", "Confidence": 0.858, "X1": 0.40981, "Y1": 0.9352, "X2": 0.50928, "Y2": 0.935, "X3": 0.50796, "Y3": 0.9468, "X4": 0.40981, "Y4": 0.9478, "page": 0, "Index": 535}, {"Word": "between", "Confidence": 0.958, "X1": 0.51194, "Y1": 0.9352, "X2": 0.57692, "Y2": 0.935, "X3": 0.57692, "Y3": 0.9468, "X4": 0.51194, "Y4": 0.9468, "page": 0, "Index": 536}, {"Word": "different", "Confidence": 0.953, "X1": 0.58355, "Y1": 0.9342, "X2": 0.65385, "Y2": 0.934, "X3": 0.65385, "Y3": 0.9468, "X4": 0.58223, "Y4": 0.9468, "page": 0, "Index": 537}, {"Word": "stream.", "Confidence": 0.991, "X1": 0.67639, "Y1": 0.9342, "X2": 0.7374, "Y2": 0.934, "X3": 0.7374, "Y3": 0.9468, "X4": 0.67639, "Y4": 0.9468, "page": 0, "Index": 538}, {"Word": "It", "Confidence": 0.998, "X1": 0.74138, "Y1": 0.9342, "X2": 0.75862, "Y2": 0.934, "X3": 0.75862, "Y3": 0.9468, "X4": 0.74138, "Y4": 0.9468, "page": 0, "Index": 539}, {"Word": "passes", "Confidence": 0.991, "X1": 0.76127, "Y1": 0.9342, "X2": 0.81565, "Y2": 0.934, "X3": 0.81432, "Y3": 0.9458, "X4": 0.76127, "Y4": 0.9468, "page": 0, "Index": 540}, {"Word": "through", "Confidence": 0.996, "X1": 0.82095, "Y1": 0.9332, "X2": 0.88329, "Y2": 0.933, "X3": 0.88329, "Y3": 0.9458, "X4": 0.82095, "Y4": 0.9458, "page": 0, "Index": 541}, {"Word": "one", "Confidence": 0.998, "X1": 0.89125, "Y1": 0.9342, "X2": 0.92042, "Y2": 0.934, "X3": 0.9191, "Y3": 0.9458, "X4": 0.89125, "Y4": 0.9458, "page": 0, "Index": 542}, {"Word": "arm", "Confidence": 0.998, "X1": 0.92573, "Y1": 0.9342, "X2": 0.95358, "Y2": 0.934, "X3": 0.95225, "Y3": 0.9458, "X4": 0.92573, "Y4": 0.9458, "page": 0, "Index": 543}, {"Word": "210", "Confidence": 0.998, "X1": 0.06499, "Y1": 0.9352, "X2": 0.09284, "Y2": 0.935, "X3": 0.09151, "Y3": 0.9488, "X4": 0.06366, "Y4": 0.9498, "page": 0, "Index": 544}, {"Word": "cc", "Confidence": 0.677, "X1": 0.09682, "Y1": 0.9352, "X2": 0.11671, "Y2": 0.935, "X3": 0.11538, "Y3": 0.9488, "X4": 0.09549, "Y4": 0.9488, "page": 0, "Index": 545}, {"Word": "total", "Confidence": 0.997, "X1": 0.11936, "Y1": 0.9352, "X2": 0.16048, "Y2": 0.935, "X3": 0.15915, "Y3": 0.9488, "X4": 0.11804, "Y4": 0.9488, "page": 0, "Index": 546}, {"Word": "puff", "Confidence": 0.97, "X1": 0.16313, "Y1": 0.9352, "X2": 0.19894, "Y2": 0.935, "X3": 0.19761, "Y3": 0.9488, "X4": 0.1618, "Y4": 0.9488, "page": 0, "Index": 547}, {"Word": "equitably", "Confidence": 0.95, "X1": 0.20292, "Y1": 0.9352, "X2": 0.27851, "Y2": 0.935, "X3": 0.27719, "Y3": 0.9488, "X4": 0.20159, "Y4": 0.9488, "page": 0, "Index": 548}, {"Word": "between", "Confidence": 0.996, "X1": 0.28249, "Y1": 0.9352, "X2": 0.34748, "Y2": 0.935, "X3": 0.34615, "Y3": 0.9488, "X4": 0.28117, "Y4": 0.9488, "page": 0, "Index": 549}, {"Word": "all", "Confidence": 0.997, "X1": 0.06631, "Y1": 0.9492, "X2": 0.08355, "Y2": 0.949, "X3": 0.08355, "Y3": 0.9628, "X4": 0.06631, "Y4": 0.9628, "page": 0, "Index": 550}, {"Word": "six", "Confidence": 0.998, "X1": 0.08753, "Y1": 0.9492, "X2": 0.11141, "Y2": 0.949, "X3": 0.11141, "Y3": 0.9628, "X4": 0.08753, "Y4": 0.9628, "page": 0, "Index": 551}, {"Word": "ports.", "Confidence": 0.991, "X1": 0.11538, "Y1": 0.9492, "X2": 0.1618, "Y2": 0.949, "X3": 0.16048, "Y3": 0.9628, "X4": 0.11406, "Y4": 0.9628, "page": 0, "Index": 552}, {"Word": "The", "Confidence": 0.997, "X1": 0.16446, "Y1": 0.9492, "X2": 0.19363, "Y2": 0.949, "X3": 0.19363, "Y3": 0.9628, "X4": 0.16446, "Y4": 0.9628, "page": 0, "Index": 553}, {"Word": "high", "Confidence": 0.988, "X1": 0.19761, "Y1": 0.9492, "X2": 0.23342, "Y2": 0.949, "X3": 0.23342, "Y3": 0.9628, "X4": 0.19629, "Y4": 0.9628, "page": 0, "Index": 554}, {"Word": "pressure", "Confidence": 0.965, "X1": 0.2374, "Y1": 0.9492, "X2": 0.30637, "Y2": 0.949, "X3": 0.30637, "Y3": 0.9628, "X4": 0.2374, "Y4": 0.9628, "page": 0, "Index": 555}, {"Word": "drop", "Confidence": 0.981, "X1": 0.31034, "Y1": 0.9492, "X2": 0.34615, "Y2": 0.949, "X3": 0.34615, "Y3": 0.9628, "X4": 0.31034, "Y4": 0.9628, "page": 0, "Index": 556}, {"Word": "cigarettes", "Confidence": 0.994, "X1": 0.37135, "Y1": 0.9482, "X2": 0.4496, "Y2": 0.948, "X3": 0.44828, "Y3": 0.9608, "X4": 0.37003, "Y4": 0.9628, "page": 0, "Index": 557}, {"Word": "insignificant.", "Confidence": 0.991, "X1": 0.45491, "Y1": 0.9492, "X2": 0.56366, "Y2": 0.949, "X3": 0.56233, "Y3": 0.9598, "X4": 0.45358, "Y4": 0.9608, "page": 0, "Index": 558}, {"Word": "of", "Confidence": 0.998, "X1": 0.67639, "Y1": 0.9482, "X2": 0.69231, "Y2": 0.948, "X3": 0.69231, "Y3": 0.9598, "X4": 0.67507, "Y4": 0.9598, "page": 0, "Index": 559}, {"Word": "an", "Confidence": 0.998, "X1": 0.69629, "Y1": 0.9482, "X2": 0.71485, "Y2": 0.948, "X3": 0.71353, "Y3": 0.9598, "X4": 0.69496, "Y4": 0.9598, "page": 0, "Index": 560}, {"Word": "eight-port", "Confidence": 0.991, "X1": 0.72016, "Y1": 0.9472, "X2": 0.80239, "Y2": 0.947, "X3": 0.80106, "Y3": 0.9588, "X4": 0.72016, "Y4": 0.9598, "page": 0, "Index": 561}, {"Word": "valve", "Confidence": 0.995, "X1": 0.80504, "Y1": 0.9472, "X2": 0.84748, "Y2": 0.947, "X3": 0.84748, "Y3": 0.9588, "X4": 0.80371, "Y4": 0.9588, "page": 0, "Index": 562}, {"Word": "to", "Confidence": 0.998, "X1": 0.85279, "Y1": 0.9472, "X2": 0.8687, "Y2": 0.947, "X3": 0.8687, "Y3": 0.9588, "X4": 0.85146, "Y4": 0.9588, "page": 0, "Index": 563}, {"Word": "one", "Confidence": 0.998, "X1": 0.87268, "Y1": 0.9472, "X2": 0.90186, "Y2": 0.947, "X3": 0.90186, "Y3": 0.9588, "X4": 0.87135, "Y4": 0.9588, "page": 0, "Index": 564}, {"Word": "of", "Confidence": 0.998, "X1": 0.90584, "Y1": 0.9472, "X2": 0.9244, "Y2": 0.947, "X3": 0.9244, "Y3": 0.9588, "X4": 0.90451, "Y4": 0.9588, "page": 0, "Index": 565}, {"Word": "two", "Confidence": 0.998, "X1": 0.92838, "Y1": 0.9472, "X2": 0.95889, "Y2": 0.947, "X3": 0.95756, "Y3": 0.9588, "X4": 0.92706, "Y4": 0.9588, "page": 0, "Index": 566}, {"Word": "of", "Confidence": 0.998, "X1": 0.06631, "Y1": 0.9632, "X2": 0.08355, "Y2": 0.963, "X3": 0.08355, "Y3": 0.9758, "X4": 0.06631, "Y4": 0.9758, "page": 0, "Index": 567}, {"Word": "the", "Confidence": 0.998, "X1": 0.08886, "Y1": 0.9632, "X2": 0.11538, "Y2": 0.963, "X3": 0.11538, "Y3": 0.9758, "X4": 0.08886, "Y4": 0.9758, "page": 0, "Index": 568}, {"Word": "flow", "Confidence": 0.666, "X1": 0.12202, "Y1": 0.9632, "X2": 0.15119, "Y2": 0.963, "X3": 0.15119, "Y3": 0.9768, "X4": 0.12202, "Y4": 0.9758, "page": 0, "Index": 569}, {"Word": "limiting", "Confidence": 0.994, "X1": 0.16048, "Y1": 0.9632, "X2": 0.22546, "Y2": 0.963, "X3": 0.22414, "Y3": 0.9758, "X4": 0.16048, "Y4": 0.9768, "page": 0, "Index": 570}, {"Word": "orifices", "Confidence": 0.977, "X1": 0.23077, "Y1": 0.9632, "X2": 0.29178, "Y2": 0.963, "X3": 0.29045, "Y3": 0.9758, "X4": 0.23077, "Y4": 0.9758, "page": 0, "Index": 571}, {"Word": "serves", "Confidence": 0.993, "X1": 0.29708, "Y1": 0.9642, "X2": 0.34881, "Y2": 0.964, "X3": 0.34748, "Y3": 0.9748, "X4": 0.29576, "Y4": 0.9758, "page": 0, "Index": 572}, {"Word": "The", "Confidence": 0.998, "X1": 0.38992, "Y1": 0.9622, "X2": 0.41512, "Y2": 0.962, "X3": 0.41512, "Y3": 0.9758, "X4": 0.38859, "Y4": 0.9758, "page": 0, "Index": 573}, {"Word": "sample", "Confidence": 0.997, "X1": 0.4191, "Y1": 0.9622, "X2": 0.4748, "Y2": 0.962, "X3": 0.47347, "Y3": 0.9758, "X4": 0.4191, "Y4": 0.9758, "page": 0, "Index": 574}, {"Word": "is", "Confidence": 0.998, "X1": 0.47878, "Y1": 0.9612, "X2": 0.49204, "Y2": 0.961, "X3": 0.49072, "Y3": 0.9758, "X4": 0.47745, "Y4": 0.9758, "page": 0, "Index": 575}, {"Word": "switched", "Confidence": 0.991, "X1": 0.49602, "Y1": 0.9612, "X2": 0.56366, "Y2": 0.961, "X3": 0.56366, "Y3": 0.9758, "X4": 0.49469, "Y4": 0.9758, "page": 0, "Index": 576}, {"Word": "by", "Confidence": 0.998, "X1": 0.56764, "Y1": 0.9612, "X2": 0.58753, "Y2": 0.961, "X3": 0.58753, "Y3": 0.9758, "X4": 0.56764, "Y4": 0.9758, "page": 0, "Index": 577}, {"Word": "a", "Confidence": 0.998, "X1": 0.59151, "Y1": 0.9612, "X2": 0.60212, "Y2": 0.961, "X3": 0.6008, "Y3": 0.9758, "X4": 0.59151, "Y4": 0.9758, "page": 0, "Index": 578}, {"Word": "linear", "Confidence": 0.995, "X1": 0.6061, "Y1": 0.9612, "X2": 0.65385, "Y2": 0.961, "X3": 0.65252, "Y3": 0.9748, "X4": 0.60477, "Y4": 0.9758, "page": 0, "Index": 579}, {"Word": "columns,", "Confidence": 0.991, "X1": 0.67639, "Y1": 0.9612, "X2": 0.74934, "Y2": 0.961, "X3": 0.74801, "Y3": 0.9748, "X4": 0.67507, "Y4": 0.9748, "page": 0, "Index": 580}, {"Word": "back", "Confidence": 0.988, "X1": 0.75464, "Y1": 0.9602, "X2": 0.79178, "Y2": 0.96, "X3": 0.79178, "Y3": 0.9738, "X4": 0.75332, "Y4": 0.9748, "page": 0, "Index": 581}, {"Word": "through", "Confidence": 0.997, "X1": 0.80239, "Y1": 0.9602, "X2": 0.86737, "Y2": 0.96, "X3": 0.86605, "Y3": 0.9738, "X4": 0.80239, "Y4": 0.9738, "page": 0, "Index": 582}, {"Word": "the", "Confidence": 0.998, "X1": 0.87798, "Y1": 0.9602, "X2": 0.90716, "Y2": 0.96, "X3": 0.90584, "Y3": 0.9738, "X4": 0.87666, "Y4": 0.9738, "page": 0, "Index": 583}, {"Word": "valve", "Confidence": 0.991, "X1": 0.91512, "Y1": 0.9602, "X2": 0.96021, "Y2": 0.96, "X3": 0.96021, "Y3": 0.9728, "X4": 0.91512, "Y4": 0.9738, "page": 0, "Index": 584}]}	"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"
fflg0121	0	{"lines_data": [{"Word": "fire brick coated with 255% by", "Confidence": 0.79067, "X1": 0.06085, "Y1": 0.0132, "X2": 0.34127, "Y2": 0.013, "X3": 0.34127, "Y3": 0.0278, "X4": 0.06085, "Y4": 0.0278, "page": 0}, {"Word": "TABLE 2. Yield of Oxides of Nitrogen (calculated as ug NO/35", "Confidence": 0.98236, "X1": 0.37963, "Y1": 0.0202, "X2": 0.93122, "Y2": 0.02, "X3": 0.93122, "Y3": 0.0348, "X4": 0.37963, "Y4": 0.0358, "page": 0}, {"Word": "weight Ucon Polar 50 HB 280X. The", "Confidence": 0.99257, "X1": 0.05952, "Y1": 0.0272, "X2": 0.34259, "Y2": 0.027, "X3": 0.34259, "Y3": 0.0418, "X4": 0.05952, "Y4": 0.0418, "page": 0}, {"Word": "cc puff)", "Confidence": 0.7615, "X1": 0.61772, "Y1": 0.0372, "X2": 0.6918, "Y2": 0.037, "X3": 0.6918, "Y3": 0.0478, "X4": 0.61772, "Y4": 0.0488, "page": 0}, {"Word": "column was maintained at 25\u2103 for", "Confidence": 0.92667, "X1": 0.06085, "Y1": 0.0412, "X2": 0.34392, "Y2": 0.041, "X3": 0.34392, "Y3": 0.0548, "X4": 0.06085, "Y4": 0.0558, "page": 0}, {"Word": "2", "Confidence": 0.996, "X1": 0.55291, "Y1": 0.0552, "X2": 0.56746, "Y2": 0.055, "X3": 0.56614, "Y3": 0.0678, "X4": 0.55291, "Y4": 0.0678, "page": 0}, {"Word": "3", "Confidence": 0.996, "X1": 0.60847, "Y1": 0.0542, "X2": 0.62037, "Y2": 0.054, "X3": 0.62037, "Y3": 0.0668, "X4": 0.60847, "Y4": 0.0668, "page": 0}, {"Word": "5", "Confidence": 0.991, "X1": 0.72222, "Y1": 0.0542, "X2": 0.73413, "Y2": 0.054, "X3": 0.73413, "Y3": 0.0678, "X4": 0.72222, "Y4": 0.0678, "page": 0}, {"Word": "25 min ., programmed at 1.3\u2103 per", "Confidence": 0.87171, "X1": 0.06085, "Y1": 0.0552, "X2": 0.34392, "Y2": 0.055, "X3": 0.34392, "Y3": 0.0698, "X4": 0.06085, "Y4": 0.0698, "page": 0}, {"Word": "Puff #", "Confidence": 0.983, "X1": 0.46296, "Y1": 0.0552, "X2": 0.5172, "Y2": 0.055, "X3": 0.51587, "Y3": 0.0698, "X4": 0.46164, "Y4": 0.0678, "page": 0}, {"Word": "7 Average", "Confidence": 0.829, "X1": 0.83333, "Y1": 0.0552, "X2": 0.93254, "Y2": 0.055, "X3": 0.93254, "Y3": 0.0688, "X4": 0.83201, "Y4": 0.0668, "page": 0}, {"Word": "minute to 80\u2103 and maintained at", "Confidence": 0.95717, "X1": 0.05952, "Y1": 0.0682, "X2": 0.34259, "Y2": 0.068, "X3": 0.34259, "Y3": 0.0818, "X4": 0.05952, "Y4": 0.0818, "page": 0}, {"Word": "11.8", "Confidence": 0.97, "X1": 0.60185, "Y1": 0.0762, "X2": 0.63095, "Y2": 0.076, "X3": 0.63228, "Y3": 0.0878, "X4": 0.60317, "Y4": 0.0868, "page": 0}, {"Word": "16.5", "Confidence": 0.571, "X1": 0.71032, "Y1": 0.0762, "X2": 0.73942, "Y2": 0.076, "X3": 0.73942, "Y3": 0.0878, "X4": 0.71032, "Y4": 0.0868, "page": 0}, {"Word": "14.3", "Confidence": 0.819, "X1": 0.76852, "Y1": 0.0762, "X2": 0.79762, "Y2": 0.076, "X3": 0.79762, "Y3": 0.0878, "X4": 0.76852, "Y4": 0.0868, "page": 0}, {"Word": "12.4", "Confidence": 0.731, "X1": 0.82407, "Y1": 0.0742, "X2": 0.85317, "Y2": 0.074, "X3": 0.85317, "Y3": 0.0868, "X4": 0.8254, "Y4": 0.0868, "page": 0}, {"Word": "13.3", "Confidence": 0.68, "X1": 0.88095, "Y1": 0.0762, "X2": 0.91402, "Y2": 0.076, "X3": 0.91402, "Y3": 0.0868, "X4": 0.88095, "Y4": 0.0868, "page": 0}, {"Word": "this temperature for completion of", "Confidence": 0.9944, "X1": 0.05952, "Y1": 0.0822, "X2": 0.34392, "Y2": 0.082, "X3": 0.34392, "Y3": 0.0958, "X4": 0.05952, "Y4": 0.0958, "page": 0}, {"Word": "Brand A Mach.", "Confidence": 0.99533, "X1": 0.37963, "Y1": 0.0752, "X2": 0.51058, "Y2": 0.075, "X3": 0.51058, "Y3": 0.0888, "X4": 0.37963, "Y4": 0.0888, "page": 0}, {"Word": "12.9", "Confidence": 0.854, "X1": 0.54365, "Y1": 0.0772, "X2": 0.57275, "Y2": 0.077, "X3": 0.57275, "Y3": 0.0888, "X4": 0.54365, "Y4": 0.0878, "page": 0}, {"Word": "12.1", "Confidence": 0.987, "X1": 0.65344, "Y1": 0.0772, "X2": 0.68651, "Y2": 0.077, "X3": 0.68519, "Y3": 0.0888, "X4": 0.65344, "Y4": 0.0888, "page": 0}, {"Word": "Flask", "Confidence": 0.995, "X1": 0.46429, "Y1": 0.0912, "X2": 0.50794, "Y2": 0.091, "X3": 0.50794, "Y3": 0.1028, "X4": 0.46429, "Y4": 0.1018, "page": 0}, {"Word": "11.4", "Confidence": 0.989, "X1": 0.54233, "Y1": 0.0912, "X2": 0.57804, "Y2": 0.091, "X3": 0.57804, "Y3": 0.1028, "X4": 0.54233, "Y4": 0.1018, "page": 0}, {"Word": "13.6", "Confidence": 0.981, "X1": 0.59656, "Y1": 0.0912, "X2": 0.63228, "Y2": 0.091, "X3": 0.63228, "Y3": 0.1018, "X4": 0.59656, "Y4": 0.1018, "page": 0}, {"Word": "11.0", "Confidence": 0.987, "X1": 0.65741, "Y1": 0.0902, "X2": 0.68783, "Y2": 0.09, "X3": 0.68783, "Y3": 0.1018, "X4": 0.65873, "Y4": 0.1018, "page": 0}, {"Word": "12.6", "Confidence": 0.988, "X1": 0.70899, "Y1": 0.0902, "X2": 0.74339, "Y2": 0.09, "X3": 0.74206, "Y3": 0.1018, "X4": 0.70899, "Y4": 0.1018, "page": 0}, {"Word": "14.0", "Confidence": 0.991, "X1": 0.7672, "Y1": 0.0902, "X2": 0.79762, "Y2": 0.09, "X3": 0.79762, "Y3": 0.1018, "X4": 0.76587, "Y4": 0.1018, "page": 0}, {"Word": "18.2", "Confidence": 0.767, "X1": 0.82407, "Y1": 0.0882, "X2": 0.8545, "Y2": 0.088, "X3": 0.8545, "Y3": 0.0998, "X4": 0.82407, "Y4": 0.1008, "page": 0}, {"Word": "13.5", "Confidence": 0.941, "X1": 0.87831, "Y1": 0.0892, "X2": 0.9127, "Y2": 0.089, "X3": 0.9127, "Y3": 0.0998, "X4": 0.87831, "Y4": 0.0998, "page": 0}, {"Word": "01", "Confidence": 0.521, "X1": 0.00661, "Y1": 0.1012, "X2": 0.01984, "Y2": 0.101, "X3": 0.01984, "Y3": 0.1118, "X4": 0.00661, "Y4": 0.1118, "page": 0}, {"Word": "the chromatogram.", "Confidence": 0.993, "X1": 0.05688, "Y1": 0.0962, "X2": 0.20635, "Y2": 0.096, "X3": 0.20635, "Y3": 0.1108, "X4": 0.05688, "Y4": 0.1098, "page": 0}, {"Word": "Brand B", "Confidence": 0.9965, "X1": 0.37831, "Y1": 0.1022, "X2": 0.44841, "Y2": 0.102, "X3": 0.44841, "Y3": 0.1168, "X4": 0.37831, "Y4": 0.1168, "page": 0}, {"Word": "Mach.", "Confidence": 0.817, "X1": 0.46296, "Y1": 0.1052, "X2": 0.50926, "Y2": 0.105, "X3": 0.51058, "Y3": 0.1158, "X4": 0.46296, "Y4": 0.1158, "page": 0}, {"Word": "21.9", "Confidence": 0.998, "X1": 0.54365, "Y1": 0.1032, "X2": 0.5754, "Y2": 0.103, "X3": 0.5754, "Y3": 0.1148, "X4": 0.54365, "Y4": 0.1138, "page": 0}, {"Word": "22.1", "Confidence": 0.981, "X1": 0.59656, "Y1": 0.1042, "X2": 0.63095, "Y2": 0.104, "X3": 0.63095, "Y3": 0.1148, "X4": 0.59656, "Y4": 0.1148, "page": 0}, {"Word": "21.5", "Confidence": 0.962, "X1": 0.65873, "Y1": 0.1032, "X2": 0.68783, "Y2": 0.103, "X3": 0.68783, "Y3": 0.1148, "X4": 0.65873, "Y4": 0.1148, "page": 0}, {"Word": "25.1", "Confidence": 0.81, "X1": 0.70899, "Y1": 0.1042, "X2": 0.7381, "Y2": 0.104, "X3": 0.7381, "Y3": 0.1158, "X4": 0.70899, "Y4": 0.1158, "page": 0}, {"Word": "21.4", "Confidence": 0.982, "X1": 0.7672, "Y1": 0.1032, "X2": 0.80159, "Y2": 0.103, "X3": 0.80159, "Y3": 0.1148, "X4": 0.76852, "Y4": 0.1148, "page": 0}, {"Word": "23.2", "Confidence": 0.998, "X1": 0.82143, "Y1": 0.1032, "X2": 0.85582, "Y2": 0.103, "X3": 0.85582, "Y3": 0.1148, "X4": 0.82143, "Y4": 0.1148, "page": 0}, {"Word": "22.5", "Confidence": 0.955, "X1": 0.87698, "Y1": 0.1032, "X2": 0.9127, "Y2": 0.103, "X3": 0.9127, "Y3": 0.1128, "X4": 0.87831, "Y4": 0.1128, "page": 0}, {"Word": "From this array of peaks eleven", "Confidence": 0.99433, "X1": 0.06878, "Y1": 0.1092, "X2": 0.34127, "Y2": 0.109, "X3": 0.34127, "Y3": 0.1238, "X4": 0.06878, "Y4": 0.1228, "page": 0}, {"Word": "24.1", "Confidence": 0.839, "X1": 0.65476, "Y1": 0.1172, "X2": 0.68254, "Y2": 0.117, "X3": 0.68254, "Y3": 0.1278, "X4": 0.65476, "Y4": 0.1278, "page": 0}, {"Word": "24.1", "Confidence": 0.883, "X1": 0.76852, "Y1": 0.1172, "X2": 0.7963, "Y2": 0.117, "X3": 0.7963, "Y3": 0.1278, "X4": 0.76852, "Y4": 0.1278, "page": 0}, {"Word": "23.5", "Confidence": 0.701, "X1": 0.82407, "Y1": 0.1152, "X2": 0.85714, "Y2": 0.115, "X3": 0.85714, "Y3": 0.1268, "X4": 0.82407, "Y4": 0.1288, "page": 0}, {"Word": "24.4", "Confidence": 0.965, "X1": 0.87963, "Y1": 0.1172, "X2": 0.91138, "Y2": 0.117, "X3": 0.91005, "Y3": 0.1268, "X4": 0.87963, "Y4": 0.1268, "page": 0}, {"Word": "are sufficiently resolved for quanti-", "Confidence": 0.9928, "X1": 0.0582, "Y1": 0.1232, "X2": 0.33995, "Y2": 0.123, "X3": 0.33995, "Y3": 0.1368, "X4": 0.0582, "Y4": 0.1368, "page": 0}, {"Word": "Flask", "Confidence": 0.998, "X1": 0.46296, "Y1": 0.1182, "X2": 0.50926, "Y2": 0.118, "X3": 0.50794, "Y3": 0.1298, "X4": 0.46296, "Y4": 0.1288, "page": 0}, {"Word": "24.8", "Confidence": 0.982, "X1": 0.54101, "Y1": 0.1182, "X2": 0.5754, "Y2": 0.118, "X3": 0.5754, "Y3": 0.1298, "X4": 0.54101, "Y4": 0.1298, "page": 0}, {"Word": "27.0", "Confidence": 0.986, "X1": 0.60185, "Y1": 0.1172, "X2": 0.62963, "Y2": 0.117, "X3": 0.62963, "Y3": 0.1288, "X4": 0.60317, "Y4": 0.1288, "page": 0}, {"Word": "22.9", "Confidence": 0.976, "X1": 0.70899, "Y1": 0.1182, "X2": 0.74339, "Y2": 0.118, "X3": 0.74206, "Y3": 0.1288, "X4": 0.70899, "Y4": 0.1278, "page": 0}, {"Word": "in", "Confidence": 0.935, "X1": 0.00397, "Y1": 0.1282, "X2": 0.01852, "Y2": 0.128, "X3": 0.01852, "Y3": 0.1388, "X4": 0.00397, "Y4": 0.1398, "page": 0}, {"Word": "Brand C", "Confidence": 0.9975, "X1": 0.37963, "Y1": 0.1302, "X2": 0.45503, "Y2": 0.13, "X3": 0.45503, "Y3": 0.1438, "X4": 0.37963, "Y4": 0.1428, "page": 0}, {"Word": "Mach.", "Confidence": 0.962, "X1": 0.46296, "Y1": 0.1322, "X2": 0.50926, "Y2": 0.132, "X3": 0.50926, "Y3": 0.1438, "X4": 0.46296, "Y4": 0.1428, "page": 0}, {"Word": "31.4", "Confidence": 0.955, "X1": 0.53968, "Y1": 0.1312, "X2": 0.57672, "Y2": 0.131, "X3": 0.5754, "Y3": 0.1428, "X4": 0.53968, "Y4": 0.1418, "page": 0}, {"Word": "30.2", "Confidence": 0.899, "X1": 0.59788, "Y1": 0.1322, "X2": 0.63095, "Y2": 0.132, "X3": 0.63095, "Y3": 0.1418, "X4": 0.59788, "Y4": 0.1418, "page": 0}, {"Word": "32.6", "Confidence": 0.958, "X1": 0.70767, "Y1": 0.1312, "X2": 0.74206, "Y2": 0.131, "X3": 0.74074, "Y3": 0.1418, "X4": 0.70767, "Y4": 0.1418, "page": 0}, {"Word": "32.3", "Confidence": 0.736, "X1": 0.76984, "Y1": 0.1302, "X2": 0.79762, "Y2": 0.13, "X3": 0.79762, "Y3": 0.1408, "X4": 0.76984, "Y4": 0.1408, "page": 0}, {"Word": "30.9", "Confidence": 0.979, "X1": 0.82407, "Y1": 0.1302, "X2": 0.85582, "Y2": 0.13, "X3": 0.85582, "Y3": 0.1428, "X4": 0.82407, "Y4": 0.1428, "page": 0}, {"Word": "31.1", "Confidence": 0.643, "X1": 0.87963, "Y1": 0.1302, "X2": 0.91138, "Y2": 0.13, "X3": 0.9127, "Y3": 0.1408, "X4": 0.88095, "Y4": 0.1408, "page": 0}, {"Word": "tative interpretation. These are", "Confidence": 0.99575, "X1": 0.05952, "Y1": 0.1362, "X2": 0.34259, "Y2": 0.136, "X3": 0.34259, "Y3": 0.1508, "X4": 0.05952, "Y4": 0.1508, "page": 0}, {"Word": "Flask", "Confidence": 0.997, "X1": 0.46164, "Y1": 0.1462, "X2": 0.50926, "Y2": 0.146, "X3": 0.50794, "Y3": 0.1568, "X4": 0.46164, "Y4": 0.1568, "page": 0}, {"Word": "25.7", "Confidence": 0.915, "X1": 0.53968, "Y1": 0.1442, "X2": 0.57275, "Y2": 0.144, "X3": 0.57143, "Y3": 0.1548, "X4": 0.53968, "Y4": 0.1548, "page": 0}, {"Word": "34.0", "Confidence": 0.964, "X1": 0.59788, "Y1": 0.1442, "X2": 0.62963, "Y2": 0.144, "X3": 0.62831, "Y3": 0.1548, "X4": 0.59788, "Y4": 0.1548, "page": 0}, {"Word": "35.0", "Confidence": 0.981, "X1": 0.65344, "Y1": 0.1452, "X2": 0.68519, "Y2": 0.145, "X3": 0.68519, "Y3": 0.1558, "X4": 0.65212, "Y4": 0.1558, "page": 0}, {"Word": "30.0", "Confidence": 0.851, "X1": 0.70635, "Y1": 0.1452, "X2": 0.74339, "Y2": 0.145, "X3": 0.74339, "Y3": 0.1548, "X4": 0.70635, "Y4": 0.1548, "page": 0}, {"Word": "28.9", "Confidence": 0.984, "X1": 0.7672, "Y1": 0.1452, "X2": 0.80026, "Y2": 0.145, "X3": 0.80026, "Y3": 0.1558, "X4": 0.7672, "Y4": 0.1548, "page": 0}, {"Word": "27.2", "Confidence": 0.955, "X1": 0.82275, "Y1": 0.1432, "X2": 0.85714, "Y2": 0.143, "X3": 0.85582, "Y3": 0.1538, "X4": 0.82275, "Y4": 0.1548, "page": 0}, {"Word": "30.1", "Confidence": 0.986, "X1": 0.87698, "Y1": 0.1442, "X2": 0.9127, "Y2": 0.144, "X3": 0.9127, "Y3": 0.1558, "X4": 0.87831, "Y4": 0.1538, "page": 0}, {"Word": "1 %", "Confidence": 0.345, "X1": 0.0, "Y1": 0.1552, "X2": 0.01852, "Y2": 0.155, "X3": 0.01852, "Y3": 0.1658, "X4": 0.0, "Y4": 0.1648, "page": 0}, {"Word": "acetaldehyde, isoprene, propionalde-", "Confidence": 0.84033, "X1": 0.05688, "Y1": 0.1502, "X2": 0.34127, "Y2": 0.15, "X3": 0.34127, "Y3": 0.1628, "X4": 0.05688, "Y4": 0.1628, "page": 0}, {"Word": "hyde, furan, acetone, acrolein, 2-", "Confidence": 0.9174, "X1": 0.05688, "Y1": 0.1622, "X2": 0.34127, "Y2": 0.162, "X3": 0.34127, "Y3": 0.1768, "X4": 0.05688, "Y4": 0.1768, "page": 0}, {"Word": "methylfuran, 2-butanone, butenone,", "Confidence": 0.93, "X1": 0.05556, "Y1": 0.1772, "X2": 0.33862, "Y2": 0.177, "X3": 0.33862, "Y3": 0.1908, "X4": 0.05556, "Y4": 0.1898, "page": 0}, {"Word": "butanedione and benzene. While", "Confidence": 0.98525, "X1": 0.05688, "Y1": 0.1902, "X2": 0.33995, "Y2": 0.19, "X3": 0.33995, "Y3": 0.2038, "X4": 0.05688, "Y4": 0.2028, "page": 0}, {"Word": "each of these peaks contains minor", "Confidence": 0.97217, "X1": 0.05952, "Y1": 0.2032, "X2": 0.34127, "Y2": 0.203, "X3": 0.34127, "Y3": 0.2168, "X4": 0.05952, "Y4": 0.2168, "page": 0}, {"Word": "TABLE 3. Yield of Selected Vapor Phase Constituents (ug/35", "Confidence": 0.95556, "X1": 0.37963, "Y1": 0.2002, "X2": 0.93122, "Y2": 0.2, "X3": 0.93122, "Y3": 0.2178, "X4": 0.37963, "Y4": 0.2158, "page": 0}, {"Word": "secondary constituents, it was", "Confidence": 0.973, "X1": 0.05952, "Y1": 0.2162, "X2": 0.34127, "Y2": 0.216, "X3": 0.34127, "Y3": 0.2308, "X4": 0.05952, "Y4": 0.2308, "page": 0}, {"Word": "ml puff)", "Confidence": 0.637, "X1": 0.61772, "Y1": 0.2162, "X2": 0.69048, "Y2": 0.216, "X3": 0.69048, "Y3": 0.2298, "X4": 0.61772, "Y4": 0.2298, "page": 0}, {"Word": "shown in our previous work (10)", "Confidence": 0.9925, "X1": 0.05952, "Y1": 0.2312, "X2": 0.33862, "Y2": 0.231, "X3": 0.33862, "Y3": 0.2448, "X4": 0.05952, "Y4": 0.2438, "page": 0}, {"Word": "Cellulose", "Confidence": 0.896, "X1": 0.71561, "Y1": 0.2322, "X2": 0.78175, "Y2": 0.232, "X3": 0.78175, "Y3": 0.2448, "X4": 0.71429, "Y4": 0.2438, "page": 0}, {"Word": "that the error introduced is less", "Confidence": 0.98983, "X1": 0.05952, "Y1": 0.2432, "X2": 0.34259, "Y2": 0.243, "X3": 0.34259, "Y3": 0.2578, "X4": 0.05952, "Y4": 0.2568, "page": 0}, {"Word": "Cellulose acetate-", "Confidence": 0.7905, "X1": 0.53704, "Y1": 0.2442, "X2": 0.66799, "Y2": 0.244, "X3": 0.66799, "Y3": 0.2578, "X4": 0.53704, "Y4": 0.2578, "page": 0}, {"Word": "acetate", "Confidence": 0.887, "X1": 0.72222, "Y1": 0.2462, "X2": 0.7791, "Y2": 0.246, "X3": 0.7791, "Y3": 0.2588, "X4": 0.72222, "Y4": 0.2588, "page": 0}, {"Word": "than ten percent.", "Confidence": 0.99267, "X1": 0.06217, "Y1": 0.2582, "X2": 0.19577, "Y2": 0.258, "X3": 0.19444, "Y3": 0.2698, "X4": 0.06085, "Y4": 0.2688, "page": 0}, {"Word": "activated carbon filter", "Confidence": 0.89567, "X1": 0.52249, "Y1": 0.2592, "X2": 0.68386, "Y2": 0.259, "X3": 0.68386, "Y3": 0.2728, "X4": 0.52249, "Y4": 0.2738, "page": 0}, {"Word": "filter", "Confidence": 0.991, "X1": 0.73148, "Y1": 0.2612, "X2": 0.7672, "Y2": 0.261, "X3": 0.76587, "Y3": 0.2718, "X4": 0.73148, "Y4": 0.2708, "page": 0}, {"Word": "No filter", "Confidence": 0.9765, "X1": 0.84392, "Y1": 0.2592, "X2": 0.90741, "Y2": 0.259, "X3": 0.90741, "Y3": 0.2728, "X4": 0.84392, "Y4": 0.2718, "page": 0}, {"Word": "Calibrations were carried out", "Confidence": 0.97, "X1": 0.07275, "Y1": 0.2712, "X2": 0.34392, "Y2": 0.271, "X3": 0.34392, "Y3": 0.2848, "X4": 0.07275, "Y4": 0.2828, "page": 0}, {"Word": "using a 20 ml sample loop fitted", "Confidence": 0.99343, "X1": 0.05688, "Y1": 0.2842, "X2": 0.34392, "Y2": 0.284, "X3": 0.34392, "Y3": 0.2978, "X4": 0.05688, "Y4": 0.2968, "page": 0}, {"Word": "Acetaldehyde", "Confidence": 0.686, "X1": 0.37963, "Y1": 0.2932, "X2": 0.48677, "Y2": 0.293, "X3": 0.48677, "Y3": 0.3078, "X4": 0.37963, "Y4": 0.3068, "page": 0}, {"Word": "86", "Confidence": 0.991, "X1": 0.5582, "Y1": 0.2952, "X2": 0.58201, "Y2": 0.295, "X3": 0.58201, "Y3": 0.3078, "X4": 0.5582, "Y4": 0.3078, "page": 0}, {"Word": "6", "Confidence": 0.996, "X1": 0.6336, "Y1": 0.2962, "X2": 0.64947, "Y2": 0.296, "X3": 0.64947, "Y3": 0.3068, "X4": 0.63492, "Y4": 0.3078, "page": 0}, {"Word": "144", "Confidence": 0.998, "X1": 0.69312, "Y1": 0.2962, "X2": 0.71958, "Y2": 0.296, "X3": 0.71958, "Y3": 0.3068, "X4": 0.69312, "Y4": 0.3058, "page": 0}, {"Word": "9", "Confidence": 0.993, "X1": 0.77381, "Y1": 0.2962, "X2": 0.78571, "Y2": 0.296, "X3": 0.78571, "Y3": 0.3058, "X4": 0.77513, "Y4": 0.3068, "page": 0}, {"Word": "113", "Confidence": 0.649, "X1": 0.82143, "Y1": 0.2952, "X2": 0.84921, "Y2": 0.295, "X3": 0.85053, "Y3": 0.3068, "X4": 0.82143, "Y4": 0.3058, "page": 0}, {"Word": "7", "Confidence": 0.995, "X1": 0.90212, "Y1": 0.2962, "X2": 0.91799, "Y2": 0.296, "X3": 0.91931, "Y3": 0.3078, "X4": 0.90344, "Y4": 0.3078, "page": 0}, {"Word": "with an injection port as shown in", "Confidence": 0.995, "X1": 0.0582, "Y1": 0.2982, "X2": 0.34127, "Y2": 0.298, "X3": 0.34127, "Y3": 0.3118, "X4": 0.0582, "Y4": 0.3098, "page": 0}, {"Word": "Figure 9. The preparation of cali-", "Confidence": 0.9965, "X1": 0.06085, "Y1": 0.3122, "X2": 0.34127, "Y2": 0.312, "X3": 0.34127, "Y3": 0.3258, "X4": 0.05952, "Y4": 0.3238, "page": 0}, {"Word": "Isoprene", "Confidence": 0.994, "X1": 0.38228, "Y1": 0.3092, "X2": 0.4537, "Y2": 0.309, "X3": 0.45238, "Y3": 0.3218, "X4": 0.38095, "Y4": 0.3198, "page": 0}, {"Word": "20", "Confidence": 0.998, "X1": 0.55952, "Y1": 0.3062, "X2": 0.58333, "Y2": 0.306, "X3": 0.58466, "Y3": 0.3198, "X4": 0.55952, "Y4": 0.3188, "page": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.6336, "Y1": 0.3102, "X2": 0.65079, "Y2": 0.31, "X3": 0.64947, "Y3": 0.3208, "X4": 0.6336, "Y4": 0.3218, "page": 0}, {"Word": "76", "Confidence": 0.997, "X1": 0.69709, "Y1": 0.3092, "X2": 0.71958, "Y2": 0.309, "X3": 0.71958, "Y3": 0.3218, "X4": 0.69841, "Y4": 0.3218, "page": 0}, {"Word": "6", "Confidence": 0.996, "X1": 0.77513, "Y1": 0.3102, "X2": 0.78439, "Y2": 0.31, "X3": 0.78571, "Y3": 0.3198, "X4": 0.77513, "Y4": 0.3208, "page": 0}, {"Word": "67", "Confidence": 0.998, "X1": 0.82804, "Y1": 0.3082, "X2": 0.85317, "Y2": 0.308, "X3": 0.85185, "Y3": 0.3208, "X4": 0.82804, "Y4": 0.3208, "page": 0}, {"Word": "Propionaldehyde", "Confidence": 0.993, "X1": 0.38095, "Y1": 0.3212, "X2": 0.5119, "Y2": 0.321, "X3": 0.5119, "Y3": 0.3358, "X4": 0.38095, "Y4": 0.3348, "page": 0}, {"Word": "4.5", "Confidence": 0.96, "X1": 0.57011, "Y1": 0.3232, "X2": 0.59524, "Y2": 0.323, "X3": 0.59392, "Y3": 0.3338, "X4": 0.57011, "Y4": 0.3338, "page": 0}, {"Word": "0.4", "Confidence": 0.991, "X1": 0.63492, "Y1": 0.3242, "X2": 0.66005, "Y2": 0.324, "X3": 0.66005, "Y3": 0.3348, "X4": 0.63624, "Y4": 0.3348, "page": 0}, {"Word": "12", "Confidence": 0.998, "X1": 0.70106, "Y1": 0.3222, "X2": 0.7209, "Y2": 0.322, "X3": 0.7209, "Y3": 0.3338, "X4": 0.70106, "Y4": 0.3338, "page": 0}, {"Word": "1", "Confidence": 0.995, "X1": 0.77381, "Y1": 0.3232, "X2": 0.78704, "Y2": 0.323, "X3": 0.78571, "Y3": 0.3338, "X4": 0.77249, "Y4": 0.3348, "page": 0}, {"Word": "9.9", "Confidence": 0.991, "X1": 0.83995, "Y1": 0.3232, "X2": 0.86508, "Y2": 0.323, "X3": 0.86376, "Y3": 0.3338, "X4": 0.83995, "Y4": 0.3338, "page": 0}, {"Word": "0.6", "Confidence": 0.994, "X1": 0.90608, "Y1": 0.3232, "X2": 0.92857, "Y2": 0.323, "X3": 0.92857, "Y3": 0.3338, "X4": 0.90608, "Y4": 0.3338, "page": 0}, {"Word": "bration standards and the injection", "Confidence": 0.9962, "X1": 0.05556, "Y1": 0.3252, "X2": 0.33995, "Y2": 0.325, "X3": 0.33995, "Y3": 0.3388, "X4": 0.05556, "Y4": 0.3378, "page": 0}, {"Word": "Furan", "Confidence": 0.994, "X1": 0.38095, "Y1": 0.3362, "X2": 0.43254, "Y2": 0.336, "X3": 0.43254, "Y3": 0.3478, "X4": 0.38095, "Y4": 0.3468, "page": 0}, {"Word": "3.0", "Confidence": 0.8, "X1": 0.57011, "Y1": 0.3362, "X2": 0.59392, "Y2": 0.336, "X3": 0.59392, "Y3": 0.3478, "X4": 0.57011, "Y4": 0.3468, "page": 0}, {"Word": "6.9", "Confidence": 0.996, "X1": 0.7037, "Y1": 0.3372, "X2": 0.73413, "Y2": 0.337, "X3": 0.7328, "Y3": 0.3478, "X4": 0.7037, "Y4": 0.3488, "page": 0}, {"Word": "0.5", "Confidence": 0.955, "X1": 0.77646, "Y1": 0.3372, "X2": 0.79894, "Y2": 0.337, "X3": 0.79894, "Y3": 0.3478, "X4": 0.77646, "Y4": 0.3478, "page": 0}, {"Word": "5.6", "Confidence": 0.853, "X1": 0.83862, "Y1": 0.3352, "X2": 0.86376, "Y2": 0.335, "X3": 0.86243, "Y3": 0.3468, "X4": 0.83862, "Y4": 0.3468, "page": 0}, {"Word": "0.4", "Confidence": 0.957, "X1": 0.90608, "Y1": 0.3362, "X2": 0.92593, "Y2": 0.336, "X3": 0.9246, "Y3": 0.3478, "X4": 0.90608, "Y4": 0.3478, "page": 0}, {"Word": "technique have been described pre-", "Confidence": 0.9916, "X1": 0.05556, "Y1": 0.3392, "X2": 0.34259, "Y2": 0.339, "X3": 0.34127, "Y3": 0.3538, "X4": 0.05556, "Y4": 0.3518, "page": 0}, {"Word": "0.3", "Confidence": 0.941, "X1": 0.63757, "Y1": 0.3362, "X2": 0.65741, "Y2": 0.336, "X3": 0.65608, "Y3": 0.3488, "X4": 0.63757, "Y4": 0.3478, "page": 0}, {"Word": "viously (10).", "Confidence": 0.985, "X1": 0.05556, "Y1": 0.3512, "X2": 0.16138, "Y2": 0.351, "X3": 0.16138, "Y3": 0.3648, "X4": 0.05556, "Y4": 0.3648, "page": 0}, {"Word": "Acetone", "Confidence": 0.991, "X1": 0.38095, "Y1": 0.3502, "X2": 0.44444, "Y2": 0.35, "X3": 0.44444, "Y3": 0.3618, "X4": 0.38095, "Y4": 0.3608, "page": 0}, {"Word": "21", "Confidence": 0.998, "X1": 0.56217, "Y1": 0.3502, "X2": 0.58333, "Y2": 0.35, "X3": 0.58333, "Y3": 0.3608, "X4": 0.56217, "Y4": 0.3618, "page": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.63492, "Y1": 0.3502, "X2": 0.64947, "Y2": 0.35, "X3": 0.64815, "Y3": 0.3618, "X4": 0.63492, "Y4": 0.3618, "page": 0}, {"Word": "65", "Confidence": 0.998, "X1": 0.70238, "Y1": 0.3512, "X2": 0.71958, "Y2": 0.351, "X3": 0.71825, "Y3": 0.3618, "X4": 0.70238, "Y4": 0.3618, "page": 0}, {"Word": "4", "Confidence": 0.992, "X1": 0.77513, "Y1": 0.3522, "X2": 0.78571, "Y2": 0.352, "X3": 0.78571, "Y3": 0.3628, "X4": 0.77513, "Y4": 0.3618, "page": 0}, {"Word": "52", "Confidence": 0.993, "X1": 0.83201, "Y1": 0.3502, "X2": 0.85317, "Y2": 0.35, "X3": 0.85185, "Y3": 0.3618, "X4": 0.83201, "Y4": 0.3618, "page": 0}, {"Word": "3", "Confidence": 0.995, "X1": 0.90608, "Y1": 0.3512, "X2": 0.91667, "Y2": 0.351, "X3": 0.91667, "Y3": 0.3608, "X4": 0.90608, "Y4": 0.3608, "page": 0}, {"Word": "Acrolein", "Confidence": 0.996, "X1": 0.38095, "Y1": 0.3642, "X2": 0.45106, "Y2": 0.364, "X3": 0.45106, "Y3": 0.3758, "X4": 0.38095, "Y4": 0.3748, "page": 0}, {"Word": "5.5", "Confidence": 0.886, "X1": 0.56878, "Y1": 0.3642, "X2": 0.59392, "Y2": 0.364, "X3": 0.59259, "Y3": 0.3758, "X4": 0.56878, "Y4": 0.3758, "page": 0}, {"Word": "0.4", "Confidence": 0.955, "X1": 0.63492, "Y1": 0.3642, "X2": 0.65608, "Y2": 0.364, "X3": 0.65608, "Y3": 0.3768, "X4": 0.63624, "Y4": 0.3758, "page": 0}, {"Word": "18", "Confidence": 0.997, "X1": 0.70238, "Y1": 0.3652, "X2": 0.72222, "Y2": 0.365, "X3": 0.72354, "Y3": 0.3758, "X4": 0.70238, "Y4": 0.3748, "page": 0}, {"Word": "1", "Confidence": 0.991, "X1": 0.77513, "Y1": 0.3642, "X2": 0.78439, "Y2": 0.364, "X3": 0.78439, "Y3": 0.3748, "X4": 0.77513, "Y4": 0.3748, "page": 0}, {"Word": "14", "Confidence": 0.998, "X1": 0.82937, "Y1": 0.3632, "X2": 0.85317, "Y2": 0.363, "X3": 0.85185, "Y3": 0.3768, "X4": 0.82937, "Y4": 0.3758, "page": 0}, {"Word": "1", "Confidence": 0.995, "X1": 0.90344, "Y1": 0.3642, "X2": 0.91799, "Y2": 0.364, "X3": 0.91667, "Y3": 0.3748, "X4": 0.90212, "Y4": 0.3748, "page": 0}, {"Word": "te", "Confidence": 0.958, "X1": 0.0, "Y1": 0.3712, "X2": 0.01455, "Y2": 0.371, "X3": 0.01323, "Y3": 0.3798, "X4": 0.0, "Y4": 0.3798, "page": 0}, {"Word": "Individual measurements obtained", "Confidence": 0.99233, "X1": 0.07143, "Y1": 0.3662, "X2": 0.34127, "Y2": 0.366, "X3": 0.34127, "Y3": 0.3798, "X4": 0.07143, "Y4": 0.3778, "page": 0}, {"Word": "1.9", "Confidence": 0.995, "X1": 0.57143, "Y1": 0.3772, "X2": 0.59392, "Y2": 0.377, "X3": 0.59392, "Y3": 0.3878, "X4": 0.57143, "Y4": 0.3878, "page": 0}, {"Word": "0.7", "Confidence": 0.961, "X1": 0.77646, "Y1": 0.3782, "X2": 0.79894, "Y2": 0.378, "X3": 0.79894, "Y3": 0.3878, "X4": 0.77646, "Y4": 0.3878, "page": 0}, {"Word": "0.5", "Confidence": 0.882, "X1": 0.90608, "Y1": 0.3762, "X2": 0.92725, "Y2": 0.376, "X3": 0.92725, "Y3": 0.3878, "X4": 0.90608, "Y4": 0.3878, "page": 0}, {"Word": "with three different 85mm ciga-", "Confidence": 0.9726, "X1": 0.05556, "Y1": 0.3792, "X2": 0.34127, "Y2": 0.379, "X3": 0.34127, "Y3": 0.3948, "X4": 0.05556, "Y4": 0.3918, "page": 0}, {"Word": "2-methylfuran", "Confidence": 0.991, "X1": 0.37963, "Y1": 0.3772, "X2": 0.49471, "Y2": 0.377, "X3": 0.49471, "Y3": 0.3898, "X4": 0.37963, "Y4": 0.3888, "page": 0}, {"Word": "0.2", "Confidence": 0.885, "X1": 0.63624, "Y1": 0.3782, "X2": 0.65873, "Y2": 0.378, "X3": 0.65873, "Y3": 0.3888, "X4": 0.63624, "Y4": 0.3878, "page": 0}, {"Word": "8.4", "Confidence": 0.991, "X1": 0.70899, "Y1": 0.3782, "X2": 0.73148, "Y2": 0.378, "X3": 0.73016, "Y3": 0.3888, "X4": 0.70767, "Y4": 0.3888, "page": 0}, {"Word": "7.1", "Confidence": 0.958, "X1": 0.83598, "Y1": 0.3772, "X2": 0.86376, "Y2": 0.377, "X3": 0.86243, "Y3": 0.3888, "X4": 0.83598, "Y4": 0.3888, "page": 0}, {"Word": "rettes made of the same blend are", "Confidence": 0.99457, "X1": 0.05556, "Y1": 0.3942, "X2": 0.34127, "Y2": 0.394, "X3": 0.34127, "Y3": 0.4068, "X4": 0.05556, "Y4": 0.4048, "page": 0}, {"Word": "2-butanone", "Confidence": 0.991, "X1": 0.38095, "Y1": 0.3922, "X2": 0.46825, "Y2": 0.392, "X3": 0.46825, "Y3": 0.4038, "X4": 0.38095, "Y4": 0.4018, "page": 0}, {"Word": "4.3", "Confidence": 0.73, "X1": 0.57275, "Y1": 0.3922, "X2": 0.59524, "Y2": 0.392, "X3": 0.59392, "Y3": 0.4038, "X4": 0.57275, "Y4": 0.4038, "page": 0}, {"Word": "0.4", "Confidence": 0.833, "X1": 0.63757, "Y1": 0.3922, "X2": 0.65741, "Y2": 0.392, "X3": 0.65608, "Y3": 0.4038, "X4": 0.63624, "Y4": 0.4028, "page": 0}, {"Word": "18", "Confidence": 0.998, "X1": 0.70238, "Y1": 0.3922, "X2": 0.72222, "Y2": 0.392, "X3": 0.7209, "Y3": 0.4038, "X4": 0.70106, "Y4": 0.4038, "page": 0}, {"Word": "1", "Confidence": 0.991, "X1": 0.77513, "Y1": 0.3922, "X2": 0.78439, "Y2": 0.392, "X3": 0.78439, "Y3": 0.4038, "X4": 0.77513, "Y4": 0.4038, "page": 0}, {"Word": "15", "Confidence": 0.992, "X1": 0.83201, "Y1": 0.3912, "X2": 0.85317, "Y2": 0.391, "X3": 0.85185, "Y3": 0.4038, "X4": 0.83069, "Y4": 0.4028, "page": 0}, {"Word": "1", "Confidence": 0.988, "X1": 0.90344, "Y1": 0.3922, "X2": 0.91931, "Y2": 0.392, "X3": 0.91799, "Y3": 0.4038, "X4": 0.90344, "Y4": 0.4038, "page": 0}, {"Word": "Butenone", "Confidence": 0.994, "X1": 0.38095, "Y1": 0.4052, "X2": 0.45635, "Y2": 0.405, "X3": 0.45635, "Y3": 0.4178, "X4": 0.38095, "Y4": 0.4168, "page": 0}, {"Word": "1.4", "Confidence": 0.998, "X1": 0.57143, "Y1": 0.4052, "X2": 0.59656, "Y2": 0.405, "X3": 0.59656, "Y3": 0.4168, "X4": 0.57143, "Y4": 0.4168, "page": 0}, {"Word": "0.2", "Confidence": 0.929, "X1": 0.63624, "Y1": 0.4052, "X2": 0.66005, "Y2": 0.405, "X3": 0.66005, "Y3": 0.4168, "X4": 0.63624, "Y4": 0.4158, "page": 0}, {"Word": "6.1", "Confidence": 0.998, "X1": 0.70899, "Y1": 0.4062, "X2": 0.7328, "Y2": 0.406, "X3": 0.73148, "Y3": 0.4168, "X4": 0.70899, "Y4": 0.4168, "page": 0}, {"Word": "0.8", "Confidence": 0.955, "X1": 0.77778, "Y1": 0.4052, "X2": 0.79894, "Y2": 0.405, "X3": 0.79894, "Y3": 0.4158, "X4": 0.77778, "Y4": 0.4158, "page": 0}, {"Word": "4.9", "Confidence": 0.991, "X1": 0.83862, "Y1": 0.4052, "X2": 0.86243, "Y2": 0.405, "X3": 0.86243, "Y3": 0.4168, "X4": 0.83862, "Y4": 0.4158, "page": 0}, {"Word": "0.3", "Confidence": 0.998, "X1": 0.90476, "Y1": 0.4052, "X2": 0.92725, "Y2": 0.405, "X3": 0.92725, "Y3": 0.4158, "X4": 0.90476, "Y4": 0.4158, "page": 0}, {"Word": "summarized in Table 3. Standard", "Confidence": 0.996, "X1": 0.05688, "Y1": 0.4062, "X2": 0.34127, "Y2": 0.406, "X3": 0.34127, "Y3": 0.4198, "X4": 0.05688, "Y4": 0.4188, "page": 0}, {"Word": "deviations calculated from ten re-", "Confidence": 0.9938, "X1": 0.05688, "Y1": 0.4202, "X2": 0.34127, "Y2": 0.42, "X3": 0.33995, "Y3": 0.4348, "X4": 0.05688, "Y4": 0.4328, "page": 0}, {"Word": "Benzene", "Confidence": 0.997, "X1": 0.37963, "Y1": 0.4192, "X2": 0.44709, "Y2": 0.419, "X3": 0.44709, "Y3": 0.4308, "X4": 0.37963, "Y4": 0.4298, "page": 0}, {"Word": "3.0", "Confidence": 0.621, "X1": 0.57011, "Y1": 0.4182, "X2": 0.59259, "Y2": 0.418, "X3": 0.59259, "Y3": 0.4298, "X4": 0.57011, "Y4": 0.4298, "page": 0}, {"Word": "0.3", "Confidence": 0.868, "X1": 0.63492, "Y1": 0.4182, "X2": 0.66005, "Y2": 0.418, "X3": 0.65873, "Y3": 0.4308, "X4": 0.63492, "Y4": 0.4308, "page": 0}, {"Word": "11", "Confidence": 0.998, "X1": 0.70106, "Y1": 0.4192, "X2": 0.71958, "Y2": 0.419, "X3": 0.71958, "Y3": 0.4298, "X4": 0.70106, "Y4": 0.4298, "page": 0}, {"Word": "1", "Confidence": 0.996, "X1": 0.77513, "Y1": 0.4192, "X2": 0.78439, "Y2": 0.419, "X3": 0.78307, "Y3": 0.4308, "X4": 0.77381, "Y4": 0.4308, "page": 0}, {"Word": "10", "Confidence": 0.997, "X1": 0.83069, "Y1": 0.4192, "X2": 0.85053, "Y2": 0.419, "X3": 0.84921, "Y3": 0.4318, "X4": 0.82937, "Y4": 0.4298, "page": 0}, {"Word": "0.7", "Confidence": 0.955, "X1": 0.90608, "Y1": 0.4162, "X2": 0.92989, "Y2": 0.416, "X3": 0.92857, "Y3": 0.4288, "X4": 0.90608, "Y4": 0.4288, "page": 0}, {"Word": "peated analyses on each peak indi-", "Confidence": 0.985, "X1": 0.05423, "Y1": 0.4342, "X2": 0.33995, "Y2": 0.434, "X3": 0.33995, "Y3": 0.4478, "X4": 0.05423, "Y4": 0.4468, "page": 0}, {"Word": "stend", "Confidence": 0.398, "X1": 0.41402, "Y1": 0.4302, "X2": 0.45106, "Y2": 0.43, "X3": 0.45106, "Y3": 0.4418, "X4": 0.4127, "Y4": 0.4398, "page": 0}, {"Word": "ulated from 10 measurements.", "Confidence": 0.73825, "X1": 0.54497, "Y1": 0.4312, "X2": 0.71164, "Y2": 0.431, "X3": 0.71164, "Y3": 0.4428, "X4": 0.54497, "Y4": 0.4428, "page": 0}, {"Word": "cate a coefficient of variation of the", "Confidence": 0.97543, "X1": 0.05556, "Y1": 0.4472, "X2": 0.33862, "Y2": 0.447, "X3": 0.33862, "Y3": 0.4608, "X4": 0.05556, "Y4": 0.4598, "page": 0}, {"Word": "-", "Confidence": 0.822, "X1": 0.00794, "Y1": 0.4742, "X2": 0.00794, "Y2": 0.474, "X3": 0.00132, "Y3": 0.4738, "X4": 0.0, "Y4": 0.4618, "page": 0}, {"Word": "order of 7% for the major peaks and", "Confidence": 0.98163, "X1": 0.05688, "Y1": 0.4602, "X2": 0.34127, "Y2": 0.46, "X3": 0.33995, "Y3": 0.4758, "X4": 0.05688, "Y4": 0.4728, "page": 0}, {"Word": "Collected Cigarette Smoke, 20th", "Confidence": 0.99225, "X1": 0.69312, "Y1": 0.4742, "X2": 0.94841, "Y2": 0.474, "X3": 0.94841, "Y3": 0.4878, "X4": 0.69312, "Y4": 0.4878, "page": 0}, {"Word": "up to about 10% for some of the", "Confidence": 0.996, "X1": 0.05688, "Y1": 0.4732, "X2": 0.34392, "Y2": 0.473, "X3": 0.34392, "Y3": 0.4888, "X4": 0.05688, "Y4": 0.4878, "page": 0}, {"Word": "mit Hilfe von Kapillarkolonnen.", "Confidence": 0.995, "X1": 0.38889, "Y1": 0.4752, "X2": 0.6455, "Y2": 0.475, "X3": 0.6455, "Y3": 0.4888, "X4": 0.38889, "Y4": 0.4868, "page": 0}, {"Word": "minor peaks.", "Confidence": 0.9935, "X1": 0.05556, "Y1": 0.4882, "X2": 0.16138, "Y2": 0.488, "X3": 0.16138, "Y3": 0.5008, "X4": 0.05556, "Y4": 0.4998, "page": 0}, {"Word": "Beitrage Tabakforsch. 1:315-323.", "Confidence": 0.98, "X1": 0.39021, "Y1": 0.4882, "X2": 0.64418, "Y2": 0.488, "X3": 0.64418, "Y3": 0.5018, "X4": 0.39021, "Y4": 0.5008, "page": 0}, {"Word": "Tobacco Chemists' Research Con-", "Confidence": 0.94275, "X1": 0.69312, "Y1": 0.4882, "X2": 0.95106, "Y2": 0.488, "X3": 0.95106, "Y3": 0.5018, "X4": 0.69312, "Y4": 0.5018, "page": 0}, {"Word": "1962.", "Confidence": 0.628, "X1": 0.38624, "Y1": 0.5022, "X2": 0.43122, "Y2": 0.502, "X3": 0.43122, "Y3": 0.5138, "X4": 0.38624, "Y4": 0.5138, "page": 0}, {"Word": "ference, Winston-Salem, N. C .,", "Confidence": 0.9868, "X1": 0.69577, "Y1": 0.5012, "X2": 0.95106, "Y2": 0.501, "X3": 0.95238, "Y3": 0.5158, "X4": 0.69577, "Y4": 0.5158, "page": 0}, {"Word": "November 2, 1966.", "Confidence": 0.97667, "X1": 0.69048, "Y1": 0.5152, "X2": 0.83862, "Y2": 0.515, "X3": 0.83862, "Y3": 0.5278, "X4": 0.69048, "Y4": 0.5288, "page": 0}, {"Word": "Summary", "Confidence": 0.997, "X1": 0.05556, "Y1": 0.5172, "X2": 0.12169, "Y2": 0.517, "X3": 0.12169, "Y3": 0.5308, "X4": 0.05423, "Y4": 0.5288, "page": 0}, {"Word": "3. Grob, K ., Gas Chromatography", "Confidence": 0.991, "X1": 0.36905, "Y1": 0.5162, "X2": 0.64683, "Y2": 0.516, "X3": 0.6455, "Y3": 0.5298, "X4": 0.36772, "Y4": 0.5278, "page": 0}, {"Word": "of Cigarette Smoke, Part III.", "Confidence": 0.9456, "X1": 0.39021, "Y1": 0.5282, "X2": 0.64418, "Y2": 0.528, "X3": 0.64418, "Y3": 0.5428, "X4": 0.39021, "Y4": 0.5418, "page": 0}, {"Word": "10. Newsome, J. R ., V. Norman and", "Confidence": 0.983, "X1": 0.65476, "Y1": 0.5282, "X2": 0.95106, "Y2": 0.528, "X3": 0.95106, "Y3": 0.5428, "X4": 0.65476, "Y4": 0.5428, "page": 0}, {"Word": "Three relatively simple smoking", "Confidence": 0.99, "X1": 0.07011, "Y1": 0.5342, "X2": 0.33995, "Y2": 0.534, "X3": 0.33862, "Y3": 0.5488, "X4": 0.07011, "Y4": 0.5468, "page": 0}, {"Word": "Separation of the Overlap Re-", "Confidence": 0.996, "X1": 0.38889, "Y1": 0.5422, "X2": 0.6455, "Y2": 0.542, "X3": 0.6455, "Y3": 0.5568, "X4": 0.38889, "Y4": 0.5558, "page": 0}, {"Word": "C. H. Keith, Vapor Phase Analy-", "Confidence": 0.97217, "X1": 0.69312, "Y1": 0.5422, "X2": 0.95503, "Y2": 0.542, "X3": 0.95503, "Y3": 0.5558, "X4": 0.69312, "Y4": 0.5558, "page": 0}, {"Word": "systems have been developed for the", "Confidence": 0.99417, "X1": 0.05688, "Y1": 0.5472, "X2": 0.34127, "Y2": 0.547, "X3": 0.34127, "Y3": 0.5618, "X4": 0.05688, "Y4": 0.5608, "page": 0}, {"Word": "direct determination of a number of", "Confidence": 0.97667, "X1": 0.05556, "Y1": 0.5612, "X2": 0.33995, "Y2": 0.561, "X3": 0.33995, "Y3": 0.5738, "X4": 0.05556, "Y4": 0.5728, "page": 0}, {"Word": "gion of Gas and Particulate", "Confidence": 0.9952, "X1": 0.38757, "Y1": 0.5562, "X2": 0.64286, "Y2": 0.556, "X3": 0.64286, "Y3": 0.5708, "X4": 0.38757, "Y4": 0.5698, "page": 0}, {"Word": "sis of Tobacco Smoke, Tobacco", "Confidence": 0.9834, "X1": 0.6918, "Y1": 0.5552, "X2": 0.95106, "Y2": 0.555, "X3": 0.95106, "Y3": 0.5708, "X4": 0.6918, "Y4": 0.5708, "page": 0}, {"Word": "smoke vapor phase components", "Confidence": 0.98525, "X1": 0.05556, "Y1": 0.5752, "X2": 0.33862, "Y2": 0.575, "X3": 0.33862, "Y3": 0.5878, "X4": 0.05556, "Y4": 0.5868, "page": 0}, {"Word": "Phase by Capillary Columns, J.", "Confidence": 0.9914, "X1": 0.39021, "Y1": 0.5702, "X2": 0.64418, "Y2": 0.57, "X3": 0.64418, "Y3": 0.5838, "X4": 0.39021, "Y4": 0.5818, "page": 0}, {"Word": "Sci. 9:102-110. 1965.", "Confidence": 0.956, "X1": 0.69048, "Y1": 0.5672, "X2": 0.85847, "Y2": 0.567, "X3": 0.85847, "Y3": 0.5808, "X4": 0.69048, "Y4": 0.5818, "page": 0}, {"Word": "Gas. Chrom. 3:52-56. 1965.", "Confidence": 0.9575, "X1": 0.38889, "Y1": 0.5822, "X2": 0.60847, "Y2": 0.582, "X3": 0.60847, "Y3": 0.5968, "X4": 0.38889, "Y4": 0.5958, "page": 0}, {"Word": "11. Philippe, R. J. and M. E. Hobbs,", "Confidence": 0.98337, "X1": 0.66402, "Y1": 0.5812, "X2": 0.94709, "Y2": 0.581, "X3": 0.94709, "Y3": 0.5958, "X4": 0.66402, "Y4": 0.5958, "page": 0}, {"Word": "without the utilization of condensa-", "Confidence": 0.9948, "X1": 0.0582, "Y1": 0.5882, "X2": 0.33862, "Y2": 0.588, "X3": 0.33862, "Y3": 0.6018, "X4": 0.05688, "Y4": 0.5998, "page": 0}, {"Word": "Anal. Chem. 28:2002-2006. 1956.", "Confidence": 0.97225, "X1": 0.68519, "Y1": 0.5942, "X2": 0.95238, "Y2": 0.594, "X3": 0.95238, "Y3": 0.6078, "X4": 0.68519, "Y4": 0.6108, "page": 0}, {"Word": "tion traps. The first system was de-", "Confidence": 0.99714, "X1": 0.05556, "Y1": 0.6012, "X2": 0.33995, "Y2": 0.601, "X3": 0.33995, "Y3": 0.6148, "X4": 0.05423, "Y4": 0.6128, "page": 0}, {"Word": "4. Ikeda, R. M ., D. E. Simmons and", "Confidence": 0.99544, "X1": 0.36772, "Y1": 0.5972, "X2": 0.64286, "Y2": 0.597, "X3": 0.64286, "Y3": 0.6108, "X4": 0.36772, "Y4": 0.6078, "page": 0}, {"Word": "J. D. Grossman, Removal of Al-", "Confidence": 0.991, "X1": 0.38889, "Y1": 0.6092, "X2": 0.64418, "Y2": 0.609, "X3": 0.64418, "Y3": 0.6238, "X4": 0.38889, "Y4": 0.6218, "page": 0}, {"Word": "12. Philippe, R. J ., H. Moore, R. G.", "Confidence": 0.99278, "X1": 0.66534, "Y1": 0.6082, "X2": 0.95106, "Y2": 0.608, "X3": 0.95106, "Y3": 0.6228, "X4": 0.66534, "Y4": 0.6228, "page": 0}, {"Word": "signed for those vapors which are", "Confidence": 0.996, "X1": 0.05423, "Y1": 0.6142, "X2": 0.33862, "Y2": 0.614, "X3": 0.33862, "Y3": 0.6288, "X4": 0.05423, "Y4": 0.6268, "page": 0}, {"Word": "cohols from Complex Mixtures", "Confidence": 0.991, "X1": 0.38757, "Y1": 0.6232, "X2": 0.64418, "Y2": 0.623, "X3": 0.64418, "Y3": 0.6368, "X4": 0.38757, "Y4": 0.6358, "page": 0}, {"Word": "Honeycutt and J. M. Ruth, Some", "Confidence": 0.97533, "X1": 0.69048, "Y1": 0.6222, "X2": 0.94709, "Y2": 0.622, "X3": 0.94709, "Y3": 0.6358, "X4": 0.69048, "Y4": 0.6358, "page": 0}, {"Word": "readily trapped with impingers or", "Confidence": 0.9946, "X1": 0.05423, "Y1": 0.6282, "X2": 0.33862, "Y2": 0.628, "X3": 0.33862, "Y3": 0.6408, "X4": 0.05423, "Y4": 0.6388, "page": 0}, {"Word": "bubble traps, a second system for", "Confidence": 0.99567, "X1": 0.05556, "Y1": 0.6412, "X2": 0.33862, "Y2": 0.641, "X3": 0.33862, "Y3": 0.6548, "X4": 0.05556, "Y4": 0.6528, "page": 0}, {"Word": "During Gas Chromatography.", "Confidence": 0.99433, "X1": 0.38889, "Y1": 0.6372, "X2": 0.64286, "Y2": 0.637, "X3": 0.64286, "Y3": 0.6508, "X4": 0.38889, "Y4": 0.6488, "page": 0}, {"Word": "Hydrocarbons of the Gas Phase", "Confidence": 0.9952, "X1": 0.69312, "Y1": 0.6352, "X2": 0.94974, "Y2": 0.635, "X3": 0.94974, "Y3": 0.6488, "X4": 0.69312, "Y4": 0.6488, "page": 0}, {"Word": "vapors that cannot be conveniently", "Confidence": 0.9938, "X1": 0.05688, "Y1": 0.6542, "X2": 0.33862, "Y2": 0.654, "X3": 0.33862, "Y3": 0.6678, "X4": 0.05688, "Y4": 0.6658, "page": 0}, {"Word": "Anal. Chem. 36:2188-2189. 1964.", "Confidence": 0.94725, "X1": 0.38757, "Y1": 0.6492, "X2": 0.64418, "Y2": 0.649, "X3": 0.64418, "Y3": 0.6628, "X4": 0.38624, "Y4": 0.6618, "page": 0}, {"Word": "of Cigarette Smoke, Anal. Chem.", "Confidence": 0.989, "X1": 0.69312, "Y1": 0.6482, "X2": 0.95106, "Y2": 0.648, "X3": 0.95106, "Y3": 0.6628, "X4": 0.69312, "Y4": 0.6618, "page": 0}, {"Word": "5. Irby, R. M ., Jr. and E. S. Harlow,", "Confidence": 0.9796, "X1": 0.36772, "Y1": 0.6632, "X2": 0.64418, "Y2": 0.663, "X3": 0.64418, "Y3": 0.6768, "X4": 0.36772, "Y4": 0.6748, "page": 0}, {"Word": "$6:859-865. 1964.", "Confidence": 0.8135, "X1": 0.69048, "Y1": 0.6612, "X2": 0.83598, "Y2": 0.661, "X3": 0.83598, "Y3": 0.6748, "X4": 0.69048, "Y4": 0.6748, "page": 0}, {"Word": "collected in bubble traps, and a", "Confidence": 0.9945, "X1": 0.05556, "Y1": 0.6682, "X2": 0.33995, "Y2": 0.668, "X3": 0.33862, "Y3": 0.6818, "X4": 0.05556, "Y4": 0.6788, "page": 0}, {"Word": "third system provides a simultane-", "Confidence": 0.9848, "X1": 0.05688, "Y1": 0.6812, "X2": 0.33862, "Y2": 0.681, "X3": 0.33862, "Y3": 0.6948, "X4": 0.05688, "Y4": 0.6928, "page": 0}, {"Word": "Cigarette Smoke. I. Determina-", "Confidence": 0.95425, "X1": 0.38757, "Y1": 0.6772, "X2": 0.64683, "Y2": 0.677, "X3": 0.64683, "Y3": 0.6908, "X4": 0.38757, "Y4": 0.6888, "page": 0}, {"Word": "13. Philippe, R. J ., R. G. Honeycutt", "Confidence": 0.93663, "X1": 0.65608, "Y1": 0.6752, "X2": 0.94841, "Y2": 0.675, "X3": 0.94841, "Y3": 0.6888, "X4": 0.65608, "Y4": 0.6908, "page": 0}, {"Word": "ous sequential puff consisting of the", "Confidence": 0.992, "X1": 0.05556, "Y1": 0.6942, "X2": 0.33862, "Y2": 0.694, "X3": 0.33862, "Y3": 0.7078, "X4": 0.05556, "Y4": 0.7068, "page": 0}, {"Word": "tion of Certain Vapor Constitu-", "Confidence": 0.9946, "X1": 0.39021, "Y1": 0.6912, "X2": 0.64286, "Y2": 0.691, "X3": 0.64286, "Y3": 0.7038, "X4": 0.39021, "Y4": 0.7018, "page": 0}, {"Word": "and J. M. Ruth, Some C. Hydro-", "Confidence": 0.94943, "X1": 0.6918, "Y1": 0.6882, "X2": 0.95238, "Y2": 0.688, "X3": 0.95238, "Y3": 0.7028, "X4": 0.6918, "Y4": 0.7038, "page": 0}, {"Word": "ents, Tobacco Sci. 3:52-56. 1959.", "Confidence": 0.9376, "X1": 0.38757, "Y1": 0.7032, "X2": 0.64286, "Y2": 0.703, "X3": 0.64286, "Y3": 0.7168, "X4": 0.38757, "Y4": 0.7148, "page": 0}, {"Word": "carbons of the Gas Phase of", "Confidence": 0.99667, "X1": 0.69312, "Y1": 0.7022, "X2": 0.95106, "Y2": 0.702, "X3": 0.95106, "Y3": 0.7168, "X4": 0.69312, "Y4": 0.7178, "page": 0}, {"Word": "second through the seventh puff", "Confidence": 0.943, "X1": 0.05556, "Y1": 0.7082, "X2": 0.34127, "Y2": 0.708, "X3": 0.33995, "Y3": 0.7208, "X4": 0.05556, "Y4": 0.7198, "page": 0}, {"Word": "from six different cigarettes, for use", "Confidence": 0.99317, "X1": 0.05423, "Y1": 0.7212, "X2": 0.34127, "Y2": 0.721, "X3": 0.34127, "Y3": 0.7348, "X4": 0.05423, "Y4": 0.7318, "page": 0}, {"Word": "6. Laurene, A. H ., L. A. Lyerly and", "Confidence": 0.99533, "X1": 0.36772, "Y1": 0.7172, "X2": 0.64286, "Y2": 0.717, "X3": 0.64286, "Y3": 0.7308, "X4": 0.36772, "Y4": 0.7298, "page": 0}, {"Word": "Cigarette Smoke, J. Chromatog.", "Confidence": 0.994, "X1": 0.68915, "Y1": 0.7162, "X2": 0.94974, "Y2": 0.716, "X3": 0.95106, "Y3": 0.7298, "X4": 0.68915, "Y4": 0.7308, "page": 0}, {"Word": "in gas chromatographic analysis.", "Confidence": 0.96375, "X1": 0.05688, "Y1": 0.7342, "X2": 0.31481, "Y2": 0.734, "X3": 0.31481, "Y3": 0.7478, "X4": 0.05688, "Y4": 0.7458, "page": 0}, {"Word": "G. W. Young, Direct Vapor", "Confidence": 0.9302, "X1": 0.39153, "Y1": 0.7302, "X2": 0.64286, "Y2": 0.73, "X3": 0.64286, "Y3": 0.7448, "X4": 0.39153, "Y4": 0.7428, "page": 0}, {"Word": "20:250-259. 1965.", "Confidence": 0.992, "X1": 0.6918, "Y1": 0.7292, "X2": 0.8373, "Y2": 0.729, "X3": 0.8373, "Y3": 0.7418, "X4": 0.6918, "Y4": 0.7428, "page": 0}, {"Word": "Chromatographic Determination", "Confidence": 0.992, "X1": 0.38889, "Y1": 0.7442, "X2": 0.6455, "Y2": 0.744, "X3": 0.6455, "Y3": 0.7578, "X4": 0.38889, "Y4": 0.7568, "page": 0}, {"Word": "14. Saltzman, B. E ., Colorimetric", "Confidence": 0.979, "X1": 0.66402, "Y1": 0.7412, "X2": 0.95106, "Y2": 0.741, "X3": 0.95106, "Y3": 0.7558, "X4": 0.66402, "Y4": 0.7568, "page": 0}, {"Word": "of Acetaldehyde, Acrolein and", "Confidence": 0.995, "X1": 0.39153, "Y1": 0.7582, "X2": 0.64418, "Y2": 0.758, "X3": 0.64418, "Y3": 0.7718, "X4": 0.39153, "Y4": 0.7688, "page": 0}, {"Word": "Microdetermination of Nitrogen", "Confidence": 0.98633, "X1": 0.6918, "Y1": 0.7562, "X2": 0.94974, "Y2": 0.756, "X3": 0.94974, "Y3": 0.7698, "X4": 0.6918, "Y4": 0.7688, "page": 0}, {"Word": "Literature Cited", "Confidence": 0.993, "X1": 0.12566, "Y1": 0.7652, "X2": 0.2672, "Y2": 0.765, "X3": 0.2672, "Y3": 0.7798, "X4": 0.12566, "Y4": 0.7798, "page": 0}, {"Word": "Acetone in Cigarette Smoke, To-", "Confidence": 0.9964, "X1": 0.38889, "Y1": 0.7712, "X2": 0.6455, "Y2": 0.771, "X3": 0.6455, "Y3": 0.7848, "X4": 0.38889, "Y4": 0.7838, "page": 0}, {"Word": "Dioxide in the Atmosphere, Anal.", "Confidence": 0.974, "X1": 0.69312, "Y1": 0.7692, "X2": 0.95106, "Y2": 0.769, "X3": 0.95106, "Y3": 0.7828, "X4": 0.69312, "Y4": 0.7828, "page": 0}, {"Word": "bacco Sci. 8:150-153. 1964.", "Confidence": 0.948, "X1": 0.38889, "Y1": 0.7842, "X2": 0.60053, "Y2": 0.784, "X3": 0.60053, "Y3": 0.7978, "X4": 0.38889, "Y4": 0.7968, "page": 0}, {"Word": "Chem. 26:1949-1955. 1954.", "Confidence": 0.97533, "X1": 0.69444, "Y1": 0.7832, "X2": 0.90873, "Y2": 0.783, "X3": 0.90873, "Y3": 0.7968, "X4": 0.69444, "Y4": 0.7978, "page": 0}, {"Word": "1. Baker, B. B. and J. D. Morrison,", "Confidence": 0.96363, "X1": 0.06349, "Y1": 0.7852, "X2": 0.33862, "Y2": 0.785, "X3": 0.33862, "Y3": 0.7988, "X4": 0.06349, "Y4": 0.7978, "page": 0}, {"Word": "Determination of Microgram", "Confidence": 0.871, "X1": 0.08466, "Y1": 0.8002, "X2": 0.33995, "Y2": 0.8, "X3": 0.33995, "Y3": 0.8128, "X4": 0.08466, "Y4": 0.8118, "page": 0}, {"Word": "7. Keith, C. H. and E. J. Hackney, 15. Thayer, P. S. and C. J. Kensler,", "Confidence": 0.9845, "X1": 0.36508, "Y1": 0.7952, "X2": 0.94974, "Y2": 0.795, "X3": 0.94974, "Y3": 0.8118, "X4": 0.36508, "Y4": 0.8128, "page": 0}, {"Word": "Quantities of Fluoride and Cy-", "Confidence": 0.9842, "X1": 0.08466, "Y1": 0.8132, "X2": 0.33995, "Y2": 0.813, "X3": 0.33995, "Y3": 0.8268, "X4": 0.08466, "Y4": 0.8258, "page": 0}, {"Word": "Human Smoking Characteristics,", "Confidence": 0.94667, "X1": 0.38757, "Y1": 0.8132, "X2": 0.64286, "Y2": 0.813, "X3": 0.64153, "Y3": 0.8268, "X4": 0.38757, "Y4": 0.8258, "page": 0}, {"Word": "Cigarette Smoke: Charcoal Fil-", "Confidence": 0.92375, "X1": 0.69312, "Y1": 0.8092, "X2": 0.94841, "Y2": 0.809, "X3": 0.94974, "Y3": 0.8228, "X4": 0.69312, "Y4": 0.8268, "page": 0}, {"Word": "ters Reduce Components that In-", "Confidence": 0.9926, "X1": 0.69048, "Y1": 0.8242, "X2": 0.95238, "Y2": 0.824, "X3": 0.95238, "Y3": 0.8378, "X4": 0.69048, "Y4": 0.8398, "page": 0}, {"Word": "anide by Measurement of Cur-", "Confidence": 0.9944, "X1": 0.08333, "Y1": 0.8262, "X2": 0.33995, "Y2": 0.826, "X3": 0.33995, "Y3": 0.8388, "X4": 0.08333, "Y4": 0.8388, "page": 0}, {"Word": "16th Tobacco Chemists' Research", "Confidence": 0.99275, "X1": 0.38757, "Y1": 0.8252, "X2": 0.64286, "Y2": 0.825, "X3": 0.64286, "Y3": 0.8398, "X4": 0.38757, "Y4": 0.8388, "page": 0}, {"Word": "rent from Spontaneous Electroly-", "Confidence": 0.97525, "X1": 0.08201, "Y1": 0.8402, "X2": 0.33862, "Y2": 0.84, "X3": 0.33862, "Y3": 0.8528, "X4": 0.08201, "Y4": 0.8528, "page": 0}, {"Word": "Conference, Richmond, Virginia,", "Confidence": 0.992, "X1": 0.38889, "Y1": 0.8392, "X2": 0.64418, "Y2": 0.839, "X3": 0.64418, "Y3": 0.8548, "X4": 0.38889, "Y4": 0.8528, "page": 0}, {"Word": "hibit Growth of Cultured Human", "Confidence": 0.9958, "X1": 0.6918, "Y1": 0.8382, "X2": 0.94841, "Y2": 0.838, "X3": 0.94841, "Y3": 0.8508, "X4": 0.6918, "Y4": 0.8528, "page": 0}, {"Word": "sis. Anal Chem. 27:1306-1307.", "Confidence": 0.9805, "X1": 0.08333, "Y1": 0.8532, "X2": 0.34127, "Y2": 0.853, "X3": 0.34127, "Y3": 0.8668, "X4": 0.08333, "Y4": 0.8668, "page": 0}, {"Word": "September 26, 1962.", "Confidence": 0.911, "X1": 0.3836, "Y1": 0.8522, "X2": 0.54101, "Y2": 0.852, "X3": 0.54101, "Y3": 0.8658, "X4": 0.3836, "Y4": 0.8658, "page": 0}, {"Word": "Cells. Science 146:642-644. 1964.", "Confidence": 0.95175, "X1": 0.69312, "Y1": 0.8492, "X2": 0.94974, "Y2": 0.849, "X3": 0.94974, "Y3": 0.8638, "X4": 0.69312, "Y4": 0.8668, "page": 0}, {"Word": "1955.", "Confidence": 0.905, "X1": 0.08069, "Y1": 0.8672, "X2": 0.13492, "Y2": 0.867, "X3": 0.1336, "Y3": 0.8798, "X4": 0.08069, "Y4": 0.8788, "page": 0}, {"Word": "8. Kensler, C. J. and S. P. Battista,", "Confidence": 0.97913, "X1": 0.36772, "Y1": 0.8662, "X2": 0.64286, "Y2": 0.866, "X3": 0.64286, "Y3": 0.8798, "X4": 0.36772, "Y4": 0.8798, "page": 0}, {"Word": "2. Grob, K ., Zur Gaschromatogra-", "Confidence": 0.98033, "X1": 0.06349, "Y1": 0.8812, "X2": 0.33862, "Y2": 0.881, "X3": 0.33862, "Y3": 0.8938, "X4": 0.06349, "Y4": 0.8928, "page": 0}, {"Word": "Components of Cigarette Smoke", "Confidence": 0.99575, "X1": 0.38757, "Y1": 0.8802, "X2": 0.64418, "Y2": 0.88, "X3": 0.64418, "Y3": 0.8928, "X4": 0.38757, "Y4": 0.8938, "page": 0}, {"Word": "phie des Cigarettenrauches. 1.", "Confidence": 0.95675, "X1": 0.08201, "Y1": 0.8942, "X2": 0.3373, "Y2": 0.894, "X3": 0.3373, "Y3": 0.9068, "X4": 0.08201, "Y4": 0.9078, "page": 0}, {"Word": "with Ciliary Depressant Activity.", "Confidence": 0.9055, "X1": 0.38889, "Y1": 0.8952, "X2": 0.64153, "Y2": 0.895, "X3": 0.64153, "Y3": 0.9078, "X4": 0.38889, "Y4": 0.9068, "page": 0}, {"Word": "Teil. Eine Methode zur Routine-", "Confidence": 0.9738, "X1": 0.08333, "Y1": 0.9082, "X2": 0.33862, "Y2": 0.908, "X3": 0.33862, "Y3": 0.9208, "X4": 0.08333, "Y4": 0.9198, "page": 0}, {"Word": "Their Selective Removal by Fil-", "Confidence": 0.9864, "X1": 0.38757, "Y1": 0.9072, "X2": 0.64418, "Y2": 0.907, "X3": 0.64418, "Y3": 0.9198, "X4": 0.38757, "Y4": 0.9208, "page": 0}, {"Word": "analyse der Gas-Dampf-Phase.", "Confidence": 0.87733, "X1": 0.08201, "Y1": 0.9212, "X2": 0.33862, "Y2": 0.921, "X3": 0.33862, "Y3": 0.9338, "X4": 0.08201, "Y4": 0.9338, "page": 0}, {"Word": "ters Containing Activated Char-", "Confidence": 0.99, "X1": 0.38889, "Y1": 0.9212, "X2": 0.64286, "Y2": 0.921, "X3": 0.64286, "Y3": 0.9338, "X4": 0.38889, "Y4": 0.9338, "page": 0}, {"Word": "Beitrage Tabakforsch, 1 :2285-200.", "Confidence": 0.701, "X1": 0.08333, "Y1": 0.9332, "X2": 0.33862, "Y2": 0.933, "X3": 0.33862, "Y3": 0.9468, "X4": 0.08333, "Y4": 0.9478, "page": 0}, {"Word": "coal Granules. New Eng. J. Med.", "Confidence": 0.90033, "X1": 0.38889, "Y1": 0.9342, "X2": 0.64021, "Y2": 0.934, "X3": 0.64021, "Y3": 0.9488, "X4": 0.38889, "Y4": 0.9488, "page": 0}, {"Word": "1962.", "Confidence": 0.904, "X1": 0.08466, "Y1": 0.9492, "X2": 0.12698, "Y2": 0.949, "X3": 0.12566, "Y3": 0.9608, "X4": 0.08333, "Y4": 0.9598, "page": 0}, {"Word": "269:1161-1166. 1963,", "Confidence": 0.738, "X1": 0.38492, "Y1": 0.9472, "X2": 0.54894, "Y2": 0.947, "X3": 0.54894, "Y3": 0.9608, "X4": 0.38492, "Y4": 0.9608, "page": 0}, {"Word": "2. Teil. Verfeinerte Trennung", "Confidence": 0.9845, "X1": 0.08333, "Y1": 0.9612, "X2": 0.34392, "Y2": 0.961, "X3": 0.34392, "Y3": 0.9768, "X4": 0.08333, "Y4": 0.9748, "page": 0}, {"Word": "9. Nall, J. F ., Complexed Cyanide in", "Confidence": 0.99225, "X1": 0.36243, "Y1": 0.9612, "X2": 0.6455, "Y2": 0.961, "X3": 0.6455, "Y3": 0.9758, "X4": 0.36243, "Y4": 0.9758, "page": 0}, {"Word": "01561835", "Confidence": 0.995, "X1": 0.89418, "Y1": 0.9692, "X2": 0.8955, "Y2": 0.969, "X3": 0.86905, "Y3": 0.9688, "X4": 0.86772, "Y4": 0.8678, "page": 0}], "words_data": [{"Word": "fire", "Confidence": 0.738, "X1": 0.06085, "Y1": 0.0142, "X2": 0.0873, "Y2": 0.014, "X3": 0.0873, "Y3": 0.0278, "X4": 0.06085, "Y4": 0.0278, "page": 0, "Index": 0}, {"Word": "brick", "Confidence": 0.796, "X1": 0.09788, "Y1": 0.0132, "X2": 0.14153, "Y2": 0.013, "X3": 0.14153, "Y3": 0.0278, "X4": 0.09788, "Y4": 0.0278, "page": 0, "Index": 1}, {"Word": "coated", "Confidence": 0.993, "X1": 0.15476, "Y1": 0.0132, "X2": 0.20635, "Y2": 0.013, "X3": 0.20635, "Y3": 0.0278, "X4": 0.15476, "Y4": 0.0278, "page": 0, "Index": 2}, {"Word": "with", "Confidence": 0.991, "X1": 0.2209, "Y1": 0.0132, "X2": 0.25794, "Y2": 0.013, "X3": 0.25661, "Y3": 0.0278, "X4": 0.2209, "Y4": 0.0278, "page": 0, "Index": 3}, {"Word": "255%", "Confidence": 0.228, "X1": 0.26984, "Y1": 0.0132, "X2": 0.3082, "Y2": 0.013, "X3": 0.3082, "Y3": 0.0278, "X4": 0.26984, "Y4": 0.0278, "page": 0, "Index": 4}, {"Word": "by", "Confidence": 0.998, "X1": 0.32011, "Y1": 0.0142, "X2": 0.34127, "Y2": 0.014, "X3": 0.34127, "Y3": 0.0278, "X4": 0.31878, "Y4": 0.0278, "page": 0, "Index": 5}, {"Word": "TABLE", "Confidence": 0.997, "X1": 0.38228, "Y1": 0.0212, "X2": 0.43651, "Y2": 0.021, "X3": 0.43651, "Y3": 0.0368, "X4": 0.38228, "Y4": 0.0368, "page": 0, "Index": 6}, {"Word": "2.", "Confidence": 0.955, "X1": 0.44312, "Y1": 0.0212, "X2": 0.46296, "Y2": 0.021, "X3": 0.46164, "Y3": 0.0358, "X4": 0.44312, "Y4": 0.0358, "page": 0, "Index": 7}, {"Word": "Yield", "Confidence": 0.995, "X1": 0.46693, "Y1": 0.0212, "X2": 0.50926, "Y2": 0.021, "X3": 0.50926, "Y3": 0.0358, "X4": 0.46561, "Y4": 0.0358, "page": 0, "Index": 8}, {"Word": "of", "Confidence": 0.998, "X1": 0.51455, "Y1": 0.0212, "X2": 0.53704, "Y2": 0.021, "X3": 0.53571, "Y3": 0.0358, "X4": 0.51455, "Y4": 0.0358, "page": 0, "Index": 9}, {"Word": "Oxides", "Confidence": 0.996, "X1": 0.53968, "Y1": 0.0222, "X2": 0.60053, "Y2": 0.022, "X3": 0.59921, "Y3": 0.0358, "X4": 0.53968, "Y4": 0.0358, "page": 0, "Index": 10}, {"Word": "of", "Confidence": 0.998, "X1": 0.60317, "Y1": 0.0222, "X2": 0.62566, "Y2": 0.022, "X3": 0.62434, "Y3": 0.0358, "X4": 0.60317, "Y4": 0.0358, "page": 0, "Index": 11}, {"Word": "Nitrogen", "Confidence": 0.991, "X1": 0.62963, "Y1": 0.0222, "X2": 0.70503, "Y2": 0.022, "X3": 0.70503, "Y3": 0.0348, "X4": 0.62831, "Y4": 0.0358, "page": 0, "Index": 12}, {"Word": "(calculated", "Confidence": 0.886, "X1": 0.71164, "Y1": 0.0212, "X2": 0.8082, "Y2": 0.021, "X3": 0.8082, "Y3": 0.0348, "X4": 0.71164, "Y4": 0.0348, "page": 0, "Index": 13}, {"Word": "as", "Confidence": 0.998, "X1": 0.81614, "Y1": 0.0212, "X2": 0.8373, "Y2": 0.021, "X3": 0.8373, "Y3": 0.0348, "X4": 0.81614, "Y4": 0.0348, "page": 0, "Index": 14}, {"Word": "ug", "Confidence": 0.997, "X1": 0.84127, "Y1": 0.0212, "X2": 0.86376, "Y2": 0.021, "X3": 0.86376, "Y3": 0.0348, "X4": 0.84127, "Y4": 0.0348, "page": 0, "Index": 15}, {"Word": "NO/35", "Confidence": 0.995, "X1": 0.86905, "Y1": 0.0202, "X2": 0.92857, "Y2": 0.02, "X3": 0.92857, "Y3": 0.0348, "X4": 0.86905, "Y4": 0.0348, "page": 0, "Index": 16}, {"Word": "weight", "Confidence": 0.995, "X1": 0.06085, "Y1": 0.0282, "X2": 0.11243, "Y2": 0.028, "X3": 0.11243, "Y3": 0.0418, "X4": 0.06085, "Y4": 0.0428, "page": 0, "Index": 17}, {"Word": "Ucon", "Confidence": 0.983, "X1": 0.1164, "Y1": 0.0282, "X2": 0.15608, "Y2": 0.028, "X3": 0.15608, "Y3": 0.0418, "X4": 0.1164, "Y4": 0.0418, "page": 0, "Index": 18}, {"Word": "Polar", "Confidence": 0.994, "X1": 0.16005, "Y1": 0.0272, "X2": 0.2037, "Y2": 0.027, "X3": 0.20238, "Y3": 0.0408, "X4": 0.16005, "Y4": 0.0418, "page": 0, "Index": 19}, {"Word": "50", "Confidence": 0.998, "X1": 0.20635, "Y1": 0.0272, "X2": 0.22751, "Y2": 0.027, "X3": 0.22619, "Y3": 0.0408, "X4": 0.20635, "Y4": 0.0408, "page": 0, "Index": 20}, {"Word": "HB", "Confidence": 0.991, "X1": 0.23016, "Y1": 0.0282, "X2": 0.25529, "Y2": 0.028, "X3": 0.25529, "Y3": 0.0418, "X4": 0.23016, "Y4": 0.0408, "page": 0, "Index": 21}, {"Word": "280X.", "Confidence": 0.989, "X1": 0.2619, "Y1": 0.0282, "X2": 0.3082, "Y2": 0.028, "X3": 0.3082, "Y3": 0.0418, "X4": 0.2619, "Y4": 0.0418, "page": 0, "Index": 22}, {"Word": "The", "Confidence": 0.998, "X1": 0.31085, "Y1": 0.0292, "X2": 0.34259, "Y2": 0.029, "X3": 0.34259, "Y3": 0.0418, "X4": 0.31085, "Y4": 0.0418, "page": 0, "Index": 23}, {"Word": "column", "Confidence": 0.938, "X1": 0.06217, "Y1": 0.0432, "X2": 0.11508, "Y2": 0.043, "X3": 0.11376, "Y3": 0.0558, "X4": 0.06085, "Y4": 0.0568, "page": 0, "Index": 24}, {"Word": "was", "Confidence": 0.998, "X1": 0.12037, "Y1": 0.0432, "X2": 0.15344, "Y2": 0.043, "X3": 0.15212, "Y3": 0.0558, "X4": 0.12037, "Y4": 0.0558, "page": 0, "Index": 25}, {"Word": "maintained", "Confidence": 0.994, "X1": 0.15608, "Y1": 0.0422, "X2": 0.24603, "Y2": 0.042, "X3": 0.24471, "Y3": 0.0548, "X4": 0.15608, "Y4": 0.0558, "page": 0, "Index": 26}, {"Word": "at", "Confidence": 0.998, "X1": 0.25, "Y1": 0.0422, "X2": 0.26852, "Y2": 0.042, "X3": 0.26852, "Y3": 0.0548, "X4": 0.25, "Y4": 0.0548, "page": 0, "Index": 27}, {"Word": "25\u2103", "Confidence": 0.634, "X1": 0.27249, "Y1": 0.0422, "X2": 0.30688, "Y2": 0.042, "X3": 0.30688, "Y3": 0.0548, "X4": 0.27116, "Y4": 0.0548, "page": 0, "Index": 28}, {"Word": "for", "Confidence": 0.998, "X1": 0.31481, "Y1": 0.0422, "X2": 0.34127, "Y2": 0.042, "X3": 0.34127, "Y3": 0.0558, "X4": 0.31349, "Y4": 0.0548, "page": 0, "Index": 29}, {"Word": "cc", "Confidence": 0.67, "X1": 0.61905, "Y1": 0.0382, "X2": 0.63757, "Y2": 0.038, "X3": 0.63757, "Y3": 0.0488, "X4": 0.61905, "Y4": 0.0498, "page": 0, "Index": 30}, {"Word": "puff)", "Confidence": 0.853, "X1": 0.64947, "Y1": 0.0382, "X2": 0.69048, "Y2": 0.038, "X3": 0.69048, "Y3": 0.0488, "X4": 0.64947, "Y4": 0.0488, "page": 0, "Index": 31}, {"Word": "2", "Confidence": 0.996, "X1": 0.55291, "Y1": 0.0552, "X2": 0.56349, "Y2": 0.055, "X3": 0.56349, "Y3": 0.0678, "X4": 0.55423, "Y4": 0.0678, "page": 0, "Index": 32}, {"Word": "3", "Confidence": 0.996, "X1": 0.60979, "Y1": 0.0542, "X2": 0.61905, "Y2": 0.054, "X3": 0.61905, "Y3": 0.0668, "X4": 0.60979, "Y4": 0.0668, "page": 0, "Index": 33}, {"Word": "5", "Confidence": 0.991, "X1": 0.72222, "Y1": 0.0542, "X2": 0.7328, "Y2": 0.054, "X3": 0.7328, "Y3": 0.0678, "X4": 0.72222, "Y4": 0.0678, "page": 0, "Index": 34}, {"Word": "7", "Confidence": 0.998, "X1": 0.83466, "Y1": 0.0542, "X2": 0.84524, "Y2": 0.054, "X3": 0.84524, "Y3": 0.0678, "X4": 0.83466, "Y4": 0.0678, "page": 0, "Index": 35}, {"Word": "25", "Confidence": 0.963, "X1": 0.06217, "Y1": 0.0562, "X2": 0.07804, "Y2": 0.056, "X3": 0.07804, "Y3": 0.0698, "X4": 0.06085, "Y4": 0.0698, "page": 0, "Index": 36}, {"Word": "min", "Confidence": 0.998, "X1": 0.08333, "Y1": 0.0562, "X2": 0.11111, "Y2": 0.056, "X3": 0.11111, "Y3": 0.0698, "X4": 0.08333, "Y4": 0.0698, "page": 0, "Index": 37}, {"Word": ".,", "Confidence": 0.95, "X1": 0.11508, "Y1": 0.0562, "X2": 0.12831, "Y2": 0.056, "X3": 0.12831, "Y3": 0.0698, "X4": 0.11508, "Y4": 0.0698, "page": 0, "Index": 38}, {"Word": "programmed", "Confidence": 0.994, "X1": 0.13228, "Y1": 0.0562, "X2": 0.23148, "Y2": 0.056, "X3": 0.23148, "Y3": 0.0698, "X4": 0.13095, "Y4": 0.0698, "page": 0, "Index": 39}, {"Word": "at", "Confidence": 0.998, "X1": 0.2381, "Y1": 0.0562, "X2": 0.25926, "Y2": 0.056, "X3": 0.25794, "Y3": 0.0698, "X4": 0.2381, "Y4": 0.0698, "page": 0, "Index": 40}, {"Word": "1.3\u2103", "Confidence": 0.201, "X1": 0.26455, "Y1": 0.0562, "X2": 0.30423, "Y2": 0.056, "X3": 0.30291, "Y3": 0.0698, "X4": 0.26323, "Y4": 0.0698, "page": 0, "Index": 41}, {"Word": "per", "Confidence": 0.998, "X1": 0.31349, "Y1": 0.0562, "X2": 0.34259, "Y2": 0.056, "X3": 0.34259, "Y3": 0.0698, "X4": 0.31349, "Y4": 0.0698, "page": 0, "Index": 42}, {"Word": "Puff", "Confidence": 0.983, "X1": 0.46429, "Y1": 0.0562, "X2": 0.49339, "Y2": 0.056, "X3": 0.49206, "Y3": 0.0698, "X4": 0.46296, "Y4": 0.0678, "page": 0, "Index": 43}, {"Word": "#", "Confidence": 0.983, "X1": 0.49603, "Y1": 0.0562, "X2": 0.50794, "Y2": 0.056, "X3": 0.50661, "Y3": 0.0698, "X4": 0.49471, "Y4": 0.0698, "page": 0, "Index": 44}, {"Word": "Average", "Confidence": 0.66, "X1": 0.86508, "Y1": 0.0562, "X2": 0.93122, "Y2": 0.056, "X3": 0.92989, "Y3": 0.0698, "X4": 0.86508, "Y4": 0.0678, "page": 0, "Index": 45}, {"Word": "minute", "Confidence": 0.994, "X1": 0.06085, "Y1": 0.0692, "X2": 0.11508, "Y2": 0.069, "X3": 0.11376, "Y3": 0.0818, "X4": 0.05952, "Y4": 0.0828, "page": 0, "Index": 46}, {"Word": "to", "Confidence": 0.998, "X1": 0.12169, "Y1": 0.0692, "X2": 0.13889, "Y2": 0.069, "X3": 0.13889, "Y3": 0.0818, "X4": 0.12037, "Y4": 0.0818, "page": 0, "Index": 47}, {"Word": "80\u2103", "Confidence": 0.764, "X1": 0.1455, "Y1": 0.0692, "X2": 0.18122, "Y2": 0.069, "X3": 0.17989, "Y3": 0.0818, "X4": 0.14418, "Y4": 0.0818, "page": 0, "Index": 48}, {"Word": "and", "Confidence": 0.998, "X1": 0.19048, "Y1": 0.0692, "X2": 0.21958, "Y2": 0.069, "X3": 0.21825, "Y3": 0.0818, "X4": 0.18915, "Y4": 0.0818, "page": 0, "Index": 49}, {"Word": "maintained", "Confidence": 0.991, "X1": 0.22619, "Y1": 0.0692, "X2": 0.31614, "Y2": 0.069, "X3": 0.31481, "Y3": 0.0818, "X4": 0.22619, "Y4": 0.0818, "page": 0, "Index": 50}, {"Word": "at", "Confidence": 0.998, "X1": 0.32275, "Y1": 0.0702, "X2": 0.34259, "Y2": 0.07, "X3": 0.34127, "Y3": 0.0828, "X4": 0.32275, "Y4": 0.0828, "page": 0, "Index": 51}, {"Word": "11.8", "Confidence": 0.97, "X1": 0.60185, "Y1": 0.0762, "X2": 0.62831, "Y2": 0.076, "X3": 0.62831, "Y3": 0.0878, "X4": 0.60185, "Y4": 0.0868, "page": 0, "Index": 52}, {"Word": "16.5", "Confidence": 0.571, "X1": 0.71164, "Y1": 0.0762, "X2": 0.73942, "Y2": 0.076, "X3": 0.7381, "Y3": 0.0878, "X4": 0.71032, "Y4": 0.0868, "page": 0, "Index": 53}, {"Word": "14.3", "Confidence": 0.819, "X1": 0.76852, "Y1": 0.0762, "X2": 0.79762, "Y2": 0.076, "X3": 0.7963, "Y3": 0.0878, "X4": 0.76852, "Y4": 0.0868, "page": 0, "Index": 54}, {"Word": "12.4", "Confidence": 0.731, "X1": 0.82407, "Y1": 0.0742, "X2": 0.85185, "Y2": 0.074, "X3": 0.85317, "Y3": 0.0868, "X4": 0.82407, "Y4": 0.0868, "page": 0, "Index": 55}, {"Word": "13.3", "Confidence": 0.68, "X1": 0.88095, "Y1": 0.0752, "X2": 0.9127, "Y2": 0.075, "X3": 0.91138, "Y3": 0.0868, "X4": 0.88095, "Y4": 0.0858, "page": 0, "Index": 56}, {"Word": "this", "Confidence": 0.988, "X1": 0.06085, "Y1": 0.0832, "X2": 0.08995, "Y2": 0.083, "X3": 0.08995, "Y3": 0.0958, "X4": 0.06085, "Y4": 0.0968, "page": 0, "Index": 57}, {"Word": "temperature", "Confidence": 0.994, "X1": 0.09392, "Y1": 0.0832, "X2": 0.19312, "Y2": 0.083, "X3": 0.19312, "Y3": 0.0958, "X4": 0.09392, "Y4": 0.0958, "page": 0, "Index": 58}, {"Word": "for", "Confidence": 0.998, "X1": 0.19709, "Y1": 0.0832, "X2": 0.22487, "Y2": 0.083, "X3": 0.22487, "Y3": 0.0958, "X4": 0.19709, "Y4": 0.0958, "page": 0, "Index": 59}, {"Word": "completion", "Confidence": 0.994, "X1": 0.22884, "Y1": 0.0832, "X2": 0.31614, "Y2": 0.083, "X3": 0.31614, "Y3": 0.0968, "X4": 0.22884, "Y4": 0.0958, "page": 0, "Index": 60}, {"Word": "of", "Confidence": 0.998, "X1": 0.32275, "Y1": 0.0832, "X2": 0.34259, "Y2": 0.083, "X3": 0.34392, "Y3": 0.0968, "X4": 0.32275, "Y4": 0.0968, "page": 0, "Index": 61}, {"Word": "Brand", "Confidence": 0.998, "X1": 0.38228, "Y1": 0.0762, "X2": 0.43122, "Y2": 0.076, "X3": 0.42989, "Y3": 0.0898, "X4": 0.38095, "Y4": 0.0888, "page": 0, "Index": 62}, {"Word": "A", "Confidence": 0.997, "X1": 0.43519, "Y1": 0.0762, "X2": 0.44577, "Y2": 0.076, "X3": 0.44444, "Y3": 0.0898, "X4": 0.43386, "Y4": 0.0898, "page": 0, "Index": 63}, {"Word": "Mach.", "Confidence": 0.991, "X1": 0.46296, "Y1": 0.0762, "X2": 0.5119, "Y2": 0.076, "X3": 0.5119, "Y3": 0.0898, "X4": 0.46296, "Y4": 0.0898, "page": 0, "Index": 64}, {"Word": "12.9", "Confidence": 0.854, "X1": 0.54365, "Y1": 0.0772, "X2": 0.57275, "Y2": 0.077, "X3": 0.57143, "Y3": 0.0888, "X4": 0.54365, "Y4": 0.0878, "page": 0, "Index": 65}, {"Word": "12.1", "Confidence": 0.987, "X1": 0.65476, "Y1": 0.0772, "X2": 0.68519, "Y2": 0.077, "X3": 0.68519, "Y3": 0.0888, "X4": 0.65476, "Y4": 0.0888, "page": 0, "Index": 66}, {"Word": "Flask", "Confidence": 0.995, "X1": 0.46561, "Y1": 0.0912, "X2": 0.50661, "Y2": 0.091, "X3": 0.50661, "Y3": 0.1028, "X4": 0.46429, "Y4": 0.1018, "page": 0, "Index": 67}, {"Word": "11.4", "Confidence": 0.989, "X1": 0.54233, "Y1": 0.0912, "X2": 0.57407, "Y2": 0.091, "X3": 0.57275, "Y3": 0.1028, "X4": 0.54233, "Y4": 0.1018, "page": 0, "Index": 68}, {"Word": "13.6", "Confidence": 0.981, "X1": 0.59788, "Y1": 0.0902, "X2": 0.62831, "Y2": 0.09, "X3": 0.62831, "Y3": 0.1018, "X4": 0.59656, "Y4": 0.1008, "page": 0, "Index": 69}, {"Word": "11.0", "Confidence": 0.987, "X1": 0.65741, "Y1": 0.0902, "X2": 0.68519, "Y2": 0.09, "X3": 0.68519, "Y3": 0.1018, "X4": 0.65741, "Y4": 0.1018, "page": 0, "Index": 70}, {"Word": "12.6", "Confidence": 0.988, "X1": 0.71032, "Y1": 0.0902, "X2": 0.74074, "Y2": 0.09, "X3": 0.74074, "Y3": 0.1018, "X4": 0.71032, "Y4": 0.1018, "page": 0, "Index": 71}, {"Word": "14.0", "Confidence": 0.991, "X1": 0.7672, "Y1": 0.0902, "X2": 0.79762, "Y2": 0.09, "X3": 0.79762, "Y3": 0.1018, "X4": 0.7672, "Y4": 0.1018, "page": 0, "Index": 72}, {"Word": "18.2", "Confidence": 0.767, "X1": 0.82407, "Y1": 0.0882, "X2": 0.85317, "Y2": 0.088, "X3": 0.85317, "Y3": 0.0998, "X4": 0.82407, "Y4": 0.1008, "page": 0, "Index": 73}, {"Word": "13.5", "Confidence": 0.941, "X1": 0.87963, "Y1": 0.0892, "X2": 0.91138, "Y2": 0.089, "X3": 0.91138, "Y3": 0.0998, "X4": 0.87963, "Y4": 0.0998, "page": 0, "Index": 74}, {"Word": "01", "Confidence": 0.521, "X1": 0.00661, "Y1": 0.1012, "X2": 0.01852, "Y2": 0.101, "X3": 0.01852, "Y3": 0.1118, "X4": 0.00661, "Y4": 0.1118, "page": 0, "Index": 75}, {"Word": "the", "Confidence": 0.995, "X1": 0.05952, "Y1": 0.0962, "X2": 0.08466, "Y2": 0.096, "X3": 0.08201, "Y3": 0.1098, "X4": 0.05688, "Y4": 0.1098, "page": 0, "Index": 76}, {"Word": "chromatogram.", "Confidence": 0.991, "X1": 0.08995, "Y1": 0.0992, "X2": 0.20767, "Y2": 0.099, "X3": 0.20767, "Y3": 0.1098, "X4": 0.0873, "Y4": 0.1098, "page": 0, "Index": 77}, {"Word": "Brand", "Confidence": 0.998, "X1": 0.38228, "Y1": 0.1032, "X2": 0.42989, "Y2": 0.103, "X3": 0.42989, "Y3": 0.1168, "X4": 0.38095, "Y4": 0.1168, "page": 0, "Index": 78}, {"Word": "B", "Confidence": 0.995, "X1": 0.43386, "Y1": 0.1042, "X2": 0.44444, "Y2": 0.104, "X3": 0.44444, "Y3": 0.1178, "X4": 0.43386, "Y4": 0.1168, "page": 0, "Index": 79}, {"Word": "Mach.", "Confidence": 0.817, "X1": 0.46429, "Y1": 0.1052, "X2": 0.51058, "Y2": 0.105, "X3": 0.50926, "Y3": 0.1168, "X4": 0.46429, "Y4": 0.1168, "page": 0, "Index": 80}, {"Word": "21.9", "Confidence": 0.998, "X1": 0.54365, "Y1": 0.1032, "X2": 0.57275, "Y2": 0.103, "X3": 0.57143, "Y3": 0.1148, "X4": 0.54365, "Y4": 0.1138, "page": 0, "Index": 81}, {"Word": "22.1", "Confidence": 0.981, "X1": 0.59788, "Y1": 0.1042, "X2": 0.62831, "Y2": 0.104, "X3": 0.62831, "Y3": 0.1148, "X4": 0.59788, "Y4": 0.1148, "page": 0, "Index": 82}, {"Word": "21.5", "Confidence": 0.962, "X1": 0.65873, "Y1": 0.1032, "X2": 0.68519, "Y2": 0.103, "X3": 0.68519, "Y3": 0.1148, "X4": 0.65873, "Y4": 0.1148, "page": 0, "Index": 83}, {"Word": "25.1", "Confidence": 0.81, "X1": 0.71032, "Y1": 0.1042, "X2": 0.7381, "Y2": 0.104, "X3": 0.7381, "Y3": 0.1158, "X4": 0.71032, "Y4": 0.1158, "page": 0, "Index": 84}, {"Word": "21.4", "Confidence": 0.982, "X1": 0.7672, "Y1": 0.1032, "X2": 0.79762, "Y2": 0.103, "X3": 0.79894, "Y3": 0.1148, "X4": 0.7672, "Y4": 0.1148, "page": 0, "Index": 85}, {"Word": "23.2", "Confidence": 0.998, "X1": 0.82275, "Y1": 0.1032, "X2": 0.8545, "Y2": 0.103, "X3": 0.8545, "Y3": 0.1148, "X4": 0.82275, "Y4": 0.1148, "page": 0, "Index": 86}, {"Word": "22.5", "Confidence": 0.955, "X1": 0.88095, "Y1": 0.1022, "X2": 0.91005, "Y2": 0.102, "X3": 0.91005, "Y3": 0.1128, "X4": 0.88095, "Y4": 0.1128, "page": 0, "Index": 87}, {"Word": "From", "Confidence": 0.989, "X1": 0.07407, "Y1": 0.1102, "X2": 0.11376, "Y2": 0.11, "X3": 0.11376, "Y3": 0.1228, "X4": 0.07407, "Y4": 0.1228, "page": 0, "Index": 88}, {"Word": "this", "Confidence": 0.989, "X1": 0.12434, "Y1": 0.1102, "X2": 0.15873, "Y2": 0.11, "X3": 0.15741, "Y3": 0.1238, "X4": 0.12434, "Y4": 0.1228, "page": 0, "Index": 89}, {"Word": "array", "Confidence": 0.996, "X1": 0.1627, "Y1": 0.1102, "X2": 0.20767, "Y2": 0.11, "X3": 0.20635, "Y3": 0.1238, "X4": 0.16138, "Y4": 0.1238, "page": 0, "Index": 90}, {"Word": "of", "Confidence": 0.998, "X1": 0.21296, "Y1": 0.1102, "X2": 0.2328, "Y2": 0.11, "X3": 0.2328, "Y3": 0.1238, "X4": 0.21164, "Y4": 0.1238, "page": 0, "Index": 91}, {"Word": "peaks", "Confidence": 0.997, "X1": 0.23677, "Y1": 0.1102, "X2": 0.28439, "Y2": 0.11, "X3": 0.28307, "Y3": 0.1238, "X4": 0.23677, "Y4": 0.1238, "page": 0, "Index": 92}, {"Word": "eleven", "Confidence": 0.997, "X1": 0.28836, "Y1": 0.1102, "X2": 0.33995, "Y2": 0.11, "X3": 0.33862, "Y3": 0.1238, "X4": 0.28704, "Y4": 0.1238, "page": 0, "Index": 93}, {"Word": "24.1", "Confidence": 0.839, "X1": 0.65476, "Y1": 0.1172, "X2": 0.68254, "Y2": 0.117, "X3": 0.68254, "Y3": 0.1278, "X4": 0.65476, "Y4": 0.1278, "page": 0, "Index": 94}, {"Word": "24.1", "Confidence": 0.883, "X1": 0.76852, "Y1": 0.1172, "X2": 0.7963, "Y2": 0.117, "X3": 0.7963, "Y3": 0.1278, "X4": 0.76852, "Y4": 0.1278, "page": 0, "Index": 95}, {"Word": "23.5", "Confidence": 0.701, "X1": 0.82407, "Y1": 0.1152, "X2": 0.8545, "Y2": 0.115, "X3": 0.85582, "Y3": 0.1278, "X4": 0.8254, "Y4": 0.1288, "page": 0, "Index": 96}, {"Word": "24.4", "Confidence": 0.965, "X1": 0.88095, "Y1": 0.1172, "X2": 0.91138, "Y2": 0.117, "X3": 0.91138, "Y3": 0.1268, "X4": 0.88095, "Y4": 0.1268, "page": 0, "Index": 97}, {"Word": "are", "Confidence": 0.998, "X1": 0.05952, "Y1": 0.1242, "X2": 0.08466, "Y2": 0.124, "X3": 0.08333, "Y3": 0.1368, "X4": 0.0582, "Y4": 0.1378, "page": 0, "Index": 98}, {"Word": "sufficiently", "Confidence": 0.982, "X1": 0.08862, "Y1": 0.1232, "X2": 0.17593, "Y2": 0.123, "X3": 0.1746, "Y3": 0.1358, "X4": 0.0873, "Y4": 0.1368, "page": 0, "Index": 99}, {"Word": "resolved", "Confidence": 0.994, "X1": 0.17989, "Y1": 0.1232, "X2": 0.24735, "Y2": 0.123, "X3": 0.24603, "Y3": 0.1368, "X4": 0.17989, "Y4": 0.1358, "page": 0, "Index": 100}, {"Word": "for", "Confidence": 0.998, "X1": 0.25132, "Y1": 0.1232, "X2": 0.27778, "Y2": 0.123, "X3": 0.27778, "Y3": 0.1368, "X4": 0.25132, "Y4": 0.1368, "page": 0, "Index": 101}, {"Word": "quanti-", "Confidence": 0.992, "X1": 0.28175, "Y1": 0.1242, "X2": 0.33995, "Y2": 0.124, "X3": 0.33995, "Y3": 0.1378, "X4": 0.28175, "Y4": 0.1368, "page": 0, "Index": 102}, {"Word": "Flask", "Confidence": 0.998, "X1": 0.46429, "Y1": 0.1182, "X2": 0.50397, "Y2": 0.118, "X3": 0.50397, "Y3": 0.1298, "X4": 0.46429, "Y4": 0.1288, "page": 0, "Index": 103}, {"Word": "24.8", "Confidence": 0.982, "X1": 0.54233, "Y1": 0.1182, "X2": 0.57275, "Y2": 0.118, "X3": 0.57275, "Y3": 0.1298, "X4": 0.54233, "Y4": 0.1298, "page": 0, "Index": 104}, {"Word": "27.0", "Confidence": 0.986, "X1": 0.60185, "Y1": 0.1172, "X2": 0.62831, "Y2": 0.117, "X3": 0.62831, "Y3": 0.1288, "X4": 0.60185, "Y4": 0.1288, "page": 0, "Index": 105}, {"Word": "22.9", "Confidence": 0.976, "X1": 0.71032, "Y1": 0.1182, "X2": 0.74206, "Y2": 0.118, "X3": 0.74074, "Y3": 0.1288, "X4": 0.71032, "Y4": 0.1278, "page": 0, "Index": 106}, {"Word": "in", "Confidence": 0.935, "X1": 0.00397, "Y1": 0.1282, "X2": 0.0172, "Y2": 0.128, "X3": 0.0172, "Y3": 0.1398, "X4": 0.00397, "Y4": 0.1398, "page": 0, "Index": 107}, {"Word": "Brand", "Confidence": 0.998, "X1": 0.38095, "Y1": 0.1302, "X2": 0.42857, "Y2": 0.13, "X3": 0.42857, "Y3": 0.1438, "X4": 0.38095, "Y4": 0.1438, "page": 0, "Index": 108}, {"Word": "C", "Confidence": 0.997, "X1": 0.43254, "Y1": 0.1302, "X2": 0.44312, "Y2": 0.13, "X3": 0.44312, "Y3": 0.1438, "X4": 0.43254, "Y4": 0.1438, "page": 0, "Index": 109}, {"Word": "Mach.", "Confidence": 0.962, "X1": 0.46429, "Y1": 0.1322, "X2": 0.51058, "Y2": 0.132, "X3": 0.50926, "Y3": 0.1438, "X4": 0.46296, "Y4": 0.1428, "page": 0, "Index": 110}, {"Word": "31.4", "Confidence": 0.955, "X1": 0.54101, "Y1": 0.1312, "X2": 0.57407, "Y2": 0.131, "X3": 0.57407, "Y3": 0.1428, "X4": 0.54101, "Y4": 0.1418, "page": 0, "Index": 111}, {"Word": "30.2", "Confidence": 0.899, "X1": 0.59788, "Y1": 0.1312, "X2": 0.62831, "Y2": 0.131, "X3": 0.62831, "Y3": 0.1418, "X4": 0.59788, "Y4": 0.1408, "page": 0, "Index": 112}, {"Word": "32.6", "Confidence": 0.958, "X1": 0.71032, "Y1": 0.1312, "X2": 0.74074, "Y2": 0.131, "X3": 0.74074, "Y3": 0.1418, "X4": 0.71032, "Y4": 0.1418, "page": 0, "Index": 113}, {"Word": "32.3", "Confidence": 0.736, "X1": 0.76984, "Y1": 0.1302, "X2": 0.7963, "Y2": 0.13, "X3": 0.7963, "Y3": 0.1408, "X4": 0.76984, "Y4": 0.1408, "page": 0, "Index": 114}, {"Word": "30.9", "Confidence": 0.979, "X1": 0.82407, "Y1": 0.1302, "X2": 0.8545, "Y2": 0.13, "X3": 0.8545, "Y3": 0.1428, "X4": 0.82407, "Y4": 0.1428, "page": 0, "Index": 115}, {"Word": "31.1", "Confidence": 0.643, "X1": 0.88095, "Y1": 0.1302, "X2": 0.91138, "Y2": 0.13, "X3": 0.91138, "Y3": 0.1408, "X4": 0.88095, "Y4": 0.1408, "page": 0, "Index": 116}, {"Word": "tative", "Confidence": 0.996, "X1": 0.06085, "Y1": 0.1372, "X2": 0.10582, "Y2": 0.137, "X3": 0.10582, "Y3": 0.1508, "X4": 0.05952, "Y4": 0.1508, "page": 0, "Index": 117}, {"Word": "interpretation.", "Confidence": 0.991, "X1": 0.11905, "Y1": 0.1372, "X2": 0.24074, "Y2": 0.137, "X3": 0.24074, "Y3": 0.1508, "X4": 0.11772, "Y4": 0.1508, "page": 0, "Index": 118}, {"Word": "These", "Confidence": 0.998, "X1": 0.25132, "Y1": 0.1372, "X2": 0.29894, "Y2": 0.137, "X3": 0.29894, "Y3": 0.1508, "X4": 0.25132, "Y4": 0.1508, "page": 0, "Index": 119}, {"Word": "are", "Confidence": 0.998, "X1": 0.31349, "Y1": 0.1372, "X2": 0.34259, "Y2": 0.137, "X3": 0.34259, "Y3": 0.1518, "X4": 0.31349, "Y4": 0.1518, "page": 0, "Index": 120}, {"Word": "Flask", "Confidence": 0.997, "X1": 0.46296, "Y1": 0.1452, "X2": 0.50529, "Y2": 0.145, "X3": 0.50529, "Y3": 0.1568, "X4": 0.46296, "Y4": 0.1558, "page": 0, "Index": 121}, {"Word": "25.7", "Confidence": 0.915, "X1": 0.54233, "Y1": 0.1442, "X2": 0.57275, "Y2": 0.144, "X3": 0.57275, "Y3": 0.1548, "X4": 0.54233, "Y4": 0.1548, "page": 0, "Index": 122}, {"Word": "34.0", "Confidence": 0.964, "X1": 0.59788, "Y1": 0.1432, "X2": 0.62963, "Y2": 0.143, "X3": 0.62831, "Y3": 0.1548, "X4": 0.59788, "Y4": 0.1538, "page": 0, "Index": 123}, {"Word": "35.0", "Confidence": 0.981, "X1": 0.65344, "Y1": 0.1452, "X2": 0.68519, "Y2": 0.145, "X3": 0.68519, "Y3": 0.1558, "X4": 0.65344, "Y4": 0.1558, "page": 0, "Index": 124}, {"Word": "30.0", "Confidence": 0.851, "X1": 0.71032, "Y1": 0.1452, "X2": 0.74074, "Y2": 0.145, "X3": 0.74074, "Y3": 0.1548, "X4": 0.71032, "Y4": 0.1548, "page": 0, "Index": 125}, {"Word": "28.9", "Confidence": 0.984, "X1": 0.76852, "Y1": 0.1452, "X2": 0.79762, "Y2": 0.145, "X3": 0.79762, "Y3": 0.1558, "X4": 0.7672, "Y4": 0.1548, "page": 0, "Index": 126}, {"Word": "27.2", "Confidence": 0.955, "X1": 0.82407, "Y1": 0.1432, "X2": 0.8545, "Y2": 0.143, "X3": 0.8545, "Y3": 0.1538, "X4": 0.82407, "Y4": 0.1548, "page": 0, "Index": 127}, {"Word": "30.1", "Confidence": 0.986, "X1": 0.87963, "Y1": 0.1442, "X2": 0.91138, "Y2": 0.144, "X3": 0.91138, "Y3": 0.1558, "X4": 0.87963, "Y4": 0.1548, "page": 0, "Index": 128}, {"Word": "1", "Confidence": 0.632, "X1": 0.0, "Y1": 0.1532, "X2": 0.00529, "Y2": 0.153, "X3": 0.00397, "Y3": 0.1648, "X4": 0.0, "Y4": 0.1638, "page": 0, "Index": 129}, {"Word": "%", "Confidence": 0.058, "X1": 0.00926, "Y1": 0.1542, "X2": 0.01852, "Y2": 0.154, "X3": 0.0172, "Y3": 0.1658, "X4": 0.00661, "Y4": 0.1648, "page": 0, "Index": 130}, {"Word": "acetaldehyde,", "Confidence": 0.574, "X1": 0.0582, "Y1": 0.1502, "X2": 0.1627, "Y2": 0.15, "X3": 0.1627, "Y3": 0.1638, "X4": 0.05688, "Y4": 0.1628, "page": 0, "Index": 131}, {"Word": "isoprene,", "Confidence": 0.955, "X1": 0.16667, "Y1": 0.1512, "X2": 0.23677, "Y2": 0.151, "X3": 0.23677, "Y3": 0.1638, "X4": 0.16534, "Y4": 0.1638, "page": 0, "Index": 132}, {"Word": "propionalde-", "Confidence": 0.992, "X1": 0.24074, "Y1": 0.1512, "X2": 0.34127, "Y2": 0.151, "X3": 0.34127, "Y3": 0.1628, "X4": 0.24074, "Y4": 0.1638, "page": 0, "Index": 133}, {"Word": "hyde,", "Confidence": 0.955, "X1": 0.0582, "Y1": 0.1632, "X2": 0.10582, "Y2": 0.163, "X3": 0.1045, "Y3": 0.1768, "X4": 0.0582, "Y4": 0.1768, "page": 0, "Index": 134}, {"Word": "furan,", "Confidence": 0.935, "X1": 0.10979, "Y1": 0.1642, "X2": 0.16534, "Y2": 0.164, "X3": 0.16534, "Y3": 0.1768, "X4": 0.10847, "Y4": 0.1768, "page": 0, "Index": 135}, {"Word": "acetone,", "Confidence": 0.812, "X1": 0.16931, "Y1": 0.1642, "X2": 0.23942, "Y2": 0.164, "X3": 0.23942, "Y3": 0.1768, "X4": 0.16931, "Y4": 0.1768, "page": 0, "Index": 136}, {"Word": "acrolein,", "Confidence": 0.894, "X1": 0.24471, "Y1": 0.1632, "X2": 0.31878, "Y2": 0.163, "X3": 0.31878, "Y3": 0.1768, "X4": 0.24471, "Y4": 0.1768, "page": 0, "Index": 137}, {"Word": "2-", "Confidence": 0.991, "X1": 0.32407, "Y1": 0.1632, "X2": 0.34127, "Y2": 0.163, "X3": 0.34127, "Y3": 0.1768, "X4": 0.32407, "Y4": 0.1768, "page": 0, "Index": 138}, {"Word": "methylfuran,", "Confidence": 0.854, "X1": 0.0582, "Y1": 0.1772, "X2": 0.1627, "Y2": 0.177, "X3": 0.16138, "Y3": 0.1898, "X4": 0.05688, "Y4": 0.1908, "page": 0, "Index": 139}, {"Word": "2-butanone,", "Confidence": 0.991, "X1": 0.16534, "Y1": 0.1772, "X2": 0.25794, "Y2": 0.177, "X3": 0.25794, "Y3": 0.1898, "X4": 0.16534, "Y4": 0.1898, "page": 0, "Index": 140}, {"Word": "butenone,", "Confidence": 0.945, "X1": 0.2619, "Y1": 0.1782, "X2": 0.33862, "Y2": 0.178, "X3": 0.3373, "Y3": 0.1908, "X4": 0.2619, "Y4": 0.1908, "page": 0, "Index": 141}, {"Word": "butanedione", "Confidence": 0.958, "X1": 0.05952, "Y1": 0.1912, "X2": 0.15476, "Y2": 0.191, "X3": 0.15344, "Y3": 0.2028, "X4": 0.0582, "Y4": 0.2028, "page": 0, "Index": 142}, {"Word": "and", "Confidence": 0.997, "X1": 0.16667, "Y1": 0.1912, "X2": 0.19709, "Y2": 0.191, "X3": 0.19577, "Y3": 0.2038, "X4": 0.16534, "Y4": 0.2028, "page": 0, "Index": 143}, {"Word": "benzene.", "Confidence": 0.992, "X1": 0.21032, "Y1": 0.1912, "X2": 0.28307, "Y2": 0.191, "X3": 0.28175, "Y3": 0.2038, "X4": 0.20899, "Y4": 0.2038, "page": 0, "Index": 144}, {"Word": "While", "Confidence": 0.994, "X1": 0.29233, "Y1": 0.1912, "X2": 0.34127, "Y2": 0.191, "X3": 0.33995, "Y3": 0.2048, "X4": 0.29233, "Y4": 0.2038, "page": 0, "Index": 145}, {"Word": "each", "Confidence": 0.846, "X1": 0.06085, "Y1": 0.2032, "X2": 0.09259, "Y2": 0.203, "X3": 0.09127, "Y3": 0.2168, "X4": 0.05952, "Y4": 0.2168, "page": 0, "Index": 146}, {"Word": "of", "Confidence": 0.998, "X1": 0.09921, "Y1": 0.2032, "X2": 0.11772, "Y2": 0.203, "X3": 0.1164, "Y3": 0.2168, "X4": 0.09788, "Y4": 0.2168, "page": 0, "Index": 147}, {"Word": "these", "Confidence": 0.998, "X1": 0.12169, "Y1": 0.2032, "X2": 0.16534, "Y2": 0.203, "X3": 0.16402, "Y3": 0.2178, "X4": 0.12037, "Y4": 0.2168, "page": 0, "Index": 148}, {"Word": "peaks", "Confidence": 0.997, "X1": 0.16931, "Y1": 0.2042, "X2": 0.21429, "Y2": 0.204, "X3": 0.21429, "Y3": 0.2178, "X4": 0.16799, "Y4": 0.2178, "page": 0, "Index": 149}, {"Word": "contains", "Confidence": 0.996, "X1": 0.21825, "Y1": 0.2042, "X2": 0.28836, "Y2": 0.204, "X3": 0.28704, "Y3": 0.2168, "X4": 0.21825, "Y4": 0.2178, "page": 0, "Index": 150}, {"Word": "minor", "Confidence": 0.998, "X1": 0.29233, "Y1": 0.2042, "X2": 0.34127, "Y2": 0.204, "X3": 0.33995, "Y3": 0.2168, "X4": 0.29101, "Y4": 0.2168, "page": 0, "Index": 151}, {"Word": "TABLE", "Confidence": 0.997, "X1": 0.38228, "Y1": 0.1992, "X2": 0.43915, "Y2": 0.199, "X3": 0.43783, "Y3": 0.2158, "X4": 0.38228, "Y4": 0.2148, "page": 0, "Index": 152}, {"Word": "3.", "Confidence": 0.998, "X1": 0.44444, "Y1": 0.1992, "X2": 0.46561, "Y2": 0.199, "X3": 0.46561, "Y3": 0.2158, "X4": 0.44312, "Y4": 0.2158, "page": 0, "Index": 153}, {"Word": "Yield", "Confidence": 0.991, "X1": 0.4709, "Y1": 0.2002, "X2": 0.51587, "Y2": 0.2, "X3": 0.51587, "Y3": 0.2158, "X4": 0.46958, "Y4": 0.2158, "page": 0, "Index": 154}, {"Word": "of", "Confidence": 0.998, "X1": 0.52249, "Y1": 0.2002, "X2": 0.54497, "Y2": 0.2, "X3": 0.54365, "Y3": 0.2168, "X4": 0.52116, "Y4": 0.2168, "page": 0, "Index": 155}, {"Word": "Selected", "Confidence": 0.991, "X1": 0.55159, "Y1": 0.2012, "X2": 0.62434, "Y2": 0.201, "X3": 0.62302, "Y3": 0.2168, "X4": 0.55026, "Y4": 0.2168, "page": 0, "Index": 156}, {"Word": "Vapor", "Confidence": 0.995, "X1": 0.63095, "Y1": 0.2012, "X2": 0.68783, "Y2": 0.201, "X3": 0.68651, "Y3": 0.2178, "X4": 0.63095, "Y4": 0.2168, "page": 0, "Index": 157}, {"Word": "Phase", "Confidence": 0.997, "X1": 0.69312, "Y1": 0.2012, "X2": 0.74471, "Y2": 0.201, "X3": 0.74471, "Y3": 0.2178, "X4": 0.69312, "Y4": 0.2178, "page": 0, "Index": 158}, {"Word": "Constituents", "Confidence": 0.991, "X1": 0.75132, "Y1": 0.2012, "X2": 0.86243, "Y2": 0.201, "X3": 0.86243, "Y3": 0.2168, "X4": 0.75, "Y4": 0.2178, "page": 0, "Index": 159}, {"Word": "(ug/35", "Confidence": 0.642, "X1": 0.86905, "Y1": 0.2002, "X2": 0.92989, "Y2": 0.2, "X3": 0.92989, "Y3": 0.2168, "X4": 0.86772, "Y4": 0.2168, "page": 0, "Index": 160}, {"Word": "secondary", "Confidence": 0.995, "X1": 0.06217, "Y1": 0.2172, "X2": 0.13889, "Y2": 0.217, "X3": 0.13757, "Y3": 0.2308, "X4": 0.06085, "Y4": 0.2308, "page": 0, "Index": 161}, {"Word": "constituents,", "Confidence": 0.901, "X1": 0.1455, "Y1": 0.2172, "X2": 0.27513, "Y2": 0.217, "X3": 0.27381, "Y3": 0.2308, "X4": 0.1455, "Y4": 0.2308, "page": 0, "Index": 162}, {"Word": "it", "Confidence": 0.998, "X1": 0.2791, "Y1": 0.2182, "X2": 0.29762, "Y2": 0.218, "X3": 0.29762, "Y3": 0.2308, "X4": 0.27778, "Y4": 0.2308, "page": 0, "Index": 163}, {"Word": "was", "Confidence": 0.998, "X1": 0.30556, "Y1": 0.2182, "X2": 0.33995, "Y2": 0.218, "X3": 0.33995, "Y3": 0.2318, "X4": 0.30423, "Y4": 0.2308, "page": 0, "Index": 164}, {"Word": "ml", "Confidence": 0.962, "X1": 0.61772, "Y1": 0.2172, "X2": 0.64153, "Y2": 0.217, "X3": 0.64153, "Y3": 0.2298, "X4": 0.61772, "Y4": 0.2288, "page": 0, "Index": 165}, {"Word": "puff)", "Confidence": 0.312, "X1": 0.64815, "Y1": 0.2162, "X2": 0.6918, "Y2": 0.216, "X3": 0.69048, "Y3": 0.2298, "X4": 0.64815, "Y4": 0.2308, "page": 0, "Index": 166}, {"Word": "shown", "Confidence": 0.993, "X1": 0.06085, "Y1": 0.2312, "X2": 0.10714, "Y2": 0.231, "X3": 0.10714, "Y3": 0.2438, "X4": 0.05952, "Y4": 0.2448, "page": 0, "Index": 167}, {"Word": "in", "Confidence": 0.998, "X1": 0.1164, "Y1": 0.2312, "X2": 0.1336, "Y2": 0.231, "X3": 0.1336, "Y3": 0.2438, "X4": 0.11508, "Y4": 0.2438, "page": 0, "Index": 168}, {"Word": "our", "Confidence": 0.998, "X1": 0.14286, "Y1": 0.2312, "X2": 0.17196, "Y2": 0.231, "X3": 0.17063, "Y3": 0.2438, "X4": 0.14153, "Y4": 0.2438, "page": 0, "Index": 169}, {"Word": "previous", "Confidence": 0.996, "X1": 0.17725, "Y1": 0.2312, "X2": 0.24868, "Y2": 0.231, "X3": 0.24868, "Y3": 0.2448, "X4": 0.17725, "Y4": 0.2438, "page": 0, "Index": 170}, {"Word": "work", "Confidence": 0.989, "X1": 0.25529, "Y1": 0.2312, "X2": 0.29497, "Y2": 0.231, "X3": 0.29497, "Y3": 0.2448, "X4": 0.25529, "Y4": 0.2448, "page": 0, "Index": 171}, {"Word": "(10)", "Confidence": 0.981, "X1": 0.30423, "Y1": 0.2312, "X2": 0.33995, "Y2": 0.231, "X3": 0.33995, "Y3": 0.2458, "X4": 0.30423, "Y4": 0.2448, "page": 0, "Index": 172}, {"Word": "Cellulose", "Confidence": 0.896, "X1": 0.71561, "Y1": 0.2332, "X2": 0.78042, "Y2": 0.233, "X3": 0.78042, "Y3": 0.2448, "X4": 0.71561, "Y4": 0.2448, "page": 0, "Index": 173}, {"Word": "that", "Confidence": 0.993, "X1": 0.06085, "Y1": 0.2442, "X2": 0.09392, "Y2": 0.244, "X3": 0.09392, "Y3": 0.2568, "X4": 0.05952, "Y4": 0.2568, "page": 0, "Index": 174}, {"Word": "the", "Confidence": 0.998, "X1": 0.10053, "Y1": 0.2442, "X2": 0.12831, "Y2": 0.244, "X3": 0.12831, "Y3": 0.2568, "X4": 0.09921, "Y4": 0.2568, "page": 0, "Index": 175}, {"Word": "error", "Confidence": 0.995, "X1": 0.13624, "Y1": 0.2442, "X2": 0.17989, "Y2": 0.244, "X3": 0.17989, "Y3": 0.2568, "X4": 0.13624, "Y4": 0.2568, "page": 0, "Index": 176}, {"Word": "introduced", "Confidence": 0.995, "X1": 0.18783, "Y1": 0.2442, "X2": 0.27381, "Y2": 0.244, "X3": 0.27381, "Y3": 0.2578, "X4": 0.18783, "Y4": 0.2568, "page": 0, "Index": 177}, {"Word": "acetate-", "Confidence": 0.951, "X1": 0.6045, "Y1": 0.2462, "X2": 0.66931, "Y2": 0.246, "X3": 0.66799, "Y3": 0.2578, "X4": 0.6045, "Y4": 0.2588, "page": 0, "Index": 178}, {"Word": "is", "Confidence": 0.991, "X1": 0.28307, "Y1": 0.2442, "X2": 0.30026, "Y2": 0.244, "X3": 0.30026, "Y3": 0.2588, "X4": 0.28307, "Y4": 0.2578, "page": 0, "Index": 179}, {"Word": "less", "Confidence": 0.967, "X1": 0.3082, "Y1": 0.2442, "X2": 0.33995, "Y2": 0.244, "X3": 0.34127, "Y3": 0.2588, "X4": 0.3082, "Y4": 0.2588, "page": 0, "Index": 180}, {"Word": "Cellulose", "Confidence": 0.63, "X1": 0.53836, "Y1": 0.2452, "X2": 0.60185, "Y2": 0.245, "X3": 0.60053, "Y3": 0.2588, "X4": 0.53836, "Y4": 0.2588, "page": 0, "Index": 181}, {"Word": "acetate", "Confidence": 0.887, "X1": 0.72354, "Y1": 0.2472, "X2": 0.77778, "Y2": 0.247, "X3": 0.77778, "Y3": 0.2588, "X4": 0.72354, "Y4": 0.2578, "page": 0, "Index": 182}, {"Word": "than", "Confidence": 0.985, "X1": 0.06349, "Y1": 0.2572, "X2": 0.09259, "Y2": 0.257, "X3": 0.09127, "Y3": 0.2698, "X4": 0.06217, "Y4": 0.2698, "page": 0, "Index": 183}, {"Word": "ten", "Confidence": 0.998, "X1": 0.09921, "Y1": 0.2582, "X2": 0.12434, "Y2": 0.258, "X3": 0.12302, "Y3": 0.2698, "X4": 0.09788, "Y4": 0.2698, "page": 0, "Index": 184}, {"Word": "percent.", "Confidence": 0.995, "X1": 0.12831, "Y1": 0.2592, "X2": 0.19444, "Y2": 0.259, "X3": 0.19444, "Y3": 0.2708, "X4": 0.12831, "Y4": 0.2698, "page": 0, "Index": 185}, {"Word": "activated", "Confidence": 0.884, "X1": 0.52381, "Y1": 0.2602, "X2": 0.58862, "Y2": 0.26, "X3": 0.5873, "Y3": 0.2728, "X4": 0.52249, "Y4": 0.2738, "page": 0, "Index": 186}, {"Word": "carbon", "Confidence": 0.996, "X1": 0.59259, "Y1": 0.2602, "X2": 0.64153, "Y2": 0.26, "X3": 0.64021, "Y3": 0.2728, "X4": 0.59127, "Y4": 0.2728, "page": 0, "Index": 187}, {"Word": "filter", "Confidence": 0.807, "X1": 0.6455, "Y1": 0.2602, "X2": 0.68386, "Y2": 0.26, "X3": 0.68122, "Y3": 0.2728, "X4": 0.64286, "Y4": 0.2728, "page": 0, "Index": 188}, {"Word": "filter", "Confidence": 0.991, "X1": 0.7328, "Y1": 0.2612, "X2": 0.76587, "Y2": 0.261, "X3": 0.76587, "Y3": 0.2718, "X4": 0.73148, "Y4": 0.2708, "page": 0, "Index": 189}, {"Word": "No", "Confidence": 0.998, "X1": 0.84392, "Y1": 0.2592, "X2": 0.8664, "Y2": 0.259, "X3": 0.8664, "Y3": 0.2728, "X4": 0.84392, "Y4": 0.2718, "page": 0, "Index": 190}, {"Word": "filter", "Confidence": 0.955, "X1": 0.87037, "Y1": 0.2602, "X2": 0.90873, "Y2": 0.26, "X3": 0.90741, "Y3": 0.2728, "X4": 0.86905, "Y4": 0.2728, "page": 0, "Index": 191}, {"Word": "Calibrations", "Confidence": 0.991, "X1": 0.07407, "Y1": 0.2712, "X2": 0.19312, "Y2": 0.271, "X3": 0.1918, "Y3": 0.2838, "X4": 0.07407, "Y4": 0.2828, "page": 0, "Index": 192}, {"Word": "were", "Confidence": 0.99, "X1": 0.20106, "Y1": 0.2712, "X2": 0.24074, "Y2": 0.271, "X3": 0.24074, "Y3": 0.2838, "X4": 0.20106, "Y4": 0.2838, "page": 0, "Index": 193}, {"Word": "carried", "Confidence": 0.901, "X1": 0.24735, "Y1": 0.2712, "X2": 0.30423, "Y2": 0.271, "X3": 0.30423, "Y3": 0.2848, "X4": 0.24603, "Y4": 0.2848, "page": 0, "Index": 194}, {"Word": "out", "Confidence": 0.998, "X1": 0.31217, "Y1": 0.2712, "X2": 0.34259, "Y2": 0.271, "X3": 0.34127, "Y3": 0.2848, "X4": 0.31217, "Y4": 0.2848, "page": 0, "Index": 195}, {"Word": "using", "Confidence": 0.995, "X1": 0.05952, "Y1": 0.2842, "X2": 0.10185, "Y2": 0.284, "X3": 0.10053, "Y3": 0.2978, "X4": 0.05688, "Y4": 0.2978, "page": 0, "Index": 196}, {"Word": "a", "Confidence": 0.995, "X1": 0.11111, "Y1": 0.2842, "X2": 0.12169, "Y2": 0.284, "X3": 0.12037, "Y3": 0.2978, "X4": 0.10979, "Y4": 0.2978, "page": 0, "Index": 197}, {"Word": "20", "Confidence": 0.998, "X1": 0.13095, "Y1": 0.2842, "X2": 0.15079, "Y2": 0.284, "X3": 0.14947, "Y3": 0.2968, "X4": 0.12963, "Y4": 0.2978, "page": 0, "Index": 198}, {"Word": "ml", "Confidence": 0.981, "X1": 0.15873, "Y1": 0.2852, "X2": 0.18386, "Y2": 0.285, "X3": 0.18254, "Y3": 0.2978, "X4": 0.15741, "Y4": 0.2968, "page": 0, "Index": 199}, {"Word": "sample", "Confidence": 0.997, "X1": 0.18915, "Y1": 0.2852, "X2": 0.24603, "Y2": 0.285, "X3": 0.24471, "Y3": 0.2978, "X4": 0.18783, "Y4": 0.2978, "page": 0, "Index": 200}, {"Word": "loop", "Confidence": 0.991, "X1": 0.25265, "Y1": 0.2852, "X2": 0.28704, "Y2": 0.285, "X3": 0.28704, "Y3": 0.2978, "X4": 0.25265, "Y4": 0.2978, "page": 0, "Index": 201}, {"Word": "fitted", "Confidence": 0.997, "X1": 0.2963, "Y1": 0.2852, "X2": 0.33995, "Y2": 0.285, "X3": 0.33995, "Y3": 0.2988, "X4": 0.2963, "Y4": 0.2978, "page": 0, "Index": 202}, {"Word": "Acetaldehyde", "Confidence": 0.686, "X1": 0.3836, "Y1": 0.2942, "X2": 0.48545, "Y2": 0.294, "X3": 0.48545, "Y3": 0.3078, "X4": 0.38228, "Y4": 0.3068, "page": 0, "Index": 203}, {"Word": "86", "Confidence": 0.991, "X1": 0.56217, "Y1": 0.2942, "X2": 0.58201, "Y2": 0.294, "X3": 0.58069, "Y3": 0.3078, "X4": 0.56085, "Y4": 0.3078, "page": 0, "Index": 204}, {"Word": "6", "Confidence": 0.996, "X1": 0.63492, "Y1": 0.2962, "X2": 0.64418, "Y2": 0.296, "X3": 0.64418, "Y3": 0.3078, "X4": 0.63492, "Y4": 0.3078, "page": 0, "Index": 205}, {"Word": "144", "Confidence": 0.998, "X1": 0.69444, "Y1": 0.2962, "X2": 0.71958, "Y2": 0.296, "X3": 0.71825, "Y3": 0.3068, "X4": 0.69312, "Y4": 0.3058, "page": 0, "Index": 206}, {"Word": "9", "Confidence": 0.993, "X1": 0.77381, "Y1": 0.2962, "X2": 0.78175, "Y2": 0.296, "X3": 0.78307, "Y3": 0.3068, "X4": 0.77381, "Y4": 0.3068, "page": 0, "Index": 207}, {"Word": "113", "Confidence": 0.649, "X1": 0.82275, "Y1": 0.2952, "X2": 0.84921, "Y2": 0.295, "X3": 0.84921, "Y3": 0.3068, "X4": 0.82143, "Y4": 0.3058, "page": 0, "Index": 208}, {"Word": "7", "Confidence": 0.995, "X1": 0.90476, "Y1": 0.2952, "X2": 0.91534, "Y2": 0.295, "X3": 0.91402, "Y3": 0.3078, "X4": 0.90476, "Y4": 0.3068, "page": 0, "Index": 209}, {"Word": "with", "Confidence": 0.994, "X1": 0.05952, "Y1": 0.2972, "X2": 0.09259, "Y2": 0.297, "X3": 0.09259, "Y3": 0.3108, "X4": 0.05952, "Y4": 0.3098, "page": 0, "Index": 210}, {"Word": "an", "Confidence": 0.998, "X1": 0.09921, "Y1": 0.2982, "X2": 0.11905, "Y2": 0.298, "X3": 0.11905, "Y3": 0.3108, "X4": 0.09921, "Y4": 0.3108, "page": 0, "Index": 211}, {"Word": "injection", "Confidence": 0.992, "X1": 0.12434, "Y1": 0.2982, "X2": 0.19444, "Y2": 0.298, "X3": 0.19444, "Y3": 0.3118, "X4": 0.12434, "Y4": 0.3108, "page": 0, "Index": 212}, {"Word": "port", "Confidence": 0.989, "X1": 0.20106, "Y1": 0.2982, "X2": 0.23677, "Y2": 0.298, "X3": 0.23677, "Y3": 0.3118, "X4": 0.20106, "Y4": 0.3118, "page": 0, "Index": 213}, {"Word": "as", "Confidence": 0.998, "X1": 0.24074, "Y1": 0.2982, "X2": 0.26058, "Y2": 0.298, "X3": 0.26058, "Y3": 0.3118, "X4": 0.24074, "Y4": 0.3118, "page": 0, "Index": 214}, {"Word": "shown", "Confidence": 0.997, "X1": 0.26587, "Y1": 0.2992, "X2": 0.31614, "Y2": 0.299, "X3": 0.31481, "Y3": 0.3118, "X4": 0.26587, "Y4": 0.3118, "page": 0, "Index": 215}, {"Word": "in", "Confidence": 0.997, "X1": 0.32143, "Y1": 0.2992, "X2": 0.33862, "Y2": 0.299, "X3": 0.33862, "Y3": 0.3118, "X4": 0.32143, "Y4": 0.3118, "page": 0, "Index": 216}, {"Word": "Figure", "Confidence": 0.997, "X1": 0.06217, "Y1": 0.3112, "X2": 0.11243, "Y2": 0.311, "X3": 0.11243, "Y3": 0.3248, "X4": 0.06085, "Y4": 0.3248, "page": 0, "Index": 217}, {"Word": "9.", "Confidence": 0.998, "X1": 0.11772, "Y1": 0.3112, "X2": 0.13757, "Y2": 0.311, "X3": 0.13757, "Y3": 0.3248, "X4": 0.11772, "Y4": 0.3248, "page": 0, "Index": 218}, {"Word": "The", "Confidence": 0.998, "X1": 0.14153, "Y1": 0.3112, "X2": 0.17328, "Y2": 0.311, "X3": 0.17196, "Y3": 0.3248, "X4": 0.14153, "Y4": 0.3248, "page": 0, "Index": 219}, {"Word": "preparation", "Confidence": 0.994, "X1": 0.17857, "Y1": 0.3122, "X2": 0.27116, "Y2": 0.312, "X3": 0.27116, "Y3": 0.3258, "X4": 0.17725, "Y4": 0.3248, "page": 0, "Index": 220}, {"Word": "of", "Confidence": 0.998, "X1": 0.27778, "Y1": 0.3122, "X2": 0.29762, "Y2": 0.312, "X3": 0.29762, "Y3": 0.3258, "X4": 0.27778, "Y4": 0.3258, "page": 0, "Index": 221}, {"Word": "cali-", "Confidence": 0.994, "X1": 0.30291, "Y1": 0.3122, "X2": 0.34259, "Y2": 0.312, "X3": 0.34127, "Y3": 0.3258, "X4": 0.30291, "Y4": 0.3258, "page": 0, "Index": 222}, {"Word": "Isoprene", "Confidence": 0.994, "X1": 0.3836, "Y1": 0.3102, "X2": 0.44841, "Y2": 0.31, "X3": 0.44709, "Y3": 0.3218, "X4": 0.38228, "Y4": 0.3208, "page": 0, "Index": 223}, {"Word": "20", "Confidence": 0.998, "X1": 0.56217, "Y1": 0.3062, "X2": 0.58069, "Y2": 0.306, "X3": 0.58069, "Y3": 0.3198, "X4": 0.56085, "Y4": 0.3188, "page": 0, "Index": 224}, {"Word": "2", "Confidence": 0.995, "X1": 0.63492, "Y1": 0.3102, "X2": 0.64286, "Y2": 0.31, "X3": 0.64418, "Y3": 0.3208, "X4": 0.63624, "Y4": 0.3218, "page": 0, "Index": 225}, {"Word": "76", "Confidence": 0.997, "X1": 0.70106, "Y1": 0.3092, "X2": 0.71825, "Y2": 0.309, "X3": 0.71825, "Y3": 0.3218, "X4": 0.70106, "Y4": 0.3218, "page": 0, "Index": 226}, {"Word": "6", "Confidence": 0.996, "X1": 0.77513, "Y1": 0.3102, "X2": 0.78307, "Y2": 0.31, "X3": 0.78439, "Y3": 0.3208, "X4": 0.77513, "Y4": 0.3208, "page": 0, "Index": 227}, {"Word": "67", "Confidence": 0.998, "X1": 0.83069, "Y1": 0.3082, "X2": 0.85053, "Y2": 0.308, "X3": 0.85053, "Y3": 0.3208, "X4": 0.83069, "Y4": 0.3208, "page": 0, "Index": 228}, {"Word": "bration", "Confidence": 0.996, "X1": 0.05688, "Y1": 0.3252, "X2": 0.11508, "Y2": 0.325, "X3": 0.11376, "Y3": 0.3378, "X4": 0.05556, "Y4": 0.3378, "page": 0, "Index": 229}, {"Word": "standards", "Confidence": 0.995, "X1": 0.11905, "Y1": 0.3252, "X2": 0.19974, "Y2": 0.325, "X3": 0.19841, "Y3": 0.3378, "X4": 0.11905, "Y4": 0.3378, "page": 0, "Index": 230}, {"Word": "and", "Confidence": 0.998, "X1": 0.2037, "Y1": 0.3262, "X2": 0.2328, "Y2": 0.326, "X3": 0.23148, "Y3": 0.3378, "X4": 0.20238, "Y4": 0.3378, "page": 0, "Index": 231}, {"Word": "Propionaldehyde", "Confidence": 0.993, "X1": 0.38228, "Y1": 0.3222, "X2": 0.51058, "Y2": 0.322, "X3": 0.51058, "Y3": 0.3368, "X4": 0.38095, "Y4": 0.3338, "page": 0, "Index": 232}, {"Word": "4.5", "Confidence": 0.96, "X1": 0.57143, "Y1": 0.3232, "X2": 0.59259, "Y2": 0.323, "X3": 0.59259, "Y3": 0.3338, "X4": 0.57143, "Y4": 0.3338, "page": 0, "Index": 233}, {"Word": "0.4", "Confidence": 0.991, "X1": 0.63492, "Y1": 0.3242, "X2": 0.65741, "Y2": 0.324, "X3": 0.65741, "Y3": 0.3348, "X4": 0.63492, "Y4": 0.3348, "page": 0, "Index": 234}, {"Word": "12", "Confidence": 0.998, "X1": 0.70238, "Y1": 0.3222, "X2": 0.71825, "Y2": 0.322, "X3": 0.71825, "Y3": 0.3338, "X4": 0.70238, "Y4": 0.3338, "page": 0, "Index": 235}, {"Word": "1", "Confidence": 0.995, "X1": 0.77381, "Y1": 0.3232, "X2": 0.78307, "Y2": 0.323, "X3": 0.78307, "Y3": 0.3348, "X4": 0.77381, "Y4": 0.3348, "page": 0, "Index": 236}, {"Word": "9.9", "Confidence": 0.991, "X1": 0.83995, "Y1": 0.3232, "X2": 0.86111, "Y2": 0.323, "X3": 0.86111, "Y3": 0.3338, "X4": 0.83995, "Y4": 0.3338, "page": 0, "Index": 237}, {"Word": "0.6", "Confidence": 0.994, "X1": 0.90608, "Y1": 0.3232, "X2": 0.92725, "Y2": 0.323, "X3": 0.92725, "Y3": 0.3338, "X4": 0.90608, "Y4": 0.3338, "page": 0, "Index": 238}, {"Word": "the", "Confidence": 0.998, "X1": 0.23677, "Y1": 0.3262, "X2": 0.26455, "Y2": 0.326, "X3": 0.26323, "Y3": 0.3388, "X4": 0.23677, "Y4": 0.3378, "page": 0, "Index": 239}, {"Word": "injection", "Confidence": 0.994, "X1": 0.26852, "Y1": 0.3262, "X2": 0.33862, "Y2": 0.326, "X3": 0.3373, "Y3": 0.3398, "X4": 0.2672, "Y4": 0.3388, "page": 0, "Index": 240}, {"Word": "3.0", "Confidence": 0.8, "X1": 0.57143, "Y1": 0.3362, "X2": 0.59392, "Y2": 0.336, "X3": 0.59259, "Y3": 0.3478, "X4": 0.57011, "Y4": 0.3468, "page": 0, "Index": 241}, {"Word": "0.5", "Confidence": 0.955, "X1": 0.77646, "Y1": 0.3362, "X2": 0.79762, "Y2": 0.336, "X3": 0.7963, "Y3": 0.3478, "X4": 0.77646, "Y4": 0.3468, "page": 0, "Index": 242}, {"Word": "5.6", "Confidence": 0.853, "X1": 0.83995, "Y1": 0.3352, "X2": 0.86111, "Y2": 0.335, "X3": 0.86111, "Y3": 0.3468, "X4": 0.83995, "Y4": 0.3468, "page": 0, "Index": 243}, {"Word": "0.4", "Confidence": 0.957, "X1": 0.90608, "Y1": 0.3362, "X2": 0.9246, "Y2": 0.336, "X3": 0.9246, "Y3": 0.3478, "X4": 0.90608, "Y4": 0.3478, "page": 0, "Index": 244}, {"Word": "technique", "Confidence": 0.993, "X1": 0.05688, "Y1": 0.3382, "X2": 0.13492, "Y2": 0.338, "X3": 0.1336, "Y3": 0.3518, "X4": 0.05688, "Y4": 0.3518, "page": 0, "Index": 245}, {"Word": "have", "Confidence": 0.991, "X1": 0.13889, "Y1": 0.3392, "X2": 0.17725, "Y2": 0.339, "X3": 0.17725, "Y3": 0.3518, "X4": 0.13757, "Y4": 0.3518, "page": 0, "Index": 246}, {"Word": "been", "Confidence": 0.988, "X1": 0.18122, "Y1": 0.3392, "X2": 0.21958, "Y2": 0.339, "X3": 0.21825, "Y3": 0.3518, "X4": 0.18122, "Y4": 0.3518, "page": 0, "Index": 247}, {"Word": "described", "Confidence": 0.995, "X1": 0.22487, "Y1": 0.3402, "X2": 0.30159, "Y2": 0.34, "X3": 0.30159, "Y3": 0.3538, "X4": 0.22354, "Y4": 0.3528, "page": 0, "Index": 248}, {"Word": "pre-", "Confidence": 0.991, "X1": 0.30556, "Y1": 0.3402, "X2": 0.34259, "Y2": 0.34, "X3": 0.34259, "Y3": 0.3548, "X4": 0.30423, "Y4": 0.3538, "page": 0, "Index": 249}, {"Word": "Furan", "Confidence": 0.994, "X1": 0.38228, "Y1": 0.3372, "X2": 0.42989, "Y2": 0.337, "X3": 0.42857, "Y3": 0.3488, "X4": 0.38095, "Y4": 0.3468, "page": 0, "Index": 250}, {"Word": "0.3", "Confidence": 0.941, "X1": 0.63757, "Y1": 0.3362, "X2": 0.65741, "Y2": 0.336, "X3": 0.65608, "Y3": 0.3488, "X4": 0.63757, "Y4": 0.3478, "page": 0, "Index": 251}, {"Word": "6.9", "Confidence": 0.996, "X1": 0.70767, "Y1": 0.3372, "X2": 0.73148, "Y2": 0.337, "X3": 0.73148, "Y3": 0.3488, "X4": 0.70899, "Y4": 0.3488, "page": 0, "Index": 252}, {"Word": "viously", "Confidence": 0.992, "X1": 0.05688, "Y1": 0.3522, "X2": 0.11508, "Y2": 0.352, "X3": 0.11376, "Y3": 0.3648, "X4": 0.05688, "Y4": 0.3648, "page": 0, "Index": 253}, {"Word": "(10).", "Confidence": 0.978, "X1": 0.12037, "Y1": 0.3522, "X2": 0.16138, "Y2": 0.352, "X3": 0.16005, "Y3": 0.3638, "X4": 0.11905, "Y4": 0.3648, "page": 0, "Index": 254}, {"Word": "Acetone", "Confidence": 0.991, "X1": 0.3836, "Y1": 0.3512, "X2": 0.44312, "Y2": 0.351, "X3": 0.4418, "Y3": 0.3628, "X4": 0.38228, "Y4": 0.3618, "page": 0, "Index": 255}, {"Word": "21", "Confidence": 0.998, "X1": 0.56217, "Y1": 0.3502, "X2": 0.58069, "Y2": 0.35, "X3": 0.58069, "Y3": 0.3618, "X4": 0.56217, "Y4": 0.3618, "page": 0, "Index": 256}, {"Word": "2", "Confidence": 0.995, "X1": 0.63624, "Y1": 0.3502, "X2": 0.6455, "Y2": 0.35, "X3": 0.6455, "Y3": 0.3618, "X4": 0.63624, "Y4": 0.3618, "page": 0, "Index": 257}, {"Word": "65", "Confidence": 0.998, "X1": 0.70238, "Y1": 0.3512, "X2": 0.71825, "Y2": 0.351, "X3": 0.71825, "Y3": 0.3618, "X4": 0.70238, "Y4": 0.3618, "page": 0, "Index": 258}, {"Word": "4", "Confidence": 0.992, "X1": 0.77646, "Y1": 0.3522, "X2": 0.78439, "Y2": 0.352, "X3": 0.78307, "Y3": 0.3628, "X4": 0.77513, "Y4": 0.3618, "page": 0, "Index": 259}, {"Word": "52", "Confidence": 0.993, "X1": 0.83201, "Y1": 0.3502, "X2": 0.85053, "Y2": 0.35, "X3": 0.85053, "Y3": 0.3618, "X4": 0.83201, "Y4": 0.3618, "page": 0, "Index": 260}, {"Word": "3", "Confidence": 0.995, "X1": 0.90741, "Y1": 0.3512, "X2": 0.91402, "Y2": 0.351, "X3": 0.91402, "Y3": 0.3608, "X4": 0.90741, "Y4": 0.3608, "page": 0, "Index": 261}, {"Word": "Acrolein", "Confidence": 0.996, "X1": 0.3836, "Y1": 0.3642, "X2": 0.44577, "Y2": 0.364, "X3": 0.44444, "Y3": 0.3758, "X4": 0.38228, "Y4": 0.3758, "page": 0, "Index": 262}, {"Word": "5.5", "Confidence": 0.886, "X1": 0.57011, "Y1": 0.3642, "X2": 0.59259, "Y2": 0.364, "X3": 0.59259, "Y3": 0.3758, "X4": 0.57011, "Y4": 0.3758, "page": 0, "Index": 263}, {"Word": "0.4", "Confidence": 0.955, "X1": 0.63492, "Y1": 0.3642, "X2": 0.65608, "Y2": 0.364, "X3": 0.65476, "Y3": 0.3768, "X4": 0.63492, "Y4": 0.3758, "page": 0, "Index": 264}, {"Word": "18", "Confidence": 0.997, "X1": 0.70238, "Y1": 0.3652, "X2": 0.71693, "Y2": 0.365, "X3": 0.71693, "Y3": 0.3758, "X4": 0.70238, "Y4": 0.3748, "page": 0, "Index": 265}, {"Word": "1", "Confidence": 0.991, "X1": 0.77513, "Y1": 0.3642, "X2": 0.78439, "Y2": 0.364, "X3": 0.78439, "Y3": 0.3748, "X4": 0.77513, "Y4": 0.3748, "page": 0, "Index": 266}, {"Word": "14", "Confidence": 0.998, "X1": 0.83069, "Y1": 0.3632, "X2": 0.85053, "Y2": 0.363, "X3": 0.85053, "Y3": 0.3768, "X4": 0.82937, "Y4": 0.3758, "page": 0, "Index": 267}, {"Word": "1", "Confidence": 0.995, "X1": 0.90476, "Y1": 0.3642, "X2": 0.9127, "Y2": 0.364, "X3": 0.9127, "Y3": 0.3748, "X4": 0.90476, "Y4": 0.3748, "page": 0, "Index": 268}, {"Word": "te", "Confidence": 0.958, "X1": 0.0, "Y1": 0.3712, "X2": 0.01058, "Y2": 0.371, "X3": 0.01058, "Y3": 0.3798, "X4": 0.0, "Y4": 0.3798, "page": 0, "Index": 269}, {"Word": "Individual", "Confidence": 0.992, "X1": 0.07275, "Y1": 0.3662, "X2": 0.15476, "Y2": 0.366, "X3": 0.15476, "Y3": 0.3788, "X4": 0.07275, "Y4": 0.3778, "page": 0, "Index": 270}, {"Word": "measurements", "Confidence": 0.991, "X1": 0.15873, "Y1": 0.3662, "X2": 0.26852, "Y2": 0.366, "X3": 0.2672, "Y3": 0.3798, "X4": 0.15741, "Y4": 0.3788, "page": 0, "Index": 271}, {"Word": "obtained", "Confidence": 0.994, "X1": 0.27116, "Y1": 0.3662, "X2": 0.33995, "Y2": 0.366, "X3": 0.33862, "Y3": 0.3808, "X4": 0.27116, "Y4": 0.3798, "page": 0, "Index": 272}, {"Word": "1.9", "Confidence": 0.995, "X1": 0.57143, "Y1": 0.3772, "X2": 0.59127, "Y2": 0.377, "X3": 0.59127, "Y3": 0.3878, "X4": 0.57143, "Y4": 0.3878, "page": 0, "Index": 273}, {"Word": "0.7", "Confidence": 0.961, "X1": 0.77646, "Y1": 0.3782, "X2": 0.7963, "Y2": 0.378, "X3": 0.7963, "Y3": 0.3878, "X4": 0.77646, "Y4": 0.3878, "page": 0, "Index": 274}, {"Word": "0.5", "Confidence": 0.882, "X1": 0.90608, "Y1": 0.3762, "X2": 0.92725, "Y2": 0.376, "X3": 0.92725, "Y3": 0.3868, "X4": 0.90608, "Y4": 0.3878, "page": 0, "Index": 275}, {"Word": "with", "Confidence": 0.994, "X1": 0.0582, "Y1": 0.3782, "X2": 0.09524, "Y2": 0.378, "X3": 0.09259, "Y3": 0.3928, "X4": 0.05556, "Y4": 0.3928, "page": 0, "Index": 276}, {"Word": "three", "Confidence": 0.997, "X1": 0.10582, "Y1": 0.3792, "X2": 0.15079, "Y2": 0.379, "X3": 0.14815, "Y3": 0.3928, "X4": 0.10317, "Y4": 0.3928, "page": 0, "Index": 277}, {"Word": "different", "Confidence": 0.995, "X1": 0.16005, "Y1": 0.3802, "X2": 0.2328, "Y2": 0.38, "X3": 0.23016, "Y3": 0.3928, "X4": 0.15873, "Y4": 0.3928, "page": 0, "Index": 278}, {"Word": "85mm", "Confidence": 0.881, "X1": 0.24074, "Y1": 0.3802, "X2": 0.28307, "Y2": 0.38, "X3": 0.28175, "Y3": 0.3938, "X4": 0.23942, "Y4": 0.3928, "page": 0, "Index": 279}, {"Word": "ciga-", "Confidence": 0.996, "X1": 0.29894, "Y1": 0.3812, "X2": 0.34127, "Y2": 0.381, "X3": 0.33995, "Y3": 0.3948, "X4": 0.29762, "Y4": 0.3938, "page": 0, "Index": 280}, {"Word": "2-methylfuran", "Confidence": 0.991, "X1": 0.38228, "Y1": 0.3782, "X2": 0.49206, "Y2": 0.378, "X3": 0.48942, "Y3": 0.3908, "X4": 0.38095, "Y4": 0.3888, "page": 0, "Index": 281}, {"Word": "0.2", "Confidence": 0.885, "X1": 0.63624, "Y1": 0.3782, "X2": 0.65741, "Y2": 0.378, "X3": 0.65741, "Y3": 0.3888, "X4": 0.63624, "Y4": 0.3878, "page": 0, "Index": 282}, {"Word": "8.4", "Confidence": 0.991, "X1": 0.70899, "Y1": 0.3782, "X2": 0.73148, "Y2": 0.378, "X3": 0.73148, "Y3": 0.3888, "X4": 0.70899, "Y4": 0.3888, "page": 0, "Index": 283}, {"Word": "7.1", "Confidence": 0.958, "X1": 0.83995, "Y1": 0.3772, "X2": 0.86243, "Y2": 0.377, "X3": 0.86243, "Y3": 0.3888, "X4": 0.83995, "Y4": 0.3888, "page": 0, "Index": 284}, {"Word": "rettes", "Confidence": 0.995, "X1": 0.05688, "Y1": 0.3932, "X2": 0.1045, "Y2": 0.393, "X3": 0.10317, "Y3": 0.4058, "X4": 0.05556, "Y4": 0.4058, "page": 0, "Index": 285}, {"Word": "made", "Confidence": 0.988, "X1": 0.10847, "Y1": 0.3932, "X2": 0.15344, "Y2": 0.393, "X3": 0.15212, "Y3": 0.4058, "X4": 0.10847, "Y4": 0.4058, "page": 0, "Index": 286}, {"Word": "of", "Confidence": 0.998, "X1": 0.15741, "Y1": 0.3932, "X2": 0.17725, "Y2": 0.393, "X3": 0.17725, "Y3": 0.4058, "X4": 0.15741, "Y4": 0.4058, "page": 0, "Index": 287}, {"Word": "the", "Confidence": 0.998, "X1": 0.18122, "Y1": 0.3942, "X2": 0.20899, "Y2": 0.394, "X3": 0.20899, "Y3": 0.4058, "X4": 0.18122, "Y4": 0.4058, "page": 0, "Index": 288}, {"Word": "same", "Confidence": 0.988, "X1": 0.21296, "Y1": 0.3942, "X2": 0.25529, "Y2": 0.394, "X3": 0.25529, "Y3": 0.4068, "X4": 0.21296, "Y4": 0.4058, "page": 0, "Index": 289}, {"Word": "blend", "Confidence": 0.997, "X1": 0.26058, "Y1": 0.3942, "X2": 0.30423, "Y2": 0.394, "X3": 0.30423, "Y3": 0.4068, "X4": 0.26058, "Y4": 0.4068, "page": 0, "Index": 290}, {"Word": "are", "Confidence": 0.998, "X1": 0.31085, "Y1": 0.3952, "X2": 0.33862, "Y2": 0.395, "X3": 0.33862, "Y3": 0.4078, "X4": 0.31085, "Y4": 0.4068, "page": 0, "Index": 291}, {"Word": "2-butanone", "Confidence": 0.991, "X1": 0.38228, "Y1": 0.3932, "X2": 0.46693, "Y2": 0.393, "X3": 0.46561, "Y3": 0.4048, "X4": 0.38095, "Y4": 0.4018, "page": 0, "Index": 292}, {"Word": "4.3", "Confidence": 0.73, "X1": 0.57275, "Y1": 0.3922, "X2": 0.59392, "Y2": 0.392, "X3": 0.59392, "Y3": 0.4038, "X4": 0.57275, "Y4": 0.4038, "page": 0, "Index": 293}, {"Word": "0.4", "Confidence": 0.833, "X1": 0.63889, "Y1": 0.3922, "X2": 0.65741, "Y2": 0.392, "X3": 0.65608, "Y3": 0.4038, "X4": 0.63757, "Y4": 0.4028, "page": 0, "Index": 294}, {"Word": "18", "Confidence": 0.998, "X1": 0.70106, "Y1": 0.3922, "X2": 0.71825, "Y2": 0.392, "X3": 0.71825, "Y3": 0.4038, "X4": 0.70106, "Y4": 0.4038, "page": 0, "Index": 295}, {"Word": "1", "Confidence": 0.991, "X1": 0.77513, "Y1": 0.3922, "X2": 0.78307, "Y2": 0.392, "X3": 0.78307, "Y3": 0.4038, "X4": 0.77513, "Y4": 0.4038, "page": 0, "Index": 296}, {"Word": "15", "Confidence": 0.992, "X1": 0.83201, "Y1": 0.3912, "X2": 0.84921, "Y2": 0.391, "X3": 0.84921, "Y3": 0.4038, "X4": 0.83069, "Y4": 0.4028, "page": 0, "Index": 297}, {"Word": "1", "Confidence": 0.988, "X1": 0.90476, "Y1": 0.3912, "X2": 0.91534, "Y2": 0.391, "X3": 0.91534, "Y3": 0.4038, "X4": 0.90344, "Y4": 0.4028, "page": 0, "Index": 298}, {"Word": "Butenone", "Confidence": 0.994, "X1": 0.38228, "Y1": 0.4062, "X2": 0.45503, "Y2": 0.406, "X3": 0.4537, "Y3": 0.4178, "X4": 0.38095, "Y4": 0.4168, "page": 0, "Index": 299}, {"Word": "1.4", "Confidence": 0.998, "X1": 0.57143, "Y1": 0.4052, "X2": 0.59259, "Y2": 0.405, "X3": 0.59259, "Y3": 0.4168, "X4": 0.57143, "Y4": 0.4168, "page": 0, "Index": 300}, {"Word": "0.2", "Confidence": 0.929, "X1": 0.63624, "Y1": 0.4052, "X2": 0.65741, "Y2": 0.405, "X3": 0.65741, "Y3": 0.4168, "X4": 0.63624, "Y4": 0.4158, "page": 0, "Index": 301}, {"Word": "6.1", "Confidence": 0.998, "X1": 0.71032, "Y1": 0.4062, "X2": 0.73016, "Y2": 0.406, "X3": 0.73016, "Y3": 0.4168, "X4": 0.71032, "Y4": 0.4168, "page": 0, "Index": 302}, {"Word": "0.8", "Confidence": 0.955, "X1": 0.77778, "Y1": 0.4052, "X2": 0.7963, "Y2": 0.405, "X3": 0.7963, "Y3": 0.4158, "X4": 0.77778, "Y4": 0.4158, "page": 0, "Index": 303}, {"Word": "4.9", "Confidence": 0.991, "X1": 0.83995, "Y1": 0.4052, "X2": 0.86243, "Y2": 0.405, "X3": 0.86111, "Y3": 0.4168, "X4": 0.83862, "Y4": 0.4158, "page": 0, "Index": 304}, {"Word": "0.3", "Confidence": 0.998, "X1": 0.90476, "Y1": 0.4052, "X2": 0.92593, "Y2": 0.405, "X3": 0.92593, "Y3": 0.4158, "X4": 0.90476, "Y4": 0.4158, "page": 0, "Index": 305}, {"Word": "summarized", "Confidence": 0.993, "X1": 0.05688, "Y1": 0.4062, "X2": 0.15079, "Y2": 0.406, "X3": 0.15079, "Y3": 0.4198, "X4": 0.05688, "Y4": 0.4188, "page": 0, "Index": 306}, {"Word": "in", "Confidence": 0.998, "X1": 0.15873, "Y1": 0.4062, "X2": 0.17593, "Y2": 0.406, "X3": 0.17593, "Y3": 0.4198, "X4": 0.15873, "Y4": 0.4198, "page": 0, "Index": 307}, {"Word": "Table", "Confidence": 0.995, "X1": 0.18519, "Y1": 0.4062, "X2": 0.23148, "Y2": 0.406, "X3": 0.23148, "Y3": 0.4198, "X4": 0.18519, "Y4": 0.4198, "page": 0, "Index": 308}, {"Word": "3.", "Confidence": 0.998, "X1": 0.2381, "Y1": 0.4062, "X2": 0.25794, "Y2": 0.406, "X3": 0.25661, "Y3": 0.4208, "X4": 0.23677, "Y4": 0.4198, "page": 0, "Index": 309}, {"Word": "Standard", "Confidence": 0.996, "X1": 0.26455, "Y1": 0.4072, "X2": 0.33862, "Y2": 0.407, "X3": 0.33862, "Y3": 0.4208, "X4": 0.26455, "Y4": 0.4208, "page": 0, "Index": 310}, {"Word": "deviations", "Confidence": 0.992, "X1": 0.0582, "Y1": 0.4192, "X2": 0.14021, "Y2": 0.419, "X3": 0.13889, "Y3": 0.4328, "X4": 0.05688, "Y4": 0.4328, "page": 0, "Index": 311}, {"Word": "calculated", "Confidence": 0.994, "X1": 0.1455, "Y1": 0.4202, "X2": 0.22751, "Y2": 0.42, "X3": 0.22619, "Y3": 0.4338, "X4": 0.14418, "Y4": 0.4328, "page": 0, "Index": 312}, {"Word": "from", "Confidence": 0.987, "X1": 0.23413, "Y1": 0.4202, "X2": 0.26984, "Y2": 0.42, "X3": 0.26852, "Y3": 0.4348, "X4": 0.2328, "Y4": 0.4338, "page": 0, "Index": 313}, {"Word": "ten", "Confidence": 0.998, "X1": 0.28042, "Y1": 0.4212, "X2": 0.30688, "Y2": 0.421, "X3": 0.30688, "Y3": 0.4348, "X4": 0.28042, "Y4": 0.4348, "page": 0, "Index": 314}, {"Word": "re-", "Confidence": 0.998, "X1": 0.31481, "Y1": 0.4212, "X2": 0.34127, "Y2": 0.421, "X3": 0.33995, "Y3": 0.4358, "X4": 0.31481, "Y4": 0.4348, "page": 0, "Index": 315}, {"Word": "Benzene", "Confidence": 0.997, "X1": 0.38228, "Y1": 0.4192, "X2": 0.44444, "Y2": 0.419, "X3": 0.44312, "Y3": 0.4318, "X4": 0.38095, "Y4": 0.4308, "page": 0, "Index": 316}, {"Word": "3.0", "Confidence": 0.621, "X1": 0.57011, "Y1": 0.4182, "X2": 0.59259, "Y2": 0.418, "X3": 0.59259, "Y3": 0.4298, "X4": 0.57011, "Y4": 0.4298, "page": 0, "Index": 317}, {"Word": "0.3", "Confidence": 0.868, "X1": 0.63492, "Y1": 0.4182, "X2": 0.65741, "Y2": 0.418, "X3": 0.65741, "Y3": 0.4308, "X4": 0.63492, "Y4": 0.4308, "page": 0, "Index": 318}, {"Word": "11", "Confidence": 0.998, "X1": 0.70106, "Y1": 0.4192, "X2": 0.71825, "Y2": 0.419, "X3": 0.71825, "Y3": 0.4298, "X4": 0.70106, "Y4": 0.4298, "page": 0, "Index": 319}, {"Word": "1", "Confidence": 0.996, "X1": 0.77513, "Y1": 0.4192, "X2": 0.78439, "Y2": 0.419, "X3": 0.78439, "Y3": 0.4308, "X4": 0.77513, "Y4": 0.4308, "page": 0, "Index": 320}, {"Word": "10", "Confidence": 0.997, "X1": 0.83201, "Y1": 0.4192, "X2": 0.84921, "Y2": 0.419, "X3": 0.84788, "Y3": 0.4318, "X4": 0.82937, "Y4": 0.4298, "page": 0, "Index": 321}, {"Word": "0.7", "Confidence": 0.955, "X1": 0.90608, "Y1": 0.4162, "X2": 0.92857, "Y2": 0.416, "X3": 0.92857, "Y3": 0.4288, "X4": 0.90608, "Y4": 0.4288, "page": 0, "Index": 322}, {"Word": "peated", "Confidence": 0.944, "X1": 0.05688, "Y1": 0.4332, "X2": 0.10979, "Y2": 0.433, "X3": 0.10714, "Y3": 0.4468, "X4": 0.05556, "Y4": 0.4468, "page": 0, "Index": 323}, {"Word": "analyses", "Confidence": 0.995, "X1": 0.11508, "Y1": 0.4342, "X2": 0.18386, "Y2": 0.434, "X3": 0.18254, "Y3": 0.4478, "X4": 0.11243, "Y4": 0.4468, "page": 0, "Index": 324}, {"Word": "on", "Confidence": 0.998, "X1": 0.18783, "Y1": 0.4342, "X2": 0.20899, "Y2": 0.434, "X3": 0.20767, "Y3": 0.4478, "X4": 0.18651, "Y4": 0.4478, "page": 0, "Index": 325}, {"Word": "each", "Confidence": 0.987, "X1": 0.21429, "Y1": 0.4342, "X2": 0.25132, "Y2": 0.434, "X3": 0.25, "Y3": 0.4478, "X4": 0.21296, "Y4": 0.4478, "page": 0, "Index": 326}, {"Word": "peak", "Confidence": 0.991, "X1": 0.25661, "Y1": 0.4342, "X2": 0.29497, "Y2": 0.434, "X3": 0.29497, "Y3": 0.4478, "X4": 0.25529, "Y4": 0.4478, "page": 0, "Index": 327}, {"Word": "indi-", "Confidence": 0.995, "X1": 0.30026, "Y1": 0.4342, "X2": 0.33995, "Y2": 0.434, "X3": 0.33995, "Y3": 0.4478, "X4": 0.30026, "Y4": 0.4478, "page": 0, "Index": 328}, {"Word": "stend", "Confidence": 0.398, "X1": 0.41931, "Y1": 0.4302, "X2": 0.45106, "Y2": 0.43, "X3": 0.44974, "Y3": 0.4418, "X4": 0.41931, "Y4": 0.4398, "page": 0, "Index": 329}, {"Word": "ulated", "Confidence": 0.49, "X1": 0.5463, "Y1": 0.4322, "X2": 0.57672, "Y2": 0.432, "X3": 0.57672, "Y3": 0.4428, "X4": 0.5463, "Y4": 0.4438, "page": 0, "Index": 330}, {"Word": "from", "Confidence": 0.855, "X1": 0.57937, "Y1": 0.4322, "X2": 0.6045, "Y2": 0.432, "X3": 0.6045, "Y3": 0.4428, "X4": 0.57937, "Y4": 0.4428, "page": 0, "Index": 331}, {"Word": "10", "Confidence": 0.933, "X1": 0.61111, "Y1": 0.4322, "X2": 0.62566, "Y2": 0.432, "X3": 0.62434, "Y3": 0.4418, "X4": 0.60979, "Y4": 0.4428, "page": 0, "Index": 332}, {"Word": "measurements.", "Confidence": 0.675, "X1": 0.62831, "Y1": 0.4332, "X2": 0.71164, "Y2": 0.433, "X3": 0.71032, "Y3": 0.4428, "X4": 0.62698, "Y4": 0.4418, "page": 0, "Index": 333}, {"Word": "cate", "Confidence": 0.991, "X1": 0.05688, "Y1": 0.4462, "X2": 0.09127, "Y2": 0.446, "X3": 0.08995, "Y3": 0.4598, "X4": 0.05556, "Y4": 0.4598, "page": 0, "Index": 334}, {"Word": "a", "Confidence": 0.995, "X1": 0.09392, "Y1": 0.4462, "X2": 0.1045, "Y2": 0.446, "X3": 0.10317, "Y3": 0.4598, "X4": 0.09392, "Y4": 0.4598, "page": 0, "Index": 335}, {"Word": "coefficient", "Confidence": 0.935, "X1": 0.10714, "Y1": 0.4462, "X2": 0.18783, "Y2": 0.446, "X3": 0.18651, "Y3": 0.4598, "X4": 0.10714, "Y4": 0.4598, "page": 0, "Index": 336}, {"Word": "of", "Confidence": 0.998, "X1": 0.1918, "Y1": 0.4462, "X2": 0.21032, "Y2": 0.446, "X3": 0.20899, "Y3": 0.4598, "X4": 0.19048, "Y4": 0.4598, "page": 0, "Index": 337}, {"Word": "variation", "Confidence": 0.913, "X1": 0.21296, "Y1": 0.4472, "X2": 0.28571, "Y2": 0.447, "X3": 0.28439, "Y3": 0.4608, "X4": 0.21296, "Y4": 0.4598, "page": 0, "Index": 338}, {"Word": "of", "Confidence": 0.998, "X1": 0.29101, "Y1": 0.4472, "X2": 0.30952, "Y2": 0.447, "X3": 0.3082, "Y3": 0.4618, "X4": 0.28968, "Y4": 0.4608, "page": 0, "Index": 339}, {"Word": "the", "Confidence": 0.998, "X1": 0.31349, "Y1": 0.4482, "X2": 0.33995, "Y2": 0.448, "X3": 0.33862, "Y3": 0.4618, "X4": 0.31217, "Y4": 0.4618, "page": 0, "Index": 340}, {"Word": "-", "Confidence": 0.822, "X1": 0.00794, "Y1": 0.4702, "X2": 0.00794, "Y2": 0.47, "X3": 0.0, "Y3": 0.4698, "X4": 0.0, "Y4": 0.4658, "page": 0, "Index": 341}, {"Word": "order", "Confidence": 0.997, "X1": 0.0582, "Y1": 0.4592, "X2": 0.09788, "Y2": 0.459, "X3": 0.09656, "Y3": 0.4738, "X4": 0.0582, "Y4": 0.4738, "page": 0, "Index": 342}, {"Word": "of", "Confidence": 0.998, "X1": 0.10185, "Y1": 0.4592, "X2": 0.12037, "Y2": 0.459, "X3": 0.11905, "Y3": 0.4738, "X4": 0.10053, "Y4": 0.4738, "page": 0, "Index": 343}, {"Word": "7%", "Confidence": 0.992, "X1": 0.12302, "Y1": 0.4592, "X2": 0.14815, "Y2": 0.459, "X3": 0.14683, "Y3": 0.4738, "X4": 0.12302, "Y4": 0.4738, "page": 0, "Index": 344}, {"Word": "for", "Confidence": 0.998, "X1": 0.15212, "Y1": 0.4592, "X2": 0.17593, "Y2": 0.459, "X3": 0.17593, "Y3": 0.4738, "X4": 0.15079, "Y4": 0.4738, "page": 0, "Index": 345}, {"Word": "the", "Confidence": 0.998, "X1": 0.17989, "Y1": 0.4602, "X2": 0.20635, "Y2": 0.46, "X3": 0.20503, "Y3": 0.4738, "X4": 0.17989, "Y4": 0.4738, "page": 0, "Index": 346}, {"Word": "major", "Confidence": 0.997, "X1": 0.21032, "Y1": 0.4602, "X2": 0.25529, "Y2": 0.46, "X3": 0.25397, "Y3": 0.4738, "X4": 0.20899, "Y4": 0.4738, "page": 0, "Index": 347}, {"Word": "peaks", "Confidence": 0.875, "X1": 0.25926, "Y1": 0.4612, "X2": 0.30423, "Y2": 0.461, "X3": 0.30423, "Y3": 0.4748, "X4": 0.25794, "Y4": 0.4738, "page": 0, "Index": 348}, {"Word": "and", "Confidence": 0.998, "X1": 0.3082, "Y1": 0.4622, "X2": 0.33862, "Y2": 0.462, "X3": 0.3373, "Y3": 0.4758, "X4": 0.30688, "Y4": 0.4758, "page": 0, "Index": 349}, {"Word": "up", "Confidence": 0.998, "X1": 0.0582, "Y1": 0.4742, "X2": 0.07804, "Y2": 0.474, "X3": 0.07672, "Y3": 0.4868, "X4": 0.0582, "Y4": 0.4868, "page": 0, "Index": 350}, {"Word": "to", "Confidence": 0.998, "X1": 0.08466, "Y1": 0.4742, "X2": 0.10317, "Y2": 0.474, "X3": 0.10185, "Y3": 0.4868, "X4": 0.08333, "Y4": 0.4868, "page": 0, "Index": 351}, {"Word": "about", "Confidence": 0.997, "X1": 0.10847, "Y1": 0.4732, "X2": 0.15741, "Y2": 0.473, "X3": 0.15608, "Y3": 0.4868, "X4": 0.10714, "Y4": 0.4868, "page": 0, "Index": 352}, {"Word": "10%", "Confidence": 0.998, "X1": 0.1627, "Y1": 0.4732, "X2": 0.19577, "Y2": 0.473, "X3": 0.19444, "Y3": 0.4868, "X4": 0.16138, "Y4": 0.4868, "page": 0, "Index": 353}, {"Word": "for", "Confidence": 0.993, "X1": 0.20503, "Y1": 0.4732, "X2": 0.23413, "Y2": 0.473, "X3": 0.2328, "Y3": 0.4878, "X4": 0.2037, "Y4": 0.4868, "page": 0, "Index": 354}, {"Word": "some", "Confidence": 0.988, "X1": 0.23942, "Y1": 0.4742, "X2": 0.28175, "Y2": 0.474, "X3": 0.28042, "Y3": 0.4878, "X4": 0.2381, "Y4": 0.4878, "page": 0, "Index": 355}, {"Word": "mit", "Confidence": 0.994, "X1": 0.39021, "Y1": 0.4742, "X2": 0.42063, "Y2": 0.474, "X3": 0.41931, "Y3": 0.4878, "X4": 0.39021, "Y4": 0.4878, "page": 0, "Index": 356}, {"Word": "Hilfe", "Confidence": 0.997, "X1": 0.4246, "Y1": 0.4742, "X2": 0.46693, "Y2": 0.474, "X3": 0.46561, "Y3": 0.4878, "X4": 0.42328, "Y4": 0.4878, "page": 0, "Index": 357}, {"Word": "von", "Confidence": 0.998, "X1": 0.47222, "Y1": 0.4752, "X2": 0.5, "Y2": 0.475, "X3": 0.49868, "Y3": 0.4878, "X4": 0.4709, "Y4": 0.4878, "page": 0, "Index": 358}, {"Word": "of", "Confidence": 0.998, "X1": 0.28704, "Y1": 0.4742, "X2": 0.30688, "Y2": 0.474, "X3": 0.30556, "Y3": 0.4888, "X4": 0.28571, "Y4": 0.4878, "page": 0, "Index": 359}, {"Word": "the", "Confidence": 0.998, "X1": 0.31217, "Y1": 0.4752, "X2": 0.33995, "Y2": 0.475, "X3": 0.33862, "Y3": 0.4888, "X4": 0.31085, "Y4": 0.4888, "page": 0, "Index": 360}, {"Word": "Kapillarkolonnen.", "Confidence": 0.991, "X1": 0.50794, "Y1": 0.4762, "X2": 0.6455, "Y2": 0.476, "X3": 0.6455, "Y3": 0.4888, "X4": 0.50794, "Y4": 0.4878, "page": 0, "Index": 361}, {"Word": "Collected", "Confidence": 0.993, "X1": 0.69577, "Y1": 0.4742, "X2": 0.76323, "Y2": 0.474, "X3": 0.76323, "Y3": 0.4888, "X4": 0.69444, "Y4": 0.4888, "page": 0, "Index": 362}, {"Word": "Cigarette", "Confidence": 0.994, "X1": 0.76984, "Y1": 0.4752, "X2": 0.84656, "Y2": 0.475, "X3": 0.84524, "Y3": 0.4888, "X4": 0.76984, "Y4": 0.4888, "page": 0, "Index": 363}, {"Word": "Smoke,", "Confidence": 0.993, "X1": 0.85053, "Y1": 0.4752, "X2": 0.91138, "Y2": 0.475, "X3": 0.91005, "Y3": 0.4888, "X4": 0.84921, "Y4": 0.4888, "page": 0, "Index": 364}, {"Word": "20th", "Confidence": 0.989, "X1": 0.91402, "Y1": 0.4752, "X2": 0.94841, "Y2": 0.475, "X3": 0.94709, "Y3": 0.4888, "X4": 0.91402, "Y4": 0.4888, "page": 0, "Index": 365}, {"Word": "minor", "Confidence": 0.993, "X1": 0.05688, "Y1": 0.4882, "X2": 0.1045, "Y2": 0.488, "X3": 0.10317, "Y3": 0.5008, "X4": 0.05556, "Y4": 0.4998, "page": 0, "Index": 366}, {"Word": "peaks.", "Confidence": 0.994, "X1": 0.10979, "Y1": 0.4892, "X2": 0.16138, "Y2": 0.489, "X3": 0.16005, "Y3": 0.5018, "X4": 0.10847, "Y4": 0.5008, "page": 0, "Index": 367}, {"Word": "Beitrage", "Confidence": 0.994, "X1": 0.39021, "Y1": 0.4882, "X2": 0.45635, "Y2": 0.488, "X3": 0.45635, "Y3": 0.5018, "X4": 0.39021, "Y4": 0.5018, "page": 0, "Index": 368}, {"Word": "Tabakforsch.", "Confidence": 0.955, "X1": 0.46032, "Y1": 0.4892, "X2": 0.55952, "Y2": 0.489, "X3": 0.55952, "Y3": 0.5018, "X4": 0.46032, "Y4": 0.5018, "page": 0, "Index": 369}, {"Word": "1:315-323.", "Confidence": 0.991, "X1": 0.56349, "Y1": 0.4882, "X2": 0.64418, "Y2": 0.488, "X3": 0.64418, "Y3": 0.5028, "X4": 0.56349, "Y4": 0.5018, "page": 0, "Index": 370}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.69577, "Y1": 0.4892, "X2": 0.75529, "Y2": 0.489, "X3": 0.75529, "Y3": 0.5018, "X4": 0.69577, "Y4": 0.5028, "page": 0, "Index": 371}, {"Word": "Chemists'", "Confidence": 0.994, "X1": 0.75926, "Y1": 0.4892, "X2": 0.83466, "Y2": 0.489, "X3": 0.83466, "Y3": 0.5018, "X4": 0.75926, "Y4": 0.5018, "page": 0, "Index": 372}, {"Word": "Research", "Confidence": 0.797, "X1": 0.83862, "Y1": 0.4892, "X2": 0.90741, "Y2": 0.489, "X3": 0.90608, "Y3": 0.5018, "X4": 0.8373, "Y4": 0.5018, "page": 0, "Index": 373}, {"Word": "Con-", "Confidence": 0.985, "X1": 0.9127, "Y1": 0.4892, "X2": 0.95106, "Y2": 0.489, "X3": 0.94974, "Y3": 0.5028, "X4": 0.91138, "Y4": 0.5018, "page": 0, "Index": 374}, {"Word": "1962.", "Confidence": 0.628, "X1": 0.38889, "Y1": 0.5022, "X2": 0.43122, "Y2": 0.502, "X3": 0.43122, "Y3": 0.5138, "X4": 0.38889, "Y4": 0.5138, "page": 0, "Index": 375}, {"Word": "ference,", "Confidence": 0.991, "X1": 0.69577, "Y1": 0.5032, "X2": 0.75926, "Y2": 0.503, "X3": 0.75926, "Y3": 0.5148, "X4": 0.69577, "Y4": 0.5158, "page": 0, "Index": 376}, {"Word": "Winston-Salem,", "Confidence": 0.991, "X1": 0.76587, "Y1": 0.5022, "X2": 0.89153, "Y2": 0.502, "X3": 0.89153, "Y3": 0.5158, "X4": 0.76587, "Y4": 0.5148, "page": 0, "Index": 377}, {"Word": "N.", "Confidence": 0.998, "X1": 0.89683, "Y1": 0.5022, "X2": 0.92196, "Y2": 0.502, "X3": 0.92063, "Y3": 0.5158, "X4": 0.89683, "Y4": 0.5158, "page": 0, "Index": 378}, {"Word": "C", "Confidence": 0.996, "X1": 0.92725, "Y1": 0.5022, "X2": 0.93651, "Y2": 0.502, "X3": 0.93519, "Y3": 0.5158, "X4": 0.92593, "Y4": 0.5158, "page": 0, "Index": 379}, {"Word": ".,", "Confidence": 0.958, "X1": 0.93915, "Y1": 0.5022, "X2": 0.95238, "Y2": 0.502, "X3": 0.95106, "Y3": 0.5168, "X4": 0.93915, "Y4": 0.5158, "page": 0, "Index": 380}, {"Word": "Summary", "Confidence": 0.997, "X1": 0.05688, "Y1": 0.5172, "X2": 0.12169, "Y2": 0.517, "X3": 0.12169, "Y3": 0.5308, "X4": 0.05556, "Y4": 0.5288, "page": 0, "Index": 381}, {"Word": "3.", "Confidence": 0.997, "X1": 0.36905, "Y1": 0.5142, "X2": 0.38492, "Y2": 0.514, "X3": 0.3836, "Y3": 0.5288, "X4": 0.36905, "Y4": 0.5278, "page": 0, "Index": 382}, {"Word": "Grob,", "Confidence": 0.993, "X1": 0.38889, "Y1": 0.5142, "X2": 0.43783, "Y2": 0.514, "X3": 0.43651, "Y3": 0.5288, "X4": 0.38757, "Y4": 0.5288, "page": 0, "Index": 383}, {"Word": "K", "Confidence": 0.995, "X1": 0.4418, "Y1": 0.5152, "X2": 0.45106, "Y2": 0.515, "X3": 0.45106, "Y3": 0.5288, "X4": 0.44048, "Y4": 0.5288, "page": 0, "Index": 384}, {"Word": ".,", "Confidence": 0.971, "X1": 0.45503, "Y1": 0.5152, "X2": 0.46958, "Y2": 0.515, "X3": 0.46825, "Y3": 0.5298, "X4": 0.45503, "Y4": 0.5288, "page": 0, "Index": 385}, {"Word": "Gas", "Confidence": 0.998, "X1": 0.47354, "Y1": 0.5152, "X2": 0.50661, "Y2": 0.515, "X3": 0.50529, "Y3": 0.5298, "X4": 0.47222, "Y4": 0.5298, "page": 0, "Index": 386}, {"Word": "Chromatography", "Confidence": 0.992, "X1": 0.5119, "Y1": 0.5162, "X2": 0.64418, "Y2": 0.516, "X3": 0.64286, "Y3": 0.5308, "X4": 0.51058, "Y4": 0.5298, "page": 0, "Index": 387}, {"Word": "November", "Confidence": 0.995, "X1": 0.69444, "Y1": 0.5162, "X2": 0.77381, "Y2": 0.516, "X3": 0.77381, "Y3": 0.5288, "X4": 0.69312, "Y4": 0.5288, "page": 0, "Index": 388}, {"Word": "2,", "Confidence": 0.941, "X1": 0.77778, "Y1": 0.5152, "X2": 0.79365, "Y2": 0.515, "X3": 0.79233, "Y3": 0.5288, "X4": 0.77778, "Y4": 0.5288, "page": 0, "Index": 389}, {"Word": "1966.", "Confidence": 0.994, "X1": 0.7963, "Y1": 0.5152, "X2": 0.83862, "Y2": 0.515, "X3": 0.83862, "Y3": 0.5288, "X4": 0.7963, "Y4": 0.5288, "page": 0, "Index": 390}, {"Word": "Three", "Confidence": 0.997, "X1": 0.07407, "Y1": 0.5332, "X2": 0.12169, "Y2": 0.533, "X3": 0.12169, "Y3": 0.5478, "X4": 0.07275, "Y4": 0.5478, "page": 0, "Index": 391}, {"Word": "relatively", "Confidence": 0.971, "X1": 0.12698, "Y1": 0.5342, "X2": 0.20503, "Y2": 0.534, "X3": 0.20503, "Y3": 0.5478, "X4": 0.12698, "Y4": 0.5478, "page": 0, "Index": 392}, {"Word": "simple", "Confidence": 0.997, "X1": 0.21164, "Y1": 0.5352, "X2": 0.26587, "Y2": 0.535, "X3": 0.26587, "Y3": 0.5478, "X4": 0.21032, "Y4": 0.5478, "page": 0, "Index": 393}, {"Word": "of", "Confidence": 0.998, "X1": 0.39153, "Y1": 0.5282, "X2": 0.40873, "Y2": 0.528, "X3": 0.40873, "Y3": 0.5428, "X4": 0.39021, "Y4": 0.5428, "page": 0, "Index": 394}, {"Word": "Cigarette", "Confidence": 0.995, "X1": 0.41667, "Y1": 0.5292, "X2": 0.49339, "Y2": 0.529, "X3": 0.49206, "Y3": 0.5428, "X4": 0.41667, "Y4": 0.5428, "page": 0, "Index": 395}, {"Word": "Smoke,", "Confidence": 0.958, "X1": 0.5, "Y1": 0.5292, "X2": 0.56349, "Y2": 0.529, "X3": 0.56217, "Y3": 0.5428, "X4": 0.5, "Y4": 0.5428, "page": 0, "Index": 396}, {"Word": "Part", "Confidence": 0.989, "X1": 0.56746, "Y1": 0.5292, "X2": 0.60714, "Y2": 0.529, "X3": 0.60714, "Y3": 0.5428, "X4": 0.56614, "Y4": 0.5428, "page": 0, "Index": 397}, {"Word": "III.", "Confidence": 0.788, "X1": 0.61376, "Y1": 0.5292, "X2": 0.6455, "Y2": 0.529, "X3": 0.64418, "Y3": 0.5428, "X4": 0.61243, "Y4": 0.5428, "page": 0, "Index": 398}, {"Word": "10.", "Confidence": 0.998, "X1": 0.6627, "Y1": 0.5292, "X2": 0.69048, "Y2": 0.529, "X3": 0.68915, "Y3": 0.5428, "X4": 0.66138, "Y4": 0.5428, "page": 0, "Index": 399}, {"Word": "Newsome,", "Confidence": 0.925, "X1": 0.69312, "Y1": 0.5292, "X2": 0.77381, "Y2": 0.529, "X3": 0.77249, "Y3": 0.5428, "X4": 0.6918, "Y4": 0.5428, "page": 0, "Index": 400}, {"Word": "J.", "Confidence": 0.997, "X1": 0.77778, "Y1": 0.5292, "X2": 0.79497, "Y2": 0.529, "X3": 0.79365, "Y3": 0.5428, "X4": 0.77646, "Y4": 0.5428, "page": 0, "Index": 401}, {"Word": "R", "Confidence": 0.998, "X1": 0.79894, "Y1": 0.5292, "X2": 0.8082, "Y2": 0.529, "X3": 0.80688, "Y3": 0.5428, "X4": 0.7963, "Y4": 0.5428, "page": 0, "Index": 402}, {"Word": ".,", "Confidence": 0.955, "X1": 0.81217, "Y1": 0.5292, "X2": 0.82275, "Y2": 0.529, "X3": 0.82143, "Y3": 0.5428, "X4": 0.81085, "Y4": 0.5428, "page": 0, "Index": 403}, {"Word": "V.", "Confidence": 0.997, "X1": 0.82672, "Y1": 0.5292, "X2": 0.84656, "Y2": 0.529, "X3": 0.84524, "Y3": 0.5428, "X4": 0.8254, "Y4": 0.5428, "page": 0, "Index": 404}, {"Word": "Norman", "Confidence": 0.996, "X1": 0.85053, "Y1": 0.5292, "X2": 0.91534, "Y2": 0.529, "X3": 0.9127, "Y3": 0.5428, "X4": 0.84788, "Y4": 0.5428, "page": 0, "Index": 405}, {"Word": "and", "Confidence": 0.998, "X1": 0.91931, "Y1": 0.5292, "X2": 0.94974, "Y2": 0.529, "X3": 0.94709, "Y3": 0.5428, "X4": 0.91667, "Y4": 0.5428, "page": 0, "Index": 406}, {"Word": "smoking", "Confidence": 0.995, "X1": 0.27116, "Y1": 0.5352, "X2": 0.33862, "Y2": 0.535, "X3": 0.3373, "Y3": 0.5498, "X4": 0.27116, "Y4": 0.5488, "page": 0, "Index": 407}, {"Word": "Separation", "Confidence": 0.991, "X1": 0.39021, "Y1": 0.5432, "X2": 0.47222, "Y2": 0.543, "X3": 0.47222, "Y3": 0.5568, "X4": 0.39021, "Y4": 0.5568, "page": 0, "Index": 408}, {"Word": "of", "Confidence": 0.998, "X1": 0.48148, "Y1": 0.5432, "X2": 0.50132, "Y2": 0.543, "X3": 0.50132, "Y3": 0.5568, "X4": 0.48148, "Y4": 0.5568, "page": 0, "Index": 409}, {"Word": "the", "Confidence": 0.998, "X1": 0.50926, "Y1": 0.5432, "X2": 0.53571, "Y2": 0.543, "X3": 0.53571, "Y3": 0.5568, "X4": 0.50794, "Y4": 0.5568, "page": 0, "Index": 410}, {"Word": "Overlap", "Confidence": 0.995, "X1": 0.54365, "Y1": 0.5432, "X2": 0.60582, "Y2": 0.543, "X3": 0.6045, "Y3": 0.5568, "X4": 0.54365, "Y4": 0.5568, "page": 0, "Index": 411}, {"Word": "Re-", "Confidence": 0.998, "X1": 0.61508, "Y1": 0.5432, "X2": 0.6455, "Y2": 0.543, "X3": 0.64418, "Y3": 0.5568, "X4": 0.61376, "Y4": 0.5568, "page": 0, "Index": 412}, {"Word": "C.", "Confidence": 0.992, "X1": 0.69444, "Y1": 0.5422, "X2": 0.71164, "Y2": 0.542, "X3": 0.71032, "Y3": 0.5558, "X4": 0.69312, "Y4": 0.5558, "page": 0, "Index": 413}, {"Word": "H.", "Confidence": 0.998, "X1": 0.71429, "Y1": 0.5422, "X2": 0.73413, "Y2": 0.542, "X3": 0.73413, "Y3": 0.5558, "X4": 0.71429, "Y4": 0.5558, "page": 0, "Index": 414}, {"Word": "Keith,", "Confidence": 0.991, "X1": 0.7381, "Y1": 0.5422, "X2": 0.78836, "Y2": 0.542, "X3": 0.78704, "Y3": 0.5558, "X4": 0.7381, "Y4": 0.5558, "page": 0, "Index": 415}, {"Word": "Vapor", "Confidence": 0.998, "X1": 0.79233, "Y1": 0.5432, "X2": 0.84127, "Y2": 0.543, "X3": 0.83995, "Y3": 0.5558, "X4": 0.79101, "Y4": 0.5558, "page": 0, "Index": 416}, {"Word": "Phase", "Confidence": 0.997, "X1": 0.84524, "Y1": 0.5432, "X2": 0.89286, "Y2": 0.543, "X3": 0.89153, "Y3": 0.5558, "X4": 0.84392, "Y4": 0.5558, "page": 0, "Index": 417}, {"Word": "Analy-", "Confidence": 0.857, "X1": 0.8955, "Y1": 0.5432, "X2": 0.95238, "Y2": 0.543, "X3": 0.95106, "Y3": 0.5558, "X4": 0.8955, "Y4": 0.5558, "page": 0, "Index": 418}, {"Word": "systems", "Confidence": 0.994, "X1": 0.05688, "Y1": 0.5482, "X2": 0.11772, "Y2": 0.548, "X3": 0.11772, "Y3": 0.5598, "X4": 0.05688, "Y4": 0.5608, "page": 0, "Index": 419}, {"Word": "have", "Confidence": 0.989, "X1": 0.12169, "Y1": 0.5482, "X2": 0.15873, "Y2": 0.548, "X3": 0.15741, "Y3": 0.5598, "X4": 0.12169, "Y4": 0.5598, "page": 0, "Index": 420}, {"Word": "been", "Confidence": 0.991, "X1": 0.16138, "Y1": 0.5482, "X2": 0.19841, "Y2": 0.548, "X3": 0.19841, "Y3": 0.5598, "X4": 0.16138, "Y4": 0.5598, "page": 0, "Index": 421}, {"Word": "developed", "Confidence": 0.995, "X1": 0.20238, "Y1": 0.5482, "X2": 0.2791, "Y2": 0.548, "X3": 0.2791, "Y3": 0.5608, "X4": 0.20238, "Y4": 0.5598, "page": 0, "Index": 422}, {"Word": "for", "Confidence": 0.998, "X1": 0.28307, "Y1": 0.5482, "X2": 0.3082, "Y2": 0.548, "X3": 0.3082, "Y3": 0.5618, "X4": 0.28175, "Y4": 0.5608, "page": 0, "Index": 423}, {"Word": "the", "Confidence": 0.998, "X1": 0.31085, "Y1": 0.5482, "X2": 0.33862, "Y2": 0.548, "X3": 0.33862, "Y3": 0.5628, "X4": 0.31085, "Y4": 0.5618, "page": 0, "Index": 424}, {"Word": "direct", "Confidence": 0.88, "X1": 0.05688, "Y1": 0.5602, "X2": 0.10317, "Y2": 0.56, "X3": 0.10317, "Y3": 0.5738, "X4": 0.05688, "Y4": 0.5738, "page": 0, "Index": 425}, {"Word": "determination", "Confidence": 0.993, "X1": 0.10582, "Y1": 0.5612, "X2": 0.21561, "Y2": 0.561, "X3": 0.21561, "Y3": 0.5738, "X4": 0.10582, "Y4": 0.5738, "page": 0, "Index": 426}, {"Word": "of", "Confidence": 0.998, "X1": 0.2209, "Y1": 0.5612, "X2": 0.2381, "Y2": 0.561, "X3": 0.2381, "Y3": 0.5738, "X4": 0.2209, "Y4": 0.5738, "page": 0, "Index": 427}, {"Word": "a", "Confidence": 0.994, "X1": 0.24074, "Y1": 0.5612, "X2": 0.25132, "Y2": 0.561, "X3": 0.25132, "Y3": 0.5738, "X4": 0.24074, "Y4": 0.5738, "page": 0, "Index": 428}, {"Word": "number", "Confidence": 0.997, "X1": 0.25529, "Y1": 0.5622, "X2": 0.31614, "Y2": 0.562, "X3": 0.31614, "Y3": 0.5748, "X4": 0.25529, "Y4": 0.5738, "page": 0, "Index": 429}, {"Word": "of", "Confidence": 0.998, "X1": 0.32011, "Y1": 0.5622, "X2": 0.33862, "Y2": 0.562, "X3": 0.33862, "Y3": 0.5748, "X4": 0.32011, "Y4": 0.5748, "page": 0, "Index": 430}, {"Word": "gion", "Confidence": 0.989, "X1": 0.38889, "Y1": 0.5562, "X2": 0.42328, "Y2": 0.556, "X3": 0.42328, "Y3": 0.5698, "X4": 0.39021, "Y4": 0.5708, "page": 0, "Index": 431}, {"Word": "of", "Confidence": 0.998, "X1": 0.43651, "Y1": 0.5562, "X2": 0.45635, "Y2": 0.556, "X3": 0.45635, "Y3": 0.5698, "X4": 0.43651, "Y4": 0.5698, "page": 0, "Index": 432}, {"Word": "Gas", "Confidence": 0.998, "X1": 0.46825, "Y1": 0.5562, "X2": 0.5, "Y2": 0.556, "X3": 0.5, "Y3": 0.5698, "X4": 0.46825, "Y4": 0.5698, "page": 0, "Index": 433}, {"Word": "and", "Confidence": 0.998, "X1": 0.51323, "Y1": 0.5562, "X2": 0.54233, "Y2": 0.556, "X3": 0.54233, "Y3": 0.5698, "X4": 0.5119, "Y4": 0.5698, "page": 0, "Index": 434}, {"Word": "Particulate", "Confidence": 0.993, "X1": 0.55556, "Y1": 0.5582, "X2": 0.64286, "Y2": 0.558, "X3": 0.64153, "Y3": 0.5708, "X4": 0.55556, "Y4": 0.5698, "page": 0, "Index": 435}, {"Word": "sis", "Confidence": 0.998, "X1": 0.69444, "Y1": 0.5562, "X2": 0.71825, "Y2": 0.556, "X3": 0.71693, "Y3": 0.5708, "X4": 0.69312, "Y4": 0.5718, "page": 0, "Index": 436}, {"Word": "of", "Confidence": 0.998, "X1": 0.72354, "Y1": 0.5562, "X2": 0.74339, "Y2": 0.556, "X3": 0.74206, "Y3": 0.5698, "X4": 0.72222, "Y4": 0.5708, "page": 0, "Index": 437}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.75132, "Y1": 0.5562, "X2": 0.81349, "Y2": 0.556, "X3": 0.81217, "Y3": 0.5688, "X4": 0.75, "Y4": 0.5698, "page": 0, "Index": 438}, {"Word": "Smoke,", "Confidence": 0.991, "X1": 0.82143, "Y1": 0.5562, "X2": 0.88228, "Y2": 0.556, "X3": 0.88095, "Y3": 0.5688, "X4": 0.82011, "Y4": 0.5688, "page": 0, "Index": 439}, {"Word": "Tobacco", "Confidence": 0.935, "X1": 0.88624, "Y1": 0.5572, "X2": 0.94974, "Y2": 0.557, "X3": 0.94841, "Y3": 0.5708, "X4": 0.88492, "Y4": 0.5688, "page": 0, "Index": 440}, {"Word": "smoke", "Confidence": 0.959, "X1": 0.05688, "Y1": 0.5742, "X2": 0.10582, "Y2": 0.574, "X3": 0.10582, "Y3": 0.5878, "X4": 0.05556, "Y4": 0.5878, "page": 0, "Index": 441}, {"Word": "vapor", "Confidence": 0.996, "X1": 0.12169, "Y1": 0.5752, "X2": 0.16799, "Y2": 0.575, "X3": 0.16667, "Y3": 0.5878, "X4": 0.12037, "Y4": 0.5878, "page": 0, "Index": 442}, {"Word": "phase", "Confidence": 0.993, "X1": 0.18386, "Y1": 0.5752, "X2": 0.22884, "Y2": 0.575, "X3": 0.22884, "Y3": 0.5878, "X4": 0.18254, "Y4": 0.5878, "page": 0, "Index": 443}, {"Word": "Phase", "Confidence": 0.998, "X1": 0.39021, "Y1": 0.5692, "X2": 0.43783, "Y2": 0.569, "X3": 0.43783, "Y3": 0.5818, "X4": 0.39021, "Y4": 0.5818, "page": 0, "Index": 444}, {"Word": "by", "Confidence": 0.998, "X1": 0.4418, "Y1": 0.5692, "X2": 0.46296, "Y2": 0.569, "X3": 0.46296, "Y3": 0.5828, "X4": 0.4418, "Y4": 0.5818, "page": 0, "Index": 445}, {"Word": "Capillary", "Confidence": 0.995, "X1": 0.46958, "Y1": 0.5692, "X2": 0.54365, "Y2": 0.569, "X3": 0.54233, "Y3": 0.5838, "X4": 0.46958, "Y4": 0.5828, "page": 0, "Index": 446}, {"Word": "Columns,", "Confidence": 0.969, "X1": 0.55026, "Y1": 0.5712, "X2": 0.62434, "Y2": 0.571, "X3": 0.62302, "Y3": 0.5838, "X4": 0.54894, "Y4": 0.5838, "page": 0, "Index": 447}, {"Word": "J.", "Confidence": 0.997, "X1": 0.62831, "Y1": 0.5712, "X2": 0.64418, "Y2": 0.571, "X3": 0.64286, "Y3": 0.5848, "X4": 0.62698, "Y4": 0.5838, "page": 0, "Index": 448}, {"Word": "Sci.", "Confidence": 0.885, "X1": 0.69312, "Y1": 0.5682, "X2": 0.72619, "Y2": 0.568, "X3": 0.72487, "Y3": 0.5818, "X4": 0.6918, "Y4": 0.5818, "page": 0, "Index": 449}, {"Word": "9:102-110.", "Confidence": 0.992, "X1": 0.73016, "Y1": 0.5682, "X2": 0.81217, "Y2": 0.568, "X3": 0.81085, "Y3": 0.5818, "X4": 0.72884, "Y4": 0.5818, "page": 0, "Index": 450}, {"Word": "1965.", "Confidence": 0.991, "X1": 0.81481, "Y1": 0.5692, "X2": 0.85979, "Y2": 0.569, "X3": 0.85714, "Y3": 0.5808, "X4": 0.81349, "Y4": 0.5818, "page": 0, "Index": 451}, {"Word": "components", "Confidence": 0.993, "X1": 0.24339, "Y1": 0.5762, "X2": 0.33862, "Y2": 0.576, "X3": 0.33862, "Y3": 0.5888, "X4": 0.24339, "Y4": 0.5878, "page": 0, "Index": 452}, {"Word": "Gas.", "Confidence": 0.991, "X1": 0.38889, "Y1": 0.5832, "X2": 0.42593, "Y2": 0.583, "X3": 0.42593, "Y3": 0.5958, "X4": 0.39021, "Y4": 0.5968, "page": 0, "Index": 453}, {"Word": "Chrom.", "Confidence": 0.995, "X1": 0.42989, "Y1": 0.5822, "X2": 0.49206, "Y2": 0.582, "X3": 0.49206, "Y3": 0.5948, "X4": 0.42989, "Y4": 0.5958, "page": 0, "Index": 454}, {"Word": "3:52-56.", "Confidence": 0.848, "X1": 0.49603, "Y1": 0.5832, "X2": 0.56481, "Y2": 0.583, "X3": 0.56349, "Y3": 0.5958, "X4": 0.49603, "Y4": 0.5948, "page": 0, "Index": 455}, {"Word": "1965.", "Confidence": 0.996, "X1": 0.56746, "Y1": 0.5842, "X2": 0.60847, "Y2": 0.584, "X3": 0.60714, "Y3": 0.5978, "X4": 0.56746, "Y4": 0.5958, "page": 0, "Index": 456}, {"Word": "11.", "Confidence": 0.998, "X1": 0.66534, "Y1": 0.5822, "X2": 0.68915, "Y2": 0.582, "X3": 0.68915, "Y3": 0.5968, "X4": 0.66402, "Y4": 0.5968, "page": 0, "Index": 457}, {"Word": "Philippe,", "Confidence": 0.994, "X1": 0.69312, "Y1": 0.5822, "X2": 0.76323, "Y2": 0.582, "X3": 0.76323, "Y3": 0.5958, "X4": 0.69312, "Y4": 0.5958, "page": 0, "Index": 458}, {"Word": "R.", "Confidence": 0.998, "X1": 0.7672, "Y1": 0.5822, "X2": 0.78571, "Y2": 0.582, "X3": 0.78571, "Y3": 0.5958, "X4": 0.7672, "Y4": 0.5958, "page": 0, "Index": 459}, {"Word": "J.", "Confidence": 0.97, "X1": 0.78968, "Y1": 0.5822, "X2": 0.80556, "Y2": 0.582, "X3": 0.80556, "Y3": 0.5958, "X4": 0.78968, "Y4": 0.5958, "page": 0, "Index": 460}, {"Word": "and", "Confidence": 0.998, "X1": 0.80952, "Y1": 0.5822, "X2": 0.83995, "Y2": 0.582, "X3": 0.83995, "Y3": 0.5958, "X4": 0.80952, "Y4": 0.5958, "page": 0, "Index": 461}, {"Word": "M.", "Confidence": 0.997, "X1": 0.84392, "Y1": 0.5822, "X2": 0.8664, "Y2": 0.582, "X3": 0.8664, "Y3": 0.5958, "X4": 0.84392, "Y4": 0.5958, "page": 0, "Index": 462}, {"Word": "E.", "Confidence": 0.997, "X1": 0.87037, "Y1": 0.5822, "X2": 0.89021, "Y2": 0.582, "X3": 0.89021, "Y3": 0.5958, "X4": 0.86905, "Y4": 0.5958, "page": 0, "Index": 463}, {"Word": "Hobbs,", "Confidence": 0.915, "X1": 0.89286, "Y1": 0.5812, "X2": 0.94709, "Y2": 0.581, "X3": 0.94709, "Y3": 0.5968, "X4": 0.89286, "Y4": 0.5958, "page": 0, "Index": 464}, {"Word": "without", "Confidence": 0.994, "X1": 0.0582, "Y1": 0.5872, "X2": 0.1164, "Y2": 0.587, "X3": 0.1164, "Y3": 0.5998, "X4": 0.0582, "Y4": 0.5998, "page": 0, "Index": 465}, {"Word": "the", "Confidence": 0.998, "X1": 0.12037, "Y1": 0.5872, "X2": 0.14683, "Y2": 0.587, "X3": 0.14683, "Y3": 0.5998, "X4": 0.12037, "Y4": 0.5998, "page": 0, "Index": 466}, {"Word": "utilization", "Confidence": 0.993, "X1": 0.15079, "Y1": 0.5882, "X2": 0.23148, "Y2": 0.588, "X3": 0.23148, "Y3": 0.6008, "X4": 0.15079, "Y4": 0.5998, "page": 0, "Index": 467}, {"Word": "of", "Confidence": 0.998, "X1": 0.23677, "Y1": 0.5882, "X2": 0.25529, "Y2": 0.588, "X3": 0.25529, "Y3": 0.6008, "X4": 0.23677, "Y4": 0.6008, "page": 0, "Index": 468}, {"Word": "condensa-", "Confidence": 0.991, "X1": 0.25794, "Y1": 0.5902, "X2": 0.33862, "Y2": 0.59, "X3": 0.33862, "Y3": 0.6018, "X4": 0.25794, "Y4": 0.6008, "page": 0, "Index": 469}, {"Word": "28:2002-2006.", "Confidence": 0.932, "X1": 0.79497, "Y1": 0.5952, "X2": 0.90344, "Y2": 0.595, "X3": 0.90212, "Y3": 0.6078, "X4": 0.79365, "Y4": 0.6088, "page": 0, "Index": 470}, {"Word": "1956.", "Confidence": 0.995, "X1": 0.90608, "Y1": 0.5952, "X2": 0.95238, "Y2": 0.595, "X3": 0.95106, "Y3": 0.6078, "X4": 0.90608, "Y4": 0.6078, "page": 0, "Index": 471}, {"Word": "tion", "Confidence": 0.997, "X1": 0.05688, "Y1": 0.6002, "X2": 0.0873, "Y2": 0.6, "X3": 0.08598, "Y3": 0.6128, "X4": 0.05556, "Y4": 0.6128, "page": 0, "Index": 472}, {"Word": "traps.", "Confidence": 0.996, "X1": 0.09259, "Y1": 0.6002, "X2": 0.14153, "Y2": 0.6, "X3": 0.14153, "Y3": 0.6138, "X4": 0.09259, "Y4": 0.6128, "page": 0, "Index": 473}, {"Word": "The", "Confidence": 0.998, "X1": 0.1455, "Y1": 0.6002, "X2": 0.17593, "Y2": 0.6, "X3": 0.17593, "Y3": 0.6138, "X4": 0.14418, "Y4": 0.6138, "page": 0, "Index": 474}, {"Word": "first", "Confidence": 0.998, "X1": 0.17989, "Y1": 0.6012, "X2": 0.21296, "Y2": 0.601, "X3": 0.21296, "Y3": 0.6138, "X4": 0.17857, "Y4": 0.6138, "page": 0, "Index": 475}, {"Word": "system", "Confidence": 0.995, "X1": 0.21693, "Y1": 0.6012, "X2": 0.2672, "Y2": 0.601, "X3": 0.2672, "Y3": 0.6148, "X4": 0.21561, "Y4": 0.6138, "page": 0, "Index": 476}, {"Word": "was", "Confidence": 0.998, "X1": 0.27646, "Y1": 0.6022, "X2": 0.30952, "Y2": 0.602, "X3": 0.3082, "Y3": 0.6148, "X4": 0.27646, "Y4": 0.6148, "page": 0, "Index": 477}, {"Word": "de-", "Confidence": 0.998, "X1": 0.31349, "Y1": 0.6032, "X2": 0.34127, "Y2": 0.603, "X3": 0.33995, "Y3": 0.6158, "X4": 0.31217, "Y4": 0.6148, "page": 0, "Index": 478}, {"Word": "4.", "Confidence": 0.998, "X1": 0.36905, "Y1": 0.5962, "X2": 0.38492, "Y2": 0.596, "X3": 0.38492, "Y3": 0.6088, "X4": 0.36905, "Y4": 0.6088, "page": 0, "Index": 479}, {"Word": "Ikeda,", "Confidence": 0.992, "X1": 0.38757, "Y1": 0.5962, "X2": 0.43783, "Y2": 0.596, "X3": 0.43651, "Y3": 0.6088, "X4": 0.38757, "Y4": 0.6088, "page": 0, "Index": 480}, {"Word": "R.", "Confidence": 0.991, "X1": 0.44048, "Y1": 0.5962, "X2": 0.46032, "Y2": 0.596, "X3": 0.46032, "Y3": 0.6088, "X4": 0.44048, "Y4": 0.6088, "page": 0, "Index": 481}, {"Word": "M", "Confidence": 0.996, "X1": 0.46296, "Y1": 0.5962, "X2": 0.47354, "Y2": 0.596, "X3": 0.47354, "Y3": 0.6088, "X4": 0.46296, "Y4": 0.6088, "page": 0, "Index": 482}, {"Word": ".,", "Confidence": 0.994, "X1": 0.48016, "Y1": 0.5962, "X2": 0.48942, "Y2": 0.596, "X3": 0.48942, "Y3": 0.6088, "X4": 0.47884, "Y4": 0.6088, "page": 0, "Index": 483}, {"Word": "D.", "Confidence": 0.997, "X1": 0.49339, "Y1": 0.5962, "X2": 0.51323, "Y2": 0.596, "X3": 0.5119, "Y3": 0.6098, "X4": 0.49206, "Y4": 0.6088, "page": 0, "Index": 484}, {"Word": "E.", "Confidence": 0.997, "X1": 0.51587, "Y1": 0.5962, "X2": 0.53571, "Y2": 0.596, "X3": 0.53439, "Y3": 0.6098, "X4": 0.51587, "Y4": 0.6098, "page": 0, "Index": 485}, {"Word": "Simmons", "Confidence": 0.996, "X1": 0.53968, "Y1": 0.5982, "X2": 0.61111, "Y2": 0.598, "X3": 0.60979, "Y3": 0.6108, "X4": 0.53836, "Y4": 0.6098, "page": 0, "Index": 486}, {"Word": "and", "Confidence": 0.998, "X1": 0.61508, "Y1": 0.5992, "X2": 0.64286, "Y2": 0.599, "X3": 0.64153, "Y3": 0.6108, "X4": 0.61376, "Y4": 0.6108, "page": 0, "Index": 487}, {"Word": "Anal.", "Confidence": 0.981, "X1": 0.69444, "Y1": 0.5962, "X2": 0.73545, "Y2": 0.596, "X3": 0.73545, "Y3": 0.6098, "X4": 0.69444, "Y4": 0.6108, "page": 0, "Index": 488}, {"Word": "Chem.", "Confidence": 0.981, "X1": 0.73942, "Y1": 0.5962, "X2": 0.79101, "Y2": 0.596, "X3": 0.79101, "Y3": 0.6088, "X4": 0.73942, "Y4": 0.6098, "page": 0, "Index": 489}, {"Word": "signed", "Confidence": 0.994, "X1": 0.05556, "Y1": 0.6142, "X2": 0.10714, "Y2": 0.614, "X3": 0.10582, "Y3": 0.6268, "X4": 0.05423, "Y4": 0.6278, "page": 0, "Index": 490}, {"Word": "for", "Confidence": 0.998, "X1": 0.11508, "Y1": 0.6142, "X2": 0.14021, "Y2": 0.614, "X3": 0.14021, "Y3": 0.6268, "X4": 0.11376, "Y4": 0.6268, "page": 0, "Index": 491}, {"Word": "those", "Confidence": 0.998, "X1": 0.1455, "Y1": 0.6152, "X2": 0.18915, "Y2": 0.615, "X3": 0.18915, "Y3": 0.6268, "X4": 0.1455, "Y4": 0.6268, "page": 0, "Index": 492}, {"Word": "vapors", "Confidence": 0.997, "X1": 0.19577, "Y1": 0.6152, "X2": 0.25132, "Y2": 0.615, "X3": 0.25, "Y3": 0.6278, "X4": 0.19444, "Y4": 0.6268, "page": 0, "Index": 493}, {"Word": "which", "Confidence": 0.991, "X1": 0.25529, "Y1": 0.6152, "X2": 0.30291, "Y2": 0.615, "X3": 0.30291, "Y3": 0.6278, "X4": 0.25529, "Y4": 0.6278, "page": 0, "Index": 494}, {"Word": "J.", "Confidence": 0.998, "X1": 0.39021, "Y1": 0.6092, "X2": 0.40741, "Y2": 0.609, "X3": 0.40608, "Y3": 0.6218, "X4": 0.38889, "Y4": 0.6218, "page": 0, "Index": 495}, {"Word": "D.", "Confidence": 0.998, "X1": 0.41005, "Y1": 0.6092, "X2": 0.43122, "Y2": 0.609, "X3": 0.42989, "Y3": 0.6228, "X4": 0.41005, "Y4": 0.6218, "page": 0, "Index": 496}, {"Word": "Grossman,", "Confidence": 0.991, "X1": 0.43519, "Y1": 0.6102, "X2": 0.51984, "Y2": 0.61, "X3": 0.51852, "Y3": 0.6238, "X4": 0.43386, "Y4": 0.6228, "page": 0, "Index": 497}, {"Word": "Removal", "Confidence": 0.992, "X1": 0.52249, "Y1": 0.6102, "X2": 0.59127, "Y2": 0.61, "X3": 0.58862, "Y3": 0.6238, "X4": 0.52116, "Y4": 0.6238, "page": 0, "Index": 498}, {"Word": "of", "Confidence": 0.998, "X1": 0.59392, "Y1": 0.6102, "X2": 0.61508, "Y2": 0.61, "X3": 0.61243, "Y3": 0.6238, "X4": 0.59259, "Y4": 0.6238, "page": 0, "Index": 499}, {"Word": "Al-", "Confidence": 0.969, "X1": 0.61905, "Y1": 0.6102, "X2": 0.64418, "Y2": 0.61, "X3": 0.64286, "Y3": 0.6238, "X4": 0.6164, "Y4": 0.6238, "page": 0, "Index": 500}, {"Word": "12.", "Confidence": 0.991, "X1": 0.66667, "Y1": 0.6082, "X2": 0.68915, "Y2": 0.608, "X3": 0.68783, "Y3": 0.6228, "X4": 0.66667, "Y4": 0.6228, "page": 0, "Index": 501}, {"Word": "Philippe,", "Confidence": 0.984, "X1": 0.6918, "Y1": 0.6082, "X2": 0.76587, "Y2": 0.608, "X3": 0.76455, "Y3": 0.6228, "X4": 0.6918, "Y4": 0.6228, "page": 0, "Index": 502}, {"Word": "R.", "Confidence": 0.997, "X1": 0.76984, "Y1": 0.6082, "X2": 0.78836, "Y2": 0.608, "X3": 0.78836, "Y3": 0.6228, "X4": 0.76852, "Y4": 0.6228, "page": 0, "Index": 503}, {"Word": "J", "Confidence": 0.982, "X1": 0.79233, "Y1": 0.6082, "X2": 0.79894, "Y2": 0.608, "X3": 0.79762, "Y3": 0.6228, "X4": 0.79233, "Y4": 0.6228, "page": 0, "Index": 504}, {"Word": ".,", "Confidence": 0.992, "X1": 0.80291, "Y1": 0.6082, "X2": 0.81481, "Y2": 0.608, "X3": 0.81349, "Y3": 0.6228, "X4": 0.80159, "Y4": 0.6228, "page": 0, "Index": 505}, {"Word": "H.", "Confidence": 0.997, "X1": 0.81746, "Y1": 0.6082, "X2": 0.84127, "Y2": 0.608, "X3": 0.83995, "Y3": 0.6228, "X4": 0.81746, "Y4": 0.6228, "page": 0, "Index": 506}, {"Word": "Moore,", "Confidence": 0.996, "X1": 0.84524, "Y1": 0.6082, "X2": 0.89947, "Y2": 0.608, "X3": 0.89947, "Y3": 0.6228, "X4": 0.84392, "Y4": 0.6228, "page": 0, "Index": 507}, {"Word": "R.", "Confidence": 0.998, "X1": 0.90344, "Y1": 0.6092, "X2": 0.9246, "Y2": 0.609, "X3": 0.92328, "Y3": 0.6228, "X4": 0.90344, "Y4": 0.6228, "page": 0, "Index": 508}, {"Word": "G.", "Confidence": 0.998, "X1": 0.92857, "Y1": 0.6092, "X2": 0.94974, "Y2": 0.609, "X3": 0.94974, "Y3": 0.6228, "X4": 0.92725, "Y4": 0.6228, "page": 0, "Index": 509}, {"Word": "are", "Confidence": 0.998, "X1": 0.31085, "Y1": 0.6152, "X2": 0.33862, "Y2": 0.615, "X3": 0.33862, "Y3": 0.6288, "X4": 0.30952, "Y4": 0.6278, "page": 0, "Index": 510}, {"Word": "cohols", "Confidence": 0.992, "X1": 0.38889, "Y1": 0.6232, "X2": 0.43915, "Y2": 0.623, "X3": 0.43783, "Y3": 0.6368, "X4": 0.38889, "Y4": 0.6368, "page": 0, "Index": 511}, {"Word": "from", "Confidence": 0.986, "X1": 0.44709, "Y1": 0.6232, "X2": 0.48016, "Y2": 0.623, "X3": 0.47884, "Y3": 0.6368, "X4": 0.44577, "Y4": 0.6368, "page": 0, "Index": 512}, {"Word": "Complex", "Confidence": 0.991, "X1": 0.49603, "Y1": 0.6232, "X2": 0.56349, "Y2": 0.623, "X3": 0.56217, "Y3": 0.6368, "X4": 0.49471, "Y4": 0.6368, "page": 0, "Index": 513}, {"Word": "Mixtures", "Confidence": 0.995, "X1": 0.57275, "Y1": 0.6262, "X2": 0.64418, "Y2": 0.626, "X3": 0.64153, "Y3": 0.6378, "X4": 0.57143, "Y4": 0.6368, "page": 0, "Index": 514}, {"Word": "Honeycutt", "Confidence": 0.994, "X1": 0.69312, "Y1": 0.6222, "X2": 0.77513, "Y2": 0.622, "X3": 0.77381, "Y3": 0.6358, "X4": 0.6918, "Y4": 0.6368, "page": 0, "Index": 515}, {"Word": "and", "Confidence": 0.998, "X1": 0.77778, "Y1": 0.6222, "X2": 0.8082, "Y2": 0.622, "X3": 0.80688, "Y3": 0.6358, "X4": 0.77778, "Y4": 0.6358, "page": 0, "Index": 516}, {"Word": "J.", "Confidence": 0.992, "X1": 0.81085, "Y1": 0.6222, "X2": 0.82672, "Y2": 0.622, "X3": 0.82672, "Y3": 0.6358, "X4": 0.81085, "Y4": 0.6358, "page": 0, "Index": 517}, {"Word": "M.", "Confidence": 0.889, "X1": 0.83069, "Y1": 0.6222, "X2": 0.85317, "Y2": 0.622, "X3": 0.85317, "Y3": 0.6358, "X4": 0.83069, "Y4": 0.6358, "page": 0, "Index": 518}, {"Word": "Ruth,", "Confidence": 0.996, "X1": 0.85714, "Y1": 0.6232, "X2": 0.90212, "Y2": 0.623, "X3": 0.90212, "Y3": 0.6358, "X4": 0.85714, "Y4": 0.6358, "page": 0, "Index": 519}, {"Word": "Some", "Confidence": 0.983, "X1": 0.90608, "Y1": 0.6232, "X2": 0.94841, "Y2": 0.623, "X3": 0.94841, "Y3": 0.6358, "X4": 0.90608, "Y4": 0.6358, "page": 0, "Index": 520}, {"Word": "readily", "Confidence": 0.994, "X1": 0.05556, "Y1": 0.6272, "X2": 0.11243, "Y2": 0.627, "X3": 0.11243, "Y3": 0.6398, "X4": 0.05556, "Y4": 0.6398, "page": 0, "Index": 521}, {"Word": "trapped", "Confidence": 0.997, "X1": 0.11905, "Y1": 0.6282, "X2": 0.18122, "Y2": 0.628, "X3": 0.17989, "Y3": 0.6408, "X4": 0.11905, "Y4": 0.6398, "page": 0, "Index": 522}, {"Word": "with", "Confidence": 0.989, "X1": 0.18915, "Y1": 0.6282, "X2": 0.22487, "Y2": 0.628, "X3": 0.22487, "Y3": 0.6408, "X4": 0.18915, "Y4": 0.6408, "page": 0, "Index": 523}, {"Word": "impingers", "Confidence": 0.995, "X1": 0.23148, "Y1": 0.6292, "X2": 0.31349, "Y2": 0.629, "X3": 0.31349, "Y3": 0.6418, "X4": 0.23148, "Y4": 0.6408, "page": 0, "Index": 524}, {"Word": "or", "Confidence": 0.998, "X1": 0.32011, "Y1": 0.6292, "X2": 0.33862, "Y2": 0.629, "X3": 0.33862, "Y3": 0.6418, "X4": 0.32011, "Y4": 0.6418, "page": 0, "Index": 525}, {"Word": "bubble", "Confidence": 0.996, "X1": 0.05688, "Y1": 0.6402, "X2": 0.11111, "Y2": 0.64, "X3": 0.11111, "Y3": 0.6538, "X4": 0.05556, "Y4": 0.6518, "page": 0, "Index": 526}, {"Word": "traps,", "Confidence": 0.991, "X1": 0.1164, "Y1": 0.6412, "X2": 0.16799, "Y2": 0.641, "X3": 0.16799, "Y3": 0.6548, "X4": 0.11508, "Y4": 0.6538, "page": 0, "Index": 527}, {"Word": "a", "Confidence": 0.995, "X1": 0.17196, "Y1": 0.6412, "X2": 0.18122, "Y2": 0.641, "X3": 0.18122, "Y3": 0.6548, "X4": 0.17063, "Y4": 0.6548, "page": 0, "Index": 528}, {"Word": "second", "Confidence": 0.997, "X1": 0.18915, "Y1": 0.6422, "X2": 0.24206, "Y2": 0.642, "X3": 0.24206, "Y3": 0.6548, "X4": 0.18783, "Y4": 0.6548, "page": 0, "Index": 529}, {"Word": "system", "Confidence": 0.997, "X1": 0.25, "Y1": 0.6422, "X2": 0.30026, "Y2": 0.642, "X3": 0.29894, "Y3": 0.6548, "X4": 0.24868, "Y4": 0.6548, "page": 0, "Index": 530}, {"Word": "for", "Confidence": 0.998, "X1": 0.31217, "Y1": 0.6412, "X2": 0.33862, "Y2": 0.641, "X3": 0.33862, "Y3": 0.6548, "X4": 0.31217, "Y4": 0.6548, "page": 0, "Index": 531}, {"Word": "During", "Confidence": 0.994, "X1": 0.39021, "Y1": 0.6362, "X2": 0.44444, "Y2": 0.636, "X3": 0.44444, "Y3": 0.6498, "X4": 0.38889, "Y4": 0.6498, "page": 0, "Index": 532}, {"Word": "Gas", "Confidence": 0.998, "X1": 0.46296, "Y1": 0.6372, "X2": 0.49471, "Y2": 0.637, "X3": 0.49339, "Y3": 0.6508, "X4": 0.46164, "Y4": 0.6498, "page": 0, "Index": 533}, {"Word": "Chromatography.", "Confidence": 0.991, "X1": 0.50926, "Y1": 0.6392, "X2": 0.64286, "Y2": 0.639, "X3": 0.64286, "Y3": 0.6508, "X4": 0.50794, "Y4": 0.6508, "page": 0, "Index": 534}, {"Word": "Hydrocarbons", "Confidence": 0.991, "X1": 0.69444, "Y1": 0.6362, "X2": 0.80291, "Y2": 0.636, "X3": 0.80291, "Y3": 0.6488, "X4": 0.69444, "Y4": 0.6498, "page": 0, "Index": 535}, {"Word": "of", "Confidence": 0.998, "X1": 0.80688, "Y1": 0.6362, "X2": 0.82804, "Y2": 0.636, "X3": 0.82672, "Y3": 0.6488, "X4": 0.80688, "Y4": 0.6488, "page": 0, "Index": 536}, {"Word": "the", "Confidence": 0.998, "X1": 0.83069, "Y1": 0.6362, "X2": 0.85847, "Y2": 0.636, "X3": 0.85847, "Y3": 0.6488, "X4": 0.83069, "Y4": 0.6488, "page": 0, "Index": 537}, {"Word": "Gas", "Confidence": 0.992, "X1": 0.86243, "Y1": 0.6362, "X2": 0.8955, "Y2": 0.636, "X3": 0.89418, "Y3": 0.6488, "X4": 0.86243, "Y4": 0.6488, "page": 0, "Index": 538}, {"Word": "Phase", "Confidence": 0.997, "X1": 0.90079, "Y1": 0.6362, "X2": 0.94974, "Y2": 0.636, "X3": 0.94974, "Y3": 0.6498, "X4": 0.90079, "Y4": 0.6488, "page": 0, "Index": 539}, {"Word": "vapors", "Confidence": 0.994, "X1": 0.0582, "Y1": 0.6542, "X2": 0.10979, "Y2": 0.654, "X3": 0.10847, "Y3": 0.6658, "X4": 0.05688, "Y4": 0.6658, "page": 0, "Index": 540}, {"Word": "that", "Confidence": 0.989, "X1": 0.11376, "Y1": 0.6542, "X2": 0.14947, "Y2": 0.654, "X3": 0.14815, "Y3": 0.6668, "X4": 0.11243, "Y4": 0.6658, "page": 0, "Index": 541}, {"Word": "cannot", "Confidence": 0.997, "X1": 0.15212, "Y1": 0.6542, "X2": 0.20899, "Y2": 0.654, "X3": 0.20767, "Y3": 0.6668, "X4": 0.15079, "Y4": 0.6668, "page": 0, "Index": 542}, {"Word": "be", "Confidence": 0.998, "X1": 0.21164, "Y1": 0.6542, "X2": 0.2328, "Y2": 0.654, "X3": 0.23148, "Y3": 0.6678, "X4": 0.21032, "Y4": 0.6668, "page": 0, "Index": 543}, {"Word": "Anal.", "Confidence": 0.937, "X1": 0.38889, "Y1": 0.6492, "X2": 0.43122, "Y2": 0.649, "X3": 0.43122, "Y3": 0.6618, "X4": 0.38889, "Y4": 0.6628, "page": 0, "Index": 544}, {"Word": "Chem.", "Confidence": 0.969, "X1": 0.43519, "Y1": 0.6492, "X2": 0.48677, "Y2": 0.649, "X3": 0.48545, "Y3": 0.6618, "X4": 0.43519, "Y4": 0.6618, "page": 0, "Index": 545}, {"Word": "36:2188-2189.", "Confidence": 0.889, "X1": 0.48942, "Y1": 0.6492, "X2": 0.59788, "Y2": 0.649, "X3": 0.59788, "Y3": 0.6628, "X4": 0.48942, "Y4": 0.6618, "page": 0, "Index": 546}, {"Word": "1964.", "Confidence": 0.994, "X1": 0.60185, "Y1": 0.6492, "X2": 0.64418, "Y2": 0.649, "X3": 0.64286, "Y3": 0.6628, "X4": 0.60053, "Y4": 0.6628, "page": 0, "Index": 547}, {"Word": "of", "Confidence": 0.998, "X1": 0.69444, "Y1": 0.6482, "X2": 0.71032, "Y2": 0.648, "X3": 0.71032, "Y3": 0.6618, "X4": 0.69444, "Y4": 0.6628, "page": 0, "Index": 548}, {"Word": "Cigarette", "Confidence": 0.995, "X1": 0.71429, "Y1": 0.6492, "X2": 0.78836, "Y2": 0.649, "X3": 0.78836, "Y3": 0.6618, "X4": 0.71296, "Y4": 0.6618, "page": 0, "Index": 549}, {"Word": "Smoke,", "Confidence": 0.992, "X1": 0.79233, "Y1": 0.6492, "X2": 0.84921, "Y2": 0.649, "X3": 0.84921, "Y3": 0.6628, "X4": 0.79101, "Y4": 0.6618, "page": 0, "Index": 550}, {"Word": "Anal.", "Confidence": 0.969, "X1": 0.85317, "Y1": 0.6492, "X2": 0.89418, "Y2": 0.649, "X3": 0.89418, "Y3": 0.6628, "X4": 0.85185, "Y4": 0.6628, "page": 0, "Index": 551}, {"Word": "Chem.", "Confidence": 0.991, "X1": 0.89815, "Y1": 0.6482, "X2": 0.95238, "Y2": 0.648, "X3": 0.95238, "Y3": 0.6638, "X4": 0.89815, "Y4": 0.6628, "page": 0, "Index": 552}, {"Word": "conveniently", "Confidence": 0.991, "X1": 0.23677, "Y1": 0.6552, "X2": 0.33862, "Y2": 0.655, "X3": 0.3373, "Y3": 0.6688, "X4": 0.23545, "Y4": 0.6678, "page": 0, "Index": 553}, {"Word": "5.", "Confidence": 0.941, "X1": 0.36905, "Y1": 0.6612, "X2": 0.3836, "Y2": 0.661, "X3": 0.3836, "Y3": 0.6748, "X4": 0.36772, "Y4": 0.6748, "page": 0, "Index": 554}, {"Word": "Irby,", "Confidence": 0.955, "X1": 0.38757, "Y1": 0.6622, "X2": 0.42725, "Y2": 0.662, "X3": 0.42593, "Y3": 0.6748, "X4": 0.38757, "Y4": 0.6748, "page": 0, "Index": 555}, {"Word": "R.", "Confidence": 0.996, "X1": 0.42989, "Y1": 0.6622, "X2": 0.44841, "Y2": 0.662, "X3": 0.44841, "Y3": 0.6758, "X4": 0.42989, "Y4": 0.6748, "page": 0, "Index": 556}, {"Word": "M", "Confidence": 0.995, "X1": 0.45238, "Y1": 0.6622, "X2": 0.46296, "Y2": 0.662, "X3": 0.46164, "Y3": 0.6758, "X4": 0.45106, "Y4": 0.6758, "page": 0, "Index": 557}, {"Word": ".,", "Confidence": 0.991, "X1": 0.46825, "Y1": 0.6622, "X2": 0.47751, "Y2": 0.662, "X3": 0.47751, "Y3": 0.6758, "X4": 0.46693, "Y4": 0.6758, "page": 0, "Index": 558}, {"Word": "Jr.", "Confidence": 0.991, "X1": 0.48148, "Y1": 0.6622, "X2": 0.50397, "Y2": 0.662, "X3": 0.50265, "Y3": 0.6758, "X4": 0.48016, "Y4": 0.6758, "page": 0, "Index": 559}, {"Word": "and", "Confidence": 0.998, "X1": 0.50794, "Y1": 0.6622, "X2": 0.53571, "Y2": 0.662, "X3": 0.53439, "Y3": 0.6758, "X4": 0.50661, "Y4": 0.6758, "page": 0, "Index": 560}, {"Word": "E.", "Confidence": 0.991, "X1": 0.53836, "Y1": 0.6632, "X2": 0.55688, "Y2": 0.663, "X3": 0.55556, "Y3": 0.6768, "X4": 0.53836, "Y4": 0.6758, "page": 0, "Index": 561}, {"Word": "S.", "Confidence": 0.997, "X1": 0.56085, "Y1": 0.6632, "X2": 0.57672, "Y2": 0.663, "X3": 0.5754, "Y3": 0.6768, "X4": 0.55952, "Y4": 0.6768, "page": 0, "Index": 562}, {"Word": "Harlow,", "Confidence": 0.941, "X1": 0.58069, "Y1": 0.6642, "X2": 0.64418, "Y2": 0.664, "X3": 0.64286, "Y3": 0.6778, "X4": 0.57937, "Y4": 0.6768, "page": 0, "Index": 563}, {"Word": "$6:859-865.", "Confidence": 0.635, "X1": 0.69444, "Y1": 0.6622, "X2": 0.78571, "Y2": 0.662, "X3": 0.78571, "Y3": 0.6748, "X4": 0.69312, "Y4": 0.6758, "page": 0, "Index": 564}, {"Word": "1964.", "Confidence": 0.992, "X1": 0.78968, "Y1": 0.6632, "X2": 0.83466, "Y2": 0.663, "X3": 0.83466, "Y3": 0.6748, "X4": 0.78836, "Y4": 0.6748, "page": 0, "Index": 565}, {"Word": "collected", "Confidence": 0.991, "X1": 0.05688, "Y1": 0.6672, "X2": 0.12698, "Y2": 0.667, "X3": 0.12566, "Y3": 0.6798, "X4": 0.05556, "Y4": 0.6788, "page": 0, "Index": 566}, {"Word": "in", "Confidence": 0.998, "X1": 0.13624, "Y1": 0.6672, "X2": 0.15344, "Y2": 0.667, "X3": 0.15344, "Y3": 0.6798, "X4": 0.13492, "Y4": 0.6798, "page": 0, "Index": 567}, {"Word": "bubble", "Confidence": 0.991, "X1": 0.16402, "Y1": 0.6672, "X2": 0.21958, "Y2": 0.667, "X3": 0.21825, "Y3": 0.6808, "X4": 0.16402, "Y4": 0.6798, "page": 0, "Index": 568}, {"Word": "traps,", "Confidence": 0.996, "X1": 0.22751, "Y1": 0.6682, "X2": 0.28042, "Y2": 0.668, "X3": 0.28042, "Y3": 0.6818, "X4": 0.22751, "Y4": 0.6808, "page": 0, "Index": 569}, {"Word": "and", "Confidence": 0.998, "X1": 0.28571, "Y1": 0.6682, "X2": 0.31481, "Y2": 0.668, "X3": 0.31481, "Y3": 0.6828, "X4": 0.28439, "Y4": 0.6818, "page": 0, "Index": 570}, {"Word": "a", "Confidence": 0.993, "X1": 0.32672, "Y1": 0.6692, "X2": 0.33598, "Y2": 0.669, "X3": 0.33598, "Y3": 0.6828, "X4": 0.32672, "Y4": 0.6828, "page": 0, "Index": 571}, {"Word": "third", "Confidence": 0.997, "X1": 0.0582, "Y1": 0.6802, "X2": 0.09524, "Y2": 0.68, "X3": 0.09524, "Y3": 0.6938, "X4": 0.0582, "Y4": 0.6928, "page": 0, "Index": 572}, {"Word": "system", "Confidence": 0.997, "X1": 0.10185, "Y1": 0.6802, "X2": 0.15212, "Y2": 0.68, "X3": 0.15212, "Y3": 0.6938, "X4": 0.10185, "Y4": 0.6938, "page": 0, "Index": 573}, {"Word": "provides", "Confidence": 0.994, "X1": 0.1627, "Y1": 0.6812, "X2": 0.23148, "Y2": 0.681, "X3": 0.23148, "Y3": 0.6948, "X4": 0.1627, "Y4": 0.6938, "page": 0, "Index": 574}, {"Word": "a", "Confidence": 0.996, "X1": 0.23677, "Y1": 0.6812, "X2": 0.24735, "Y2": 0.681, "X3": 0.24603, "Y3": 0.6948, "X4": 0.23677, "Y4": 0.6948, "page": 0, "Index": 575}, {"Word": "simultane-", "Confidence": 0.94, "X1": 0.25265, "Y1": 0.6832, "X2": 0.33862, "Y2": 0.683, "X3": 0.33862, "Y3": 0.6948, "X4": 0.25265, "Y4": 0.6948, "page": 0, "Index": 576}, {"Word": "Cigarette", "Confidence": 0.994, "X1": 0.38889, "Y1": 0.6772, "X2": 0.46296, "Y2": 0.677, "X3": 0.46296, "Y3": 0.6898, "X4": 0.38889, "Y4": 0.6898, "page": 0, "Index": 577}, {"Word": "Smoke.", "Confidence": 0.933, "X1": 0.46958, "Y1": 0.6772, "X2": 0.5291, "Y2": 0.677, "X3": 0.5291, "Y3": 0.6898, "X4": 0.46825, "Y4": 0.6898, "page": 0, "Index": 578}, {"Word": "I.", "Confidence": 0.899, "X1": 0.53307, "Y1": 0.6772, "X2": 0.55026, "Y2": 0.677, "X3": 0.54894, "Y3": 0.6898, "X4": 0.53175, "Y4": 0.6898, "page": 0, "Index": 579}, {"Word": "Determina-", "Confidence": 0.991, "X1": 0.55423, "Y1": 0.6792, "X2": 0.6455, "Y2": 0.679, "X3": 0.6455, "Y3": 0.6918, "X4": 0.55291, "Y4": 0.6898, "page": 0, "Index": 580}, {"Word": "13.", "Confidence": 0.629, "X1": 0.66402, "Y1": 0.6772, "X2": 0.68915, "Y2": 0.677, "X3": 0.68783, "Y3": 0.6908, "X4": 0.66138, "Y4": 0.6908, "page": 0, "Index": 581}, {"Word": "Philippe,", "Confidence": 0.941, "X1": 0.69312, "Y1": 0.6772, "X2": 0.76455, "Y2": 0.677, "X3": 0.76323, "Y3": 0.6908, "X4": 0.6918, "Y4": 0.6908, "page": 0, "Index": 582}, {"Word": "R.", "Confidence": 0.991, "X1": 0.76852, "Y1": 0.6762, "X2": 0.78836, "Y2": 0.676, "X3": 0.78836, "Y3": 0.6908, "X4": 0.7672, "Y4": 0.6908, "page": 0, "Index": 583}, {"Word": "J", "Confidence": 0.976, "X1": 0.79233, "Y1": 0.6762, "X2": 0.79894, "Y2": 0.676, "X3": 0.79762, "Y3": 0.6908, "X4": 0.79101, "Y4": 0.6908, "page": 0, "Index": 584}, {"Word": ".,", "Confidence": 0.969, "X1": 0.80291, "Y1": 0.6762, "X2": 0.81481, "Y2": 0.676, "X3": 0.81349, "Y3": 0.6908, "X4": 0.80159, "Y4": 0.6908, "page": 0, "Index": 585}, {"Word": "R.", "Confidence": 0.998, "X1": 0.81878, "Y1": 0.6762, "X2": 0.83862, "Y2": 0.676, "X3": 0.8373, "Y3": 0.6898, "X4": 0.81746, "Y4": 0.6908, "page": 0, "Index": 586}, {"Word": "G.", "Confidence": 0.998, "X1": 0.84127, "Y1": 0.6762, "X2": 0.86376, "Y2": 0.676, "X3": 0.86376, "Y3": 0.6898, "X4": 0.84127, "Y4": 0.6898, "page": 0, "Index": 587}, {"Word": "Honeycutt", "Confidence": 0.991, "X1": 0.86772, "Y1": 0.6762, "X2": 0.94974, "Y2": 0.676, "X3": 0.94841, "Y3": 0.6898, "X4": 0.8664, "Y4": 0.6898, "page": 0, "Index": 588}, {"Word": "ous", "Confidence": 0.998, "X1": 0.05688, "Y1": 0.6942, "X2": 0.08201, "Y2": 0.694, "X3": 0.08201, "Y3": 0.7068, "X4": 0.05688, "Y4": 0.7068, "page": 0, "Index": 589}, {"Word": "sequential", "Confidence": 0.991, "X1": 0.08598, "Y1": 0.6942, "X2": 0.16667, "Y2": 0.694, "X3": 0.16667, "Y3": 0.7078, "X4": 0.08466, "Y4": 0.7068, "page": 0, "Index": 590}, {"Word": "puff", "Confidence": 0.972, "X1": 0.17063, "Y1": 0.6942, "X2": 0.20238, "Y2": 0.694, "X3": 0.20238, "Y3": 0.7078, "X4": 0.17063, "Y4": 0.7078, "page": 0, "Index": 591}, {"Word": "consisting", "Confidence": 0.995, "X1": 0.20635, "Y1": 0.6952, "X2": 0.28704, "Y2": 0.695, "X3": 0.28571, "Y3": 0.7078, "X4": 0.20635, "Y4": 0.7078, "page": 0, "Index": 592}, {"Word": "of", "Confidence": 0.998, "X1": 0.28968, "Y1": 0.6952, "X2": 0.30688, "Y2": 0.695, "X3": 0.30688, "Y3": 0.7078, "X4": 0.28968, "Y4": 0.7078, "page": 0, "Index": 593}, {"Word": "the", "Confidence": 0.998, "X1": 0.31085, "Y1": 0.6952, "X2": 0.3373, "Y2": 0.695, "X3": 0.3373, "Y3": 0.7078, "X4": 0.31085, "Y4": 0.7078, "page": 0, "Index": 594}, {"Word": "tion", "Confidence": 0.988, "X1": 0.39153, "Y1": 0.6902, "X2": 0.41931, "Y2": 0.69, "X3": 0.41931, "Y3": 0.7028, "X4": 0.39153, "Y4": 0.7028, "page": 0, "Index": 595}, {"Word": "of", "Confidence": 0.998, "X1": 0.42593, "Y1": 0.6902, "X2": 0.44577, "Y2": 0.69, "X3": 0.44577, "Y3": 0.7028, "X4": 0.42593, "Y4": 0.7028, "page": 0, "Index": 596}, {"Word": "Certain", "Confidence": 0.996, "X1": 0.45106, "Y1": 0.6902, "X2": 0.51058, "Y2": 0.69, "X3": 0.50926, "Y3": 0.7038, "X4": 0.45106, "Y4": 0.7028, "page": 0, "Index": 597}, {"Word": "Vapor", "Confidence": 0.997, "X1": 0.5172, "Y1": 0.6912, "X2": 0.56481, "Y2": 0.691, "X3": 0.56481, "Y3": 0.7038, "X4": 0.5172, "Y4": 0.7038, "page": 0, "Index": 598}, {"Word": "Constitu-", "Confidence": 0.994, "X1": 0.57011, "Y1": 0.6922, "X2": 0.64286, "Y2": 0.692, "X3": 0.64286, "Y3": 0.7048, "X4": 0.57011, "Y4": 0.7038, "page": 0, "Index": 599}, {"Word": "and", "Confidence": 0.998, "X1": 0.69312, "Y1": 0.6902, "X2": 0.72354, "Y2": 0.69, "X3": 0.72222, "Y3": 0.7038, "X4": 0.69312, "Y4": 0.7048, "page": 0, "Index": 600}, {"Word": "J.", "Confidence": 0.994, "X1": 0.72751, "Y1": 0.6902, "X2": 0.74206, "Y2": 0.69, "X3": 0.74206, "Y3": 0.7038, "X4": 0.72619, "Y4": 0.7038, "page": 0, "Index": 601}, {"Word": "M.", "Confidence": 0.998, "X1": 0.74603, "Y1": 0.6912, "X2": 0.76852, "Y2": 0.691, "X3": 0.76852, "Y3": 0.7038, "X4": 0.74603, "Y4": 0.7038, "page": 0, "Index": 602}, {"Word": "Ruth,", "Confidence": 0.991, "X1": 0.77249, "Y1": 0.6902, "X2": 0.81878, "Y2": 0.69, "X3": 0.81746, "Y3": 0.7038, "X4": 0.77249, "Y4": 0.7038, "page": 0, "Index": 603}, {"Word": "Some", "Confidence": 0.988, "X1": 0.82143, "Y1": 0.6902, "X2": 0.86508, "Y2": 0.69, "X3": 0.86376, "Y3": 0.7028, "X4": 0.82143, "Y4": 0.7028, "page": 0, "Index": 604}, {"Word": "C.", "Confidence": 0.681, "X1": 0.86905, "Y1": 0.6902, "X2": 0.88889, "Y2": 0.69, "X3": 0.88889, "Y3": 0.7028, "X4": 0.86772, "Y4": 0.7028, "page": 0, "Index": 605}, {"Word": "Hydro-", "Confidence": 0.996, "X1": 0.89286, "Y1": 0.6882, "X2": 0.95238, "Y2": 0.688, "X3": 0.95106, "Y3": 0.7028, "X4": 0.89153, "Y4": 0.7028, "page": 0, "Index": 606}, {"Word": "ents,", "Confidence": 0.82, "X1": 0.38889, "Y1": 0.7032, "X2": 0.42857, "Y2": 0.703, "X3": 0.42857, "Y3": 0.7158, "X4": 0.38889, "Y4": 0.7158, "page": 0, "Index": 607}, {"Word": "Tobacco", "Confidence": 0.994, "X1": 0.43254, "Y1": 0.7032, "X2": 0.49471, "Y2": 0.703, "X3": 0.49471, "Y3": 0.7158, "X4": 0.43254, "Y4": 0.7158, "page": 0, "Index": 608}, {"Word": "Sci.", "Confidence": 0.97, "X1": 0.49868, "Y1": 0.7042, "X2": 0.53042, "Y2": 0.704, "X3": 0.5291, "Y3": 0.7168, "X4": 0.49868, "Y4": 0.7168, "page": 0, "Index": 609}, {"Word": "3:52-56.", "Confidence": 0.913, "X1": 0.53307, "Y1": 0.7042, "X2": 0.59788, "Y2": 0.704, "X3": 0.59788, "Y3": 0.7168, "X4": 0.53307, "Y4": 0.7168, "page": 0, "Index": 610}, {"Word": "1959.", "Confidence": 0.991, "X1": 0.60185, "Y1": 0.7042, "X2": 0.64418, "Y2": 0.704, "X3": 0.64286, "Y3": 0.7168, "X4": 0.60053, "Y4": 0.7168, "page": 0, "Index": 611}, {"Word": "carbons", "Confidence": 0.991, "X1": 0.69312, "Y1": 0.7042, "X2": 0.75397, "Y2": 0.704, "X3": 0.75529, "Y3": 0.7178, "X4": 0.69444, "Y4": 0.7178, "page": 0, "Index": 612}, {"Word": "of", "Confidence": 0.998, "X1": 0.76323, "Y1": 0.7042, "X2": 0.78307, "Y2": 0.704, "X3": 0.78307, "Y3": 0.7168, "X4": 0.76323, "Y4": 0.7178, "page": 0, "Index": 613}, {"Word": "the", "Confidence": 0.998, "X1": 0.79233, "Y1": 0.7042, "X2": 0.82011, "Y2": 0.704, "X3": 0.82011, "Y3": 0.7168, "X4": 0.79233, "Y4": 0.7168, "page": 0, "Index": 614}, {"Word": "Gas", "Confidence": 0.998, "X1": 0.82804, "Y1": 0.7032, "X2": 0.86111, "Y2": 0.703, "X3": 0.86111, "Y3": 0.7168, "X4": 0.82804, "Y4": 0.7168, "page": 0, "Index": 615}, {"Word": "Phase", "Confidence": 0.997, "X1": 0.87169, "Y1": 0.7032, "X2": 0.92063, "Y2": 0.703, "X3": 0.92063, "Y3": 0.7168, "X4": 0.87037, "Y4": 0.7168, "page": 0, "Index": 616}, {"Word": "of", "Confidence": 0.998, "X1": 0.92989, "Y1": 0.7032, "X2": 0.94974, "Y2": 0.703, "X3": 0.94841, "Y3": 0.7178, "X4": 0.92857, "Y4": 0.7168, "page": 0, "Index": 617}, {"Word": "second", "Confidence": 0.991, "X1": 0.05688, "Y1": 0.7072, "X2": 0.10979, "Y2": 0.707, "X3": 0.10847, "Y3": 0.7198, "X4": 0.05556, "Y4": 0.7198, "page": 0, "Index": 618}, {"Word": "through", "Confidence": 0.996, "X1": 0.12037, "Y1": 0.7072, "X2": 0.18254, "Y2": 0.707, "X3": 0.18254, "Y3": 0.7208, "X4": 0.12037, "Y4": 0.7198, "page": 0, "Index": 619}, {"Word": "the", "Confidence": 0.998, "X1": 0.19444, "Y1": 0.7082, "X2": 0.22222, "Y2": 0.708, "X3": 0.22222, "Y3": 0.7208, "X4": 0.19444, "Y4": 0.7208, "page": 0, "Index": 620}, {"Word": "seventh", "Confidence": 0.996, "X1": 0.23148, "Y1": 0.7082, "X2": 0.29365, "Y2": 0.708, "X3": 0.29233, "Y3": 0.7208, "X4": 0.23148, "Y4": 0.7208, "page": 0, "Index": 621}, {"Word": "puff", "Confidence": 0.734, "X1": 0.30556, "Y1": 0.7082, "X2": 0.34127, "Y2": 0.708, "X3": 0.33995, "Y3": 0.7218, "X4": 0.30423, "Y4": 0.7208, "page": 0, "Index": 622}, {"Word": "from", "Confidence": 0.987, "X1": 0.05556, "Y1": 0.7192, "X2": 0.08862, "Y2": 0.719, "X3": 0.08862, "Y3": 0.7328, "X4": 0.05423, "Y4": 0.7328, "page": 0, "Index": 623}, {"Word": "six", "Confidence": 0.992, "X1": 0.09788, "Y1": 0.7202, "X2": 0.12169, "Y2": 0.72, "X3": 0.12169, "Y3": 0.7328, "X4": 0.09788, "Y4": 0.7328, "page": 0, "Index": 624}, {"Word": "different", "Confidence": 0.993, "X1": 0.12698, "Y1": 0.7202, "X2": 0.19312, "Y2": 0.72, "X3": 0.19312, "Y3": 0.7338, "X4": 0.12566, "Y4": 0.7328, "page": 0, "Index": 625}, {"Word": "cigarettes,", "Confidence": 0.991, "X1": 0.19709, "Y1": 0.7222, "X2": 0.27778, "Y2": 0.722, "X3": 0.27646, "Y3": 0.7338, "X4": 0.19577, "Y4": 0.7338, "page": 0, "Index": 626}, {"Word": "for", "Confidence": 0.998, "X1": 0.28042, "Y1": 0.7222, "X2": 0.3082, "Y2": 0.722, "X3": 0.30688, "Y3": 0.7338, "X4": 0.28042, "Y4": 0.7338, "page": 0, "Index": 627}, {"Word": "use", "Confidence": 0.998, "X1": 0.31217, "Y1": 0.7232, "X2": 0.33862, "Y2": 0.723, "X3": 0.33862, "Y3": 0.7348, "X4": 0.31085, "Y4": 0.7338, "page": 0, "Index": 628}, {"Word": "6.", "Confidence": 0.993, "X1": 0.36772, "Y1": 0.7162, "X2": 0.3836, "Y2": 0.716, "X3": 0.3836, "Y3": 0.7298, "X4": 0.36772, "Y4": 0.7298, "page": 0, "Index": 629}, {"Word": "Laurene,", "Confidence": 0.994, "X1": 0.38757, "Y1": 0.7162, "X2": 0.45899, "Y2": 0.716, "X3": 0.45899, "Y3": 0.7308, "X4": 0.38757, "Y4": 0.7298, "page": 0, "Index": 630}, {"Word": "A.", "Confidence": 0.998, "X1": 0.46296, "Y1": 0.7162, "X2": 0.48148, "Y2": 0.716, "X3": 0.48016, "Y3": 0.7308, "X4": 0.46164, "Y4": 0.7308, "page": 0, "Index": 631}, {"Word": "H", "Confidence": 0.996, "X1": 0.48545, "Y1": 0.7172, "X2": 0.49471, "Y2": 0.717, "X3": 0.49471, "Y3": 0.7308, "X4": 0.48413, "Y4": 0.7308, "page": 0, "Index": 632}, {"Word": ".,", "Confidence": 0.994, "X1": 0.49868, "Y1": 0.7172, "X2": 0.50926, "Y2": 0.717, "X3": 0.50794, "Y3": 0.7308, "X4": 0.49868, "Y4": 0.7308, "page": 0, "Index": 633}, {"Word": "L.", "Confidence": 0.997, "X1": 0.5119, "Y1": 0.7172, "X2": 0.53175, "Y2": 0.717, "X3": 0.53042, "Y3": 0.7308, "X4": 0.5119, "Y4": 0.7308, "page": 0, "Index": 634}, {"Word": "A.", "Confidence": 0.997, "X1": 0.53439, "Y1": 0.7172, "X2": 0.55423, "Y2": 0.717, "X3": 0.55291, "Y3": 0.7308, "X4": 0.53439, "Y4": 0.7308, "page": 0, "Index": 635}, {"Word": "Lyerly", "Confidence": 0.991, "X1": 0.55688, "Y1": 0.7172, "X2": 0.60847, "Y2": 0.717, "X3": 0.60714, "Y3": 0.7318, "X4": 0.55688, "Y4": 0.7308, "page": 0, "Index": 636}, {"Word": "and", "Confidence": 0.998, "X1": 0.61243, "Y1": 0.7172, "X2": 0.64286, "Y2": 0.717, "X3": 0.64153, "Y3": 0.7318, "X4": 0.61111, "Y4": 0.7318, "page": 0, "Index": 637}, {"Word": "Cigarette", "Confidence": 0.993, "X1": 0.6918, "Y1": 0.7172, "X2": 0.76852, "Y2": 0.717, "X3": 0.7672, "Y3": 0.7298, "X4": 0.69048, "Y4": 0.7318, "page": 0, "Index": 638}, {"Word": "Smoke,", "Confidence": 0.993, "X1": 0.77381, "Y1": 0.7162, "X2": 0.83201, "Y2": 0.716, "X3": 0.83069, "Y3": 0.7298, "X4": 0.77249, "Y4": 0.7298, "page": 0, "Index": 639}, {"Word": "J.", "Confidence": 0.997, "X1": 0.83598, "Y1": 0.7162, "X2": 0.8545, "Y2": 0.716, "X3": 0.85317, "Y3": 0.7298, "X4": 0.83466, "Y4": 0.7298, "page": 0, "Index": 640}, {"Word": "Chromatog.", "Confidence": 0.993, "X1": 0.85714, "Y1": 0.7162, "X2": 0.95106, "Y2": 0.716, "X3": 0.94974, "Y3": 0.7298, "X4": 0.85714, "Y4": 0.7298, "page": 0, "Index": 641}, {"Word": "in", "Confidence": 0.998, "X1": 0.05688, "Y1": 0.7332, "X2": 0.07275, "Y2": 0.733, "X3": 0.07275, "Y3": 0.7468, "X4": 0.0582, "Y4": 0.7468, "page": 0, "Index": 642}, {"Word": "gas", "Confidence": 0.998, "X1": 0.07672, "Y1": 0.7332, "X2": 0.10582, "Y2": 0.733, "X3": 0.10582, "Y3": 0.7468, "X4": 0.07672, "Y4": 0.7468, "page": 0, "Index": 643}, {"Word": "chromatographic", "Confidence": 0.867, "X1": 0.10979, "Y1": 0.7342, "X2": 0.24074, "Y2": 0.734, "X3": 0.24074, "Y3": 0.7478, "X4": 0.10979, "Y4": 0.7468, "page": 0, "Index": 644}, {"Word": "G.", "Confidence": 0.998, "X1": 0.39153, "Y1": 0.7292, "X2": 0.41138, "Y2": 0.729, "X3": 0.4127, "Y3": 0.7438, "X4": 0.39286, "Y4": 0.7428, "page": 0, "Index": 645}, {"Word": "W.", "Confidence": 0.998, "X1": 0.42063, "Y1": 0.7292, "X2": 0.44841, "Y2": 0.729, "X3": 0.44841, "Y3": 0.7438, "X4": 0.42063, "Y4": 0.7438, "page": 0, "Index": 646}, {"Word": "Young,", "Confidence": 0.663, "X1": 0.45899, "Y1": 0.7302, "X2": 0.51984, "Y2": 0.73, "X3": 0.51984, "Y3": 0.7438, "X4": 0.45899, "Y4": 0.7438, "page": 0, "Index": 647}, {"Word": "Direct", "Confidence": 0.995, "X1": 0.53042, "Y1": 0.7312, "X2": 0.58201, "Y2": 0.731, "X3": 0.58069, "Y3": 0.7448, "X4": 0.5291, "Y4": 0.7438, "page": 0, "Index": 648}, {"Word": "Vapor", "Confidence": 0.997, "X1": 0.59524, "Y1": 0.7312, "X2": 0.64286, "Y2": 0.731, "X3": 0.64286, "Y3": 0.7448, "X4": 0.59524, "Y4": 0.7448, "page": 0, "Index": 649}, {"Word": "20:250-259.", "Confidence": 0.991, "X1": 0.69312, "Y1": 0.7292, "X2": 0.78307, "Y2": 0.729, "X3": 0.78307, "Y3": 0.7428, "X4": 0.69312, "Y4": 0.7438, "page": 0, "Index": 650}, {"Word": "1965.", "Confidence": 0.993, "X1": 0.78704, "Y1": 0.7302, "X2": 0.83201, "Y2": 0.73, "X3": 0.83201, "Y3": 0.7428, "X4": 0.78704, "Y4": 0.7428, "page": 0, "Index": 651}, {"Word": "analysis.", "Confidence": 0.992, "X1": 0.24471, "Y1": 0.7352, "X2": 0.31481, "Y2": 0.735, "X3": 0.31481, "Y3": 0.7488, "X4": 0.24471, "Y4": 0.7478, "page": 0, "Index": 652}, {"Word": "Chromatographic", "Confidence": 0.991, "X1": 0.38889, "Y1": 0.7442, "X2": 0.52249, "Y2": 0.744, "X3": 0.52249, "Y3": 0.7578, "X4": 0.39021, "Y4": 0.7568, "page": 0, "Index": 653}, {"Word": "14.", "Confidence": 0.995, "X1": 0.66402, "Y1": 0.7432, "X2": 0.68783, "Y2": 0.743, "X3": 0.68783, "Y3": 0.7568, "X4": 0.66402, "Y4": 0.7568, "page": 0, "Index": 654}, {"Word": "Saltzman,", "Confidence": 0.991, "X1": 0.6918, "Y1": 0.7422, "X2": 0.77381, "Y2": 0.742, "X3": 0.77381, "Y3": 0.7578, "X4": 0.6918, "Y4": 0.7568, "page": 0, "Index": 655}, {"Word": "B.", "Confidence": 0.995, "X1": 0.78175, "Y1": 0.7422, "X2": 0.80556, "Y2": 0.742, "X3": 0.80556, "Y3": 0.7578, "X4": 0.78175, "Y4": 0.7578, "page": 0, "Index": 656}, {"Word": "E", "Confidence": 0.994, "X1": 0.81349, "Y1": 0.7422, "X2": 0.82407, "Y2": 0.742, "X3": 0.82407, "Y3": 0.7568, "X4": 0.81349, "Y4": 0.7568, "page": 0, "Index": 657}, {"Word": ".,", "Confidence": 0.991, "X1": 0.82804, "Y1": 0.7422, "X2": 0.84392, "Y2": 0.742, "X3": 0.84392, "Y3": 0.7568, "X4": 0.82804, "Y4": 0.7568, "page": 0, "Index": 658}, {"Word": "Colorimetric", "Confidence": 0.908, "X1": 0.84921, "Y1": 0.7422, "X2": 0.95106, "Y2": 0.742, "X3": 0.95106, "Y3": 0.7558, "X4": 0.84921, "Y4": 0.7568, "page": 0, "Index": 659}, {"Word": "Determination", "Confidence": 0.993, "X1": 0.5291, "Y1": 0.7452, "X2": 0.64153, "Y2": 0.745, "X3": 0.64021, "Y3": 0.7588, "X4": 0.5291, "Y4": 0.7578, "page": 0, "Index": 660}, {"Word": "of", "Confidence": 0.998, "X1": 0.39286, "Y1": 0.7562, "X2": 0.40741, "Y2": 0.756, "X3": 0.40741, "Y3": 0.7698, "X4": 0.39286, "Y4": 0.7688, "page": 0, "Index": 661}, {"Word": "Acetaldehyde,", "Confidence": 0.991, "X1": 0.41799, "Y1": 0.7572, "X2": 0.5291, "Y2": 0.757, "X3": 0.52778, "Y3": 0.7708, "X4": 0.41799, "Y4": 0.7698, "page": 0, "Index": 662}, {"Word": "Acrolein", "Confidence": 0.993, "X1": 0.53704, "Y1": 0.7582, "X2": 0.60053, "Y2": 0.758, "X3": 0.60053, "Y3": 0.7708, "X4": 0.53704, "Y4": 0.7708, "page": 0, "Index": 663}, {"Word": "and", "Confidence": 0.998, "X1": 0.61243, "Y1": 0.7592, "X2": 0.64153, "Y2": 0.759, "X3": 0.64153, "Y3": 0.7718, "X4": 0.61243, "Y4": 0.7718, "page": 0, "Index": 664}, {"Word": "Microdetermination", "Confidence": 0.991, "X1": 0.69312, "Y1": 0.7572, "X2": 0.84392, "Y2": 0.757, "X3": 0.84392, "Y3": 0.7698, "X4": 0.69312, "Y4": 0.7698, "page": 0, "Index": 665}, {"Word": "of", "Confidence": 0.998, "X1": 0.85185, "Y1": 0.7572, "X2": 0.87169, "Y2": 0.757, "X3": 0.87169, "Y3": 0.7698, "X4": 0.85053, "Y4": 0.7698, "page": 0, "Index": 666}, {"Word": "Nitrogen", "Confidence": 0.97, "X1": 0.87698, "Y1": 0.7572, "X2": 0.94709, "Y2": 0.757, "X3": 0.94577, "Y3": 0.7698, "X4": 0.87566, "Y4": 0.7698, "page": 0, "Index": 667}, {"Word": "Literature", "Confidence": 0.991, "X1": 0.12698, "Y1": 0.7652, "X2": 0.21296, "Y2": 0.765, "X3": 0.21164, "Y3": 0.7808, "X4": 0.12566, "Y4": 0.7808, "page": 0, "Index": 668}, {"Word": "Cited", "Confidence": 0.995, "X1": 0.21693, "Y1": 0.7662, "X2": 0.26587, "Y2": 0.766, "X3": 0.26587, "Y3": 0.7808, "X4": 0.21561, "Y4": 0.7808, "page": 0, "Index": 669}, {"Word": "Acetone", "Confidence": 0.996, "X1": 0.38889, "Y1": 0.7712, "X2": 0.44974, "Y2": 0.771, "X3": 0.45106, "Y3": 0.7838, "X4": 0.39021, "Y4": 0.7838, "page": 0, "Index": 670}, {"Word": "in", "Confidence": 0.998, "X1": 0.4537, "Y1": 0.7712, "X2": 0.4709, "Y2": 0.771, "X3": 0.4709, "Y3": 0.7838, "X4": 0.4537, "Y4": 0.7838, "page": 0, "Index": 671}, {"Word": "Cigarette", "Confidence": 0.995, "X1": 0.47619, "Y1": 0.7712, "X2": 0.55026, "Y2": 0.771, "X3": 0.55026, "Y3": 0.7838, "X4": 0.47619, "Y4": 0.7838, "page": 0, "Index": 672}, {"Word": "Smoke,", "Confidence": 0.995, "X1": 0.55423, "Y1": 0.7712, "X2": 0.61243, "Y2": 0.771, "X3": 0.61111, "Y3": 0.7848, "X4": 0.55291, "Y4": 0.7838, "page": 0, "Index": 673}, {"Word": "To-", "Confidence": 0.998, "X1": 0.61508, "Y1": 0.7712, "X2": 0.6455, "Y2": 0.771, "X3": 0.64418, "Y3": 0.7848, "X4": 0.61376, "Y4": 0.7848, "page": 0, "Index": 674}, {"Word": "Dioxide", "Confidence": 0.994, "X1": 0.69444, "Y1": 0.7702, "X2": 0.75265, "Y2": 0.77, "X3": 0.75132, "Y3": 0.7838, "X4": 0.69444, "Y4": 0.7838, "page": 0, "Index": 675}, {"Word": "in", "Confidence": 0.998, "X1": 0.75529, "Y1": 0.7702, "X2": 0.77249, "Y2": 0.77, "X3": 0.77116, "Y3": 0.7838, "X4": 0.75529, "Y4": 0.7838, "page": 0, "Index": 676}, {"Word": "the", "Confidence": 0.998, "X1": 0.77513, "Y1": 0.7702, "X2": 0.80159, "Y2": 0.77, "X3": 0.80159, "Y3": 0.7828, "X4": 0.77513, "Y4": 0.7838, "page": 0, "Index": 677}, {"Word": "Atmosphere,", "Confidence": 0.98, "X1": 0.80556, "Y1": 0.7702, "X2": 0.90344, "Y2": 0.77, "X3": 0.90212, "Y3": 0.7828, "X4": 0.80556, "Y4": 0.7828, "page": 0, "Index": 678}, {"Word": "Anal.", "Confidence": 0.9, "X1": 0.90741, "Y1": 0.7712, "X2": 0.95106, "Y2": 0.771, "X3": 0.94974, "Y3": 0.7838, "X4": 0.90608, "Y4": 0.7828, "page": 0, "Index": 679}, {"Word": "bacco", "Confidence": 0.993, "X1": 0.38889, "Y1": 0.7842, "X2": 0.43122, "Y2": 0.784, "X3": 0.43122, "Y3": 0.7968, "X4": 0.38889, "Y4": 0.7968, "page": 0, "Index": 680}, {"Word": "Sci.", "Confidence": 0.846, "X1": 0.43386, "Y1": 0.7842, "X2": 0.46825, "Y2": 0.784, "X3": 0.46693, "Y3": 0.7968, "X4": 0.43386, "Y4": 0.7968, "page": 0, "Index": 681}, {"Word": "8:150-153.", "Confidence": 0.991, "X1": 0.4709, "Y1": 0.7852, "X2": 0.55423, "Y2": 0.785, "X3": 0.55291, "Y3": 0.7978, "X4": 0.4709, "Y4": 0.7968, "page": 0, "Index": 682}, {"Word": "1964.", "Confidence": 0.962, "X1": 0.55688, "Y1": 0.7862, "X2": 0.60053, "Y2": 0.786, "X3": 0.60053, "Y3": 0.7978, "X4": 0.55688, "Y4": 0.7978, "page": 0, "Index": 683}, {"Word": "Chem.", "Confidence": 0.991, "X1": 0.69444, "Y1": 0.7842, "X2": 0.74603, "Y2": 0.784, "X3": 0.74603, "Y3": 0.7968, "X4": 0.69444, "Y4": 0.7988, "page": 0, "Index": 684}, {"Word": "26:1949-1955.", "Confidence": 0.941, "X1": 0.75, "Y1": 0.7832, "X2": 0.86243, "Y2": 0.783, "X3": 0.86111, "Y3": 0.7968, "X4": 0.75, "Y4": 0.7968, "page": 0, "Index": 685}, {"Word": "1954.", "Confidence": 0.994, "X1": 0.8664, "Y1": 0.7842, "X2": 0.90873, "Y2": 0.784, "X3": 0.90873, "Y3": 0.7968, "X4": 0.8664, "Y4": 0.7968, "page": 0, "Index": 686}, {"Word": "1.", "Confidence": 0.841, "X1": 0.06481, "Y1": 0.7852, "X2": 0.08069, "Y2": 0.785, "X3": 0.08069, "Y3": 0.7988, "X4": 0.06481, "Y4": 0.7988, "page": 0, "Index": 687}, {"Word": "Baker,", "Confidence": 0.996, "X1": 0.08466, "Y1": 0.7852, "X2": 0.13757, "Y2": 0.785, "X3": 0.13757, "Y3": 0.7988, "X4": 0.08466, "Y4": 0.7988, "page": 0, "Index": 688}, {"Word": "B.", "Confidence": 0.941, "X1": 0.14153, "Y1": 0.7852, "X2": 0.15873, "Y2": 0.785, "X3": 0.15873, "Y3": 0.7988, "X4": 0.14153, "Y4": 0.7988, "page": 0, "Index": 689}, {"Word": "B.", "Confidence": 0.97, "X1": 0.1627, "Y1": 0.7852, "X2": 0.18254, "Y2": 0.785, "X3": 0.18122, "Y3": 0.7988, "X4": 0.1627, "Y4": 0.7988, "page": 0, "Index": 690}, {"Word": "and", "Confidence": 0.998, "X1": 0.18519, "Y1": 0.7852, "X2": 0.21561, "Y2": 0.785, "X3": 0.21561, "Y3": 0.7988, "X4": 0.18519, "Y4": 0.7988, "page": 0, "Index": 691}, {"Word": "J.", "Confidence": 0.995, "X1": 0.21958, "Y1": 0.7852, "X2": 0.23545, "Y2": 0.785, "X3": 0.23413, "Y3": 0.7988, "X4": 0.21958, "Y4": 0.7988, "page": 0, "Index": 692}, {"Word": "D.", "Confidence": 0.998, "X1": 0.2381, "Y1": 0.7862, "X2": 0.25926, "Y2": 0.786, "X3": 0.25926, "Y3": 0.7988, "X4": 0.2381, "Y4": 0.7988, "page": 0, "Index": 693}, {"Word": "Morrison,", "Confidence": 0.97, "X1": 0.2619, "Y1": 0.7862, "X2": 0.33995, "Y2": 0.786, "X3": 0.33995, "Y3": 0.7998, "X4": 0.2619, "Y4": 0.7988, "page": 0, "Index": 694}, {"Word": "Determination", "Confidence": 0.991, "X1": 0.08466, "Y1": 0.8002, "X2": 0.21693, "Y2": 0.8, "X3": 0.21693, "Y3": 0.8128, "X4": 0.08466, "Y4": 0.8118, "page": 0, "Index": 695}, {"Word": "of", "Confidence": 0.998, "X1": 0.22619, "Y1": 0.8002, "X2": 0.24471, "Y2": 0.8, "X3": 0.24603, "Y3": 0.8128, "X4": 0.22619, "Y4": 0.8128, "page": 0, "Index": 696}, {"Word": "Microgram", "Confidence": 0.624, "X1": 0.25132, "Y1": 0.8002, "X2": 0.33201, "Y2": 0.8, "X3": 0.33333, "Y3": 0.8138, "X4": 0.25132, "Y4": 0.8128, "page": 0, "Index": 697}, {"Word": "7.", "Confidence": 0.998, "X1": 0.36772, "Y1": 0.7972, "X2": 0.38228, "Y2": 0.797, "X3": 0.3836, "Y3": 0.8118, "X4": 0.36905, "Y4": 0.8118, "page": 0, "Index": 698}, {"Word": "Keith,", "Confidence": 0.996, "X1": 0.38624, "Y1": 0.7982, "X2": 0.43651, "Y2": 0.798, "X3": 0.43783, "Y3": 0.8128, "X4": 0.38757, "Y4": 0.8118, "page": 0, "Index": 699}, {"Word": "C.", "Confidence": 0.998, "X1": 0.44048, "Y1": 0.7982, "X2": 0.46032, "Y2": 0.798, "X3": 0.46032, "Y3": 0.8128, "X4": 0.4418, "Y4": 0.8128, "page": 0, "Index": 700}, {"Word": "H.", "Confidence": 0.994, "X1": 0.46429, "Y1": 0.7982, "X2": 0.48413, "Y2": 0.798, "X3": 0.48545, "Y3": 0.8128, "X4": 0.46429, "Y4": 0.8128, "page": 0, "Index": 701}, {"Word": "and", "Confidence": 0.998, "X1": 0.4881, "Y1": 0.7982, "X2": 0.51984, "Y2": 0.798, "X3": 0.52116, "Y3": 0.8128, "X4": 0.48942, "Y4": 0.8128, "page": 0, "Index": 702}, {"Word": "E.", "Confidence": 0.969, "X1": 0.52381, "Y1": 0.7982, "X2": 0.54497, "Y2": 0.798, "X3": 0.54497, "Y3": 0.8128, "X4": 0.52513, "Y4": 0.8128, "page": 0, "Index": 703}, {"Word": "J.", "Confidence": 0.998, "X1": 0.54894, "Y1": 0.7992, "X2": 0.56614, "Y2": 0.799, "X3": 0.56614, "Y3": 0.8128, "X4": 0.54894, "Y4": 0.8128, "page": 0, "Index": 704}, {"Word": "Hackney,", "Confidence": 0.986, "X1": 0.57011, "Y1": 0.7992, "X2": 0.64683, "Y2": 0.799, "X3": 0.64683, "Y3": 0.8128, "X4": 0.57011, "Y4": 0.8128, "page": 0, "Index": 705}, {"Word": "15.", "Confidence": 0.883, "X1": 0.6627, "Y1": 0.7992, "X2": 0.69048, "Y2": 0.799, "X3": 0.69048, "Y3": 0.8128, "X4": 0.6627, "Y4": 0.8128, "page": 0, "Index": 706}, {"Word": "Thayer,", "Confidence": 0.994, "X1": 0.69312, "Y1": 0.7982, "X2": 0.75529, "Y2": 0.798, "X3": 0.75529, "Y3": 0.8128, "X4": 0.69444, "Y4": 0.8128, "page": 0, "Index": 707}, {"Word": "P.", "Confidence": 0.997, "X1": 0.75926, "Y1": 0.7982, "X2": 0.7791, "Y2": 0.798, "X3": 0.7791, "Y3": 0.8128, "X4": 0.75926, "Y4": 0.8128, "page": 0, "Index": 708}, {"Word": "S.", "Confidence": 0.997, "X1": 0.78307, "Y1": 0.7982, "X2": 0.80026, "Y2": 0.798, "X3": 0.80026, "Y3": 0.8128, "X4": 0.78175, "Y4": 0.8128, "page": 0, "Index": 709}, {"Word": "and", "Confidence": 0.998, "X1": 0.80423, "Y1": 0.7972, "X2": 0.83466, "Y2": 0.797, "X3": 0.83466, "Y3": 0.8128, "X4": 0.80423, "Y4": 0.8128, "page": 0, "Index": 710}, {"Word": "C.", "Confidence": 0.997, "X1": 0.83862, "Y1": 0.7972, "X2": 0.85847, "Y2": 0.797, "X3": 0.85847, "Y3": 0.8118, "X4": 0.83862, "Y4": 0.8128, "page": 0, "Index": 711}, {"Word": "J.", "Confidence": 0.997, "X1": 0.86243, "Y1": 0.7972, "X2": 0.87963, "Y2": 0.797, "X3": 0.87831, "Y3": 0.8118, "X4": 0.86111, "Y4": 0.8118, "page": 0, "Index": 712}, {"Word": "Kensler,", "Confidence": 0.952, "X1": 0.8836, "Y1": 0.7962, "X2": 0.94974, "Y2": 0.796, "X3": 0.94974, "Y3": 0.8108, "X4": 0.88228, "Y4": 0.8118, "page": 0, "Index": 713}, {"Word": "Quantities", "Confidence": 0.941, "X1": 0.08598, "Y1": 0.8132, "X2": 0.16799, "Y2": 0.813, "X3": 0.16799, "Y3": 0.8268, "X4": 0.08466, "Y4": 0.8258, "page": 0, "Index": 714}, {"Word": "of", "Confidence": 0.998, "X1": 0.17328, "Y1": 0.8132, "X2": 0.19312, "Y2": 0.813, "X3": 0.1918, "Y3": 0.8268, "X4": 0.17196, "Y4": 0.8268, "page": 0, "Index": 715}, {"Word": "Fluoride", "Confidence": 0.993, "X1": 0.19974, "Y1": 0.8132, "X2": 0.2672, "Y2": 0.813, "X3": 0.2672, "Y3": 0.8268, "X4": 0.19841, "Y4": 0.8268, "page": 0, "Index": 716}, {"Word": "and", "Confidence": 0.998, "X1": 0.27249, "Y1": 0.8132, "X2": 0.30159, "Y2": 0.813, "X3": 0.30159, "Y3": 0.8268, "X4": 0.27249, "Y4": 0.8268, "page": 0, "Index": 717}, {"Word": "Cy-", "Confidence": 0.991, "X1": 0.30952, "Y1": 0.8132, "X2": 0.33995, "Y2": 0.813, "X3": 0.33995, "Y3": 0.8268, "X4": 0.30952, "Y4": 0.8268, "page": 0, "Index": 718}, {"Word": "Human", "Confidence": 0.994, "X1": 0.38889, "Y1": 0.8132, "X2": 0.44444, "Y2": 0.813, "X3": 0.44444, "Y3": 0.8258, "X4": 0.38889, "Y4": 0.8248, "page": 0, "Index": 719}, {"Word": "Smoking", "Confidence": 0.997, "X1": 0.44841, "Y1": 0.8132, "X2": 0.5172, "Y2": 0.813, "X3": 0.5172, "Y3": 0.8268, "X4": 0.44841, "Y4": 0.8258, "page": 0, "Index": 720}, {"Word": "Characteristics,", "Confidence": 0.849, "X1": 0.52116, "Y1": 0.8132, "X2": 0.64286, "Y2": 0.813, "X3": 0.64286, "Y3": 0.8268, "X4": 0.52116, "Y4": 0.8268, "page": 0, "Index": 721}, {"Word": "Cigarette", "Confidence": 0.993, "X1": 0.69312, "Y1": 0.8132, "X2": 0.7672, "Y2": 0.813, "X3": 0.7672, "Y3": 0.8258, "X4": 0.69444, "Y4": 0.8268, "page": 0, "Index": 722}, {"Word": "Smoke:", "Confidence": 0.997, "X1": 0.77381, "Y1": 0.8122, "X2": 0.83598, "Y2": 0.812, "X3": 0.83598, "Y3": 0.8258, "X4": 0.77381, "Y4": 0.8258, "page": 0, "Index": 723}, {"Word": "Charcoal", "Confidence": 0.724, "X1": 0.83995, "Y1": 0.8102, "X2": 0.91402, "Y2": 0.81, "X3": 0.91402, "Y3": 0.8238, "X4": 0.83995, "Y4": 0.8258, "page": 0, "Index": 724}, {"Word": "Fil-", "Confidence": 0.981, "X1": 0.91799, "Y1": 0.8102, "X2": 0.94974, "Y2": 0.81, "X3": 0.94974, "Y3": 0.8238, "X4": 0.91799, "Y4": 0.8238, "page": 0, "Index": 725}, {"Word": "anide", "Confidence": 0.997, "X1": 0.08598, "Y1": 0.8272, "X2": 0.12831, "Y2": 0.827, "X3": 0.12698, "Y3": 0.8398, "X4": 0.08466, "Y4": 0.8398, "page": 0, "Index": 726}, {"Word": "by", "Confidence": 0.998, "X1": 0.13492, "Y1": 0.8272, "X2": 0.15608, "Y2": 0.827, "X3": 0.15476, "Y3": 0.8398, "X4": 0.1336, "Y4": 0.8398, "page": 0, "Index": 727}, {"Word": "Measurement", "Confidence": 0.994, "X1": 0.16402, "Y1": 0.8272, "X2": 0.26984, "Y2": 0.827, "X3": 0.26852, "Y3": 0.8398, "X4": 0.1627, "Y4": 0.8398, "page": 0, "Index": 728}, {"Word": "of", "Confidence": 0.996, "X1": 0.27513, "Y1": 0.8272, "X2": 0.29497, "Y2": 0.827, "X3": 0.29365, "Y3": 0.8398, "X4": 0.27381, "Y4": 0.8398, "page": 0, "Index": 729}, {"Word": "Cur-", "Confidence": 0.987, "X1": 0.30159, "Y1": 0.8272, "X2": 0.33995, "Y2": 0.827, "X3": 0.33995, "Y3": 0.8398, "X4": 0.30159, "Y4": 0.8398, "page": 0, "Index": 730}, {"Word": "16th", "Confidence": 0.986, "X1": 0.38889, "Y1": 0.8262, "X2": 0.42196, "Y2": 0.826, "X3": 0.42196, "Y3": 0.8398, "X4": 0.38889, "Y4": 0.8388, "page": 0, "Index": 731}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.42725, "Y1": 0.8262, "X2": 0.4881, "Y2": 0.826, "X3": 0.4881, "Y3": 0.8398, "X4": 0.42725, "Y4": 0.8398, "page": 0, "Index": 732}, {"Word": "Chemists'", "Confidence": 0.994, "X1": 0.49074, "Y1": 0.8272, "X2": 0.56746, "Y2": 0.827, "X3": 0.56746, "Y3": 0.8398, "X4": 0.49206, "Y4": 0.8398, "page": 0, "Index": 733}, {"Word": "Research", "Confidence": 0.996, "X1": 0.57143, "Y1": 0.8262, "X2": 0.64021, "Y2": 0.826, "X3": 0.64021, "Y3": 0.8398, "X4": 0.57143, "Y4": 0.8398, "page": 0, "Index": 734}, {"Word": "ters", "Confidence": 0.986, "X1": 0.69312, "Y1": 0.8272, "X2": 0.72354, "Y2": 0.827, "X3": 0.72354, "Y3": 0.8398, "X4": 0.69312, "Y4": 0.8398, "page": 0, "Index": 735}, {"Word": "Reduce", "Confidence": 0.997, "X1": 0.72751, "Y1": 0.8262, "X2": 0.78307, "Y2": 0.826, "X3": 0.78307, "Y3": 0.8398, "X4": 0.72751, "Y4": 0.8398, "page": 0, "Index": 736}, {"Word": "Components", "Confidence": 0.994, "X1": 0.78704, "Y1": 0.8252, "X2": 0.88228, "Y2": 0.825, "X3": 0.88095, "Y3": 0.8388, "X4": 0.78571, "Y4": 0.8398, "page": 0, "Index": 737}, {"Word": "that", "Confidence": 0.988, "X1": 0.88492, "Y1": 0.8252, "X2": 0.91799, "Y2": 0.825, "X3": 0.91799, "Y3": 0.8388, "X4": 0.88492, "Y4": 0.8388, "page": 0, "Index": 738}, {"Word": "In-", "Confidence": 0.998, "X1": 0.92196, "Y1": 0.8242, "X2": 0.95106, "Y2": 0.824, "X3": 0.95106, "Y3": 0.8388, "X4": 0.92196, "Y4": 0.8388, "page": 0, "Index": 739}, {"Word": "rent", "Confidence": 0.987, "X1": 0.08333, "Y1": 0.8412, "X2": 0.11508, "Y2": 0.841, "X3": 0.1164, "Y3": 0.8538, "X4": 0.08466, "Y4": 0.8538, "page": 0, "Index": 740}, {"Word": "from", "Confidence": 0.99, "X1": 0.11905, "Y1": 0.8402, "X2": 0.15344, "Y2": 0.84, "X3": 0.15344, "Y3": 0.8538, "X4": 0.11905, "Y4": 0.8538, "page": 0, "Index": 741}, {"Word": "Spontaneous", "Confidence": 0.991, "X1": 0.16138, "Y1": 0.8402, "X2": 0.25794, "Y2": 0.84, "X3": 0.25926, "Y3": 0.8528, "X4": 0.1627, "Y4": 0.8538, "page": 0, "Index": 742}, {"Word": "Electroly-", "Confidence": 0.933, "X1": 0.2619, "Y1": 0.8412, "X2": 0.33995, "Y2": 0.841, "X3": 0.33995, "Y3": 0.8528, "X4": 0.2619, "Y4": 0.8528, "page": 0, "Index": 743}, {"Word": "Conference,", "Confidence": 0.991, "X1": 0.38889, "Y1": 0.8402, "X2": 0.48016, "Y2": 0.84, "X3": 0.48016, "Y3": 0.8538, "X4": 0.38889, "Y4": 0.8528, "page": 0, "Index": 744}, {"Word": "Richmond,", "Confidence": 0.993, "X1": 0.48413, "Y1": 0.8402, "X2": 0.56878, "Y2": 0.84, "X3": 0.56878, "Y3": 0.8538, "X4": 0.48413, "Y4": 0.8538, "page": 0, "Index": 745}, {"Word": "Virginia,", "Confidence": 0.992, "X1": 0.57275, "Y1": 0.8402, "X2": 0.64418, "Y2": 0.84, "X3": 0.64418, "Y3": 0.8548, "X4": 0.57275, "Y4": 0.8548, "page": 0, "Index": 746}, {"Word": "hibit", "Confidence": 0.997, "X1": 0.69312, "Y1": 0.8402, "X2": 0.73016, "Y2": 0.84, "X3": 0.72884, "Y3": 0.8538, "X4": 0.69312, "Y4": 0.8538, "page": 0, "Index": 747}, {"Word": "Growth", "Confidence": 0.997, "X1": 0.7328, "Y1": 0.8392, "X2": 0.79233, "Y2": 0.839, "X3": 0.79233, "Y3": 0.8528, "X4": 0.7328, "Y4": 0.8538, "page": 0, "Index": 748}, {"Word": "of", "Confidence": 0.998, "X1": 0.7963, "Y1": 0.8392, "X2": 0.81349, "Y2": 0.839, "X3": 0.81349, "Y3": 0.8528, "X4": 0.7963, "Y4": 0.8528, "page": 0, "Index": 749}, {"Word": "Cultured", "Confidence": 0.991, "X1": 0.81746, "Y1": 0.8392, "X2": 0.88624, "Y2": 0.839, "X3": 0.88492, "Y3": 0.8518, "X4": 0.81614, "Y4": 0.8528, "page": 0, "Index": 750}, {"Word": "Human", "Confidence": 0.996, "X1": 0.88889, "Y1": 0.8392, "X2": 0.94709, "Y2": 0.839, "X3": 0.94577, "Y3": 0.8518, "X4": 0.88889, "Y4": 0.8518, "page": 0, "Index": 751}, {"Word": "sis.", "Confidence": 0.987, "X1": 0.08466, "Y1": 0.8532, "X2": 0.1164, "Y2": 0.853, "X3": 0.1164, "Y3": 0.8668, "X4": 0.08466, "Y4": 0.8668, "page": 0, "Index": 752}, {"Word": "Anal", "Confidence": 0.991, "X1": 0.12302, "Y1": 0.8532, "X2": 0.16402, "Y2": 0.853, "X3": 0.1627, "Y3": 0.8668, "X4": 0.12169, "Y4": 0.8668, "page": 0, "Index": 753}, {"Word": "Chem.", "Confidence": 0.993, "X1": 0.17063, "Y1": 0.8532, "X2": 0.22487, "Y2": 0.853, "X3": 0.22354, "Y3": 0.8668, "X4": 0.16931, "Y4": 0.8668, "page": 0, "Index": 754}, {"Word": "27:1306-1307.", "Confidence": 0.951, "X1": 0.23016, "Y1": 0.8532, "X2": 0.34259, "Y2": 0.853, "X3": 0.34127, "Y3": 0.8668, "X4": 0.23016, "Y4": 0.8668, "page": 0, "Index": 755}, {"Word": "September", "Confidence": 0.847, "X1": 0.38624, "Y1": 0.8532, "X2": 0.46958, "Y2": 0.853, "X3": 0.46958, "Y3": 0.8668, "X4": 0.38624, "Y4": 0.8668, "page": 0, "Index": 756}, {"Word": "26,", "Confidence": 0.931, "X1": 0.47354, "Y1": 0.8532, "X2": 0.49735, "Y2": 0.853, "X3": 0.49603, "Y3": 0.8668, "X4": 0.47354, "Y4": 0.8668, "page": 0, "Index": 757}, {"Word": "1962.", "Confidence": 0.955, "X1": 0.50132, "Y1": 0.8532, "X2": 0.54101, "Y2": 0.853, "X3": 0.53968, "Y3": 0.8668, "X4": 0.5, "Y4": 0.8668, "page": 0, "Index": 758}, {"Word": "Cells.", "Confidence": 0.991, "X1": 0.69312, "Y1": 0.8532, "X2": 0.73545, "Y2": 0.853, "X3": 0.73545, "Y3": 0.8668, "X4": 0.69312, "Y4": 0.8678, "page": 0, "Index": 759}, {"Word": "Science", "Confidence": 0.993, "X1": 0.73942, "Y1": 0.8532, "X2": 0.79894, "Y2": 0.853, "X3": 0.79894, "Y3": 0.8668, "X4": 0.73942, "Y4": 0.8668, "page": 0, "Index": 760}, {"Word": "146:642-644.", "Confidence": 0.849, "X1": 0.80159, "Y1": 0.8512, "X2": 0.90212, "Y2": 0.851, "X3": 0.90212, "Y3": 0.8648, "X4": 0.80159, "Y4": 0.8658, "page": 0, "Index": 761}, {"Word": "1964.", "Confidence": 0.974, "X1": 0.90608, "Y1": 0.8502, "X2": 0.94974, "Y2": 0.85, "X3": 0.94974, "Y3": 0.8648, "X4": 0.90608, "Y4": 0.8648, "page": 0, "Index": 762}, {"Word": "1955.", "Confidence": 0.905, "X1": 0.08466, "Y1": 0.8682, "X2": 0.13095, "Y2": 0.868, "X3": 0.12963, "Y3": 0.8798, "X4": 0.08466, "Y4": 0.8798, "page": 0, "Index": 763}, {"Word": "8.", "Confidence": 0.997, "X1": 0.36772, "Y1": 0.8672, "X2": 0.38228, "Y2": 0.867, "X3": 0.3836, "Y3": 0.8808, "X4": 0.36905, "Y4": 0.8808, "page": 0, "Index": 764}, {"Word": "Kensler,", "Confidence": 0.872, "X1": 0.38624, "Y1": 0.8662, "X2": 0.45238, "Y2": 0.866, "X3": 0.45238, "Y3": 0.8808, "X4": 0.38624, "Y4": 0.8808, "page": 0, "Index": 765}, {"Word": "C.", "Confidence": 0.998, "X1": 0.45503, "Y1": 0.8662, "X2": 0.47354, "Y2": 0.866, "X3": 0.47354, "Y3": 0.8808, "X4": 0.45635, "Y4": 0.8808, "page": 0, "Index": 766}, {"Word": "J.", "Confidence": 0.981, "X1": 0.47751, "Y1": 0.8672, "X2": 0.49339, "Y2": 0.867, "X3": 0.49339, "Y3": 0.8808, "X4": 0.47751, "Y4": 0.8808, "page": 0, "Index": 767}, {"Word": "and", "Confidence": 0.998, "X1": 0.49735, "Y1": 0.8672, "X2": 0.52646, "Y2": 0.867, "X3": 0.52646, "Y3": 0.8808, "X4": 0.49735, "Y4": 0.8808, "page": 0, "Index": 768}, {"Word": "S.", "Confidence": 0.997, "X1": 0.53042, "Y1": 0.8672, "X2": 0.54762, "Y2": 0.867, "X3": 0.54762, "Y3": 0.8808, "X4": 0.53042, "Y4": 0.8808, "page": 0, "Index": 769}, {"Word": "P.", "Confidence": 0.997, "X1": 0.55159, "Y1": 0.8672, "X2": 0.57011, "Y2": 0.867, "X3": 0.57011, "Y3": 0.8808, "X4": 0.55159, "Y4": 0.8808, "page": 0, "Index": 770}, {"Word": "Battista,", "Confidence": 0.993, "X1": 0.57407, "Y1": 0.8672, "X2": 0.64286, "Y2": 0.867, "X3": 0.64286, "Y3": 0.8798, "X4": 0.57275, "Y4": 0.8808, "page": 0, "Index": 771}, {"Word": "2.", "Confidence": 0.998, "X1": 0.06349, "Y1": 0.8802, "X2": 0.07937, "Y2": 0.88, "X3": 0.07937, "Y3": 0.8928, "X4": 0.06349, "Y4": 0.8928, "page": 0, "Index": 772}, {"Word": "Grob,", "Confidence": 0.964, "X1": 0.08333, "Y1": 0.8802, "X2": 0.13228, "Y2": 0.88, "X3": 0.13228, "Y3": 0.8938, "X4": 0.08333, "Y4": 0.8928, "page": 0, "Index": 773}, {"Word": "K", "Confidence": 0.995, "X1": 0.13624, "Y1": 0.8802, "X2": 0.14683, "Y2": 0.88, "X3": 0.14683, "Y3": 0.8938, "X4": 0.13624, "Y4": 0.8938, "page": 0, "Index": 774}, {"Word": ".,", "Confidence": 0.989, "X1": 0.15079, "Y1": 0.8802, "X2": 0.16402, "Y2": 0.88, "X3": 0.16402, "Y3": 0.8938, "X4": 0.15079, "Y4": 0.8938, "page": 0, "Index": 775}, {"Word": "Zur", "Confidence": 0.998, "X1": 0.16799, "Y1": 0.8802, "X2": 0.19841, "Y2": 0.88, "X3": 0.19841, "Y3": 0.8938, "X4": 0.16799, "Y4": 0.8938, "page": 0, "Index": 776}, {"Word": "Gaschromatogra-", "Confidence": 0.938, "X1": 0.2037, "Y1": 0.8812, "X2": 0.33862, "Y2": 0.881, "X3": 0.33862, "Y3": 0.8948, "X4": 0.2037, "Y4": 0.8938, "page": 0, "Index": 777}, {"Word": "Components", "Confidence": 0.992, "X1": 0.38889, "Y1": 0.8812, "X2": 0.4828, "Y2": 0.881, "X3": 0.4828, "Y3": 0.8938, "X4": 0.38889, "Y4": 0.8938, "page": 0, "Index": 778}, {"Word": "of", "Confidence": 0.998, "X1": 0.4881, "Y1": 0.8812, "X2": 0.50661, "Y2": 0.881, "X3": 0.50661, "Y3": 0.8938, "X4": 0.4881, "Y4": 0.8938, "page": 0, "Index": 779}, {"Word": "Cigarette", "Confidence": 0.995, "X1": 0.5119, "Y1": 0.8812, "X2": 0.58598, "Y2": 0.881, "X3": 0.58466, "Y3": 0.8938, "X4": 0.51058, "Y4": 0.8938, "page": 0, "Index": 780}, {"Word": "Smoke", "Confidence": 0.998, "X1": 0.59259, "Y1": 0.8812, "X2": 0.64418, "Y2": 0.881, "X3": 0.64286, "Y3": 0.8938, "X4": 0.59127, "Y4": 0.8938, "page": 0, "Index": 781}, {"Word": "phie", "Confidence": 0.988, "X1": 0.08466, "Y1": 0.8952, "X2": 0.11905, "Y2": 0.895, "X3": 0.11905, "Y3": 0.9078, "X4": 0.08333, "Y4": 0.9068, "page": 0, "Index": 782}, {"Word": "des", "Confidence": 0.998, "X1": 0.12963, "Y1": 0.8952, "X2": 0.15608, "Y2": 0.895, "X3": 0.15608, "Y3": 0.9078, "X4": 0.12831, "Y4": 0.9078, "page": 0, "Index": 783}, {"Word": "Cigarettenrauches.", "Confidence": 0.958, "X1": 0.16534, "Y1": 0.8952, "X2": 0.31481, "Y2": 0.895, "X3": 0.31481, "Y3": 0.9078, "X4": 0.16534, "Y4": 0.9078, "page": 0, "Index": 784}, {"Word": "1.", "Confidence": 0.883, "X1": 0.32275, "Y1": 0.8942, "X2": 0.3373, "Y2": 0.894, "X3": 0.3373, "Y3": 0.9078, "X4": 0.32275, "Y4": 0.9078, "page": 0, "Index": 785}, {"Word": "with", "Confidence": 0.991, "X1": 0.39021, "Y1": 0.8942, "X2": 0.42196, "Y2": 0.894, "X3": 0.42196, "Y3": 0.9078, "X4": 0.39021, "Y4": 0.9078, "page": 0, "Index": 786}, {"Word": "Ciliary", "Confidence": 0.95, "X1": 0.42593, "Y1": 0.8952, "X2": 0.48016, "Y2": 0.895, "X3": 0.48016, "Y3": 0.9078, "X4": 0.42593, "Y4": 0.9078, "page": 0, "Index": 787}, {"Word": "Depressant", "Confidence": 0.994, "X1": 0.48413, "Y1": 0.8962, "X2": 0.57143, "Y2": 0.896, "X3": 0.57143, "Y3": 0.9078, "X4": 0.48413, "Y4": 0.9078, "page": 0, "Index": 788}, {"Word": "Activity.", "Confidence": 0.687, "X1": 0.57407, "Y1": 0.8962, "X2": 0.64153, "Y2": 0.896, "X3": 0.64153, "Y3": 0.9078, "X4": 0.57407, "Y4": 0.9078, "page": 0, "Index": 789}, {"Word": "Teil.", "Confidence": 0.957, "X1": 0.08598, "Y1": 0.9082, "X2": 0.12302, "Y2": 0.908, "X3": 0.12169, "Y3": 0.9208, "X4": 0.08598, "Y4": 0.9208, "page": 0, "Index": 790}, {"Word": "Eine", "Confidence": 0.958, "X1": 0.12566, "Y1": 0.9082, "X2": 0.1627, "Y2": 0.908, "X3": 0.1627, "Y3": 0.9198, "X4": 0.12566, "Y4": 0.9208, "page": 0, "Index": 791}, {"Word": "Methode", "Confidence": 0.965, "X1": 0.16799, "Y1": 0.9082, "X2": 0.23545, "Y2": 0.908, "X3": 0.23413, "Y3": 0.9198, "X4": 0.16667, "Y4": 0.9198, "page": 0, "Index": 792}, {"Word": "zur", "Confidence": 0.998, "X1": 0.23942, "Y1": 0.9082, "X2": 0.26587, "Y2": 0.908, "X3": 0.26587, "Y3": 0.9208, "X4": 0.2381, "Y4": 0.9198, "page": 0, "Index": 793}, {"Word": "Routine-", "Confidence": 0.991, "X1": 0.27116, "Y1": 0.9092, "X2": 0.33862, "Y2": 0.909, "X3": 0.33862, "Y3": 0.9208, "X4": 0.26984, "Y4": 0.9208, "page": 0, "Index": 794}, {"Word": "Their", "Confidence": 0.997, "X1": 0.39021, "Y1": 0.9082, "X2": 0.43254, "Y2": 0.908, "X3": 0.43254, "Y3": 0.9208, "X4": 0.39021, "Y4": 0.9208, "page": 0, "Index": 795}, {"Word": "Selective", "Confidence": 0.991, "X1": 0.43783, "Y1": 0.9072, "X2": 0.50794, "Y2": 0.907, "X3": 0.50661, "Y3": 0.9198, "X4": 0.43783, "Y4": 0.9208, "page": 0, "Index": 796}, {"Word": "Removal", "Confidence": 0.955, "X1": 0.51455, "Y1": 0.9072, "X2": 0.58201, "Y2": 0.907, "X3": 0.58069, "Y3": 0.9198, "X4": 0.51323, "Y4": 0.9198, "page": 0, "Index": 797}, {"Word": "by", "Confidence": 0.998, "X1": 0.58598, "Y1": 0.9072, "X2": 0.60582, "Y2": 0.907, "X3": 0.6045, "Y3": 0.9198, "X4": 0.58466, "Y4": 0.9198, "page": 0, "Index": 798}, {"Word": "Fil-", "Confidence": 0.991, "X1": 0.61243, "Y1": 0.9072, "X2": 0.64418, "Y2": 0.907, "X3": 0.64286, "Y3": 0.9208, "X4": 0.61111, "Y4": 0.9198, "page": 0, "Index": 799}, {"Word": "analyse", "Confidence": 0.995, "X1": 0.08466, "Y1": 0.9222, "X2": 0.14286, "Y2": 0.922, "X3": 0.14286, "Y3": 0.9348, "X4": 0.08466, "Y4": 0.9348, "page": 0, "Index": 800}, {"Word": "der", "Confidence": 0.998, "X1": 0.15476, "Y1": 0.9212, "X2": 0.18254, "Y2": 0.921, "X3": 0.18122, "Y3": 0.9348, "X4": 0.15476, "Y4": 0.9348, "page": 0, "Index": 801}, {"Word": "Gas-Dampf-Phase.", "Confidence": 0.639, "X1": 0.19444, "Y1": 0.9222, "X2": 0.33995, "Y2": 0.922, "X3": 0.33862, "Y3": 0.9348, "X4": 0.19312, "Y4": 0.9348, "page": 0, "Index": 802}, {"Word": "ters", "Confidence": 0.988, "X1": 0.39021, "Y1": 0.9212, "X2": 0.41931, "Y2": 0.921, "X3": 0.41931, "Y3": 0.9348, "X4": 0.38889, "Y4": 0.9348, "page": 0, "Index": 803}, {"Word": "Containing", "Confidence": 0.994, "X1": 0.42328, "Y1": 0.9212, "X2": 0.51058, "Y2": 0.921, "X3": 0.50926, "Y3": 0.9348, "X4": 0.42328, "Y4": 0.9348, "page": 0, "Index": 804}, {"Word": "Activated", "Confidence": 0.981, "X1": 0.5172, "Y1": 0.9212, "X2": 0.59127, "Y2": 0.921, "X3": 0.58995, "Y3": 0.9348, "X4": 0.5172, "Y4": 0.9348, "page": 0, "Index": 805}, {"Word": "Char-", "Confidence": 0.997, "X1": 0.59656, "Y1": 0.9222, "X2": 0.64286, "Y2": 0.922, "X3": 0.64153, "Y3": 0.9348, "X4": 0.59524, "Y4": 0.9348, "page": 0, "Index": 806}, {"Word": "Beitrage", "Confidence": 0.996, "X1": 0.08466, "Y1": 0.9352, "X2": 0.15212, "Y2": 0.935, "X3": 0.15212, "Y3": 0.9478, "X4": 0.08466, "Y4": 0.9478, "page": 0, "Index": 807}, {"Word": "Tabakforsch,", "Confidence": 0.752, "X1": 0.15608, "Y1": 0.9352, "X2": 0.25397, "Y2": 0.935, "X3": 0.25397, "Y3": 0.9478, "X4": 0.15608, "Y4": 0.9478, "page": 0, "Index": 808}, {"Word": "1", "Confidence": 0.386, "X1": 0.25661, "Y1": 0.9352, "X2": 0.26455, "Y2": 0.935, "X3": 0.26455, "Y3": 0.9478, "X4": 0.25661, "Y4": 0.9478, "page": 0, "Index": 809}, {"Word": ":2285-200.", "Confidence": 0.67, "X1": 0.2672, "Y1": 0.9342, "X2": 0.33995, "Y2": 0.934, "X3": 0.33995, "Y3": 0.9478, "X4": 0.2672, "Y4": 0.9478, "page": 0, "Index": 810}, {"Word": "coal", "Confidence": 0.991, "X1": 0.39021, "Y1": 0.9352, "X2": 0.41931, "Y2": 0.935, "X3": 0.41799, "Y3": 0.9478, "X4": 0.38889, "Y4": 0.9478, "page": 0, "Index": 811}, {"Word": "Granules.", "Confidence": 0.853, "X1": 0.42196, "Y1": 0.9352, "X2": 0.49603, "Y2": 0.935, "X3": 0.49603, "Y3": 0.9478, "X4": 0.42196, "Y4": 0.9478, "page": 0, "Index": 812}, {"Word": "New", "Confidence": 0.658, "X1": 0.5, "Y1": 0.9352, "X2": 0.53307, "Y2": 0.935, "X3": 0.53307, "Y3": 0.9478, "X4": 0.49868, "Y4": 0.9478, "page": 0, "Index": 813}, {"Word": "Eng.", "Confidence": 0.941, "X1": 0.54101, "Y1": 0.9342, "X2": 0.58069, "Y2": 0.934, "X3": 0.58069, "Y3": 0.9478, "X4": 0.53968, "Y4": 0.9478, "page": 0, "Index": 814}, {"Word": "J.", "Confidence": 0.997, "X1": 0.58466, "Y1": 0.9342, "X2": 0.59921, "Y2": 0.934, "X3": 0.59921, "Y3": 0.9488, "X4": 0.58333, "Y4": 0.9488, "page": 0, "Index": 815}, {"Word": "Med.", "Confidence": 0.962, "X1": 0.60317, "Y1": 0.9342, "X2": 0.64153, "Y2": 0.934, "X3": 0.64021, "Y3": 0.9488, "X4": 0.60185, "Y4": 0.9488, "page": 0, "Index": 816}, {"Word": "1962.", "Confidence": 0.904, "X1": 0.08466, "Y1": 0.9492, "X2": 0.12698, "Y2": 0.949, "X3": 0.12566, "Y3": 0.9608, "X4": 0.08466, "Y4": 0.9598, "page": 0, "Index": 817}, {"Word": "269:1161-1166.", "Confidence": 0.883, "X1": 0.38757, "Y1": 0.9482, "X2": 0.50529, "Y2": 0.948, "X3": 0.50397, "Y3": 0.9608, "X4": 0.38624, "Y4": 0.9608, "page": 0, "Index": 818}, {"Word": "1963,", "Confidence": 0.593, "X1": 0.50794, "Y1": 0.9482, "X2": 0.54894, "Y2": 0.948, "X3": 0.54762, "Y3": 0.9608, "X4": 0.50661, "Y4": 0.9608, "page": 0, "Index": 819}, {"Word": "01561835", "Confidence": 0.995, "X1": 0.89286, "Y1": 0.9622, "X2": 0.8955, "Y2": 0.962, "X3": 0.86905, "Y3": 0.9618, "X4": 0.86905, "Y4": 0.8688, "page": 0, "Index": 820}, {"Word": "2.", "Confidence": 0.998, "X1": 0.08466, "Y1": 0.9612, "X2": 0.1045, "Y2": 0.961, "X3": 0.1045, "Y3": 0.9758, "X4": 0.08466, "Y4": 0.9758, "page": 0, "Index": 821}, {"Word": "Teil.", "Confidence": 0.982, "X1": 0.11243, "Y1": 0.9612, "X2": 0.15212, "Y2": 0.961, "X3": 0.15212, "Y3": 0.9758, "X4": 0.11243, "Y4": 0.9758, "page": 0, "Index": 822}, {"Word": "Verfeinerte", "Confidence": 0.964, "X1": 0.15873, "Y1": 0.9622, "X2": 0.25132, "Y2": 0.962, "X3": 0.25, "Y3": 0.9768, "X4": 0.15873, "Y4": 0.9758, "page": 0, "Index": 823}, {"Word": "Trennung", "Confidence": 0.994, "X1": 0.2619, "Y1": 0.9632, "X2": 0.3373, "Y2": 0.963, "X3": 0.33598, "Y3": 0.9758, "X4": 0.26058, "Y4": 0.9768, "page": 0, "Index": 824}, {"Word": "9.", "Confidence": 0.992, "X1": 0.36376, "Y1": 0.9612, "X2": 0.38095, "Y2": 0.961, "X3": 0.38228, "Y3": 0.9768, "X4": 0.36508, "Y4": 0.9768, "page": 0, "Index": 825}, {"Word": "Nall,", "Confidence": 0.978, "X1": 0.38492, "Y1": 0.9612, "X2": 0.42328, "Y2": 0.961, "X3": 0.4246, "Y3": 0.9758, "X4": 0.38624, "Y4": 0.9768, "page": 0, "Index": 826}, {"Word": "J.", "Confidence": 0.991, "X1": 0.42725, "Y1": 0.9612, "X2": 0.44312, "Y2": 0.961, "X3": 0.44312, "Y3": 0.9758, "X4": 0.42857, "Y4": 0.9758, "page": 0, "Index": 827}, {"Word": "F", "Confidence": 0.996, "X1": 0.44709, "Y1": 0.9612, "X2": 0.45635, "Y2": 0.961, "X3": 0.45635, "Y3": 0.9758, "X4": 0.44709, "Y4": 0.9758, "page": 0, "Index": 828}, {"Word": ".,", "Confidence": 0.994, "X1": 0.46032, "Y1": 0.9612, "X2": 0.46825, "Y2": 0.961, "X3": 0.46825, "Y3": 0.9758, "X4": 0.46032, "Y4": 0.9758, "page": 0, "Index": 829}, {"Word": "Complexed", "Confidence": 0.994, "X1": 0.47222, "Y1": 0.9612, "X2": 0.55291, "Y2": 0.961, "X3": 0.55291, "Y3": 0.9758, "X4": 0.47222, "Y4": 0.9758, "page": 0, "Index": 830}, {"Word": "Cyanide", "Confidence": 0.995, "X1": 0.55688, "Y1": 0.9612, "X2": 0.61905, "Y2": 0.961, "X3": 0.61905, "Y3": 0.9768, "X4": 0.55688, "Y4": 0.9758, "page": 0, "Index": 831}, {"Word": "in", "Confidence": 0.998, "X1": 0.62302, "Y1": 0.9612, "X2": 0.64153, "Y2": 0.961, "X3": 0.64021, "Y3": 0.9768, "X4": 0.62302, "Y4": 0.9768, "page": 0, "Index": 832}]}	"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"
fflg0121	4	{"lines_data": [{"Word": "Smoking Machines for the Analysis", "Confidence": 0.9942, "X1": 0.07427, "Y1": 0.0082, "X2": 0.87533, "Y2": 0.008, "X3": 0.87401, "Y3": 0.0478, "X4": 0.07427, "Y4": 0.0428, "page": 0}, {"Word": "Of the Vapor Phase of Cigarette Smokel", "Confidence": 0.97414, "X1": 0.03183, "Y1": 0.0562, "X2": 0.92706, "Y2": 0.056, "X3": 0.92573, "Y3": 0.0958, "X4": 0.0305, "Y4": 0.0918, "page": 0}, {"Word": "By V. Norman, J. R. Newsome and C. H. Keith'", "Confidence": 0.9569, "X1": 0.22679, "Y1": 0.1732, "X2": 0.72812, "Y2": 0.173, "X3": 0.72812, "Y3": 0.1938, "X4": 0.22679, "Y4": 0.1928, "page": 0}, {"Word": "Figu", "Confidence": 0.777, "X1": 0.96419, "Y1": 0.2132, "X2": 0.99337, "Y2": 0.213, "X3": 0.99337, "Y3": 0.2278, "X4": 0.96419, "Y4": 0.2278, "page": 0}, {"Word": "gaves", "Confidence": 0.815, "X1": 0.96552, "Y1": 0.2262, "X2": 0.99867, "Y2": 0.226, "X3": 0.99867, "Y3": 0.2368, "X4": 0.96552, "Y4": 0.2378, "page": 0}, {"Word": "Research Department, Liggett & Myers, Inc .,", "Confidence": 0.97457, "X1": 0.28515, "Y1": 0.2232, "X2": 0.67109, "Y2": 0.223, "X3": 0.67109, "Y3": 0.2428, "X4": 0.28515, "Y4": 0.2398, "page": 0}, {"Word": "Durham, N. C ., U.S.A.", "Confidence": 0.978, "X1": 0.38064, "Y1": 0.2382, "X2": 0.5809, "Y2": 0.238, "X3": 0.5809, "Y3": 0.2568, "X4": 0.38064, "Y4": 0.2558, "page": 0}, {"Word": "Gas", "Confidence": 0.776, "X1": 0.96154, "Y1": 0.2902, "X2": 0.99867, "Y2": 0.29, "X3": 0.99867, "Y3": 0.3058, "X4": 0.96154, "Y4": 0.3058, "page": 0}, {"Word": "T", "Confidence": 0.995, "X1": 0.97878, "Y1": 0.3182, "X2": 0.99735, "Y2": 0.318, "X3": 0.99735, "Y3": 0.3298, "X4": 0.97878, "Y4": 0.3308, "page": 0}, {"Word": "smo", "Confidence": 0.998, "X1": 0.96286, "Y1": 0.3332, "X2": 0.99735, "Y2": 0.333, "X3": 0.99602, "Y3": 0.3448, "X4": 0.96021, "Y4": 0.3458, "page": 0}, {"Word": "ure", "Confidence": 0.926, "X1": 0.96552, "Y1": 0.3472, "X2": 0.99337, "Y2": 0.347, "X3": 0.99337, "Y3": 0.3578, "X4": 0.96552, "Y4": 0.3578, "page": 0}, {"Word": "Introduction", "Confidence": 0.939, "X1": 0.0305, "Y1": 0.3442, "X2": 0.12334, "Y2": 0.344, "X3": 0.12334, "Y3": 0.3588, "X4": 0.0305, "Y4": 0.3588, "page": 0}, {"Word": "but also exhibit specific pharma-", "Confidence": 0.9936, "X1": 0.33554, "Y1": 0.3472, "X2": 0.62865, "Y2": 0.347, "X3": 0.62865, "Y3": 0.3628, "X4": 0.33554, "Y4": 0.3598, "page": 0}, {"Word": "or absorbent materials in the cig-", "Confidence": 0.98617, "X1": 0.63793, "Y1": 0.3492, "X2": 0.92175, "Y2": 0.349, "X3": 0.92175, "Y3": 0.3638, "X4": 0.63793, "Y4": 0.3618, "page": 0}, {"Word": "During recent years there has been \" cological affects such as ciliary", "Confidence": 0.91, "X1": 0.04509, "Y1": 0.3622, "X2": 0.62467, "Y2": 0.362, "X3": 0.62467, "Y3": 0.3758, "X4": 0.04509, "Y4": 0.3768, "page": 0}, {"Word": "arette filter. These considerations\"", "Confidence": 0.79525, "X1": 0.63926, "Y1": 0.3642, "X2": 0.92971, "Y2": 0.364, "X3": 0.92971, "Y3": 0.3768, "X4": 0.63926, "Y4": 0.3758, "page": 0}, {"Word": "pict", "Confidence": 0.987, "X1": 0.96817, "Y1": 0.3602, "X2": 0.99867, "Y2": 0.36, "X3": 0.99735, "Y3": 0.3708, "X4": 0.96817, "Y4": 0.3708, "page": 0}, {"Word": "Fig", "Confidence": 0.961, "X1": 0.96684, "Y1": 0.3722, "X2": 0.99469, "Y2": 0.372, "X3": 0.99337, "Y3": 0.3848, "X4": 0.96552, "Y4": 0.3848, "page": 0}, {"Word": "a considerable increase of interest in", "Confidence": 0.97133, "X1": 0.02918, "Y1": 0.3772, "X2": 0.3183, "Y2": 0.377, "X3": 0.3183, "Y3": 0.3898, "X4": 0.02918, "Y4": 0.3908, "page": 0}, {"Word": "inhibition and cytotoxicity when", "Confidence": 0.98475, "X1": 0.33422, "Y1": 0.3772, "X2": 0.62334, "Y2": 0.377, "X3": 0.62334, "Y3": 0.3918, "X4": 0.33422, "Y4": 0.3888, "page": 0}, {"Word": "prompted our development of rapid.", "Confidence": 0.967, "X1": 0.63926, "Y1": 0.3772, "X2": 0.92175, "Y2": 0.377, "X3": 0.92042, "Y3": 0.3908, "X4": 0.63926, "Y4": 0.3888, "page": 0}, {"Word": "the vapor phase of cigarette smoke", "Confidence": 0.995, "X1": 0.02918, "Y1": 0.3912, "X2": 0.31698, "Y2": 0.391, "X3": 0.31698, "Y3": 0.4048, "X4": 0.02918, "Y4": 0.4038, "page": 0}, {"Word": "evaluated in laboratory tests with", "Confidence": 0.992, "X1": 0.33554, "Y1": 0.3922, "X2": 0.62202, "Y2": 0.392, "X3": 0.62202, "Y3": 0.4058, "X4": 0.33554, "Y4": 0.4038, "page": 0}, {"Word": "quantitative techniques particularly", "Confidence": 0.953, "X1": 0.63793, "Y1": 0.3902, "X2": 0.92175, "Y2": 0.39, "X3": 0.92042, "Y3": 0.4038, "X4": 0.63793, "Y4": 0.4028, "page": 0}, {"Word": "are", "Confidence": 0.998, "X1": 0.96552, "Y1": 0.3872, "X2": 0.99337, "Y2": 0.387, "X3": 0.99337, "Y3": 0.3988, "X4": 0.96419, "Y4": 0.3978, "page": 0}, {"Word": "suited for the analysis of smoke", "Confidence": 0.9965, "X1": 0.63793, "Y1": 0.4032, "X2": 0.92308, "Y2": 0.403, "X3": 0.92308, "Y3": 0.4178, "X4": 0.63793, "Y4": 0.4168, "page": 0}, {"Word": "hold", "Confidence": 0.601, "X1": 0.96552, "Y1": 0.4012, "X2": 0.99469, "Y2": 0.401, "X3": 0.99337, "Y3": 0.4118, "X4": 0.96552, "Y4": 0.4118, "page": 0}, {"Word": "as reflected by the number of pub-", "Confidence": 0.91129, "X1": 0.0305, "Y1": 0.4052, "X2": 0.31565, "Y2": 0.405, "X3": 0.31565, "Y3": 0.4188, "X4": 0.0305, "Y4": 0.4178, "page": 0}, {"Word": "biological preparations of animal", "Confidence": 0.9665, "X1": 0.33554, "Y1": 0.4052, "X2": 0.62599, "Y2": 0.405, "X3": 0.62599, "Y3": 0.4208, "X4": 0.33554, "Y4": 0.4198, "page": 0}, {"Word": "Bow", "Confidence": 0.612, "X1": 0.96817, "Y1": 0.4142, "X2": 0.99337, "Y2": 0.414, "X3": 0.99204, "Y3": 0.4248, "X4": 0.96684, "Y4": 0.4238, "page": 0}, {"Word": "lications that have appeared on this", "Confidence": 0.98267, "X1": 0.02653, "Y1": 0.4192, "X2": 0.31698, "Y2": 0.419, "X3": 0.31698, "Y3": 0.4318, "X4": 0.02653, "Y4": 0.4308, "page": 0}, {"Word": "tissues or cells (8, 15). The second", "Confidence": 0.98143, "X1": 0.32891, "Y1": 0.4202, "X2": 0.62069, "Y2": 0.42, "X3": 0.62069, "Y3": 0.4338, "X4": 0.32891, "Y4": 0.4328, "page": 0}, {"Word": "vapors.", "Confidence": 0.994, "X1": 0.63793, "Y1": 0.4162, "X2": 0.69894, "Y2": 0.416, "X3": 0.69894, "Y3": 0.4298, "X4": 0.63793, "Y4": 0.4298, "page": 0}, {"Word": "subject (2, 3, 5, 6, 11, 12, 13 and", "Confidence": 0.96089, "X1": 0.02785, "Y1": 0.4312, "X2": 0.31698, "Y2": 0.431, "X3": 0.31698, "Y3": 0.4458, "X4": 0.02785, "Y4": 0.4448, "page": 0}, {"Word": "factor is the realization that while", "Confidence": 0.99583, "X1": 0.33422, "Y1": 0.4342, "X2": 0.62069, "Y2": 0.434, "X3": 0.62069, "Y3": 0.4478, "X4": 0.33422, "Y4": 0.4468, "page": 0}, {"Word": "cont", "Confidence": 0.512, "X1": 0.96684, "Y1": 0.4302, "X2": 0.99735, "Y2": 0.43, "X3": 0.99602, "Y3": 0.4398, "X4": 0.96552, "Y4": 0.4388, "page": 0}, {"Word": "Experimental", "Confidence": 0.991, "X1": 0.6366, "Y1": 0.4422, "X2": 0.73607, "Y2": 0.442, "X3": 0.73475, "Y3": 0.4578, "X4": 0.6366, "Y4": 0.4568, "page": 0}, {"Word": "less", "Confidence": 0.945, "X1": 0.96419, "Y1": 0.4412, "X2": 0.99469, "Y2": 0.441, "X3": 0.99337, "Y3": 0.4528, "X4": 0.96286, "Y4": 0.4528, "page": 0}, {"Word": "numerous other references). This in-", "Confidence": 0.9906, "X1": 0.02785, "Y1": 0.4452, "X2": 0.31565, "Y2": 0.445, "X3": 0.31565, "Y3": 0.4598, "X4": 0.02785, "Y4": 0.4588, "page": 0}, {"Word": "operating within the limitations im-", "Confidence": 0.9924, "X1": 0.33289, "Y1": 0.4472, "X2": 0.61936, "Y2": 0.447, "X3": 0.61936, "Y3": 0.4608, "X4": 0.33289, "Y4": 0.4598, "page": 0}, {"Word": "sole", "Confidence": 0.988, "X1": 0.96419, "Y1": 0.4562, "X2": 0.99602, "Y2": 0.456, "X3": 0.99469, "Y3": 0.4668, "X4": 0.96419, "Y4": 0.4668, "page": 0}, {"Word": "terest is largely due to two factors,", "Confidence": 0.98086, "X1": 0.02918, "Y1": 0.4602, "X2": 0.31432, "Y2": 0.46, "X3": 0.31432, "Y3": 0.4738, "X4": 0.02918, "Y4": 0.4718, "page": 0}, {"Word": "posed by the geometry of the cig-", "Confidence": 0.97529, "X1": 0.33422, "Y1": 0.4612, "X2": 0.61671, "Y2": 0.461, "X3": 0.61671, "Y3": 0.4748, "X4": 0.33289, "Y4": 0.4738, "page": 0}, {"Word": "The basic smoking system used has", "Confidence": 0.971, "X1": 0.65252, "Y1": 0.4632, "X2": 0.92175, "Y2": 0.463, "X3": 0.92175, "Y3": 0.4768, "X4": 0.65252, "Y4": 0.4748, "page": 0}, {"Word": "the first being the increasing amount", "Confidence": 0.996, "X1": 0.02785, "Y1": 0.4742, "X2": 0.31565, "Y2": 0.474, "X3": 0.31565, "Y3": 0.4878, "X4": 0.02785, "Y4": 0.4858, "page": 0}, {"Word": "arette it is still possible to selectively", "Confidence": 0.99657, "X1": 0.33289, "Y1": 0.4742, "X2": 0.61936, "Y2": 0.474, "X3": 0.61936, "Y3": 0.4878, "X4": 0.33289, "Y4": 0.4868, "page": 0}, {"Word": "thr", "Confidence": 0.998, "X1": 0.96552, "Y1": 0.4682, "X2": 0.99469, "Y2": 0.468, "X3": 0.99204, "Y3": 0.4798, "X4": 0.96419, "Y4": 0.4798, "page": 0}, {"Word": "been described previously (10). In", "Confidence": 0.9886, "X1": 0.63793, "Y1": 0.4762, "X2": 0.92308, "Y2": 0.476, "X3": 0.92175, "Y3": 0.4908, "X4": 0.63793, "Y4": 0.4888, "page": 0}, {"Word": "sole", "Confidence": 0.991, "X1": 0.96552, "Y1": 0.4832, "X2": 0.99602, "Y2": 0.483, "X3": 0.99469, "Y3": 0.4948, "X4": 0.96419, "Y4": 0.4948, "page": 0}, {"Word": "of evidence that smoke vapors not", "Confidence": 0.9955, "X1": 0.0305, "Y1": 0.4882, "X2": 0.31565, "Y2": 0.488, "X3": 0.31565, "Y3": 0.5008, "X4": 0.02918, "Y4": 0.4998, "page": 0}, {"Word": "remove gaseous constituents from the", "Confidence": 0.9928, "X1": 0.33156, "Y1": 0.4892, "X2": 0.61936, "Y2": 0.489, "X3": 0.61936, "Y3": 0.5028, "X4": 0.33156, "Y4": 0.5018, "page": 0}, {"Word": "principle the smoking machine con-", "Confidence": 0.9774, "X1": 0.63793, "Y1": 0.4912, "X2": 0.92175, "Y2": 0.491, "X3": 0.92175, "Y3": 0.5048, "X4": 0.63793, "Y4": 0.5028, "page": 0}, {"Word": "voir", "Confidence": 0.971, "X1": 0.96684, "Y1": 0.4962, "X2": 0.99602, "Y2": 0.496, "X3": 0.99469, "Y3": 0.5068, "X4": 0.96684, "Y4": 0.5068, "page": 0}, {"Word": "only contribute to taste and irritation", "Confidence": 0.94683, "X1": 0.02653, "Y1": 0.5002, "X2": 0.3183, "Y2": 0.5, "X3": 0.3183, "Y3": 0.5158, "X4": 0.02653, "Y4": 0.5158, "page": 0}, {"Word": "smoke stream by incorporating ad-", "Confidence": 0.996, "X1": 0.32891, "Y1": 0.5022, "X2": 0.61936, "Y2": 0.502, "X3": 0.61936, "Y3": 0.5158, "X4": 0.32891, "Y4": 0.5148, "page": 0}, {"Word": "sists of a Cambridge filter to remove", "Confidence": 0.98014, "X1": 0.63926, "Y1": 0.5042, "X2": 0.9191, "Y2": 0.504, "X3": 0.9191, "Y3": 0.5178, "X4": 0.63926, "Y4": 0.5158, "page": 0}, {"Word": "way", "Confidence": 0.994, "X1": 0.96684, "Y1": 0.5112, "X2": 0.99469, "Y2": 0.511, "X3": 0.99469, "Y3": 0.5218, "X4": 0.96552, "Y4": 0.5208, "page": 0}, {"Word": "most of the particulate phase, a flow", "Confidence": 0.94543, "X1": 0.63793, "Y1": 0.5182, "X2": 0.9191, "Y2": 0.518, "X3": 0.9191, "Y3": 0.5308, "X4": 0.63793, "Y4": 0.5288, "page": 0}, {"Word": "bub", "Confidence": 0.997, "X1": 0.96419, "Y1": 0.5232, "X2": 0.99469, "Y2": 0.523, "X3": 0.99337, "Y3": 0.5348, "X4": 0.96286, "Y4": 0.5338, "page": 0}, {"Word": "limiting orifice to control the puff", "Confidence": 0.87433, "X1": 0.63926, "Y1": 0.5312, "X2": 0.92175, "Y2": 0.531, "X3": 0.92175, "Y3": 0.5448, "X4": 0.63926, "Y4": 0.5428, "page": 0}, {"Word": "sour", "Confidence": 0.961, "X1": 0.96684, "Y1": 0.5382, "X2": 0.99602, "Y2": 0.538, "X3": 0.99337, "Y3": 0.5478, "X4": 0.96552, "Y4": 0.5478, "page": 0}, {"Word": "flow velocity, and a vacuum reservoir", "Confidence": 0.9305, "X1": 0.6366, "Y1": 0.5452, "X2": 0.9191, "Y2": 0.545, "X3": 0.9191, "Y3": 0.5578, "X4": 0.6366, "Y4": 0.5558, "page": 0}, {"Word": "ated", "Confidence": 0.895, "X1": 0.96286, "Y1": 0.5502, "X2": 0.99735, "Y2": 0.55, "X3": 0.99469, "Y3": 0.5608, "X4": 0.96021, "Y4": 0.5598, "page": 0}, {"Word": "to control the puff volume.", "Confidence": 0.973, "X1": 0.63926, "Y1": 0.5582, "X2": 0.84881, "Y2": 0.558, "X3": 0.84881, "Y3": 0.5698, "X4": 0.63926, "Y4": 0.5688, "page": 0}, {"Word": "cam", "Confidence": 0.998, "X1": 0.96286, "Y1": 0.5642, "X2": 0.99602, "Y2": 0.564, "X3": 0.99469, "Y3": 0.5748, "X4": 0.96021, "Y4": 0.5748, "page": 0}, {"Word": "With this system the collected", "Confidence": 0.927, "X1": 0.65252, "Y1": 0.5692, "X2": 0.92042, "Y2": 0.569, "X3": 0.92042, "Y3": 0.5838, "X4": 0.65252, "Y4": 0.5818, "page": 0}, {"Word": "Ir", "Confidence": 0.616, "X1": 0.97878, "Y1": 0.5752, "X2": 0.99602, "Y2": 0.575, "X3": 0.99602, "Y3": 0.5868, "X4": 0.97745, "Y4": 0.5868, "page": 0}, {"Word": "vapor phase can be quickly brought", "Confidence": 0.9825, "X1": 0.63793, "Y1": 0.5832, "X2": 0.9191, "Y2": 0.583, "X3": 0.9191, "Y3": 0.5958, "X4": 0.63793, "Y4": 0.5958, "page": 0}, {"Word": "is e", "Confidence": 0.903, "X1": 0.96419, "Y1": 0.5912, "X2": 0.99867, "Y2": 0.591, "X3": 0.99867, "Y3": 0.6018, "X4": 0.96286, "Y4": 0.6008, "page": 0}, {"Word": "in contact with a reagent that is", "Confidence": 0.98457, "X1": 0.6366, "Y1": 0.5962, "X2": 0.92042, "Y2": 0.596, "X3": 0.92042, "Y3": 0.6098, "X4": 0.6366, "Y4": 0.6098, "page": 0}, {"Word": "give", "Confidence": 0.986, "X1": 0.96154, "Y1": 0.6042, "X2": 0.99867, "Y2": 0.604, "X3": 0.99735, "Y3": 0.6148, "X4": 0.95889, "Y4": 0.6148, "page": 0}, {"Word": "specific for the desired vapor phase", "Confidence": 0.84517, "X1": 0.63793, "Y1": 0.6092, "X2": 0.92042, "Y2": 0.609, "X3": 0.92042, "Y3": 0.6228, "X4": 0.63793, "Y4": 0.6228, "page": 0}, {"Word": "is c", "Confidence": 0.552, "X1": 0.96286, "Y1": 0.6162, "X2": 0.99867, "Y2": 0.616, "X3": 0.99735, "Y3": 0.6278, "X4": 0.96154, "Y4": 0.6278, "page": 0}, {"Word": "component or it may be fed directly", "Confidence": 0.94586, "X1": 0.63793, "Y1": 0.6222, "X2": 0.91777, "Y2": 0.622, "X3": 0.91777, "Y3": 0.6368, "X4": 0.63793, "Y4": 0.6368, "page": 0}, {"Word": "sim", "Confidence": 0.848, "X1": 0.96286, "Y1": 0.6312, "X2": 0.99602, "Y2": 0.631, "X3": 0.99469, "Y3": 0.6408, "X4": 0.96021, "Y4": 0.6398, "page": 0}, {"Word": "into the sample loup of a gas chro-", "Confidence": 0.97125, "X1": 0.63793, "Y1": 0.6362, "X2": 0.9191, "Y2": 0.636, "X3": 0.9191, "Y3": 0.6498, "X4": 0.63793, "Y4": 0.6488, "page": 0}, {"Word": "way", "Confidence": 0.995, "X1": 0.96684, "Y1": 0.6452, "X2": 0.99469, "Y2": 0.645, "X3": 0.99337, "Y3": 0.6548, "X4": 0.96552, "Y4": 0.6548, "page": 0}, {"Word": "matograph. The time for possilil", "Confidence": 0.9294, "X1": 0.6366, "Y1": 0.6492, "X2": 0.92042, "Y2": 0.649, "X3": 0.92042, "Y3": 0.6628, "X4": 0.6366, "Y4": 0.6628, "page": 0}, {"Word": "reactions between components with-", "Confidence": 0.91, "X1": 0.6366, "Y1": 0.6632, "X2": 0.92042, "Y2": 0.663, "X3": 0.92042, "Y3": 0.6758, "X4": 0.6366, "Y4": 0.6758, "page": 0}, {"Word": "vah", "Confidence": 0.948, "X1": 0.96552, "Y1": 0.6562, "X2": 0.99337, "Y2": 0.656, "X3": 0.99204, "Y3": 0.6688, "X4": 0.96552, "Y4": 0.6688, "page": 0}, {"Word": "yact", "Confidence": 0.314, "X1": 0.96817, "Y1": 0.6722, "X2": 0.99602, "Y2": 0.672, "X3": 0.99469, "Y3": 0.6818, "X4": 0.96684, "Y4": 0.6808, "page": 0}, {"Word": "in the vapor phase is thus greatly", "Confidence": 0.98229, "X1": 0.63793, "Y1": 0.6762, "X2": 0.9191, "Y2": 0.676, "X3": 0.9191, "Y3": 0.6898, "X4": 0.63793, "Y4": 0.6898, "page": 0}, {"Word": "the", "Confidence": 0.955, "X1": 0.96684, "Y1": 0.6822, "X2": 0.98939, "Y2": 0.682, "X3": 0.98806, "Y3": 0.6938, "X4": 0.96552, "Y4": 0.6938, "page": 0}, {"Word": "reduced and losses due to imperferl", "Confidence": 0.94117, "X1": 0.6366, "Y1": 0.6892, "X2": 0.9191, "Y2": 0.689, "X3": 0.9191, "Y3": 0.7028, "X4": 0.6366, "Y4": 0.7028, "page": 0}, {"Word": "dura", "Confidence": 0.965, "X1": 0.96552, "Y1": 0.6982, "X2": 0.99867, "Y2": 0.698, "X3": 0.99867, "Y3": 0.7078, "X4": 0.96552, "Y4": 0.7088, "page": 0}, {"Word": "collection or manipulation of the cul-", "Confidence": 0.9265, "X1": 0.63263, "Y1": 0.7022, "X2": 0.91777, "Y2": 0.702, "X3": 0.91777, "Y3": 0.7158, "X4": 0.63263, "Y4": 0.7158, "page": 0}, {"Word": "pria", "Confidence": 0.983, "X1": 0.96419, "Y1": 0.7102, "X2": 0.99867, "Y2": 0.71, "X3": 0.99735, "Y3": 0.7208, "X4": 0.96419, "Y4": 0.7218, "page": 0}, {"Word": "lected smoke are minimized.", "Confidence": 0.9725, "X1": 0.63263, "Y1": 0.7162, "X2": 0.85146, "Y2": 0.716, "X3": 0.85146, "Y3": 0.7298, "X4": 0.63263, "Y4": 0.7288, "page": 0}, {"Word": "and", "Confidence": 0.998, "X1": 0.96419, "Y1": 0.7242, "X2": 0.99469, "Y2": 0.724, "X3": 0.99469, "Y3": 0.7348, "X4": 0.96552, "Y4": 0.7358, "page": 0}, {"Word": "Since the quantitative analysis of", "Confidence": 0.757, "X1": 0.65119, "Y1": 0.7282, "X2": 0.9191, "Y2": 0.728, "X3": 0.9191, "Y3": 0.7428, "X4": 0.65119, "Y4": 0.7428, "page": 0}, {"Word": "as b", "Confidence": 0.9375, "X1": 0.96419, "Y1": 0.7362, "X2": 0.99735, "Y2": 0.736, "X3": 0.99867, "Y3": 0.7478, "X4": 0.96419, "Y4": 0.7488, "page": 0}, {"Word": "individual vapor phase components in", "Confidence": 0.9692, "X1": 0.6313, "Y1": 0.7412, "X2": 0.92175, "Y2": 0.741, "X3": 0.92175, "Y3": 0.7558, "X4": 0.6313, "Y4": 0.7558, "page": 0}, {"Word": "sole", "Confidence": 0.973, "X1": 0.96552, "Y1": 0.7512, "X2": 0.99602, "Y2": 0.751, "X3": 0.99469, "Y3": 0.7608, "X4": 0.96419, "Y4": 0.7608, "page": 0}, {"Word": "single puffs is subject to sizable flue-", "Confidence": 0.909, "X1": 0.6366, "Y1": 0.7552, "X2": 0.91777, "Y2": 0.755, "X3": 0.91777, "Y3": 0.7688, "X4": 0.6366, "Y4": 0.7698, "page": 0}, {"Word": "two-", "Confidence": 0.641, "X1": 0.96552, "Y1": 0.7652, "X2": 0.99867, "Y2": 0.765, "X3": 0.99867, "Y3": 0.7738, "X4": 0.96552, "Y4": 0.7748, "page": 0}, {"Word": "tuations, three different multi ;.!!", "Confidence": 0.7892, "X1": 0.6366, "Y1": 0.7682, "X2": 0.91777, "Y2": 0.768, "X3": 0.91777, "Y3": 0.7838, "X4": 0.6366, "Y4": 0.7838, "page": 0}, {"Word": "smoking machines using the xatt", "Confidence": 0.8192, "X1": 0.63528, "Y1": 0.7822, "X2": 0.91777, "Y2": 0.782, "X3": 0.91777, "Y3": 0.7958, "X4": 0.63528, "Y4": 0.7968, "page": 0}, {"Word": "way", "Confidence": 0.998, "X1": 0.96419, "Y1": 0.7782, "X2": 0.99735, "Y2": 0.778, "X3": 0.99735, "Y3": 0.7888, "X4": 0.96419, "Y4": 0.7888, "page": 0}, {"Word": "atin", "Confidence": 0.992, "X1": 0.96419, "Y1": 0.7912, "X2": 0.99735, "Y2": 0.791, "X3": 0.99735, "Y3": 0.8018, "X4": 0.96419, "Y4": 0.8008, "page": 0}, {"Word": "flow limiting orifice principle wtr", "Confidence": 0.7524, "X1": 0.63395, "Y1": 0.7952, "X2": 0.91645, "Y2": 0.795, "X3": 0.91645, "Y3": 0.8098, "X4": 0.63395, "Y4": 0.8108, "page": 0}, {"Word": "into", "Confidence": 0.988, "X1": 0.96419, "Y1": 0.8052, "X2": 0.99602, "Y2": 0.805, "X3": 0.99602, "Y3": 0.8148, "X4": 0.96419, "Y4": 0.8148, "page": 0}, {"Word": "developed. These machines permit the", "Confidence": 0.7444, "X1": 0.63528, "Y1": 0.8082, "X2": 0.9191, "Y2": 0.808, "X3": 0.9191, "Y3": 0.8228, "X4": 0.63528, "Y4": 0.8238, "page": 0}, {"Word": "simultaneous smoking of a number", "Confidence": 0.7846, "X1": 0.63395, "Y1": 0.8222, "X2": 0.9191, "Y2": 0.822, "X3": 0.9191, "Y3": 0.8358, "X4": 0.63395, "Y4": 0.8378, "page": 0}, {"Word": "rese", "Confidence": 0.988, "X1": 0.96552, "Y1": 0.8192, "X2": 0.99735, "Y2": 0.819, "X3": 0.99735, "Y3": 0.8288, "X4": 0.96419, "Y4": 0.8288, "page": 0}, {"Word": "01561830", "Confidence": 0.993, "X1": 0.62069, "Y1": 0.8492, "X2": 0.61406, "Y2": 0.849, "X3": 0.59019, "Y3": 0.8478, "X4": 0.59549, "Y4": 0.7468, "page": 0}, {"Word": "eiga", "Confidence": 0.567, "X1": 0.96552, "Y1": 0.8322, "X2": 0.99337, "Y2": 0.832, "X3": 0.99204, "Y3": 0.8418, "X4": 0.96419, "Y4": 0.8418, "page": 0}, {"Word": "of cigarettes and hence increase ti.\"", "Confidence": 0.7475, "X1": 0.63528, "Y1": 0.8352, "X2": 0.92042, "Y2": 0.835, "X3": 0.92175, "Y3": 0.8488, "X4": 0.63528, "Y4": 0.8498, "page": 0}, {"Word": "i.e ..", "Confidence": 0.8835, "X1": 0.96552, "Y1": 0.8452, "X2": 0.99204, "Y2": 0.845, "X3": 0.99072, "Y3": 0.8548, "X4": 0.96552, "Y4": 0.8548, "page": 0}, {"Word": "precision of determinations.", "Confidence": 0.94967, "X1": 0.63528, "Y1": 0.8502, "X2": 0.85279, "Y2": 0.85, "X3": 0.85279, "Y3": 0.8638, "X4": 0.63528, "Y4": 0.8648, "page": 0}, {"Word": "one", "Confidence": 0.996, "X1": 0.96419, "Y1": 0.8592, "X2": 0.99867, "Y2": 0.859, "X3": 0.99867, "Y3": 0.8688, "X4": 0.96286, "Y4": 0.8678, "page": 0}, {"Word": "T", "Confidence": 0.995, "X1": 0.98143, "Y1": 0.8702, "X2": 0.99735, "Y2": 0.87, "X3": 0.99735, "Y3": 0.8818, "X4": 0.98143, "Y4": 0.8808, "page": 0}, {"Word": "this", "Confidence": 0.986, "X1": 0.96286, "Y1": 0.8842, "X2": 0.99867, "Y2": 0.884, "X3": 0.99735, "Y3": 0.8938, "X4": 0.96154, "Y4": 0.8928, "page": 0}, {"Word": "Fig", "Confidence": 0.994, "X1": 0.96419, "Y1": 0.8962, "X2": 0.99469, "Y2": 0.896, "X3": 0.99337, "Y3": 0.9088, "X4": 0.96286, "Y4": 0.9088, "page": 0}, {"Word": "with", "Confidence": 0.989, "X1": 0.96286, "Y1": 0.9102, "X2": 0.99735, "Y2": 0.91, "X3": 0.99602, "Y3": 0.9208, "X4": 0.96021, "Y4": 0.9208, "page": 0}, {"Word": "Presented in part at the 19th Tobacco Chemnit", "Confidence": 0.6585, "X1": 0.63926, "Y1": 0.9212, "X2": 0.91512, "Y2": 0.921, "X3": 0.91512, "Y3": 0.9348, "X4": 0.63926, "Y4": 0.9348, "page": 0}, {"Word": "B wi", "Confidence": 0.9935, "X1": 0.96286, "Y1": 0.9222, "X2": 0.99867, "Y2": 0.922, "X3": 0.99735, "Y3": 0.9338, "X4": 0.96286, "Y4": 0.9338, "page": 0}, {"Word": "Research Conference, October 26-28, 19", "Confidence": 0.774, "X1": 0.63528, "Y1": 0.9332, "X2": 0.85411, "Y2": 0.933, "X3": 0.85411, "Y3": 0.9428, "X4": 0.63528, "Y4": 0.9418, "page": 0}, {"Word": "26-28, 1965, Lesmn)-", "Confidence": 0.51567, "X1": 0.80371, "Y1": 0.9282, "X2": 0.91645, "Y2": 0.928, "X3": 0.91645, "Y3": 0.9408, "X4": 0.80371, "Y4": 0.9418, "page": 0}, {"Word": "Bens", "Confidence": 0.883, "X1": 0.96552, "Y1": 0.9372, "X2": 0.99735, "Y2": 0.937, "X3": 0.99602, "Y3": 0.9478, "X4": 0.96552, "Y4": 0.9478, "page": 0}, {"Word": "ton, Kentucky.", "Confidence": 0.621, "X1": 0.63263, "Y1": 0.9412, "X2": 0.71618, "Y2": 0.941, "X3": 0.71618, "Y3": 0.9498, "X4": 0.63263, "Y4": 0.9498, "page": 0}, {"Word": "Present address: Celanese Fibers Co. ( har.", "Confidence": 0.62843, "X1": 0.64456, "Y1": 0.9442, "X2": 0.92042, "Y2": 0.944, "X3": 0.92042, "Y3": 0.9568, "X4": 0.64456, "Y4": 0.9598, "page": 0}, {"Word": "Figure 1. Smoking machine for \"absorbable\" gases.", "Confidence": 0.79257, "X1": 0.02387, "Y1": 0.9532, "X2": 0.34085, "Y2": 0.953, "X3": 0.34085, "Y3": 0.9678, "X4": 0.02387, "Y4": 0.9658, "page": 0}, {"Word": "lotte, N. C.", "Confidence": 0.83467, "X1": 0.6366, "Y1": 0.9572, "X2": 0.70027, "Y2": 0.957, "X3": 0.70027, "Y3": 0.9658, "X4": 0.6366, "Y4": 0.9658, "page": 0}, {"Word": "rese", "Confidence": 0.998, "X1": 0.96684, "Y1": 0.9502, "X2": 0.99602, "Y2": 0.95, "X3": 0.99469, "Y3": 0.9618, "X4": 0.96552, "Y4": 0.9608, "page": 0}, {"Word": "be", "Confidence": 0.992, "X1": 0.96419, "Y1": 0.9622, "X2": 0.98541, "Y2": 0.962, "X3": 0.98408, "Y3": 0.9728, "X4": 0.96419, "Y4": 0.9738, "page": 0}, {"Word": "(Tobacco Science 216)", "Confidence": 0.868, "X1": 0.37135, "Y1": 0.9792, "X2": 0.55836, "Y2": 0.979, "X3": 0.55836, "Y3": 0.9958, "X4": 0.37135, "Y4": 0.9958, "page": 0}], "words_data": [{"Word": "Smoking", "Confidence": 0.997, "X1": 0.08488, "Y1": 0.0062, "X2": 0.27454, "Y2": 0.006, "X3": 0.27321, "Y3": 0.0448, "X4": 0.08223, "Y4": 0.0438, "page": 0, "Index": 0}, {"Word": "Machines", "Confidence": 0.997, "X1": 0.29708, "Y1": 0.0062, "X2": 0.49867, "Y2": 0.006, "X3": 0.49735, "Y3": 0.0468, "X4": 0.29576, "Y4": 0.0458, "page": 0, "Index": 1}, {"Word": "for", "Confidence": 0.998, "X1": 0.50796, "Y1": 0.0072, "X2": 0.57294, "Y2": 0.007, "X3": 0.57294, "Y3": 0.0468, "X4": 0.50796, "Y4": 0.0468, "page": 0, "Index": 2}, {"Word": "the", "Confidence": 0.984, "X1": 0.58355, "Y1": 0.0082, "X2": 0.67905, "Y2": 0.008, "X3": 0.67772, "Y3": 0.0478, "X4": 0.58355, "Y4": 0.0468, "page": 0, "Index": 3}, {"Word": "Analysis", "Confidence": 0.995, "X1": 0.69363, "Y1": 0.0112, "X2": 0.87003, "Y2": 0.011, "X3": 0.87003, "Y3": 0.0478, "X4": 0.69231, "Y4": 0.0478, "page": 0, "Index": 4}, {"Word": "Of", "Confidence": 0.994, "X1": 0.03714, "Y1": 0.0532, "X2": 0.09019, "Y2": 0.053, "X3": 0.08621, "Y3": 0.0918, "X4": 0.03183, "Y4": 0.0908, "page": 0, "Index": 5}, {"Word": "the", "Confidence": 0.993, "X1": 0.1008, "Y1": 0.0532, "X2": 0.17905, "Y2": 0.053, "X3": 0.17507, "Y3": 0.0928, "X4": 0.09682, "Y4": 0.0918, "page": 0, "Index": 6}, {"Word": "Vapor", "Confidence": 0.998, "X1": 0.18966, "Y1": 0.0542, "X2": 0.33024, "Y2": 0.054, "X3": 0.32759, "Y3": 0.0948, "X4": 0.18568, "Y4": 0.0928, "page": 0, "Index": 7}, {"Word": "Phase", "Confidence": 0.998, "X1": 0.34085, "Y1": 0.0552, "X2": 0.47347, "Y2": 0.055, "X3": 0.47215, "Y3": 0.0958, "X4": 0.33687, "Y4": 0.0948, "page": 0, "Index": 8}, {"Word": "of", "Confidence": 0.998, "X1": 0.48408, "Y1": 0.0552, "X2": 0.53183, "Y2": 0.055, "X3": 0.5305, "Y3": 0.0958, "X4": 0.48143, "Y4": 0.0958, "page": 0, "Index": 9}, {"Word": "Cigarette", "Confidence": 0.991, "X1": 0.54244, "Y1": 0.0572, "X2": 0.75464, "Y2": 0.057, "X3": 0.75332, "Y3": 0.0958, "X4": 0.53979, "Y4": 0.0958, "page": 0, "Index": 10}, {"Word": "Smokel", "Confidence": 0.847, "X1": 0.76393, "Y1": 0.0582, "X2": 0.92573, "Y2": 0.058, "X3": 0.92706, "Y3": 0.0938, "X4": 0.76393, "Y4": 0.0958, "page": 0, "Index": 11}, {"Word": "By", "Confidence": 0.997, "X1": 0.22812, "Y1": 0.1732, "X2": 0.25729, "Y2": 0.173, "X3": 0.25729, "Y3": 0.1938, "X4": 0.22944, "Y4": 0.1938, "page": 0, "Index": 12}, {"Word": "V.", "Confidence": 0.995, "X1": 0.2626, "Y1": 0.1732, "X2": 0.28647, "Y2": 0.173, "X3": 0.28647, "Y3": 0.1938, "X4": 0.2626, "Y4": 0.1938, "page": 0, "Index": 13}, {"Word": "Norman,", "Confidence": 0.991, "X1": 0.29178, "Y1": 0.1732, "X2": 0.38329, "Y2": 0.173, "X3": 0.38329, "Y3": 0.1938, "X4": 0.29178, "Y4": 0.1938, "page": 0, "Index": 14}, {"Word": "J.", "Confidence": 0.998, "X1": 0.38859, "Y1": 0.1732, "X2": 0.40849, "Y2": 0.173, "X3": 0.40849, "Y3": 0.1938, "X4": 0.38859, "Y4": 0.1938, "page": 0, "Index": 15}, {"Word": "R.", "Confidence": 0.998, "X1": 0.41379, "Y1": 0.1732, "X2": 0.43899, "Y2": 0.173, "X3": 0.43899, "Y3": 0.1938, "X4": 0.41379, "Y4": 0.1938, "page": 0, "Index": 16}, {"Word": "Newsome", "Confidence": 0.993, "X1": 0.4443, "Y1": 0.1742, "X2": 0.54509, "Y2": 0.174, "X3": 0.54509, "Y3": 0.1938, "X4": 0.4443, "Y4": 0.1938, "page": 0, "Index": 17}, {"Word": "and", "Confidence": 0.998, "X1": 0.5504, "Y1": 0.1742, "X2": 0.59284, "Y2": 0.174, "X3": 0.59151, "Y3": 0.1938, "X4": 0.5504, "Y4": 0.1938, "page": 0, "Index": 18}, {"Word": "C.", "Confidence": 0.992, "X1": 0.59814, "Y1": 0.1742, "X2": 0.62467, "Y2": 0.174, "X3": 0.62334, "Y3": 0.1938, "X4": 0.59682, "Y4": 0.1938, "page": 0, "Index": 19}, {"Word": "H.", "Confidence": 0.997, "X1": 0.62997, "Y1": 0.1742, "X2": 0.65782, "Y2": 0.174, "X3": 0.6565, "Y3": 0.1938, "X4": 0.62865, "Y4": 0.1938, "page": 0, "Index": 20}, {"Word": "Keith'", "Confidence": 0.61, "X1": 0.66313, "Y1": 0.1742, "X2": 0.72812, "Y2": 0.174, "X3": 0.72679, "Y3": 0.1948, "X4": 0.6618, "Y4": 0.1938, "page": 0, "Index": 21}, {"Word": "Figu", "Confidence": 0.777, "X1": 0.96419, "Y1": 0.2132, "X2": 0.99337, "Y2": 0.213, "X3": 0.99337, "Y3": 0.2268, "X4": 0.96419, "Y4": 0.2278, "page": 0, "Index": 22}, {"Word": "gaves", "Confidence": 0.815, "X1": 0.96552, "Y1": 0.2262, "X2": 0.99735, "Y2": 0.226, "X3": 0.99867, "Y3": 0.2368, "X4": 0.96552, "Y4": 0.2378, "page": 0, "Index": 23}, {"Word": "Research", "Confidence": 0.991, "X1": 0.28647, "Y1": 0.2222, "X2": 0.36207, "Y2": 0.222, "X3": 0.36074, "Y3": 0.2398, "X4": 0.28515, "Y4": 0.2408, "page": 0, "Index": 24}, {"Word": "Department,", "Confidence": 0.991, "X1": 0.36737, "Y1": 0.2222, "X2": 0.4748, "Y2": 0.222, "X3": 0.4748, "Y3": 0.2408, "X4": 0.36605, "Y4": 0.2398, "page": 0, "Index": 25}, {"Word": "Liggett", "Confidence": 0.991, "X1": 0.48011, "Y1": 0.2232, "X2": 0.54377, "Y2": 0.223, "X3": 0.54509, "Y3": 0.2408, "X4": 0.48011, "Y4": 0.2408, "page": 0, "Index": 26}, {"Word": "&", "Confidence": 0.997, "X1": 0.54907, "Y1": 0.2232, "X2": 0.56101, "Y2": 0.223, "X3": 0.56101, "Y3": 0.2418, "X4": 0.54907, "Y4": 0.2418, "page": 0, "Index": 27}, {"Word": "Myers,", "Confidence": 0.995, "X1": 0.56631, "Y1": 0.2242, "X2": 0.62467, "Y2": 0.224, "X3": 0.62599, "Y3": 0.2428, "X4": 0.56631, "Y4": 0.2418, "page": 0, "Index": 28}, {"Word": "Inc", "Confidence": 0.958, "X1": 0.62997, "Y1": 0.2242, "X2": 0.64987, "Y2": 0.224, "X3": 0.64987, "Y3": 0.2428, "X4": 0.62997, "Y4": 0.2428, "page": 0, "Index": 29}, {"Word": ".,", "Confidence": 0.899, "X1": 0.65385, "Y1": 0.2242, "X2": 0.66976, "Y2": 0.224, "X3": 0.66976, "Y3": 0.2438, "X4": 0.65517, "Y4": 0.2438, "page": 0, "Index": 30}, {"Word": "Durham,", "Confidence": 0.991, "X1": 0.38064, "Y1": 0.2392, "X2": 0.45225, "Y2": 0.239, "X3": 0.45225, "Y3": 0.2568, "X4": 0.38064, "Y4": 0.2558, "page": 0, "Index": 31}, {"Word": "N.", "Confidence": 0.956, "X1": 0.45756, "Y1": 0.2392, "X2": 0.47745, "Y2": 0.239, "X3": 0.47745, "Y3": 0.2568, "X4": 0.45756, "Y4": 0.2568, "page": 0, "Index": 32}, {"Word": "C", "Confidence": 0.996, "X1": 0.48276, "Y1": 0.2392, "X2": 0.49337, "Y2": 0.239, "X3": 0.49337, "Y3": 0.2568, "X4": 0.48143, "Y4": 0.2568, "page": 0, "Index": 33}, {"Word": ".,", "Confidence": 0.981, "X1": 0.49735, "Y1": 0.2392, "X2": 0.50928, "Y2": 0.239, "X3": 0.50796, "Y3": 0.2568, "X4": 0.49735, "Y4": 0.2568, "page": 0, "Index": 34}, {"Word": "U.S.A.", "Confidence": 0.966, "X1": 0.51326, "Y1": 0.2392, "X2": 0.57825, "Y2": 0.239, "X3": 0.57825, "Y3": 0.2568, "X4": 0.51326, "Y4": 0.2568, "page": 0, "Index": 35}, {"Word": "Gas", "Confidence": 0.776, "X1": 0.96552, "Y1": 0.2892, "X2": 0.99602, "Y2": 0.289, "X3": 0.99602, "Y3": 0.3068, "X4": 0.96419, "Y4": 0.3058, "page": 0, "Index": 36}, {"Word": "T", "Confidence": 0.995, "X1": 0.98276, "Y1": 0.3182, "X2": 0.99204, "Y2": 0.318, "X3": 0.99337, "Y3": 0.3308, "X4": 0.98276, "Y4": 0.3308, "page": 0, "Index": 37}, {"Word": "smo", "Confidence": 0.998, "X1": 0.96419, "Y1": 0.3332, "X2": 0.99602, "Y2": 0.333, "X3": 0.99735, "Y3": 0.3448, "X4": 0.96419, "Y4": 0.3458, "page": 0, "Index": 38}, {"Word": "ure", "Confidence": 0.926, "X1": 0.96552, "Y1": 0.3472, "X2": 0.99204, "Y2": 0.347, "X3": 0.99204, "Y3": 0.3578, "X4": 0.96552, "Y4": 0.3578, "page": 0, "Index": 39}, {"Word": "Introduction", "Confidence": 0.939, "X1": 0.03316, "Y1": 0.3452, "X2": 0.12069, "Y2": 0.345, "X3": 0.11936, "Y3": 0.3598, "X4": 0.0305, "Y4": 0.3588, "page": 0, "Index": 40}, {"Word": "but", "Confidence": 0.998, "X1": 0.33687, "Y1": 0.3462, "X2": 0.36472, "Y2": 0.346, "X3": 0.3634, "Y3": 0.3608, "X4": 0.33554, "Y4": 0.3598, "page": 0, "Index": 41}, {"Word": "also", "Confidence": 0.991, "X1": 0.37533, "Y1": 0.3462, "X2": 0.40716, "Y2": 0.346, "X3": 0.40584, "Y3": 0.3608, "X4": 0.37268, "Y4": 0.3608, "page": 0, "Index": 42}, {"Word": "exhibit", "Confidence": 0.993, "X1": 0.41645, "Y1": 0.3472, "X2": 0.47613, "Y2": 0.347, "X3": 0.4748, "Y3": 0.3608, "X4": 0.41512, "Y4": 0.3608, "page": 0, "Index": 43}, {"Word": "specific", "Confidence": 0.991, "X1": 0.48541, "Y1": 0.3472, "X2": 0.54509, "Y2": 0.347, "X3": 0.54509, "Y3": 0.3618, "X4": 0.48408, "Y4": 0.3608, "page": 0, "Index": 44}, {"Word": "pharma-", "Confidence": 0.995, "X1": 0.55305, "Y1": 0.3472, "X2": 0.62467, "Y2": 0.347, "X3": 0.62467, "Y3": 0.3628, "X4": 0.55305, "Y4": 0.3618, "page": 0, "Index": 45}, {"Word": "or", "Confidence": 0.995, "X1": 0.63926, "Y1": 0.3492, "X2": 0.65782, "Y2": 0.349, "X3": 0.65782, "Y3": 0.3618, "X4": 0.63926, "Y4": 0.3618, "page": 0, "Index": 46}, {"Word": "absorbent", "Confidence": 0.995, "X1": 0.66578, "Y1": 0.3492, "X2": 0.74403, "Y2": 0.349, "X3": 0.74403, "Y3": 0.3628, "X4": 0.66578, "Y4": 0.3618, "page": 0, "Index": 47}, {"Word": "materials", "Confidence": 0.995, "X1": 0.74934, "Y1": 0.3492, "X2": 0.82626, "Y2": 0.349, "X3": 0.82626, "Y3": 0.3638, "X4": 0.74934, "Y4": 0.3628, "page": 0, "Index": 48}, {"Word": "in", "Confidence": 0.998, "X1": 0.83156, "Y1": 0.3502, "X2": 0.84881, "Y2": 0.35, "X3": 0.84748, "Y3": 0.3638, "X4": 0.83156, "Y4": 0.3638, "page": 0, "Index": 49}, {"Word": "the", "Confidence": 0.998, "X1": 0.85676, "Y1": 0.3502, "X2": 0.88462, "Y2": 0.35, "X3": 0.88462, "Y3": 0.3638, "X4": 0.85676, "Y4": 0.3638, "page": 0, "Index": 50}, {"Word": "cig-", "Confidence": 0.936, "X1": 0.88992, "Y1": 0.3502, "X2": 0.92175, "Y2": 0.35, "X3": 0.92175, "Y3": 0.3638, "X4": 0.88992, "Y4": 0.3638, "page": 0, "Index": 51}, {"Word": "During", "Confidence": 0.997, "X1": 0.04642, "Y1": 0.3642, "X2": 0.10212, "Y2": 0.364, "X3": 0.10212, "Y3": 0.3778, "X4": 0.04642, "Y4": 0.3778, "page": 0, "Index": 52}, {"Word": "recent", "Confidence": 0.997, "X1": 0.1061, "Y1": 0.3642, "X2": 0.15517, "Y2": 0.364, "X3": 0.15517, "Y3": 0.3768, "X4": 0.1061, "Y4": 0.3778, "page": 0, "Index": 53}, {"Word": "years", "Confidence": 0.993, "X1": 0.15915, "Y1": 0.3632, "X2": 0.20159, "Y2": 0.363, "X3": 0.20027, "Y3": 0.3768, "X4": 0.15915, "Y4": 0.3768, "page": 0, "Index": 54}, {"Word": "there", "Confidence": 0.997, "X1": 0.20424, "Y1": 0.3632, "X2": 0.24403, "Y2": 0.363, "X3": 0.24403, "Y3": 0.3768, "X4": 0.20424, "Y4": 0.3768, "page": 0, "Index": 55}, {"Word": "has", "Confidence": 0.998, "X1": 0.24801, "Y1": 0.3632, "X2": 0.27454, "Y2": 0.363, "X3": 0.27454, "Y3": 0.3768, "X4": 0.24801, "Y4": 0.3768, "page": 0, "Index": 56}, {"Word": "been", "Confidence": 0.991, "X1": 0.27851, "Y1": 0.3632, "X2": 0.31432, "Y2": 0.363, "X3": 0.31432, "Y3": 0.3758, "X4": 0.27851, "Y4": 0.3768, "page": 0, "Index": 57}, {"Word": "\"", "Confidence": 0.011, "X1": 0.31698, "Y1": 0.3632, "X2": 0.32759, "Y2": 0.363, "X3": 0.32759, "Y3": 0.3758, "X4": 0.31698, "Y4": 0.3758, "page": 0, "Index": 58}, {"Word": "cological", "Confidence": 0.994, "X1": 0.33554, "Y1": 0.3622, "X2": 0.40584, "Y2": 0.362, "X3": 0.40451, "Y3": 0.3758, "X4": 0.33422, "Y4": 0.3758, "page": 0, "Index": 59}, {"Word": "affects", "Confidence": 0.972, "X1": 0.41777, "Y1": 0.3622, "X2": 0.4695, "Y2": 0.362, "X3": 0.4695, "Y3": 0.3758, "X4": 0.41645, "Y4": 0.3758, "page": 0, "Index": 60}, {"Word": "such", "Confidence": 0.981, "X1": 0.48276, "Y1": 0.3632, "X2": 0.51989, "Y2": 0.363, "X3": 0.51857, "Y3": 0.3758, "X4": 0.48276, "Y4": 0.3758, "page": 0, "Index": 61}, {"Word": "as", "Confidence": 0.998, "X1": 0.53448, "Y1": 0.3632, "X2": 0.55438, "Y2": 0.363, "X3": 0.55438, "Y3": 0.3758, "X4": 0.53448, "Y4": 0.3758, "page": 0, "Index": 62}, {"Word": "ciliary", "Confidence": 0.991, "X1": 0.56764, "Y1": 0.3632, "X2": 0.61936, "Y2": 0.363, "X3": 0.61936, "Y3": 0.3758, "X4": 0.56764, "Y4": 0.3758, "page": 0, "Index": 63}, {"Word": "arette", "Confidence": 0.992, "X1": 0.64058, "Y1": 0.3632, "X2": 0.68568, "Y2": 0.363, "X3": 0.68568, "Y3": 0.3758, "X4": 0.64058, "Y4": 0.3748, "page": 0, "Index": 64}, {"Word": "filter.", "Confidence": 0.993, "X1": 0.69761, "Y1": 0.3632, "X2": 0.74536, "Y2": 0.363, "X3": 0.74536, "Y3": 0.3768, "X4": 0.69761, "Y4": 0.3758, "page": 0, "Index": 65}, {"Word": "These", "Confidence": 0.998, "X1": 0.75464, "Y1": 0.3642, "X2": 0.80106, "Y2": 0.364, "X3": 0.80106, "Y3": 0.3768, "X4": 0.75464, "Y4": 0.3768, "page": 0, "Index": 66}, {"Word": "considerations\"", "Confidence": 0.198, "X1": 0.81167, "Y1": 0.3642, "X2": 0.93103, "Y2": 0.364, "X3": 0.92971, "Y3": 0.3768, "X4": 0.81167, "Y4": 0.3768, "page": 0, "Index": 67}, {"Word": "pict", "Confidence": 0.987, "X1": 0.96817, "Y1": 0.3602, "X2": 0.99735, "Y2": 0.36, "X3": 0.99735, "Y3": 0.3708, "X4": 0.96817, "Y4": 0.3708, "page": 0, "Index": 68}, {"Word": "Fig", "Confidence": 0.961, "X1": 0.96552, "Y1": 0.3722, "X2": 0.99337, "Y2": 0.372, "X3": 0.99337, "Y3": 0.3848, "X4": 0.96552, "Y4": 0.3848, "page": 0, "Index": 69}, {"Word": "a", "Confidence": 0.849, "X1": 0.0305, "Y1": 0.3782, "X2": 0.03979, "Y2": 0.378, "X3": 0.03979, "Y3": 0.3918, "X4": 0.0305, "Y4": 0.3918, "page": 0, "Index": 70}, {"Word": "considerable", "Confidence": 0.991, "X1": 0.04244, "Y1": 0.3782, "X2": 0.13926, "Y2": 0.378, "X3": 0.13926, "Y3": 0.3908, "X4": 0.04244, "Y4": 0.3918, "page": 0, "Index": 71}, {"Word": "increase", "Confidence": 0.996, "X1": 0.14324, "Y1": 0.3782, "X2": 0.20822, "Y2": 0.378, "X3": 0.2069, "Y3": 0.3908, "X4": 0.14324, "Y4": 0.3908, "page": 0, "Index": 72}, {"Word": "of", "Confidence": 0.998, "X1": 0.2122, "Y1": 0.3782, "X2": 0.22944, "Y2": 0.378, "X3": 0.22812, "Y3": 0.3908, "X4": 0.21088, "Y4": 0.3908, "page": 0, "Index": 73}, {"Word": "interest", "Confidence": 0.996, "X1": 0.2321, "Y1": 0.3782, "X2": 0.2931, "Y2": 0.378, "X3": 0.29178, "Y3": 0.3908, "X4": 0.23077, "Y4": 0.3908, "page": 0, "Index": 74}, {"Word": "in", "Confidence": 0.998, "X1": 0.29708, "Y1": 0.3772, "X2": 0.31432, "Y2": 0.377, "X3": 0.313, "Y3": 0.3908, "X4": 0.29576, "Y4": 0.3908, "page": 0, "Index": 75}, {"Word": "inhibition", "Confidence": 0.994, "X1": 0.33554, "Y1": 0.3762, "X2": 0.41114, "Y2": 0.376, "X3": 0.41114, "Y3": 0.3898, "X4": 0.33422, "Y4": 0.3898, "page": 0, "Index": 76}, {"Word": "and", "Confidence": 0.998, "X1": 0.42706, "Y1": 0.3772, "X2": 0.45623, "Y2": 0.377, "X3": 0.45623, "Y3": 0.3898, "X4": 0.42706, "Y4": 0.3898, "page": 0, "Index": 77}, {"Word": "cytotoxicity", "Confidence": 0.959, "X1": 0.47082, "Y1": 0.3782, "X2": 0.56366, "Y2": 0.378, "X3": 0.56366, "Y3": 0.3908, "X4": 0.47082, "Y4": 0.3908, "page": 0, "Index": 78}, {"Word": "when", "Confidence": 0.988, "X1": 0.57825, "Y1": 0.3782, "X2": 0.61936, "Y2": 0.378, "X3": 0.61936, "Y3": 0.3918, "X4": 0.57825, "Y4": 0.3918, "page": 0, "Index": 79}, {"Word": "prompted", "Confidence": 0.995, "X1": 0.63926, "Y1": 0.3762, "X2": 0.71088, "Y2": 0.376, "X3": 0.71088, "Y3": 0.3898, "X4": 0.63926, "Y4": 0.3888, "page": 0, "Index": 80}, {"Word": "our", "Confidence": 0.998, "X1": 0.71751, "Y1": 0.3762, "X2": 0.74536, "Y2": 0.376, "X3": 0.74536, "Y3": 0.3898, "X4": 0.71751, "Y4": 0.3898, "page": 0, "Index": 81}, {"Word": "development", "Confidence": 0.994, "X1": 0.75066, "Y1": 0.3772, "X2": 0.84748, "Y2": 0.377, "X3": 0.84748, "Y3": 0.3908, "X4": 0.75066, "Y4": 0.3898, "page": 0, "Index": 82}, {"Word": "of", "Confidence": 0.998, "X1": 0.85146, "Y1": 0.3772, "X2": 0.87135, "Y2": 0.377, "X3": 0.87135, "Y3": 0.3908, "X4": 0.85146, "Y4": 0.3908, "page": 0, "Index": 83}, {"Word": "rapid.", "Confidence": 0.85, "X1": 0.87401, "Y1": 0.3782, "X2": 0.92175, "Y2": 0.378, "X3": 0.92175, "Y3": 0.3918, "X4": 0.87401, "Y4": 0.3908, "page": 0, "Index": 84}, {"Word": "the", "Confidence": 0.995, "X1": 0.0305, "Y1": 0.3912, "X2": 0.0557, "Y2": 0.391, "X3": 0.0557, "Y3": 0.4048, "X4": 0.0305, "Y4": 0.4048, "page": 0, "Index": 85}, {"Word": "vapor", "Confidence": 0.994, "X1": 0.06101, "Y1": 0.3912, "X2": 0.1061, "Y2": 0.391, "X3": 0.1061, "Y3": 0.4048, "X4": 0.05968, "Y4": 0.4048, "page": 0, "Index": 86}, {"Word": "phase", "Confidence": 0.997, "X1": 0.11273, "Y1": 0.3912, "X2": 0.15915, "Y2": 0.391, "X3": 0.15915, "Y3": 0.4048, "X4": 0.11273, "Y4": 0.4048, "page": 0, "Index": 87}, {"Word": "of", "Confidence": 0.992, "X1": 0.16313, "Y1": 0.3912, "X2": 0.18435, "Y2": 0.391, "X3": 0.18435, "Y3": 0.4048, "X4": 0.16313, "Y4": 0.4048, "page": 0, "Index": 88}, {"Word": "cigarette", "Confidence": 0.995, "X1": 0.18833, "Y1": 0.3912, "X2": 0.26127, "Y2": 0.391, "X3": 0.26127, "Y3": 0.4058, "X4": 0.18833, "Y4": 0.4048, "page": 0, "Index": 89}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.26525, "Y1": 0.3912, "X2": 0.31698, "Y2": 0.391, "X3": 0.31698, "Y3": 0.4058, "X4": 0.26525, "Y4": 0.4058, "page": 0, "Index": 90}, {"Word": "evaluated", "Confidence": 0.993, "X1": 0.33687, "Y1": 0.3912, "X2": 0.40981, "Y2": 0.391, "X3": 0.40849, "Y3": 0.4048, "X4": 0.33554, "Y4": 0.4048, "page": 0, "Index": 91}, {"Word": "in", "Confidence": 0.998, "X1": 0.41777, "Y1": 0.3912, "X2": 0.43634, "Y2": 0.391, "X3": 0.43501, "Y3": 0.4058, "X4": 0.41645, "Y4": 0.4058, "page": 0, "Index": 92}, {"Word": "laboratory", "Confidence": 0.992, "X1": 0.44297, "Y1": 0.3922, "X2": 0.52653, "Y2": 0.392, "X3": 0.5252, "Y3": 0.4058, "X4": 0.44164, "Y4": 0.4058, "page": 0, "Index": 93}, {"Word": "tests", "Confidence": 0.997, "X1": 0.53581, "Y1": 0.3922, "X2": 0.5756, "Y2": 0.392, "X3": 0.5756, "Y3": 0.4068, "X4": 0.53448, "Y4": 0.4058, "page": 0, "Index": 94}, {"Word": "with", "Confidence": 0.98, "X1": 0.58223, "Y1": 0.3922, "X2": 0.61936, "Y2": 0.392, "X3": 0.61804, "Y3": 0.4068, "X4": 0.58223, "Y4": 0.4068, "page": 0, "Index": 95}, {"Word": "quantitative", "Confidence": 0.981, "X1": 0.63926, "Y1": 0.3902, "X2": 0.73342, "Y2": 0.39, "X3": 0.73342, "Y3": 0.4038, "X4": 0.63793, "Y4": 0.4028, "page": 0, "Index": 96}, {"Word": "techniques", "Confidence": 0.993, "X1": 0.74138, "Y1": 0.3902, "X2": 0.82493, "Y2": 0.39, "X3": 0.82493, "Y3": 0.4038, "X4": 0.74138, "Y4": 0.4038, "page": 0, "Index": 97}, {"Word": "particularly", "Confidence": 0.885, "X1": 0.83024, "Y1": 0.3912, "X2": 0.92175, "Y2": 0.391, "X3": 0.92175, "Y3": 0.4038, "X4": 0.83024, "Y4": 0.4038, "page": 0, "Index": 98}, {"Word": "are", "Confidence": 0.998, "X1": 0.96552, "Y1": 0.3872, "X2": 0.99072, "Y2": 0.387, "X3": 0.99072, "Y3": 0.3988, "X4": 0.96419, "Y4": 0.3978, "page": 0, "Index": 99}, {"Word": "as", "Confidence": 0.998, "X1": 0.03183, "Y1": 0.4052, "X2": 0.04907, "Y2": 0.405, "X3": 0.04775, "Y3": 0.4178, "X4": 0.0305, "Y4": 0.4178, "page": 0, "Index": 100}, {"Word": "reflected", "Confidence": 0.526, "X1": 0.05438, "Y1": 0.4052, "X2": 0.11936, "Y2": 0.405, "X3": 0.11936, "Y3": 0.4178, "X4": 0.05305, "Y4": 0.4178, "page": 0, "Index": 101}, {"Word": "by", "Confidence": 0.998, "X1": 0.12599, "Y1": 0.4052, "X2": 0.14721, "Y2": 0.405, "X3": 0.14589, "Y3": 0.4178, "X4": 0.12467, "Y4": 0.4178, "page": 0, "Index": 102}, {"Word": "suited", "Confidence": 0.995, "X1": 0.63926, "Y1": 0.4022, "X2": 0.687, "Y2": 0.402, "X3": 0.68568, "Y3": 0.4168, "X4": 0.63926, "Y4": 0.4168, "page": 0, "Index": 103}, {"Word": "for", "Confidence": 0.998, "X1": 0.69761, "Y1": 0.4032, "X2": 0.72414, "Y2": 0.403, "X3": 0.72414, "Y3": 0.4168, "X4": 0.69761, "Y4": 0.4168, "page": 0, "Index": 104}, {"Word": "the", "Confidence": 0.998, "X1": 0.73475, "Y1": 0.4032, "X2": 0.7626, "Y2": 0.403, "X3": 0.76127, "Y3": 0.4168, "X4": 0.73342, "Y4": 0.4168, "page": 0, "Index": 105}, {"Word": "analysis", "Confidence": 0.994, "X1": 0.77056, "Y1": 0.4042, "X2": 0.83687, "Y2": 0.404, "X3": 0.83554, "Y3": 0.4168, "X4": 0.77056, "Y4": 0.4168, "page": 0, "Index": 106}, {"Word": "of", "Confidence": 0.998, "X1": 0.84483, "Y1": 0.4042, "X2": 0.86472, "Y2": 0.404, "X3": 0.8634, "Y3": 0.4168, "X4": 0.84483, "Y4": 0.4168, "page": 0, "Index": 107}, {"Word": "smoke", "Confidence": 0.996, "X1": 0.87268, "Y1": 0.4052, "X2": 0.92175, "Y2": 0.405, "X3": 0.92042, "Y3": 0.4168, "X4": 0.87268, "Y4": 0.4168, "page": 0, "Index": 108}, {"Word": "hold", "Confidence": 0.601, "X1": 0.96552, "Y1": 0.4002, "X2": 0.99469, "Y2": 0.4, "X3": 0.99337, "Y3": 0.4118, "X4": 0.96552, "Y4": 0.4108, "page": 0, "Index": 109}, {"Word": "the", "Confidence": 0.998, "X1": 0.15385, "Y1": 0.4052, "X2": 0.1817, "Y2": 0.405, "X3": 0.18037, "Y3": 0.4188, "X4": 0.15385, "Y4": 0.4178, "page": 0, "Index": 110}, {"Word": "number", "Confidence": 0.997, "X1": 0.187, "Y1": 0.4052, "X2": 0.24934, "Y2": 0.405, "X3": 0.24801, "Y3": 0.4188, "X4": 0.18568, "Y4": 0.4188, "page": 0, "Index": 111}, {"Word": "of", "Confidence": 0.995, "X1": 0.25332, "Y1": 0.4052, "X2": 0.27454, "Y2": 0.405, "X3": 0.27321, "Y3": 0.4188, "X4": 0.25332, "Y4": 0.4188, "page": 0, "Index": 112}, {"Word": "pub-", "Confidence": 0.867, "X1": 0.27851, "Y1": 0.4062, "X2": 0.31698, "Y2": 0.406, "X3": 0.31565, "Y3": 0.4198, "X4": 0.27851, "Y4": 0.4188, "page": 0, "Index": 113}, {"Word": "biological", "Confidence": 0.991, "X1": 0.33687, "Y1": 0.4062, "X2": 0.41379, "Y2": 0.406, "X3": 0.41379, "Y3": 0.4208, "X4": 0.33554, "Y4": 0.4198, "page": 0, "Index": 114}, {"Word": "preparations", "Confidence": 0.992, "X1": 0.42308, "Y1": 0.4062, "X2": 0.52255, "Y2": 0.406, "X3": 0.52255, "Y3": 0.4208, "X4": 0.42175, "Y4": 0.4208, "page": 0, "Index": 115}, {"Word": "of", "Confidence": 0.998, "X1": 0.53316, "Y1": 0.4062, "X2": 0.55438, "Y2": 0.406, "X3": 0.55438, "Y3": 0.4208, "X4": 0.53316, "Y4": 0.4208, "page": 0, "Index": 116}, {"Word": "animal", "Confidence": 0.885, "X1": 0.56631, "Y1": 0.4052, "X2": 0.62334, "Y2": 0.405, "X3": 0.62334, "Y3": 0.4208, "X4": 0.56631, "Y4": 0.4208, "page": 0, "Index": 117}, {"Word": "Bow", "Confidence": 0.612, "X1": 0.96684, "Y1": 0.4142, "X2": 0.99204, "Y2": 0.414, "X3": 0.99204, "Y3": 0.4248, "X4": 0.96684, "Y4": 0.4238, "page": 0, "Index": 118}, {"Word": "lications", "Confidence": 0.958, "X1": 0.02785, "Y1": 0.4192, "X2": 0.09549, "Y2": 0.419, "X3": 0.09416, "Y3": 0.4318, "X4": 0.02785, "Y4": 0.4318, "page": 0, "Index": 119}, {"Word": "that", "Confidence": 0.989, "X1": 0.09947, "Y1": 0.4192, "X2": 0.13528, "Y2": 0.419, "X3": 0.13395, "Y3": 0.4318, "X4": 0.09947, "Y4": 0.4318, "page": 0, "Index": 120}, {"Word": "have", "Confidence": 0.991, "X1": 0.13793, "Y1": 0.4192, "X2": 0.17772, "Y2": 0.419, "X3": 0.17639, "Y3": 0.4318, "X4": 0.13793, "Y4": 0.4318, "page": 0, "Index": 121}, {"Word": "appeared", "Confidence": 0.969, "X1": 0.1817, "Y1": 0.4192, "X2": 0.25332, "Y2": 0.419, "X3": 0.25199, "Y3": 0.4318, "X4": 0.1817, "Y4": 0.4318, "page": 0, "Index": 122}, {"Word": "on", "Confidence": 0.998, "X1": 0.25729, "Y1": 0.4192, "X2": 0.27719, "Y2": 0.419, "X3": 0.27719, "Y3": 0.4318, "X4": 0.25729, "Y4": 0.4318, "page": 0, "Index": 123}, {"Word": "this", "Confidence": 0.991, "X1": 0.28382, "Y1": 0.4192, "X2": 0.31698, "Y2": 0.419, "X3": 0.31698, "Y3": 0.4328, "X4": 0.28249, "Y4": 0.4318, "page": 0, "Index": 124}, {"Word": "tissues", "Confidence": 0.994, "X1": 0.33422, "Y1": 0.4202, "X2": 0.38992, "Y2": 0.42, "X3": 0.38859, "Y3": 0.4338, "X4": 0.33422, "Y4": 0.4328, "page": 0, "Index": 125}, {"Word": "or", "Confidence": 0.998, "X1": 0.39523, "Y1": 0.4202, "X2": 0.41247, "Y2": 0.42, "X3": 0.41247, "Y3": 0.4338, "X4": 0.3939, "Y4": 0.4338, "page": 0, "Index": 126}, {"Word": "cells", "Confidence": 0.994, "X1": 0.41777, "Y1": 0.4202, "X2": 0.45491, "Y2": 0.42, "X3": 0.45491, "Y3": 0.4338, "X4": 0.41777, "Y4": 0.4338, "page": 0, "Index": 127}, {"Word": "(8,", "Confidence": 0.907, "X1": 0.46021, "Y1": 0.4202, "X2": 0.48674, "Y2": 0.42, "X3": 0.48541, "Y3": 0.4338, "X4": 0.46021, "Y4": 0.4338, "page": 0, "Index": 128}, {"Word": "15).", "Confidence": 0.986, "X1": 0.48939, "Y1": 0.4202, "X2": 0.52653, "Y2": 0.42, "X3": 0.52653, "Y3": 0.4338, "X4": 0.48939, "Y4": 0.4338, "page": 0, "Index": 129}, {"Word": "The", "Confidence": 0.994, "X1": 0.53183, "Y1": 0.4202, "X2": 0.56233, "Y2": 0.42, "X3": 0.56233, "Y3": 0.4338, "X4": 0.53183, "Y4": 0.4338, "page": 0, "Index": 130}, {"Word": "second", "Confidence": 0.997, "X1": 0.56764, "Y1": 0.4212, "X2": 0.61804, "Y2": 0.421, "X3": 0.61804, "Y3": 0.4338, "X4": 0.56631, "Y4": 0.4338, "page": 0, "Index": 131}, {"Word": "vapors.", "Confidence": 0.994, "X1": 0.63926, "Y1": 0.4172, "X2": 0.70027, "Y2": 0.417, "X3": 0.69894, "Y3": 0.4308, "X4": 0.63926, "Y4": 0.4298, "page": 0, "Index": 132}, {"Word": "subject", "Confidence": 0.994, "X1": 0.02918, "Y1": 0.4322, "X2": 0.08753, "Y2": 0.432, "X3": 0.08621, "Y3": 0.4458, "X4": 0.02785, "Y4": 0.4458, "page": 0, "Index": 133}, {"Word": "(2,", "Confidence": 0.937, "X1": 0.09416, "Y1": 0.4312, "X2": 0.12069, "Y2": 0.431, "X3": 0.11936, "Y3": 0.4458, "X4": 0.09284, "Y4": 0.4458, "page": 0, "Index": 134}, {"Word": "3,", "Confidence": 0.995, "X1": 0.12467, "Y1": 0.4312, "X2": 0.14456, "Y2": 0.431, "X3": 0.14456, "Y3": 0.4458, "X4": 0.12334, "Y4": 0.4458, "page": 0, "Index": 135}, {"Word": "5,", "Confidence": 0.981, "X1": 0.14854, "Y1": 0.4312, "X2": 0.16844, "Y2": 0.431, "X3": 0.16711, "Y3": 0.4458, "X4": 0.14721, "Y4": 0.4458, "page": 0, "Index": 136}, {"Word": "6,", "Confidence": 0.78, "X1": 0.17109, "Y1": 0.4312, "X2": 0.19098, "Y2": 0.431, "X3": 0.18966, "Y3": 0.4458, "X4": 0.17109, "Y4": 0.4458, "page": 0, "Index": 137}, {"Word": "11,", "Confidence": 0.969, "X1": 0.19496, "Y1": 0.4322, "X2": 0.22281, "Y2": 0.432, "X3": 0.22149, "Y3": 0.4458, "X4": 0.19363, "Y4": 0.4458, "page": 0, "Index": 138}, {"Word": "12,", "Confidence": 0.997, "X1": 0.22679, "Y1": 0.4322, "X2": 0.25464, "Y2": 0.432, "X3": 0.25332, "Y3": 0.4458, "X4": 0.22546, "Y4": 0.4458, "page": 0, "Index": 139}, {"Word": "13", "Confidence": 0.997, "X1": 0.25729, "Y1": 0.4332, "X2": 0.27851, "Y2": 0.433, "X3": 0.27719, "Y3": 0.4458, "X4": 0.25729, "Y4": 0.4458, "page": 0, "Index": 140}, {"Word": "and", "Confidence": 0.998, "X1": 0.28515, "Y1": 0.4332, "X2": 0.31565, "Y2": 0.433, "X3": 0.31432, "Y3": 0.4458, "X4": 0.28515, "Y4": 0.4458, "page": 0, "Index": 141}, {"Word": "factor", "Confidence": 0.997, "X1": 0.33554, "Y1": 0.4342, "X2": 0.38329, "Y2": 0.434, "X3": 0.38196, "Y3": 0.4468, "X4": 0.33422, "Y4": 0.4468, "page": 0, "Index": 142}, {"Word": "is", "Confidence": 0.998, "X1": 0.38992, "Y1": 0.4342, "X2": 0.40716, "Y2": 0.434, "X3": 0.40716, "Y3": 0.4468, "X4": 0.38859, "Y4": 0.4468, "page": 0, "Index": 143}, {"Word": "the", "Confidence": 0.998, "X1": 0.41247, "Y1": 0.4342, "X2": 0.44032, "Y2": 0.434, "X3": 0.43899, "Y3": 0.4468, "X4": 0.41114, "Y4": 0.4468, "page": 0, "Index": 144}, {"Word": "realization", "Confidence": 0.994, "X1": 0.44562, "Y1": 0.4342, "X2": 0.52785, "Y2": 0.434, "X3": 0.52653, "Y3": 0.4478, "X4": 0.44562, "Y4": 0.4468, "page": 0, "Index": 145}, {"Word": "that", "Confidence": 0.991, "X1": 0.53581, "Y1": 0.4342, "X2": 0.57162, "Y2": 0.434, "X3": 0.57029, "Y3": 0.4478, "X4": 0.53448, "Y4": 0.4478, "page": 0, "Index": 146}, {"Word": "cont", "Confidence": 0.512, "X1": 0.96552, "Y1": 0.4302, "X2": 0.99735, "Y2": 0.43, "X3": 0.99735, "Y3": 0.4398, "X4": 0.96552, "Y4": 0.4388, "page": 0, "Index": 147}, {"Word": "while", "Confidence": 0.997, "X1": 0.57692, "Y1": 0.4342, "X2": 0.62069, "Y2": 0.434, "X3": 0.61936, "Y3": 0.4488, "X4": 0.5756, "Y4": 0.4478, "page": 0, "Index": 148}, {"Word": "less", "Confidence": 0.945, "X1": 0.96419, "Y1": 0.4412, "X2": 0.99469, "Y2": 0.441, "X3": 0.99469, "Y3": 0.4528, "X4": 0.96419, "Y4": 0.4528, "page": 0, "Index": 149}, {"Word": "numerous", "Confidence": 0.994, "X1": 0.02918, "Y1": 0.4462, "X2": 0.10345, "Y2": 0.446, "X3": 0.10345, "Y3": 0.4588, "X4": 0.02785, "Y4": 0.4598, "page": 0, "Index": 150}, {"Word": "other", "Confidence": 0.998, "X1": 0.10743, "Y1": 0.4462, "X2": 0.14987, "Y2": 0.446, "X3": 0.14987, "Y3": 0.4588, "X4": 0.1061, "Y4": 0.4588, "page": 0, "Index": 151}, {"Word": "references).", "Confidence": 0.991, "X1": 0.15385, "Y1": 0.4462, "X2": 0.24934, "Y2": 0.446, "X3": 0.24934, "Y3": 0.4598, "X4": 0.15252, "Y4": 0.4588, "page": 0, "Index": 152}, {"Word": "This", "Confidence": 0.989, "X1": 0.25332, "Y1": 0.4462, "X2": 0.2878, "Y2": 0.446, "X3": 0.2878, "Y3": 0.4598, "X4": 0.25332, "Y4": 0.4598, "page": 0, "Index": 153}, {"Word": "in-", "Confidence": 0.981, "X1": 0.29045, "Y1": 0.4462, "X2": 0.31565, "Y2": 0.446, "X3": 0.31565, "Y3": 0.4598, "X4": 0.29045, "Y4": 0.4598, "page": 0, "Index": 154}, {"Word": "operating", "Confidence": 0.992, "X1": 0.33554, "Y1": 0.4472, "X2": 0.40981, "Y2": 0.447, "X3": 0.40849, "Y3": 0.4608, "X4": 0.33422, "Y4": 0.4608, "page": 0, "Index": 155}, {"Word": "within", "Confidence": 0.993, "X1": 0.41379, "Y1": 0.4472, "X2": 0.46552, "Y2": 0.447, "X3": 0.46552, "Y3": 0.4608, "X4": 0.41247, "Y4": 0.4608, "page": 0, "Index": 156}, {"Word": "the", "Confidence": 0.998, "X1": 0.47082, "Y1": 0.4472, "X2": 0.49735, "Y2": 0.447, "X3": 0.49602, "Y3": 0.4608, "X4": 0.4695, "Y4": 0.4608, "page": 0, "Index": 157}, {"Word": "limitations", "Confidence": 0.981, "X1": 0.50133, "Y1": 0.4482, "X2": 0.58753, "Y2": 0.448, "X3": 0.58753, "Y3": 0.4608, "X4": 0.5, "Y4": 0.4608, "page": 0, "Index": 158}, {"Word": "im-", "Confidence": 0.998, "X1": 0.59151, "Y1": 0.4492, "X2": 0.61936, "Y2": 0.449, "X3": 0.61936, "Y3": 0.4618, "X4": 0.59151, "Y4": 0.4608, "page": 0, "Index": 159}, {"Word": "Experimental", "Confidence": 0.991, "X1": 0.63793, "Y1": 0.4422, "X2": 0.73607, "Y2": 0.442, "X3": 0.73475, "Y3": 0.4588, "X4": 0.63793, "Y4": 0.4578, "page": 0, "Index": 160}, {"Word": "sole", "Confidence": 0.988, "X1": 0.96552, "Y1": 0.4562, "X2": 0.99337, "Y2": 0.456, "X3": 0.99337, "Y3": 0.4668, "X4": 0.96552, "Y4": 0.4668, "page": 0, "Index": 161}, {"Word": "terest", "Confidence": 0.994, "X1": 0.02918, "Y1": 0.4592, "X2": 0.0756, "Y2": 0.459, "X3": 0.0756, "Y3": 0.4728, "X4": 0.02918, "Y4": 0.4718, "page": 0, "Index": 162}, {"Word": "is", "Confidence": 0.998, "X1": 0.07958, "Y1": 0.4592, "X2": 0.09682, "Y2": 0.459, "X3": 0.09682, "Y3": 0.4728, "X4": 0.07958, "Y4": 0.4728, "page": 0, "Index": 163}, {"Word": "largely", "Confidence": 0.997, "X1": 0.1008, "Y1": 0.4592, "X2": 0.1565, "Y2": 0.459, "X3": 0.1565, "Y3": 0.4728, "X4": 0.1008, "Y4": 0.4728, "page": 0, "Index": 164}, {"Word": "due", "Confidence": 0.998, "X1": 0.16048, "Y1": 0.4592, "X2": 0.19098, "Y2": 0.459, "X3": 0.19098, "Y3": 0.4728, "X4": 0.15915, "Y4": 0.4728, "page": 0, "Index": 165}, {"Word": "to", "Confidence": 0.998, "X1": 0.19496, "Y1": 0.4602, "X2": 0.21485, "Y2": 0.46, "X3": 0.21353, "Y3": 0.4738, "X4": 0.19496, "Y4": 0.4738, "page": 0, "Index": 166}, {"Word": "two", "Confidence": 0.998, "X1": 0.21883, "Y1": 0.4602, "X2": 0.24801, "Y2": 0.46, "X3": 0.24801, "Y3": 0.4738, "X4": 0.21751, "Y4": 0.4738, "page": 0, "Index": 167}, {"Word": "factors,", "Confidence": 0.883, "X1": 0.25332, "Y1": 0.4612, "X2": 0.31432, "Y2": 0.461, "X3": 0.31432, "Y3": 0.4748, "X4": 0.25332, "Y4": 0.4738, "page": 0, "Index": 168}, {"Word": "posed", "Confidence": 0.995, "X1": 0.33422, "Y1": 0.4612, "X2": 0.37798, "Y2": 0.461, "X3": 0.37798, "Y3": 0.4748, "X4": 0.33422, "Y4": 0.4748, "page": 0, "Index": 169}, {"Word": "by", "Confidence": 0.998, "X1": 0.38462, "Y1": 0.4602, "X2": 0.40716, "Y2": 0.46, "X3": 0.40716, "Y3": 0.4748, "X4": 0.38462, "Y4": 0.4748, "page": 0, "Index": 170}, {"Word": "the", "Confidence": 0.998, "X1": 0.41379, "Y1": 0.4602, "X2": 0.44164, "Y2": 0.46, "X3": 0.44164, "Y3": 0.4748, "X4": 0.41379, "Y4": 0.4748, "page": 0, "Index": 171}, {"Word": "geometry", "Confidence": 0.991, "X1": 0.44695, "Y1": 0.4612, "X2": 0.51989, "Y2": 0.461, "X3": 0.51989, "Y3": 0.4748, "X4": 0.44695, "Y4": 0.4748, "page": 0, "Index": 172}, {"Word": "of", "Confidence": 0.998, "X1": 0.52785, "Y1": 0.4612, "X2": 0.54775, "Y2": 0.461, "X3": 0.54642, "Y3": 0.4748, "X4": 0.52653, "Y4": 0.4748, "page": 0, "Index": 173}, {"Word": "the", "Confidence": 0.998, "X1": 0.55438, "Y1": 0.4622, "X2": 0.58223, "Y2": 0.462, "X3": 0.5809, "Y3": 0.4758, "X4": 0.55305, "Y4": 0.4748, "page": 0, "Index": 174}, {"Word": "cig-", "Confidence": 0.849, "X1": 0.58753, "Y1": 0.4622, "X2": 0.61671, "Y2": 0.462, "X3": 0.61538, "Y3": 0.4758, "X4": 0.58621, "Y4": 0.4758, "page": 0, "Index": 175}, {"Word": "The", "Confidence": 0.998, "X1": 0.6565, "Y1": 0.4622, "X2": 0.68435, "Y2": 0.462, "X3": 0.68435, "Y3": 0.4758, "X4": 0.6565, "Y4": 0.4758, "page": 0, "Index": 176}, {"Word": "basic", "Confidence": 0.991, "X1": 0.68833, "Y1": 0.4622, "X2": 0.72812, "Y2": 0.462, "X3": 0.72679, "Y3": 0.4758, "X4": 0.687, "Y4": 0.4758, "page": 0, "Index": 177}, {"Word": "smoking", "Confidence": 0.995, "X1": 0.73077, "Y1": 0.4632, "X2": 0.79576, "Y2": 0.463, "X3": 0.79576, "Y3": 0.4768, "X4": 0.73077, "Y4": 0.4758, "page": 0, "Index": 178}, {"Word": "system", "Confidence": 0.995, "X1": 0.79973, "Y1": 0.4632, "X2": 0.84881, "Y2": 0.463, "X3": 0.84748, "Y3": 0.4768, "X4": 0.79841, "Y4": 0.4768, "page": 0, "Index": 179}, {"Word": "used", "Confidence": 0.991, "X1": 0.85544, "Y1": 0.4642, "X2": 0.88859, "Y2": 0.464, "X3": 0.88727, "Y3": 0.4768, "X4": 0.85544, "Y4": 0.4768, "page": 0, "Index": 180}, {"Word": "has", "Confidence": 0.856, "X1": 0.89125, "Y1": 0.4642, "X2": 0.92175, "Y2": 0.464, "X3": 0.92042, "Y3": 0.4768, "X4": 0.89125, "Y4": 0.4768, "page": 0, "Index": 181}, {"Word": "the", "Confidence": 0.997, "X1": 0.02918, "Y1": 0.4732, "X2": 0.05305, "Y2": 0.473, "X3": 0.05305, "Y3": 0.4868, "X4": 0.02918, "Y4": 0.4868, "page": 0, "Index": 182}, {"Word": "first", "Confidence": 0.997, "X1": 0.05703, "Y1": 0.4732, "X2": 0.09019, "Y2": 0.473, "X3": 0.09019, "Y3": 0.4868, "X4": 0.05703, "Y4": 0.4868, "page": 0, "Index": 183}, {"Word": "being", "Confidence": 0.997, "X1": 0.09416, "Y1": 0.4732, "X2": 0.13793, "Y2": 0.473, "X3": 0.1366, "Y3": 0.4868, "X4": 0.09416, "Y4": 0.4868, "page": 0, "Index": 184}, {"Word": "the", "Confidence": 0.998, "X1": 0.14058, "Y1": 0.4742, "X2": 0.16844, "Y2": 0.474, "X3": 0.16844, "Y3": 0.4868, "X4": 0.14058, "Y4": 0.4868, "page": 0, "Index": 185}, {"Word": "increasing", "Confidence": 0.991, "X1": 0.17241, "Y1": 0.4742, "X2": 0.25199, "Y2": 0.474, "X3": 0.25066, "Y3": 0.4868, "X4": 0.17109, "Y4": 0.4868, "page": 0, "Index": 186}, {"Word": "amount", "Confidence": 0.996, "X1": 0.25597, "Y1": 0.4752, "X2": 0.31565, "Y2": 0.475, "X3": 0.31565, "Y3": 0.4878, "X4": 0.25597, "Y4": 0.4878, "page": 0, "Index": 187}, {"Word": "arette", "Confidence": 0.995, "X1": 0.33422, "Y1": 0.4752, "X2": 0.38064, "Y2": 0.475, "X3": 0.37931, "Y3": 0.4878, "X4": 0.33422, "Y4": 0.4878, "page": 0, "Index": 188}, {"Word": "it", "Confidence": 0.998, "X1": 0.38462, "Y1": 0.4742, "X2": 0.39788, "Y2": 0.474, "X3": 0.39655, "Y3": 0.4878, "X4": 0.38329, "Y4": 0.4878, "page": 0, "Index": 189}, {"Word": "is", "Confidence": 0.998, "X1": 0.40186, "Y1": 0.4742, "X2": 0.41645, "Y2": 0.474, "X3": 0.41512, "Y3": 0.4878, "X4": 0.40053, "Y4": 0.4878, "page": 0, "Index": 190}, {"Word": "still", "Confidence": 0.997, "X1": 0.42042, "Y1": 0.4742, "X2": 0.45093, "Y2": 0.474, "X3": 0.4496, "Y3": 0.4878, "X4": 0.4191, "Y4": 0.4878, "page": 0, "Index": 191}, {"Word": "possible", "Confidence": 0.996, "X1": 0.45491, "Y1": 0.4752, "X2": 0.51592, "Y2": 0.475, "X3": 0.51459, "Y3": 0.4878, "X4": 0.45358, "Y4": 0.4878, "page": 0, "Index": 192}, {"Word": "to", "Confidence": 0.998, "X1": 0.51857, "Y1": 0.4752, "X2": 0.53448, "Y2": 0.475, "X3": 0.53316, "Y3": 0.4878, "X4": 0.51724, "Y4": 0.4878, "page": 0, "Index": 193}, {"Word": "selectively", "Confidence": 0.994, "X1": 0.53846, "Y1": 0.4762, "X2": 0.61804, "Y2": 0.476, "X3": 0.61671, "Y3": 0.4878, "X4": 0.53714, "Y4": 0.4878, "page": 0, "Index": 194}, {"Word": "thr", "Confidence": 0.998, "X1": 0.96419, "Y1": 0.4682, "X2": 0.99204, "Y2": 0.468, "X3": 0.99204, "Y3": 0.4798, "X4": 0.96419, "Y4": 0.4798, "page": 0, "Index": 195}, {"Word": "been", "Confidence": 0.991, "X1": 0.63926, "Y1": 0.4762, "X2": 0.67507, "Y2": 0.476, "X3": 0.67374, "Y3": 0.4888, "X4": 0.63793, "Y4": 0.4888, "page": 0, "Index": 196}, {"Word": "described", "Confidence": 0.995, "X1": 0.68302, "Y1": 0.4772, "X2": 0.75597, "Y2": 0.477, "X3": 0.75597, "Y3": 0.4898, "X4": 0.6817, "Y4": 0.4888, "page": 0, "Index": 197}, {"Word": "previously", "Confidence": 0.994, "X1": 0.76393, "Y1": 0.4772, "X2": 0.84483, "Y2": 0.477, "X3": 0.8435, "Y3": 0.4908, "X4": 0.76393, "Y4": 0.4898, "page": 0, "Index": 198}, {"Word": "(10).", "Confidence": 0.991, "X1": 0.85146, "Y1": 0.4772, "X2": 0.89523, "Y2": 0.477, "X3": 0.89655, "Y3": 0.4918, "X4": 0.85146, "Y4": 0.4908, "page": 0, "Index": 199}, {"Word": "In", "Confidence": 0.972, "X1": 0.8992, "Y1": 0.4762, "X2": 0.9191, "Y2": 0.476, "X3": 0.9191, "Y3": 0.4918, "X4": 0.8992, "Y4": 0.4918, "page": 0, "Index": 200}, {"Word": "sole", "Confidence": 0.991, "X1": 0.96419, "Y1": 0.4832, "X2": 0.99602, "Y2": 0.483, "X3": 0.99602, "Y3": 0.4948, "X4": 0.96419, "Y4": 0.4948, "page": 0, "Index": 201}, {"Word": "of", "Confidence": 0.998, "X1": 0.0305, "Y1": 0.4872, "X2": 0.04642, "Y2": 0.487, "X3": 0.04642, "Y3": 0.5008, "X4": 0.0305, "Y4": 0.5008, "page": 0, "Index": 202}, {"Word": "evidence", "Confidence": 0.996, "X1": 0.05305, "Y1": 0.4872, "X2": 0.12069, "Y2": 0.487, "X3": 0.12069, "Y3": 0.5008, "X4": 0.05305, "Y4": 0.5008, "page": 0, "Index": 203}, {"Word": "that", "Confidence": 0.989, "X1": 0.12865, "Y1": 0.4882, "X2": 0.16446, "Y2": 0.488, "X3": 0.16446, "Y3": 0.5008, "X4": 0.12732, "Y4": 0.5008, "page": 0, "Index": 204}, {"Word": "smoke", "Confidence": 0.995, "X1": 0.17109, "Y1": 0.4882, "X2": 0.22016, "Y2": 0.488, "X3": 0.21883, "Y3": 0.5008, "X4": 0.16976, "Y4": 0.5008, "page": 0, "Index": 205}, {"Word": "vapors", "Confidence": 0.997, "X1": 0.22812, "Y1": 0.4892, "X2": 0.28117, "Y2": 0.489, "X3": 0.27984, "Y3": 0.5018, "X4": 0.22679, "Y4": 0.5008, "page": 0, "Index": 206}, {"Word": "not", "Confidence": 0.998, "X1": 0.2878, "Y1": 0.4892, "X2": 0.31565, "Y2": 0.489, "X3": 0.31432, "Y3": 0.5018, "X4": 0.28647, "Y4": 0.5018, "page": 0, "Index": 207}, {"Word": "remove", "Confidence": 0.997, "X1": 0.33289, "Y1": 0.4892, "X2": 0.38859, "Y2": 0.489, "X3": 0.38859, "Y3": 0.5018, "X4": 0.33289, "Y4": 0.5018, "page": 0, "Index": 208}, {"Word": "gaseous", "Confidence": 0.991, "X1": 0.39125, "Y1": 0.4892, "X2": 0.45093, "Y2": 0.489, "X3": 0.45093, "Y3": 0.5018, "X4": 0.39125, "Y4": 0.5018, "page": 0, "Index": 209}, {"Word": "constituents", "Confidence": 0.991, "X1": 0.45491, "Y1": 0.4892, "X2": 0.54642, "Y2": 0.489, "X3": 0.54642, "Y3": 0.5028, "X4": 0.45491, "Y4": 0.5018, "page": 0, "Index": 210}, {"Word": "from", "Confidence": 0.987, "X1": 0.5504, "Y1": 0.4892, "X2": 0.58488, "Y2": 0.489, "X3": 0.58488, "Y3": 0.5028, "X4": 0.5504, "Y4": 0.5028, "page": 0, "Index": 211}, {"Word": "the", "Confidence": 0.998, "X1": 0.59416, "Y1": 0.4902, "X2": 0.61936, "Y2": 0.49, "X3": 0.61936, "Y3": 0.5028, "X4": 0.59284, "Y4": 0.5028, "page": 0, "Index": 212}, {"Word": "principle", "Confidence": 0.991, "X1": 0.63926, "Y1": 0.4902, "X2": 0.70822, "Y2": 0.49, "X3": 0.7069, "Y3": 0.5028, "X4": 0.63793, "Y4": 0.5038, "page": 0, "Index": 213}, {"Word": "the", "Confidence": 0.998, "X1": 0.71485, "Y1": 0.4912, "X2": 0.74138, "Y2": 0.491, "X3": 0.74005, "Y3": 0.5028, "X4": 0.71353, "Y4": 0.5028, "page": 0, "Index": 214}, {"Word": "smoking", "Confidence": 0.997, "X1": 0.74536, "Y1": 0.4912, "X2": 0.81034, "Y2": 0.491, "X3": 0.80902, "Y3": 0.5038, "X4": 0.74536, "Y4": 0.5028, "page": 0, "Index": 215}, {"Word": "machine", "Confidence": 0.994, "X1": 0.81698, "Y1": 0.4922, "X2": 0.88329, "Y2": 0.492, "X3": 0.88196, "Y3": 0.5048, "X4": 0.81565, "Y4": 0.5038, "page": 0, "Index": 216}, {"Word": "con-", "Confidence": 0.907, "X1": 0.88727, "Y1": 0.4922, "X2": 0.92175, "Y2": 0.492, "X3": 0.92175, "Y3": 0.5058, "X4": 0.88594, "Y4": 0.5048, "page": 0, "Index": 217}, {"Word": "voir", "Confidence": 0.971, "X1": 0.96684, "Y1": 0.4962, "X2": 0.99469, "Y2": 0.496, "X3": 0.99469, "Y3": 0.5068, "X4": 0.96684, "Y4": 0.5068, "page": 0, "Index": 218}, {"Word": "only", "Confidence": 0.802, "X1": 0.02785, "Y1": 0.5002, "X2": 0.05968, "Y2": 0.5, "X3": 0.05968, "Y3": 0.5158, "X4": 0.02785, "Y4": 0.5158, "page": 0, "Index": 219}, {"Word": "contribute", "Confidence": 0.892, "X1": 0.06366, "Y1": 0.5012, "X2": 0.14324, "Y2": 0.501, "X3": 0.14324, "Y3": 0.5148, "X4": 0.06366, "Y4": 0.5158, "page": 0, "Index": 220}, {"Word": "to", "Confidence": 0.998, "X1": 0.14721, "Y1": 0.5012, "X2": 0.1618, "Y2": 0.501, "X3": 0.1618, "Y3": 0.5148, "X4": 0.14721, "Y4": 0.5148, "page": 0, "Index": 221}, {"Word": "taste", "Confidence": 0.997, "X1": 0.16578, "Y1": 0.5012, "X2": 0.20424, "Y2": 0.501, "X3": 0.20292, "Y3": 0.5148, "X4": 0.16578, "Y4": 0.5148, "page": 0, "Index": 222}, {"Word": "and", "Confidence": 0.998, "X1": 0.20822, "Y1": 0.5012, "X2": 0.23607, "Y2": 0.501, "X3": 0.23475, "Y3": 0.5148, "X4": 0.2069, "Y4": 0.5148, "page": 0, "Index": 223}, {"Word": "irritation", "Confidence": 0.994, "X1": 0.23873, "Y1": 0.5012, "X2": 0.31432, "Y2": 0.501, "X3": 0.313, "Y3": 0.5148, "X4": 0.23873, "Y4": 0.5148, "page": 0, "Index": 224}, {"Word": "smoke", "Confidence": 0.996, "X1": 0.33422, "Y1": 0.5022, "X2": 0.38329, "Y2": 0.502, "X3": 0.38196, "Y3": 0.5158, "X4": 0.33289, "Y4": 0.5148, "page": 0, "Index": 225}, {"Word": "stream", "Confidence": 0.996, "X1": 0.38992, "Y1": 0.5022, "X2": 0.43899, "Y2": 0.502, "X3": 0.43767, "Y3": 0.5158, "X4": 0.38859, "Y4": 0.5158, "page": 0, "Index": 226}, {"Word": "by", "Confidence": 0.998, "X1": 0.45093, "Y1": 0.5022, "X2": 0.47215, "Y2": 0.502, "X3": 0.47082, "Y3": 0.5158, "X4": 0.4496, "Y4": 0.5158, "page": 0, "Index": 227}, {"Word": "incorporating", "Confidence": 0.993, "X1": 0.48011, "Y1": 0.5032, "X2": 0.58488, "Y2": 0.503, "X3": 0.58355, "Y3": 0.5158, "X4": 0.47878, "Y4": 0.5158, "page": 0, "Index": 228}, {"Word": "ad-", "Confidence": 0.997, "X1": 0.59284, "Y1": 0.5042, "X2": 0.61936, "Y2": 0.504, "X3": 0.61804, "Y3": 0.5158, "X4": 0.59151, "Y4": 0.5158, "page": 0, "Index": 229}, {"Word": "sists", "Confidence": 0.994, "X1": 0.63926, "Y1": 0.5042, "X2": 0.67374, "Y2": 0.504, "X3": 0.67374, "Y3": 0.5168, "X4": 0.63926, "Y4": 0.5168, "page": 0, "Index": 230}, {"Word": "of", "Confidence": 0.998, "X1": 0.67639, "Y1": 0.5042, "X2": 0.69629, "Y2": 0.504, "X3": 0.69496, "Y3": 0.5168, "X4": 0.67639, "Y4": 0.5168, "page": 0, "Index": 231}, {"Word": "a", "Confidence": 0.995, "X1": 0.69894, "Y1": 0.5042, "X2": 0.70955, "Y2": 0.504, "X3": 0.70955, "Y3": 0.5168, "X4": 0.69894, "Y4": 0.5168, "page": 0, "Index": 232}, {"Word": "Cambridge", "Confidence": 0.995, "X1": 0.71353, "Y1": 0.5042, "X2": 0.79841, "Y2": 0.504, "X3": 0.79841, "Y3": 0.5168, "X4": 0.7122, "Y4": 0.5168, "page": 0, "Index": 233}, {"Word": "filter", "Confidence": 0.994, "X1": 0.80239, "Y1": 0.5052, "X2": 0.84218, "Y2": 0.505, "X3": 0.84085, "Y3": 0.5178, "X4": 0.80106, "Y4": 0.5168, "page": 0, "Index": 234}, {"Word": "to", "Confidence": 0.998, "X1": 0.84615, "Y1": 0.5052, "X2": 0.86207, "Y2": 0.505, "X3": 0.86074, "Y3": 0.5178, "X4": 0.84483, "Y4": 0.5178, "page": 0, "Index": 235}, {"Word": "remove", "Confidence": 0.887, "X1": 0.86472, "Y1": 0.5062, "X2": 0.9191, "Y2": 0.506, "X3": 0.91777, "Y3": 0.5188, "X4": 0.8634, "Y4": 0.5178, "page": 0, "Index": 236}, {"Word": "way", "Confidence": 0.994, "X1": 0.96552, "Y1": 0.5112, "X2": 0.99337, "Y2": 0.511, "X3": 0.99337, "Y3": 0.5218, "X4": 0.96552, "Y4": 0.5208, "page": 0, "Index": 237}, {"Word": "most", "Confidence": 0.992, "X1": 0.63926, "Y1": 0.5172, "X2": 0.67639, "Y2": 0.517, "X3": 0.67639, "Y3": 0.5298, "X4": 0.63926, "Y4": 0.5298, "page": 0, "Index": 238}, {"Word": "of", "Confidence": 0.998, "X1": 0.67905, "Y1": 0.5172, "X2": 0.69761, "Y2": 0.517, "X3": 0.69761, "Y3": 0.5298, "X4": 0.67905, "Y4": 0.5298, "page": 0, "Index": 239}, {"Word": "the", "Confidence": 0.998, "X1": 0.70159, "Y1": 0.5172, "X2": 0.72812, "Y2": 0.517, "X3": 0.72812, "Y3": 0.5308, "X4": 0.70159, "Y4": 0.5298, "page": 0, "Index": 240}, {"Word": "particulate", "Confidence": 0.994, "X1": 0.7321, "Y1": 0.5182, "X2": 0.81698, "Y2": 0.518, "X3": 0.81565, "Y3": 0.5308, "X4": 0.7321, "Y4": 0.5308, "page": 0, "Index": 241}, {"Word": "phase,", "Confidence": 0.991, "X1": 0.81963, "Y1": 0.5182, "X2": 0.8687, "Y2": 0.518, "X3": 0.8687, "Y3": 0.5308, "X4": 0.81963, "Y4": 0.5308, "page": 0, "Index": 242}, {"Word": "a", "Confidence": 0.997, "X1": 0.87268, "Y1": 0.5182, "X2": 0.88196, "Y2": 0.518, "X3": 0.88196, "Y3": 0.5308, "X4": 0.87135, "Y4": 0.5308, "page": 0, "Index": 243}, {"Word": "flow", "Confidence": 0.648, "X1": 0.88727, "Y1": 0.5182, "X2": 0.91512, "Y2": 0.518, "X3": 0.91379, "Y3": 0.5318, "X4": 0.88594, "Y4": 0.5308, "page": 0, "Index": 244}, {"Word": "bub", "Confidence": 0.997, "X1": 0.96419, "Y1": 0.5232, "X2": 0.99204, "Y2": 0.523, "X3": 0.99072, "Y3": 0.5348, "X4": 0.96286, "Y4": 0.5338, "page": 0, "Index": 245}, {"Word": "limiting", "Confidence": 0.993, "X1": 0.64058, "Y1": 0.5302, "X2": 0.70027, "Y2": 0.53, "X3": 0.70027, "Y3": 0.5438, "X4": 0.64058, "Y4": 0.5428, "page": 0, "Index": 246}, {"Word": "orifice", "Confidence": 0.991, "X1": 0.70822, "Y1": 0.5312, "X2": 0.75862, "Y2": 0.531, "X3": 0.75862, "Y3": 0.5438, "X4": 0.70822, "Y4": 0.5438, "page": 0, "Index": 247}, {"Word": "to", "Confidence": 0.998, "X1": 0.76658, "Y1": 0.5312, "X2": 0.78382, "Y2": 0.531, "X3": 0.78382, "Y3": 0.5448, "X4": 0.76525, "Y4": 0.5448, "page": 0, "Index": 248}, {"Word": "control", "Confidence": 0.996, "X1": 0.79178, "Y1": 0.5312, "X2": 0.85013, "Y2": 0.531, "X3": 0.85013, "Y3": 0.5448, "X4": 0.79178, "Y4": 0.5448, "page": 0, "Index": 249}, {"Word": "the", "Confidence": 0.998, "X1": 0.85411, "Y1": 0.5312, "X2": 0.88196, "Y2": 0.531, "X3": 0.88196, "Y3": 0.5458, "X4": 0.85411, "Y4": 0.5448, "page": 0, "Index": 250}, {"Word": "puff", "Confidence": 0.27, "X1": 0.88727, "Y1": 0.5322, "X2": 0.92175, "Y2": 0.532, "X3": 0.92175, "Y3": 0.5458, "X4": 0.88727, "Y4": 0.5458, "page": 0, "Index": 251}, {"Word": "sour", "Confidence": 0.961, "X1": 0.96552, "Y1": 0.5382, "X2": 0.99602, "Y2": 0.538, "X3": 0.99602, "Y3": 0.5478, "X4": 0.96552, "Y4": 0.5478, "page": 0, "Index": 252}, {"Word": "flow", "Confidence": 0.606, "X1": 0.63793, "Y1": 0.5442, "X2": 0.66578, "Y2": 0.544, "X3": 0.66446, "Y3": 0.5568, "X4": 0.63793, "Y4": 0.5558, "page": 0, "Index": 253}, {"Word": "velocity,", "Confidence": 0.992, "X1": 0.67374, "Y1": 0.5442, "X2": 0.73873, "Y2": 0.544, "X3": 0.7374, "Y3": 0.5568, "X4": 0.67374, "Y4": 0.5568, "page": 0, "Index": 254}, {"Word": "and", "Confidence": 0.998, "X1": 0.74138, "Y1": 0.5452, "X2": 0.76923, "Y2": 0.545, "X3": 0.76923, "Y3": 0.5568, "X4": 0.74138, "Y4": 0.5568, "page": 0, "Index": 255}, {"Word": "a", "Confidence": 0.998, "X1": 0.77454, "Y1": 0.5452, "X2": 0.78382, "Y2": 0.545, "X3": 0.78382, "Y3": 0.5578, "X4": 0.77321, "Y4": 0.5568, "page": 0, "Index": 256}, {"Word": "vacuum", "Confidence": 0.995, "X1": 0.7878, "Y1": 0.5452, "X2": 0.84218, "Y2": 0.545, "X3": 0.84085, "Y3": 0.5578, "X4": 0.7878, "Y4": 0.5578, "page": 0, "Index": 257}, {"Word": "reservoir", "Confidence": 0.994, "X1": 0.85013, "Y1": 0.5452, "X2": 0.9191, "Y2": 0.545, "X3": 0.9191, "Y3": 0.5588, "X4": 0.84881, "Y4": 0.5578, "page": 0, "Index": 258}, {"Word": "ated", "Confidence": 0.895, "X1": 0.96419, "Y1": 0.5502, "X2": 0.99602, "Y2": 0.55, "X3": 0.99602, "Y3": 0.5608, "X4": 0.96286, "Y4": 0.5598, "page": 0, "Index": 259}, {"Word": "to", "Confidence": 0.998, "X1": 0.64058, "Y1": 0.5572, "X2": 0.65385, "Y2": 0.557, "X3": 0.65385, "Y3": 0.5698, "X4": 0.63926, "Y4": 0.5698, "page": 0, "Index": 260}, {"Word": "control", "Confidence": 0.937, "X1": 0.65915, "Y1": 0.5572, "X2": 0.71618, "Y2": 0.557, "X3": 0.71485, "Y3": 0.5698, "X4": 0.65782, "Y4": 0.5698, "page": 0, "Index": 261}, {"Word": "the", "Confidence": 0.998, "X1": 0.71883, "Y1": 0.5572, "X2": 0.74536, "Y2": 0.557, "X3": 0.74536, "Y3": 0.5698, "X4": 0.71883, "Y4": 0.5698, "page": 0, "Index": 262}, {"Word": "puff", "Confidence": 0.991, "X1": 0.74934, "Y1": 0.5582, "X2": 0.78382, "Y2": 0.558, "X3": 0.78382, "Y3": 0.5698, "X4": 0.74934, "Y4": 0.5698, "page": 0, "Index": 263}, {"Word": "volume.", "Confidence": 0.941, "X1": 0.7878, "Y1": 0.5582, "X2": 0.84881, "Y2": 0.558, "X3": 0.84881, "Y3": 0.5708, "X4": 0.78647, "Y4": 0.5698, "page": 0, "Index": 264}, {"Word": "cam", "Confidence": 0.998, "X1": 0.96286, "Y1": 0.5642, "X2": 0.98806, "Y2": 0.564, "X3": 0.98806, "Y3": 0.5748, "X4": 0.96286, "Y4": 0.5748, "page": 0, "Index": 265}, {"Word": "With", "Confidence": 0.991, "X1": 0.65517, "Y1": 0.5702, "X2": 0.69496, "Y2": 0.57, "X3": 0.69496, "Y3": 0.5828, "X4": 0.65517, "Y4": 0.5818, "page": 0, "Index": 266}, {"Word": "this", "Confidence": 0.99, "X1": 0.7069, "Y1": 0.5702, "X2": 0.74005, "Y2": 0.57, "X3": 0.74005, "Y3": 0.5828, "X4": 0.7069, "Y4": 0.5828, "page": 0, "Index": 267}, {"Word": "system", "Confidence": 0.67, "X1": 0.75199, "Y1": 0.5712, "X2": 0.79973, "Y2": 0.571, "X3": 0.79973, "Y3": 0.5838, "X4": 0.75066, "Y4": 0.5838, "page": 0, "Index": 268}, {"Word": "the", "Confidence": 0.998, "X1": 0.81698, "Y1": 0.5712, "X2": 0.84483, "Y2": 0.571, "X3": 0.8435, "Y3": 0.5848, "X4": 0.81698, "Y4": 0.5838, "page": 0, "Index": 269}, {"Word": "collected", "Confidence": 0.986, "X1": 0.85544, "Y1": 0.5702, "X2": 0.9191, "Y2": 0.57, "X3": 0.91645, "Y3": 0.5848, "X4": 0.85411, "Y4": 0.5848, "page": 0, "Index": 270}, {"Word": "Ir", "Confidence": 0.616, "X1": 0.98011, "Y1": 0.5752, "X2": 0.99602, "Y2": 0.575, "X3": 0.99602, "Y3": 0.5868, "X4": 0.98011, "Y4": 0.5868, "page": 0, "Index": 271}, {"Word": "vapor", "Confidence": 0.991, "X1": 0.63793, "Y1": 0.5842, "X2": 0.6817, "Y2": 0.584, "X3": 0.6817, "Y3": 0.5968, "X4": 0.63926, "Y4": 0.5968, "page": 0, "Index": 272}, {"Word": "phase", "Confidence": 0.997, "X1": 0.687, "Y1": 0.5842, "X2": 0.73342, "Y2": 0.584, "X3": 0.73342, "Y3": 0.5968, "X4": 0.687, "Y4": 0.5968, "page": 0, "Index": 273}, {"Word": "can", "Confidence": 0.998, "X1": 0.7374, "Y1": 0.5842, "X2": 0.76393, "Y2": 0.584, "X3": 0.76393, "Y3": 0.5968, "X4": 0.7374, "Y4": 0.5968, "page": 0, "Index": 274}, {"Word": "be", "Confidence": 0.996, "X1": 0.77188, "Y1": 0.5842, "X2": 0.79178, "Y2": 0.584, "X3": 0.79178, "Y3": 0.5968, "X4": 0.77056, "Y4": 0.5968, "page": 0, "Index": 275}, {"Word": "quickly", "Confidence": 0.997, "X1": 0.79708, "Y1": 0.5842, "X2": 0.85411, "Y2": 0.584, "X3": 0.85279, "Y3": 0.5968, "X4": 0.79576, "Y4": 0.5968, "page": 0, "Index": 276}, {"Word": "brought", "Confidence": 0.916, "X1": 0.85809, "Y1": 0.5842, "X2": 0.9191, "Y2": 0.584, "X3": 0.9191, "Y3": 0.5968, "X4": 0.85809, "Y4": 0.5968, "page": 0, "Index": 277}, {"Word": "is", "Confidence": 0.882, "X1": 0.96419, "Y1": 0.5902, "X2": 0.97878, "Y2": 0.59, "X3": 0.97878, "Y3": 0.6008, "X4": 0.96286, "Y4": 0.6008, "page": 0, "Index": 278}, {"Word": "e", "Confidence": 0.924, "X1": 0.98408, "Y1": 0.5902, "X2": 0.99337, "Y2": 0.59, "X3": 0.99204, "Y3": 0.6018, "X4": 0.98276, "Y4": 0.6018, "page": 0, "Index": 279}, {"Word": "in", "Confidence": 0.998, "X1": 0.63793, "Y1": 0.5972, "X2": 0.65385, "Y2": 0.597, "X3": 0.65385, "Y3": 0.6088, "X4": 0.63793, "Y4": 0.6088, "page": 0, "Index": 280}, {"Word": "contact", "Confidence": 0.993, "X1": 0.66313, "Y1": 0.5972, "X2": 0.72281, "Y2": 0.597, "X3": 0.72281, "Y3": 0.6098, "X4": 0.66313, "Y4": 0.6088, "page": 0, "Index": 281}, {"Word": "with", "Confidence": 0.98, "X1": 0.72944, "Y1": 0.5972, "X2": 0.76525, "Y2": 0.597, "X3": 0.76525, "Y3": 0.6098, "X4": 0.72944, "Y4": 0.6098, "page": 0, "Index": 282}, {"Word": "a", "Confidence": 0.995, "X1": 0.77454, "Y1": 0.5972, "X2": 0.78515, "Y2": 0.597, "X3": 0.78515, "Y3": 0.6098, "X4": 0.77454, "Y4": 0.6098, "page": 0, "Index": 283}, {"Word": "reagent", "Confidence": 0.997, "X1": 0.79443, "Y1": 0.5972, "X2": 0.85676, "Y2": 0.597, "X3": 0.85676, "Y3": 0.6098, "X4": 0.79443, "Y4": 0.6098, "page": 0, "Index": 284}, {"Word": "that", "Confidence": 0.988, "X1": 0.8634, "Y1": 0.5962, "X2": 0.89788, "Y2": 0.596, "X3": 0.89788, "Y3": 0.6098, "X4": 0.8634, "Y4": 0.6098, "page": 0, "Index": 285}, {"Word": "is", "Confidence": 0.941, "X1": 0.90451, "Y1": 0.5962, "X2": 0.92042, "Y2": 0.596, "X3": 0.92042, "Y3": 0.6098, "X4": 0.90318, "Y4": 0.6098, "page": 0, "Index": 286}, {"Word": "give", "Confidence": 0.986, "X1": 0.96419, "Y1": 0.6032, "X2": 0.99735, "Y2": 0.603, "X3": 0.99735, "Y3": 0.6148, "X4": 0.96419, "Y4": 0.6148, "page": 0, "Index": 287}, {"Word": "specific", "Confidence": 0.914, "X1": 0.63793, "Y1": 0.6102, "X2": 0.69496, "Y2": 0.61, "X3": 0.69496, "Y3": 0.6238, "X4": 0.63793, "Y4": 0.6238, "page": 0, "Index": 288}, {"Word": "for", "Confidence": 0.998, "X1": 0.69894, "Y1": 0.6102, "X2": 0.72679, "Y2": 0.61, "X3": 0.72679, "Y3": 0.6238, "X4": 0.69894, "Y4": 0.6238, "page": 0, "Index": 289}, {"Word": "the", "Confidence": 0.998, "X1": 0.73077, "Y1": 0.6102, "X2": 0.75862, "Y2": 0.61, "X3": 0.75729, "Y3": 0.6238, "X4": 0.72944, "Y4": 0.6238, "page": 0, "Index": 290}, {"Word": "desired", "Confidence": 0.996, "X1": 0.7626, "Y1": 0.6102, "X2": 0.81963, "Y2": 0.61, "X3": 0.8183, "Y3": 0.6238, "X4": 0.7626, "Y4": 0.6238, "page": 0, "Index": 291}, {"Word": "vapor", "Confidence": 0.997, "X1": 0.82626, "Y1": 0.6102, "X2": 0.87135, "Y2": 0.61, "X3": 0.87003, "Y3": 0.6238, "X4": 0.82493, "Y4": 0.6238, "page": 0, "Index": 292}, {"Word": "phase", "Confidence": 0.168, "X1": 0.87533, "Y1": 0.6112, "X2": 0.92042, "Y2": 0.611, "X3": 0.9191, "Y3": 0.6238, "X4": 0.87401, "Y4": 0.6238, "page": 0, "Index": 293}, {"Word": "is", "Confidence": 0.911, "X1": 0.96286, "Y1": 0.6162, "X2": 0.98011, "Y2": 0.616, "X3": 0.98011, "Y3": 0.6278, "X4": 0.96286, "Y4": 0.6278, "page": 0, "Index": 294}, {"Word": "c", "Confidence": 0.193, "X1": 0.98408, "Y1": 0.6162, "X2": 0.99337, "Y2": 0.616, "X3": 0.99337, "Y3": 0.6278, "X4": 0.98408, "Y4": 0.6278, "page": 0, "Index": 295}, {"Word": "component", "Confidence": 0.994, "X1": 0.63926, "Y1": 0.6242, "X2": 0.72016, "Y2": 0.624, "X3": 0.71883, "Y3": 0.6368, "X4": 0.63926, "Y4": 0.6368, "page": 0, "Index": 296}, {"Word": "or", "Confidence": 0.998, "X1": 0.72414, "Y1": 0.6232, "X2": 0.74403, "Y2": 0.623, "X3": 0.74271, "Y3": 0.6368, "X4": 0.72281, "Y4": 0.6368, "page": 0, "Index": 297}, {"Word": "it", "Confidence": 0.998, "X1": 0.74801, "Y1": 0.6232, "X2": 0.7626, "Y2": 0.623, "X3": 0.7626, "Y3": 0.6368, "X4": 0.74668, "Y4": 0.6368, "page": 0, "Index": 298}, {"Word": "may", "Confidence": 0.998, "X1": 0.76658, "Y1": 0.6232, "X2": 0.80106, "Y2": 0.623, "X3": 0.79973, "Y3": 0.6368, "X4": 0.76525, "Y4": 0.6368, "page": 0, "Index": 299}, {"Word": "be", "Confidence": 0.998, "X1": 0.80504, "Y1": 0.6232, "X2": 0.82626, "Y2": 0.623, "X3": 0.82493, "Y3": 0.6368, "X4": 0.80504, "Y4": 0.6368, "page": 0, "Index": 300}, {"Word": "fed", "Confidence": 0.998, "X1": 0.82891, "Y1": 0.6232, "X2": 0.85544, "Y2": 0.623, "X3": 0.85411, "Y3": 0.6368, "X4": 0.82891, "Y4": 0.6368, "page": 0, "Index": 301}, {"Word": "directly", "Confidence": 0.637, "X1": 0.86074, "Y1": 0.6232, "X2": 0.9191, "Y2": 0.623, "X3": 0.91777, "Y3": 0.6368, "X4": 0.85942, "Y4": 0.6368, "page": 0, "Index": 302}, {"Word": "sim", "Confidence": 0.848, "X1": 0.96419, "Y1": 0.6312, "X2": 0.98674, "Y2": 0.631, "X3": 0.98541, "Y3": 0.6408, "X4": 0.96419, "Y4": 0.6398, "page": 0, "Index": 303}, {"Word": "into", "Confidence": 0.994, "X1": 0.63926, "Y1": 0.6362, "X2": 0.66976, "Y2": 0.636, "X3": 0.66844, "Y3": 0.6498, "X4": 0.63926, "Y4": 0.6498, "page": 0, "Index": 304}, {"Word": "the", "Confidence": 0.998, "X1": 0.67507, "Y1": 0.6362, "X2": 0.70159, "Y2": 0.636, "X3": 0.70159, "Y3": 0.6498, "X4": 0.67374, "Y4": 0.6498, "page": 0, "Index": 305}, {"Word": "sample", "Confidence": 0.996, "X1": 0.7069, "Y1": 0.6372, "X2": 0.7626, "Y2": 0.637, "X3": 0.76127, "Y3": 0.6498, "X4": 0.70557, "Y4": 0.6498, "page": 0, "Index": 306}, {"Word": "loup", "Confidence": 0.834, "X1": 0.76658, "Y1": 0.6372, "X2": 0.79973, "Y2": 0.637, "X3": 0.79841, "Y3": 0.6498, "X4": 0.76525, "Y4": 0.6498, "page": 0, "Index": 307}, {"Word": "of", "Confidence": 0.998, "X1": 0.80504, "Y1": 0.6372, "X2": 0.82493, "Y2": 0.637, "X3": 0.82493, "Y3": 0.6498, "X4": 0.80504, "Y4": 0.6498, "page": 0, "Index": 308}, {"Word": "a", "Confidence": 0.997, "X1": 0.83024, "Y1": 0.6372, "X2": 0.84085, "Y2": 0.637, "X3": 0.83952, "Y3": 0.6508, "X4": 0.82891, "Y4": 0.6508, "page": 0, "Index": 309}, {"Word": "gas", "Confidence": 0.998, "X1": 0.84748, "Y1": 0.6372, "X2": 0.87533, "Y2": 0.637, "X3": 0.87401, "Y3": 0.6508, "X4": 0.84615, "Y4": 0.6508, "page": 0, "Index": 310}, {"Word": "chro-", "Confidence": 0.955, "X1": 0.87931, "Y1": 0.6372, "X2": 0.92042, "Y2": 0.637, "X3": 0.9191, "Y3": 0.6508, "X4": 0.87798, "Y4": 0.6508, "page": 0, "Index": 311}, {"Word": "way", "Confidence": 0.995, "X1": 0.96552, "Y1": 0.6442, "X2": 0.99337, "Y2": 0.644, "X3": 0.99337, "Y3": 0.6548, "X4": 0.96552, "Y4": 0.6538, "page": 0, "Index": 312}, {"Word": "matograph.", "Confidence": 0.992, "X1": 0.63793, "Y1": 0.6502, "X2": 0.73077, "Y2": 0.65, "X3": 0.72944, "Y3": 0.6638, "X4": 0.63793, "Y4": 0.6628, "page": 0, "Index": 313}, {"Word": "The", "Confidence": 0.998, "X1": 0.7374, "Y1": 0.6502, "X2": 0.76923, "Y2": 0.65, "X3": 0.76923, "Y3": 0.6638, "X4": 0.7374, "Y4": 0.6638, "page": 0, "Index": 314}, {"Word": "time", "Confidence": 0.987, "X1": 0.77851, "Y1": 0.6502, "X2": 0.81565, "Y2": 0.65, "X3": 0.81432, "Y3": 0.6638, "X4": 0.77719, "Y4": 0.6638, "page": 0, "Index": 315}, {"Word": "for", "Confidence": 0.998, "X1": 0.82361, "Y1": 0.6502, "X2": 0.85146, "Y2": 0.65, "X3": 0.85013, "Y3": 0.6638, "X4": 0.82228, "Y4": 0.6638, "page": 0, "Index": 316}, {"Word": "possilil", "Confidence": 0.672, "X1": 0.85942, "Y1": 0.6502, "X2": 0.91645, "Y2": 0.65, "X3": 0.91645, "Y3": 0.6638, "X4": 0.85942, "Y4": 0.6638, "page": 0, "Index": 317}, {"Word": "reactions", "Confidence": 0.994, "X1": 0.63793, "Y1": 0.6632, "X2": 0.70955, "Y2": 0.663, "X3": 0.70822, "Y3": 0.6768, "X4": 0.6366, "Y4": 0.6758, "page": 0, "Index": 318}, {"Word": "between", "Confidence": 0.996, "X1": 0.71353, "Y1": 0.6632, "X2": 0.77586, "Y2": 0.663, "X3": 0.77586, "Y3": 0.6768, "X4": 0.7122, "Y4": 0.6768, "page": 0, "Index": 319}, {"Word": "components", "Confidence": 0.994, "X1": 0.78382, "Y1": 0.6632, "X2": 0.87533, "Y2": 0.663, "X3": 0.87401, "Y3": 0.6768, "X4": 0.78249, "Y4": 0.6768, "page": 0, "Index": 320}, {"Word": "with-", "Confidence": 0.656, "X1": 0.87931, "Y1": 0.6632, "X2": 0.92175, "Y2": 0.663, "X3": 0.9191, "Y3": 0.6768, "X4": 0.87798, "Y4": 0.6768, "page": 0, "Index": 321}, {"Word": "vah", "Confidence": 0.948, "X1": 0.96552, "Y1": 0.6562, "X2": 0.99204, "Y2": 0.656, "X3": 0.99204, "Y3": 0.6688, "X4": 0.96552, "Y4": 0.6688, "page": 0, "Index": 322}, {"Word": "yact", "Confidence": 0.314, "X1": 0.96684, "Y1": 0.6722, "X2": 0.99602, "Y2": 0.672, "X3": 0.99469, "Y3": 0.6818, "X4": 0.96684, "Y4": 0.6808, "page": 0, "Index": 323}, {"Word": "in", "Confidence": 0.998, "X1": 0.63926, "Y1": 0.6772, "X2": 0.65385, "Y2": 0.677, "X3": 0.65385, "Y3": 0.6898, "X4": 0.63926, "Y4": 0.6898, "page": 0, "Index": 324}, {"Word": "the", "Confidence": 0.998, "X1": 0.6618, "Y1": 0.6772, "X2": 0.68833, "Y2": 0.677, "X3": 0.68833, "Y3": 0.6908, "X4": 0.6618, "Y4": 0.6898, "page": 0, "Index": 325}, {"Word": "vapor", "Confidence": 0.998, "X1": 0.69496, "Y1": 0.6772, "X2": 0.74005, "Y2": 0.677, "X3": 0.74005, "Y3": 0.6908, "X4": 0.69496, "Y4": 0.6908, "page": 0, "Index": 326}, {"Word": "phase", "Confidence": 0.997, "X1": 0.74668, "Y1": 0.6772, "X2": 0.7931, "Y2": 0.677, "X3": 0.7931, "Y3": 0.6908, "X4": 0.74668, "Y4": 0.6908, "page": 0, "Index": 327}, {"Word": "is", "Confidence": 0.998, "X1": 0.79841, "Y1": 0.6772, "X2": 0.81698, "Y2": 0.677, "X3": 0.81565, "Y3": 0.6908, "X4": 0.79841, "Y4": 0.6908, "page": 0, "Index": 328}, {"Word": "thus", "Confidence": 0.989, "X1": 0.82095, "Y1": 0.6772, "X2": 0.85809, "Y2": 0.677, "X3": 0.85809, "Y3": 0.6908, "X4": 0.82095, "Y4": 0.6908, "page": 0, "Index": 329}, {"Word": "greatly", "Confidence": 0.898, "X1": 0.86472, "Y1": 0.6762, "X2": 0.9191, "Y2": 0.676, "X3": 0.91777, "Y3": 0.6898, "X4": 0.8634, "Y4": 0.6898, "page": 0, "Index": 330}, {"Word": "the", "Confidence": 0.955, "X1": 0.96552, "Y1": 0.6822, "X2": 0.98939, "Y2": 0.682, "X3": 0.98939, "Y3": 0.6938, "X4": 0.96552, "Y4": 0.6938, "page": 0, "Index": 331}, {"Word": "reduced", "Confidence": 0.991, "X1": 0.63793, "Y1": 0.6902, "X2": 0.69629, "Y2": 0.69, "X3": 0.69496, "Y3": 0.7038, "X4": 0.6366, "Y4": 0.7028, "page": 0, "Index": 332}, {"Word": "and", "Confidence": 0.998, "X1": 0.70292, "Y1": 0.6902, "X2": 0.7321, "Y2": 0.69, "X3": 0.73077, "Y3": 0.7038, "X4": 0.70159, "Y4": 0.7038, "page": 0, "Index": 333}, {"Word": "losses", "Confidence": 0.995, "X1": 0.7374, "Y1": 0.6902, "X2": 0.78382, "Y2": 0.69, "X3": 0.78249, "Y3": 0.7038, "X4": 0.73607, "Y4": 0.7038, "page": 0, "Index": 334}, {"Word": "due", "Confidence": 0.998, "X1": 0.7878, "Y1": 0.6902, "X2": 0.8183, "Y2": 0.69, "X3": 0.81698, "Y3": 0.7038, "X4": 0.78647, "Y4": 0.7038, "page": 0, "Index": 335}, {"Word": "to", "Confidence": 0.998, "X1": 0.82361, "Y1": 0.6902, "X2": 0.84085, "Y2": 0.69, "X3": 0.83952, "Y3": 0.7038, "X4": 0.82228, "Y4": 0.7038, "page": 0, "Index": 336}, {"Word": "imperferl", "Confidence": 0.667, "X1": 0.84615, "Y1": 0.6902, "X2": 0.9191, "Y2": 0.69, "X3": 0.91777, "Y3": 0.7038, "X4": 0.84483, "Y4": 0.7038, "page": 0, "Index": 337}, {"Word": "dura", "Confidence": 0.965, "X1": 0.96552, "Y1": 0.6982, "X2": 0.99867, "Y2": 0.698, "X3": 0.99867, "Y3": 0.7078, "X4": 0.96552, "Y4": 0.7088, "page": 0, "Index": 338}, {"Word": "collection", "Confidence": 0.994, "X1": 0.6366, "Y1": 0.7032, "X2": 0.70822, "Y2": 0.703, "X3": 0.70822, "Y3": 0.7168, "X4": 0.63528, "Y4": 0.7168, "page": 0, "Index": 339}, {"Word": "or", "Confidence": 0.997, "X1": 0.7122, "Y1": 0.7032, "X2": 0.73077, "Y2": 0.703, "X3": 0.73077, "Y3": 0.7168, "X4": 0.7122, "Y4": 0.7168, "page": 0, "Index": 340}, {"Word": "manipulation", "Confidence": 0.993, "X1": 0.73475, "Y1": 0.7032, "X2": 0.83687, "Y2": 0.703, "X3": 0.83554, "Y3": 0.7168, "X4": 0.73475, "Y4": 0.7168, "page": 0, "Index": 341}, {"Word": "of", "Confidence": 0.998, "X1": 0.84085, "Y1": 0.7032, "X2": 0.85809, "Y2": 0.703, "X3": 0.85809, "Y3": 0.7168, "X4": 0.83952, "Y4": 0.7168, "page": 0, "Index": 342}, {"Word": "the", "Confidence": 0.958, "X1": 0.86207, "Y1": 0.7032, "X2": 0.88859, "Y2": 0.703, "X3": 0.88727, "Y3": 0.7168, "X4": 0.86074, "Y4": 0.7168, "page": 0, "Index": 343}, {"Word": "cul-", "Confidence": 0.619, "X1": 0.89125, "Y1": 0.7032, "X2": 0.9191, "Y2": 0.703, "X3": 0.91777, "Y3": 0.7168, "X4": 0.89125, "Y4": 0.7168, "page": 0, "Index": 344}, {"Word": "pria", "Confidence": 0.983, "X1": 0.96419, "Y1": 0.7102, "X2": 0.99602, "Y2": 0.71, "X3": 0.99602, "Y3": 0.7208, "X4": 0.96419, "Y4": 0.7218, "page": 0, "Index": 345}, {"Word": "lected", "Confidence": 0.941, "X1": 0.6366, "Y1": 0.7162, "X2": 0.6817, "Y2": 0.716, "X3": 0.68037, "Y3": 0.7298, "X4": 0.63528, "Y4": 0.7298, "page": 0, "Index": 346}, {"Word": "smoke", "Confidence": 0.996, "X1": 0.68568, "Y1": 0.7162, "X2": 0.73342, "Y2": 0.716, "X3": 0.73342, "Y3": 0.7298, "X4": 0.68435, "Y4": 0.7298, "page": 0, "Index": 347}, {"Word": "are", "Confidence": 0.998, "X1": 0.7374, "Y1": 0.7162, "X2": 0.76525, "Y2": 0.716, "X3": 0.76393, "Y3": 0.7298, "X4": 0.73607, "Y4": 0.7298, "page": 0, "Index": 348}, {"Word": "minimized.", "Confidence": 0.955, "X1": 0.76923, "Y1": 0.7172, "X2": 0.85146, "Y2": 0.717, "X3": 0.85146, "Y3": 0.7308, "X4": 0.7679, "Y4": 0.7298, "page": 0, "Index": 349}, {"Word": "and", "Confidence": 0.998, "X1": 0.96419, "Y1": 0.7242, "X2": 0.99072, "Y2": 0.724, "X3": 0.99204, "Y3": 0.7348, "X4": 0.96419, "Y4": 0.7358, "page": 0, "Index": 350}, {"Word": "Since", "Confidence": 0.994, "X1": 0.65385, "Y1": 0.7292, "X2": 0.69761, "Y2": 0.729, "X3": 0.69629, "Y3": 0.7428, "X4": 0.65252, "Y4": 0.7428, "page": 0, "Index": 351}, {"Word": "the", "Confidence": 0.998, "X1": 0.70159, "Y1": 0.7302, "X2": 0.73077, "Y2": 0.73, "X3": 0.72944, "Y3": 0.7428, "X4": 0.70027, "Y4": 0.7428, "page": 0, "Index": 352}, {"Word": "quantitative", "Confidence": 0.908, "X1": 0.73475, "Y1": 0.7302, "X2": 0.82891, "Y2": 0.73, "X3": 0.82759, "Y3": 0.7428, "X4": 0.73342, "Y4": 0.7428, "page": 0, "Index": 353}, {"Word": "analysis", "Confidence": 0.881, "X1": 0.83289, "Y1": 0.7292, "X2": 0.89655, "Y2": 0.729, "X3": 0.89523, "Y3": 0.7428, "X4": 0.83156, "Y4": 0.7428, "page": 0, "Index": 354}, {"Word": "of", "Confidence": 0.004, "X1": 0.90053, "Y1": 0.7292, "X2": 0.92042, "Y2": 0.729, "X3": 0.9191, "Y3": 0.7428, "X4": 0.8992, "Y4": 0.7428, "page": 0, "Index": 355}, {"Word": "as", "Confidence": 0.935, "X1": 0.96419, "Y1": 0.7362, "X2": 0.98143, "Y2": 0.736, "X3": 0.98276, "Y3": 0.7478, "X4": 0.96552, "Y4": 0.7488, "page": 0, "Index": 356}, {"Word": "b", "Confidence": 0.94, "X1": 0.98674, "Y1": 0.7362, "X2": 0.99602, "Y2": 0.736, "X3": 0.99735, "Y3": 0.7478, "X4": 0.98806, "Y4": 0.7478, "page": 0, "Index": 357}, {"Word": "individual", "Confidence": 0.97, "X1": 0.63528, "Y1": 0.7422, "X2": 0.71353, "Y2": 0.742, "X3": 0.71353, "Y3": 0.7568, "X4": 0.63528, "Y4": 0.7568, "page": 0, "Index": 358}, {"Word": "vapor", "Confidence": 0.997, "X1": 0.71751, "Y1": 0.7422, "X2": 0.75995, "Y2": 0.742, "X3": 0.75862, "Y3": 0.7558, "X4": 0.71618, "Y4": 0.7568, "page": 0, "Index": 359}, {"Word": "phase", "Confidence": 0.997, "X1": 0.7626, "Y1": 0.7422, "X2": 0.80637, "Y2": 0.742, "X3": 0.80504, "Y3": 0.7558, "X4": 0.7626, "Y4": 0.7558, "page": 0, "Index": 360}, {"Word": "components", "Confidence": 0.884, "X1": 0.81034, "Y1": 0.7432, "X2": 0.89788, "Y2": 0.743, "X3": 0.89655, "Y3": 0.7558, "X4": 0.80902, "Y4": 0.7558, "page": 0, "Index": 361}, {"Word": "in", "Confidence": 0.998, "X1": 0.90186, "Y1": 0.7432, "X2": 0.9191, "Y2": 0.743, "X3": 0.91777, "Y3": 0.7558, "X4": 0.90053, "Y4": 0.7558, "page": 0, "Index": 362}, {"Word": "sole", "Confidence": 0.973, "X1": 0.96419, "Y1": 0.7502, "X2": 0.99337, "Y2": 0.75, "X3": 0.99337, "Y3": 0.7608, "X4": 0.96419, "Y4": 0.7598, "page": 0, "Index": 363}, {"Word": "single", "Confidence": 0.994, "X1": 0.63793, "Y1": 0.7562, "X2": 0.68302, "Y2": 0.756, "X3": 0.6817, "Y3": 0.7698, "X4": 0.6366, "Y4": 0.7698, "page": 0, "Index": 364}, {"Word": "puffs", "Confidence": 0.993, "X1": 0.687, "Y1": 0.7562, "X2": 0.72679, "Y2": 0.756, "X3": 0.72546, "Y3": 0.7698, "X4": 0.68568, "Y4": 0.7698, "page": 0, "Index": 365}, {"Word": "is", "Confidence": 0.998, "X1": 0.73077, "Y1": 0.7552, "X2": 0.74536, "Y2": 0.755, "X3": 0.74403, "Y3": 0.7698, "X4": 0.72944, "Y4": 0.7698, "page": 0, "Index": 366}, {"Word": "subject", "Confidence": 0.994, "X1": 0.74934, "Y1": 0.7552, "X2": 0.80637, "Y2": 0.755, "X3": 0.80371, "Y3": 0.7698, "X4": 0.74801, "Y4": 0.7698, "page": 0, "Index": 367}, {"Word": "to", "Confidence": 0.998, "X1": 0.80902, "Y1": 0.7552, "X2": 0.82493, "Y2": 0.755, "X3": 0.82361, "Y3": 0.7698, "X4": 0.80769, "Y4": 0.7698, "page": 0, "Index": 368}, {"Word": "sizable", "Confidence": 0.855, "X1": 0.82891, "Y1": 0.7552, "X2": 0.88064, "Y2": 0.755, "X3": 0.87931, "Y3": 0.7698, "X4": 0.82759, "Y4": 0.7698, "page": 0, "Index": 369}, {"Word": "flue-", "Confidence": 0.531, "X1": 0.88462, "Y1": 0.7562, "X2": 0.91777, "Y2": 0.756, "X3": 0.91512, "Y3": 0.7698, "X4": 0.88329, "Y4": 0.7698, "page": 0, "Index": 370}, {"Word": "two-", "Confidence": 0.641, "X1": 0.96552, "Y1": 0.7652, "X2": 0.99735, "Y2": 0.765, "X3": 0.99867, "Y3": 0.7738, "X4": 0.96552, "Y4": 0.7748, "page": 0, "Index": 371}, {"Word": "tuations,", "Confidence": 0.958, "X1": 0.6366, "Y1": 0.7692, "X2": 0.70955, "Y2": 0.769, "X3": 0.70955, "Y3": 0.7828, "X4": 0.6366, "Y4": 0.7838, "page": 0, "Index": 372}, {"Word": "three", "Confidence": 0.996, "X1": 0.71485, "Y1": 0.7692, "X2": 0.75862, "Y2": 0.769, "X3": 0.75729, "Y3": 0.7828, "X4": 0.71485, "Y4": 0.7828, "page": 0, "Index": 373}, {"Word": "different", "Confidence": 0.995, "X1": 0.7679, "Y1": 0.7692, "X2": 0.8382, "Y2": 0.769, "X3": 0.83687, "Y3": 0.7828, "X4": 0.76658, "Y4": 0.7828, "page": 0, "Index": 374}, {"Word": "multi", "Confidence": 0.994, "X1": 0.84748, "Y1": 0.7692, "X2": 0.88329, "Y2": 0.769, "X3": 0.88196, "Y3": 0.7838, "X4": 0.84615, "Y4": 0.7838, "page": 0, "Index": 375}, {"Word": ";.!!", "Confidence": 0.003, "X1": 0.88727, "Y1": 0.7692, "X2": 0.91777, "Y2": 0.769, "X3": 0.91512, "Y3": 0.7838, "X4": 0.88594, "Y4": 0.7838, "page": 0, "Index": 376}, {"Word": "smoking", "Confidence": 0.946, "X1": 0.6366, "Y1": 0.7832, "X2": 0.70159, "Y2": 0.783, "X3": 0.70027, "Y3": 0.7968, "X4": 0.63528, "Y4": 0.7968, "page": 0, "Index": 377}, {"Word": "machines", "Confidence": 0.993, "X1": 0.71088, "Y1": 0.7832, "X2": 0.78515, "Y2": 0.783, "X3": 0.78382, "Y3": 0.7968, "X4": 0.71088, "Y4": 0.7968, "page": 0, "Index": 378}, {"Word": "using", "Confidence": 0.997, "X1": 0.79178, "Y1": 0.7832, "X2": 0.83687, "Y2": 0.783, "X3": 0.83554, "Y3": 0.7968, "X4": 0.79178, "Y4": 0.7968, "page": 0, "Index": 379}, {"Word": "the", "Confidence": 0.998, "X1": 0.84615, "Y1": 0.7832, "X2": 0.87268, "Y2": 0.783, "X3": 0.87135, "Y3": 0.7968, "X4": 0.84483, "Y4": 0.7968, "page": 0, "Index": 380}, {"Word": "xatt", "Confidence": 0.162, "X1": 0.87931, "Y1": 0.7842, "X2": 0.91247, "Y2": 0.784, "X3": 0.90981, "Y3": 0.7958, "X4": 0.87798, "Y4": 0.7968, "page": 0, "Index": 381}, {"Word": "way", "Confidence": 0.998, "X1": 0.96419, "Y1": 0.7782, "X2": 0.99337, "Y2": 0.778, "X3": 0.99337, "Y3": 0.7888, "X4": 0.96419, "Y4": 0.7888, "page": 0, "Index": 382}, {"Word": "atin", "Confidence": 0.992, "X1": 0.96419, "Y1": 0.7912, "X2": 0.99337, "Y2": 0.791, "X3": 0.99337, "Y3": 0.8018, "X4": 0.96419, "Y4": 0.8018, "page": 0, "Index": 383}, {"Word": "flow", "Confidence": 0.882, "X1": 0.6366, "Y1": 0.7962, "X2": 0.66711, "Y2": 0.796, "X3": 0.66446, "Y3": 0.8098, "X4": 0.63528, "Y4": 0.8088, "page": 0, "Index": 384}, {"Word": "limiting", "Confidence": 0.994, "X1": 0.67639, "Y1": 0.7962, "X2": 0.74138, "Y2": 0.796, "X3": 0.74005, "Y3": 0.8108, "X4": 0.67507, "Y4": 0.8098, "page": 0, "Index": 385}, {"Word": "orifice", "Confidence": 0.991, "X1": 0.74801, "Y1": 0.7962, "X2": 0.79841, "Y2": 0.796, "X3": 0.79708, "Y3": 0.8108, "X4": 0.74668, "Y4": 0.8108, "page": 0, "Index": 386}, {"Word": "principle", "Confidence": 0.765, "X1": 0.80371, "Y1": 0.7962, "X2": 0.87533, "Y2": 0.796, "X3": 0.87401, "Y3": 0.8098, "X4": 0.80239, "Y4": 0.8108, "page": 0, "Index": 387}, {"Word": "wtr", "Confidence": 0.13, "X1": 0.88064, "Y1": 0.7962, "X2": 0.91645, "Y2": 0.796, "X3": 0.91512, "Y3": 0.8088, "X4": 0.87931, "Y4": 0.8098, "page": 0, "Index": 388}, {"Word": "into", "Confidence": 0.988, "X1": 0.96552, "Y1": 0.8042, "X2": 0.99337, "Y2": 0.804, "X3": 0.99337, "Y3": 0.8148, "X4": 0.96419, "Y4": 0.8138, "page": 0, "Index": 389}, {"Word": "developed.", "Confidence": 0.822, "X1": 0.6366, "Y1": 0.8102, "X2": 0.71485, "Y2": 0.81, "X3": 0.71353, "Y3": 0.8238, "X4": 0.63528, "Y4": 0.8238, "page": 0, "Index": 390}, {"Word": "These", "Confidence": 0.997, "X1": 0.71883, "Y1": 0.8102, "X2": 0.76127, "Y2": 0.81, "X3": 0.75995, "Y3": 0.8238, "X4": 0.71751, "Y4": 0.8238, "page": 0, "Index": 391}, {"Word": "machines", "Confidence": 0.991, "X1": 0.76525, "Y1": 0.8092, "X2": 0.83687, "Y2": 0.809, "X3": 0.83554, "Y3": 0.8238, "X4": 0.76393, "Y4": 0.8238, "page": 0, "Index": 392}, {"Word": "permit", "Confidence": 0.885, "X1": 0.84085, "Y1": 0.8092, "X2": 0.89125, "Y2": 0.809, "X3": 0.88859, "Y3": 0.8228, "X4": 0.8382, "Y4": 0.8238, "page": 0, "Index": 393}, {"Word": "the", "Confidence": 0.027, "X1": 0.8939, "Y1": 0.8082, "X2": 0.92042, "Y2": 0.808, "X3": 0.91777, "Y3": 0.8228, "X4": 0.89257, "Y4": 0.8228, "page": 0, "Index": 394}, {"Word": "simultaneous", "Confidence": 0.561, "X1": 0.63528, "Y1": 0.8242, "X2": 0.73873, "Y2": 0.824, "X3": 0.7374, "Y3": 0.8378, "X4": 0.63528, "Y4": 0.8378, "page": 0, "Index": 395}, {"Word": "smoking", "Confidence": 0.994, "X1": 0.74403, "Y1": 0.8232, "X2": 0.80902, "Y2": 0.823, "X3": 0.80769, "Y3": 0.8368, "X4": 0.74271, "Y4": 0.8378, "page": 0, "Index": 396}, {"Word": "of", "Confidence": 0.998, "X1": 0.81698, "Y1": 0.8232, "X2": 0.83687, "Y2": 0.823, "X3": 0.83554, "Y3": 0.8368, "X4": 0.81565, "Y4": 0.8368, "page": 0, "Index": 397}, {"Word": "a", "Confidence": 0.995, "X1": 0.8435, "Y1": 0.8232, "X2": 0.85411, "Y2": 0.823, "X3": 0.85146, "Y3": 0.8368, "X4": 0.84085, "Y4": 0.8368, "page": 0, "Index": 398}, {"Word": "number", "Confidence": 0.375, "X1": 0.85942, "Y1": 0.8232, "X2": 0.9191, "Y2": 0.823, "X3": 0.91645, "Y3": 0.8358, "X4": 0.85809, "Y4": 0.8368, "page": 0, "Index": 399}, {"Word": "rese", "Confidence": 0.988, "X1": 0.96552, "Y1": 0.8192, "X2": 0.99602, "Y2": 0.819, "X3": 0.99602, "Y3": 0.8288, "X4": 0.96552, "Y4": 0.8288, "page": 0, "Index": 400}, {"Word": "01561830", "Confidence": 0.993, "X1": 0.62069, "Y1": 0.8432, "X2": 0.61538, "Y2": 0.843, "X3": 0.59019, "Y3": 0.8418, "X4": 0.59549, "Y4": 0.7468, "page": 0, "Index": 401}, {"Word": "eiga", "Confidence": 0.567, "X1": 0.96419, "Y1": 0.8312, "X2": 0.99204, "Y2": 0.831, "X3": 0.99204, "Y3": 0.8418, "X4": 0.96419, "Y4": 0.8408, "page": 0, "Index": 402}, {"Word": "of", "Confidence": 0.998, "X1": 0.6366, "Y1": 0.8372, "X2": 0.65385, "Y2": 0.837, "X3": 0.65385, "Y3": 0.8508, "X4": 0.63528, "Y4": 0.8508, "page": 0, "Index": 403}, {"Word": "cigarettes", "Confidence": 0.683, "X1": 0.65782, "Y1": 0.8372, "X2": 0.7374, "Y2": 0.837, "X3": 0.73607, "Y3": 0.8498, "X4": 0.65782, "Y4": 0.8508, "page": 0, "Index": 404}, {"Word": "and", "Confidence": 0.998, "X1": 0.74138, "Y1": 0.8372, "X2": 0.77056, "Y2": 0.837, "X3": 0.77056, "Y3": 0.8498, "X4": 0.74005, "Y4": 0.8498, "page": 0, "Index": 405}, {"Word": "hence", "Confidence": 0.996, "X1": 0.77454, "Y1": 0.8372, "X2": 0.82095, "Y2": 0.837, "X3": 0.81963, "Y3": 0.8498, "X4": 0.77321, "Y4": 0.8498, "page": 0, "Index": 406}, {"Word": "increase", "Confidence": 0.632, "X1": 0.82493, "Y1": 0.8362, "X2": 0.88992, "Y2": 0.836, "X3": 0.88727, "Y3": 0.8488, "X4": 0.82361, "Y4": 0.8498, "page": 0, "Index": 407}, {"Word": "ti.\"", "Confidence": 0.178, "X1": 0.89257, "Y1": 0.8362, "X2": 0.91777, "Y2": 0.836, "X3": 0.91645, "Y3": 0.8488, "X4": 0.89125, "Y4": 0.8488, "page": 0, "Index": 408}, {"Word": "i.e", "Confidence": 0.941, "X1": 0.96552, "Y1": 0.8452, "X2": 0.98011, "Y2": 0.845, "X3": 0.98011, "Y3": 0.8548, "X4": 0.96552, "Y4": 0.8548, "page": 0, "Index": 409}, {"Word": "..", "Confidence": 0.826, "X1": 0.98276, "Y1": 0.8452, "X2": 0.99204, "Y2": 0.845, "X3": 0.99204, "Y3": 0.8548, "X4": 0.98276, "Y4": 0.8548, "page": 0, "Index": 410}, {"Word": "precision", "Confidence": 0.994, "X1": 0.6366, "Y1": 0.8512, "X2": 0.70557, "Y2": 0.851, "X3": 0.70424, "Y3": 0.8638, "X4": 0.63528, "Y4": 0.8648, "page": 0, "Index": 411}, {"Word": "of", "Confidence": 0.998, "X1": 0.70955, "Y1": 0.8512, "X2": 0.72944, "Y2": 0.851, "X3": 0.72812, "Y3": 0.8638, "X4": 0.70955, "Y4": 0.8638, "page": 0, "Index": 412}, {"Word": "determinations.", "Confidence": 0.857, "X1": 0.7321, "Y1": 0.8512, "X2": 0.85279, "Y2": 0.851, "X3": 0.85146, "Y3": 0.8638, "X4": 0.7321, "Y4": 0.8638, "page": 0, "Index": 413}, {"Word": "one", "Confidence": 0.996, "X1": 0.96419, "Y1": 0.8592, "X2": 0.98939, "Y2": 0.859, "X3": 0.98939, "Y3": 0.8688, "X4": 0.96286, "Y4": 0.8678, "page": 0, "Index": 414}, {"Word": "T", "Confidence": 0.995, "X1": 0.98276, "Y1": 0.8702, "X2": 0.99204, "Y2": 0.87, "X3": 0.99072, "Y3": 0.8808, "X4": 0.98143, "Y4": 0.8808, "page": 0, "Index": 415}, {"Word": "this", "Confidence": 0.986, "X1": 0.96286, "Y1": 0.8842, "X2": 0.99337, "Y2": 0.884, "X3": 0.99337, "Y3": 0.8938, "X4": 0.96286, "Y4": 0.8928, "page": 0, "Index": 416}, {"Word": "Fig", "Confidence": 0.994, "X1": 0.96419, "Y1": 0.8962, "X2": 0.99072, "Y2": 0.896, "X3": 0.99072, "Y3": 0.9088, "X4": 0.96419, "Y4": 0.9088, "page": 0, "Index": 417}, {"Word": "with", "Confidence": 0.989, "X1": 0.96286, "Y1": 0.9102, "X2": 0.99735, "Y2": 0.91, "X3": 0.99735, "Y3": 0.9208, "X4": 0.96286, "Y4": 0.9208, "page": 0, "Index": 418}, {"Word": "Presented", "Confidence": 0.302, "X1": 0.65517, "Y1": 0.9242, "X2": 0.70955, "Y2": 0.924, "X3": 0.70955, "Y3": 0.9348, "X4": 0.65517, "Y4": 0.9338, "page": 0, "Index": 419}, {"Word": "in", "Confidence": 0.92, "X1": 0.7122, "Y1": 0.9242, "X2": 0.72414, "Y2": 0.924, "X3": 0.72414, "Y3": 0.9348, "X4": 0.7122, "Y4": 0.9348, "page": 0, "Index": 420}, {"Word": "part", "Confidence": 0.698, "X1": 0.72812, "Y1": 0.9242, "X2": 0.75066, "Y2": 0.924, "X3": 0.75066, "Y3": 0.9348, "X4": 0.72812, "Y4": 0.9348, "page": 0, "Index": 421}, {"Word": "at", "Confidence": 0.881, "X1": 0.75332, "Y1": 0.9242, "X2": 0.76525, "Y2": 0.924, "X3": 0.76525, "Y3": 0.9348, "X4": 0.75332, "Y4": 0.9348, "page": 0, "Index": 422}, {"Word": "the", "Confidence": 0.998, "X1": 0.7679, "Y1": 0.9242, "X2": 0.78647, "Y2": 0.924, "X3": 0.78647, "Y3": 0.9348, "X4": 0.7679, "Y4": 0.9348, "page": 0, "Index": 423}, {"Word": "19th", "Confidence": 0.812, "X1": 0.79045, "Y1": 0.9242, "X2": 0.81565, "Y2": 0.924, "X3": 0.81565, "Y3": 0.9348, "X4": 0.79045, "Y4": 0.9348, "page": 0, "Index": 424}, {"Word": "Tobacco", "Confidence": 0.617, "X1": 0.8183, "Y1": 0.9232, "X2": 0.86207, "Y2": 0.923, "X3": 0.86207, "Y3": 0.9348, "X4": 0.8183, "Y4": 0.9348, "page": 0, "Index": 425}, {"Word": "Chemnit", "Confidence": 0.04, "X1": 0.86472, "Y1": 0.9222, "X2": 0.91114, "Y2": 0.922, "X3": 0.91114, "Y3": 0.9348, "X4": 0.86472, "Y4": 0.9348, "page": 0, "Index": 426}, {"Word": "B", "Confidence": 0.994, "X1": 0.96419, "Y1": 0.9212, "X2": 0.97347, "Y2": 0.921, "X3": 0.97347, "Y3": 0.9338, "X4": 0.96286, "Y4": 0.9338, "page": 0, "Index": 427}, {"Word": "wi", "Confidence": 0.993, "X1": 0.98011, "Y1": 0.9212, "X2": 0.99867, "Y2": 0.921, "X3": 0.99867, "Y3": 0.9338, "X4": 0.98011, "Y4": 0.9338, "page": 0, "Index": 428}, {"Word": "Research", "Confidence": 0.609, "X1": 0.6366, "Y1": 0.9332, "X2": 0.68568, "Y2": 0.933, "X3": 0.68568, "Y3": 0.9428, "X4": 0.6366, "Y4": 0.9428, "page": 0, "Index": 429}, {"Word": "Conference,", "Confidence": 0.481, "X1": 0.68833, "Y1": 0.9342, "X2": 0.75597, "Y2": 0.934, "X3": 0.75597, "Y3": 0.9428, "X4": 0.68966, "Y4": 0.9428, "page": 0, "Index": 430}, {"Word": "October", "Confidence": 0.941, "X1": 0.75862, "Y1": 0.9342, "X2": 0.80239, "Y2": 0.934, "X3": 0.80239, "Y3": 0.9428, "X4": 0.75862, "Y4": 0.9428, "page": 0, "Index": 431}, {"Word": "26-28,", "Confidence": 0.942, "X1": 0.80504, "Y1": 0.9332, "X2": 0.84085, "Y2": 0.933, "X3": 0.84085, "Y3": 0.9428, "X4": 0.80504, "Y4": 0.9428, "page": 0, "Index": 432}, {"Word": "26-28,", "Confidence": 0.847, "X1": 0.80637, "Y1": 0.9302, "X2": 0.83952, "Y2": 0.93, "X3": 0.8382, "Y3": 0.9418, "X4": 0.80504, "Y4": 0.9408, "page": 0, "Index": 433}, {"Word": "19", "Confidence": 0.897, "X1": 0.84218, "Y1": 0.9332, "X2": 0.85544, "Y2": 0.933, "X3": 0.85544, "Y3": 0.9428, "X4": 0.8435, "Y4": 0.9428, "page": 0, "Index": 434}, {"Word": "1965,", "Confidence": 0.634, "X1": 0.8435, "Y1": 0.9292, "X2": 0.87268, "Y2": 0.929, "X3": 0.87135, "Y3": 0.9418, "X4": 0.84218, "Y4": 0.9418, "page": 0, "Index": 435}, {"Word": "Lesmn)-", "Confidence": 0.066, "X1": 0.87533, "Y1": 0.9292, "X2": 0.91645, "Y2": 0.929, "X3": 0.91512, "Y3": 0.9408, "X4": 0.87401, "Y4": 0.9418, "page": 0, "Index": 436}, {"Word": "Bens", "Confidence": 0.883, "X1": 0.96552, "Y1": 0.9372, "X2": 0.99602, "Y2": 0.937, "X3": 0.99602, "Y3": 0.9478, "X4": 0.96552, "Y4": 0.9478, "page": 0, "Index": 437}, {"Word": "ton,", "Confidence": 0.621, "X1": 0.63528, "Y1": 0.9422, "X2": 0.65915, "Y2": 0.942, "X3": 0.65915, "Y3": 0.9498, "X4": 0.63528, "Y4": 0.9498, "page": 0, "Index": 438}, {"Word": "Kentucky.", "Confidence": 0.621, "X1": 0.6618, "Y1": 0.9422, "X2": 0.71618, "Y2": 0.942, "X3": 0.71618, "Y3": 0.9508, "X4": 0.66048, "Y4": 0.9498, "page": 0, "Index": 439}, {"Word": "Co.", "Confidence": 0.622, "X1": 0.86074, "Y1": 0.9462, "X2": 0.88196, "Y2": 0.946, "X3": 0.88196, "Y3": 0.9578, "X4": 0.85942, "Y4": 0.9588, "page": 0, "Index": 440}, {"Word": "(", "Confidence": 0.427, "X1": 0.88594, "Y1": 0.9452, "X2": 0.88992, "Y2": 0.945, "X3": 0.88992, "Y3": 0.9578, "X4": 0.88462, "Y4": 0.9578, "page": 0, "Index": 441}, {"Word": "har.", "Confidence": 0.067, "X1": 0.8939, "Y1": 0.9442, "X2": 0.91777, "Y2": 0.944, "X3": 0.91777, "Y3": 0.9578, "X4": 0.89257, "Y4": 0.9578, "page": 0, "Index": 442}, {"Word": "Figure", "Confidence": 0.799, "X1": 0.0252, "Y1": 0.9522, "X2": 0.06366, "Y2": 0.952, "X3": 0.06366, "Y3": 0.9668, "X4": 0.0252, "Y4": 0.9668, "page": 0, "Index": 443}, {"Word": "1.", "Confidence": 0.61, "X1": 0.06764, "Y1": 0.9522, "X2": 0.08223, "Y2": 0.952, "X3": 0.08223, "Y3": 0.9658, "X4": 0.06764, "Y4": 0.9668, "page": 0, "Index": 444}, {"Word": "Smoking", "Confidence": 0.764, "X1": 0.08621, "Y1": 0.9532, "X2": 0.13793, "Y2": 0.953, "X3": 0.1366, "Y3": 0.9658, "X4": 0.08621, "Y4": 0.9658, "page": 0, "Index": 445}, {"Word": "machine", "Confidence": 0.893, "X1": 0.14058, "Y1": 0.9532, "X2": 0.19098, "Y2": 0.953, "X3": 0.19098, "Y3": 0.9658, "X4": 0.14058, "Y4": 0.9658, "page": 0, "Index": 446}, {"Word": "for", "Confidence": 0.998, "X1": 0.19496, "Y1": 0.9532, "X2": 0.21353, "Y2": 0.953, "X3": 0.21353, "Y3": 0.9668, "X4": 0.19496, "Y4": 0.9658, "page": 0, "Index": 447}, {"Word": "\"absorbable\"", "Confidence": 0.493, "X1": 0.21751, "Y1": 0.9542, "X2": 0.29708, "Y2": 0.954, "X3": 0.29708, "Y3": 0.9678, "X4": 0.21751, "Y4": 0.9668, "page": 0, "Index": 448}, {"Word": "gases.", "Confidence": 0.991, "X1": 0.30106, "Y1": 0.9542, "X2": 0.34218, "Y2": 0.954, "X3": 0.34085, "Y3": 0.9678, "X4": 0.29973, "Y4": 0.9678, "page": 0, "Index": 449}, {"Word": "lotte,", "Confidence": 0.689, "X1": 0.63793, "Y1": 0.9582, "X2": 0.66446, "Y2": 0.958, "X3": 0.66446, "Y3": 0.9658, "X4": 0.6366, "Y4": 0.9658, "page": 0, "Index": 450}, {"Word": "Present", "Confidence": 0.833, "X1": 0.65517, "Y1": 0.9482, "X2": 0.70027, "Y2": 0.948, "X3": 0.70027, "Y3": 0.9598, "X4": 0.65385, "Y4": 0.9588, "page": 0, "Index": 451}, {"Word": "N.", "Confidence": 0.963, "X1": 0.66711, "Y1": 0.9582, "X2": 0.68302, "Y2": 0.958, "X3": 0.6817, "Y3": 0.9658, "X4": 0.66711, "Y4": 0.9658, "page": 0, "Index": 452}, {"Word": "C.", "Confidence": 0.852, "X1": 0.68435, "Y1": 0.9582, "X2": 0.70027, "Y2": 0.958, "X3": 0.70027, "Y3": 0.9658, "X4": 0.68435, "Y4": 0.9658, "page": 0, "Index": 453}, {"Word": "address:", "Confidence": 0.783, "X1": 0.70424, "Y1": 0.9482, "X2": 0.75597, "Y2": 0.948, "X3": 0.75597, "Y3": 0.9598, "X4": 0.70424, "Y4": 0.9598, "page": 0, "Index": 454}, {"Word": "Celanese", "Confidence": 0.738, "X1": 0.7626, "Y1": 0.9472, "X2": 0.81034, "Y2": 0.947, "X3": 0.81034, "Y3": 0.9588, "X4": 0.7626, "Y4": 0.9598, "page": 0, "Index": 455}, {"Word": "Fibers", "Confidence": 0.929, "X1": 0.81698, "Y1": 0.9462, "X2": 0.85411, "Y2": 0.946, "X3": 0.85411, "Y3": 0.9588, "X4": 0.81698, "Y4": 0.9588, "page": 0, "Index": 456}, {"Word": "rese", "Confidence": 0.998, "X1": 0.96552, "Y1": 0.9502, "X2": 0.99469, "Y2": 0.95, "X3": 0.99469, "Y3": 0.9618, "X4": 0.96552, "Y4": 0.9608, "page": 0, "Index": 457}, {"Word": "be", "Confidence": 0.992, "X1": 0.96419, "Y1": 0.9622, "X2": 0.98143, "Y2": 0.962, "X3": 0.98143, "Y3": 0.9728, "X4": 0.96419, "Y4": 0.9738, "page": 0, "Index": 458}, {"Word": "(Tobacco", "Confidence": 0.986, "X1": 0.37401, "Y1": 0.9792, "X2": 0.44828, "Y2": 0.979, "X3": 0.44828, "Y3": 0.9958, "X4": 0.37401, "Y4": 0.9968, "page": 0, "Index": 459}, {"Word": "Science", "Confidence": 0.775, "X1": 0.45358, "Y1": 0.9802, "X2": 0.51326, "Y2": 0.98, "X3": 0.51194, "Y3": 0.9948, "X4": 0.45225, "Y4": 0.9958, "page": 0, "Index": 460}, {"Word": "216)", "Confidence": 0.843, "X1": 0.51724, "Y1": 0.9802, "X2": 0.55836, "Y2": 0.98, "X3": 0.55703, "Y3": 0.9958, "X4": 0.51592, "Y4": 0.9958, "page": 0, "Index": 461}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAvIDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAopDnBwcGkUEKAxye59aAHUVV1C5ez025uY4jK8MTSLGDjeQM4/GsTVfEtxY6NY3cNmJru42sbVQzNjALAYHB5HXigDpaKiglM0EcpRoy6htjDlc9jUtABRWF4t8Rx+FvDtxqbwtPIuEhgTrJIThVH414rc618WvGMp1HQ0ltLRMwtHCfLUOp+bhuSe2aAPoeivLvhFqvjnVIr3/hKVItrdvKjaaLbKzjrz3A9a9RoAKKKKACiiigAoyB3orwj9oa4uobrQRbTSp98sI2I4BHJxQB7vRVHRiToenkkkm2jJJ/3RTdbOoLod6dJCHUBC32cP034+XP40AaFFeefCm58Z3Om6h/wmEUqSifMDSgBiCORgdgeleh0AFFFFABRRRQAUUUUAFFeJXWv+Mx4w1LxFbaiJPCmm6h9nnt92CEXaH+XHbJ5r2qN1ljWSNgyMAykdCD0NAD6K8e+LWv8Ai1NVSw8ItdoLG3NxfSQjAAPKjPfgE4969H8J6k+seE9L1CSQyST2yO7FcZbHPH1oA2qKa4YoQjbT2OM06gAooooAMgUV8/8A7RF7eWuraMLS5lh3W77vLkK5G6vavDMjy+F9Lkkcu7WsZLE5JO0UAa1FFeXaF4p8bXXxVvdJ1HSmTRFLhHEWFRV+62/vn096APUaKKKACiiigAooooAKKKKACiivnj4jeIPGfiD4kL4a0OW6srdJRbxNG7Ikj7dzMWHoD09qAPoeiuf8FabqukeE7Kx1q5+06hEGEsu8vu+Y45PtiugoAKKKKACiiigAoqjq+rWWhaZNqOoTCG1hGXcjOKq+HfE2k+KrBr3R7n7RArlC20jB/GgDYorwDxZ438S6d8b4NHtNTmTT2uYENuOVIbG4Y/Gvf6ACiiigAooooAKKKKACivJPG/xhu/DPiaXTbDSFu7W0KC7uGLfIT1Ax6CvUrC9h1HT7e9t3DQzxrIjA5GCM0AWaKKKACiiigAoorzv4qfEW8+H9rp8tpYwXJunZT5pI24HbFAHolFYfg/V7rXvCWm6reRxRz3UIlZYs7Rnp19q3KACiiigAoormdZ8eeHtA1+00XUr7yLy6XcgK/KATgbj2yf5UAdNRSAgjI6UtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAyN1kjWRCGVgCCO4p9VdPge2062gkKmSOJUYqMAkDBwKtUAFFFFACdaQIqnIUA+uKdRQAUUUUAcj8QdIvtS0SC6055PtWm3C3qQoM+cU52/X0rg9A+Kdn4flks76c3dm85bKRFZrZnYuyup+8BuI3D0r2eSWOFd0jqi5xljgVz+t+DNG1qYXj2cMd+mTHcBOQx7sOjdO9AGno2s6dr2mx3+l3UdxbSZw6Hv3B9DXDWvxg006tqdrqFjPZ29lM8IuidyyOp+6AOcms/w9qX9n/EKwtLeKCBb5J4by3t4zHGZYsDeo6dj09aqeEPENnL4xvNCuNFj8iTVbhop/KDjeP7zH+Lr+BoA1tI+L32+8j+1eG9SttPkk2Je7d6DngkDkCnXvxab+1Luy0jw5f6gLUEs4+TfjrsB68c/Sui8Q+LbPwxd/ZWtGObR7ksi/KApxg46VPq2tW+jeD5NchghRfKWfBGB8wHJwPegCXwv4rsPFXh5NYtd0UWWWVJeGiZeoauE13476LYak1lpFhc6uYyRJLBwgPse/1q74g1/TI/h9rV94Y8mJHvxBcOUwjMzIrn6FT1re8G6d4eltJ73TdMs4ZhK9rMYkBH7tiuM+nGfxoApeE/iZY+I7z7Dd2c2mXjH90kxysvfCt0Jx2rmPjbZalqk+m2emxozrBLO525bauMgHtT/ibfaX4fvZFhuRFfTwLcQ23YTK4Cun904yCB1FdbfXkcXifRru9MSp/Z8jSs/XnHAH1oAh8SeOrHwL4OsLy9Vp7l4IxHbofmc7Rk+wHrS6H4/l1TwVf+J7vRLiytLaJpYkdwWmUAkkegrP8AF0nhC/8AE1lp+rXkHmyPHDJblgCRncgOeikjnHtW/wCO4ki+HWtxRRgItjIqogwANvAAoAr+E/H9n4s0nUtRt7G5t47AlXWYYYkJuIFcSPj4pUH/AIRXUT5ufs+0g+bg4OOK0/hrqcWqeHfEtwlotsqv5ZjUg52wKM59TjvWT8JPFq+JvEUlo2nRQLptgkERHzdGOSPTNAEmgfHiK71mPTtb0SbTvMl8vzckhM/d3A8ivUdd16w8PaTLqV/LthQcBRlnJ6Ko7k15R8Y9WtNF8SadDPZxzW+o27JOqoA5IYbWDdiP5Ve8feIbjR9d8OpKzLZpZtOgVQ4eUAAEgjoAc0ARP8eIVukQeG73yml2ZZwGXkZyO3Wut8N+ObnXPFVxo8+jy2SLaLcxSSNkuCcf5/Gukt7LT7uxSQ29vcLOgdnMS/vMgZJ+ted+F/EI134zarEsAhXT7E2oUHIO2U8+1AHqtQ3U32azmnPSONn/ACGamrmvH+p/2R4F1e7G7etuyrtPJJ4GKAMbwPo0Wq/D+QX0cgTV5J5543GMiQnH04wa3vCk4j8PC0YuW01mtWZxgts4Dc9iMVxvwt8R6p4n8J6oYkFsLVUtrPK8Kypgn88cV1Gj6tF4l8LyziU2r7fKvJ0AG2VQA4GevQjNAEfgmC7k0a71XUUk83VJ3nMEiDKISQq+4244q/4RSKDRWs4X3Ja3EsIGc7QrHArGk8U6hc/De/8AEFpbLbPAHktxncJIkb73tuUH86b4M8Rxalf+IJg0S2UbRXKOgAUB4wzZPXOck0AYPij42weHPEt5oyaFdXb2rBGkRhgnHpW74Z+KGl69qMOmXdpc6XqEyBooboY83/dPeuUk+Imo65qd0fBngyHUYlkxLdygAyHsx46ehNT+Jdai1Hw/ot/JpA03VYNXgSZJIgHgO4ZYdMqcY96AO+8W+MtI8Gaat5qsxXedsUSDLyN6AV5ef2kNMF3sOhXQh343mRc7c9cUeLrmfV/jPFo99Yh9O2xWwlkXcEV1JJXPQseN3tXqUvgnwxPZfZJNCsTDtC48kA4Hv1oA8v8Ai5Bca9qulNptiLxptNd1jZNx2k5JA9QK2D8YdB8Px2ujR2eoXs9tCkUhhh4DBRx9aq/E7xZP4C8SaPcWEUbImnyIsTdD8wAGfavQdJs9OudBTUIrC3gkvIRcSFVGdzLnOaAH+GfFem+KrF7ix81HiO2aCZCkkZ9CDWFoHxR0rxD4un8O21neR3MRkzJImFOw4NZPw81mLXvGmrXsO7K2UUUxYjmRXcZ49hVTwvqhm+JJtZbIxSC4v9l1lQJkDL8uOpwf60AbGu/FzSdA8QXmlXOnahJ9jKie4hi3IgIByfzrDb9oTw4LyOP+ztQ+zOT+/KdvUDvWJqfiI2Xxf1DRPMUxahqluJ7d1G2WPygMEn3xx3ruPiZp+mab4ShvE021BtbqIIBGq4UnaR06YJoA7PS9XsNZ0qHUrC5Sa0lXcsgPGPf0rgte+OPhPRL1rRGnvZFJVjAnyjHoT1rnrK/XR/gxNBBb+VBc6i9qR5hHlI74zuHtWhfa34b0CW3gtfBE+p2ohVftVtbrLEMDord+c5oA7Hwl8QtC8YAJYTPHdbSxtpl2vgHBI9Rn0q14t8Z6P4L04XmrTld5IijQZeQjsBXkGv8AiW4S+0G50XwbqGlNb3Qd5JbcrgsfmQEdVOSSK1/jVoevTavoniTTNO+3QWEf72LbvAO7PK9wQaAN/wAO/Gzw14h1WHTY4b2G7nkEcSPFncfqOlel14l4I+I/hDXtftU1Hw/b6RrYO2CZYwFYnsCMYP1r22gCtqF7FpunXN9cZ8m3jaV8DJwBk15dpmoaXewTeOHuLuPTodRe9jBjJaRTCIsBRzwc816tJGk0bRyorowIZWGQR6GvHtN8X3Vt8VZPBtvDajSpL2RSiRABU8nJTpjBbn86APS9O8UadqPhdPEO9rewaMyb512kKDjJFcJf/HvwzaXxtorW/uPm2h1i2gn0GazPj5ql1pejaLYadN9niklLPGoAUhNu0Y9AT0r0LR/C2kNoVsLuxtLuaVBLLK8QYu7DLNk9M0AW/DvirS/E9s0unzEvHjzYZBtkjJ9R/Wuc1T4t+H9G8Vz6DeJdI8BUS3AjzGmcHk9hz1rnDImk/GPTbLS7eONIl+yy4f5pY2Unnt8n51yniHUln+Lmq+FGtg8Or6lbLcyj7wjCrlQfQ55oA9d8IfEbRPG2oahaaWZSbPB3OuBIpJG4e3H6119ZGkeF9E0KaSbStNt7SSRQrtEuCwHQGtegDz/4pa3pqeH7nw3OGk1LU7cizgCFvMbOBj3zXOeBtc0z4X6XbeFvEU00GoTyGVP3WUO/GAGHXmut+Jb2uk+GbjxH9hhnv7FR5Mrj5kBYZwe1ZHgAaf8AEbw6PEOu6ZbT3f2txFuGTEq42gH2oAyL3w1HffFe51uYO4tdStlVVTO0eWSzE+nArr7v4q+EbK/FpNqLZKlvMETFMDr82PeuWuPG95Y/GG68MFSba9uIUDIQuzK8k8ZPTFdB8RdN07TvDKastisk1g6Rxpjh0dhGykdwQx/HFAHbWV7bajZxXdnOk9vKu5JIzlWHtXOa98RvDHhyR4r7UlMyHBiiUuwPpx3riPCWqXPh74U629o6ObS+lgtpGO1FDSBQw64ALZ/Cr2qyeDPC0enWPiCynfEXmRusLSJPIwyzZUZJ+tAHa+HvGWh+J0/4lt4DKOsEqlJB/wABPNb9fOfjLxx4Ulktbzw215Fe2kizQSpasvzZAZGZuSCO1fQOl3qalpVpepjbcQrIPbIzigC3Wdrmpx6Nod7qMpAW3iZwD3OOB+JwK0a4Pxpf3V94g0rQbG2+0xI/2vUARlUjX7gY9iWHT2oAoeGRZ6X4W1KPVLd7u7X97eTJF5jMZeQPwBHHatP4aC7sNFn0O+iMUtjMfK3MCXiY7lbj64pkXjXwfb2NzbXOpWVjczqXuYxJ913Hr61Qj1FtM1DwxrBupLmzuVawnnSP5SCf3bHuBkAZNAHc6rrul6FCkuq38FpHI21GmbaGPoKyz8QPCKhSfEOn4YZH70ciuC+Plzb2mn+Hp7u2S4t1vj5kT5wy7DnpV3wt8K/Cl7oNvq4szHNqEa3K7SCIAyg7FzkEfWgD0nTtTsdXtFutPu4bmBukkTBhVfUvEejaM4TUtTtbVyM7ZZApx9K8g+EzTWnj28ghglt7K5tXLRgYiaRJNu5R2yP1NbXjGPwBYeOJNf8AEWpebdxQpGbNU8wL/vAA9aAPRNK8S6LrhYaXqlrdsn3hFICR+Fea/G3Qj4ju/Dmmo7I8kszFgM4VUyfx4pmp2/hKTwpeeL/BqxwXenbbiOWFCi/L1QjuDnkVteLdctrK+8K67eTpbobeZynXJaHIGO4zx+IoA6DwnLZaH4F0OG5vI4UFpGqtOwTJ2jPWukhmiuIVmhkWSNhlXQ5BHsa8+1TR7fxl8M9LvzY211c20CXcEOwqjED5kx2BGR+VZ3we8VRT6Le6TcIbWOwzNbJI4JFu2SBnvt5FAHpVzqlhZzCG5vbeGRuQkkgUn8DU8txDBCZppUjiAyXZgAPxr550+0h+Jfxfa8nM00VrOZNjLhI4E+4DkcljzW78RtRS/wDiTZaDqkFzJpUUKuLaIsqzg/eY467QOBQB7FbapYXrFbW9t5iOojkDH9K53X/AfhfxB4htdW1aASX0AVUBlwGAOQCvfk1xvgj4feD/APhKYvEXhvWZJbeEkmx38o/T5u/HoRXJfFSSQfG/R41uJFR3tA0asy5Bc59qAPol3jgiLuyxxqOWY4AFNjurebHlTxPkZG1wc14h8f8AxDe2zaXoUcr21hOvnTzAH58HG3jr9KPBvw40ufWtJ1vQvGLXdtEVkmtvMIY8fdwDxz2NAHutFFFABRRRQAUUUUAFFFFAEN1HLLaTRQy+VK6MqSf3SRwfwrOl0e4l0hbIateRy/xXKsPMP49q16KAM/TNOfToij391dkgDdcPkjFaFFFAFVrQsxPnzDJzgNRVqigAooooAKKKKACiiigAooooA85+LnhPxB4r0S3i0WddtvJ5sltv2NNjphunHoa8ii134x28H9hLb6oSEMQY2uWwR/z0x6d819R0UAeO/CX4b6vo10uveJppWvEjZLW2eUuYQxyxPYE/1Oaw/CvhXxTZ/Gaa+udPvI9IN7PMHb/V5bOGx78c179RQB4z8bdA8Uave6e/h6zuJ43t3guDD6Fs4PtXW+JdE1O9+Eb6RbQM+o/YI4xFuGd4AyM/hXc0UAeYfDjwlet8OdT0PxRZyQyXd1KJEc5O0qoDA89xwfauETwV8TPh/qk8mgXEt9p0spJW3ZSWB7lG6N7gV9FUUAeFeFfhf4g8Q+LU8U+NJZUKMssUEjKzsQeAwHCgelaHxl8OeLNa1nTJdAt5praKFlk8pguCWHuM8V7LRQB498Vfh9fa74Z07U9Mt5H12zjjSRYz80owM/Ug85rX0eTxVr3wq1HTNU026ttcS1aBHmIXz2IO1gex6Zr0qigDyr4XeFfEOieDtfs9cgdL+7lkZN8gYvmMAHIPrWZ8HPA/ibwt4g1C41qzWC3lgEcZEqtuIYnsT2r2iigDxf41+Dte8R61ot3pGnvdQ2qESlCMr8wPTvXW+PfBFn4w8LW1lPNFaajGirazyHBDY5T3BxyK7uuA+JXw9uvHUdibXWJLCSzLMq7SVYnoeCMEevvQBxXhnwV8R9L1SPT7i/mh0iMcGG9XZ9BlSwHbGOK6Xw7HpKfGS+OkmB1OkqbiSCXzA0vmHO4/3uK5iH4U/ElnWOfx1IkB4YpcSsQPYcV6Z4K8Dab4JsJIrRnnu7ghrm6lOXlb+g68UAdOd+5cAEd8mvPfjHaa3qPhCOx0Oynup5bhTIkS5+VeefavRaKAOI+FOhXeg+B4IL+zW0u5pXmlhAxtJPAI7cCuC8X+HvHNl4k1PR/DEMp0LW5VmmkUcQsxw+G/hBxk+1e6UUAZNzpSL4Um0mCFWUWbQJGeh+TAHNeNfC/w14nttQ1fSta0WSysL6xMBnEYQblyFJx1OD+le90UAfPvhoeN/htq8tjB4RkvrKRfKBtzxKVztcsM8465q1rU3j7xLqtr53g2SzhnuYJHlWXcyLG2QDngde4r3iigDzD4p/DvUfEhj1jw7cm31eJAkiiQp56A5UZ7EHkVwX9ofG+aKPT4rS7iAQReYYkycdy5/nX0ZRQB8+/G7Rdd1CTw4YdPu7yaO123Hkxs43Z5BK17PapMnguKP7OYZxYAeSByrbOmK26KAPn74C6Lrdh4k1ifUdPvbaJ7XaGniZAzFweM/jVv4e+H/Flr8T/tWraddR6dB9qWCaQfKA7Fh3717tRQB8++IfB/iS6+OiatDpNw+mC9hkNwqDbgKoJz+Fej/FzT7zVfh/dWNhaTXVzLKgWKJSSef0ru6KAPLvA/g27n+D7eHdVt3sbiVpMLKuTGc5Vsd64631z4pfDuRtPuNGXVrR2YwGKIsBg9Rs6A+hFfQVFAHifg+7+KXiXxjFrN4jaXoxIElvMmF2Dsqn5sn1rR+IfjTxv4W8VxzaXo0l3oSRKG/dFldz1O5ckY6V63SYB60AfNN3a+IviX4/0uVfDE+iWsTI0spgIwFOSxYqPwr6VRdiKuScADJ6mnYFFABXz1omn63J+0DLez6Tcx2Zv5m+0fZyEKiNlU7sd/rzmvoWigDg/ir4Efx14bSC1kCX9oxlt933XJHKn0zgc15VpniP4reD9PHh1dEuLmVG2xSyW7ShF9A6nB/HpX0jRQB4x8LPhxrFtr0vjHxU7f2lKWKQP94E9Wb09hXO6jpWtQ/tGLqcOmXptDexZuFgYptKgE7sYx1r6JooAKKKKAOF+MEby/DHV0jRnYouAoyfvCsj4CQvD8OVWSB4n+1SEllxu6V6gQCMEZoAAGAAKAPnnWbac/tNWcwhkMYuIfn2nH3R3r034v+cPhlqrW2/zlMTIY87gRIpyMV3O1c5wM+uKCARg80AeN/C/RE8TfBm90e9klSW5mlErtncrltytz+Brm4PGni/4f6tew+JdDl1G1jG2CVlbYuBgFWIbAI6819EBQowAB9KZNDFPE0c0ayI3BVhkGgDwbw/438XeNvE8DaH4asbfR0IEyXEAaP3Yvgc+mK96jQRxqiqqgDGFGAPpSQwxW8QjhjSNF4CoMAVJQBDc3EVpbS3M8ixwxKXd2OAqgZJNfPHhPxJqnjn4h6lBa/aLdb65WSa6t2K+VbxghAOoyTjrxX0VIiSxskihkYYKsMgiobfT7O0YtbWkELMMExxhSfyoA801L4H6XqNw0h1zVFVjvKlkOXz94kAc1zHxcivvBXhqy02xe5u9MuIxEZLh8mGRTlWBUDnr1yK97qG4tbe7QJcQRzIDkLIoYZ/GgD5z+KXiAeJ/hL4V1IPvlafZN3IkVCGz/AD/Gvbfh8R/wr7QcAD/Qo+gx/DWtHo2lxWwt00+1WAMXEYiXaGPU4x1q3FFHBEscSKiKMBVGAPwoA+fPhdqAn+J1zaRRXHnxQ3KNKG+Q5kyoIxwB+tY3hS503RviFewePJYmZppC6XUbN8+flZyeCMdK+lrbTrKzcvbWkELEYLRxhSfyqlqPhfQdWuPtGo6PY3U2MeZNArNj6kUAeVeK/Fvg5NB1TSvD0tkbe8s5GmFu2xQw+6FHTJ9qyfjhdSw+BvCcSFQskK7sqCceWvGe1eyyeC/DEyRLJoGmssQ2oDbJ8o9uKtX/AIf0fVYIYdQ0y0uooBiJJogwQYxwD0oAy/h64l+HmgvsVAbKP5VHHSuQtfDuk+E/EOvLepClo9vJPZl5CGMTL+8jBz2KjHsa9PtraCxtY7e2hSGCJdqRxrhVA7ACvnqC71P4k/GK6t1M6aIrKJFeP5TDE2QOem5ufxoA9O+Ffh19K8Pyapdxhb/VH89xgApH/An4CsDx3438ESeK38N+KNPZo7dVZb5M7o3PbK/MOK9bRFRAigBVGAB2FYWueCvDfiOQSaro9tcy/wDPQph/++hzQB4GlnomnfFHw+fh7qc9yZ583JaXcoBIyD0JGCetS/EuWOX49WCtLMZIrizRVKjaBuBODnPcfiTXu3h/wV4d8LyPJo+mQ20rqFaQZLED3NNv/A3hrU9bXWbzSopdQVlcTsTkFcbT1xxgUAcr8Q/FfgiLVrXwz4rtRMk0fmNNtyIM9MkfMM+1eK+JbLRvCHjLSbrwNrbXrSuJBHG27ZluFyOuR2NfSniHwP4c8UgnV9LhnlxtE2NsgH+8OaydB+EvhDw7qsepWGnN9pj+40srOFPqATjNAHZWzyS2kMkqbJGQM6+hI5FTUUUAFFFFABRRRQAUwIAxYZyevNPooAKKQ5AOBk+lQh5/LVjCNxHzKH6H8qAJ6KYA25iSMcYGOlPoAKKKKACimogRFVRgKMCnUAFFFNd1RGdiAqjJJ7CgB1Fec+I/HGqpParo9t5NnMcfa5ITKzcAjZGOeRnk8dKjOo+JppnvYtQu7AMFZItRsgIOcZXI57Hn3oA9KorjfDnjO4u9W/sPXbEWWqbN8TxndDcp/ejb+lTfEHU9XsPDwh0JFOo3kot4nY4Ee7q34UAdZRXi/wAJ/Dvig6la+ItQ1KSSxkSWN4JJ2clwSN2Dx17V7RQAUVzHjPxzpfgaztrnVFmZLhyieUuTkDPNamg61beItDtdWsw4t7lN6Bxg496ANEOpYqGBI7Zp1fNnwxl1P/hd11BeXF1sVrn5GkO0kHOPSvpOgAooooAKKKKACivLPjNq/inw5p9lrGgXrRW6MYriMKGyWI2nH14/Guj+GfiO58T+C7a7v2zqETtDdArtIdT3HbjFAHYUVznjnW38PeDtR1CAkXSx7LcAZJkY4XA78muE+C/iHxX4qbUL/XL1pLSAiGNPLC5fv+VAHr1FFFABRRRQAUUUUAFFFFABRRRQAUVmeIZ7m28O6jcWkoiuI7d3jcrkKwGQcV4fH8QviY9hZS2n2G/knjDeXbW29kBHG/HQmgD6DorxDwz8WfFcV9PH4p0VY7O0IN3Mi7HgU4AYr3XPf3rpPjRrV1YfDddQ0m9khd7mIpNC2CVIJ6+nAoA9LorjPhVeXN/8OdJurud555EJeSQ5JOT3rs6ACiiigAooooAKKKKACiiigAooooAKKK8K+LfjzxDD4zs/Cfh69No0nl75E4bzHJwN3pjBoA91pqoAzNzk9ea5b4e6f4g0zwwLXxLcm41BZ5CZS+/cpbI5rq6ACiuX8XeN9O8JWoMySXV64zHaQcuw9T6D3NeO6l8c/Fl1EJtJ0i3iiL4yI2lYYHft+NAH0VRXk3wv+K194w1mXRNUsEju4YWlM8eVDYIH3T061f0b4n3Wq/Ey68KnRJYreEsonbOQV6se209qAPSqKKKACiiigAooooAKKKKACiiq17fWunWrXN5cRwQLjdJI2APxoAs0VWsb+01O1W5sriO4gYkCSNsgkdeagvta0vTJVivr+3t5GG5VlkCkj1oA0KKarB1DKQVYZBHcU6gAooooAKKQkAZJwBXm+tfGXRtP1WTT9OsbrVZYmKyvBhUQjqNzcGgD0mmLFGhJSNVJ6kACvNvCvxp0XxNrUWkmxu7O5mx5O8B1f8R0r0ygAooooAKKKKACiiuQ+IfjX/hBNCi1M2f2oPOIim7bgHvQB19FYfhPxGnizw5bazFay20c+SscpBOAevFblABRRRQAUUUUAFFFFACEAgg9DSJtCAJjaOBinVT0+xg0+3aG3h8pDIz7d27knJNAFymvv2HZjd2z0p1FAGUYdcLHF3ZgZ4/dN/jRWrRQAUUUUAFcl41nlml0zRhL5NvqErrcyA4IjRCxAPYnFdbXL+K49R+26TLYWpm3TNBLIuN1urqQZBkEce9AGlotlAtrFdrGAzovlgjiJMABVHYVqkBlIIBB4INUtKedtNhFy26dV2s/Hz443cevWr1AHNajpFjeX8dn+8juIyLu3kXqjBuQCegPTHvUl3LBquvwaUwuI5rIJeM2whG7AbuhOe1X9Z1S30mzEkzhZJmEMK55dz0Aqtr2qSaLpUd/JNbQxRENcGZuSoHIT1b0oAwvD/iLTNN8VSeBreG5NxCj3BnbBRtxLEZ9ea7iub8F6kviLw1Y6/LbwrdXSNmRYwG27iAM9egFdJQB454zvLP4leIp/BdpbyRXum+bJ588eY2bbjA5yOSOfatDwR8QLaHUrDwNNpU8OoWqeRJLHtMJZByQR2NTfF7X7nwhpNnqelQ20dzcXHlSysihipU/xdc+9bnw2IvvAmi6jcxxvePbgtN5YDHPuBQB578P9PTT7u48XXbt9ltZLwP8xJDbsd+ORW7ZfHbRLy8aNtJ1OG1Rwst08Y2Rg9GbnIFR/D/XF1TXL/w9NFaS2ST3EohbDMnz4AKEcDuK7DxNoWl3EEETWloplchkaHCyqFJKkgjsOM5FAG9LqdlDph1J7mMWYTzPO3fKV9Qa8u1r45W9jcNHYeH9QuVjIDvKvlnB6EKeT0Nbujab9t8EeGLC+t4VtGYebbgnkDcyBSD2wpP0q9rOra5pl/NDYeEDqEQjBF4J0G/t8wxuJHpQBJ4P+IOl+L3uLaKKaz1C3P7yzuQBIB6j1FddXhlx4c1a18feH9d0XwzPpuZiuobPmX5jznB+7+AxXudAGD4y0d9d8J39hCwWdo98LHtIvKn8wK4z4ayPZX4MsX2c6zb/AGl4WblZ4yFk4J3c5z07V6jXj0PgQx/G17yPVpbdIkF/BCFyHDNiRPpnr/vCgCX4va9dW+qaZp1pEZhaIdQnVcbjz5aYB6kM2cV3HgXQE8OeErKzC4mZfOnPdpG5Y/ma4nXPBaan8YtPu/tUssi4vbhWbCxxp8sagf7wz19eK9P1PUbbSdMuNQvJBHb26F3Y9gKAPIdY+PZ0vWb3T18NXEn2WVo2YyenfgGut8FfFPSPGM62i29zY3rruSK4XiQY5Kt0PQ1ycXjXxlq+ryxaD4CtorZmV5nuVAaSNujHpyRz3rvdU0LcmlzWOnLHPDfRzOEYfuR0baM4xjIwPWgDN1/4jSaJ4zPh+LQ7q+22q3Ly25BKqWwfl9sVzGr/AB5hsLvZbeH7qWHcVzK4jfIIB+TqByOtd5c2M0PiXUL4W6zC6t7e3XySBKoDPuJPUDBHNXm8KaC9j9jfSLN4tmz54gzY/wB48/rQA3w14p0/xRYtcWbOkkZ2zW8o2yRN6MKwvGPxV8N+DLg2l5LJcXwGTb24yw+p6Csjw/4fHhvxm1xp01mEu4JjNDHIC3lof3bY7nqCRXJfD3wjo/iTxne6zrl7aaneyqbgWufutuIyy+wHSgDqNH+PXhfUtSjtLmK508Sfdmn27AfQkHj8a7fxP4otvDPhmbXngku7WIKx8gjJViACMnGORXM/EDwh4bbS4tSa00+yubeZNkjW4KyZONjKByDmucvLia8+Amq29/LEgtp2tfMiXKhFnAGAM8AdPwoAt3Hx/wDDqaLDeQ2lzJdyyFPsZI3oAfvN2A9K9Xt5RcW0UwBAkQOAe2RmvJfg1omka34Yn1y+0y1nvbido2eSIEBFwFABHHA+teuqoRQqgBQMADtQBk+KpPK8J6rJsZ9trIdqjJPy1yHw1toBdvd2SqttLpdopH+0A2cY7da7DxQu7wrqoLFc2snI6j5TXE2d1cf8IbpUfhtru4uls4RPLY+UcZXjIc4JBzxkUAX/AB5p1pd6zo0bpEHu/PgmyMGSPymIDH0Bwea5e4006t8GPDGl3REnnXUUJLkkYAkwfwxxUVh4Q8aeJ9SU6811ZWqKYZbqa4QzyxHkqioNq5IHPXjGTXUfE+KbT/CGlw6VBI8sOoQLBHEcNkKwGKAM+y8c+G/ht4f0zw/fXM011BAN6wRF9vuccV1fhXx9oPi8yR6bcMLiMbmt5lKSbf72D296reGPD2naj4XtrrVtOtrq9vYQ91NLCC8jHrnjiuX0PTLa18f6fLaG2Rbe4ubFfJYhvKVcrG4OOnY80AdT4s+JGh+DdRgsdTFz506F08qIsCB71n6R8YvCWr3CQrcz2xkcRxvcQsiMx7bumat6tc6JrHid7WPQo9X1PToizPIg2Q5527jxuPHFKmkW/iTwzJZ6v4ai04PD5jRBVIRiGwVIxhh16d6AOl1fWLDQtLl1LUblILSIZaRv0x6156Pj54MaQKHvcM2Afs5xTfEvh278VfC/w/bobi7jheCa6UNiWWILhsep5qlNe+FNBstNj1nw1Zro6yqtpfwpzGwPy+arAOp9c5FAHq5vrZLEXskyx2xQSeZIdoCkZyc9K4XU/jT4M0vUzYy38kjL96SGIsgPpnvT/GqN4i1Pw5o1vPGdLvHa4uNpG2WNF3Bfoa5q71bwTps1xaap4T1C9ulfY00mnl/M5+XaemADx7CgD1DQfEek+JrD7bpF7HdQ5wSh5U+hHUVq185fD0jQvjCYtGg1OLQr7cgSe2dBjbkZz6Nxn0+tfRtAFPUtSs9I0+a+v7hILaFdzyOcACvMrj9oLwhFcrHGl7NGSQ0qxYA/A8msX9oG/kmudB0N5zBaXDmSVuefmCjIHpya7/S/hl4OtdGt7UaLaXCiIAzSR5d8jqT1oA2tE8VaN4j0ptS0q9S5gRSX2feTjOCOoNeetaWHih5PHtshNql5BL+/i+YQQA7yo65yW/Bag8MeGrfwb48sItFLtaX8tzbXkbNkAIu9OOxHTP8AjWhrfnWniEaZFHHHpjatZoIFXYoVlYsAF4OW6g9qAO48L+J9P8XaMuqaYZDbl2QeYm05U4PFa80qwwySuQFRSxJ7ACoLDTrLS7f7PYWsVtDuL+XEoVcnqcCn3sP2ixuIf+ekTJ+YxQB4hoVpf+NfG0hu5mS2u0N1eGJgVktwxWOJT1AOMnFe2WenWWn2kdraWsUMEYwsaIAAK8d+Fup2Wn+JTbSiS3a7ha1QTMWHmxMcqGOBkjnAr22gDMi0DSYNYOrQ2EEd+YzEZ0XaxUnJBx15rHsPG3hS+8VTaNZ3kDawCyOojwxK9Ruxzj69q6uvFPBfg20t/iLdeJbm6ZZ5tSu47aGJSytgkEk49z+PFAHq+ueItJ8OWgudWvY7aMnC7jyx9AOprlLP4yeCru2nmOqGEQkhhLEyk89hjmuf8ReEZvGPj+E6ndy/ZUuXSKOJiBFEijJDD7rsT3q74k+HHhzQvDk1zp9lcbkZfMiExYXBLY+cNkE80Ad7oniDTvEGjLq2nzF7Jt22RlK5C9TzXMN8YfA6zPEusb2TOTHE7DjuCB0pfAKafo/w+ljmJtrC2nuFbz2AKIHIwSK4Tw1q/wAL7LWPsVjoF0hlcbLy5Xh8txjc2QufbtzQB7NpGt6br1kLvTLyK5gP8UbZwfQjsaxX+InhePXZtGk1NY7yF2SQOjBVYDJG4jFSWGgaJpfiNNRsALOe+gIa3jOEm24+baONwz1964+JdLvNV1fwvcKgvNT1OaVm8kP+7HUZPQ46GgDvPD/irRvFMdzJo14t0lu/lyMoIAPtnrVTWvH3hjw/NJDqOrQRzxjLxKd7qPUgc1iy+H9L+GvhG/GgpLD9rkRC8km7YzHaG59M1HqfgzwLoeio2vW0UifekuZd5klfGWYsvzHOM46cUAdToPivQ/E8Rk0fUoLraMsqN8y/UdRWD8Qrey8UaZJ4Qj1GCLUrp428pmG8R7slgO/ANclqlt4N0vTY/F/hrVEsp7Q+ckcI2+emVUxlDgkHH5nNdzrVvaWstr4mtdLW41WRoYg38flseQMnA4JoAx/BNxongPTo/Cd9q1rFeLdSeRFJKN7qzfKfqa5T4keHbHx7ry3+lajA40+1kE8m7KRujj5Wx909a7C08L6F41uv7c1TT/8ATbS+kWJ1ZkOEbjIzWfqEWi+BNb1GPTY1he+s5Lq4jcsfNbeOFPQHk0AdromuaTfLHp1jqVtdXFvAhkSGQNhcAZ/Op9W8QaRoUPm6pqNtaJ6zSBa4228N6D8NfD2q+J9Nt5EuWsy8geQspPDY9R81ccfB3g59Ng8ReNvFL3NzqURlYeeAh5ztjGC2B04oA9h0jxJouvIW0rU7W7A6+VIGI/CtWvm690vwHoFpP4m8IeKjFeWZWSG38zLud2ChU4JUj29a+gdE1JNZ0Oy1GMgrcwrIMHI5FAEHilLiTwrqqWilrhrWQIASCTtPTFeYeAtP8EWnh/Rnv/Le41GEqwucmIzKTu69Gr2UgEYPQ15v4j+FsEzSXehSCItJ50mnXHzW0zZy3B5UnjkflQB0mkeB/Dmja5LrWmWEcNzNH5eUPyKM5O0ds+1a1xrOmWl2trc39tDcNjbE8gDHPTiuK8PaJqvha8tnj1hjpkriO506+fP2d2GQIpO4BwAPSq+ueCNJ8Q/ES+v9ag82GG0gWFSzLyzEZyOcgigDvTrWmLeiyOoWwuT/AMsvNG78qdfavp2m7ft19b22/wC75sgXP51wJ+D3hiz1eHUk80zGQ8zzZxnpjI5I96pt8N9M8W2k+qS6nJJI0Rt4p5F87YqkgkqwADcHpQB6lBPDcxCWCVJY2GQyMCDST3MFrGZJ5o4kAyWdgB+teb/D7wy/gjUtRgtdQuLzQpLJLmJpVPEg647Djt1/KuPu/Amu/E7xVPeX3iADR/LWVPI3Mke4Haig4BIGCT70Ae7295bXcYe3uIplI3AxuDkevFeafHSxk1LwjZ2kMUkssl4oRIxlicGuEv8A4a+IPh1r1nqGg68pttrMXuGMSsyjPlsATndzivTtcW48Y+H/AA3cWd39gnuZll8zy95T5TuwDwfxoA0fhgjR/DXQkcEOtvtYHsQxzXW5HSvPvEWm6/4e+HMGg+GJHn1BU8tbnARsZJJA7Mc8VY+H3hPWPD9k974j1i51DU5Y8FXlLJCvUqOcE9OaAO6orjBbeLtUu/7Sg1OOwtS5VNPkhDboum4uCSGPUcYGeRSafP4m0LWVtNTkGqaZPKQlyFCy2+Sdu8DgrxjPrQBs3firTLPxNZ+H5pJFv7tC8S+WdpA/2ulbdcD4t/5KX4MP+3P/AOg131ABRRRQAUUVHFIZA2Y2TDEfMOvuPagCSiiigAoqMxKTnJ/M0UASUUUUAFMkjSWNo5FDIwwQehFPooA4i+tL7RrxJWivZrSAloLizO5wpOTHJHj5gOxGT/OktvGWrm0jC+GNVuLl3barRrGCmRglifl69MZ4/Gu2fdsbYAWxxnpmnUAczp2j32o31tq/iARC4hy1taRjK25IAJLfxNx1rnvi+niR9F04eGrSW4uRcnzBGobC7T1B7V6PRQByfw1sbvTfh5o9pfQPBcxxHfG4wVJYnn866yiigDyf45+HNa8Q6JpaaLYyXctvO7uIyMqNo55Ndl8PrS+sPAej2mowtDdxW6pJG2MqR24rpqKAPBfhj4Y160+K+p6zqOk3SWsvnbLmf5Ty3HHfNd78UYtcl0vTzoGnXF5eRXPmBoZEXy8KeTu4PWu9ooA47T9Fv9S+Hul2lzv0zVYIkcFMZjlXuccYPOfZjXC3erfGfTpfso0y3ulGF8+BUYFRxkbiOT15Fe10UAeUfDbwp4ytdcute8SanPGlzlvsBl3bmP8AEwHAx2Ar1eiigArgPiPp2vJNpWv+GLZ7jVLKUxvCrgCSFuWByfVVrv6KAOB+HFjrc76n4g8TWrW+q3cvlJEwGY4U+6vHXknnvXUeJtHHiDw1qOlFtv2qBowfQ9v1xWtRQB4L4e1f4n+Cpxo9z4ZfV4sbY5Q/UKMD5+gH1rXin+Iura9po1Tw+1ravfxXLvb3IURRrkbWwcnrk17HRQB55qniey0/4k3Ol3jSkT2MIiUK23ezkD5h0zxXIajffF20vb2ytdOuLi2NyDDL5kfEQOdobhjnpnrXS+K/hzq2vfECy1+21KGGyia3aWBlJZ/Lct1/GvTRQByPhLQtThmm1jXmjGoXEYjS0h5itYx/CvqT1Jrz/wAS+EPFHhPxI+teFLRZrVnMn7hQ00YI5jwxwUJ5wK9uooA+dI4viz4+1KBL62FhYqxz9ot1WNffawJJ9K9A+IGgXmmfCK40XQrWW8nJQPsBaRyXDM/rnPNel0UAeb/BLTL/AEr4fJbajaTWtx9pkYxzIVbBPXBr0iiigDnvHMM9x4G1mG1gaed7VwkSqSXPpgda4X4Lv4kd9XbxDYXNs7LCsJkg8pNqAjAHHPNet0UAFeYfHCDWbvwhaW2i2dxcTNdq7G3Vi6AKeRjp1r0+igDl/h59sXwFo8d/ayW1zHbiN45QQwI4yc15v4Zl1iT413NvJpl1HpsdxcXCyvCVBLLgMSR7YFe4UmBnOBn1oA8r1DXtQ8A6vqbP4ZutQiuLhrgXVpDwY2A+UkcggjPOevGKfdfE3VrrT3ubHwXrgUxn7OzR5DuV43LjOBnPvivUSARgjIoAAGAKAPLtd8TeN9M8GeHL3S9Bae8dVe/iSLGwY5TZ1GfUdMVxHiLxz4i8bwR6Xa+A3W6yUneeAvtzkAAlRt65zX0TTQqgkgAE9eKAODv/AAxqdl4S0abTY4Z9a0eABIpANkuVwy89PY1wq/GXxjYSyWmqeDH+0hjtbZIoUdsgA5+or3imlFY5KqT7igDzT4Zaj481i+v9Q8S2qWmmyndBDJHtkVuOF7hcDv616bRRQB5r8Xfh7L400eK604garZZMQJwJF6lfY+hrzzTvG3xc03SzpZ8P3E8iKIo55LRiyY46jg/U19G0UAec/Drwx4gt2XWvFcoN+IzHBbq2fLDHLs3Ys3H5VwWtXWu3Px4igFpcrpY1O3LMsTbGKIACT043GvoOm7FznaM+uKAHUUUUAeTfEHwHqXm3+reH4EuzdqWntJGIaOQdJYmHKtxyB1rgYvjb4w8O26affWQuLiNVBe+tmjkJ75wRnHr3r6XqCWztpm3S28Tt6sgJoA8r+FniXxV4q8R6jf6156acLdRbKITHCWJycZ6kZxnNU/BGqX1x8T59NksbuG3tXvXaVwwjkZpQVIB4HHcda9lVFRQqKFUdABgUBFByFAPrigDy/wAc23ibRNVXVNMWa70wSG48uBcyQS9yQOXRu4qTwr4w8QeK3llv9OitdOghEzN5MiFnB+5l/wA+KyPFMXxZ0rxZe6roxjvdNc4itUIZQg4GVPf6VnxwfF7xpE2n3qQ6JYSApM+xVYqeuMZP8qAOiF/qPiD4WyapHpyT3C3xuJLOJVxIqS5K85zwv41m6D8Z/D9xbzw67pUtvfF2CwxWu/zF6KMDkNgYINeneGfD9r4X8PWmj2hLRW6Y3N1cnkk/U1f+xWgk8wW0O/Od2wZzQB5x4W+JsXi3xlbaWmkz2PlQSyYnjOeo2+m3isTRPF9zf/GSTw88ETQWt9cyxz7fmwQPl6cfUV7KsEKyeYsSCTGNwUZx9aRbW3WXzVgjEp/jCjP50AZ3ibRhr2gXVgGKSMA0Tg/ddTlT+Yry9/jLe6NqA0zxb4WltXjjbdKrZV3A425GCD9e9ez1DLbQT486GOTHTcoNAHimi+PtY8aeL7az0/wdbnQThbj7REGCqG5cPgDg5wBmu5+KHiKXwn4Rj1K2jVmjuo1C5xxz049q7WKGOFdscaIB2UYqO5tLe8iEV1BHNGGDBZFDDI6HmgDhPgxdvffDyK7kJLzXU7nPqXJrzb4/6hMnjPR7cY8tLc8EdQzDP0r6DtLO2sIPItLeOCLJbZGoUZPU4FQ3mj6bqD77ywt7hiAMyxhjgHI6+9AGbqujJ4j8Dy6U7GNbqzCAg/dJUY/WvFtP+I7eGLqPw/498OLNBYQCCCTyA7EqSNw39QRjp6V9DqqooVQAoGAB2qrfaVp+pxhL6yguVBziWMN/OgDwOT4gaV4o8UWemeG/Atne2TD96k1squSTjcSoO1RXv9hZwWFhBaW0CQQxIFSKMYVB6CobDRdM0osbDT7a1LfeMMYXP5VfoAwPGetXPh7wlqGp2ds9xcwxkxxou75uxI9B3ryLw1+0VElosPiTTpWuFJ3T2oGCO3ynofxr3tgGUggEHqDXK33w28H6jcNPc6BZNKxBZhGBk5z2oA83svibq3jzxQNG0fTg9nNIpk86IMbRFIPmbgcEnnr04xVn4nePZtH8Uf8ACOm2SQTG0eGUABkIfLZPftj8a9X0fw9pHh+Aw6Vp9vZoeoiQDP1PfrVbVfB/h7XNQiv9S0q2ubqIAJLImWGDkc0Ac/8AE7xFL4a8KWOsRlz5V5C0ioQCynORS/DrVLe++Gwv0OyEmdzkglQWJ5x9a6nWNA0vXrFbLVLKK6tlYMI5FyAR0o03QNL0jSm0ywsoreybdmFBhTu6/nQB478JvEl54vuNf0y6MLJHY+TA0abCU3MBkj/eFGgfFp/DWuSaH4l02S28mILKYRwjgnkKTyCpHI9OlesaH4Q0Dw3NLNo+l29nJKu12iXBYZzin6z4V0LxBj+1dKtbojo0kYJ/OgDx7xp8WtP8VSQaD4e0iXVxNu3CSPHzkYUgEHoSc5FdVruo2nw78B+GTqsDztZPGv7vAZXCnkDvjPTIrsdA8GeHvDBZtI0uC2kbrIFyxHpk81N4j8L6T4s09bHWLcz26uHChyvI9xQBw/jjxxqNr4D0jxJpVtvt7iSOWVt2PKAOeevBxj8a6rQfEsPjPwV/aumIBLNCy+Szfckx90n61fTwzpUfhkeHlth/ZoiMIiYk4U+5rJ8HfDzSvBE07aVPeeXOuHillLJn1x60AatpqlnqkIt4r0RzxtskVGwQy43AZ96x9dvVjiOgDxFaw6xeESWv2lOqhugwQM5H/wBarGreBtO1G9lv7aWbT72VGSSa3I+YMCCSp4z79eKzbP4YacNYtNU1S+udSuLTH2dZdqJGQcghVAHWgDXvvB9pqeu6drd3dXYv7FQI/KlIQHv8vvXSUUUAFFFFABRSEgAk9BSKwdQw6GgB1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTNvzltx6Yx2oAfRRUasRIUY5J5HHagCSiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiikJwM0ALRTUYOoYdD7Yp1ABRRRQAUUUUAFISFUk9BzS0UAMikWaJZEztYZGQQfyNPoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAaS28ALlSDk56U6iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAa2drbcbscZ9ajiV2AadEEg6FeamppL7xgDb3OeaABQ4zuIPPGBjinUVHJFHLt8xFbawZcjoR0NAElFFFABRRRQAUUUUAFNbdxtx15z6U6igAooooAKKKKACmOxVSVXcfTNPooAKKKKACiiigAooooAKKKKACiimo29A2CM9iMEUAOooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKbu+fbtbpnOOKdQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRSE4B4z7VHDMJVGQEkxlkyCV+tAEtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFN3jftwemc44/OnUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAISAMnpRnPNBAYEEAg9QaAABgDAoAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIbrP2SYqcHy2wc9OK89+ELy3Xhia8kmlurpriRJJ5884bhVP8QHrXosm4xPtALbTgHpmvOvhHqzTaRd6TcQSxXNtPJJliCjqzHBTHYdKAPR1ztG7Gcc4prSIiszOqqvUk4Ap9QXFpb3dvLb3EEcsMo2yI65Dj39aAJBIjAEOpB5B3UVDHYWsMSRRwRLGihVUL0A6CigCzRRRQAUUUUAFFFFABRRRQAwBwWyQf7oxilXcVBYANjkA5xTqKACoy7iZVEeUIJL56H0xUlFABRRRQAUUUUAFFFFABRRRQAUUUUAFFQpcwSlvLmjcqcHawOD6VNQAUU10V0KMMgjBpcjOMjPpQAtFJkHiloAKKQEEkZHFAIPegBaKKKACimhlOcEHBwcetOoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAI5JUhXdIwVcgZPqeBUlIQD1ANLQAUUUUAFFFFABRRRQAUUU1d3O4g88YHagB1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFJketLTQihiwADHqfWgAdFdGRhkMCCPasPStJfw60djYxIdJAO0dZI2Jycnuv61vUwFizAqAB0OetACI5ljLAFQeh/rTlBCgE5IHJ9ahkgke5hkS4dETO6IAYfPr6Y9qWOTeHeMl/n2kNxjHBxQBPRRRQAUUUUAFFFFABRRSEZBBoAWimqoRQozgDHNAZWJAIODg+1ADqKKKACiiigAoopoRQ5cD5iME0AOooooAKKKKACiiigAooooA+TtWhb/hJfEUsK6nHJBqyBbmGQi3hUtzvHqa9t1L4lxaBq+paTf2e37Fp/2uCdpABc4A4HuTWY/wAFRNqF3LP4nvmtby6Fzc2yxKqyMDkAnNZXxX8PReJPHXhbSLa0mZ1IW4nCnYsWRwT68GgD1Xwxq8+veHLLVLmzNo91H5ghLbiFPQ59xg1538Ubt/CnjTw14s+0Tx2gdra8VWJUrjI+X15P5V6tb28VpbRW8CCOKJAiIOigDAFc18QfBy+OPC76T5628vmLLHKVztI/+sTQBznwdhvL3TdU8S3tzPKdVumeFZWJ2xg4Fem1xOoeEdXh8N6HpHh3Vhpy6fJH5xC/61B1H8/zrtFBCgE5IHJ9aAPnZ/GGo+FvjZ4gvHFzPo6yiO7CsSsKsqgNjtg1v+BPFcHhjwt4q8R6pdz3kJ1ZkiRX37v7u0++4flXWWfw2CeLPEup3t2k9jrcJie2C4K9Oc/hWVYfBuO38Cal4Yn1Lck939qtpkTmIjAGfXgUAXNC+K41AaxHqmi3GnXWn2n2wW8h+aWPGcj9Pzqvp3xhF/oF/qj+Hr63S3tftMbSfcmGQCA340lh8KtRisdYnv8AxAb3WdQsxZLcyR/LFHxkY75ArXuvAVzN8K4vB0eoIkqQrEbjacEA88UAc8/xt8qG5z4V1JJ44FuljbGDEerk9hWprfxdstMg0Y2elXd/calCLnyIh8yR9z7mobj4Y6lO02daiMcujf2YwMRzkdGz9aju/hZqiHQbvR9fWy1HTLM2jSmLcrqc9B+JoALr41adB4XstdTSbt4ri9a08kkb1Krkn9RXS+BPHdn46sLm4trSe1ktpfKlim6hsZrjk+Dt8nhnTNM/tmE3FlqbX5mMRIYkDjH4U2fwd4r8H6FfyaHqD3ep6jqyTuYIgCEOd2c8AUAewV5Z8ctQv9O8K2Nzp17NbMLxVcxPt3A9jXp8YYwIJPvbRu+uOa8fuvg/rl9rTQ3XiQy+Hnu/tbWzgs4YHIUZ6D8aAPWNKZpNHsndizNBGST1J2iuX+LF5c2Hw11e5s55IJ0VNkkZww+dRwat6Poet2HjHVL641NZdHmiRLSzA/1RGP8AA/nU3jnw9P4q8I3mi208cD3OwGSQEhQGBPTvxQB4/wDCrVtYm8cafBb65d6nazWHmajHOSRbSf3fz6fWvoOvLNN+GWr+H/EFrq2j6pbpK2n/AGW9VkKiVwuA4AHXIB/P1rs/B1n4gsdBWHxJfR3moeYxMiDjbngUAcZ8ZdY1LTV0CLSL2S2vZLsldr4VwB90jvmqB8TX2veP/BdxbS3UCSxzC+s92FRkA3ZH410XxH8Ean4uvtDuNOuLaE6fcea/nZ5HHTFRXPw/1JfidZeJbLUI0sVVxcWx4ILDDbeO/H5UAQL8bvDbeJF0oxXIgecwLfEDyyw4+uM8VPd/GHQ7EamtxBOlxYXgtDASN75P3wP7vHWsHSfhFqml6+IvtGlXGhi7+0ZngLT4znbnoORjNXvE3wii8R+PrnW5TCLKazMZj3EMZtu1WOB06UAbd38UNJtZtaAgmmg0mBJZp4yCrFuij3pkXxQsl8J3XiG+0q/sraEqsaSqCZy3TYRWf4X+HN/4c+HGo6JusbnUrt2YmZS0TDsp79B+dYNh8KPEa+BtV0ye9torme5juLO3WRnjgKHO3n1oA67w38WdC8RwXzLDdWs9lbtcSwTJ82wdSPWqK/HPwc0Ly774BVDKPszfOO+Pp3rIsfh74u+z+IdV1W7srjXL6wNnbJEAqgEckngVHafD3xLbPZb7SzeKDw/JYNEsi7TM27HX6qSfWgDsNX+KnhjRtB07WJ7mR7bUATAI0yxA65HbHSui0HX9O8S6RDqmlzia2lHB6EHuCOxrxXUfhX4nj0Xw9MtpBf3FlayWlzYvKoUKzNhlb1+YdPSvUfh14al8LeEobC4tora4LGSSOKUyKCfegCz4t8baP4LtoJtVkkzO+2OOJCzMe/FY8Xxb8Lz6FqGsJLcm0sZI45SYSG3P0AFQ/Enwrrus3Oj6r4daB7/TpSRDc7fLYEdea4r/AIVj4ufwn4itbhLJtR1G+t7pPKkCodpJb6daAPRPDfxP8NeKBqBsbiREsI/NmaaMqAnOW+nFci3xTfxD8R/D+m+Grxm024VvtaPBySN3c9sAVBbfDnxGZPFsgtbWxOqafHBbrFKpBdQN2cdN2D+dVfCnhrxmnjbw5e6r4ftbOx06B4A1sVBAwQC/PJoA9j1rVIdF0W81Of8A1VtE0jD1wOleN6br3xX8V6VN4k0drKKxZybezKAs6g4wM17HrmlRa5ol7pczFY7qJoyw6jPevFNN0j4ueErSTw3pMFtPYAlLe7+X92CfvZzx+IoA9q0KbUrnRbWbV7eO3v3jBmijbKqfSp9Qlkg026miIEkcTMpIyAQCRXF2U/jnTNY8O6Vcxx6lbSQs2pX23btb0B9s/jXXa5558P6iLVWa5+yyeUFGSW2nGB9aAPIvDPxWuLvwDrV1qmtWS66hla0hwFYKAMfL35zXffDLXL/xH4DsNU1KUSXUu7ewXAOGIHFeU+H/AIZRv8KtTudV8LTHxCvmfZ85Ej5PykLntn9K6rwX/wAJf4b8LeE9JttDLLNI/wBuM2QYEzkZ9OKAPWm4UkdQK8Nh+JHip9O1eDfE2rXOpiz0mMxfwhiHb3xx1r3CUkROyruYKSF9T6V4RZ2njSHwre30Oi3MF9Y619qtrfyQWljZvnUd8dORQB6dqHjbR/CVvYWfiTVYl1KSFTJtU8noWwOgzmquoa5rR8eaRa2V3pq6JPbmd98n72ZQOSo9BxXnXi/w/wCJLvxZPrUWg313aavpyQNChXfBIw5U5B2gY5PvW1ZeFtS074i+EI1067bTtP0xopLiU+YqlgxKlhxxnFADbf4rXuoReMRb3dgs2nq506NQSzqp5f3FdJ4c8cLrHgqPy9W0+XxH9gNw8bMAFbB5Ydh61wWneF77S9J8ey2/hm5W6mldNPbyfmMb8EJ6jvTvBHg68sPiBorz+H5beyGkeXcyeUQjyMp3B896APQvhn4rv/Fmj3lzfy2czwXBiV7boRjnI+uceoruKo6Zo+naLbtb6bZw2sTNuKRLgE+tXqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAprZ2nbjdjjNOooAaudo3YzjnFQ3sMtxZyxQTtBKy4WRRyp9amcE4w23BB+vtTqAGgNgZainUUAFFFFABRRRQAUUUUAFMjQouCdzdzjGafRQAUUUUAFFFFABRRRQAUUUUANKKxUkcr05p1FFABRRRQAUUUUAFFFFADSwBAJAycD3p1IQCRkdOlLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU1ECKFUYAp1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUU1WV1DKQQehFADqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApqBlUBm3H1xjNOquFD3PnCYsqgqEHQHuaAJfn8wj5dmOOec0+mFV3byBuAxnHOKVGDoGGcH1GKAHUUUUAFFFFABRRRQAUUUUAFQxGYyS+YoCZwmDnI9amooAKKKKACiiqzRXJv0lW4AthGQ0OwZLZ+9u/pQBZooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKY0saMFaRVY9ATgmgB9V7aSd/M8+FYyrYXD7twx19qsUUAFFFFABRRTWdEALsq54GTigB1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEayM0roYyFUDDno2f8ACpKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKOlRwtIyEyoEOTgA547VJQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUU1iQpIGSO3rQA6o4pUmUshJAYqeCOQcGncsmOVJHbqKFG1QMk47mgB1VE0yzjeR1t03yHLnHJq3Xz1etfxap4w1pre/ngtL94hPFqBjEIJHATvQB9BpGkUaoihUUYAHYU6vJrf4sXi6n9gbSkWNIpNvnSnzm2R7txX0PrUlt8XLnUb5LXTNIW5VpdvnK5KFRD5jY/2sgj6igD1WivnuX9o+8SV1Xw5GAGIAaQ5/H3ooA+hKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvB/idJp9r8TjJrd1epaSaZm1Fq7BlmHCkY6c4617xXE6t4Aj1rxjdaxezxvaT6ebP7OUyQT/FmgDPg8Z3PhTwV4ej1q3uL7XLyMKLaMjzHAydxzxwuM1oL8TtDltNLmto7y5l1B2SO3hhLSIVOG3Dtgmse5+F9/d6dphutVtbzU9KZktp7m3LI8JxhHXPJGOtO1j4c6veaXo1rYX2nWc9pIZZbmK3MTRsSCfKCkDHGMN1oA1z8TtBXxHLpDC5Hkzi3ku/L/crIeiluxzx9asv4/wBJh8XL4cmS5iuZG2RytH+7kbGcBvWuci+Fktr4pku7eTTjpk9yLqZZYWaYOOdo524zk5IyM1U0/wCE2o2XiSwv3v7CWGzvWuRMYWFzKGzkO2SDjPFAGzafGDw1ctfhxdwizDZMkJxIVOCFPc+1cx478babr+gaVc+XqNlBbavB9qSSJo3CEE8euRXTr8Orj/hA7nQDqCpdG7kure5RThWL7lyP50yTwj4w1W0tF1vXNPnkt76C5EUduQm1DyMnkk9elAHT+FvFem+LtMe+04yBY5DFJHKu10Yeo+hrzDTPD+p60niXXrTxHqdrf6fqV0sEYm3REJyqlTwB2r0jwz4cn0PU9euppo3XUr37RGEzlV2gYPvxXJW/gPxfD/a2nrrmnW2k6ndy3ExihZpirn5lBPAyOKAL0PxT02z0DSZ9TjuHvrq1W4mjt4S3lr0Ln0XNWtZ+K3hrRbxLWaS5mke3W5TyIWcMjdOR7VmeJvhjNe39lNpD2KwQWQsjDdiTCoOjKVIyeeh4rCXQtes/iXd6b4auNNt2t9GgilN1CxQryPlA5HPvQB32o/EDRNP0Kx1rNxcWF2fklgiLbR3LemOaiu/iV4cstfh0ea4m8+aOOSJ0hZkYP93kVxep/CXVxa2VnY3VndQC1kikF2zosMzklpUC+ucYPaur8HeCrvw9qTXN7cwXCjT7a0jC5JQxg7iMjgEmgDn9A+Lumo/iObWLucwW16/2bFs3EPAVenXOeDzWnD8afCk81rErXgadwj7oGHkEnA3+mar3vw81OXS9atElgc3+uJqCF2PEQKkg8deOlXL3wjrE0XieOKGwxqNxA9uckHam3OeOD8tAGhdfEzw/aeJ/7DeSYyBxG9wE/dI56KW9aU/E7wquvvoj3zrepKYmDQsF3AdN2MVy5+Guo23iaWSC00y60+6uluXnuZJPMi6ZXYCFbkcGrsvgPUpUspDDZi4j8Q/2jK6nrCOnOMk47UAWvAPxItfF2u6zp/2hWaGYtZqIipaAADJz3yaufFjU77SPh1qN7p1zJb3SFNkkf3hlgKw7yw1vwLpXinWNL0y3ub+81BZLOOOMufLbapyF59Tiui8daJqfin4fz6dZiNNQmWJwJDtUMGBP06UAVvFN9qUHgjS7m21uLS7h3gWS4nTO/dj5fYmresfEfwv4auUsdW1ZFvFVfMVFLEEjqcdM1zGoaH4/1/RItO1S00mNbe6t5ojFOxJCNyDkVyvxE0++0STxHGx0W6i1SWOZTNMPtcZOAFRcZIz0oA9S1X4k+FNFltI77VFja6iEyDaThD0LY+7+NPvfiH4ZsJtPjuNQx9uiWeFhGxXy26MxH3R9a8z8Y2F7oSahfNBoc6appkaOl5KEmh2x4IQEZbnHTvUv/CE6xe6Vo11b6R9uhu9It7WeN757cxFVP3gOqcjI9aAOyvPiLZ2vxLi0CS+tY7EWe92YHcZieFz/ALvNTfD3xxH4tTUYZbqCS6t7mQKkS4/dBsKfxqGz8I3Ft8Q7G/OnwNp0Oji1eRiGxKG6DPJ47ntVv4eeHbvQLPU1vbSKCSa/lki2hcmMtkZI/lQBxvxE8V+LdM8e22l6ZdmCGSNHtIY4g/2g7sOHJ6ACvUtTu5U8OXd3ayx+clu7o4+ZQwU/nzXkvjPwJ4n1PXNdFnpUd01/Ij2mpPd7TaIBygHUZ9uK9A8P6LdWPwyh0hrI212tm8RgLhvnIPcccnn8aAIvh341g8W+C4dSnmRbmBfLvM8BXUct9COfxrJ8B/EUeJ9S1SW8uYbe0a9+yadCeC+1ck57kjnFc/afDLW7ex0O1tCLG2vLVbXXokYZKqc5GP4m+6SKr33g+Xw34F8VXVzBFpa22ofbNJKOHMe3aFI5/ix096APU7vxn4csobqa41e1jS1l8mYlx8j/AN361YfxPocdva3EmrWaRXa7oGeUASD29a8duPA2qzeDvDuqNZT3l2Z3vNShgKedK0g4IDArx6EVe0j4fTyan4Ut9W0OU2EC3Uk0U0gkWEscoCVwB9BxQB6xDr2kz6vJpMWoW738ah2tw43gHviqfjXU7nRvBer6jZMFube2Z42IyAcdcV5pp9tqfhb4ha7q9v4dmGkrBNPLPeIu4MqnAikGTtOAMeldtr89x4r+E11cWdo5uNR04SR26nccsoO33oAvaX4msbbRtLTW9Xso9Snto3cNIELswHIB9TWnca1pdpqEVrcanbxXEo+SB5VBb3A6143r/gS71C41m+udAnu54dItI7EDI/fAANjHUjHNS3+gXreJZ7rVfAs+stfRWxgkWXatuVUBlJ6rg0Ae4Dnmlrz3VviJL4bgvvtvh65ihsriG2iff8kwfAypI7f0r0BGDorjowBoAdRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFNd1QZY4GcU6gAooooAKKTIzjPPpS0AFFFFABRRRQAVzsWr+F5dXvNDjmsjevukuLbaMuR1LDua6KvMh4EvV8ZYhM66SqzsZXMYYNKvRWHznB/vUAaUB8F6h4hg19NViubgFrSGMyKUQkYKhcZ6DvV+28T+C7C2f7Hd6fDDDP5REKgASHPAwOvB/WszT/hdZWNpLGL5zPJOkvnxwrGygDBUbezDr61Ha/CjT7GwurO2v5okmlR0dY13xKpJAVuoPPWgDrz4e0SUmQ6VZMW+YkwLzn8KKyp9G8UvcStB4ljihLkxxmzDFVzwM55wO9FAHU0UUUAMVi2flIwcc96fRRQAUUUUAFFFFABSdKWmqG3NkgjsMdKABGDoGU5BGRTqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEyM4zzS00qpYMQMjofSnUAFFFFABRRRQB5h4lstR1/wCKC6PBr+paZAmmCdfsk20b9xGSOhqfwj4q+xvd2GvzC4v4NSGlxXiQfPPxld+Kn8SeHfFb+N117w5Lp6brL7Kxuskp82dwA61XPgDV9L0SF9Nv4bvXBqQ1Cee6BCSt0I46DFAG9L8RPDdvaSXV1etBCl41jl425lXqBjP51yeieONG0fx74ltdS1Nw15ewLaRlXZQDGMYOMAEmrOgeBNcs7/TrjUnsXjTU7nULmJMkBnTaoXPXGTRqnw81K9vNcnie1BvdTtbuBiTlEjA3duvHA6UAdXJ420WDxSvh2eWWG+cfuzJEVjc4B2qx4Jwayrj4teDbTUrmxn1Nklt8h2MLbSw6qDjk1yUnww8QT+MoNVuHsZxFqYuvtjyv5pizkJt+6Pw9K0ovh3qUN5pckiWsyQ65NfTc/wDLJwcdRyR6UAd/oPiDTPEumLqGk3QuLZiV3AEEEdQQeRXG/EvXdb0PV/Dcmiq00j3EnmWu7CzqEJKn3x096raWdS8CXVvZtZxMuta7IAqZPlxMMg8cA10PibRNQ1Pxb4YvbaJGtbC4eSd2fBAKEDA79aAOeuPF8uveLvBEuj3U62F8Lh7iBWA5VRlXH+ySeK7zxDrEWgeH77VpkLpawtIVH8RHQfniuJn8A3OmfEu08S6SN1iEnkmtS+AszIRlR/tEDNdBZQX/AIu8DTWfiXT/ALBc3iSRTQqc7RkhWH6GgDjNMsPiN4g0RPElv4oitZbofaLfThArRBDyqljzmu50/QbbU4bLVvEGiaf/AG4sa+a4QOVYejEVxVrZ/FHQ9NTw9p9vpM1rCght9QZirInQEr6gVb1TW/G/g7TrgzW0Gq2dlYea19JkPJN3XaO2f0oA1/iZZWUfhDUtbNjay6jY2zPbTzQq7RkcgjI9ax9a8Ra3H8O/CerW995VxdXFmt0wQZkV8Bh7Zrp7qzk8afDtre5UQzalYDcBkBGZc/XGa4e18K+MtXtNB8O6rbWtjpmjSxSvdQyljc+X90AdvWgDqfibr+p6B4WjuNNcwNNOkM12IjJ9mQ9X298Vb8Cx6uujNJqniG31yORt1vcwxhfl9Dg8msu51bx3JpWpOPDdjK8N4Y4raSQ/6Rb46jnGelc/4csvGfhmxvtRsfDkEf8AaF4hj0lJvltk/ib0BPtQBtfFDx9c+EDplvYKXnnlEk+1N5SBT8xx2+td7Y3tvqVjBe2sgkt50DxuO4NeVJ8OdU8Ya/q2v67dXujzyk29tDbSKf3OMENx3q74au/FnhLRLTQ5dCm1BLe/FpHc7woNuT8r456UAeoVm61oem+ILD7Dqtstzbbw5jYkAkdM4rSooAZHGkMSRRqFRAFVR0AFPoooAjljjmjaKVFdHBVlYZBB7GiGKO3hSGFFjjRQqoowFA6ACpKKACiiigCteWNpqMPk3ltFcRBg2yVAwyOhwasYxwKWigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGOyxozuwVFBLMTgAepoR0kRXRgysMhlOQaHRZEZHUMjAgg9CKERY0VEUKqjAAHAFAD6KKKAG7V37sDdjGadRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARx+aXfzAoXPyY6ke9SUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTMt5gG35cfez39KfRQAUUUUANQsUBZdrdxnOKdRRQAUUUUAFFFFADGRGKllUlTkEjofan0UUAFFFFABTWRXUq6hlPBBGQadRQAgAUAAAAdAKWiigAooooAKKKKACiiigAopqFmQFl2k9RnpTqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApmW3kbflxnOe/pT6KACiiigAooooAKKKKACiiigAooooAKKKKACkJAIBIyelLTSqkgkAkdDjpQA6iiigAooooAKKKKACiiigAooooAKKKKACiimDfuJJG3sMdKAH0UUUAFNZ1UqGONxwPc06igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKazBFLMcADJPpQA6ikByMiloAKKKKACiiigAooooAKKKKACiiigBm5t+3acYzu/pT6KKACiiigAooooAKKKKACiiigAooooAKKKKACikIDAg9DxSKoRQo6DgUAOooooAKKKKACiiigAooooAKKKKACo1k3SumOVA5z61JRQAUUV5BY6pqFh4/m/4SnVtXtLkSSPa20QH2O5iUEgKcfex1FAHr9FebQfGnQJ9h/s3WUR9rb2tflCE4D5z93PGavax4+0u6uL3QLQ3a3Mivax3giIgWcqcJvHRulAHd0V4RpHxJ0e30Swgu9ek+0x28aTbmcneFAbJ785ooA93ooooAKa670K5IyOoODTqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKZIm+Nk3Mu4EZU4I+lAD6Kaq7VC5JwMZPU06gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKazBcZIGTgfWgB1FFFABXmut6H4e03XjdeIPF1wFd3a1s7mcFYXcEEgdcc8Z4r0qvALp449U1yXVND0m+1dbmVrn+1Lgx7Ic/u/Kz1GPSgD0ax+G+irpywpeXFxbtYpZqRIMbFbfuGO5NMm+FumzalcT/ANpagtnNM1ybJZMRicjBf1z7Vx83xM1LRvBuk/YdIt7K5kjeWO0OSgt04ByecmrWp/FHWtN1HUTLBbssdgk9pawrv3lgpLO38O3d07igC/H8A/Bixqrx3jsAAWMxG4+tFcu3xH+Ie47Y9LK54JZOn50UAe90UUUAFFFFABRRRQAUUUUAFFNdwiFjnA9BmnUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUdKKayq6lWAIPUGgB1FIBgYFLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFIzBVyxAA7mgBaKQEEZByDS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSEA9QDilooAKajh13DOMkcjFOooAKzNR8P6Pq8sc2o6ba3MkZBR5YwSMe9adFAFC80XTNQ8n7Zp9tP5P+r82INs+macukaaju62FqGdPLZhEuWX+6eOR7VdpNy+o/OgDE/4Qzw1/0AtP/wC/C/4UVt7h6iigBaKKKACiiigAooooAKKKKACio/L/AH4k3v8Ad27M/L9cetSUAFFFFABRRRQAUxnClQT944HHen0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNdwiFmOAOvFOooAKKKKACiiigAooooAingjuYHgmUPHIpVlPcGnRxpDEsaKFRQAoHYU+igAoqFxP8AaIyhjEPO8EHcfTFTUAFFFFABRRRQAU1lV1KsoYHqCKdRQAgUKAAAAOgFLRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZfiLS5da0C802G7e1e4jKCZM5TPcYryTw14EguPFHiBINSvYl0i+iRPMuHYPEY8urc989a9tYBlKnoRisDT/BuhaRLez2lo0cl4hW4bzGJcHrnJ60AfL58QeJ7ZjbwarK8UR2Iy3D4ZRwCPwor1iST4LW8jQSSwI8ZKMp8z5SOCOlFAHtNFFFABRRXBaJ42jguvEb6/qEMFraakLW3Z/lABXIX3NAHe0VxF/8AEXTYfEugafZ3FtPaaksjyTh/uBR8pH1YEVqt468MjSzqX9sWptA/l+YGyC3XA9aAOiorlvEPjXRdM0J7n+2LWGSe1eW0csCH4OCPXmpdJ8T2Z0Gzn1C9iF0YImmHfL/d49zQB0lFcnqnxB8P2KapFFqVvJeWELSPEW4yO2frjNZ2h+PP7Zn0+7+26XDp76c11eRmXMkTggEjttB4oA72iudHjrwv/ZR1Ma3Z/YllEJm8wbQ5GQv1xWtpmqWOs2KXunXUVzbP92SJsg0AXKKKKACiiigAooooAKKKKACiiigAooooAKKKKACo5YhNEYyzKD3U4NSUUAFFFFABRRVTUp5rXS7q4t0V5oomdFc4BIGcE0AW6K4/wv4/0zW/DEWp311a2k6xeZcw+Z/qucZ+laOo+MNF0/R9Q1L7bFNFYqGlWNxnJGVH1PagDfoqCzuor6zhuoWDRyoHUg54IpLu8trC3a4u544IV4LyMFA/E0AWKKwbjxGkWuaXZxJHNaX8Usi3SyDC7AD+IwetXk1zSpLWW6TUbZreI7ZJBKNqn0JoA0KKjiljnhSWF1eNxuVlOQR6ikuLiG0gee4lSKJBlnc4AH1oAkPTikTcEAcgt3Iqj/bmlfIf7RtfnjMq/vRyg6sPb3rDi8b2v/CYzaHc+RBD9njntrozDE4Y4wBQB1lFcjrvjuDQl1KSTTbmaCwaNZJY2XaS5xxk9u9bN/rSWlhb3VvA94Z5UjSOJlzliBnk44zk0AatFZem69YatfahaWku+SwlEM3s2AePzrUoAKKgF7al5F+0xbo/vjeMr9fSlF1btGZFnjKL1YOMD8aAJqKiNxCuzMsY3/dyw+b6etc5e+ONO07TdRvLqG5iFnc/ZVRkw08nG0J65zQB1FFYug+IrbXdGi1IRyWiuxRorkBWVgcEVsggjI5FAC0VG80URAklRCem5gM1j3Xia0tPFFloUqOJbyCSeObjZhMZBP40AblFN3Lx8w56c9aDIgHLKPxoAdRTRIh6Op/Gl3DOMjPpQAtNIYspDYA6jHWnUUAFFFFABRRTJHWKNnc4VQST7UAPoqnpmp2esWEd9YTrNbSEhXXocEg/qDVygAoprMEUsxwoGSfaqunanZavaC7sLmO4gLFd8ZyMjgigC5RRUbyJGyK7qpc7VBPU4zgflQBJRRRQAUUU3epcqGG4DJGeaAHUUVXN7bLerZNOgunQyLFn5ioOCcelAFiiq91e2tkEN1cRwiRgiF2A3MegHvVigAoqOaaO3heaZ1jjQbmdjgAepNKjrIiujBkYZBByCKAH0UVHJNFDG0kkioq/eLHAH1oAkopAQQCDkHoaWgAoopAQehzQAtFFFABRRRQAV4lrLawPjKNs1/Las+Ps4LKqpsI3A/dK/rXttc9f+NfD+mahc2V7fpDPbBDLvUgIH+7k9OaAPGLPRtXjsUkkuteSSS3vHnRnfZlMmIe3Y+9XbC+8S3sulyzyaguphrIWYywR7fH75m7ZznOa9aPjfwyNT/s06zafbOB5Jf5uRn+VW9H8R6Nr/m/2TqFvdmHG8RNkqD0oA+aNe0ZrnxDqc8Gj3zwyXcrxsLduVLkg/lRX1bRQAUUUUAFcLF8P3TUbm5e8jdJtWXUdhj6ALt2//XruqKAOC0b4eyaWNMDagH+x/a84jx5nnHIHPYVLN4GuYtJ0GHT7y0jutJgaHM1tvjlDKFYlcjB4/U11mp6hFpOm3F/OkjQ26GRxGuW2jknFZOk+M9M1X+zwBPbPqEXm2q3CbfNGMnaQSMgdqAOPf4X6nbabFaafqllh7BrK5Nza7xyxbcgB45bpVm4+G2pveWpg1mKOzWO2S4iMJLSGHpg54Br0fev94fnVa/1CHTrb7RMJGTcq4iQuck4HAoA4LTPh7qmny6rYm90+TR7lZzCHtszhpeu5vQH061CfhVLJYW1q+oxIsWkLYELDkFxIHLY7g7cEV6YHUnAYZ9M0uRnGRkUAeXx/DK/u1W41GbTI7l9Qt7mWG0gKwGOIEbcHqTnkmuq8EeF38K6Tc2kjRM013LPiEYVQzZAA+ldMWAOCRS0AFFICCMgijPOKAFoqrFqFrNfz2UU6vcwKrSxjqobOM/kasFlBwSAfrQA6ikBB6HNGQOtAC0UVVvb+109InupliWWVYULd3Y4A/E0AWqKytP1+x1LVNQ06Ayi5sGVZlkQr1zgjPUcda1MigBaKKz9Y1e20LSp9SvPM+zwLucxoXIHrgUAaFFVrG9h1DT7e+t2JguI1ljJGMqwyP0qzQAUVmarrlpo0lml2Jv8AS5hDGyRllDHoGPatOgApMjPWjIzimgIGYqACeTjvQA+q99E8+n3MKY3yRMq59SCBUqsGJAzwcHIxTbi4htLaW4ncRxRKXdz0UDqaAPILP4a69PoyWV2tvata6XPZRlJd4naRsgnjgD3q7H4Q8SXeg6za3Wm2cUlzZWsUKfaAyu0PBDccZrqYfiR4cmsp7sTzqkTogVoGDyl/u7F6tmqSeO0vPFejx2M8TaNd21y9w0kZVoXixncT93HQg0AdToYvhpEI1G0t7S4GR5Fu25I1z8oB+mKx/HelX+saRa29jp1rf7LpJZIbiTZwuTkHpnPrUknjzw/FZS3TXbERtGgjEbb3Mn3Nq9Tu7fSqDfECy1O2s5NClDia+jtXe4gcKMglgOnzcY9M5oA5m08J+KI9G0q0n0i1b7LHdRui3m0ESY2jIHHTtUFt4A1y0srWUWccyQXi3MtjJIhMw2FSuQApAOMZANd3F498PTXV5ALwr9kQyPI0ZCMoOCVP8XPHFZ2rePUjttJvNI8qeC41BbK5SZGWSMt7dj35FAGt4J0e+0Lwvb2Ooyh7hWdyA2RGGYkID6AHFUfiRoOo+IvCbWemfNOtxHMU3BS6q2Sozxn68V2FUNW1ey0Sxa8v5vLhDBRgElmJwAAOSSaAPK7rwBqtzp2mw2GkpAYDJO8t3cKZH3MSYGCAAI3fHA/OrGteCtY1HV77UItCtF8zToILaIypiGRWBbb6DjGRXQ+J/iDFp+i6fc6Ognm1GVo4Gmik2IVB3bgBnORjH+FUvCXxGur/AEiTVfEcdnZ2TsFt5IFkLM2PmUqRk49RxQBj674P13VH8T7NI2PqMVsIv36FH2Ebgff3pYfDmt2tvLLa6BLFBJqtrPBYiRB5Cx43v94gbvavQn8X6Al3bWn9pRNcXKB4UXJ3A9OQMAnsDWTofxD03UtBudWvw1hDFePagOrMSQcDgDkn0HSgCl4Q0jVdH8a+IfO0eKOxvbhrhb4MuWGF2rgc9dxPSu/qtZXtvqNnFeWkyzW8yho3XowqWaaO3heaZ1jijUs7scBQOpNAHgmpeGNU0qHxNf3umtb2c1vP5r3Do+9mcFdjqcnP+0OPWrP/AAiWq32hfb9O0+5sdNlW2L6fCY5TOFX5n2hsNzzgkZ9K9Ui8a+GrxAI9SikDTC32lGyZCMhcEdxSt408NQ6fHeHVYFtmdolODncpwRtxnjvxQB5zD4SuIH0611HS9ZvrYxRi0nUoJbSQS7iDzhARjucAYq/qHh3UL4XUUnhqSaCTxFHdiOVo8GHaAzfe9jx710tn4/sz4q1HRtRe2tVheJLWUS7jP5gyOMcfy5rs6APFbrw1eRW4t7/w1ey6VJc3ipaWe1mgLsDHIOcYxxk9K9e0uD7NpVpBsdPLiVdrvuYYHQnualuruCxtpLm6mSGCMZeR2wqj3NUX8S6Ilgt++qWgtGYqJTKNpI6jNAHEfFiHSftPhq41C3kuJRfrGsMTkNIhHzDrXOXng/Vr46dJeaLez2tvbXvlRed88SsP3MZ5BJ46dsgGvYjb6dq0VvdNDbXaDDwyMgcD3U1cJAGScCgDxPVYNf8Ateg3K6NrJextLIyBN7Z2sPMUBeN2OuSfpWjP4ah1XxB4n1C8tdeFvGFeztlMqJIxTDFQD82W7e1dxqXjPS7Swa5sbi31B1uUtjFFcICHY4xknGepx7VVm8bCC+ubOWwC3EN9HaKhuVHmB1DblzjOAR8vWgDzKx8P3cVnK6af4jjni0+JolbzsG5D5Y4J5wO3StTSU8Rf8J/bagNL1qKKaaRZ2nDlASmFJ52hM84AyPWvVRr2km9msxqVqbmBS8sQlBZFHUkdsVW/4S/w4VDDXNPIbAGLhTnPTvQBLoKa6to/9vy2MlwW+T7GjKoX33Hk1rVS0/VtP1ZJG0+9hulibY5icNtb0OO9XaAOE+JGq3Wmx6QDc3FppE1wy6hdWwPmRqFyoBGSMtx0rk4ZNZ13VtEtbzXNZ02e8tWLiFCAdrfu2YYIUsvXkV6trGsabotqk2p3CxRSOEXKlizdcAAEnpVC/wDGfhvSmtxe6rbw/aIvNhZs4dc4yCBj8KANyJDHEiMzOVUAsep9zXlNhr17H8VJUeXVvsUk0sLxzxuYwdoCbQBtC7v4s59a76Txboim9Vb+J5LOIyyoM8ADPBxz+Gay4fiDpEsWhSNvjOrKzINjPsAHcgeuB+NAHC6Ld3tpbSvpl3qsRljvnuRPA3l2uXYxMq4+9uPbJIJqGPxDqx0uzjvdSvI9NWa4E17BKXDMqAxqsmAcE54xnPFewW2s6ZeX01jbX1vLdw/62FHBZPqKu+Wm3bsXb6Y4oA8k0O+13WPEmj2F14hvLG9OnLcXdqEUhmDcAgjjK4Jwe9ZWj6zrFlDc2nhxribUHuruWawMGI4I+drAnnk9Dk5NdzdePrePxcdLtra3aKC4S2urqWcRlGYcBQR82OnWm6b8RLQ3d1b6nbxWk0epHT0KNkP33E44+lAHF6VrOt/8IrLJc69N5k95ZofJLvJAzPiVWZkAHGfl5x+NSnWJbl7LUNZ1G7+zaZr93Ak6Ha3lrEdgOBgkngcc5xXrH9saOs09ub60EsKedLH5i5Reu4jtS2GraPqzSR6fe2l2UCu6wur43dCcetAF2GQTW6SAModQQGGCMjv714xBrOtT6rJ5fi66WGTWnsI42iTiPbkHlRznv717ZXF+L/GZ8KTDboT3sI2F5klVArO21Rgjk0AcDrPjHXbHT9PjGuzC/t4HaePy0XzGEmPmYj5iF6qv6Vqalqdzo+v+LtWsbq4n1KTT4Xs7c4KFNpJcDHRcZ/GumXxwkF1aRa1ov9mJPcPbtLPMpRGC7gc45BFdYb7TxFDM1zbBJ1HlOzqA4PTB70AePN4k8RDQrKX/AISaOJ7vU0t7eUNHPhGX5xIQoHB5GPUA1raprN54bv7yC71xLm/tdEU+eYFZhKXILADB5BU4zjvXo0Wo6RNczWkV1aPNbcyxB1zH7kdqmtZ7LUbcXVrJBcQyDAkjIYN+NAHjUWuDxF4btrbVdT+0GHX4FWVmQvs6jlRg8+ldF4N8R6zqHj/ULK/1BZ7YpI0UcJRowFfAxjDKR0IavRpLW1ZR5kEJVG3jcowpHeqsVxo0Zlv4prBScJJcK6DPoC39KAMv4gSrD4E1eRrqO32wEhpFVlY9lIbg56fjXDa94s13SXnudO1G1WwsbSxl+yLApDea20ruB4GBn8a9NvbvRp4ltr+5sHSQBhHPIhDDscHrTJ7fQzO1vNDYNO6hjEypuYKPlODycDOPSgDTjbfGrHuAa8Y8USyxaH8Qba51d552lTyoJCoKp8uCAOcDpXpZ8VWEfhg65KrxW4RmWKRlV2254GTgnj1pLO78P67aW160Npv1CJXSO5RRK69gQeTigDhLbxrrOlQJo6zRahd/are2jnEI/dq8e47lDdsYHIr0bw/d319odtcalDHFeMGEiRnKghiOOT2AOM0s+i6PcwXEM1haPHcY84eWvz46Z9cU9H0/R4LSyiWO3hdvKgjQADOCcAfgaAMCbxLq0/jOXSdNtLZra0MQuvtDlJCHyd8f94ADHuT7VhWvi640jRt9tpqyTXd3elB5zsCYyeOckE9gOBXYi10fVtekml00Pf6cVVbiWDGMjI2Mev8ASoLvwVoV5PC8lmgjiaSQQrwhkfGXx/e460AJoviOWdLK01m3Frq1zH5nkQq7ooPIy+3Gcdq6OoLS1SztYreMsUjUKpdizY9yetSh1ZmUHJXr7UAOooooAK8x8afD7Xde1rVbnTbyzit9StoYZBMWDL5bZwMAjBr06vPte+Il3oWvatZPpEc1rpsUVxLMs+GMbnHC4+9n3oAitPAF62sa9NfCwMGo2iQQyplpISqbc8r39jV3wH4MuvDLGS9isRcLbrbefbvIzTKp4LbuF4HQD8ayf+E5n03W9dkkiuJ2aa1hs4Hm/dZkHHb5Tzz1qy/iDxTeeJ/DUL6eLCOQXDXcDzcPs44+U5GPmHTPtQB6NRXkF98ftHstQubQ6VcsYJWjLb1GdpIz+lFAHr9FFFABRRWJYeK9I1PVH060uC9wpdcbCASmN2D7ZFAB4uE7+E9UhtraW5mmt3hSKIAsWYbR17c1ylro+qamnhqxOnz2EGjIWlmlcbncR7Aq46g7jk+1dhrXiPTPD6wnUZ/L83dsAUkkKMseOwFV4/GOhzaounx3gadm2qQp2ltu7aG6Z2nOKAPM9B0bXLPFhfaHfs1vpd1bSTghkldnJQLzz161oadoF9ZeAdHYaXqC6y9xAbkFssuxuWPOAMV2en+PvD2pyyx2942Yo2lYvGVG1ThiCeuDTLjxZDdiz/sqeNWkvUt3+0RsA2RnAPqR0NAHETeH9Qj8VDVLbSL2Nl19ZGlz0ttvzEDPQkc/WsnwHJFrXxKme7a9WSG5uZI2ZyftOG+XzMH5dgBwCOc16BeePIP+Ew0vS7GeGW3mllhuSykYKLklW6HHeraeMvCdvZXOqpPDFDGV82YRYJDHAbpkqTnmgDJ8XeHR4h8e6THcWuoiwS1kSee3copYkFAxBzgYJ+uKwG0zxWdS1tIbu7t76NpzbhIyySxEDYA5OAeOOM5NdvH8RfDEqW7pqGVuMlT5bDADBcnjgZI/OqiePbOy8VarpOrTpCkEkfkSBDtCMgbLt0HOaAOMvLDUv+Efs5dHTVLWxe5U6hBPAXKttwSqZyRu5PvRc6Nq8zXRCa1dXtrpAWC4z5TSSl/l4BwcDsa6zw78Q7W80y/vtVubaO3jv3traWLJEyjoQOtdil9Bc6b9ttZ0lhaMuki/MpGOvFAHCeGdNksvHuo3s2jXIubxIT9sfhFXyvn79d4xiq/izTItR+IlnDZyxzS3ls1pqEAlIeGLhhIB2yAR+IratviBpdjpOmy6xfI1xexvKj28L7GVWIJx1GB1q7J4h8KW2sWtwbi2F9fRKsc6rksjcqC3bOOM0AcIuk6xpHie8kIvhHaF/skFohPm2oTCr5hOBg84xnNYcZ1ZvDPiSySw1pzPZRyws6PxID83JOd30r1OP4jeF3e6Q6kqSWoJljdCrDB2kY7nPan3fxB8NWVnbXU+obY7klUGwlgR1yOox70Aef67ZXlloulQ6a2sNJLCbh1lMrZYhQy7gcqwwSAeK6v4j2Md54f0ie6064vBbX0EssMILsFz82QOvHFdC/i7Q49Wg0xr9BczBSi4ODuGVGegJHSrlhremanNLDZXsM8sQBdUbJA6Z+nHWgDyPU7O6n8SDX30DWbV0uLJYQCWCIuRJkKeRjA6d6sNDqX9t6td3/8Aa3nFLhZ4YoGKTRf8ssHOBjjG0Zr0y98T6NYaxBpVzfRx3k33UPbPQE9AT2zXO6T4q1rWPiFfadb2scejWY2SNNGyyM2ByD0IzmgDibjT9ctvCWjXNnNqxjumBvxcmR3RlHy4VSGUZ9K7rVRfSfCK7juhPc30mnOhxEd7sQQPl6+laF/4njsfEslpJcRJa2tm1zdI0bb8Z4ZT0I9aoX3xL0VPD2oalpsrXb2sIlWMRt84bhT/ALuepoA4SxivNG8NXOmNZ65LbzWNiTH852uSfN56hcbQQO1Q3A13UfCENjv1W0vLW5uVjBSRY5VzlAGB3DAI2546ivVo/GGj40+O4ulhubyJJFiYHKhuBn0BPAzUf/CdeHBqEti+pJHcRPIkiuCNpQZbNAGL41sp7nwFpkUsF5KY57dp1gyZgo+8RjnNcncR6/JbW6ibU4NDNzOLVxHI8yj/AJZmQZ3HnOM8etelr4z0BrOG6/tGMRTSNGhIIJK9eOoxUel+MLDVfFWo6FD/AK6zRH3H+PIycfSgDz23sdaTxU82u3OpOymLyJI4GPmwBPnVtp2rk8kdaq+BrW4svG2izRwawqTw3KXbXKyFOGPlA54ACivTNW1yaw8T6fZLJALeSCWadGVjIVQZymOPwpND8caD4ivvsenXTST7GcK8ZXIUgNjPXBNAHSVU1Kwj1TTLqwmLCO4iaJivUAjFW6jmdo4XdEMjKpIQHBY+lAHCj4e3j6JZWMusr52mypLp8yW6jy9nTeP4uKjT4ayKCp1UbZ4LmO6IhALtMQWZey42jApbfxxNp2gaXdSWOoam+ozSKmAiuhBPykdOADzVHU/GV5a+JdH1SxTUbzTr7TpZ5LCML8uzHzc9MZP1wKAK/iH4faxJB58VwLy/lNtCLmJBG1tHCSysq9CxPB6da1tL8IapN4Y0ewna3082N79pdETcZQCcZOeCdxzTNY8RT3Ueqz2V7e24bQBf2oAUKvUhh33dAaQeO5H8PXSTQahY3tlDbyySPErPJG5A3gdMdc+lAElr4C1ODT7nS/7TtlsgStvIlv8AvhGW3FWb9OKpRfDjVYXjiF/Yvarqy6hjyWDYA+7nPJ+tXpPE2sz3viy08iaGGxtVktp49pIzHnP1PWpbPx1Dp9pYWl2l3eyJaRT3l4EAESvwrMPU+goA7uud8Z6Fe+IvD7WNheLaz+akm9gSCFbJU45Gfas63+I1hL4i/saaxvIJDeGyEzr+7Mm3coB9xXZ0AeaW3gTxJZ2Gk2kerWMken3s1yoaAjcHDBQeexZjS/8ACv8AWZfC+l2Fze2Ml1psztHiNljljYYKvg5z9K7bXNdtdAtIri7WVlllWFBEm47j0z6DjrWBe/ES0tbfTrmHTL+6g1CFpYXiQdV5KkdjjmgDL0rwDqmhakWsJdLNpKYnk823LPE6jBKHPoe9Vrv4da1caNLpTXenS2q3j3ECPCynDliWLA53gkYIq54v8fJF4cE2iy3Ud68MdyrLbeYqIxwPMz90Gu9tGkaygaZlaVo1LlRgE45xQBneGNIm0Lw1YaZcXAuJbaII0gXANWdatZb7Q7+0hCGWa3eNBJ90kqQM+1O1TVLTRtMn1G+lEVtAu52Pp7eprmo/iTpEkcLi11EGW4a2Cm3IKyBd20+mR0oA5bSvAHibT9Jnx9hFyLy3uobd5WdcoMNlzyAew7VJb+BPEEMFjNPaaTdyxy3CT2szMY2jlbOQexHpXS2vjyK+1zT7KHTr9Ibq3eYySQ7doBxk+g4PNVdY+JVnDoOqXemQTyz2sRkh8yIqky7tpZT/ABKDQBRv/AurtLqU9muliS4ltJIwVYbRCQdoOeAcV6SM4GetcpL4802wSyjv1uFnlgjmn2RErAGwAXP8IJpLP4haTf67Jo9tBfveRTGKRfs5wmP4j6L70AWvG2manrHhmax0pbZ55ZE3LcfdKBgSOh54rgh8P/E0mk/YbiO2Yi7muFnju2Eib1wOcYPoQe1dNY/EKwtvD51HV7xJC1zNGi20TbgqNzlevyjqag1fx9LZQa5f2o8+0srOGWCMQnczSdGJ7ryKAOx0Ozm0/Q7KzuGRpoYVRygwCQO1LrVjLqWiXtjDO0EtxC0aSr1QkYzXMf8ACx7G1tovt1hqUc/2Jbt1+zHleAcfia6+zuReWcVysckYkUMElXawz6jtQB5kvhTX38PRW8WgaVbX9rNaAS+d/wAfCwnJYkDjJHT3NW9W8M6/ez6lONPs2e51K1uYsz/cWMKCenU7f1ruNa1i20HS5dRvBJ9miwZGjTcVGfvEeg71k23jvRLy4e2glm88SpDtaIj53Xcv4Ec0AchZ+C/FMHittVaHTFjeW48xUchWSRcAgY+97kmqF74WXw18Ol0240hn1y4dvKubGHzSrhtyFmxwK6nwb8RbTWrCRNUnigv4nn3qoIXZGxBOT7c1pt8QfDq6et99rcwGQRZETEhj93jrz29aANDwxpj6T4ftYJ9pumTzLl1QLvkbljge5rZqjpWq2etael9Yy+ZA5IBxggg4II7HNXqAOW8ZaHq+tjT00y6hhjikcziQHLAqQCpHIxk9OtYGl/D/AFS3vfDTX9xYXFvpEEkLqI2zIGPB5Jrb8ceJdT8OJpQ0y0trmW/vFtds7lQpYcHj6GsiL4i6jcR2K2mhfa7m4lmt3SOYKEliPzDJ7Y5oAXS/AV1Y+I7ueSOzls2aaSCZ2cyqZFwV252gD6VJpPhTX7OHQ5JpdPE2lmSJYwrFWjZduc/3u9WIvHk0k8TSaWYrWaZ7aOVpgT5qrkgj0yMZrMj+JupLZfarnw20cZs2vlP2lTmFWAY/XkcUATeFfA1/o3imXULwROiS3DxTLO5LLK27bs6DH49K9Erhrrx7cW+rXMa6SZNMtY4JZbsTDIWbhSF6nmqFl401HStN1y91pYWKaq9raIJMAeik9gAKAE1fwj4hvtV1G7ih07bNqdtcxBmPMcYwdwx1ok8G6+l1dX0QsXuDrAvoUY4Upt288dR1qLVvHF/r/guWXRNLvo7trd5XZX8sxBWxlSfvZI/Ku80u5kHhyzur1j5gtUkmY9c7QSaAOA0T4faxpl9f3V9Kl/cSPPLFKZykZaRMY8vHHPHXpW14R8N33hfQNMtrXStOhvMrFqEiyElo1z8wOOWyeh6ZqCL4jyy2k90NHdYHtJbyycyj9/HGcNn+6e4qWf4h/Z01eQ6PcOmmRW80hRx8ySrnj3HpQB3Nch8RNC1PxD4dSw0qKBpzcRys00mwAI2fQ5zWx4e1e71myluLvSrjTisrIkc5GXUdG49a4vxd40k/tW1tdLku4VtdUjtLmeMjy3YjLIw69KANfxLoWq63caC/2C0kSzZpZ1kl4DlCoC8c4JzmuZufAmszxacL2385BYCwlt7a52LGQ+4OCR0OBnAzxXRj4l6bJHeSW9pcTi3heZQmMyKjbWx6EdcHtUb/ABKto1iZtOlIuZFS1xKpE2U3k57YHX3oA5i++HevXK6ktvDBbJcRSK0Yn3qwLhgEJG5C23nnGa7XwJosujWN55tlLZ/aJ/N8qScSHOACeAAvI6CspviHAl42psZTprabFNHb7cOZnlZNvPfIAq23xDVgsdtol7cXQu2s5bdGXdFKBkA+xHOaAOi8S2F1qnhrUbGymMNzPAyRyA9CRXmEXgnUo7bTbyHw2tvLbTIbyzF0GW6IQrvA6DB5rqrn4lQW7wp/YuoyM9s1y4VRmNVOHz7j9af/AMLM0tLG4ubm2ubZkaNYYpgFabzBlMemQO9AHHXXgLV4bKxs30mPUHttNuY1nMgGyWQ5RRn+70z71e0/wrrsvxAtddudPeCOFURkaVXVwIChOeoOeMdDXSH4iRSWtpcWejX91HcRyPmIL8pjOHB+nPPerlh4nutQ8ay6XBYO2nrZRXAudwABfcRx15xj8KAOEuPBmtS6Fp63Ghi6ENrdW32IzgCN3YlJPQ4GPeibwVrs/ibStQuLG4EENpbJiGZMxMn3gdwPH0616jruvWnh+yS5u/MbzJFiiiiXc8jnoFHeuG8UfEG8uYNCg8LiRZ9UujF50sO4RlfvIV/vevpQBh6b4UvW0HxFcS6Jff2pLeSCBXlKhoHYfdAb0yccVetNC1OGLSvtuh3M40zWpJFVcHMLq21lGfuhivFemX2oDSNFlv7xXkFvD5kohXcTgc4Fc5Y/Evw/qGkSanbm7MCOqbTbsGOVLZA7gAEk+xoAwdTsNdOo3xSzv20ttYEsqQvh5IvIA+TnpvHNU5NN8UJYLKItSN6uixIwWT78omyQTnlgn9a7lfG+gvdW8C3hZri3W5jIQlTGxwGz6Zq5Y63BdXl9CbiAC3uBbqASG3bQcHPfqRjtQBz+m2msp45W+n+1PYzwspDuVWEgDAK5wQT0OM12+KwPCHiCTxJobX8kcaEXEsQ8skqQrEZ5rfoAKKKKACvIddtPDUnxI1SfxDr8CRTW8cTafH5gZlXn58cEd69erwDxnp97q3x0eHSLz7LctZrH5rJ8pbAymcYyRmgD0CC38Ca9e/ZreYXUmrIJkCSPgiLADL/dI9q2rjwPo9xHp6sLlTYyGSJhO245IyGOcsDgda4bWJm8K+LE07SXitVi0SeUAp8izdc5xxnBOKwvDWs+KtT8KeIdVfxJdNLbWatBbbg0qSYBLEAZAyCAPQ0AeiXPwl8FXd1NczaPGZZnaRzuPLE5Peisq28SwNawtJr07uUUsw3cnHJ6UUAemUUUUAIeQe1ee6R4C1fTfFqa4+sQSsZpPNXyjmSJjnHoCMDnFegtnaduM44z615PFe6o3hvXor6/jm1KPVWa0ignaNyVKcAk/d5AxjHWgDt/EegXep6hYahYT28dzarJGUuYt8ckbgbgR68CsaPwJex6suL+AaWl+dRWFYsSCYrjGf7u4k/Tis+4+Iuq2kCWU9hAdXfUJbQeSskseEQOThRu6MB+td/pN5JqGk2l5NbPbSTxLI0Lj5oyRkqfpQBxdh4F1ayNsWv7KbyrSeBxJESHaR92cenbFFl4B1CxgtIoL23jihv0u/Jw7IgUYKpnkZPNPPi/XE8R3Ghy2tjFeLeL5Ku7YltSMtIPcflmmR+Pb97jWIvslofslq1zAUlJVgrbcFsYOeuRnFAFWH4Y3cerW2/UYW0q2muJY4wpEp84EEE9OM1IPhzeJ4WudHjl05XkSKFZvLclo0fdhsnvgcDjrUx+IN/bzR2Vzp1t/aF0LdrREnOxvO6Bm28Y9cUyf4gao1xpsFjpEM1xd3FxZvC0+As0XOQ4BG0jPbuKAJvFngS+8RyW/k3traxRWwQIIz8sobduGMZBwBg+lU7j4f65qD3cGoarZz2eoNbveEQlXJiAB29sHHevQrOS4msoZLuAQXDIDJEH3BGxyM9689l+IFzcQywXumpDb3V1cadFLBcEvvRT82MDA49c0AUrv4XX2yPyZLGeOG+kuYrUl4l2OMFdy85Fdx4e0GXQfCkelQmATRo+3YCI1JJOOcnAzXF+HvHF9pXhv7Ne2StNb6Wby3kku97TANj5yfun86tL8RdSn8OTXsenRpcwXCRzcPIiqybt2AN2O3TjrQBcsfBWrWlvpKNfWbyWNrdQMfLbDGU5BA9iB+tRab4H1PSZLOON9Pu4CluLn7QhOxoV2q0Y9SMdehqq3xWc3gt7TSRfeVBDLcfZZGcgyHACfLggcZJIrudc1iDQdBvNWuVYxW0RkZVBJOOg/OgDix8PLu+8Lanp2qvaSX01891BcqDzltwDHAIHbiqE3w21mSw8m3k022WZZDNErSOA7DAbe2WPuOKn1Xx9q0+j6nZ29pb2uqpYLexkTF08psd9vDjPQiuv8G6ddab4atYry7muZpF80tLKZCu7nAJAOBQByieAdXn1TT7y7ksklhijSaa3dxnau3BQjDcdG4Iq34F8D3fhjUTNdpBIY7b7MlyJ2d2XdkAKQAo796tReM77VdUvbfTNHM2m28kltJeGcIVlVST8uMhc4Gf0rK/4TeTw94R0WS3sJbpp7N7pvtV1821cEqHIy7/NwMdBQBa1nwFd6jr+pSRzW39narJBLcs4PnRNFjATtzj8Oa2vDei65pWqapNqGowXNrdy+bFEindFxjGT1GAKxJviPd2mq6XZXmirb/bUhdla4y6CRivQDjHGc468U2++Ieq6bq2sQ3Hh5W0/ScNc3cdyCArDK4UgZPIyB0zQBs6z4b1LU9fmvY7q2S3bT5LNY2U7stzuJ+tYWneAdXstPms3vbQp/Y506NlDZLZyGORwKpX3xC8QX+liPTtLS2vzd28aszNsaOTkYLKOex/rWxP4q1TTvEuuy3ltGdK02yjlcRzFmBKseF28kkY6jigDLi+H+vnxB/auoXFhfvcQxxSxuzxrbhGDKF2/fGeecc1buvA2p6ppfiezvBYxSajcfaLaeFiWBG35WJGQPlHT1NbfgrxifFtvcs1k1tJAVyQSyOGGRhiBkjofeq3jbxtc+FLm0ih01biOZSzSySlFB3ABRhTzznnA460Ac7qHw+1u+t4QLbToWDO7CK5kDq5UKG345BxyuK1/D/hfxDo/jq51B5bOTTru3jE8gH7wui7dqjsO9V7j4ga+ms3VtB4dhmtbe7S0MgusMzuuVIyuMetWF+I080NpFBpIl1B0lluIBPgRxxnDENj5j6DAoA1Na0jXLrxlpep2LWQs7WCVHEpbeWcY4wPYVg+GvCPibS9f0e7vDppt7WC4in8tm3EyyF8rx64H51DH4xmt/GL29hI94dWgt57O2u59iIrBt2Pl4IA6c5q7ofxOj1nxYNJWxxbyTSwRzKzMwaPuw24AODjmgD0Ko5kaSB0VzGzKQGHVfepKrX97Dpun3F7cEiGCMyOQMnAGTQByyeAIo7HTbRdXvQlhJJJGflyxfOc8e5psHw8hhggi/te+ZYLKWyQ/KDsfknp1Bx+Vc7/wszXbm0vb2w0hZLKKNbqOeeGSIGHOGHI+ZgOeOKtyfEbU7XSV1Kay0+W2uJnFtIlwyq0Sru3crkknjgUAbJ+H1uYGh/tW92nTBpn8P+qz16de1V5PhtDcadd213rV/PLciKNpztDCOMkqnA6ZPPrWLqfie503UbrxJZlmWbQobz7LcTMYkJkA4A6HBrVuvHOp2llq8jWNnJLaXMEcRE+1CkqqwYkjJIz0Aye1AGnfeCjdald3cOr3Vsl3ai3niRQQ5C7Q/PfbxiqUvw6Elvawf2zcrEsUcN4oRf8ASkjPy5/untxVFvFOr6z/AMInd2TW1pHeXLi4jeRvnCjkDjp35psPxUDyaxM+lt9gsFkKzI5JJU4Ab5cLntgmgC7L8PJ5tXhvm1x/3Wqf2kkX2cYDbdu3OfQCu8rzb4f6nql9418SjUAYg0dvOlss7SpHuUn5SQMZGOAK7PxLc3Vn4a1K4s0DTxW7soL7MYHJBweQMkcdaAKni7w3L4n02C0i1F7Ly51mLKm8PjPysMjI5rm7T4aXtrbaZbjxHI0WnpMka/ZhgiQEHv2B4qkPiHqOlwWVpFpTXiLo6ak89xdASbBw27C4LfTr7V6VZXSX1lBdRfcmjV1+hGaAOEufhpcy6eltB4imgZrRbS4YW6kSopyOM/Ka722iaC1hid97IiqWxjcQMZxXn+peILzRPiNq7NNPPZQaOtyLTcNu8NjI9Kr6h4qvNa0DTtX0+UxXdtq0VtLbWtyrRzBmUbSxHQhqAO28T6BB4n0C40ueVohLgrIoyUZSCpx35A4rjte8MeIr/TYNBnWLUIbidZp9Qi22zQbWHRQcsSueferT/Elmf7HbaPJNqkPnPdWvmgeUkTAMQT97IIIHf2oh+IOoXOvLYWfhu4uraSOG4W5hlHEEg4ZlOMHrx7UAat94Vnk1rTruwu47e1gtWs54WjyXjP8AdPY1jj4bTXGmTaffarmGO2e0s2hjw0cbNuy2T8x7VFqfxBv59F1oadpklvfWduk6+ZKh+VmxnHODx0NXbr4hppdtEt3p8r3MNtHc36pIv+jxsQAx5+bJ7CgAm+H001u0Taw7G5iigvnMQBljjOVCjPy8ZH40J4K1iLxQniCPWohdtMyTjycJJa5G2PA/iGDyfWp4/HF1c6xf6fa+H7qcWY3NcLInlkFCyc57gfhU3hbxpL4onj8jSJobVrdZmnaVCEJJAUgHOflNAGBbfDTUNPe1ubTUbV7qC6uH2zwlo3imOSpHrnvWrqXgi61S41xJL2CGz1Kzjt0SKMhoimMH0xkdK6TxBfXWm+H7+9srcXFxBA0iRlgoJAz1Pp1/CuSk+I8ej+HdIutXtit9ew+c0XmoPkHVgSQCT2A5oAq/8Inq+oeItDt9WiM8GkrvfUQ4RbgFf9XsHOAQOtelVwkfxJgu/ENxo1pps7yxws6yM6DkJvGVzkD36VTg+I15p/g7TNT1fSybq83FUS4jUMBk5BJAz2C9aAO/vLSG/sZ7O4QPDPG0br6qRg1w/h74ax6FqlnqR1CWe4t7YxMrsSjyDIRz/uqdv0rubSf7VZwXGxk82NX2N1XIzg1ymteP49C1e/srnSbxktIY5hMpXbIrMFyuSOh4NAGDbfC+/XS4NOn1K38tTdea8aHcwmOePpgVf07wJf6bpsFtbHTo5EuYZZXPmP5gj6den06Cr9z4nlu9V0uO1+1W0L3jwPmNGWcqudud2QPeuen8VeIJfCNprjieGaHVRCYIgjfaoy+3bjtQB2vhXRr3RNOntb2eGZnuZZ0aIEYDsWwc/Wt6srw/rS69pS3ot5LdhI8TxOQSrKxUjI4PIrVoA5Txt4Un8Vw6ZFDdi2W0u1uXcEhiAMYUjoeTzU1t4G0a0u9OurdZ45LBnaLbKcMz/eLD+In1rL+Imo3tl/Y6R3FzaabNcOL66th88YCEqM4OAW9u1cl/bVxp/gq01C717U3nu9MdoSvzbpd3GAF64x1oA9EPgvSDqVxe7Zw8xZtnmfJGzDDMi9mI71Tf4daK9nHaNLe+Ulo1kB5//LItuI6eoH5Vw3iPxjqFnq+l3FpqF4vlC1SaJkxGwfG9sYy314xVzTNR1GPxT539tX89pJrb2aROvyeUYyemM8PgA5oA3U8N2ia9fahqd9H/AGRILa1gjE/EjREgCTjk7vQ9q17jwRol7JqDN5+buUSyBZeI5BzuUfwmuH0y8XSvDKWhuLlp015VnF5HuVQ1wRtBZcZK/Nxzzmp31htGt/F3/E5u4r1NQwEZVcxRsVCsAQMAjjOcAdqAOtv/AANpl5YR2kl9qEZETW4lS4w7qxzg8YPNbWnfY47b+yYroXD2kSxSqzAuBjjdj1FeWQ+IZtS0jRL3UtXuofsuryRTyxEYCjOwN8vOexxVoa1qU954yk0q88uawmgnUrAm+SLbllI25Jx68igDrrfwBpUCzp511JE9vLbRRvJ8sEcnLBOO59apW/w1toNP1Oz/ALZ1KQahFHFK7upICYAI49ABXO6rr2vW+n2UtvrBsotXkmuobi82KsSbR5cRJGBn73rjivTNGmnudFsp7mSKSeSBGkeL7jMQMke1AE8BSJVtfOEksSDdkjdjpkj3xXH6l8NNPv8AU5LxNQvLZJbtb2SCMjY0w/i5Gea57XtTuvD/AIk8Z6jaXbSagttAbe2Kryu0AsBjJC5J9PWmJ4q1xrWztH8RWSw3UrBdUV428shAQjnG3JJPbpQB22keHbHTLq7sotQaaB4yPsMmwiJWOSemecnr61Vf4d6RHo+nWFi81mdPmaa3njwWUtnd1BBGDj8BXG3Opy2njO51WPW7GOaGwtFnl2DE+XwQM9AavXHiTUovEc11F4kDafHrUNj9keOPaUcDdhhzxk4+lAG9c+B9J1uS5Empz3DLDHavtZcxPG29W4HDZOce9Zup+BdRtr7Rjo00zOt7JdX9+0irIxZcZx0PHGMdqzodfvgzW1nqltaJNrV1Fc34gT5Qi5RWwMZPTJ5IFU9Q8c66mnafey6pHZwXOhy3HmrGu17hXAAGc9QRx70AdrceALW4h8p9SvcGyezY7huZWbcWJ9c1Vvfhjp1/E6z3twz7YRExCkRtEMK2DweODmub/wCE81+fxYlpDJBDDAIgyXMscazqU3M4BO489NvFbXw/8Xarr+t6ha6jJGUSISwhEGGBYjcrAkbenBwaANoeC0WO0CajOj29rLbBkRVyJMbmwBgHgYqWHwfFBq9pqEWo3iPBBFBIisAs4jzt3cf7R6VH4/1m90Dwyb6wnigmFxFGZJYy6gO4UnAOe+a4/UfH+tWkeoWyTW7SWc06pP5P/HwqRhgV528McNz9OaAO78T+Gl8R29oFumtbqzuFuLeYLuCuPVe45rBX4dw21zo01tqhiTTbp7pwYgfOmf7xJzxn0qpB4m8Q6zqWi22mXumw/bdNW7l3r5gVgwDAEHnPP0xWRBdRR6Tq9lfazayTR62XdLrj5fMx2Ixk9KAPVNQt5LzTri2ilETyxlBIV3BcjGcd65Z/Bl1HoelaXHq22C0hkgnPlBfODIyqT7jNYv8AwmXiHUF1m+0/7FBYWZngCTDMivGMqw5+YN6ccd6z9R8W3+sQarYzSQmGBNOnjeEEEGR0LAnPrQBp2HgrULXUI9Ikkb+z/wDhH1sHu41/5aK56dwcHNa48F3J1KW7e+j3HUo7yMBCflSLywp98c5qG68cXFprT6fJbW/zR3TQ7Jd5/cjOWxwM5xt6jFZFp4h13XrDw1q19b29nDd6hEYBbTsSyNG+Q4wO4HHNAHS+FNE1fw7bxWEz209u0k800yZVgzNlQB6Y611dcv4a8Q3+uTzpLb2sP2SSSC7RZCZEkDfLgY6Ec11FABRRRQAVlNrOhrrX9nNe2Y1PGfILL5mMenWtWvINU8D+KZ/iNPr9pZaeRHdRzQytNsDoFwVIALbvyFAHozXuga5byQi6s7lJVaNgrqSQPvD14qLQfDmiaY8t9pqLJLcqEkuC+8yKCcAmvOf+Fe6ze6Z4muf7Lt9O1e8u/NtJElViIzjcqkfd3AHr612/gHQLnQNIuYLhZ4/NuDIsUrIduQM4CfKoJ7CgDqfs8I/5Yx/98iipKKAGhgSQCMjqPSnU0KASQBk9T606gArAn8F+Hria4ll0uFpLmQSytyCzDkHr7D8q3JGKxsyqWIBIA7141pHiDV59cuY5P7at47mG6BLxvIYpAflx0XgDjHrQB6VL4P0SS3eFbVot85uC8UrI4kIwWDA5BI4PqK2be3jtbeOCFdscahVGc4A+tcf8PTfeRffbHuJgxjaOZ3cow284V+VOeSOnNUvHyX83ijw5aWmoahZ21150V1JaFgFXaNpOOAd3egDsZdE06fVv7VltUe88g2/mNz+7JyVrgP8AhFvBGrXNzpehy7NWW3cRyEyyLEpODgEhSAc4GcVn6TP4hh8YX9lqGqSm3tGkiVJnkMktsE4ZVHyk553dc1l6Db32i2M1xpK3xv5dEcoZ1dgkglJwM9Pl5xQB6Pp3w/0e20M2F3AJ5ZEjEs6s6sSn3SpJJXHXg9anj8F+Hlu9PMELRzaW5miWKdgVZzyzgH5i2DyevNee2+p6vb6ZY2+o6zcHS7q6Pn31uZS0J2ZClz82C4/DpV6dtR0y68RXunve3OrS6bA1lK6MFmIVtzbfu7gOcHv9aAPV5HWKNpHOFUEk+gFcJ4V8D6T5d5qT3Q1AX80s0UiF0VA/XapYgN23AA1zml3+t2Oj2z6nrrvpFzdeXJNCZGlg/dngswzy4OfQ8V2nw3uDc+CbNnJMoZxIWBDFtxySCBzQBWh8F+Dpbi40hY2luIrRYZYnnkZliJyOSfXvU8fw08MRXL3MdpOlyzK3nC6k3gqMZB3enWuW8azTWXjTULy1vbq2vF01PsaQg7bibdwhwMH6GrMFlrF94pFjLfXqR3iwXs3l3Rxasg/eRYB4ySoxQB1UXgjw/Z3Md1b2z2xiVQ3lTOiuFJK7wDhsEnrVy51jRLx7bTJ7mKUapCxhjIJWZMc4PTpV3VIvP0m8h+b54HX5Dg8qenvXjkK2Y8OeD7CDUr+2uEmLTSneXiYQHcikjgZ4wOmaAPRh8P8Aw8NPvbP7NN5d6FWZjO5cqv3VDE5Cj0HFdBYWUWnWMNnAZDFCgRPMcu2B6k8mvHbrxVrt/YaSlrrRs1awDrdTo6+bch8MGwPm4HT3r2G3aV9Mia6dRKYgZGTgZxyRQBiHwLoX9qXF+kE0UtwxeVYrh1RmIxu2A4z74rE8Q/DC21W00q0sr17a30yN1t0kLuUZiCHDBgcrjjJIrk/D+tarHrWnRQa/f3drd3V7DJHOS21VB2EHGQc4pLfxdqt013s1W8Yw+Gmnm2A5julf0I+9jqKAPQLz4d6Dqs6XWqwy3l4II4ZJmmZd+zoxAOM9fzNJpXhvw3cy6s9lLJcwXeba9t3lZ49y8Yw3QgccelcNput6pBc/6b4uuXit1spSDGP3rykb1Jx90D8qljv7vTPFd+1jqs/2i41lwNNC/I8ZUkvjGTyBzmgDuZPAOjNpMmnKbxEZ0cS/aXaRCv3drMSQB6VL/wAIRopnMhimIa2+zSIZm2yLgjLDPJwx5968v0vxV4quNF1+8vdWaCWO1Z44+S8MofA+Xb8ox25r1DwZaarb6MJtU1k6o9ztlSQoF2AqMqMds0AaGj6LBosBihuLqcEBQbiYuVUdAM9AP/11j63ofhvVfEax3t60eqXFv5XkR3ZRpYgckbAeR17VieLtd1Wy8STw2+oS27QQQyWVokeReSM5DBuOQAB6daXw5YWE3xQ8QXNxe/a7yAxmBZdrGMMg3beOMHK0AdC3gfRzdNcD7WjNOtwVS5cL5ijAO0HHAqObwFo0sEUSG5h2M5LxzHc6ucshJz8p9Ki+JMtxa+DZ7u2v7ixlgljYTQtggFgDn1GD0rkk13ULKWUz6/eNplverEL2VciWN0yRwOoPQ9qAOmn8K+EpvEYtmd49UWKOSOFLl1KJGflKAHAA9vetKy8GaZYawdRhe6z5pmWAzHykkYYZwvqfevL5tYW5ufDWo3WsXdpePp11uv1TLOA/yKRjqcCvQdD1vxXdXOjJd6JF9hubRZLm7Mm10k25I2duccUAdlVe8W2eymW88v7MUIl8zG3bjnOe1WKo6yiSaHfpKAyG3kDA9CNpoAw9L8JeGLCxuLixRTaXEBjMn2hnRYj1CEkhV+lLceCPDeradpsRgLWtnCY7YwTso8thgjKnkEV5r4X1XULPwnbaBJc211ZXWj3Fwm1ARb7CcKx759617jxjqWl2cK6Y1lb2WmadaTvZCPc1z5nBVPQD25zigDsLLwH4YjtJIba2MkD2psmX7Qzr5eckdeuTnPWo0+GnhtLWe28m6ZJpo5nL3cjHen3SCWyMZ/lXJW2u3lhFd6XoUtvaXd/rFwySTqCkSrGrsCDxk9PxNRan8R/Es6aKdMSxtri9tFlWCcbvPkL7GUHsB97PpQB248AeGRbxWaWrIIZzcoEncOrN1Oc5wfTpT4/AHh6KeeRbWXbOGDQmdzENwwSEztB+grmNV8S3vhvWby5vobK4v/sttAksII2vI5BDDP3QeaZr3jXxR4fsrdL19IW9HmySJHucyRr93C5+XPck8UAdh4f8J6N4dvrqfTTN9pmRUm825aU4X7udxOMdq1NX01NY0q50+SeaGO4TY7wttYA9QD7jiuX8OXMN5461O6iMf+k6ZaTMEbIJO6u2oA5OT4e6LNbiN2uzILD+z/OExDeT6ccZ/CuksrVLGxgtUd3SFAgaQ5YgDHJrzm68b+ILXxLrcRNg2n6XeQQtGUIkkSXGCDnqMjtziq8/jfxfp66reXFtp0+m2U72iyQhhI0m4BTtzjHPrQB1mteA9K17UL29vJLrzbu2W2cJIFCqDkY4659app8MNDjtp4UuNRTzp0uS63LAiRRhWHbrg/UCsn/hKvGE1vpUCW9naXVzePbPJcxMA6hdwZVzkemM1U1D4lazb2umzx29iqkN9r3FmJKy+W2MfdHUgn6UAdPN8ONHmtkQT3sc4WRJbpJsSzLIcuHbHIOB9O1WrbwVY2mo3V3DeXyrc2wtTAJQI0jAwoUAZGMnHPeuebxh4mfxXrVha2uly6bpjRyS3EshQiJ03DHOCeOtZN54x13WfCuuwCS1trm3ht7lJolYAxyHlRzkkHjd0NAHU2nw20u1juYxf6i8dxai1ZWlGAgORjA6g9zRcfDXSbtYxcXmoSHyhDOTMM3MYOQsnHIGO2KzrvXv7I1Zb6SOG9uIdG8xpYZiFdlbBXbkgc9+tRXfjXxMkQiWy0+C9ingWRGZnRo5/uEHqCD1oA6ZfDUulNq15ot0wvb1V2x3R3QoyjC8AZxjjrUvhPw+PD+lyxukK3VzPJcXBhzs3MxOFzzgDArlbzx3r2neHbW5k022mvDcTQXDqG8pfLJweORn16DvXf6fc/btOtrr5f30SyfI2RyM8HvQA+8tkvbKe1kyEnjaNsdcEYP865KH4eQR2+n7tUupLyxVoo7p0RmMR/gIK4wOxxmtfxRrzaBpsMsMKzXVzOltbxu2FLseMn0HNcR4j1nXfEGj2enJbW1vLLqZ0+9UTMAWGfusOQpxn1oA6h/AtrJ4ki1h7+6dowwEThD1XbgNjcBjtnGaoXfw3E+k2+mJr18LSFXTypUjkUq3QYZcZHY9a7HT7Y2enW1sWZjFGqEsxYnA9T1rL8Xa3daBoL3tnbRXFx5iRqkr7V+ZgCfU49BzQBq6fZx6dp1rZRFjHbxLEpbqQoAGfyrI13wlYeIb+1u7wyZtopYggI2uHGDuHfHUVy1x8QNaksvD7WGm2clxql1NasJJGCq0bEbh3wQpPNIfFU+p6x4SuG0/99e21xJEiXDKqyqvII6MD2z0oA6SPwbbW8ehxW11NFDpMhkVQATKSMfMSM/lVOH4e20cPkNrGptAt59rjiEihUbOQMbemea5T/ha3iCC2hkutCswbi3kuYwk7fKkbbW3ep9AK3E+IF3J4us9JewgWzumjjV/MJky6bs4HAA9DzQB1Hh3w+vh21uLaO8uLmOW4eceeQSm45IBAHGcmtmuL+GsVzFoeoieRnQ6pc+RucttjDYA59wa7SgChqt5p9pZMNTuYoIJf3e6R9mc9gaydPuvC/hjSfsVre28NpblcqZS+0ufl65POaqePNF1HW4tNisbbzFinMkkiz+XJF8uAV4IPUgg9q5TUPB/ixradI7ayuZbu0to5ZGl2BGiYEgLjqcdaAO1vPFNvYPq8t/DAlhp6IfPE6sXLdinVfx61rrq+ms9rGb22WW6UPBGZV3SD1Ud/wAK4W78I63f3Hi1pIIEj1K3iS2Qy7gXUck8cVHd+DtSvvE8GpXlm5hmtoYzDDdhVtmRs9cZI78Y54oA6efxVYt4us9Bj+yXXnhyzRzqzxSIM4ZO3HfPWuhNvCxcmGMl8byVHzY6Z9a810XwprmneKdKlk0qz+z2VxdtJfCfMkqyliuRjtkd69PoA4qTxzpk/jkeFbazS68tTLc3CuuyAgZ5Hcjv6V0KatoZgN1Hf2HlSv5ZlEybXb+7nPJ9q4698L6rd33iow2EFqNRVfs1wjgsdqgEEY43Y9e9Yus+D9Z1Hw7f40ZIxcXNrIthHIuQsf32z03NQB6nA+napaK0DW11bA4UoVdAR2444qlrfiTTPDhsI76ZY2vJ1t4VyBye/wBB/hVnRtMstJ05LewsY7KI/OYYwAFY9enesbxvpd5qNjp8+n2MV5dWV9HcCKRgu5RnIBI47flQBJZeJbC78R6jpV3BFaXlu4ij82Rc3CMu4Fe5GD0rTMOj3fmaaY7KbYQ0lthW2n1K9q88k8H69N4h1DVpNOtzNcajbXEb+cMpGi4YA4/SrvhTwzqlh4qa51C3ufNheYm78xPLmVzkcAbifr0oA79rCzb71rCeAOYx0HSoI30mUyxxvZuYCGkVSp8s9ifTpVybd5L7AC+07Qe5xXi+j+FdfttQ1aefw/JHHeaZcQPGki7WlLbhjnkH1PrQB61NFpl3YXEKyW4hcHzHjZflJ/iz2PvWPY2emeH7LR9Fhgkv7Ny8cdzKUkEeAWwT+eMelefx+GfEVvY6hBbaDJHbS2djGIA6jdKhzIwAPJHPXrW5oSazpOiWVtqWh3Ajt9Qmlmk3KQIWDHcQP97GB6GgDvymlTkZWzkIUgfdOF7/AIVmf8Svw+bY6NpEDC9nETtZKi4H95sdQK4fQtBh1HR9au7S2a6tUWS20t4WKM8LNuIGcYIPAPtSaJ4e13T4NMj/ALNmkjh1Zpwx2xusZTBLAHA59KAO/wBf0bTfFmnPpdzckxLIkjrBIN2VIIB645Aq4NE0pYY4Rptp5cTMyL5K4Ut94jjjOea4XwBoF9pPie/uJrGeCOaFi/2gAsrF84Dg/ODgnnkV6Dfx3E2nXMdpII7l4mWJyMhWIOD+dAFCSy0LT421L7HZobCJgJY413RIoJKgjp9KyfD48PeL9Pn1EeHUijmnJP2y0VWmI6PyOc9jXB2eh38Oi6gk2gXoQaQ1teLnJu7st98DPPPO6vTfB6CPwnpsf2SW1KQqrRSptZSBzxQBaXQNJjvpb1NPt1uJUCPIIxkjGMflxVSDwZ4ctoZoYNItY45wolVUwH2tuXPrg1n/ABAjubjSbW3tUuTJJcKd8Sb0XHP7xe6153q2hatqtsk81hqtve2mjhYhbSMEEwlwmOck7eTnsaAPWZPCmhyzpO+mwmVHkdWxyDIMP+YqnBB4eW7TwzaRrHcaci3MMQUkQZBCsCeO54rkra01O1vb2wKaqumG+JLqzFyDbjBVs5xvDZ9yKpabH4gt/EOm3d9pdyRJaWsN7cgESk5bByD0BxuHvQB6XoujR6RBIDJ591M2+4uWRVeVvVtoA6VqVx/hV9evLlptSu2j+zzTxzWzRn5wWzGVPoBXYUAFFFFABXk93401fwp8QdXtr6G5vtFaS32vvH+jGQ4AHAyPb9a9Yrhde8G6JdXV++p63NC+pTRSBHnRdrRn5QgNACv4+gv7y40y1tb2380Tw21+UGxpI1JbAPp7jmua1LxvqM/hXTLCwluzqgis5bq/jK7YjI4A3g9c89Pauui8A2sWpi6GoXZgjEjQW+4bI3dSrt7k571Xl+GenPBHFDf3tviGKGRomUGURNuQtx1BoA1ZvG3h61nkt59XiWaJikikHhgcEdPWiqs/w78P3VxJcT2pkmlYvI5x8zE5J/OigDraKKKAGtnaduCccZ9a43QPG0+sWcMkttbQTNqcliyGbGQnVl9T7V2TEhTtGTjgV5hp3gXXILSwjlS1V49bmv5WEhykbjjbxyaAO7XxLoZW4ZdUtdttzMfMHyc45/Hior3xTpFmtg73cTR3s5giYHjIBJ/LGPxrjB4N1yPw/c2KabpTXaGOJLpiN11Csu7DDGFOP1NSab4T8TWNlB5iafLLbaq95FGXJDLIGzuYjqpbt1xQB10OtW7ahqb3BtI7Wy2r9o8wFhkZIYfw0+TxToMMUEsmqWqx3AJibfw4HXFcbqHgfWb7V9Z1DMA869gubeEyYWVY1wVfA7+9JF4M1iOK1Y2WnFvPurh4d/yweYuAicc460Ady+qaQrQWrXVtm4CtFHkEPuPBA9zT9Z1W20LRrrU7s4gtoy7Y9u1efw+C9fSXR5Ujhtrm1toYpJ47jKnY+SGQjkY6Ec5r0DXLKTUdCv7KHy/NngeNPMGVyQQMj0oA5xfGun/a9JS4jtrfTdRsjdCWVgNkgK/IR0/i6+xro/7W0uG6itPtlsk04DxxhgC4PcfWuEm8LeIdTnsZdT0zS3W10+4to4lkyqM4AXqOfu9f9r2rJvvAPiudLAw/Y1e0S12/vMZ8ocqxxk85wR2oA9G0/wAQaTq+sXunQSwyXVk4V14JBx1/CsfVdR0XwT4htZTYrE+uXBSe634CsFzk57YHal0XRNa03xVfXBg09bG8l8+WZeZCSuNgGOme9HjPw3ea9rHh+4gt4ZrewuWmmSVhyCpAAB69aAN658RaPZm2FxqdrH9p/wBTukH7znHH51Gda0EvIDe2ZaCcQuMjKSseF9iTXlurfD/xZeaZp9lFZaaVht2iL+YNynzt45I6YxwO9dmnhC4fxeNQeK1jsLmBZbqJVBP2tRtVgfox/EUAdNBeaTeXUljBLayz2xy8S4Jj98dqk1LVdP0mBZdRu4baNztUytgE+lcT4I8GXPhzW3e5iupGSN0+1vcKySBmzwoG7PrmrPxH8M6t4mt9Ph02K2kSCRncyPsdTtwNpII+vFAHQS614espoY5LyxhldRJGCVBKt0I9jT01TQftrWiXVj9pZjG0YK7icA4P5ivM20fUF1rS9DmsLOW/TQZbZyWBEZ3DawYjrwfwzSR6HLdeJtV0OzsraS5VNP8ANvD8pjMeC7DjJzgdPWgD1IXOjtcT24kszLCu6VPlygHc1HDqOhXCxahHcWTAsYo58r97uoNedx+CNZspNYmSwN5fMlwbeSa4XyJfMfO0rw2dvqccCqknhLxI/hfVtOn0ISyXF7DcR7Z41yvG5QBwuAMcdc0AerGfS9gcy2m2c4DZXDn+tZ2peJINK1rTNLjgSUXkvkExyqDCcZGV64rjtY+H/manZraadcLpckCo0FtcKn2aQMGLHdnI9dtR2XhzXtL8S2Jj0QXAi1OSebVHmQu8LrjHJzx/SgD0+YW8Y8+cRL5fPmPj5fxPSqZutHtXFwZrKFpc4k3KpbnnnvzWb410e+1rRI4bFsvDcxTyQEgC4RGyYyTxz71x9x4O1CdrGWbQoZUkv7i6e2aRCLZHj2qvJwfm+bA4BoA77XdEsfE2kiyvHkNszrLmGTbkqcjkdqw7/wAY6Pa6Be3VlbrqMGnXC29wiFfkOQCxz2Fang61vLLwlp1lf2zQXNvEInRmDdOM5HauK1Hw1r39m+JtLttDtnt7+8MqyiVVMqMRxjtgA9aAO21HULOCwtrm0tLa9SSZY1COgABPJBPBx1wKvw6tp8+oSafFeQvdxLueFXBZR0yRXmF54U1ltJuLOz0AxJHrUV5bRiaMARLtzjnj7p4961tD8P65ZeP5tQjsVt7CWW4MxldGBVipBQj5skgEg8DmgD0eobkwC1lNyUEGw+Zv+7txzmpqpatZrqGj3lm8YkWaF02HoSRwKAOasj4Vl0qG60vSo57TVHFu3kxDlScEsOy8VttoOhPcW8zWNqZbJQkTbRmNR0H0+tec6LpOp2vhDw7YvoF5b3enajGZCi4yoJ3NweVxgc1UtfD2vrNrrNBqCwXsMgL+U3mI3mgqAM4cYz0xxQB6VL4Z8NTwyRy6fZtHNKbhwf4nPBbr1rM1TwDpGp6pBeieS3xEIRFGRtMa9Av938K4CPQtYgttHuF0e9ubWBb+KRId4aYOv7tijHKjOeD0xU66B4ofUdEN3JfRWyWtosPlwM7QOuPMVjkYzg5JzkUAenyeGtBuLm5kksLaSedAkzMMs6jpmq0vgTwxMsIuNJgl8lSiGTJOD1BOea4zwTpmq23xFvbm8jvDG9u2ZJ43Qgl+A2SVY46Fe1dB8QbeaYaWXTUH05ZX+0ixLb8lfkPy843YoA6HT9C0XRrhprGyt7aXyxGWTg7AeB9M1q15IdBk1zxPpNnrg1SEtpW2UwlwrSB8oHYcBgoyfevRPEq348L6iulb/t32dhBt+9uxxj3oAxrLwLYW/ifVtdv5Y7yS+mSREkQAQlOFx6npVK6k8HaCus6HNaTLHJtubyPYzK29sBgfr6dK4zU9P1CTS7WTTZdZXR5pGa6juraSSWGXYACFBDEZBOemTU2pW+pRzXiXNneSudGtYBOYG3Sv5gY5HOCB1oA7m88BWF2mkx20rRWVncG5aJ8uZSRj7xORxVnUPAHhe+Utc6bGFEXlttJUFM559eea5DR7nVZfiUkkUV++nvK4dJkkTyvk68/KUz075rsvH8F/c+BtVi0xmW6MJK7DgkDkgfhmgDCltvAegQTXi25ZNUhaN0jV5DLEvDHb/dA7+la2leDPCj6cZ9PsUa1vrNYS24kSQ9VHNcd46tv7YtvD91YXd7b2n2CZBeafC0pyyqBGQvQHnP8Au12HgrWQ9ja6DdQNb6pZWUTTRCNgiqR8uCe/t9aAKmpaB4G8MpFPfxQWivAbNA7n50P8OO56VVvrbwDo89po92yrcPIlxFGWdnY/wkn0HYVc+JksI8PwQmxnup3uYzF5VuZCm1gS2QPl4rnPFC6j/wAJNd6no0F/9tlhtvsTJHuSQ5+YEEfKAOpyKAOlj8K+Fry4n0qDz4p7WRpZESVlb95gsfdW6GuutraGztYra3QRwxIERB0CgYArlpQ0vxD02ZAPOt9Ol+2mM8LuK7VPryDj6V0OlarbazYi8szIYWZlBdChJBweD7igDmvEnijwjLLLo+s3B3QzKD8jfJKAGXDD+LBzVew0/wAF6wbOws52mlT/AImEOJGDsWPMhPc1R8d2cVhqOif2dazGaXWEvbpo42cbdpVmY9uMCqvjO3gsNUb+zbi9002mmyTK1rH8jMzZCliDjnnHvQB6iq7VCjJwMc1la/4csPEltBBfiXEEyzxtE5Uq69DmvNYtT8QXniyFpNTktJUa3+yQurlbiIoPM+QLySepzxXpXid3j8Mak8UzwuLd9siKSynHUAc0AZVt8O/D9osQihn/AHNw9xEWmYmN2GCV9P8A65qyPBOiKLLbbyKbFHS2ZZCDGHzuwfxrzFNX1yTR7bfqM9vYfa3iuLpZmdEPlDy8MFyF3dQR1rXstT8QPq5i1HWZoL+JEazhjiYxXsflHk5GQS3J9MUAdR/wrHwx5JjW1mX9y0AbzmyqscsB9TRJ8NfDK3Md89vOZ4driTzmzlBgH8q4F9fvbnw7I0Os6ijG3iN3PtJeK6L42qMf3c5FWbjV9RaFrMXl/NodpqYS6uiGEojKZHzAZxvoA9J8Jx6N/ZUlxoZY2s87u24n/WbiG4PTmt6uE+EkrSeBwr+b5kd3OH8wEEkuTnnrwRXd0AYPiTxEfDosJHs3mt7m4EEkocKIc9Cc9qwbr4kLYwW0t3pUkXnIJApmXOwvtBHqe+PSuq13RbPxDo8+l36M1vMBu2nBGDkEHtyKwNZ+G2ia3d/aZ5LyJvIS3Ihl2gqv3e3B+lAEF98QJbDWL22k0SY2VnLFHNeCZcDzPunb1pkPxJhnmlEel3BheCeaym3jbciH72P7vQ4z6Utv4ImuvEGrTapKx0yZ4DDAkufM8sYDPx/Wri/DzR0uJpY5btFeGWCKJZBst1k+/wCWMcE8+vWgDCl+LSx6JDqjeHr2OGfmEzOqLIuzcSD+mO9eg6depqOm216iMi3ESyBW6gEZwa5i/wDh/a3mjWGmRajdwwWUDwRjCuGVsD5gRg4AwK2dG0P+xSUjvria2EMUMcEhBWMIMZH170AbFFFFABRRRQAUUUUAFFFFABSEAjBGRS0UAMjjSGMRxoqIOiqMAU+iigAooooAKKKKACiiigAooooAKKKKACiiigAr58+IkIvPFms37arFOLK7soVgKjK5YEhT2I7+tfQdY8ui+H5byTzbCwa5kYSOGjUuxHIJ7mgDhbDxjr+p6rHFDeW0YunuIUshCDLbGNSVdvXJHfjmquk+MvE+q65punfafKN7GrKfsq4VkOJw3pjtXpcNtpMF1JfQxWaXD/u3mUKGPsTUwWxidJgLdWG4K/AIzywB/U0AWsHHWio1uIWUMJoyCMghhRQBLRRRQAVwP/Cxn8jV5k0xWXT3AK/al3kb9pLLjK+o7H1rvHQSRsjdGBB/GuVj+H2jLFNFI11MkkJhHmTElFJzgHr16ZzjtQBDrmr6jJpk00MFzDc2WpRQiG1lVjcKSvBJGBkNyO3rVW88WXd1aWSPaTWUo1RbK88q4XML8FRkqQysCOmK1x4K05bC8tFub/bdypPI/wBoYuJFIIYHseB+VZeo+BJ7n7BYxXatp4vBfX00+TcTSqQVIIwMdB04A4oAf/wsvSTc3cawzSRW5mXzUKneY8buM5AycAnGapXnjTxBKNOa20J7Uy6jHAwnlGJY2GRg4/l0rbj8D2Ecl3Gt1dCwuhJvsQwEQZ/vEYGevvio38DQT6XHY3Or6nN5UqyRTNMA8YXgKuBgcd8Z96AOrHIGa5n+0NSvvFupWls6pBptsrCI4/fyyBtu444A2/rXQWlrHZ2kVtFu8uJQq7mLHA9SeTWV/YTJ4gu9RguWSK+gENzH3yudrIex5NAHKeCNQ8VXOvtDqkjzW627G+3bSsFzu4RGUDI24JHOD3r0euBg+Gg0/Tbi2sfEOsb5I2SMzXJKxFmBZgFxziu1SSG1iWGW4TfHEGYyOAdo4LH296AOCk1bxFp3ji2hvNRiNtd3phSHZiIQ4yMMQP3mewJ+lejVxqeAtJnv/wC0ory4mhM5vIoRKDEJiPvggZP5kVv6BY3mnaNDa6heveXK5LTP1OSSB74HFAHKeNNY1aw1yIQ6jPYaRFbCS6mhtVlwS20ZJPy/keM13cbLJGrowZSAQw7j1rmtf8Eafr+o/bJri6haSNYrhIWAW4jVtwVsgnGfTGat6Bpmpafd6q99ema3nud9pDuyIY9oAUccc547UAZnjjXr3Sm0+yspmt5b0y5nS3M7IEUHhB169fat3QLxr/QbK6a5jumliBM0alVc9yAeR9KreINLstQa0knv2sbmJmWCdHVWywwVG7IOR7VDoug3ej6tIsV4f7GjtUht7UnJVwcs59zQBY8Uz39p4bv7vTJoobuCFpFeWPeOBkjGRXI6x4n16z+H/h/WreaFLi7e2W68yLLN5jKDtwcDqfWu113STrmky2H224tFlGHkg27ivcfMCOaxL/wLHqOgWGjXGsXzW9k6OjYj3MUIKhjt6DFAHWqcqPpWD4xn1S18L3t3pN1FbXNvG0u+WLeCqgkjGRzUllaaxH4lu57i9Eml/Z40ghIG7zBncxwO/FWNd0n+3NIn043c9qk67Xkg27ip6j5gRzQBw2ueIfElvoGi3tveRwWstl51zemJdzzEfJGIyc/MfQZrtfDF1ql74bsbnWrZbbUZIg00SnhT/T6Vhaj4GXUU0uEeIL2ObS1xEyiMnkYBIK4yB0OKv6BpOsaZqkyXOoy3GmR26RQrMQXeTJLSEgd84oAn8YXOp2Xha/vNJuIYLm3heXdNGXBCqTgDI5965rxFrPifTPD+mX1tc2xxaK80jR58+c4AUr/CpySTniui8QLpmv6VNph15LRZmMMhgnj3NkEFPmz1z061mXHhBNSt4orbxFdEQwNYXDKyvvj7qQPlVx64zQB1to8stnDJOqrKyAuFOQDjnBrDm8X2sHiIaPJa3KlpBCLggBDIwyqjnJz64xWxYLbRWcdvayrJFABFkOGxjjB965K48ABvEcmuPrU4YXa3aJIiER7RjbuPO32yKAJtO+ImnXtw6T2l1ZxJNNbmaYLs8yMFmXgk/dBOelZvh3xde658SJLeM3EekzaWLq3jlCYcbwBIuCTgjPX8quxeAbaZbctq01xZi4nujHtQhzKpBAYDpgmjw34Abw94hj1M6xNcxw2QsYIHiVdkQOQCR1PvQB29Q3U4tbWW4ZHcRoWKouWOB0A7mpqhuFma2kFuyLMVOwuMqD2yKAOB8OfEGe+hl1fVzHaaTcTeRYxfZ5BMz56HqG4Hauhv/HGg6dBazy3ZaK4TzQ0aFtkecb2A5Azx9a54+BNcl8K2mjTavZ4guTKxS3YB0OTtPzZzk9iKfY+BNY04Wpt9Vsi8dubSTzbTepiDblIBb7w98j2oA1dP8bW9xNrT3lvPa2lhcLDHK8LfvchenHJJbgDqCKmu/H3huwtIbq71DyYpneNS8Tgh1GSpGMqfY8mqF74P1a7GpQ/2ynkT3Ed5bboctHMmwjcc8plOgx161Vl8B6hNcafdS31nJPHqLX90rQNsdmULhBu4AA7k80AdtYX1vqdhBfWj77edBJG2CMg9Dg81gp4vsoZNVmvbuJLa0nWBUWKTzA2OhUjLE9tua6VVVFCKAqjgAcVwWpeCtVvV1ctcafMt9dpcLFJE6gBRjbuByD/tDpQB2emala6vp0N/ZSGS2mBKMVK5AOOh5HIrmbzxo8XiPXNJggJfTdOF0C8bAM+GJBPTGAPzPpWz4Y0u50bw9a2F3MJZYgeQSQASSBk8nGep61hap4O1S48RaxqNlqkEUOp2QtpIpYS5UhWAwcjj5s0AXPDnjjS9a8ODVJrmOJoYke5XayhCwyMbgCwPQEda3NM1Wz1izF1Yy+ZESVOVKspHUEHkH2NcTffD3UNT0JtJub60SFba3jjMMLKd8RyCfm+6cngYPvXR+ENBl8P6VJbzJbxvJK0hSAuyjP8AtMSSfegBniHx14f8LXUdtrF49tJIMpmF2DfQgEVPb+L9Cu71rKO+QzCLzSGVgNu3ceSMZC8kdRWdrfh/U9V8a6RqHlafJpdkjiRJwWkJYYJA6cVl2vgbUbC81PyHtZFlM8tnczyOzxPIuCpQ/KR7+lAFy68WafaeH47nwwtpNGt9FBJCFMYHmuAT0GM7twOMHrTm8ZaPpF3q11qc9lCiXItxJb7pJGITOJABkEc+2KwIPAPiSOG5iM+l+XcXNrcsH3uwMRXK5PVcLwMd+1WbvwJr93NrifbbBLbVNQWdwUZmMIUAp22k4xkdiaAOuh8XaFOlk6ahHi9VXgyCCwPTOeme2azbnxvbi51+0txCk+kquWuXKRsxHc44A9a5jVPh74lvZ0AvtNMMcUCRBUeMJ5bZxhfvD0yTW1e+F9dd/E0cEmntb6rGGjL7gyybcHP+z3oA3odZ0axkijuLiztr67CPIiMPmdhgc989BnrS2Xi7w9qOonT7PVrWa7DMvko43ZHUY9RXKX3w+1K7eeD7XbLbXwtTcyLuEkTQgcJ2IOO+MVLp/hDWrW90+Zl08CDV576Uo7bmjkVgB05I3H8hQB3Go3sem6bc3027yreJpG2gk4Az0FcjceP4LWLw/f3LW8GlaojeZLMWRo2AyOCOldfqFr9u026tN23z4Xi3em4EZ/WuHm8Ka/c2Wh28w0w/2essbfMxGGTapHHJ7npQB1B8U6CGtB/alrm7UNbnePnBOAQfrxVbSfF+n6x4m1XQ7d1M+n7d3zfeJzu49uPzrz+b4ZeJho2l2VvfWKtaW6oTllG9X3ckDLL7E8V1+h+G9Z0nxpqepNLZvZal5ck5GRIHWMrhRjGM4PWgDpdS1TT9IgSXULmK3ikkEatIcAseg+tZN14t06fTpZNHvrO6vSsgt42kwHdBllyPQVc8T6Q2ueHL3T4mVJ5EzBIeNkg5VvwIFc5pPga60X+0pI54biSeA+Qr5ULO6gSuSP7xANAFjT/H2nX3g2TWIpbSW7hhV57VZgoSQ8bST057mpbHxiH8S6lpmowQWkFpZRXZnMuQA/UE4A49a5i28A+I4LGe0A0tY30tLMKjsP3gbcW+70Jp2v8Aw71nWbnVbgXEETXNnawxrHIwLNEwJBOOAcUAekafqFnqlml3YXEVxbvnbJG2Qat1zvg7RDoeivC9u1vJNM07xtcGZgTjq5xk8V0VABRXL+K/Fd54eu9OtLLQ59VuL4uEjhlVMbQCc5+tbthdyXVhBPc2zWk0igtBIwLIe4JHBoAt0U1WVvusD9DSkgDJIAoAWis3TNXi1S4v4Y7e4i+xzmBmlTaHIAOV9Rz1rRyOeenWgBaKKz59Zs7fW7XSJGcXd1G0sShSQVXrk9qANCisPxb4ki8J+HptXmt5LhY2RBFGQCxZgo/nWxDJ50EcpRk3qG2t1GR0NAElFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXj8/hDVr3xTrMs+n3a6g9xLLYamkiiNImTaqsepx/d/GvYK8/t/Hh0vW/EkGuThrWyuo47URRfO29chQB1NAHFT+CtaOh3QXSLqGIR2kZtkKs8kyPmSZfm7jv1Oa177whqU11bJHo07WMWu/azG0i4+zmIBhjd3bPFdePiT4deS0SGaeb7SFIMcRIjy20B/7vPFXdG8aaTrus3Gl2RnM8CszM8eEYK20lW780AeKnwf8QAT9k0+/htv+WMX2lRsT+FcbuwwKK+jKKACiiigCK4Ki2lLyGJdhy4ONox1rybw/wCJdT/0TzfEcl+b97uCKMqgMflglGGBkk4HX1r1uVkWJ2lKiMAlt3THfNYOgavoOt2LX2nparHBK0e7aoKEHGfbOKAOEi8YX93b3qx63Is9v4eF3PhF/c3II46dScgiq8finXYDOZfEgkNu1jKimFB5wn27gePujJxjmvUYLbTbZJd7W7GYl2Z9nzBj09xUgTS5ZZYVS0aSEDzF2qSgxxn0oA8/g8S+IL3WdXDXCWlrClwhQujNEUHysq4yT3OTg54qtpmseKH8OaJeXOvpt1QBZLhoEAtgoJzkcZbGOa9BuNQ0W2urdJXtPNvGMaH5TvIHIzWgba2W38owReSOdmwbfy6UAeP6j481pNHkv5b82LSabM9uDGu2WWOUBWXj+Jc8Vqab4z1q78ZWMH2uKTTpBDHIERc7miDcr94EseoyMcV3Vnd6bqOnxzXNnFboHZI47lUHAOMr2wfarcljZQM17FYwtcRxnYVQBiPQH8KAOb8Z63qNhqekada3Men216ZfNv5FBEZRcqvPAz/SuSi1eO58Vabquu6hJax6hoxR7XGUkO5gQoxkZA3fjXo1lf6Z4k0GzvJ4Y/s92odIrgDOfTnvV54bAuiyR2xaP5FDBcr7D0oA8q0fxTqWhaEkcV5BeW/9mST2kSIMxlXwq+p465qz/wAJX4ibT7KZtQtIpX1CKKMtJGwljkHPmYwFx1GOfWvS0t9PDbUhtQy5XAVcj1FYmoLotjHY28ejQXVpdXYRngRSkUh6M340AWoF1Ww8KXH9rajFJfxwyFruKMIBgHDY6ZAxXC2fizxLF4U0PULjUrO5OqSpH5kaKvkgIxYMT8uSQOvfNeni5tJ/3Qngk35GzeDu9RjvVSbSNLj0p7M6fA1oMv8AZwg2k9eB65oA4G9W91rXPC0utS2nzJM0lmNjrvXG1lPqcdvwpmn+OtfvNG1HUGS1hSKKdtrsoaBkbCjb1IPfNdpompaJrml219b28UUcZZYlmRVaPacHA7Yq82i6RMZ5DY2zG6XbKdg/er7+tAHluq+KvG9lFpQe8spEv4jdJcQBI0UKufLLNkHn8eKtv4412SW5vo9SsIra1jsne0ZAWczEBgG4IA6/jXo13p2kQaOYLm0thYW6lvLdBsQDnv0qlplr4e17To9Wt7G1eK8VH3NGMnH3c/TA4oA4uXx3rqWWr6vHcafLBbLcKungfvo3Rgqk9yMfMe2DUd/4x8VW2hRyJLZyXO8sWj2M7psDfczjIJ6ZzivSl0fTVuJ7gWNuJp12yv5Yy49DWZZad4a1G3dbWys3hgmZeEGA44OD+lAGTcXrSap4S1S3bE9/+6n2gjehTJyPY/lXWw3lrfC4jtriORomMcoRslGx0PvUC6VZf2nHf43TRR+VCM/LGvfaO2as21na2rSvbwxxmZ98hRcb29T6mgDyL/hFvD8HxAsvDMgtpkfTJGeUsBIJ/NDBuP4ufrgVqWGr3OjeJdQ+xTWjabProtZYT/rC7xqSwOeMEfjk10+vS+G/D17b6nd6akl9cTbUeGHfKWwSW454ArUi0nRZ2MqWNsXaQXDfINwkI4Y+hoA84ufFOpaBpE50+OySQ6pdRztFCN2EbhtmRnjknrXf6nM1/wCCbidLiAGWzL+Y6ZjPy5OVPY03WdN8OSxINSs7aRZ7gKPl5MjfTvxzWxJZ20tmbOSFGtymwxEfLt9MelAHmA8U63bWOnLplzpsFqNC+3GN4xgMhAKrg9DnHtXXaR4sn1HVLWwk0W+jWW1juPtgUeQSygkA598VoXHhjQbq2+zzaZbND5Rh27cAR5+79K07aCG1tYre3RUhiUIir0UDgCgCaqGs6kuj6NeaiyGQW0TSbB1bA6VfqOaOOaF4pVDRupVg3Qg9RQB5nN4/16GwdWh00X/lQ3KAB2j8uRsYJz94Z9adqXxE1nTYxp72VrJqovGti8Su8bAJvyqg7skcda6HUfAGj3WgTaRYRrYQTyK8rQruLBTnbz2q5J4L0GXTbexexRUt5PNjaMlWV+7A9c0Ac9H4v8UTeJLawi0myNvJZRXk3myNG8KkgOD1BIOcVmR+P77XNM16xLWsUw02W6t5oN2Ao3DGSfmOB1GK9Ai8O6VDqH25LRRdeSIDISSTGBjb9KxbDQvB1j4il0yz0yGLUBaszLsODExwRk8Y9qAMsXN0mpeFnlWCeR9OmdZy7DbIqg/dzgjnknmmaP451+4WCW/0y0ZLjT5bqGO3c72aMkY54wa3b/RfC+gWcV/c2SQw2iGJHG47Ffgj6HNSHwZob2G2xgFsxtmghniJzGj9duaAMzwX4t1zxNeyfaNNtorCOJXNxGzcswyEAPXHQmm+MPFOu+HdT8m2t7OWG4tnaz3htzTJglDzjkZx9K1fCvg6z8Kmb7LKWEqIhULtX5e+PU1o6iNKl1LT4L5Y3ut7y2quMkMqncR9A360AcV/wlV5rujW2oPCjabNqVtDBJbyPE5yBuY+oD5GPaszxBqOqXmiePPtVxuTT7hBa+RKytGQF4B7Zzz7muztdN8N+J9CtobFMWFpdFo0hJj2Sox7fXNSX/gXQdRnvpri1cm+UC4CyEK/uQO/A59qAOYufE97N4XuINQ05oprKW1SQW9025kfBBDdc+oq63j3UI/FN7ph0uFrKzvYLOSfzjvzNjaQuO2ea1T8P9CaGeJo7gpO0bSZnbkx/d/KnS+AdClup7lo7jzZ7lLqQiZhukT7p/CgB3j6+1DTvBWo3WlypFdqqqjtnjcwUkY6HnrXLaxrOraJ4sgvYrb7a8WjGW7jW5KxgI53EZzlsdK9Fv7C21OwmsryIS28ylHRuhFc+fh94fKMhhnIa1No2Z2+aMtuOffPegDKX4mwt4ji05NOleB2jiaRAzOjsuc4AxtGcZzU/wAVJ57TwnFdW08sM8d9BteNyp5cAjjrxWxa+ENNsr6C6t2uI/KjVPLEp2PtGFLDucd6t6to+m+JtPFreDzrZZVkwj4G5TkZx6GgDhh4y1KwHiCaz043NxbarHbSRz3R2fOAFKccdRkVpaT461G/1C2trrRkgWS9msHkE+797GpbKjHK/KRn1rYm8D6JPHeI8U3+mXS3cxEpBaRfun8KavgXRlmjmX7UHjuXukPnt8srjDMPrk0AcbH4g1O3k8Hw6esiw6jqNwLhJ7lmOV3blB/u9SPoK3IPHl1da7d6QunRxTiCZ7fdNks0f94jgA9etaT/AA/0NrCxs1W4RLKdp4XEx3qW++M+hzzVDSfCvg2bXHn02czXljI2+NLgsIy/3gR75oAytD8R6xf6P4VudUDRG6uJDI9vOfmCBjhh3HHSrEXxNluW32+lq8V1aT3OnkzYMoiOGDcfL3Irai8B+HdPNoUSaIQTmSAG4OA7ZGAPTk8VVsfBng+5n1GCyXfIga2njSY/6OH5ZVH8OfagCJPiHKdGvLyXSHjlght5lQSbxtmztLEDIAwSeOldD4X1mXxBoFvqM1ukEkhYFEkDrwSMgjscZqmfA+krFKsLXUTyQxQ+Ykxyqx/cx9K1NE0a10HTEsLPf5SszkuclmY5Yn6kmgDjZPFWp6cdSntrSa8mbVlsha3FwNsZI42ED7p64NT6N8RJ9QvLdb7RmsbOYzRi4abdh4hl+Mfd4ODWivg7Sba6la4vbuR7u9F2iST/APLUDjbSWHw/03T76zuoru+Y2sssqJJLuUmT7wI9KANvRtc03xDZG90q6W5tw5TzFBAyOo5+taVRQwQ26bIIkiTOdqKFH6VLQB538SbC+vNS0SaDRL7Ura380yiyuBE4LBcc/hXNQ+H7uHxI+rPpepWejQ2EhCXlzu8qfyzlyMnPpn1r2moLu1gvrSW1uY1lgmUo6N0YHqKAPEfC+h+IpdKeXw/aXunx3GmN58t3PvFzMfusgyccd+Knj8Na/q+i2VkRrC2MmrwmWOVvLeOIKQ5B3E7d2D1+lev20umafbx2cE9tDFAoRYxIBtA7danhvbW5mlhguIpJIseYqMCVzyM0AeTXHh7xNf8AiCOyvP7SOmHWJTvE5H+jCEBTkHONw/OqCeFPE2j6HeHTkv2vrvTFNwJZi5aQSkMBzwdmOnavcKYskbOyB1Lr1UHkfWgDw/SdA8R6l4fs7W+m1W3tpr93WNN0bxRiPpkknBb1NWNI0XXbjVPDOr3sGozX1rYXO7zJGUblJ8tW54yPzr2umsyquWIAHcmgD5zFt4r1DT9dt7i21KaGc21wIpIn2rL5yllTcScAZ/Kvo1fuj6UtFABRRRQAUUyOWOQExurAHB2nOD6U4EEcHNAC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXnmofDH+0dV1PUZdRUz3N0l1BugDLEyjABB4YYr0OvLtd+IWraN4wntzFE+lxB8BUz5hVc7Q46NnsaANG7+Hkt3dWM8+oWym0ZGjMVosZVlbJ2kdj6GtHw/4MfRvE9zrL3MLyTwtG4ii2eYS+4M3bIHHFcleeJdR1nSlh1JIBNFPZXcctsxAVZJPuH3AqaPx/4gvtV1dbe2jgsraK6EZmj5SSIcZOec4PHagD1aiuM02+8W32l2l20mlK08CSlfm4LKDj9aKAOzooooAjlTzInTA+ZSPmGR+IrySDwr4hg0aKy/spY47K/a4mNuUDXgLEjavQgA9Gr1yR/LiZ9rNtBOFGSfYV5vd+P9Tj0HR9Ye2e2SbVDbTwG3ZnePcQNoBzu4/OgBkfhE3GraBY3Wk3s2mwW0xmluZFyrOQyq2087SDj0yKpaf4d1rT7i7+06bqdxMEnR5oJowkwdwVIzyxAPfpgiu1k8daJHpUWoGWfy5DJ+7ELeYvl/fJXGRt71qajq0dloFxq0SNPHFbmdVQcsAuRQBwdlompWltDc3Xh+O+mt79nt9sSxuVZfvspOF564+tejSFmsHMkRLmP5o155xyBXFeG/GF6dLvtS19j5CrFOixWjo0cbjuDncAe4rUPj7RRKsQ+1lyT8otnJCggbiMZ289aAOCufB2r3HhHTrFdPuobmFrlgNquvzMSqsN2RkY5HTFetweeNKi8+PE4gG+NTnDbeQD35rK8O+JG1291a3NnNb/AGC58kGRcbhgHOenesS68dDRvHeoaVqjg6ekEMkUkMDN5BZip8xhwATjmgDjNU0DxI2haJbR6HdGW0ssEoQxDiYEr1wpKrkHrziuptvD66r41l1vVdJvbeOO2hki3yEBZUB3EhTgnGK6SXxfpRvbqwgnZrqGNyCI2KMyjJUHozDjIHNULTx5plvpGnTale+ZLd2xnWWG2k2Oqn5jjBIx3BoA878M6Pf61JqUht5LfUFtphYzCZiJWZj8788NjjBFbPhrQr/R7NXaDUWhe6gNxDJCIkj2ffYAsSR7jrXcXPjDwzpkS3El9CiSwi43xxlh5ZPDEqOAT61Z17XU0rwpd63DA93HFb+csajlxjI/CgDh/AWg6bea/c6lZwLJpdhM7aZcqzfvDKAWBz12kED6+1dP4ztr+Z9Jlht5rrTobkve28GfMddpCkYIJAJ5FZi+Mk0nU9KjayjstEvbB7ri3ZXSQEFhtHbBySR710U3i3R4NVi057r97JtAcKTGGYZVS/QEjkDvQB5uuhahaeHtKH9gXjPGL63aFEy+JPuE89M85NQ3On+JLmbTDJHqNlAmmRxW6JCzOk6n5uhwCcdW4xXpviDXP7IudKgEqRte3IhBeJ3B4zgFeh9M02z8Z6Bf3Rtra/DyB3jOY2A3KMsMkYyBQBY1SyfUvC1zZzQefJPaFGic7d7Feh9Oa8oTQtWj8O6HaS6LqcFlb2k0LW9tnc10VAWRgpyFzu56V6I3xC8OrZT3gvHMEEiI7CJuAxwrdPuk/wAXSrkXjHQpVhK3v+tzgGNsrhtp3cfL83HOKALPhyC+t/DenQ6nJ5l6luizsepbHOa8ytvD9/FoOuWFrod5DfW1+95BINypP+8yqqc4IK16XF4l0ia9ntI7sGaASeYNjYGzG7nGDjI6Vnaj4utfsHmaZd23mrdRQP8AakdQC/IHTOSOnagDg28M+J4rPU3hguFvLQGazkSVv3nm4LpgnkqMge9dP8OYr9J9YlZLuPSHkjFlHdFtykL+84bkDd61vr4x0E6s+lfb1F6koheMowAkPRckYye1H/CYaD/aMen/ANooLmWUwxoVYb3HUKcYOPagDC8UW0bePfDl2ul31w8EjedPFG7RorKwXJHHDEH6Vyllb+KI9U1S4s9Gv7e7uo71FeTOxW3ZQsxPzccLgccCvUdX8Q6VoXlf2jdrAZQxUFSSQv3jwOAO5qjqfjrw3o94LS/1OOGYosgBRiNrdGyBjB9aAOFGh6cmjQX17petSiG6geWGUOCrFcMUGcnnGTV5YNYbxL562l8twL7HmSK5i+xbfugZxu7eua7GPxloEmlvqK6jH9lSTymbawIb024zn8KfceLNEts+ZfLgQC4LKjMojJwGyBjGaAPMRo10vhi+vUh12C6lvTCyS+YVjtt+4HZ124645rrPAGuFIbXw5c2lzHcJbyXKTOSUkj80gEbvmGc8A9q3ZfGnh6DUxp0upRpdEphCrc7vunOMYPr0qHQfFOla7r+qWlvCUvbKQwMzwlWdVxnkjpluBn3oA6aszxBbx3fh7UYJiwRrd8lGKkYGeCOladVdRS0k064W/wBn2QofO8w4Xb3yfSgDxXTLnVxpEUnhg6m9uLNBqL3BZiDv+Zkz1bZnpVq9ur86WjxXOoPZpeStYfavMDyRhOcsoyDknbkc16Bp3ivwlY+H2m0+9gi0u0ZYj5aNtjz04x0Pr0q3b+M/Dt1bLcQ6tbNE0hjDFsfMOvXsPXpQB51bXGvz+LftVxdXtvcqyvb2ghdjJAYuFbA28MSSeuRVnwA4fxlbTSXOpXFzLpOLo3aNiObfllUkcDnpXSzfErSYE8QyPuKaPjOFb96SB044+Y4/XpWvH4x0JoNOeXUIoH1BA0Ecp2s2eOh6c8fWgBnjlWfwRq6oGLG3ONoyeo6V5+uoz22g6hLY6nczWdkkE1qZp9rTTBcyRAkcj27V6T4j1d9GsIZoktneW4jiC3E4iUhjzgnqfQd6zIbzwz4z1K706a0gupNKuMKJVBw+OStAF/wlaS22gQyzzXEkt0TcsLh97R7+QgPoBgVgeMoLW28Y+HNWure6kjiE0ZeAOcMQuwYX1Oa2f+Epgi8T3+lztbQ2tjaLcSTPLtZSTjBUj7uO+a2LLUbLUbX7VZXUVxBkr5kbBlyOoyKAPLrC6uINdF7pV3fs17NqDtbPGRGhHMY246k8575q98Nr7Vry/Jn1hbqA2wa4t3ZndJyeeSAF/wB2uovvHnh2y02S+GpQTJG6ptibJJZsD8Dzz7U3U/En2B702cFnKkFh9sYeeA5OeAVAzgj+KgDG+LGrXel6Np/2WedFlu1WeO1/10keOQvpzjNckL/W4tJ0JB4oaSG8SaV7ySTYizrgJHuCnp3B64NegQXdj4q1U6fqOkgSW9tHdQzeZyBIP4SMFT2q3Yap4UsJY9Bs7/T0lifYtr5ylw/XoTnd+tAHAtqviePxF5d3cy/2iL6KE28ZxE1kY/3koHsQTu7GsVNQ1CHRbaZPFmpOlxbXbMxGMmI/ulGRkE559cV7W+raUs9wj3tqJbaMvMDIu6NO5b0HFUW8V+GEsUum1jTRaljGkhmXbkDkA/jQBwVvrOtan4k0vzdSksopIrZ4o5SV85WT94ANvzNn6YrIiuE0rwvLDY6vqFlqS6sElaQkpGGkI6EY+6c4/Gu88Q+OI9Hg1K5htbW7i09YXBW5XcQ5wTtGSvt61pT+J7Fv7Ie3hjvINRuBCZY3VhE2M8+vpQBy+rweI9H1DSbCy1nUdQiv0Ns8w2AwPkFZDx/dz+VejwRmG3jiaR5WRQpd/vN7n3rOh0jSB4gm1WGOM6kyBJHWQk47fLnAPviq9v4r0648W3fh1ZUF1bQJM2WHO7OQB7AAn6igDhLPxLq954h8i51WaCd724t7mwVBi2t1B2yg44PC8ng5rR+D9hYQ6FeXdvdm7uZLmRJZHUBsBjjPGeRzzXdWV5puqJJPYz21yoYo7xENyOoJFMh1PSReTWUF3aC5i5lhR1DL9RQBy/xLhiNhpF1PdT20FvqULySRNgKueSa5GLWhF401XWNKv2trSXULGOSMKNtwr5DO2eRgGvRr/wAT2cbad5Ecd9Z3tyLZp4ZFZY3JwMjvzWhHeaTLJcLHPZs9uf3wDLmMj+96UAcJ4T13xFqXja5W8uY1slluIXtZJF3KUb5CiD5h8vUng5rp/HmrXuieEL2/09czx7BuxnYpYBmx7Ami78TaBpuvafa+bafa9UJVZUZckKDjJ6nJ4HvV201u1vUuFulhgQTtDGJZUYTAdxg9/TrQBxMGo3Vpe+HVm8SJqiXGoSKr7V+4UyFJx1B7iqnhLxLr+u+ILrytVE32fzTNYyIqh3VsKsZ6gY6k16NHLo0VvBDE9kkLsUhRCoUt3Cgd/pWDomm6BYXpuGtUsbq1mlhhWW6LDB5JUE45zQB0umz3lxZJJf2gtbg53RCQOB+Iq5VazvrXUbcXFncRXEJJAkicMpI68irNABRWLqniS10nXdK0q4hnMmps6QyKBsBUZIY5z0rZ3Djkc9KAPHta8H6TYePdAs5FWf8AtGa6e5ZuCwZeAee3alvopfB/ie8m0W5SGKztLOC489dzXBMm0DOf7p6+wr1OTStNlvDdy2VtJcjH7141LDHTk9KSXSNLuJpJZdPtJZHxvd4VYtjpkkc0Acbo3irXNQ8Wyo1vnTPtktn5ZQIYtg4fJOWJOeMdMVh+JdYv9A+JOualYyQAW+kwyyQy5xN8+MDHQ+9emLoelpqh1NbGAXxXaZwnzYrLt7fw34k1W6uH06OW/sZRDK1xAQ6kDI69Rg5HagDnF8d6kfF9laD7I1jds0YRc5iITd8z/wB7PBFZ0/jK91Xw7q8OoC0M8LRE2xRlHlM+CQwPzA8YINd+3hPw+1+b46Tafai/mebs+bd61Gng3w3HbzW6aPaLFMwaRdnDEHIz+PNAGNYa9rt94jmgtIbFdJs70WUiSSYl2hM7xz6kADvzTfEXizU9N8YWulWqWy2zeSZJJFZs72IIJH3OBwT1PFbN3p/h/TdYg1Ga0Rb6bEUbKjHcVBxwOMgZwTzUOlL4e8X+R4jtbYySKTEsrq0bfKxG1l4yAc8HvQBySeLvGE2pm1hbSCk1zdwQuysNggP3j656YqzF8QNTuNKhvkgtVFtBDNeKxP70yHG2P0xnOTXXnwzoMA84aZD+7Mkg2qSQXHzkD1NVNN0fwvrOnWlzZWEMlrCdsI2lQu09CD6HsaAOM8O6zcWHjDUPDumxx20EmoTzPLcAlWG0HYhzy3ek0LxRq0ei6dHpqWaS3uqXdvILiR32ldzbl74+XpXoTeGNEaYzHTYPNM3n78c+ZjG7Prio4vCOgwSxSRabCjwl2jK5G0v94jnqfWgDjdZ+JOpW2m6Rc2Vna+fe2guEhmk5ncsF8qPHOedxPoK6fVdd1fRfBcep3FhHLqYVBJbxMSisTzyBkgewrK1b4Z2d9dWRtLs2ttaQ+RHAY/MMQzktG24FW9+egrf1yHSF0m1sdZldoZJo4omLMGaQfd5XnPGaAObl8d6hDpWl37QWBivg8e8SPhZx9xORkZ6c96W68caxZ+I7DR7jS4IXuFjDyM7bQ7AkhTjBwccHmtibwbA93ZpHdFNLt5PPayMYfzJs5Dl2yc5NaM/hzS7nVP7RlhdrglWP71tpK/dO3OMj6UAedWHj7VtE8H2c15DFeX97qM8ER3NtVVZiS2BnsQAB6VrXPj/X7aNrpvD0YtY7SO6mD3G2SMMxUgqe+QSPUVqTeH/B8Oqro8kYjv7yRryNPOkDlgSWZGz8vU5AI61fuPBGhXbTGa2mczQpBJm4k+dFOQDzzzz+JoAPDHiG71z+0obuyS1urKfyiiybwcqGHP0PNZGmeOb68aBZNNjLyW08xWKQklo227Rkd66TStAstEur+5tWm3Xsglm8yQsAwGOM9OBXOx+G/B1k7ag17+7uBJGnmXh2bXPzKgz0z6d6AKsPxLX7LAJ7SH7XPMYkjjm4G1SzbgRkY6YxyareKPFNxqmlxtp0d3bG2ms5J3D7CplcfIQeSMZz+Fbn9geGrO/isjftHqbuJoWa4HnjA2jbnqMccg1PceFdD1qaeT7RM7eZELjyp/vyREFd49R/WgCn4u1O50nxJodzB50ieTdGWFXwrhYwwJ/L9avL4sH2bTLhrJ0jvmhVWLjrIpOAOpIxV7VfDljrF7bXd20++3jliRUkwuJF2tkdzisaLw/4Sk1NNKW4WXULSOFhAbnMiCL7jbc9cHr6GgDY0vxFbatf3Npbowe24l3EAqc4wV6++elbNZ1votjbX4vooj9p8ryvMZiWK5zgk8n8a0aACiiigArkfs3hI6pq99DYxzX1mD9sEaMxJIyfl6Fsd+tddXl+kW1zoXxC8UH+xL0214POjuI0YpgJz7Ek8Y60AdD4f8O+EtT8OW8+m6Yq2Fw63Ko25W3KeM5OeCOlaj+E9Bkvbq8OmQG4uozHM4yC6ng9PX1rzLwBY6tp+s2Ie01i3s7iyuGuo5xJtEhclBg8KcHgCn+EtF1tfB+ta5Bf6w+rCO5trWzunbbGAxKkK3JbFAHqsOk6dbwRwRQqscahFXceABgDrRXllnN4Qaxt2v38Qi8Mamf5rofvMfN0980UAex0UUUAFcPF4G1CM2wfWxJFa6h9siR7fIUZJ2/e689a7G8uVs7Ke6cErDGzkDqQBmuBsvHOpazYPFHDb29zeaZJfWbgMQgBIAfnr3oAuR+AHBtJJru1uZLe4uZSJ7TcjCY5Ixu4IPf9K6XV9Mmv/D1zplrcJbPNAYBIYtyqCMH5cjtmsT4b6a1j4Msp5JGea+jW5ly7MNzKORnpnqfel8V+MJ9C1Wx0yysWuru6ikmA2kjCY+UY7knHoKAK8PgzVorG8tn1uGUT20Nuge0+WMJ1ON3OfStLUPDt7eXEEkV/DB5dt5BK2/zqcjJRgQVyBjHIrLfxbrX9stpYsbKK6keKS2hlc73gYfOxAPVcEVm/27d24vbCz0+B7/UNWmtT5kz+WAq5LdcjjsKAOr0jQLnStc1G7XUPMsrx/N+zmIBlkwBnfnkYXpjvWF4g8A3Wraxqd5b6mkMOqQR2tzG0WSsanJKnPU9OexrC0Dxve6VoOlaVHp8t7fCCaZlUM+9VlKhVPb6noBWy/jzUU1ye1+wW/wBlt7u2t5WJZZFE4+UY6ZU9e1ADtP8AhxFpeq3lxamz2T+a0c0kLGeMuCCN27BHOc4z2psPw7uodKsLAatGyWlhPZ7jbn5vM6t97sAOKg/4WVeppN1rr6P/AMSXawtpgx3+YJPLCuvueeO1dH4P8SXPiOxnlutPktZIZPL3FGVJeM7lDc4+tAHCap4O8QW+rWFpYwCWxs7SKAARqY7wod2JcsCgB6YzXpOu6XNrfhq701ZxbS3MBjMiruCkjng9qxPGd9rFpq3h6PTJoEjnvNswlJAYAZ5welYum69qel+NdRsRF9o0ubUY4RLJKzNGzx7vk7Bc/wA6ANG58D6jfyRTXOrReYulyWBQQEqu8YLL83sOtRQ/DoQa4t5us54nMMspniZmWWNQuUG7AyB3ziqT/EHVLka3arZW0MsNhPdWrq5YAISPnPQk9Riuv8IPqD+F7D+1Z4Zr0RKJJIyTu4GCc98daADX9Dm1i60iaKeKJbG6FwwePdvwCABzx1rltO8AapaTwtJe2bRi/ublwkRU7ZVK4HPUVt+L/FkvhuS1SO3jdZcl5ZSdic4wccjPrjFZsvjXXRql1a22hw3McNzHbrIk2MmRcqeew70AV38E65L4WOkSzaSzoYUjl8hgXjjfcA5zycDHp1rU1bwrLfeJLfUYxZuGgjiuIJ1cqFVt2U2kAnJPX0FUk+IF5JZhY9KRr6GOaW6TzcRosTANtPU5JGKqab4skPjO8trIyT/2l9kmgjuHYJGjRsz4PQHA+73oAafAXiEa5PepqljiR7j53hdmCy99u7bkAAdOec062+H2r2Vq9taXtpHbS3MUzW7q7pHsOWZMngse3QVr6D44fWdcexOmSpAzSrHOgZgPLfad5xgEkEjFdFrV7c6do91eWtsLqaCMyCEvt3AckZoA5I+D9W/tO6uWfT2jm1VL9sKwcqg4Xr1rB8EaZ4kt/HU82qaS0dmHmMG8DbbKx3YQhudxwTketdG/jy7Gj3Opx6VHLaxiLZKtyNrF/vDp/D3ptt48vNQi0eSw0mOQaj5wBe42hGjyT25BCnFAEnjbwrrXiaYR2eoW8FmbV4mjkVs72/iyuCRjjGcVRv8AwRrV6l6v2uwX7TYWtpny2ODG25u/Q5P6VY/4WOJI4J4NKke2SCKe+lMoH2cO5QYGPmwVb04FSjxvqIGrO2gkQabJJHJOJwVJXaRxjPIbP4UAUn8C6t/bEuppdWJkS8aeCNkbbtaMId3PUYyCKS58AatHZR21hqVqu7TTYzPLCSfv78qAfw5rqPCviA+JNIN6YUiIlaPbHJvB2nGc4HX0IqHxH4ivNFv9PtLTSzfPe+YFxME2sq7ucjpigDDufCGtyz3c0cmnK0ttbW8YIchRE2ST9ef0rS0jQtd0/wAWX9493ajS7uQ3DxIhLtIURMEnsNpPHrWePiSkkMMkGlyybLT7ZejzADbxhipxx8xyDxx0rT8O6xquoa5qRuoYl01mQ2cgmySCikDbjqQc9aAOqrO1y0ur7Q720s5Y4rmaFkjeVN6gkdx3rRrO1zUX0nQ73UY4PPa2iaTy923djqM0Aee6f4E8RW+k63pztp4j1KGJdzSO5RlGGHQcY6YwPatHV/AUs2s2V5aQW72/2E2NzaCZoF2kglgVHPQ8d6kvviJcadotvfXWjGGe5y8EDzffjC7i2QDg+1Vr74mX9pO0kfhuWSxW1iuzKZ9rbHIGNpH3snGKALd/4P1W6i8U2UM1pDaarBGIH5ZlZYwhB9vl6+9Zt74F1a9voZ72C0vIbi3gguYPtUkQh8tsgqV+/wAH25Fbv/CaXn2WGI6I/wDa01y9slp5w25VN5JfHTafTrVB/iLdSSWX2bSEKX1qZrczXITdIGCtH0PIJ/GgDU8b+H7zXNEsdP0+OEiK8hmfzZCuEQ544OTTtE0nV9O8V6xcSraDTryUTKyMfMJC4wRjA+uar6d4+t9R8TnRktWGxzBJIGJKyqMsMY+6Om7NWfEvjNPD121uunzXbRwefJscLhc7QBnqST0oAzNd8M6vf6zrt3DbWUkN7ZRWsQeZkcgMSx3AfLwTjryBWv4S0O80TRLizuXDlpneIMQzBSB99gBuOc84qrL44Nt4gtNMutMeAXDpFuaUFxI4yBtHbjBOapj4n6YtrqE0trLGbN1jMbMNzOzlFXB6EkZ+lAGTH4F1yDQtQs4FtozMsJS3adnj3pJuOwkbkUgdOcc1pap4f8RaheXlz9lsA9xo/wBjOJ2AEu4n+7056+1T/wDCx7WRzDbafPNcRLNJcRqwHlxxnDMD/FnPGOtWJvG7LbPdQ6eXtxdQQoxlALJKAQ+McYz0oAXw5o2rWXiCW9voLeOE6fDbL5cpclkHJxgcVws2hXniTxr4r0u1toYUa/tZ2vJQyugQAnYMYbn3H416DpvjO31PxLNosNnKrwlw8jMBt2+qnnB7Gq7+ObceIJrKDTpprSCQw3N9H92OQKWIIx0AHJ9SKAOVj8Ba8ssEYittljBdQmRp2BvvPbJJI5XA9SeRVC88B+JZ9PSM2SuQ83lMbhPNXftCiT5drr8nPc8V2U3xGgi02a8Ok3ZKQx3McZZQ0kDttDj8cce9SXPxDtbTSjdz2FxFIly1rJE5ACOF3ct0GeB9aAMLVvAusahHrwFvZ+Zf21rEj+cQD5WNykBcAHBxiox4T8QWurxajFZKUm1CKY2yTgC3VE2lsnqSfQV0Nr4lv73xHcwR27Cw/syO6UFlDozZye+emOtVdH8T6g93odpHHLdW11ZyXDzzuokOGxg4Hb9aAIPBnhfVNK13z9Qtp90CSx/ajdhklDPuGEAz/wB9HirniXw1q2papqrafFaRx6hpwtjdtIwlRl34AAHQ7hzn1q3bePLOaKCaazngilhuJgzkcLCcNkD17VRHxOs20uS+TTbqTy3gDxx4JCy/dYHoeTgj1oAm8GeHL/TtTvNSvY1tBNbQW62kcm5QY1wX/H+VYeoeCdf1HUNSngaOw+1+erZkEowxGChwGUtjkZxWxd+Mr25k0Z9NsnQTanJZXUMxAYFFb5e/cZz7Vp2fjG1vPFEuhLbOs8TOrMzAEFQCTt64OeD3oA5CPwpq9vY2wttJlSWTUIJrgvdoSojGNwAAAH61jP8ADTxBDZyRw+e93bgq0rXYCXkZk3lNmO467j19q7PU9a8ST/EC10ixgktNPiiM80pRHE6ggcZ5UdvrT7L4l2V3Zy3DaTqUW2TyYw0QxLJv2bFOcE5xQBWsvC9zBeaJeWuiQ2Kw3lxNNCZ/NKeYhw3P+1/COnas1/CWtXHh/WTFp0Vrqias1/phdkYHJHXHABGciuhuPiBFE9tHBpF7cTT+YnloVykycvG2TwQOc9KteHfGtt4h1E2ken3tqTbrcxPcIFEiEkEjn1FAHIX3gDUbfUdJW1t3msxbBJhDcCLypd25n5ByCfTmodag1GOz+z3Vo8evSao0+lu6ecrLwCCw4XIz1rV8T+L9YjPi6ztYJLSPS7JJILtQD+8PP8qtaX8Q4B4f8/V7SW3vbeKDKSso85pFypU9Bn9KAOu0fSrfRtLgsbaJI0jXkIMAseSfxNaFY/hvxBbeJtGTUbVGRGdkZGIJVlOCMjg1sUAcB8RNIk1DVPDt0+m3F9Y2cszXMcAy2GQAcZHeuPh8LeKHnsG1KO+CRwItn5G2RrfD5IZiRg4xzzxXq2t+JdP8Py2sV954a6YrF5cRfJAyRx7VQb4geG0SB3viFni86M+W3zLnBxx1B6igDhrPRNakk1r+0DdyX7Q3CSxxwMFnB/1Z8wtg47ADiur8F2M2nX80RtdQhSSytzIbg7keYL85ySTu6D0q0vjWytI7y71G7iWyW7FtA0cbbgxGcMPU54xU8/jvw9b6OmqS3222ZmXBjbeCv3srjIx3oAf41a+Tw1M1gkzsJIzMsGfMMW4bwmOc7c1501rexteS6Xba1a2Mmp+ddtNG8jvF5QC4GQxXPYHI4ruX8c6db6lqTXF7ANOs7SK4LCN94Dnhs9CpyMYq4PE8F7DbT6VJFNGblYbhZAyugIOCBxjseeoNAHnKNr1nqWnmU6zqM6KqoJrd4+pJUhlJUYzgh85xVhlux4b1Oeb/AISP+1ltWhlTY5Tzy/ysmOp6YK8Yr0iw8T6PqmqS6dZ3iy3MSlioBwQDg7T0OD1xUXinxLB4X06K7mhkl82dIFVFJ5Y4zxQBycNrJo1/4TSObWbnzjJJdPN5kgG+LGH7D58cHpzXIWGneJLbTTa+H4tUgvlgvTfLcB1T5mzH5eflJ9Mc9a9Jh8cWsXiu60bU5be1Bjhks87t8okyMEdjkD866CPWNOl1E2CXkTXS5/dg88YyB6kZGRQB5VDJrdnZ6cGm1W40dpwL5Et5VljxFxgsS5y3Jxxmux+F0Elt4GtYZYLiFllk+S4Qq4BYkZBrpdV1Wz0ayN3eyFItwUbVLEk9AAOTWbc+NvDdksRudVhiE0fmx7gw3L69KAOS8bNG/j6xtZb/AFGOOXTZ2MFpJIMsv3WwnfNR6Pperaj4lSe/u9Xilg0+3ufK811ge4GQQex4xke5ro11PwZqN7/wkovLSSexTZ9pLEGNW7AH1p194ygs9V09hJbNo1zbzTPdBiWTy1yePT9aAOC0e11zU9D1WX+17xNRhiS4lgLyqyzo7FgSRgBhkBV44BreS6vIYvDt15+p+bqmpmfyJN7iKFlY7W6gAZXrXSp4t09r6R0uLX+zUtBczXBZg65bAyuPunnmrdn4r8P39jPe2uqW0ltbAGSQHAQHp1oA4G31bXbqS6hS91E3jWVy97EIyBbSKf3ew4wCfQZqs3iS8vNK1Yrq1yo+z2YXzUlC7mGJACBuXJ4JHSvT9K1zSNa3tpl7b3JUAv5ZyRnpkdRUeo6/oWk3BttQvrW2lMZk2SkDKjv70Aec6TcPeX2gi8ubmO7/ALPvkW5uGJaMlgFYSFQOgOCcHFdF8Ojqt9ayanqV5eNhRaeRNJuUvGdryD/eYVtz6h4Z8QaXeQS3ljc2SqFn/eDaobpk+9WrW60XSdMtore5tLezAKQgSAKcdQPX3oAp+OHlj8H37RAkYUS4JB8ssN/Tn7ua5/x1/YtrouhfuodyXUBtyItzLGDzggHAx1rctvFdnPr+o6HqJtreSFkWINMD9oV1yCB9D0p2n6zpsNvdRXC2ljZWU/2eF3nQqwx/479DQBxWswLceKtQCxTPqF1e2T2MgDEGJTlirdABzmuvspIoPH2tGM7IRZQyTkH5d+X5Podo/Ktt9V0qO1ivHvrRbdztjmMihWPoDUlrY2lr50lvEi/aG8yRhzvJHUnvxQA+zvLfULOK7tJVlt5lDRyL0YHvXCaje2MXxJ1VraWJb+DQizOqgsjBmPJx6bevtXaRalpiwyCG8tRFb4V9si4j9j6U4S6b9oYh7XzpI9xOV3MnTPuO1AHL+Dtf1DVNSe2vJ/MA0+CcgoAVduvQd67Wo1ijVy6IoYgAkDkipKACiiigArEHi7QDq0ml/wBqQfbYwxeI5+UL97nGOPrW3XkGpfCvVdR8VaheLPb2ttdNKzyxOxaRX6KVPAPHJHUUAdRrXxAtIbKxutDmtb9Jr+O0myWBQMcZA4/wrYk8Z+HYZ7yF9VhElmpe4XDHYAQCenOCRnHSuL/4V9r13AJbt9OiuEntdscCkJ5cPf2Y1CPhRMkWtxK8TS3UdwlvdSTOSBKc7SmcDB6nvxQB2I+IXhRgCNWQg8giGT/4mir+nabcWWmWlo0dszQQpGW29dqgZ/SigDZooooAayh1KsAVIwQe4rCtfBug2UF1DbWCxrdKUlKsclSclQew9hWvevPHY3D2yB51jYxqehbHA/OvIbbWtYuNBv7tdXvftX2CR7+JlI+zTg/IIjj14xzxzQB6araT4R0i1td32azEi28IOWALHCr+dT6noen6u8El5DukgLeVIrFWXcMEZHYivLrrUbprLULe41G4u4IJdLlAljOVcurSEEDkcZx25rrbG3uLzxffQDVLo20Msd5C0cgKMrKVaI+wZSce9AHT/wBj2B1GDUDbJ9rgiMMcuPmVD1Gaz08G6HHDLEtngSz/AGhm3nd5ndgexrnvGF9ep4ss7STULzT9PNuGhlt4y/mz7xlTgc/KOnvWY+r6xHrU7SX85dpriOe152wQKmUYDGc570AdgfB2gWthBAluYIbUs6OshUqDyw3eh7igeD/D92XulthILl4py4kOHKfcP4dq870iTUNVtbqxn1XUb+K70Bp5kkyNk27AC4AxxnitCENqK+ENN03XNUtIZbSSGZ0GCxRAR94dm4/DFAHSPpPhCzuNUt5ZggmkWOeB5DsjeQ7hsHRSx54710WkaPb6PbNDBJcS723NJPKXY/ia8z8QTO9l4jjku7gxW+s2mJtmXjQBNxHHIB3VJHrV7G1if7Zu5tF/tSSBL1RlpIvL4Vjj+9kA+1AHo2s6NpmuQxW2pQrKFffGC2CGHcY5qnB4N0S3lMkVqysZhOfnPLgYB/KuBs72Mx+EtX1bVr5Hhe4TZht8xydoIA69OK0vBmu63qfiu4F7fwCLfKj2TsfNAU/IQmPk465POaANy08B+F7fUW8qAtdRwuhRpidsUm7Kkf3TlsVuaFoVl4e04WVgsgiB3EyOWZj05J9gB+FcDrV0+j+OdfnspbptSm06I20IJZXP7wsQMfwgZHufeug8E30tzd6xCmoTahp8MyfZribkncgLLuAGQGJoA07/AMPaH4hupLm5jE8iobaQrIcYByUIHvTj4S0gzNKIGV2lWYlZCPmUYU/gK4C01aDw1putA6pdRTz63JGdwDBAXOOSMLkdzVd/Hd/PoFhcDWIRNHJJ54RtrsA2FAJGGOO3GaAO6fwT4fuGdI1kSRXZ5PJmIb5+WDezdxVyfwlpE90bk27JKZIpd0bleY/ufgBkfQ1wF5rEmjap4pnsryZr++NtJCjL/qoyvzP0wMAnrXZeF9YuZ9J1Ke+vILlLWZwkkLeYQgUNhiOC3Pb2oA0NN8M6fpOpXF7ZmdDMWYwmUmJWY5YqvQEmthlDKVYZBGCDXkll4y1C40/V/I10XbLpDXsMojCskgd+NvbACgg1bXxDqtul5btrpkiWKzd7sxgmLzPvEY49OvTNAHSw+FPDepaEmmWcj/ZLW5Z828xDLLnLZP49Kz7fwTZtd6adFvwml2MsxdUlZn3spVgrdsZPHvU3gBrRodea31NbtzfuZJAgQrxwSOnvmueXWZ4vD2kLZ+ILa0ludUlt5riNF2uCW+YjH3uBzQB20ngvSHngkCSxrFHHEY0fCSKhJUOP4sEn86gTwrotzaanFHd3LRalc+ZNsuTxKp52+h+XGPasRZtXm8fQ6FH4pfda2Mc9wghXEjhwGGO25efbNZ/2ly2hNPqpWKPW7tJJ4gIxx5m3dxjPbPfNAHoWj6LaaJbyRWgf97IZJHc5ZmPc1S1vRtM1a5sb27vZoJLdmW3eKfYCzDBHue1cxbeJ5LjxR9ji19LiOaS6iNv5exoyo+VQMdRzz3rG0jUYzo3hezbUDdzLqC/aIpkDbclsLnHBHX1oA7WP4f6HHFbRbbhkhjaEgzH97GW3FX/vDPNW7fwlp9t4lfW0afzWUBYC58pGxt3Bex2gD8K4m38V6pILp21gebPBdu9uY8GxaLO3+nXrmtfwPq+oTaqLK+1k6is+lwXyM0YQqzFgwGO3SgDvqp6pp0OraZcafclxBcIUfy22tg9cGrlZuvXn2DQr26FwluY4iRK5wqnsSfrQBRuvCVnc2Gn2y3FzE9iNsE4fMgXGCCT1GOKq3PgHSbqS7eaa+Y3USRS/6QfuoQVx6ciuJTxJrd8mm2Q1uWxubjUfKkkISRfK2Z+Rhw3TrTLLxprttbyyvq8d7LJYXckMTRBcNE+1Tx1JGSfpQB2l94a0WyYCbU7m2uru68yCZ5/mWUrtOzPTK8YrTXwno6xaXGLXKaY5ktgTnaxHJPr1z9a4PXNWuZdJKefHq+y50+W1yQrtKzgsgPTsD7AnNULzxpr82laRDpV+8k91HPJcXD+WgjnXH7rLYGF5z3I6UAej2fhO0sNem1S2nnjEzmWS3DfuzIerev4VgeK/BWp6z4ph1i11BYkjgESgsV8nByW44b6Guy0qS6l0m0kvRGLpolMojOV3Y5wfSvMZvEGtahea/bTaniy+zXHlS2yqyrtHQY+YMO4IoA6dvh5p13qS6nNqN7LKZ47pdsuFEirjcPYjt71LJ8PdLnS4W4nuJfNUKjuRvTDhwd3chgOvbiuctdVlu7DwrYaF4mkj+0I1vI7xhiSIt2QMdQcCmp4l8S22rXslzf28dlA08UgmC5QRx/K4QHcSxG7pjBoA6h/A1tLHAZdQu2uUVopLgEB5YmOWjOB93gUl/wDD7Sr69jn867gjjMbiCGXbGXj+6xHc4GK4i08W67LouuwDWSb2zNm0UzIhJMhUNwONvPTrV3TPEuvW+rW9vd65b3KR6ydOZDEA0yFc7jg8EHp7UAdna+Fbez1s6xPfTzyRs7oZMDYG6gkckD0NRweFbCXVLnVLPULj7LfkvcW0UgMMzY27q6C/AbT7kEZBibj8DXkvhDUtaTRbfTNN1WGWZ9NkuETyRi2dJAFTHX5gTnNAHWv8ObKTSLjTn1K+YSJHFHKzAvFEjbljU+maSXwLaw+bu1y7je6vDcHeykOxXG3aeCMDpVrwPqmo69Yy6vcXYksbjaLaIw7HQhQHyc/3wwH0qHxveLa6p4ZBa2Jl1ARhJlyRlT8y8jBH9aALL+CbX7TFNBf3tuUtBasIpMB1GdpP0yagj8AWsUWkqmp3yvpqtGsiuAZY2OSre1c/pvjLWDqUks+oWt1b771IoEj2lhD93kE8mrP/AAlmrw29lJNqFiYtQkhRZlT/AI9NwJbeM/QDOKANO1+HFhbXola/vZbdVnjW2d/3apLnco/E04+AIDpKaedWvmjSWJ1LEZCxnKp06Zx+VYMHirxLqs+i2dhfadDPdG5WSWWMlXETYVlGe/Spz4s1qDXLyJ9QsZEt9VjsxaeXtdo2QEtnPXLccdjQBuv4FtpLd4zqN4shv2v1lRgrI7AhgPYgn86NL8C2umapBfNfXVy8DO0XnEFl3DBBbqR7GuXHjjxDFpF1ezzWRM2lvqFuqRnNuVYARtz82c4zxyDVmfxVrllomny3uq6el1fRPcpthOQgTdtwTjg8E5oA6n/hHbj/AITCXXJNXkMbWxt0tfLUKik5Jz161Vt/CFtJ4Xj0u31SaRIrn7TBcqVLJIH3544PzZrGsL83/iGy1W41sRre6QClqVzHuLAErz61Q0jU9ZfRPD1vo+o6ZYx3DXSyf6PuDCNnO5Ru77eee9AHSf8ACCJ51tL/AGnMGj8+SUhBmWWVdrP7cdB9Kn0Twe2javb3n9qT3EdvYrZRxSKOFDZBz61yWo/ELWYdO0U28uni7vbUSRq4P+lS79pVR/CMHdmvTNPF2NPgF88b3ewea0Qwpbvj2oA5bWfAjatq2p3A1i4t7TU4UiubZEUhtowCCenFQ33w60u++0RTajOZZUhEYYqTEYhhWA7+9UJfHN5D41lszqOnPZLdm2FuBiTiPd949TnjAqjpWoXd74407Wr37PcSTabPLDb2mdwAbG3rhjigD0LQNH/sLSIrH7Q1wyklpWUKWJ68DgVqVT029e/sUuJLSe0Zs5hnXDr9RVygDjfGsWqXGqeHY9JtmeaO8MzTshaOJQhB3Y9d1QaV4HvdM1fS7k3drPb2kcqyq8R3O0jbmI7DnpVrx14ruvC1vZy20UL+czBjNuC8Y4yAducnk8cVn3/iO8sNQ165tbIy3EENu4BmLIVZeSEAzkeg60ALd+BNQvEuEkvrXbJq6aiB5Z4VcfL+gpE8B6jb6j/aMF7Ztcebcny5oi0bRzYOCPUbRUFt4l1jVdc8N3NrPaC1uIJ2uII3LByvYccH2PSug8L+KDr8s8M0cNtcRKC9rubzU5I+YED0HIyOaAOW8deF7/8AsPxHdQotzJf2dvawwW8JLpsbn/gPJOPatqDwreyXUOpxXcccksls80ZQjMcaY2/XJJyfYVPf+MZrXW5LWOxSSyt7qCznnMmGEsuMBVxyBuXJ9/aq3hd9d1LxRqt/qcqx29vI1tHbwXIdARjquOD7570AVvCHgKbw94ge8mis2WMSLFcKWMrh2zyDwPwrofF+jXmuaMlvYTxw3UNxFcRtJnaSjZwcetZer+OJdK8X22jtYIYJZY4jMZgHJcZyqeg7k4q5471S/wBL8Oq+msq3M9zFbqzHG0OwBI98UAc1f+EfE9/qt1ezrpjyyvaFZOQQIZN5+mc4/Cr+keCbyw8XHUJhazW0dzNcQzMzeYvm5JUL0HJxn0Aq7Lp8vhSa9v7C7uLxDall0+efJaTcPnBPQdjWS/xF1F9H065tdMtJrq71F9PMP2rADqSAQccjAJ/KgDq/E+lS6zpItYoopCJVcrIxXpnkMOQc4wa4y48C69Pa28Us9pceXpk1rmXlg7tkc9wB3qSTxvqGsaXNFLpkunxXdpdNbXMc4LiSEfNx6Zxg9xU0Xjq90zw20l3YCS6trKG6JaYfvomO0tkdGz2oAYvgTUftMdwVsV+zx2nlwoPkkaLqG9jWdrXw41vULO1ihuLZXSS6uHIYqFkk+4oA6qMDI710r+JLie80aW6sb3T1lnlCoWUiRRGWBbHbH6is+x8V3Fz4qTUZ0uLfSX0eW6WMuHDhZFw+0cg4P60AXH0HW7iW6uprWwFxPpAsiFY7DJubnH935s1zmueE9V0zQrsWllFI0kNjDEsAJCPEfmZh3Wuhf4l2cFhd3dzp9xDHAkThmZSrebjYMg8Eg5I7YrodA1+38Q6W15a4JR2jZQ4YblPYjgj3oAwvhxp5stLvWn00Wt5JdO00oGBOT/EPQe1Q+L9A1TVvEltcwaZb3VpBYzxhpZFB811wODWBo2teIL3xPctqU95BDcw3aQRI6GJTH0xjkMK2/D3iPUFXQYbmQSWz6ZJc3M0jjeSrYzjvxQBhW3gXXrSKeCPTrH7K+nWcJgLja0sb5dvrgtg+tT23g3X7O4Waewt9Qt4JbuOO1ecDzI52DbyTwCOVxW3J8TbAaRfahFZTSi1iW4WNHUtJCzbQ454+h5rpNJ1afVtJkvBptxayguEguMKWx9056YPFAHBaz4L1XUtYvLpdKtgGu7J4nEwB8uIYYA9Rg8+9OfwdrMkOqiawhmW711L1I2kXiFf6+1anh7xxcf8ACNWNzrVsz6jdyTGOC1+YsiEkn2AHFdZFrFtc6CNYty0tsYTOuBglQM9+9AHlt54D1+Sxt4mtXaBLq5P2aKdBhJD8uM8AfqK9TSzl/sBLKNjby/ZhEpB3eWduOvfFc9Y/ETTr2wS8FnewxzHFv56BPO+UsSuT0ABpl38SdJtHjLW149q1vHcm5jj3IqO20ZxzndxigDL03wXe2ug6RG1jCt7a3MJvlMgK3aIGUN9fm3YPcVVvfA2r28l21pDHdO+mywQyPNt8uR5i4UewBGD/ALNdovi7SW+0J55EsDyI0RGGJjUM2P8AgJB/GnWviexu7meCDczRQx3GSQA0TjO8ZPQd6AH6TpV5ZzfaLnU7iffEqm3cgpGwHOK2axdM8UaVq+oGzs5i8vkLcKdpAZCcZB+tbVABRRRQAVwEnxIki8QXGlS6JLG8Fz5Ls0q/c27vMA7jFd/XNy+C9Ln8YTeJJvMe6ltvsxQn5AuMEgepHFAHM3/xEXUtDuktra5tZ7i1a5snjlXfJCGwzj0I64NXY/H91H4otvD6aDeXO+KGUXaOrAxPgeYR9aktvhdo0FvcQPc3kqPCbeAlwGt4SclEOOhNbWn+E7PTdWbUobq8aZrZbXDyAqI1HyjGO1AG/RXDH4ZWjMWbX9cJJyT9rNFAHc0UUUAFGKKKAEwOmKztL0LTNEWZdNs47YTOZJNmfmY9+a0qKACmhFBLBRk9TjrTqKADFGKKKAGsoYEMAQeCD3pqwxJGsaRIqL91QoAH0FSUUAMaNHKlkVipypIzg+1NWCFJmlWJFkfhnCgMfqalooAZ5aeZ5mxd+Mbsc49M0RxpEgSNFVR0CjAp9FAEL2tvIrK8ETKx3MGQEE+pphsLMrtNpAVznHljGfXpVmigCMwxEsWiQlhtYlRyPQ+1JFBDbx+XDEkaf3UUAfkKlooArJYWaA7LSBcgg4jAyD1FO+x2wVlFtFtcBWGwYYDoD61PRQBDFbQQBhFDHGG67EAz9cVH/Z1iFC/Y7faG3AeUuM+vTrVqigCEW0AnM4gjExGDJsG4j69ab9itTEYvs0PlltxXyxjPrj1qxRQBXWytVl81baESZ3bwgzn1zTH02xkZGeztyUfzFJiHD/3h7+9W6KAK5s7UvI5toS0gw58sZYe/rTo7W3iffHBEj7du5UAOPT6VNRQAUySNJY2jkRXRhgqwyD+FPooArLYWaBQlpAoU5UCMDB9RxSLp9krBls7cMM4IiXIz+FWqKAK6WVrGqqltCoRtyhUA2n1Hoajl0ywni8mWxtniD79jRKRu9cY6+9XKKAEAAGB0qpHpdhDdyXcVlbpcSLteVYgGYehPerlFAFZLG0QoUtYFMf3CIwNv09Ka2m2L3jXjWcDXLJ5bTGMFyv8Adz1xVuigCimkabGpCafaqDtyBCoztOV7dj0pv9h6V53nf2baeZ5vnb/JXPmYxu6dfetCigBCM8GsbUfDOnX9rcwxK9jJcMrSXFkRFIxXplgOfxraooArWFlBp1jBZ2ybIYUCIPYUy80vT9QlglvLKC4kgbdE0sYYofUZ6dBVyigDNh0HSLaVJYNMtI5EcurrCoIY9SDjqaB4f0dbae2Gl2YguG3TRiFdsh9WGOa0qKAM/wDsPSvOtphp1r5lqNtu3lLmIei8cfhWbp3g3StP1q81byzc3dzMZt9wqMYmIx8hxkDAA69q6KigDNbQdIcXAbTLQi4GJgYlxIM559eeaJdA0eaGCGXS7N4rddsKNCpEY9AMcCtKigDPGiaUqwKunWoWBSsIES/uweoX0Bpseg6RCkSRaZaosIYRhYgAgb72PTPetKigDktW+HWgatOkklv5Spb/AGdY4kQKqbiflyp2nJPIxXVRRrDEka52ooUZPYU+igDLbw5ojah9vbSbI3m7f55gXfu9c4zmobXwpoNlqSaja6XbxXiFisqAgjd97862qKACiiigDH1rw1p2vSQveifdECo8qdowynqGAPI471Bd+D9IvWu2ljnD3RjMjJOykbBhdpB+XHtWP443SatokIvdTtUZpjMbMuFZQnAbb0Oeh9jXKaZqWs2Ggu63+sXOpXOniVhNG7BGEmCFBHDBfxNAHoEfgnQ4re0hW2kxal2jbzn3Et97cc5OfepdI8N6PouoSSWYc3bR7czTtI6x56DcSQua8+1LU9QtbC5iTVL9bP7Sr2k1wZELALllMgXI+bGNwwelaWkajEvj60v7r+0Fn1DSYEjiYMdzbiGLL0GOp9KAOyufC+l3WrLqUkT+cHWVlWQhHdfusy9CR6+w9Kq2VpoPhTUWiW8eK61aYuI552cyycklQelYnjjWNSsdYjtxdT2GnmwmkjuYV3GS54CR4wc8cgd6paTcxXfxJ099RmkXUX0aJpIJAQqy5JIAPA4OePWgDo9V8D+H9T1j+071JhcyuhO25ZFdlHy8A4Jq/cw6L4p0+70uQpcwwuIpUVjmNxyOeoI61h+OoVbVfDVxNLdRW8V6TI0DOAPl4zt965JNca18a3N1Y3tyiXWtJAYjGwjkXy+eMcnPftQB3U/gXT7vTbi0u7zULh59oNzJN+9QKQyqpAwBkA9Oe9V7f4baFbyW7pJfEwXhvV3XBbMpGCxz+f1rn/AOu6vqXiZ1vNT8xXim8+ycszQyLJgEfKAgxxjJq94v1K6tfFEtumuXFkh0iSaCKMrhp1bC4GCSTnp3oA6CPwTo0aW6LHOVt0ljjBmYgLL98fjmqdx4A0U6NdWLXF5FFLGsbTmfLpGpyFDMDgA1zDeLru28YWEdzq8yIZ44Ly2eMKkeYc9MEnLd8jriooLW/wDEWjeIbu48TX9xpkE80MdvEFG6MHgkgbjxmgDvZtM0mefSYLm5aa4tlLWu6X5pBtwWOPvcVln4fWlrBMdMv7yC5NrLawtJJ5iRI/O0KewPI+lYN34jitNR0s6JeSXax6ROyI0e4uVUbTkgHOe2aLrxNqMFpoeof8JBE9rNdQfbGEOBEpiYurEA9TjHoaALOh+A7LTNIl8N6tqPmJeFZbaES5dGTkurFQSckcEHAArtrDT4dI09oVuG2ZLGRwq4z9AB+lec6ZrMt+nhfUZbxriVDqLec6ZbYobaSox2A9KzJPE97r3h7XNNl1p55Ra29zE8SKr/ADOC+AucAAjgk4oA7qD4f2UM8U6arqbNH5xUmVSP3v3v4anh8C6bDb2EAuL1hZQtArGUZkjY5KtgcjPpiuXi8W6h/a0On6dqMRtYI4PLku5EU3Yb755G4+g2jtXWeOr+/wBL8MTXunXgtZ4nT5yiuCCwBBB+tAGa3gzTLXTm0W71mRILrEVvEPKifapDBQduX6flXZxIY4kQuzlQAWbGT7nFeUa/qs9/dWVq2pwie11qOK11Hy0O4eWWb/ZODwag1H4gayNA0u7tdWthO9nLNMqQqd5SUJuJPAGM8DnNAHWP8ObSKKL7Bq2oWtxE8himLK5RH++gBGMHr610EWhQ23hn+w7WV4oRbmBZD8zAEYJ9zzXD3XjnVLXxDfeWyXlhHG/kLbGNgziPcFbowPBORkEGr/g3xZqF3G9x4gmhgt7gxC08x4w5dhyuEJ49M80AaMvgWOXw/pWmnU5zPpjboLto0Y9MYKkYIwcU258BRXdxeSy6pdH7TDBFtCqFQxMGDKOgyR06VP4119tCs7EJfR2cl1ciISOm7jBJAzwDx1NWPBmuy+IfB9jqlw8JuJIz5vkn5QwPP4+tAGN/wgWnNe3nm61dtqF3LLNvEih1jdVV0C8jbgDnHHFbkXhLS4tTs75El8y0szZIpf5Wi9GHf/69ec2ettDcWmspMlzexWOqSRJjd5rLOMdPYDp2FbsXibXIYbi4e+hu7a01CFZnigGTDIinHHHysw59KAOp8OeGo/DkTwQ3TzW44gR41BiXOdu4DJH1rermfCGqX2sW8097OPMhY28sAh2bJFPJB7gjFdNQAUUUUAFeEa/4w8beFfGeo2v2qa/sLaQTuvkJ8sD/AHTn1DHGK93rmtG8QWOu3mpW1xYfZLm0mMEiXJQmQDkEeo70Aeeap471zRNY0q0udZikZUgN5H5SjmRv4s4/hP8ADnnrXS2Wo+I7zx9d6I+ovFb20ouw6wKVktmGAm7sdwx9M10urXujRafc6i8NpfNDbtMVj2M7ovXHtWBpOp+HtA8MnX9Kt5por+WJpU88O8RkbgHJ+UAv096AO9oqoNUsCAfttt/39X/GigC3RTVYOoZSCCMgjoadQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFMl8zym8oKXx8obpmlXO0bsZxzigB1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYmtazLpepaPbrBHJFfXDQOzNgphCwI9fumq1v4t06DTba61i6s7NrhnEW2XcjhT2bHXHan+ItLv9Q1TQprRIjFZ3ZnmMjYONhUAev3q53T/AAVqf2XShdpYhrK4uZjGw3r+8ztx24oA6NvFOi3emXk9hf2V0baIyFTINo9M+gz3qvaeLrSbXrDR7iKOPUJ7H7WdrblTp8oOOc5Jz6CuctfAWq2GlyRIbCWY6XLZkIpQSOz7gx9u1atj4e1i21/Rb947Qx22kmymBPKP8vIPcHbigDQg8XaWNPhudXvLC286WQQYm3K6qxAIOOvqO1X77X9C03yprzULSHzE3o7MPmX1B9K5Cx8HarDJof2m00+VLGe9mkBOR+9LFAAf96uS1bw1rFjNplnNo/2tBZR29yFUuLkhy4RW/gxxk96AParS7tdStI7q0mjnt5BuSRDlWHqKgk1DTItQjsJLm2W8f5khLDeffFWLGGO3sYIordbdFQARKAAnHTiuE1XwVqV1r9xNbeQsN3fQ3cl2WIljWP8AgX60AdRL4g0eGC7mtruzkmgVy6CQKcr1BPbkjn3rltX8RaRZ+N7EnT1n1lreNZj9rCLBGzcDnhupP4UkXgq6Om+J5ZNLsV1XUXmFtJvz8jqBgnt0zVbUvBut38epZsbFnuNMtbWNmk5WSM5Y57feOD7CgDv3vNM+3i0ea2+1ld/lll34HfFTWs9lcI32SW3lQHDeUysAffFcA3gzVZ7y/WeC2Jn894NREpEsXmKBtx3xgLn0FavgPw3PoSXLXNo8E0ipG5M4dXKjGVA6D680AdBqmo2GixQS3PlJ5sqwx5wuSxx1NWDLYCVbYyW29/mWLK5b3A71i+MdJudTtdPe2tI7trS9juGhdgN6qeQCeM1jP4T1OXxALlkjMR1KK+W5MnzxIq4MQHpwR6YY0Ad0IYlAAjQY6YUVTh/sqDzRAbNPJXbLsKjYPRvQfWr7AlSB1xXlNp4P1caG9s+kpFfQMhmnFwGF+okLlfYnPU/SgD0C4l0Atb3dxLpuQMwSu6dP9kn+lU/EUei6+sOg31+Ua5HnJHDNtMiqc9QeRXD3Hg7VLme1Fx4fhktTcz3SwiZcW4ZcKnvzzxxWnpfhzVbK98M3s2kRTSW1k9tPmUZhJbIOe/HHFAHZxw6KsCIv2Jo4AZAcqdnYt7fWsu4utGttW0ewi0q3mt78Sxw3MQQxoQpYrx6gHpXJ2/ge5h8I3pTRgupz6h5ksRm5mtxMH2Z6AFeMVfsNB1qDV9CnGnrDZJf3F1JAJATaq0exVGOCMljx60AdyNP062ka6FrbxOq5aTYBgAdz9K5C+1TwzdNoUwsYZrK4vNy3EbqEhlUHaXFdtdQi4tJoSARIhXB6HIxXmMPhTVG8P6BpM2gQCCzvC9yolXDqFPz++SelAHpU0dlewxmZYJ4yQ0ZbDAnsRUsUENvD5UUSRxjJ2qABz1ryOLwn4mfTLS2v0uVto4jHFb2jqWiYS7g2T0yO/bFevgfuwG54wc0AUrWLShtFqtp8isF8rb8qk/N07Z60yWXTNHsZpNsMMCFTII1HViAMgepIrzbQNAkuru+fSLYRRC71GN5t5XhhtRcHqM8/hWtp/h/W4re8E1mrmS1sYlR5QQzRkbyfy/GgDf8AD3i+31/U72yt9Nu4PsrlHmkUeWzA4IBB6101ct4P03UNOuNc+3WkcC3F+00JjbKshHX2rqaACiiigArxebwX4in8RauE04Rm+1UXMWptKD5MK8bdvqfT0r2ivPpPi9oNvqd7aXMVxHHas6+fgEOV4PHUc9PWgDm9M8I+K7e4W1udOh8mCwu7WKdJh85ckrnABAqrF4E8Qy6NNax6NFbxpp1vbSWxmAFzMkquzZHbaDz15NehWnj7TrxYNlrdpJJcravFKm1o2YZUkehFMufiDYwQafLHY3k7X6TGCONMuzRnDLj14J/CgDjJtJnM0m34ctjccYkT1orrpfil4at5nhnuJopo2KSRtHyrDgg/Q0UAdkiLGioihVUYAAwAKfRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHCfEG91P7foei2JZItRllE8kchRwqJnggHHJHPtWVpfj5tL8PWcS2s96tnYxz3txNKAyqzbRz/Ee9dzqmjabqGpWF5eMwuLfelviUrkuuG47nAqmPBGhLDbQrbSCKBQmwStiRQcgPz8wB5GaAMW9+I32HUWtpbFCqXKxSMJvuRuuVlP+yen1roItav5fCH9sDTSt2YDMLRn5I6gZ9SKff+FND1OS5kvNOike5RElbkFlU5UcehrYVFVAgGFAwB7UAcEPiNKmn2t7Lpsaw3ZgjgdbgMPMkBJVsdNoBzSXHiaVby08QtHcxWcVlOLm0z99xIqqVB68k4PoRW5/whGiDRm0yOGSKH7S12rxyFXjlJzuVh064+lQw+DtBvUWcTXF5C1s9t89y0isrNkn3bdzntQBnnx9ciR9POjONY8xUjtfOUqwZd4O7oOP1qteeJNZm1W9SCzura4TRjcpBLIojV84+bjIYdq2f+EC0ZLJohJeiXzBN9q+0sZgVGBhuwA4pdL0LQb6V9Ssr2a8Jt2sHk+0bwVz8wP+1mgDLg8Zajp3h7R5rywF1JdacZvNWYAvKqbtuD3YZNdrZTS3FjBNcQ+RNJGrPFnOxiORn2rhbjwxpemG2im1eBNB0qSOeWK4YtKkoxsLSZ4XAAxjpXWWGnPHrF9qovpJobxIxFDuykYUdR7nP8qAMi48bxQeMovD5sZQZH8pZmYAM+zdwOpXHGfWo9O8defeC21HSLqxJeaPzWZWQtEMtjBzjHerNz4E0i61l9UZ7xLppxcZjm2gOBjI49OMVYHhHT82zSS3Uv2dpXXzJc5Mgw2eOeKAMnRfEF5q3jkbVuIdNn0zz4YpCpVjvADADkcetXtT8aW+meJIdGlsrgvK8SLNwFJkbaMZOTjvirGn+FbXTNUtb+C6uf8ARrQ2ixMVKlM5GeM5Fc9qWl+FfEPiXzV8Slb+SVFSCC4j3CWI7htyCQfUDigDpvEHiKPw8LF57SaWG6uUt2lQjbEWOAWz2zWJd/EIWAia80K/hjdd5clMKu/YCeepJ6dcV0mt6LZ6/o8+mXyloJlAODhgQcgg9iCKwtc+H+na5NE0l5ewRRW624hhcbcKcqeQcEHHTrigCxL4zthqM9rBY3k6QFkkmRMIHC7tuT7d+lVI/iFay2NxdDTbvbDYrfYyuWQtggc9RVnS9E043199h1eWeNiY722DoytJtwS3GQcdqp2Pw20+zN0DqOoTR3FobMxu67UjJyAuB2oAW8+I1hZNqe6xunGnNbiYrt5Ew+UjnnHepNN8fQ3+sLp0mk39s/2hrV5JFUokoXcFJB7rzVdfhpY/ZtQik1O+la/MBnkk2FiIvugfLgVaPgWP7Z9oXWNRTOo/2gUVlAL4xt6fdwMYoAveJPFMPht7RZrG7uftRZI/s6biXAyFx1ycGqEPxD0mW9W2aK4jJ+Riy/dl27jGR1yB+FauseHxrGoabdm+uLdrCXzkSILhmxj5sg9iRVE+CbJNQv7q3maA3paR9sal0kYYLI5GV+lAFOD4kaVcaY93HDO0n2hbeKAFd0rsMgKc46flVhfHVpPdWcFpYXlybuETx+WoPyh9jZHXKk81Rn+GOnSwMVunW8Ekcsc7QoQrp0YoAFJOefWtjS/Cq6dqsGotfzTSQ2rWwTYiJhm3EgKBjkD8qAKkXjqyEc0kthdW6QpI0pZR8rLIIwhAP3mJ4FNl8YWt1eabHbPdRM9+1pPGIgdrhSdj56Z6girZ8FaWz62583OryJJNggbGQDaV445Gfc1Fa+BNLtrm2u/MuHu4btr1pi4BllZdpLYGMY7UASeGfF6+JpJhFpV9bRRllE06AIzK20gEd66WsvRNFh0K0lt4JppVknecmUgkM5yRwBxWpQAUUUUAFebXfwg07VNSmu9W1GW7Mm8riFUZSxyMsOuO2RXpNeN2fj/XNQ+IjabBqFt/Zs9xPDGDGBgIvG3ncWz6gCgDrv8AhXtrJYMi6tdG8a4jna8XbuygwoA6DA4qW08E2OlPoDNqlxnSnlFv5jL+98zJIb1PJrz7wz4t1Sw8OaZpdneJJfXt3cebcSlD5JViQpBIHzY7n6Uzxd4l1PWDbQanLa2bafqNkGt0wfOZyC0itnhR04z9aAO/u/hV4Vvbye7mtJDLPI0jkSfxMcn+dFdoCMDmigB1FFFACE4BNIjB0DDODzyMUy4iM1tLEGKl0Kgg9MiqWhafNpWh2ljcXDXEsKbWlbq3JPegDSooooAKKKKACiimJIHkdADlCAaAH01iFUk9BzTqKAGJIsmduePUEU+iigAqBLlZLqW3CSBowCWKEKc+h71KWAIBIGeBTqACmM4XGc8nHAzSs6oMsQB0pScAn0oAWio4pVmiWRQQG6ZGDUlABRRTXUsBhiuDnjvQA6iimqysMqQR6igB1FFFABRRRQAUUUUAFFFISAMk4FAC0UgIIyORTGlVJUjIbc+cYHHHrQBJRRRQAUUUUAFFFNDAkgEEjqPSgB1FFMk/1bfMV46jtQA+imqQUBByCOtOoAKKa24Y2gHnnPpTWcgsqqSwXI7A+2aAJKKQdORXlOp/ETxNqPjaXRPCWkQ3dtazCK4uJs7Q3U5I6DH40Aer0dK4Fj8Slv5A0uhrbMCARG58vPQjnJOe1Nh+HUsokutX1u+vbyXb56q5EUgVicBOgyOMUAd+GU9GB+hpa4fUfh5YtZ3S6PDHYX0sRSK7DsWjPrjPWsLwtq+teELxdA8RazZXkFuN815cO6vGpPygMchvp1oA9VorJt/E+g3cvlW+s2Esh/hW4Un+dao55oAWiiigAooooAKKKKAOF8cQI/ijwnLIl8yi7cBoJGVIzt4LYHc8fnWZ4X1fxBceJbZLue7aa4knN/ZyRHy7ZFOIypwAM/jmvTCAeoBxSbQCSAMnvigDi/HN5d299pkRvryw06QyedcWkZYiQD5AdoJwT+dYEOpa8fFEMZvtVkuFuYESAwbYZLUqN8jADAbJbvkECnXvjjxHpI8QreR6fPJpt3EqRiJuYH/i4Pb3rcl8UatDa6pfONOFtbypb20pR8Su23rgnj5sfWgDm9IOrrdWou9R1qddSlv4ZYn3jyo1z5e3I+VuBgn1rKaWfT/D3hHT9G1nWrOOed4bmR42JjBXngrjAbgH613eoeODFB4jWzs2N1o0JkzNGwjchdzc/wAq2vD3iLSvElkstjcQzSIitKiZ+QsM9wOPegDiX1TxNp2r3Fo95dXE1rcwRWqGLct1AQN7vgcHrzkYrpvAhV9P1WRFYRvqk7IWUrkZHIz2rqdoznAz64rhJ/iLGul63eWtptXSLtYZROrLuTIDMPQ+lAHKeJ7cWq+PbWSbUHnvVjMSMjuhUgDcMDHB4qafXvEGjwT6XaalLNb2t3bRy3s8YQxQtFliGK7Qu4Yzg4zXc3ni6xm0+0u9KubO4jnvEtS8xZV5IyBx97B4B9a0rbXNF1LULjS4LqCe6jyJYQpPQ4I6YOCaAIPCF1f3vhi0m1G5iuLlgQ08OdrgEgHkDt7Vxmn63rLazNZx6zc3U6anPatC8K4SEKcNwo5HHevTwiqm1QAuMYHFc3a6l4W0K8urKC4gguC7yzKAxJYDLEnHXHWgDjLTxFq91ZXltPq0k8qaNK0rRRgBZ1cgYIH3tvapPCmiWD+NraaXfJNDpNtIhlhUfvOcgHaOR7c13Nn4j8P3e4Wl7bviITsEU/cY4B6dzUC+MNEfVLGzhuEdrveEcKcAqcY6dcnHOKAIfHF/qGj6TDq9lcSpDaTKbqKONWMkRO09R1Gc8Vy2p614k0eOyhutZ2TCya6UmBSbuYudsPTsuBxg85ruU8T6DcfalGpWxFtgT7mwq5OASTwRkdelKuv+H7qeGJdSsJZmOIl81SxPsKAPOoNduNP1/Wb5JY7NDq9pFeYjAUKY/mDE+/elHinWtR03THh102pn1e4tTIYE3PEoJXg8DHrXqxtoGDBoYyHOWyo+Y+prEv8AXdItddg0MxxPqMsbTQxFOMj3xxmgDz3T/HviG10yK9ubu3v5bmwnljt1QDY0bhVbK9cgkke3au18M+IbiVriDWr2y3NciOydJk3TAqDjCnGev4EVL4U1+w17TBPLbWtneRNJHLbBlYxbWKtz6f41r2TaRqKLNZG0uFhfKtFtbY2PbocGgDSopCccmqK61pjwSzpf2zRRHa7iUEKfQ0AX6K5y/wDFS22opZ21r9q860kuIJklGxygyV9qu6br1nfWdjJJNDDcXcSyCAygsNwzj3oA1qKwdW8W6XpcSOZ0nzdR2rrE24xs7YBbHTvWm2p2KXDW73cKzKu5kZwCBjOfyoAt0Vzej+KG1XxVrOjfZQi6eI2WdX3CQMMj6V0lABRTHLBflXccjjOKfQAVjx2fh62vHeO302K6jJkdlVA6nux7j61rMCVIBwccH0rxSP4f6xBpWsRSaFDd6u7S+XfyXOFljds4wO4HrQB6m1n4ba23tBpZgmk35Kx7Xcd/QmnyaboGoTxmSz065lWMFN0aOwTtj2ry/S/AeuNaiw1DSomsV1OK6RGnGVQJh14HqK2PC/hbVdK8RaJP/ZEdrbQxXS3MglBYlmymcDkY6DtQB6dtA7CilooAKKKKAI5mZIZGUZYKSB74plnI8tnDJJ99kBP1qYjII9aZFH5UYXezY7t1oAkooooAKKKKACkwByO9LRQAU1EWNdqjAp1FADRu3kEDb2OadRRQBBHHEsjhUOd28k+pHap6KKAEIBHIzS0UUAFFFFABRRRQAUyONIl2xqFGc4HrT6KACiiigAqOVpFUGNA5yMjOOO9SUUAN+beMY2Y59c0bvn27T0zntTqKAGq6uWCnO04P1pSARg8ilooAieIs0ZV2QIc7V6H2NS03eu/ZkbsZx7U6gBrlghKAFscA+tOoooAKKKKACoNgSXzCCzMcAgfdGP8A61T0UANKAur85AIH40MgYqTn5TkU6igCOQyA/IoIx3PepKKKAI3k2PGu1jvbGQMgcE5P5VJTUQIu0Eke5pJJEhiaSRgqICzMTgADqaAMbxP4ltfDGl/ap0eaeRvLt7eMZeaQ9FAql4R0KWwtr7UL2FbbUNTlE9wkXAQ44A/DrUGh2ba5rR8Uagq+WVEemRFgwSP/AJ6ccbm/QV1fnx+cYtwDjse9AHKar42ubDUktbTw3qt9Hkh544cIOmCCeo5/Sn23xB0VriS21GZdLuombzILttrhVxz+ORXW1Su9I03UJA95p9rcOBgNLCrEfiRQBmap418O6NZi7vNUgWAsF3q24ZK7h09q4XVvFGoeK3kHh/wVb61pDOAbq7OxZHHcD0FejDw9pEdo1vHpdn5RcyCNogV3nvjHFaEMUcEKxxRpGijARBhR9BQB4++jeIrO4gKfDPw+dzDLwz/c9zXr8RYQoGULJsGUB6H0qWm7V3bsDdjGfagBlu8ksCvLEY3PVCc4pytuB+UjBI570+igAooooAKKKKACiuN8Z+JdQ8N32mmM2y2N4XhaSVWJjlxlOnUHpiqreLtVtvEWm6XcfYH8xo4bgxFifMdSeBj5ceh60AaGp+DBqHiC/wBSW9eKO9082csIXKsf4XP0qKfwbcjwBa+G7S9jSaHy908iEhyrBice+Ko2/jHWbON7vU7eyltFuJoCLSQl/k5DYPHsaqz/ABG1D+zZ5otPgW4j05NUWNnba0RbBQnHD46UAbGpeFtWvYtdgTUoFg1a3COrxkmOTaEJH+zgHj1NWfDvhi50XWLu8kuIHimtYIFiij2bPLXB/Akk1q6Hd6le6cJ9Uso7OdmO2OOXzBs7HPrXOXPi/ULfV7+2msbZrO1vIbR3SVvMYSgEEDHbcO/rQB21cBd+CNXuTr1uNStza6lcpcKXjJYYIyp9sCqXhTxBeaZcHTHhSa0lu74wyvOS6LGc4O7t261f0v4hS6hpWp3Zsomkso0cRwuW3bs+3OMds0AV5fBmvC01CGK4sSLjWIr+OMghURSpKj0JKirGheDtV07xvcazJPbw20jTF4oSSJQ7AqSD91uBkjrVM/FWPFtDDZrc3colkaOBmI8tPTjO85+6cV3F5rEFj4fm1idXSCK3M7KwwwAXOMHv2oA0a89uvDOo23iC812aFJYUkkk8i1BZ7mNhjaUPG7HcVcPi/WovDr6lcaJFDIWjMIa5HlsjjOS3qBwR60yfx1fGz0a7s9HE0Oo20kxJnAMZQZIPqMd6AKfh3wjct4QuYrmzjjmunCxxTZV47cNlFJHIYZP6Vb0zwprWlwacEubaZoZZhKJskiKQjGCOrDHXvXWaRqA1bSLS/VDGLiJZAhOSMjpXFab4nutJ17Vre8jnuLB9YFrFcGQN5ReNSFx1xn+dAGHF8KdQg0++tt1tNK8It4Z5Jn+ePzA2GToOARx61oXvw9v5tXN1Db6dGDqlvdK6jlIo02lfqSM/jXTeF/GUfia6lijs5IoxEJo5SwZXUsQAcdDxnB9aPE3jKPw/erZx2jXVwLOW9dQ4XbEnU89STwKAOprmdX0bUpPFWnazpxtSIomgmWYHO1iDlcd+Kzrf4gi4h81dMdU8i3ny0qj5JTj16g9u9D+KW0nWdbiuUuZpVuIIraBnXazSAhQp7A980AZUfgLWTF5RmtIC8N9HJJESGzO25SPpgA1ueB/D11oqXU15ZrbTzLGjhbjzA5RcbsdBxj34rKv/ABPe2Gv2OozCe3W4tZYTplxIqBpVkVVKk+uTz0xVY+LdU0XxJ4tnuYLi7tbNLNxaqwPk71+fB9BwTQB6JqVq97pd3aRyeW88Lxq/90spAP615np/gXWbXRrBBpunpeadJEWzLn7aEz97sOveu98P60+uwXFx9kaC3jneKFy4PmhTjcMdjXH3ninUNF+I+upJ5tzpVtYwTvGXAEOTgsoPWgBNK8Ha5pt/bTqkLgx3cjq8vyxPL91APQetNTwDqMmtwXVwsQVobfLxTlRbyRKRwv8AFyeK15fH/kNfPLo159lsyfMuEwV2ldyEf71W4PF7yXK2r6XMt0txHDNGHU+WHUsrZ7jgg+lAHO2PgzWU8Pw2r2Wnw6haSwMLnzC32vyn3AvjpnJ981oHwJLctrZu5Y2lvnkmt5wTmFpECsuO6jHFWk8eCXR1u4dJuZLpoJ5ltkIOfKkEbKG6Z5yKfBrmoW+syyXllOkMtrbyND5ikQMzFCP5UAP8M+HL/R9e1K9upbdobqCBFWMHIZF2kk+hrrK5nwnqV/fXOuR6hKjvbahJFEq9FQdBXTUAFFFFABRRVaC+tLqaeG3uIpZIG2SojAlD6H0oAy/GL3MXhHU57S6ltbiGBpUli6gqM1xth8QW8P8Ah/Ro9Rgv9Vu7vTzfyTLtJCgAtx6DNd7ruk/25otzppuZbZbhdjyRAbtp6jn1rmR8N7Tbaj+07sm1059OiPy8I/BP1xgfhQB19peRXlnBdRbvLmjWRcjsRkfzoqnY6M1jp9taJfTssESxBmAyQoAyfyooA1aKKKACiiigAooooAKahYqCy7T6ZzTqjWILIZMsSfVjgfhQBJTCgLhjnIBHWn0UAFMJRyyZBIGGAPIzT6KAGqoVQB0FOoooAKKKKAGAksw2kAdCe9PoooAKKKKAGAtvIK/LgYOe9PqOPzfm8wofmO3aCOO2fepKACiimMwVlGD8xxwKAH0UUUAFFFFABRUbRjcWX5WJGSAMnHapKAGKxJbKlcHAz396fRRQAUUUUAFMdN4AyRg54OKfRQAUUUUAFFFFABRRRQAUUzLb8YGzHXPOafQAVyPj+9caTbaLbh2udYuFtAsfURnmQ57fLn8666vO7jzda+MaRo5FtpVjgnGVMrkMVOR6FTxg9KANrT307SLuy8H2ks9w8UJkZjKpaBR93djGM9BgVSm1G1e58V+dLNbm2MaGUFQy5XqpIwPxpPBVraXmva/4hhg2tcXH2VZenmLHwSB25zXOa4dStrjx672UT2vko8TyKGDnjIIznjtQB6lYKV062UszkRKNzEEnjrkcflVmqekf8gax/wCveP8A9BFXKACimSqGjYFA/H3T3qKWdbaF5rh0jhUA59Pr+NAEks0cEZklkVEHVmOBWX9omlaW9iWdo2AigjBwGOeWxjj6mqMmjSeIr5LvVGzp0XzW9ljHzg8SMc8+wxxW9t8qZFQqsTZGwLznrnPbvQBDpU8lxp0LzW7W82MSQs+4o3cE96uNuCnYAWxxk8VX1B7iOxla1g8+YD5Yw+wnnnntxSwzMYcyxyK6rlsr1/LNAFgZxz1paQHIzS0AFFNRAi7RnHuc06gDJ1eXS3uNOs9Sg85p5824MRZRIoyCSOF/GnS+HtKmupLmSyjaeSRZWY55dejYz1HrWL4ohuH8UeGZra3u3EVw/nyRE7EjKEYYZ5ycflXOeHodYsNZ0d7htXZrm7uxP5zOyLHn5AQSQB6GgDrNG8GadpU0k0oF3M00kqSSJym/7wAzj8cVa/4RLQTZ3Fp/Z0X2efaJY9zYYLyB16DPTpWpd+d9jn+z8zeW2znHzY4rya1tdXg0Pzkk1uOQywrrKPv3ABj5jREfMSRj7vbGOaAPXYo0hiSNBhEUKoz0ArlrTwzZ23i7UNRvrqG4uL+RZoICCrIEUL03YbHHOODXL29lq0jaUbsa1JYrPdEESuJGt9uYt+CDnJOM89M1ckgFtrXh7VLyx1OS4/suSHzVLsyyAA7WGcAnnk8E0AdWPCGgLjbpsQ2+YR8zcF/v45796zk8CeEbGSOEWKo80YhjUzPkhfmGOe1cRaXPiW30i+WI6s5uLKOaLcHMg+f94Mt0fb6Y9hVqS0gS80LVY4db1G2guJSnnpIJVLJ8qjOGxuHU8UAd2fBui/uGSCWOWEuVmjmZZG3/AHtzA5OcDr6CtqW3hmtmtpo1khZdjI/IYehz1p6EvGpZSpIBKnt7V5fqemeILTXrpdPj1K4t7e8WYB7p9s0cybCqnPAjYbvpQB1L+F/DsapprtcLtLXSK1zISgA2kgk8AAniqttoHhLTr2w0yGeUTyW8q2sRuZGDRt97GTgisjVbG4t7240WO51OaH+wZhKxeRg0oyV+Y/xHJ79OKypglzpPhFLCXUo5LW2nYzpE5dSI8BdxU8FhigD1XTNOttJ06CwtFZbeBdkasxYgfU81lR+DdGiv/ta27l/Pa5KNIShlIxvwe4HT0qfwrey3/hjT7id3edoR5pdSrbu+Qa4v4k+KL7Sb/wCy2FxeQzR2L3A8tDsZgwxyFO48HKnAwc5oA7PRvDVpocrtaz3bxkbY4ZZcxwrnO1F7D65NUPGHg+LxLYyvDIbfUvs728U4YqNj9VbHVe+K39PulvtOtrpN22aNXG5dpwRnoelefajdape/FW6020127ggt7NJ47SMfJJIOSrEjgEY6HvQBoWnw2s5tJsIdVuZ/tdvbR28htJikb7DlWwRnIrXufBem3Vze3Es12ZLoRbm837jR/cdeOGFeejxFr1to+oXepavNbXewJLaRqXeCVn4/hwi446n1qP8A4TLVv+Eb0wyalc/PqslvN5QzOyBcqASoyM9TjpQB3178P9I1JFF9Pf3Lrbtbh5LglsMclun3sgc+wqK58EG2i1F9IvWW61JY4bpr4mZWiUFSAOCCVJ5ribnWfFdrb6NBBrf2oXUc1w960qogkBGIydhyFwcrwTzVjVNa1q18Q3k8OsXkiRanZWotlT91tkUeZ2zjOe/FAHqOlW1nYafFYWPliC1UQhEP3cDofesfVfBuiahqU+q3wkDzKiXAMuI5EXorD0zXP/Dd7W01bX7Bbu9uL1r+aWYSnKoA5VST6kAGtr4jwtP4GvwrzIUKPuhJDABxk8e1ABZaJ4e+1azov22W7mvAJrq1lnzsU8DaBjaPpWhH4T0qKJlWObc0iStKZmLsyDC5bOcAcYryzxDqV1N4ovdU0vUr63gsdIiEUyRFTOzOBtYlcnPWujs9b1q68fTQGS+bTHeSJUaEhARCCO3AJPBJ60Aay+BdLu2sX07UbiHTrOGaKGO1uGGJGfJbeG5wQRg1q3+maPayrNf+dJNeNDbmQs5MjKcrkLwORnNYfwnSGDwitosGoRXEUjfaRdhsCUsdwTPbjPHHPrmtrxRLeRXug/YzcANfhZvKBK+XsbO7HbOOtAGnaaNp9jf3V9bWypc3J3Svkncf6VoVxvhebXZvE2qPqMkj2LQxm3JQoM5OcqejY644rsqACiiigArwTWPEupaLeeKW8P3lmJ31OKMXOxAXyuSpb7uQe5r3usWW98NRXL2U1zpSzs/zQu8YYt7qec0AVPAmrXms+CNNv75me8kjPnMU25cEg8dPyrz7TfE/jTXdW1m2t76G0kRLhYYHMReN0YbML97BAOS3HPFejaX4l02W1JnktdPQTvBAj3EeJQp6rg/pV+C60hpY7iCeyMl0SsciOuZSOoBH3un6UAeW23xa002sJub/AFcXGxfNC2yYDY5xx60V6ybCyJJNpBn/AHBRQBaooooAKKQkAZJwBQCCMg8UALRRRQAUUUUAFQ3E6W0Rlk3bQQPlUk5JwOB9amooAKKKaEAdmyee2eKAHUUUUAFFFNLKrKpOC3QetADqbt+ctuPIxjPFOpocFyncDNADqKKKACmsoZSD3FOooAaq7VAGePWnUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXn3h2b+ytG8SeJJli3Xd3POG8w4ZV+VPpnbXZa1ejTtDv71mKi3t3k3AZxhSc1x+h6LaL8M7Oz1BbojUI4hMFXL7nYMenQZJJPvQB1HhmzWx8OWUKggmMO2epZuST+dcb4v0O8i0bxddNcjF8IvKjRdxCrwcj39a762uLTK2kMyF41xszyAOK5rxVe/YNI1XzIncGSPy22ggMxAHXrigDp7CLydOtoufkiVefYAVZqOFSkEatjcFAOOmcVJQAUhAYYIBHvS1G00aSJGzqHfO1SeTjrigBzIrgBgCAQR9adRRQAVGkUcZJRQDjHH5/1qSigApDnHHWlpCcCgBE3bRvxu746U6mq25Q2CM9iOadQBj6n4n0jR7yO1vboRzvtIQKWIDNtBOOmTxUEXjHRJtU/s4XTLcCUw4eJlG8DO3cRjNZni3wZceItUs7y3ure3aDbiQxnzUwc5Vh1+h4rM0rQdZ1jUNQXVfMtbGPUXniDRgPKNpUEH0wc0AdTJ4u0SKzkupb5Uhj/AImUjdzgbR1bnjiqzeKrSXUdPW1u4Wtp455HUo29hGOdvuD1Brnrf4aSQ6ENONxamW1mSWzuCjFiFbcBJnrz6Vvt4cvbi+0y+nubdLi0SYOkMWEZpFwcd/egDK8P+Pm1TVZjdi2t9MezN5buQyuEVsEtkYIxg8dM11ek63p2uQSTafOJkicxvwQVb0IP1ribj4b311pttYPq0axQaW9iCkfJZnDFvp8qjH1rrvDthqFhZyJqL2bTM+f9Ei2LjAGTnknigDF8QeN203xXp3hvTrVLi/ufnk83cqJH6ggcnr7Vsr4p0V2vES8VjZIXmwp4UdSOPmx7ZrN1Xw1qF/42sNajntUtba2ktmQqfMYP1IPQY7VmWngPUIAvm39u7WlnPaWZCEZEh6yepHtQB1WkeI9J18SHS76K68tVZ9mflDDIqheeL7OPXrvw/bbjq0NqblVkjbyzwcAsPpVnwrof/CP+HrPT3jthNBEsbvbptD7eh9ap32g6j/wkd5qtjNabbuyW2ZZ1OVK7yCCO3z8/SgA8NeNdL17Rku3uYYp1tlmuY8kLGCOeT1GQRW1YajYanC72M8cyI2xtn8J9CO1eft8NtRuNHh0ye8skgi00We6CNgzOHDhj7EjB+tdR4P0KfRbS6Nzb28E1zKJHEMjPuIGMknvxQA/WdZh8OWEUcEkUs3movlzyndtZsZ9c88VoSavpX2uW3kuoPPiUs6k8qAMn8h1rmtc8LapdaveT2Is5IL0wu5uSS0bRnPy/X9KzX8CXv27VHltbS8SRp5rSSWdl+aRcFGUdvegDqZfE9rKbVNLlt7oyXYt5FMhTZ8uTjjqBg4qzb+IdDur+W2g1C1e7iDGRAw3KFOGz6Yrk9N8MeItOhtkRLVlGpC4dZJSxSIJtADYyT3/DFOh8FXk1h4ohmgtbW71K5eWC6hOW2sQdpPUfdAoA6G+8S6RFos+o293ZSglkQu3yvIB9096rW+m6Z438OabfarYRFmXzVEbEbGPBwRzXOr4FvoEt7y10+0S8SSTzYJpy6Sbk2+ZnswrrvB+mXmjeFrHTr/y/tEClW8s5XqSMfnQA3TtS8NW0EOm2NzaKkcxtkiXtIMkr9epqw+v6IsN1M1/a+XakGdgQQmehP+Nc+fBlzH45utZglhSxeMTR2+3rdBSu8/8AAT+YrnW8M61pHh7VTqlpb3cNxpggeK3yWMqs5XAHUEv+AFAHew+JvDzWM+pQ6jafZkcLLMpx8x6A981LP4l0OFU8/U7VFkjEq73GGQnGfpmuEtvBuqX91BrzWtlAVa3dNOXiORUQjLf7WW4z6CtHTvBFxa3+j/a7O0vILdZjM7nlDIchVHdRQB211c2VnZPd3Dxx2yJuaRh8oX1+lc34g8b2en+HLjV9IktdQ+zvF5iCTHyuwXIP410OqKiaLdr5W9BAwEarnPHAArz3SPBs+s+C7QSQw20h0+O2WCZCBkSBmLgc5+UY/H1oA9Bg1bT5bYzpdwBFJV/nHysBkg+4AJqY3tqFibz0KykBCDkNkZH6VzEPhXUI5NYBns/K1GaSQgRnKAwiNce/GSaksPCBSK2W7lCvBapb77Z2UyYQqd2eCOeKAOliu7aaVoop43kVQxVWBIB6H6VPWbpWiWWkQxrbx5kSFYTK332VegJrSoAKKKKACvnrTNC+1fFZpZ9ClubE6nK6tOrebux95yRgxg8jmvoWvMrr4g/2BqPiee+iuZ0s7uKGOIsoRAy8EN2B96AM1Ph/rknhi8i+y2sGqQ6u1/YsZNy7WbkHjjjtS6n8Pb6DxLZSRxXVxZLBEsX2R0iEMqvuYtkZCknORzXpGga7Dr3hy01pIzDFcRGTYxBKgE9SPpXN/wDCz9N2PKbG6EDj/Q5SPlujv8sBT2y3r25oA7gZAHH60V51P8XdOtLiS2udLu47iFjHKgKnawOCM9+aKAPR6Kaw3KRkjIxkUqjCgZJx3NADZATGwXbnHG7p+NEQYRKH27gBnb0z7Uy6UvayquclSBiktY2jgjDOzYjVcH1A60AT0UUUAFFFFABRRRQAUUUzaTIG3HAGNvY0APooooAKYXVWVT1bpT6KACikyKWgBqptLHJOTnk9KdRRQAUUUUAMZl3bN2GYcDvSqCqgEliB1PenYHWigAqKKJIVIQEAsWOSTyTk9alooAKKKKACiiigAooooAKYWCsowTk44HT60+igAopoZSxUMCw6jPSnUAFFFFABRRRQAnSuaf4geFo5Xjk1m2Qo7R5ZsAsvUA9yK6GeFbi3lgfIWRCjbTg4Ixwa8dsPgzq2hX73Om6xYzqkrSwR3lsWMZOf4s9fwoA9EPj3wqpw2vWKn0MoFW4PFWgXMqRQazYySSEBFWZSWJ9K8o/4VT4tAuRJcaDcNdN+/klRyzKeqj5ePrmtNbbw54f8TW1jLo0kd6OottPaWPBXACOFHfBOPWgDtPHd0T4I1yG0T7VdNaPGIIjlyWG3oOeM1a8G2s1n4Q0uGeeSaVbaMMX6ghQCK5bSrC08Ma82vXOmi1S/VVnvpmIYuxUKoj5Kksee3FegNcoolZj8sY3Ejk/kOaAMzU9Ht9R1CCdJZbe9tsNHKnAxnkH1z0rK8baTLqXh26jhlWKd5oX3RqSzKrA4NR33xJ8MWaMk2sQpITwrxPwM45AGas6h4N0XX/Kv4bi9t5CoMdxZ3bpxjjAzj9KAOgN/ZpMkDXUIlbO1N4ycdfyrNsfFek6h55juCkcU3kebKpRJGyRhGPDcg9K4HXb3QfC+rTW9jpsd7IgiXVJbicoYIm4L46szZ5xXo1vo2kjT7O3gtLf7HbnfbxhQyLnOCM/U80ALa+IdHvLmS3t9StnnjYq8YkG4EHB4+tUfE3h0a/Jpci3Fxby2dyJklhPT1BGRkGrUvh7RSsr3Fjayb+WkljXIGcgZx0BrSg2eQgifemPlbOcigB5cKyqTy3Ss240/7XdqJI5BAG8wss5B3DGBgdj/AErRd0ijZ5GCooyWJwAKI5EljWSNg6MMqynII9aAKdxp4umuw7sizxeVujchgOckdgeeorh/FOt+OvDdxDa6F4eGr2pVStxvZnGB8wYY9ehr0em7l3bcjd1xnmgDM8O3epX+g2l1q9kLK+kTMtuDnYfStQ9KWigBqBgoDNuPc4xmnUUUAclrviLVIPEP9kaRbW8k0Vul1IJ5AvmIz7Sq/QAnP09ax4PHurz3ay/2fbJY3D3EUH70mRWiXJZh0wfrXUaxZaLdaxp4v9ONxdSbhFKIiQoXkhyO3PQ8Zp8nh7QoJrnUHsYEZomWV+QoXHzcdBx1IGaAOHj8feKk0xL650vTfLNmL1ts7ZRNwXb0+8c5FaOoeNNa0/VNRL21i+n2MlsG2u3msspxwMYyOa3E8L+F9XsoZ49Pgkt5LdYUZCygxA5C8HpmmQeC7FPEV5q90UuhN5XlQSRjEGwYGDnnqeooAxF8e6jcKtxBZ2wtbpLo2pkch0aAnPmDHAO09OnFQQfEjUbfRLy91LTbfzY4LaeFLeQsCJjgBuO2O1a8tt4J8ua4McLJeztp0jRlypkdvmTjhct1IxmtOPwX4eigkiXTl8uSFIGBkc/Ihyo5PGD0oA5aLx/r0p0uNNGi867adX8wvGoEYzvGRnBHtV6w8TapqniPQmjEMVleWDzyQs5yGDAZzjn2ron8L6RJLbSyWrSSWwcQu8zsU3DDck96gfwZojyaa4t3T+zv+PdUlYADOcHnkZ5waADxR4ifQxp9tbQpNfajci2t1kbagYgklj6ACufuPiBqRbToNP0MXt1dtPF5aT7QskJw/JGNp7Gus1vQNP8AEFrHBfxMwjcSRSRuUeNx0ZWHINU08H6TFeabcwJNA+nKywLFKVXDHLbh/FkjnPWgCbXbm7j8J3lytu32hbYu0SS7WXjLYb1Aziub0nVdVl8Y6PYQtK+ljSRPM08gMhZjhS3HJ+ldL4ol0yLw/cjV7qS1sZMRySxsVYbiABkcjPSq/wDwiWlTS6dcl7pns41SN/PYGRRyA5H3h9aAI/Gfiafwvp1rc29mt3JcXKW4jaTZyxwDn61kaX4+v7u/t4bzRPs0El3JZNL54bEqKWOB3XA61seL7bQp7awfXpZI4Y7uMwbWYAy5+UHHvTR4F0TzlcxzttuJbgK0zFd8i7W4+hoAxbT4iXl5pGtXUWiE3OmxJP5AlB3xtk9R0YAE4rovDuu3GvfaZ/siR2KsBbXCShhMMcnHbB4rObwPFp1vI+gzm3vZIUt2e6LTI0Sn7pXI7cZroNH0q20TSbbTrSMJDAgUAD8zQBxGpa9qHhzxvrEscM97pwt4JrhGmAEAJ2koD1+lXtE+JOn654nOlW0eYmZkimDZJZRk7h2Hoa1L/wAEaPqWsT6lci5aW4CCaMTsI5An3QV9Kr6bo3hmw8VzxWVyV1EZuGsluDtTdwWEfQZoATx1qOqWttp1lpiMr6hdpbmdJQjR554yD1ANVz4+07T7+40yfzpfsOYZbklSWdYt5JUc9B1xjNdDq2h22svavcSTobWUTReU+3DjoelVE8I6bHqF5dK1wBe5NxD5n7uRiuwkjHcfhQBynhTxFrGu/EBpZFlg0m40tLqGBpQ4+ZjtY46EgdK1vGvieayE+jabBNNqLWUl0TG4Qxxr/ECeCc9qvaD4G0fw7qAvbH7UZhALdfOnLhIwchQD0FXNX8MabrdylzdJKsyxNDvikKFo26qcdRQBgab4knj0+0kZbq7vhoovDGXUJIQRn/gVPj8eyrFbtdaNcQteQtNaDcCZVWPeeOoOeMVqHwXpJtmgP2jYbL7DkSkERZzgH1461LeeG9KfTrOOcTBNOT9xMsrLJGoGD8w5OQMGgDFj8cXOqWl7LpemSeXaxSCeWY7TDKIhIFK9e+PrUdjqV248P3kjtPqkukyzNbo5CTEBCPbOT1966DStN0ecTapp/wC8g1OJTJhyY5RtwG2nvtwPwp83h60NvCtoWtJ7eEwW88Zy0SEgkDdkHoOtAFXwtrt34itm1Ax2yWLqoi8uQs4ccOrdhg8V0VVNPsLbTLRba0hjijBJKxqFBY9Tgdyat0AFFFFABXD6j8PLK4u9Wv59UuI/tsq3DghdiFBgZB4YY7Gu4rxi/wDGWvz+N9U0mXUbNtHaG48kxRLIFKL91wTke+RigD0vw1pem2HhyKw0+dbqzw37xSCH3dcY4A9hWPH8OrNNNk006hdNYI2+ygONtqwbcCvc4bpntXAr4x1bTdI0yK31zS9PQ6KbwRCBdhkDcKuDgZHb24rUk8c63Bp80j6nbzNDd2RlkhiUBIphlgeTgD1oA0J/gzpl1cSXFzrWpSTysXkfKDcxOScY9aK831T4x+IrbVr23ttZDwRTukbfZF5UMQD19KKAPpaiiigCC7UtaSqASShHHWltU2WkKc/KgHPXpT5P9U+WKcH5h296IhiFBvL/ACj5j1PvQA+iqmoWst5ZS28N1LavIMedFjcv0z3pmlWUunaZBaTXs97JGMG4nOXfnqaAL1FFFABTFDBmJYkHoMdKfRQAUUUUAFFFFABRRRQA0KoYsAAT1OOtOoooAYjblztI9jT6KKACmh1LFQeV6inUUAFFFNZQ2OSMHPBxQA6iiigAooooAKYwYkbSBzzkZyKfRQAxlLMp3EYOcDvT6KKACiiigBMDPSmBD5pYnP8AdAyMD39akpgDBmJbIJ4GOlAD6KKKACiiigAooooAaGUsVBBI6jPIpcDOcDNGBnOOaWgDjPidC1x4TjhRVZnv7VQGXIJMy9R3rWvlS31PRIw0ceXddoONx29h371h/FhnTwSWjbY4vbYhs4wfNXnParms3EH/AAmvhiE3UKzMszCJ1yXG0cqex4/nQB0V3p9re2k1vNChjmQo3yjODXmsWhX3ha1t5/DV/eQ2Ud6IX067cus4LYLKT8y8Z4Ar1QnAJx0rz/VdXhuLrSNL8qffdaxtcE4aPZ82flPAoAteKfhZ4d8X6muoaktz9oEaxExzFQVU5AP59aZpXw3TTtOl0x9f1WSwJxDCk3llFPVSy8t069q7qigDBk8JaZPcxTXH2mdYgAkE1y7xgjvtJwfx9Kfp2iw6ZrFzJaLcRW8yAtH5mYt2eqqeVPbjArbrkNKurrSvEF2mvapJ5uozn7DbEZiRF6BT6465oA6iO1VIGhdmmRs5807sg9vpUOn2UNgskETswLb9p6ID0AA4A4pkus2UEUckkkgWR9i/unPOcelXxg8jvQA3cN5XnIAPTisW/u9M0PUzqGqana2onURRCYhM47ZJ5rdrgvEul+HvH97a6Xf2d3PHH5vl3Ee5UQjGTuHHt+FAHbLKl5a+Za3KlHGUljIYfUdjUwBCgE5Pr61S0jSrTQ9Kt9NsI/LtrdAiLnPFXqACiiigDkPEC3DeMtH8i1u3j+z3AnkjB2YKjaCc4znP51x3hzw3q8NlbQXtpfubuwu1uxO5ZS5JMYYFjz6V6Drfi/SvD95Ha35uBJJE0q+XCzAqv3uR6dTUVj450G/gvJobp/KtEWSRnjYZVvukDqQaAPPpLHVH0TSYl03Vo7SCxktxBFlCt30V2AOdvoeleqaNHepoFlFqRVr1bdVn2nIL4wee9ZF74yto20n7DDLdLf3f2ZisZ/dEDLbvQirqeK9FfVJdPF4vnxbgxKkJlRll3dCQOSKAPOfsD2nhKPRo9E1KGQa6HleCEj5PPLb1I7BAvPuKp6qniGLQ7W0Z9Rt7GO8u0kklWWRgA37kjYwYjHTJxmvQofiN4ZnMirfMrRxNMwaFwfLX+Pp0PY96sWnjfw5qFq1xb6gskSvsz5bZJ27uBjJ45zQBf09rpvDUDT7/ALUbUbvlw27b6ZOD+NeR6bdeJPsGrwTnWJsiNVERlWRMyfNuDA446lO3TFeqSeLtBhnSB9RjEjxCZRhjlD/EDjpWevjbTrfxNeaRqFxb25Bi+zSAk+cJBxnsOnX3oA4Kz/t270XSLBzr9uF1aWKZovMQrbckZPLEcjBPNaPh8asIYUudT1ombTrkTLMjjYytiMq2AFYAdT179a9YrF8UTywaDOINPF/JKyQi3LbQ4dgpyew5yfpQB5rcPPc+F5RDdarqFk9taSXBvA7kSecpO0Ef3eSB7Vr+GrzV7jxtMl5qFzEY7iYfY9khjaHA2EEgKAPXrT9H8V6rbafJDD4cs4LC0FzGphuC6q0HVenQ4OD7V03h/wAYaTrejf2h9qt45I4le5Td/qsj36j3FAFf4hH/AIpyJdrMzXkGAqFujjniuNn1XxZDeXn2Y31xrEb3RltsHyBBt/dFM8bs7cY565r1HTtTsdZs1u7C4juIGJAdfUdiD0NZ3ivxLa+FNGbUbhN5LrGiDPzMTjqAcev4UAcJ4k8XSXPguJ7Q6rYwW8los19l1kJZsOgzgsQOp9TXT+Ar3UbqPV1uXuJbCK9ZLCa4B3yRccktyecjJpfEE+jatFJba3FbnRoIY75pTMQynd8pKAZx71pWvjDw1MYobfWbNi7iKNQ+NzY4AoA5PXdS19fFN0sN3d27w3Vullaom6OeJvvs3GPXqeMU74d20EnijxRe+ZfNN9sZE+1buY/UZA4z6V3qajYS6g1ktzA12gyYgwLAfSrWFXJwB68UAcV8QdRubVLC3tp7+FpTI261VgpKoSoZlBI+bHA61veFdRm1bwtpt7c7/tMtuhm3xlDvx83BA75rJ0XxtBrer6rEsUS6ZYMyG8aTGXXGcgjgcnn2rZk8SaJBDFLJqlpHFKC0bNKAGA64+lAHnc/iW8u/iNdaamu3lpHDeqhKRhoGjVM+UOCPMJzk+lUIfFepxalqMEOsXptrmzkljllhaR4pQ+NoVR8mB2z716hZ6HoUs66rZ2tuzTv9oE0fIdiPv+5x3pLvxDoGnahJZXV5bwXSIJGjYYO09+lAGT8Omv28PyrqM9xNOtww8yaYy5GBjaxAOPY1lC4vJfG2qNe6vqNuLRyIrJYmME0BizngYzuzznPAFdsNV01LpbUXcAmYbljDDJGM/wAuaiOu6R5ky/bYd0RVX56bhkfXgE8UAeZaJa6/p/g27S2n1Rlk0OOW3HzZjuNzAKgAyMDbx+dbGoWfia1EUNpd6lPBNpjES7vn+2EgjOeVGB06Dmuk1HxSlql09mkN0tvbwz7Fch9rtjdjH3QvOfanaz4hexvdLitGt5VuLxba5Uklo9yFhjHQ8d/WgC/pKaum7+0pbZ49i+WI0IcHHzbjnB59AK1KowatY3V/JYw3CPcRxrKyA/wnofpV6gAooooAK5+G68Jy3dz5U2kG5LGKfDR7ie4bua6CvEfFfwp1u68WahqOhyxW9o7x3UUeB803RuOwxzQB6k1l4ZuPs4e30mQONkGVjO4Dsvr+FPjHhxI5Uj/stUlIhkVTHhj2U+p9q871nwTq41GCTT9MiMOni2SDZIAZQG3SHn7vOenWrXhzQ7fU/iLq17Db79IWRblkmhI23gBQhcjkAZOR3IoA9D/sPSf+gZZ/9+F/worQooAKKKYhLLllKn0JoAcQGBBGQetIqhFCqMADAFOooAKKKKACiiigBCcDJpFYOqspyGGRTqKACimKwYsBn5Tg5FPoAapY53LtwcDnqPWgOpYqDkjqPSnUmADnHJoAWiiigAooooAKKKKACiiigAopCQBk9BSI6yIHRgynoR3oAdRRRQAUUUUAFFFFABRTCgLhjnK5A59afQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBxXxRkji8HrJNAJ41vrUtEejjzVyK0dXtNNPiDw7cyrGt5HJIlvyAdpQ7gB36CmePXgh8JXF1cJvjtpYpipOAdsink+lZvi672a14SuY7eznhmvNgkdj5iFlyDHjqMA5/CgDua4S1s4bG4tp570Jd3mrMzN5fLEdI/9niu5bdtO0AtjjNcJqV9plp4h8OWEiRyTXt9JMHiPyrKBz9fSgDvaYsiPI6KwLJjcPTNPpoVQxIABPU460AOqCW1t55YpZYUd4iTGzDJUnripQgDl+ckAdaHdUUsxwB1NADqa6h0KHoRg0oORkUtAEJQR24iRCygBcZ7dOtLCqomxI/LVSQBjH41Ff30OnWcl1OSI064GT+VPtblbqBJVBXcASrdVyM4P50AT0UUUAFFFFAHNeINA1DWL9ZYb2GGBbOaBUaLcwaQAFs+mAKwpfhzcme4mg1bynksbe04Tj90cnPsa1PEPiDVdP8AEtrpWnR2k8t5aPJBFISp3owySem0gn8RXP6b8Q9budTujPpcUenqkoSVsqkbocDfIeMH26UAb9p4V1Gx00ww6hALhbz7VE3k/KueqnufrVK58GXsEF4ySQ3ipPPeW1uV2lpXQrtY+nJqJfHuoXAmsbeyt/7SFzHbRM7kQksm7dkjOPT1pItR8QTeNtEF49rZ79Nka5tS5ZSwkUHaRxk5GPxoAzPC/g/XBompadqEcMUtzpqWiXrp+8Q4YbPcKDwa19Q8Gaw+iaTptlfWkaWsDQ3HyFRKdm1WyOeMdKqad4tns9NhtdOs45LqQ3l1KtzcsVCRSlWw2M5J6DoKdqHxJvLOX7THpccmmrDazyOZcSBZzgALjBINAFGXw3rsGoaRpkcULFdHexnuvKYxAlj0PUHHNWNU+HWp3ou4UubQRP8AYhDIwO/bARnP1HpW5YeM5Lzxq+htBBHCA213Zld8AEbcjDe+DxUXxHmntrLR5rKQpfDUoVgBmKI5JwVbHUYoA6ixGoia7+3NA0ZlzbeUCCI8dG985q1Lv8p/KCmQA7Q3TPbNebal8U7jT7dbdtMjOqrLNHLCJGZCYwCdhAJJO4YyPXNJB4u8RS6z4ku7bTo3hs7GCaG3mlZCcqXK4xw2C2foKANrSfD+t2vhvW9OuvsInvnnkiaIttUyk5Bz6ZrDv/h1qt5pK2SSWNvss7eLfAGDM8bbiPoa1NP8fy6neNaWtrbPMHjYDzj80TJudhxztIK+maoW/wAXbU21zc3enyxRBQ9uy5IbLbQrHGA3f6UAdR4N0R9D0qaKW0jtZJp2maNJjJyepLHv9Kl8X6Rc634buLKyMQuSySR+b93KsGwfrisO48fXYitDaaI9w88skJHnKgDIu4kE9RjvXVaJqY1nRLPUhEYhcxLJsJyVz2oA5LUPCuuaoupSXMll597pH2E7QQqvuY5+gDY/Cs288A6rO8kkUGlRu32MRhVOI/JOW/Oty98fx2Mt5PJptwdLs5ZYZrsdFdFBPHoSdo96r3HxAu7azud+gy/boJYE+zecvzLN9xg3Tr2oAXw94UvtM8VTXl3bxSxiSaSG7E5ziQ5K7P613DZCnAyccCuB074kT316sL6JJBH5sts7tMp2zoMlcDt70ifEw2+kjUtT0aa1gltmng2yK5kw2NvHQmgCG38K69NoeqQXFtaW9xJqov4o45AVlUMp2Me2dv61BJ4L1OeTSpbrSbGeMalNeXNqZBshR12hV9f7x960JviPLFHFCuiyyaibqO2ltEmUlDIu5Gz0II/Lmq8/xZsrfT7WSawkhvZhOXtpZFUp5TFWGe5JHAHWgD0G3t4bS3jt4IlihjUKiKMBQOwrzzxPp95qHxIhgtbCNhNpEsLXMqEouW7n1Har918QxZaq0Fxpcq2azwQvc+YvymZQUO3r3waLPxdeWemaxfalEHjt9Rkt4ip4RQcDd6AetAFa28CX1pcQWyzwy2cVyt2biTPmkhNuz/d4/I06P4brEqWiz505pEkeJmJeJgrZaN+o5IGDxjNdboOrLrmiW+oxqi+cpO1XDgEEjqK5aPx5fJqTafdaZDFMl89nJJ537tCU3RMTjOHPH1zQBe/4RG5864zfB/M0yOyFw6/PuVmO4jp/EPyp114LjuL83IvG3SX0d3KCv92Ly8D69aq6pr99p9xqG6ONNQttLiuX/ekwrl2DYGM8AHnvWfrus3WjeMptRt9ssQ0qCSeNpDg5mK5UdAcHr7UAdxp+k2empGIIhvSMReaRlio6Amr1Z1lq8F9f3VnHFOslsFLs8RCHcMgKx4P4Vo0AFFFFABXATfFKzg1260h9Ivxc29wsDDA5DdHA9K7+uVv/AAPZX/jGPxJ58kVyls1uUQDDEjAfPqM8UAZk3j+y13Q9XGiT3Fte2ls1wrSw9lOOh96ZZ/Eq2WaGxn029NyRbB5FQbX81R849s5/KobL4VtZGQp4guD5tm9pL+4XMgY53Mc5JBrej8FWI1rTNVlleS4sLL7IOMCQYADH3HOPrQBz83xr8KRTyRhrqQIxUOkeQ2D1HtRWRP8AAXTHnkeLVpoo2YlY/JB2jPAznnFFAHr9FFFABRRRQAUUUUAFFFFABQTiiigCGCVpYg7RlCc4B9Oxp+8byvOQM9OKFUqDli2STk/yp9ABRRRQAhGVIyR7ikUFVAJJIHU9TTqKACiiigAooooAKKKKAE68UiqqKFUAAdABTqKACiiigAooooAKKKKACiiigAooooAZ8+8cDZjn1zT6KKACiiigAooooAKKKKACiiqc2qafbStFNfW0UiruZHlUED1IJ9xQBgfEkSn4fawYUZ5FiDhVXceGB6d+lZ/il4DpXhO8nA3LqNvtYptI3Iw6ds8cV0GsSWmsaRd6VbajbLc3kEkUW2UFslTyMc8daZdaRc3WlaZbSxW80trLHIxmYsAV43A45PJoA3q871+9in8S+C2Fssskl7KVYIV8tcEZxyP1r0JWDDIIP0qnO0i6hawrYNJCQxM6sAIj2BHU59qAL1RyOybdsbPlgDgjgevNVrfVrG6eRIrhS0blGDZX5h2GcZ/CrtADXDMPlbacjnFRyHM0a+WWxzuzgCpqKACmgtuYbRjHBz1p1Nw3mZ3fLjG3Hf1oAiIdzGrqMAZbABUn055//VTmmVY1kYMoPqOR9alooAZGFEahCWXHBJzmn0UUAFFFFAGHfaZox8Uafqd1Gx1QI0Vs+58AdW4HHfqaS68H+H7wXIm0uA/aVKy4BG7PXp0PvWP4kuXh8baQIl1AobW4Fx5SSGLG35c4+XdkN71leAlurW908XNzq7S3ViXuI7wSMgcMcYLcKcdqAOml8F+GorGeKSwRIJCjyEysOU+62c5BHrVeWz8K3niOz0mSyDahZW5uLclXAVCQCQ3Q8kHr15qb4gWj3vgXVYY1mZzFlVhJDHBHTHNcN4ut5Jbi0l0z+11NtocptpYBLlpNylAzdT90nB9BQB3D+APDj6fFYtYsYIpHkTM77gX+8N2c4PcdDUtz4J0C7kuHmsifPWJHUSMFxGcoAAcDGO1cba3viC68X23m6jcW8Ya3aON4pP30Pl/vMqBtBLnknGMCvSdRs/7Q025tBNJAZoygliYqyEjqCKAMy18IaNaahHfRW7+dHI0se6Z2VHb7zBScAmrer6Fp+uxQx6hAZRBIJY8OVKuOhBBrzC0u/EGl+E7mXULvVFkt5o9PWTLOXYPhpfUKRxn8au3us3cVhoxn1TUrXy9Ta1u3w3zxkE9SuWGMfMBQB2Nz4I0S5t7eIQzQG3laVJYJmSTc338sOTu71NH4R0ePXF1hYJPtQhEJzKxVgAVBIPVtpIyexrzubxB4jYSrd311bRx2ck2mmJPnupFlwgbj5srjjvnNbvhufU9T8ZalE+uXSw2csUxtWAIO6M70yR91WPY9qAOq03wnomkSwy2NhHC8MLQIRnhGbcV/OsHVfCvhXR9Hnj1S7uY9OnkVI45bhikLlsqIx2OenWuj8TLKfDGptBczW8sds8iSwthlKqSMH8K8pvNRup/A17BLqd7qNvPZ28hu5F3tFcM4yq4HGAM+1AHocvgixuVsjNqOqStaFmjka5yx3DBzx6Vr6Ho0GgaTDptrLPJBCMIZ33MB6ZwOK8x/trUYdHudPXW9RLDVfIiuNuZWj2BsFivyj3Ap3/CW6nd22h3EOpz+ZDbqby3CGKR23bWOGUq54Py8HnNAHczeCNGuLy8mlW4eG8LNNaGY+QzkYLbPX/8AXVK58FaBZadM95fXcaGeKaW6nucNlD8iliMBQe1Yng3XPEWp+Lrj7dfQfZC86PaM37xNr4QhAo2cdyTnNdH8Q5Fi8F3jmTYytGV4B3YdcjGDnjNAEY8A6TGWubOW5Wc3D3iMZsqZHXBJGPu1U0T4f2tl4eez1ydryQxvGz+adsaFt3ycDbz/ACrETxbq3/Cf2WnreJNpck6osdsBuVSmQGUgHGerAkV3niiybUfDGpWqyzRtJbuA0LYfp0BoAwYvDHhhLzT7ddTla/My3sTm5UzXJRcKScfMoHpVtfh/oyPbyxvdJcQNMy3AkBc+axZgcjGMnPTiuD+3xpZeCFtbm7jktrad5Lt4sspSA5T5l9Wx07Vd1PxZqx0eO9/tOSFrnRI51jjiwfPEgD7RjPTOR6UAddefD/SL67uLiea9ZrieG4kTzvlLxfc6jipn8D6Q91cXBa7DTT/aAonIWOTuyjpz75rmIPFV/wD8LJisZL53s5pBHHFEV4Hlg4aNhuAySd4OOgrt/E9/LpfhnUr6GRI5YIGdHfoCBxQBY0rSrXRrBLOzQrEpLHJ5Zickn3NVbnwzo95ez3dxYxyTT+X5jMT8xjOVOPUGvLdN8SahqHgfWNWh8SagXgSNYYJIwJo3JBLHC5IJ4HbFdTMfEFvqsFnDq85hurbzbW9li3qZWdSUZQMY25xnGOaAOqvPD2lXU1/c3UG5ry3FvcM0hAMQzx1wOp6VXe28O3GpLbvFby3V5agrwT5sKEEc9CAcVy0k2p3t9cW6tqk1rfWV+vlzxlQsoYBF9FGAdvPINW7PSAtr4fS4S6tWi0iW3lmLbRDlU6tnhsjj6UAd4AFAAGABgClrn/CltcxaWk9+k4vWURyGScyBwvAYdhkc8CugoAKKKKACvH4te8YWvxDvPD1xq6yRwObzzGgXYLXaTgkcg5+tewVyGo+LPD9pLrdwtsLy602FVu/JRC5QjJGSeQO4oA850r4ua9Laau05tZWjiSS3l8ooqhpNm7GSWABzniugv/GOvaTN5Nzq+lyI1tdyJcRR5TcigoCc43c8qPWuy0iy8LXelR6hY6dp0dtNDliIY1wjDJDY6e4rQ/sPRp7KC3/s2yktYvmhj8lSi57qMYFAHO6N4puL7Q9Pu5buEyT20cr4hI5ZQT/Oiupj0yxijWOO0t0jQBVVYlAAHQCigC5RRRQBFO7RwO6BSyjIDHAp6NvjVuOQDxTZgDC4IyCDketEJXyU2fd2jFAElFFFABRRRQAUUUUAFFR7GDZDtjdkg89ulKpJLAqQAeD60APooooAKKKKACio5fMMTCEqJOxbpTxnHPWgBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACml1DhSeT0p1RyRCRkYkgo24YNAElFFFABRRRQAUVFPPFbQvNPIkcSDLO5wAPrXA634s1XxJE+neA8SzHb5mpOv7iNTnO1u7cUAdnqut6bodo9zqV7DbRIpY+Y4BIHoOp/CuMk+I2o6uzxeEvDd3qGGAS6uR5MDDucnk1PovwysYbhNR8RXc+u6mOfMuzlEP8Asp0Fd0iLGgRFCqOAFGAKAOCg8P8AjnWGEmteI002EnJttMTn6b25qP8A4Vf4f0wtef2TLrV5JJvlku7glj1OcHjrjivQ6KAOMsrTw/HbThPDUunvIHhm224RlXacncD0x3FSeGdD0GFI7/TtTur/AHW5jWaS5aQFM+nTP611NzAtzazQOSFkQoSPQjFcX4LF5YeCIoZpQVs2MQa3gO50BwuB3PqfrQBq2/i3Q476DSLOeW6nO5SIo2bZt6lz2rpAcqDgjPY1CkEaKXiiRJGX72wA/jUN3aXNw9u0N9JbmM5cKoIk46HNADriws545BNbROrcsCuc1BLYWWoGCUtIAkfyIrlRg9Mr36d6twXKzyTRhJFMTbTvXAPGcj1FQrfxvqjWSRSmREDvJswqg9BnufagBmk6dJpdmbd764vPmJV5yCwHpwOlXIhKIl84oZO+wED9aFVl2qDuUDksec9qkoAiEpG/ejIqfxdQRWNZXmrtcatJcwKIIZlFqoHLxgAsfc88e9bWJNjDcMknacdBXP6jfSPp1wLkeUYryNMJ+8JXcuOB0zQBuW10l1AkqpIm5A+yRcMoPYj1qPTNQi1XTYL6FWWOZdwDdRU8vz27herKcflWZ4Xt2tfDGmwuu11gXI54OPegDYooooAKKKKAMbUvE+k6ReNa3115UohE23YT8hYLngc8kUy28W6HeXlxaw6hG0tupZ8ggYHUg9DjvioL3w/c3fjWx1rfbNa29q8DRSIS2WOcg9OwrmJPhe0ltfwtPbhp45UiuVDCRA7bgCOmOxoA37HxfHL4h1Oxu5LVLO2SKSGdGOWEn3Q2e9aT+KNDitpbh9SgWGKY27nJ+WQfw49a44eB9dnXUpLiWwSWeO1ESoDjdCejHrzioYPAevWjyXyHT57p9Tku2tpMmJ45ECsvrkc4NAHeQ69pFxcQxQ30EkssayR7TnKt0OffFZVv4viu/GcWjWz29xbSwSSCWMncjowDA9iMnt6Gsw+CH/thmks7WWxlEB2LIyCExjGFUdQMAj3zUXh3whrWja3pLSNYvYafFcQBkyJHV2BDH345oA7XUdQsdLtTPfzxQQ5xmToT/WsfVJ/C93c6beahdWxkjBuLRmkwMd2HrTfF2j6jrK2MVots8EcjPMk3DH5SFKntgmuXtvBOu7dHW6isCNPsbi1ODuLlx8pGenvQB03i3xfp/hnRTfk29zMFDwweaFMi5HKnntW2twP7M+3LAA5h83YCMnjOM15hrXgHX5NMmigtLK8km0iCxxJLjymjOSRnsf6V6SY7qPw55SWyfaltQggV8Lu242hvT3oAzo9U0vxL4YtVv5ktV1W2DeQbgI+GHQHg+3FWdMn0PTrX+yLa8g22KBGSSQFlA9Sev1rzo/DvX5dPhhbyhNPY2tuXMgJsmhcElfXd7d6038H61NqmoPLaxNDPAylWnykjEjlf4lPHPbNAHbza9ocFutxLqFmImk2Bw4I3enHepF1TSX1BbJbu1N2VDLFuG4g8jHr615bJ8ONcntYpZULbbiUGy+0hCY3AG4uBy3H5Vf0zwLq1r440vU3s44YbZiZHS53oV8vYPlPO7gc9MUAej311p+kQS3948NsnAeVxjPYDPesXw14vtPEWnS3NykFrsnkiVWmDiQJ1ZTxkU7xj4futdtdPa0kTzbK8juvJl/1cwX+FvzyPcVzFt4V16zhtrhNLsFuIdQuJhbwyYTZKuAefT070AdtNquh272lxLdWatcfLBICDv+hHatG5uIrW1luJnCxRoXZj0AAryI/DjW2sdKW4j8/Fm1rc28d15SxEtu3AjqPYc16vHZhdIWyIDAQCLDHcD8uOc9aAM3TPE2i6nodnqpuLe3t7nIi851XnPTnvWyYoSFYohCjg4HAryhPCHiaK109JNH0+5hsIZraK2aUDJcnE2enHAx1616XoljNpvh+wsZ5BNPb2yRO+fvsqgE80AZOmeJdEvVmv7h7G1Mc8lvHK8q5cKcZBOMZ9Kt3eseHNRs7y2ur2xubaOLfcIXDKEPc+1ce3gO/uIoUubKyZF1ae+ZA3VXDbQfcE/pWddeCtQ0rwpMz2lqhttIuLeQW/zGVmOQcd6AO9stV8M2mmSSWl5Zi0t1VXZSDtH8I9T14q3L4i0WFIHk1K1VZgGhy4+cE4GPXk4rz/AE7wRfXumWGpReVGyWtmUtX+USGMZIf0zmt618HTJreg3EltZpZWEE6vAvzYd2yMZ9Ov1oA2NO16XUtfv7SKCNLKxk+zySs+HaXarAAemGP4itD+1NNnTb9rt3VgQV3A5G7b0+vH1rnrvwZNepqoe9Eb3eoxX0RjB+XYEAVvXOz9a0IfDFva+I11O3EUcJtjA8ATgneX3D8Sc0ATeH9c/tptRC2zQR2d01su4YLbe+K2qzdL0r+zZr9/OMn2u5afBGNue1aVABRRRQAV41qOgatb+I/GsVl4akmGpwYgukKqBlcYGeuT1r2WvL/FvxHmtfEVppmguXkhvUtr3fDmMk87d3Y4oA5K08AeJovDd/ZWthNaQlrV/s7SKTLs/wBZgZwc+9eq+AdKutG8Kw2l2tykgkdglxIGZQTwOOAPYdKp23xI0y6e0SO0u83aTtD8v3jFncv14qLTvifpmpaQ+pR6dqSRbkWIPDjzWYkAKenUGgDuaK5OD4jeFbi3jmGqRKJFDgMMEZGefeigDrKKKKACimSAmNsZzjscGlTIRc5zjuaAHUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFBNFNZFfG4A4OR9aAHUUUUAFFFFABWVrviDTfDlg13qVysSAHaufmkI7KO5qDxT4kt/Cmg3Wr3ab4YU+VFbDOxPCiuD8GeHNT8Y6qvjLxhGxGd2m6exzHEvZyvr9aALsOkax8R5Y73xBHNpmgI2YtMDYe6HUNJ6DpxXodpZ21hbLb2kEcEKfdjjUKo/AVJJIsMTSNnaoycDJx9BTwcjNAC0VHG7s8geMqFOFOc7hjr7VJQAUUxiwxtAPPOT2oy2/oNmOuec0AOPQ1xmgXgm8B3DxXozH56Sytl2R9xyTjnj0rtK838HMU8K+Lj5UgC6hfEfMTu5P3RxgduvXNAHf2Lh7C3dZPMBjBD4xu461E9xGNZigMmHaEsFB6jNZ3h8zN4IsCsYklNouE3YBOOmQT/ADqCFh/wnUUJiVSmmbvlfJU7wMEUAdNRRRQAVGFkEzMZMoQNq7en41JRQAUxUVSSqgFjkkDqafRQAUUUUAFFFFABRRRQBy+oeKLmHxLNo9hYLdNbQRT3BMm1grsRhR3wATWUPGq63p+1bZoLbUILlbaUSYkDxg5yO3qDW5OdAu/F62kqf8TqO2EgxvUmLdxkjAYZ7HNWv+EZ0bzJJPsEW6RGjOCcAN94AZ+XPfGKAOC0/wAQT+HHvL++e4uWXTLRjEXLZkY4z7ds4roT4yv2EcEGjNJfNDLP5W8qHjQgfLkZJJYYyB3rW/4R3QJ/tNp9kikJijimQuxIVeUHXIx2ovvDOj3CRS3EU262DFZFnk3hT1XdnJBx0oA5qfXtTm07xo94qC3skxFHFKUkUeUHIzjg4bqO4qxN46Gm3gtlsmk0+zFvFdXTy/MrygbQB/F1GT71rWOk+GtesptQtLZZYL6MwykF08xV+UhlyORtx0zxVn/hE9E+1x3P2JfMjVFHzttIT7mRnBI7E0AY9p4zvZdbt7OfS41tZruS0W5jnDBmXnIHp6+9bmsa4ulz2lqlu9xdXRby4wQowq7mJJ44AqIeE9HW5tZ44HRrWd7mMLK2PMbqxGeaXxJb6QbFbvVpjbR25ytwrlGj3cHkdAQcUAYafEI3N7YWlhol3dS3lt9pUI6DaofY2cnsa3vEmut4d0r7f9jlulEqRmOIgNlmCjGevJFRaZ4X0mwu7S/sRKhgtvs8WJSVMZOeR3yec1c1nRbTXbaO3vDL5ccqzARyFcspyM464IBoAwLHx0bu8toJtGubcTXEloXZ0IWZASV4PPQjPrUVp48efTNXunsEWWxi85YEnDMy+jeje1aA8C6N5okb7UxFxJc7TO2PMcEMce4J/Oq9v8OPDlokqwQXC+ZbG1b/AEhzmMnOOTQBS1LxZPdeGb+Z7O90+SGGKcmN0LCN+QQemfarcvjaS0vryCfSZ1trKSCOW58xCMSnCsBnJ96sP4C0aS3nt2a88qeOOJ1+0tgqn3RTIvBqP4iv9Qvp2ntJ/JMVtvYKDHnBcdG5wfwoAr6d43TWp7e1S0eEXc93bCRZASjQ9/xHNZel+OpNJ8L6M+owXN201sJJboso/jCge7c5wPStTT/CPhb/AISKe4sJJRf2MrvJFHcNtheUZb5enIOaTU/B3hi006G2u5ZreKSIWET+cQcMxZVB9d3IoAhk8QarJqHiyNolSzsbdWgeOX58mPdwCODjmnDxzb6bp0fmQ3NzHa2kE13cOVBUSAbc+p7nFav/AAhOjkzs32pnnthbSubhsuoGMnn72BjNQP4X8Nx39pZSD/SDAqrC8pPnxxnjcP4ttAFTT/HNxcaksFzpRjtZNQawjuI5gwL7QynHXBBrZ17xJDos9laiFri8vWcQwqwUkIpZmyeMAD9agXwVo6TRSqk++K9N8n748SkYJ+mO1P8AFNloUtvb32tSfZxayfurkOUaMsNpGR2OcUAcnfeJNV8Va94ag8PXhs7C6tzezSAruYKwBQg9uoOK6rxRq9/pc+jRWMKSm7vVhk3Nj5cEmi28G6NaX1je2iSwvZReTAschCKh5Ix3z1NaGraLaa0tsLrzQbeUTRNHIUKsPcUAcra+I9QsvGWrWbwS3Nkb2CESM4Ah3qeg781uaH4kOtTLtspY4JVkeKXquEfYQ3oSeQPSnr4S0cX0941vJJPNOtwWeZzh1GFIGe1WdM0Gx0ieeWzEqCZixjMrFFJOTtUnC5PPFAFS+8RNDfXlra2jXD2KxSXJ3bdqNkkj1IVc4rmda8Z/2p4TlNvFNazTWUN6sgb7qtMFxkd+D+ddu2k2T6mNRMOLvYEMiuw3KM4BAOD1PUU59MsHtjbvZ25hK7TGYxtIznGPTPNAEdhftcTyW5tbhFiRSJ3TCSZH8J71oU1VCKFUAADAA7U6gAooooAK8+vPhhHPr1xqFvq81tBPepfSQLErZlX/AGj2Neg141c+MfEemeL9Ss31iO7+y38UMNgIFV5o36kHr8o7+1AHTw/DmGz1ZdSl1uYxW7TtBC0ahIvNBDc9+tTyfD4f8InpOgQatMlvYTiTcYwfNXJO1hnpk1xdzrHiDWfBevX+oazp0un20zwpEYVLMVcbSxBxyOK0Lzx1q1t4106zs7+2n0qS6gspfLiARCyZJ3E5z0Ixlce9AGM3wLtUcoPFpQKcBTCvHt1oryDxBda0PEmqb5Ltm+1y5JjHJ3n2ooA+06ayBipOeDkYOKdRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRzSx28Ek0rBY41LMx7ADJNSVx/jLVpXurHw3psqf2hfuDIjA/Lb/AMbZHTjIGetAHN6dbH4neLI9duUk/wCEc0xiLKGQFRcy5++R6CvTnt1eRWLONowFViB+lMsbKDTrGGzto1jhhQIiqMAAVZoAYSfMA2nGM7v6U+iigAooooAKKKKACuE8FvJFoviFp7V1jXUbor5gG1l3nOOpxnOcj1ru6zrWys9IsZ1jbZC8kkrsTnDOxJ/U0ASaVIsuk2sieTtaMEeT9zH+zwOPwpqJANYkcwKbkxY84KM7M/dJ69eas2sMVvaxRQnMaqApznipcDOcc0AZHiRJW0WZ4dQnsWj+fzYACeOxyDx+FWrW0uYLgyPfyzQsvETqvDeoIGfwqa4jnl8sRTCNd2ZMoGLD0GanOccde1AFaO7Mt0YkglMe0/viMLuBwVwec/hirVNQEIAxBbHJA706gApisSzAqQB0PrT6KAGMwUqDn5jgYFPoooAKKKKACiiigDzDxhp+uzeLtVvNFjnWYaKsMUqx9W83LBW/vbe3fNWTFq9nPYSrPqZ0q4jkBWCJhJbSFQBuU5JGQT3ANejU1iQpIGSBnFAHm/2LUdOvPFRsLa9+23tvFJbXBBIfanzc5wG9vWo0j1HyreUahqsukSXo85EWUTQgR4Ckt8xBfGSOP1rT0PxlfapqkFrIbOKYySLc2UitHNCBnDLk/ODgdPWtiDxVYxWVlLdTiRrySSOJ4Im2syFvl9jhT+RoApfD1TaeBo1KXmY5bgkXEZWU/vHPIPUnP41xWoS+IRod+IptWZ5JLURSRNKrrlyGBU52tjqQSvTpXpsXifRpooJEvoys0SypweVZtoP4k4qaz13TL+7e1trpJJlLcAHB2nDYPQ4PBxQB59pLX9lq0sTXeuTvHqLQWqzmRk2bM/MTwRnuarTS6xPomoJI99O0umS/bY5g7KlxuwqqCOMjsvFei6xrkWkXWnwvBNIbycRBo4ywTjqSOlZ2n+MbGfxFqGi3bxQXUFwIol5/eAjIJPQH2oA4Eax4lsdCEiSzpei/jhvzKZBDbwhflMfynCngFgOua9F0S8vovBy3WqTi5uooXd5beM/OBkgqCAScY7c1owappt5dy2cNzDLOmd8Y56cH6470ajrGnaQIBfXKQec2yJSCSxxngD0FAHldtq+uDTvEVtNe6q6jT4rm0kKtvEp+9tcD1x8g+gqzq8/iewt9KFtr9zKl1A05ubmMoiSADCnahOP9k9a79PFegy2b3Ud/E0CRecXCnGzcV3dORkGppPEGjpfx2El5CJ5Nu1D0yRkDPQEjoKAM/Wp7z/hX11PLNIt79iLGS1Vlbft6qB8w5rzoT69ZQSS/2vrM0dvb2V0u4SEtK7ASAjbkgDPy9O9eoQeKtEur5rGG9R7kO8Zj2MPmUZZeRjIFZ1t4xgvtO029gSOOO7vjaET7lPDMvy8ck4+lAHL3t5fxf28LK6v4DJrtuiyrE5YRMqB9uRyv3vbirf8AauoeTYxvJePDDrxtg7xMWkgAbBbjOM45rprPxfpVxa6hdzyfZoLO6NszSqRlhgfic5HFE/i7TEvNHggf7QNTkdI3RSQu0c544OeKAPNLS71s6gY5tZ1yKKTVZ4OFdgtuFJBHHr0auii1W8ltbMm91EK2kTl5fsx8wOrYDcjIfHbvXUR+LNNjluPtlzbxxi8+xwlAxJk/utxwasv4p0KOKOSS+jVXlaFdyMPmBwc8cAep4oA8i03W/ER0OJLSfWHFzeobt7syg20RBCqHI3dQCxAI5FTeK5fEl3pU1lq019LItvbmzNjHIY7lvMPmlwAOigfe+o617a7xRQtKxURhdxPbHrWOvi3QG0uXUjqEQs4SivIykbd2NvBGecjH1oAuadqUF5LcWsaTLJaMscnmRFQTgHKk8EfStGsaDxPotxbrcR30expjBlgVPmAZ2kEZziqNz4nFv4jtoDJAdKlsZLozgEsNp68dse1AHT0VnHXdN2RubtAkuzy2wcPv+7g981BFrUE+qwQpcRiGS1ecK6MrYVgN2TwBzQBsUVHFNHOm6Jw6/wB5eQfoe9VV1exe4mgW5QyQyrDIv912G4D8qAL1FY+h6hdaoLm4mURJHM8AhGDgq2N2fcdq2KACiiigArlNO8PeGdO8Sahfx3EU2qXPzTie4DsuO4Un5eP0rq68Pl8D+LT8Rn1uLSbRYDeSSti4+WRCpAzxnJ9OlAHrFofDt1FLa2TaZNGfnkihMbD6kCszRNY0DVvEep6XY6fAJ9O8svOiRlWz02lfTH4YrgdJ+HOuWtmsUNlb2M8tjdRzTq4LGR2yoPqMflXR+AvDupaN4l1C5uNHisLOayt4U8uQNl0GGJAHck8+1AHdPplg7s72UDMxyWMY5PrRVyigBvzeYcgbMDHrmnUUUARzSrDE0jAlV64GTUlFNRSqgFix9TQA6iiigAoprIGZSc5Xkc06gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAinmW3t5JnztjUscegGa4X4fQnXLzUfG1zG6y6k/lWqOf9Vbrwo9iTkmum8TJHcaLJZSTSQ/a2WAPG21ssex7cZq/p1jBpmnW1jbKVgt41ijBOSABgUAWqKKKACiiigAooooAKKKKACsONb690C/t1uIFu2M0cbxgEJyQuR69M1uHpXIeD3itvDl81tew3DJcTtvYbQp3HhiM59c+9AHTWEUkGn28UzbpUjVXPqQOas1ieILieHR4pIZljmaaMAjkHJ5A9e9X4WU6jcDEu5VX7w+XHt60AXKKKhMEZuVuCD5qoUBycYJBPHTsKAJqKKKACiiigAooooAKKjmmjt4XlmkWONBlnY4AHuaw7fxv4XupZIoNesHePhgJl45xQB0FFICCMiloAZ5ieZ5e9d5GdueceuKSZDLBJGHKF1Khl6rkdRXLavqT2fi0xoLdCNJmn890JZNrD3+77VgXHjzWtPtJJJ4bW4d7GG5j8hThC8mwls9R3oA2rDw1NBd2kl3rMF8tizAXEsa+flhwrMPrVuy8KPYW1hbxai7R2jzyDdEuWaTd+WNxrhhcyWsnid3Nlc41WzDhVKocj0B4auwt9X12fxJfaS72aPb3EcqKynMlowOSOfvAjFAEej+C59DntZbXUI5EW1jtrlZY8h9jEhl/unBIqbwr4MTw1O2ySKaJWkMMrAmXDtuIJ6fl1rAt9duZdFWxsktbWW5W/nneUu6EROUIGTkE5B9uaeniq70bw7AkbwBIPD6XwkmJOZMkYJz0OMfjQB3GsWFzfQ2/2S4SCaGdZQzruBAzkY/Gucm8FzT3V7cC8g8y51CG9LCPkeXj5fxxVSbxzqMWv2lqLe0e1nNsh2uS6NIMndgYX2B607wNLeNL4uMXzOmpSLAsjHZwvTvgZ9KAL/hzwnJousXNzLHaSI0kzwzjd5oEjbip7Y/wFS+L/AA9PqdxYavZuPtmmLM0cTKWEodCpGB39Ky4PGuqXGj3N95GnwrbwFZTJMQI7kOV8s8dMDNQ2/jfWptGsJ1s7T7RPqh05zIzIGGTiRRgkdDwaAKtp4N1bU/CGlxRSrp040v7DcQXEXIO4HOB7j9a0rrwPe3WvW+oTTWVxHFJFIsciMCpRccY/Pmom8ealO91BZafbNPp0c0l75kpVf3blcJxznaxGatWXinX9U8RtZWOm2TWSLDM80kxV1jkXP3cdRQAsXgi8XU4L19Rj3pqUl84SPG4Mu3b+VMtPB+qrplpYTaha+TZakLuLZGSWUSM+1s9Dlh09Kk8ReKNa0rW7m1tLSzkt4LE3xMkhDsqsAV6YB565rCs9d1Ox8VXFxaxRjTL+4sd6SuxKtMpzs7DGQT9KAN+48J6mLbULezvbYRz34vYxLGSQ24MwJ/AgYqlYeCtb0+20wR31k01hfTTqxjbDJKctx6jJx2qbT/HF5c61eWE1lCvlxXMsLRyFg3lMAATjBznt0xWVb/FC7uoHjh00Ndvc+RArK4yREHOVxu6nHSgDbufBM95pGt20t3EtxfXX2u3lRT+4kGMH3xiq2r+A7m8vbG6hnt5pFtfst0t0GKOM5LgDvn1rUn8U3dp4Ii1u5014b2RVU2kh27ZGOACewzWZc+LtftJ0sbjTLSK+EM1y5aU+WY0AwVOOSSaAOuvbOefRZbK2nFvM0PlpKEyEOMZxXE23w4uY7HULWXUYXhupbaUR+VkAwlepPXIX9ap3/wARNegjuLu30y0ktIbe0uSpkO/E/G3p2OTn2rRh8Q+J7loreJtNE8eoy2NxI4YKcR71ZR146Ed6ALN34HurlrsDUY447m+N0yiLPymPZt/rmoYfCN9oVpYzQSDUm0/T2s0tioQy7m5OfpVBPiPqM+nyXFtYW7mzs/tN0GkI3HzCm1Bj/ZJ/KrVt4z1d9ZEckdv9lbUFtgm0iQI0e8Z9xQBuW3hYP4ZtdIv7hp4o2DMHQZK5yE46Y6ZHpTovCiwSQPHqEx8mzktAJVD5V2Byc+mAPpXMxeM/EJ0S/wBWkt7b7MLZprf5cFWEm3aRnnjnNad9r5uLlrVrv5oNXtYdtsOQG2kK+e2c/hQB02l6PZ6PHNHZRmNJZPMZdxKg4A4HYcdKjt9G0221C7mRF8+6mW5kUtn5wu0MB24FZ8Ov3b+K202WzdbMllhuUG9JGABILD7rD5uD7Vma5qt5Y+ItXFu0O+PSBLC7R8xvvYAE9xnBx70AdVpumW+kwSw2oYJJM8xBOfmY5NXa5rwzq17f6lq1rdurramEIQuOWjDMPfmuloAKKKKACuEb4n2C+LJNA/s+7MiSPGJVwVYqu7gV3dchD8ONAgvY7pEuQ8cskyDzuA7/AHj0z3oATwT49tvGr3y29lLb/ZGAbzGBznPGOx4qr4n1y+0fxzo62hubyKa2nM1hEwAwoBEhz+NXdG8P6H4FaWc3zqb10hV7pxycnaoOBk89+aua34R0/XtRgv7iW6huIIXhR4JNnyv94Hj0oAdaeK9OvbOC6iLeXNGsi5HOCMj+dFNt/C1taW0VtbhUghQRxqQThQMAZ+lFAHQ0UUUANd1jUs5wB1NOpr7th2AFu2elOoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxrzUNMk8Q2GkzO7X4DXUcaZ+UKNuWx2+bjNbNZcMEMuvz3fAniiEJUNklT8wJGcDuOmeK1KACiiigAooooAKKKKACiiigCOWQRQvI2SqqWOBnpWTpd1af8IvbXPkfZ7Zo1JjZfL25OOhPHWtK9aVbG4aAKZhGxQMcAnHGaisWuJdMtjcRRwzMil4/vBfUDFABe39vYJbGUNtmmWFNozhjnH4cVcwM5xzQQDjIBxyKWgAoophUFlbJ49DxQA+iiigAooooAKKKKAPPPigkM66Ta6tfT2Ph+aVkv5ouATgbFY9gTnn2rzrV/h38LWhmn07xjHbSohaNftSSDcPbqa9T8WeKNL07xFp3h/XYLQ6ZqMMjPLcsNqsvQEHjB9a8+8R2Pws8MfZdWsNP03UgtwomhjvSzKp/iVNxBwe1AHqngq7ubnwNo9xdq7TNbKCdpywHAOD6gA/jXRVXspoLiwt57bb5EkavHt6bSOOntVigCpLptlNcyXEttE80kXkO5Xkx8/Ln05NZthp2hXRuvs+mxLsH2KUPDgMqn7oz1X0rK8T2esSa7aXOnGWWFGhDwMSqffOWDKcggdQQQeKwn0vV7qJLeSHVYojrskjFZiGFuc9w33enFAHcHwzoZgeH+zLYRu6yMoTALL90n3FONzpa+JkszEv9pvalxJ5fJiDAEbvqRxXll9dajY2GlafqMmpxzhrspEkuHWPOI3Lbhux6ZJrVuLPV4LW1u9BN9eSroU6xXk/32lZlYZzznhsD6UAd3J4X0SW1W2fTYWhVnZUwcAv978+9MuvCmhX0FvDcadE8VvH5UaZIUJ/dIB5Hsay/Acurz2V5Nqc8kkbSjyUlikR48KAwy/JGefxNZ0JuodZ1eDR7u7luY9UiBjklZ440ZFZ+pOBgnjselAHTy+GNFczM1lGvmSRzOQxX5oxhTweMCsi18ReDdDvJ47e/ghmvrjzHwzESyE4yD0xnjI4rm9GvPEkl9Dp2ox6ozxRXq3TsjeW+f9UA2cMcdCKqeG9C+wap4cnl0/VMrp02/eHYJIGyAQTgeuDQB6NN4W0a4sry0ksUMN5N584BILycYbIOQRgdKwbvwppcl9b6Zo8kdo1teR6jeRfOzOCGUEMTwSQefapfB1zrl1fXU2qCZ4ZYkaOR1aMKQxG0xt91sdSDg4rM8RXerwax4iFnLqCILa0MLJAzqG3neExg42lc4ORkmgDpbjwXoFzFDHJY/LEGAKyOpYMdxDEHLZPJzmrdn4e02w1a41O2hdLu4UJI3msQVHQbScDH0qh4RGoJ4cb7fJcPceZIQ0zFzjJxjcAcegIzXE2lz4mn0rVSk2rvKixywysrRkkSfMuxhwduc7SQRQB1Wv6JpUvim1vtYvMw3cQsIbQowDsW3YLA98dCMVb1bRPDUcls2oQiNpruMw4kdczDhAAD2/KuRvW1LUrVzKup+Vb69HIkhhbekGAcrkZwOelPj1LVzaab9su545v7cVLWORtss1qXAy6nkjrzjNAHXL4H8PI7Oun4dhKCwlfIEn3wOeM57Ux/CGgRxRwTRyFnlDRu9w/mZC4AVs7sAds1yc2s+LmtL+UCdLhfOjaBLZy20TAK6HG0YjJxjOas38cz6loWobtTvLeyupcsIpEcKyAqpB5bnjcaAOzvtI0uTQH0u8jX+zygRg7np2O485z3qtP4Q0a7s7O2vbZ7pbMbYnmkYvjuC2ckex4qj4+s5dR8JkQw3DOk0UxSEkOAGBPC8njtWFNquuXHiKGS3GqwhL2GKG2aE+VJbMPndyR1HucigDqbnwXoF3JcPNYA/aFjWRRIwUiMgoAAcDGO1Z1/4e0vU9dt7eyuYoJ9Puv7QuYPLL+YzqVBJyMZAP5Cl8bXWrQvYRaS04kYyO4jRtrAL0LgHacnjIINY2o3urL/AG3MF1dFj0+zeNYUJdpssWVSB3+UNjpzQB239gaSY40/s+ALGAq4TGADnHuM81Db2+hzarcwQ28RvbeVbiYbCCrkfK2T3x6Vw1tea/8A8I9F5T6699FYyuJJY8LLLuUng/NwMhQcfStdo9cTUtSv7CC4+0XkVosJkACAgDeSD0xyDxQB0Wl2mhzxXL2FpAY2kaObMXBYH5h8w6Z/Cr0sNjaRz3LwQRrxLK/ljkr0Y+pFczp1prcmqvkyW9h9puGbPyscqAhGDyM5rT8T6beaj4Mv9Otz515LamNSTt3tjGfbNAFvS9QsLye/gs4wjWs+ybCBQXZVbPvkMOa0NqZLYXJGCcVxkHhm/N7fyyLsD6rDdxlZdpZFiRT09weD1q1o+j6r/oy6kka2xhkWa3WYsA5k3Kw45yOvpigDqgoBJAAJ6mnVXt4HgaUtcSSq7ZVWAxGPQYHT61YoAKKKKACvCJfH/iNPGeqmwvGvbRWnS3towrAFBwWXAZccnJ4Ne71x+n+KPB0msatHE9lbXNm4huZpFRNxPv1IzxQBwV5rN7qOlmC71NNQitr+xmS5kRQd7nLRqV44/lUjeK/E81j4jvm1VbZra2maOASRM0ciSgLhMblG3g7vWvTLXUfDMe2ztLnTUDS7VhjZBl+uMDv3q5ZS6RqDTyWT2dwQ2yZoircjs2KAOOtrO/ntIZp/H1xHNIis6J5O1WIyQOOmaK6mXV/D0MrxS3tgkiMVZWdcgjqDRQBs0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUxwxXCkA+uKfQAUUUUAFFFFABRTURY1CqMAdqdQAUUUUAYfh9hLJqcy3LSqbtl2lCpQgDjnn+mMYrcqKGIx78tuLNuJwBUtABRRRQAUwsQyjaTnuO1PooAKKKKACiiigDL166u7PSmewjD3TOkcYYZGWYDJ9sVZMfnzwSPEQYgSC3qeOP8APeluLcT3FqWjLLE5kDB8YbBAyO/U04Rz/bGlM/7jYAIto4bPJzQBM7hBnBPOOBTVVxI7M+UONq46etQXUE809q8NwYkjk3SKP+Wi46VaBB6EcUALWd9sv/7e+yf2f/oHkb/tnmD7+cbNvXpzmtGigAqvapcJDi6lSSTcTuRdoxngY+lWKKACiiigCKNpGZywXZkbCpzkYqWkACqAowB0FLQB5j8Q/BNj4t8aaCdUvreKyjidHgabZLKSeAo7/wD1qr3vwR8AeUIj5lrIuCzfajux7gmqviWTQIPjB5/i6QxxRW0UmlyEkIGXJYHHfPasfxFpNh43tNe8WpcXYWG5hhs5FJRGjUjPy9+T1oA9u02xi0zTLWwgLGK3iWJCxycKMDNWqigiENvHECWCKFBPU4GKloA5u68Wx23jRPDrWU7FrNro3CjKgA9Mf1qzbeK9Iu0Ekc7eWbb7UHaMgGPoTn+lQ3XhySXxjFr0N0EBtGtJomXOVySCp7HJ5rGsvBOq2WmNbR60qSJaNaQukfCjeWBI9cHBoAv6t4s0iHTJb4W5u2t5o4mj8v5lMmNp57EHNWzr8cfiC5tZLi3is7WzWeVXUq6ljwc9MYB49axJfBGpSwaoj6jAftk1vMg8sgI0eMg+oOKtat4OvNY1K9uZr2JI7mzjg2ohyHR94P0zxigC/J430CGC2mkvSiXE3kJmNsiQjIVhjIJHSo08ReF7BBqEU0MX2+Q7pUiILsp2kvxkYPHNZc3gjULq8S8nvbXzjq0eoyKIiVwkYQKM98DOfWqt58Orm902K0lubUvHcTzrKFYMhkk3jGOuD1B4PFAHoYYMoYHIIyKz9c1NdF0O91J42kFtC0m1RknA9Ki0ZtX8y8i1KOJYYpAlrIh+aRAPvMO3NWNYsDqujXlgJWiNxC0fmL1XIxmgDjX+IK2k+g3eoultp+pae87p5TFxIoU4XGSRyfyro7zxh4fsFt2utSij+0IkkWcncrHCkYHTJrnovBWtINIMmo2MrafYy2Y3QHB3KFDD6bR+tW9H8HXOn6hpc1zNaXMFnpq2JQxHJKsDvGfoP1oA2j4p0MJM/wDaUISFSznnGAduR688cd6n0bXdP161e406fzERzG4KlWRh2IPIrhJfhfJcaVe6fLJb78n7JefNvAMm/ay9MZ44rrfCmgnQrO482G2inuZPNl8gsQzYxkk8k0AbN3dwWNpLdXMixQRKWd26AVxtv4nstUvtQvRFZK2nSQw293cRsCPN+8p7qcY/Eit/xVoA8TeHrjSzcNAZdpEi9iCCM+3Fc6/gzWLm11iO5v7IvqFzBMpSJgIxGR8p9elAFHxF8Sb3T9SvbbTLKCVLS5itHNwsgJkfuMcYGR7811tv4mske3stSuIINSZAZIUJZVfbuKg4645x1xWLd+ENWlv7yeK8s/LuNShvtkkbHHlqoxn32g1HF4Fkh8Y3GqkwXEE9z9s3TFi0UmzbhR0x7+lAG4PGvh17d501WF0QAnZkk5OAAMcnPGBTW8b+G0jt3fVYVFwpaMENkgdeMdu/pWM/gEv4Mt9IMsIu7acTpNGu0OQxIBPXBzVceAbiFI5bVNOhkisriGOJUYqskvJbJ6+9AG9b+Lra78Zf2BAjODZC6EyqSpBIxz0xjvXSVyGleFdQ03UtLu1vYALfT47K4URklwhByp7ZxXX0ActL8QfDcGozafLfMlzDIYXUwt98fw9OSe3rVyLxfo09pHcx3LNHJA86kRtnan3uPUelYs/gq8m1G5uPtdsFl1VNQH7o7gFXaFzSReB76PREsl1YRzeXcI7pHx+9OcgHuKAFvfHD239sXcESXFla2EN3ABwz789a3ZtbjguczGRUWxa6aLyskAYzz684xWM/gMSWF3anUGH2nT4bNmEY4MfRh9fStbUdGuLi1umS43XElg1qBgAFj0b2oAvR6vZSLbbphFJcKjRxycOdwJAx64U/kazE8W2txrdvptpBJcefC8qzqQEyj7GXnuDVqDQreS20xr1TLd2SxsJCed6qVz7/AHm/OktfDOm2WpQX8EbpNBHJGg3/ACgO25jj1J70AM8ManearY3U14qK8d3LCgQY+VWwM+9blVbKwttPheK1iEaPI0jAd2Y5Jq1QAUUUUAFedXHga9utX8VJPb2Tadq6B45OkgkC8D2+bnNei15xN8V4rTxC2i3WlPFdrdtbkecvTbuVvoelAFXw98OdY07T9Sg1C/guH1C0y7FAWjusbdynHTbxVjw74I1iCCRJZzozfZLa38yxl3M7RltzEkdwQK02+ItvbvZJfaVeWpumjQb8ZUuxUcfUfrVm08ZzX+rjTrbSZTNFeta3QaQAwgLuD+4I6UAdAmnWyxqrwpK4ADSOAWY+p9zRV2igAooqOZXeCRYn8uRlIV8Z2nHBx3oAkoqnplvd2unww3159ruVHzz7Am4/QdKuUAFFFFABRRRQAUVVg1Czubma2gu4ZZ4TiWNHBZPqB0q1QAUUUUAFFFFABRRRQAUUUUAFFFFABRRUMFzDdIzwSrIqsVJU9COoPvQBNRRRQAUUUUAFFFFABRRRQAUUVGvmFjv2hewHWgCSimjfvOQNvYg806gAoqvcLcnyvszxriQGTeCcp3A96sUAFFFFABRRRQAUUUUAFFFNYkKSoyccCgCva3RuZrldgEcMnlhs/eOAT/OrIYMoIIIPQiqphuTZyxmRXdlIUt8uCfUj+lTQQpb28cMYwkahVBOeB7mgBZEZym2QptYMcfxD0ojABf8Ad7fm6/3veo5luTNAYXjWIMfNDAkkY4xVigAooooAKKKKACiiigAooooA85+I3i3TNGuIYB4eOu6nboZxGI9wt0PG5jg4zXE+HfjJpuvPD4e1vw6trZXEgjV4G+RTu43DjFdZ4p0fxZYeM7vWPBtxYXFxfQRx3dpckbowvCuORxSar4Zu7Pw1o/hm0gsZdRvZt91cyFVKAHe7KOp9OKAPUaKKKAOd1jxK+lazbaf9kJ+0GMJM+QhLMQVyB94cHB65rmdK8fa7fTQRtpdoRPdXFrGRKww0X8RyOhHpXY6hJo+m3Et9eyJFI0YZ3Zj9xCOcdgCR+dV7XwposSwyQwOQjyTRN5zfKZPvEc96AMQfEIvazzpYjNlAk96hflQzYwnHJ4zziqWgeILiHxvquhWyGbzbx52M8rDyohGhO31OW6Cunh8GaHBDDClqfKjj8oqZGIkXO7D8/NzzzT18J6Qt2t2sMgnW5N0JPNbcHIwRnP3SAPl6UAc3b+KL+x0HTpbHTxdTX+pT2pSe6PysGk5DEfd+Q8dhUg+I6t4fsNTXTiGngmmkRpMBREQGUHuSSMCr8WleGEKRxyuDp+omQL5z/u7iTnBHvv6dPmpZ/AGmTQW1slxeQ2dqjCGCOdgFZmyWznJ+h44oA3tHvLjUNJt7u6tTayzIHMJYMVB6ZIrnvEvi3UNF1+30y00yO6M9pLcLI02wL5fJB49K6AXlrprWWn3F3uuJhsi8z70pUc9OKytd0vw/dXdvq+pzbJIw1pHKJioHmfKV44yelAGdpvjq5u7Z5J9IaOR7JL63iWUEvGxAw2eAcn8qSLx5cXccMNppLy3stzcwqm75WWH7zg++QAPU1fufAei3Fv5WLmMrbx26SJMdyIjBlAzkcEDt2psfgHSYAphnv45kmedZluDvVnxvwemGxkj16YoA5+bxhqGk+M9Wje2lms1htJJIWlXNuZCF4Hrkjj2q1qPip9CbxBqUVrNctb3sFu0T3GFwyjlQRx16VvT+CtFubi7uJopmmu1iWZ/ObLCM5T8jRe+DNJv4buGYThbu4juJsSn5mTG36DgUAZdx49kitwi6YRfNeNZiKSZQoZU3klvTFMtviCLvWLOzjsfKjuvKCNcP5bMWPzbcjDbR6HJyKvXfhbRTP9nlvbqK8ublrqB1nxIkm3B2cdMdjmorXTfDurawIbfU57q706SOSWPz943L90sCMZz6Y6UAdeenFcZaeNriePTTJpyh7ua6hZUkztMOenHOcV2lc1D4G0aDVDfqtwXDyPHGZjsiMg+faO2etAHPR+Op9U0Sa7e2jjSK6hjdILnEqBmwdwI4I9Ohq9d+NdSs/Ec2my6REbaG6gge4WfnbKcKQuOvrV7/AIQDR/s08Je7PnPGxczZYKhyqg4+6D68+9S3PhXRYLm71a7eb55Y7qZpJjsUx8qcdgPSgCo/jaVvEcOk22kTS+bdPbeZ5irt2KGZiCc4w1dec7TjGe2a5HRfCypeprsWs3E01xM1wXQ/u5omHyrtOQONvIx0FdazBFLMcADJPtQB5Vcaxrz+GYr6dvN1KHxC0EccMhVWXey7D/s/0Fab/EuX7DGkelE6rumR7TcWy0RwQpUHOe1b1loWg6pYJc2byS2st2b5CkrbfNySWH4k8VVg8M+FP7RbS7bMd/au12yxTssieYckkg52n0oA6bT7pr3Tra5eF4WljVzG4wyEjkGs+XXli1aWxkgeFY13m4lBEbLtycMOAR6HHFa8caxRrGgwqjAHtVdLC0iFyFgTF0xacHkOSAOc+wAoA5698WTC3v0s7ZJLm0FqQd2Y5POYD5T7DNRx+Lb2b7UkGnxzSxXNxBGgkwZDGAVA9zmunFhaBNgtYduFXAQYwv3R+Hb0pyRWyyYSOIOp3YCjIJ7/AI0ARWTXkm6S6WNEdVZI1zuQ4+YN+NXKKKACiiigArkdc+HWga9f3OoXNuy3lwsatKhwRsOQR79jXXV49p/jfxDdfES40w39vNpdxLPBFtjCeWUXjaSdxbPYjB7UAdPrnw60/VNa/tN9WurdmaIpGGBUPGflxn+VbGg6Nd22r6jquoRwR3d1tixbklXRSdrHPRiCAfpXD6XqLr4S8NrNqFrqM51ZY5TdYJhJdsDg8MOozU2jeL/EDa86XN9a3MUl/d2kFttVDiNSysWBPcAYx0OaAPVKK+ff+FqahL+8l8XQ28jfM0KadvWMnqobuB0z3ooA+gqKKKACiiigAooooAKpatLJBpF3JDJ5cqxNsfYWw2ODgcnmrtFAHj9je+IvCl3omi3MNxNPqd+iz6gyqcoRuZQcZ9evIwa9gqndWTXN1aTCYotvIXKhQd/ykYyenXtVygAopnmJv2b13/3c80+gAooooAKKKKACiiigAooooAKgt7aO2RgkUUZdi7eWuASepPvU9NRQiBQSQBjk5NADqKKKACiiigAooooAKKKKACiiigAooooAaGBYrkbh1GeRTqYI0WRpAoDsAC2OSB0p9ABRRRQAUxd+W3Yxn5cenvT6KACiiigAooooAKKKKAGFAzKxzlenNPoooAKKKKACiiigCKe4jtojLK21B1IBP8qVJY5CwR1Zl4YA8j6+lPIB61HsWLzHiiG5jubHBY0AS0UU1wWXCsVPrQB4Z4y8ca/4d+Mk8GiaZ9vZrOON7cKzFxjdnjpjNcz4s8YeOfEWsaVKPDF5pl1ZSZWS3hk3EN1Bb09q9f1LVJY/Gd7Nofh+1vrqxtgL66eQI+MbhGp5ycetYuhfG2x13xHa6WmiXUEc8ohNzK42o/oePX3oA9QtXkktIXmXbK0alx6HHIqaiigDzTxjpEl3rviG5W3uJD/YaRxFdxUsZGyBjjPyrxT55dcTWkEcl8syT26WsCgiJ7coPMLfw5BzyTmut1rXo9NkgijkgaZp44pI3YggOcDGO/fBrQuNRsrWKSWe6hRIwS5LD5QOv5UAcLajxBY3iWb3OpzQxXUtq8hUEssgzHICeoU8HNd/bQtBbRxNK8pRQpkc5Zvc+9Q/2pY5fN1GNgVmJOBhvu/nWbJ4gK+KYNMUQtaSWcly1xv+7sZVI9P4v0oA50y3FjqviF1e4t2k1i1KFIWbzEKRBh06YDZPbFQX15qR1vdaarqYgOqratF5J2LEY8sQSvI3fxdBXanXNKECztfQCJ3CKxbALEZA+pHNNl8QaPBbR3MuoW6wy52OW4ODg/ketAHC2N7rM974Qa6uL4LI9xFdExNyRwu/j5frUNneTad4UtITdXJvItaSO4SUM7KrSng5B/h5rstZ8T2+nXdhBAYbhp7mOGVVf5ow4O1v0rau3W3tZpxD5hRS+wDliB/OgDy211jXIfGFzJNql79kXXVso7d0BiMTJk/w54PfNaOiavdav4tSF9euY0iurn90IysdyqsNioxXBAG7OD2zWhbeNNQuLtYG8MOpCQTTDzwWiWUkAkbeSMEmr3hjU9E1CWeKC1tbS8gupk8gMpbKsVZx6ZOfzoA3NZuLu00W9uLG3NxdRws0UQ/iYDgV5PqXinWrfQLm5sNZubhYntmlmeIBoZHbDx424IA+uK9WXW9MeKaVL6FkhbbIVbO0+nFM/tjRvLtf9MtQl4cwZIxL7igDlXku7HXtL0+bVru8ims7iWSVk+bBHyn5RwRnArmor3VND0rd4fa9mYaTNIBcxOSJBKMH5lzu2lyB3r1DUdc0jSJY11G9gtndSU804yB1xSQ69o1wszQ6jayLDGJZCsgIVD3J9KAPPLzW9Wgj0+Cx8QG6sr6WZv7QmITyGVAViLbT/Fk9OcYr03Tnmk022e4dJJ2iUu0YIVmxyRntVZdU0h9NF4txbmzLYD8Y3ZxjHrVU+J7CHUzaXM1vDE6RtbTGYET7yRgD6jFAHJ6jf6qfE+tx2mo3/mWlzaiC3jTcm1wNwPHTr34qnY6jq1/Z+LbuXWNQ2adNPDbwRwhsgr8pxtyxB6V2tqNIstc1a9QwxynyxdTtPn5sfKCD93ir51bS47eaf7XbiKOTy5GBHD+h96APOL/UfEI0oTWlzfxPDoUU+xIDgz7lBGMdcZ4FbGn6lql5rF+91qN1byW7sy2Yt22SReSNrA44+YsfqAK7VL+yeGKVbqDy5cbG3jDZ6Y+tV9Q13SdJuI4b69hgmkUsiufmZR1I9hQB5vb6hrDWHh2eW9v4pp9Lu/OgIKu0qgbTswOctxx6VPAfEi6vbXotpft40+0S9kWLrlyWGT1O3GcdK7ee98OTapZXM01o96AEtpepAcZAB7ZH505vFugpBcznUovLts+cwz8mG2nPHrxQBa0e3vLa2mS9vTduZ3ZXMezapPC++PWsvX9DutS1W3ki5tZbaW1usTMjKrAFWXHfco/Or9r4j0m+WJrW7EgllaFCFYZdRkjkccVRtfEbONOAC3i313JAs1vGypGFDH5s85+XHpmgCRNO1WeWzkM0djC8Di+hi+Z2kKgKVf2wecVVHhy+F/rTx3kkZvLOK3hui+XDKpBYgY5yc1s3mqpZ6rp9gYpGa9LhXH3U2rnn61l6DrLLZXiapOxe2u7hGnddq7Ebg/QAgfhQBuWdqLWBVLF5SqiSQk/OQMZqzVa2vYbt5Vh3Hy8ZYrgHIyCD34qzQAUUUUAFYkF7p51G6Sa0gtvImCpcSNGBK5GTt5zn1zzW3Xj3iTwjrt/L4kMWmvJFd6pbSwLvHKLje2O1AHot1feHrKeyinaxV72U+RwmHcDqD6+9XH03S5/Mh+zW25gwYIoDDcMHpyM15tYaBrEN1Dd/8I7ths9Xllhti65ETptDL2wDzipPDfhvxBa+MrSe4tZITBc3ct5ekjbdRvjYo5zxx16YoA6OL4ceHYIkhjilVI1CqPNPAHA70V2Gxf7o/KigB1FFFABRTXYqMhS3OMCnUAFFFFABRRRQBnatq9toWj3Op6jIscFujO5HoPT1NecaTP45+Ibtfi8fw5oMgH2dYlBnlXP3snpwP1rb8SW9v4u8a23ha+T/AEGzhXUJk5/fndgIfQZ5NdzFFHBCkUShI0UKqjoAOgoA8zf4K2DBZh4i1pb/ADlrr7QdzD0x0o0y88T/AA/1BLbxRqH9qaBO2yLUCPnt2J4D+3vXTr4sj1DxX/ZWkyRXMdqub0x/MVLcKAe2MZP1Fb2pWEWp6dc2M/8Aq54zGeAcZHXmgCeKWOeJZYnV43GVZTkEetQzahaQX9vZSTqtzcBjFH3YKMk/hXJ/DC01TTPC8mlaqk4lsrqSKN5cHfHn5cEdsVZuUcaprOtwWt5NeWsP2S3jGGBJAYlF7ckZ+lAEHiXxffR6iNB8MWIv9YdSzO5xDbr03OfXPasi4+H3ibxDbifXfGF3BdMn+osFCRIf611PhDw2vhzSdksjXF/ct513cSY3PIev4DoBVzW9ftNEt2aQ+dc7d0drGw8yQd9o70AebXEvjv4bSRXFxdSeJdCGFm+X9/CO5HqK9L8P69YeJdGg1TTpC9vMOMjBUjqCOxFX4ZVubdJQp2SKDtYYOCOhFeZeEN/hr4sa94Zjbbp91GL62hUcRsfvY9KAPUqKKKAEPSo7d5ZIEeaLypCOU3Zx+NS0UAFFFFABRRRQAUU12WNGdyFVQSSewplvcRXVuk8Dh43GVYdCKAJMjOKWm7VLh8fMBjNMkaOENPIwUKvLE8AUAS0VEju0rqYyEABV8j5qWNcFztKkse+c+9AElFR7GWEojkNjAZuaVAwRQ7BmA5OMZ/CgB9QpcRyXEkCk+ZGAWGPXpU1FABRTFDAfM24564xSoGCgM24+uMUAOpMjOM0tNCqHLAckAE0AKCDnBBxwaRSxLblwAeOetAUKTgAZOTjvTqACiiigBAc9KMj1FIqhFCqMADAFIYkIYFR8xyfc/wCRQA+iiigAopgQBy3OTjPNPoAKKKKACiiigAooooA8w8WWPiPTk1+28M2QuptZlU+dHIA9sSoDF8849Kx/CHhvXrLS9I8L3fh1rZILtb281FpFZWIbcAuOcnpSeD9W0TT7rxF4x1nUbpdVjuZUuLPecRx7sLhO/GOauy6smp/FvQNR0LxKtxaX0B8+xRywVVUnJUdM+/egD1uiiigDkbvw5qVxq94yy24tZ7y3u1kdcuNgAZP/AB0EH3NQ6T4NaF7yPVN1wDJOYZvOJBWXqCnY1evPFqWfi2HQpLY7ptojcuF3ZBJIzwQMY9fasWDxfe2ejWtzbWNxfveajLaqs86gqQTjBwPl4NAFx/C2qHwzp1nNcw3F3YXSTKUygljRvlQn1xxmq9/4Rv8AULpPLiitbebT7m2lBk3GNpHDA+/Tn61Na/EFJxFLJpc8VtNbSzRuWGWMWd4x6ccHvS654wY6Hqv2FJYLqHSl1CKVsEYYcD6igDO8RaLcWrfaXgLifU7FUihXcqJE3Ln0yM/gBUd74D1CYpdGOCdpJrky2fmlEEczA4DD0C8j1Nb8Ov6pBJrE93ZLLaWcSPEIZAZJMoDjB4H408eMo5dNuLu00+4uWhvBaeUhXczHHIycY5oAwZfB+swXsgtYrR4H1OG9Vi5DKiLgp747V31s1w6yfaY0QiQhNrZyvYn3rlrj4hWNvawyvaTCR3nQxllG0xfeGc4PtjrU8fjmylulRLW5+z+ZFC85ACpJIMquOp7Z9KAH6Zp+rQ+NtX1G5t4FsbmGKKJkky3yFuSPfcfyrB0/wbqkF/bStb2sONTvLuaVHy7LIjBB7/e/8drfsPGNtfTxR/ZZYzILg5ZlODC21hgHNWPDPieHxNDcTW9vJHDE4VZGZWWTIzxg9uhBoA5Q+CLw+HIbb+z0W+QQwySRXZXckecMp7NyevXNMHgXVHubY3x+127WyQNGkwj8gq2QR6++Oa6vxL4st/DctpFLayzyXO7ywhABK44yeMnPArLuPiCltq09k+iX5ihnS3a5XaUEjjKr1z3oAt+J9CutW1XQ5YrW1nt7OV3m8884KFRgd+tc5/whmswWix2enabEBpkloYd2UZnlDHPqAoP4mt0+PrZxbxwWFzNcyecWgUrlBF94nnB9sVjWXjd28ez20Vy17b31tbtY2iMoKlgxZjnpgDmgCxN4X1yS6hlMFqYbbUftS24kwsqNHsIPoV7dutP13whc3i3Nvp+l2UUC20EFq7PzHtk3tj061a/4SkaZeatLOt7chNThsxDhSIi6pgpg8j5gT35NXL3xklla20kmm3LTzTTReSGXK+VncxOcYwKAKt1oOpXDa8jWlq8N4sAhy/LlQAxb8qz7zwdqckl3dQxwB/7SW8it/M2q6hNu0kdK67QdYGvaVHqC2k9rHLzGs4AZl7Nj3rM1fxrp+kalcWcscrm1iSW5kTGIlY4XPrk+lAGHF4GvhHa+QU0+S0EZhEUxkRvnLMHVuuOx9zV3xLavd+OtDRLTzP8AQ7tDK8RKIXVQuT26Gl0i/wBZ1fx7qe+aWDTNO2xLAuxklLLkMTnOeQa6fVb6XTrBp4bSS6k3KixRkAkswGcnsM5NAHI6D4Dl0KdF8y1u7dvs7SecrbkeJNu5P88VMvgu6bwzqumz3Fsbm+vGuPMSPChS4baR9BW94b12PxFpX2xIvLZJXhkTduAdGKnB7jI61Q17xVLour/Y/sIlj+xSXXm+aF5Q/dwf50ASQ6BeR33nm5gVBem4CJH1TbtC/X3qa00CSKCySa8bNrdSXGIlCrJuLYVh7bv0rHvvG89rNPGtnGdi2jqS/UTHBz7irUfiDVzqVzbS6fCkK35tYZTIRvXy9wbH1wPzoA6Oa3Wa4t5C5DQsXwO+QR/WqdtoNlb2rWxV5omaUsJW3bvMOWB9RXOw6zcieDWbi13yDSpJJYLdixZlccIOh7/pWnFrGqXFhqVxJaLapbNMqmTO4qq5RgMc570AdBHGkUaxooVFACgdgKfWN4XnvLvw9Z3d9OJp54ldiE2gEj0rZoAKKKKACuJu/iXpWn6tqNjeWl7GLAkTziPdGvGRkjpmu2rjB4AtGm8QyajfyXVvrQHnROoUJjoQR6UALp/xJ0W/snnRZ45FkWMwyKA2WGR7cirR8d6OL6CzBmM0oQFdnKO4yiN6McdKy7T4a2kGl/Yvt4lgdsuPsyBZFCkLnHcZzuz1FGmfDeHSNYivLW6jdSkXmmeDfIZIxgMrE/KSOtAELfGbwjExjmuZopVO142iOVYdQfcUVhz/AAHsbi4lnk1+5LyOXY/Z06k5PeigD16iiigBCcdaWoZ2CoCYjL8w+UAH8eamoAKKKKACikJA5NUJtur6efsV/JCrNxPBgng8gEgj8aAMGx8qH4m6qgRjNNYxSFyeAoYgD9e3pW7qiXV1atZ2btC06spuVAIiHfjPXGce9VbzTYG1CG8gJbUbSHYGaQ5ZD1BHQ5x1xmquj+K9AniMCTx6fKCzG1uSInHPJAPUZzyKAJPCfg7SvBunNaaZG+ZG3zTSNl5W9Sa32bYpY5wPQZrEn1/SLA3N9ca5A1vtX90sivsxnJAXLHP49Kr+FPF6eLhd3NlYyx6fFJ5cVzKcef7quM4oA6NAoX5VCjrgDFLilooAK5mHwdanxe/ie9la41AKYrcYASGP0A7nqc+9aE+v2tlcyJfh7OEOscdxNxHIxzwD26d8dasXt7Z2sC3dzfx29vGcl2kUKwI6EmgC6SAMmvLfC5bxD8YNX8Qxo32G3tBbQSjGHIODmq/i/wCJMut3P/CKeCY3vNRvE2teAFUhQ9WBPt36V2/gjwnB4N8NQ6XFI0smTJNIxyWc9TQB0lFFFACdKWmsoZSrAEEYIPelAAGAMAUALRRRQAUUUUAIRkYNAAAwKWigApCARggEHsaWigAooooAKKKKACiiigAooooAKKKTIFAC0UUUAFFFFABRRRQAUUUUANTfg78deMelOoooAKKKKACiiigAooooA8a8SeNrq51S9Hh74fjV0hkeCa+e3yshHDAEA5/OqXwu8TaVeeOJbS58IQ6NrM8JKSRxsAQOow33ePQVe1zQviN4OvpX8G3CX2jySNIlk6oWiLHJHzdRn3q74J0bxprnie38Q+NIo7X7BGyWsEaqCzNwS2M8Y96APV6KKKAM+TRrCa8kupIN0sjK7ZJILLjacdiMdqxovD3h+C9tNOW5f7RBcPfRW5ny25upx6c1l6xr2sW/iPUbW3aZXiktfsVv5WVnVj+85x7t3GNorV8OC1udb1i6SV5ZkuCmHTGwf7JIzj8cUAW4vCWkwx2sYhcpbRSxRhmyNsmdwPr1NV08K6JJHdWHmSys1ktlMDLl1hySo9u+D7VX8Qa9qGm+JrCyUC3024t5S94YTIFlH3VwKoS69d2Eviu4NxuFpbwSQNJEFySrZA455xxzgmgDoLvwtpt7BdQzecUuoo4pgJPvBDlT9f50sXhbToJmki8+MNdC6ZFk+VpAMZx6d8etcYni69Ef9py60fs0+qLBFDHbAiKIDOHyAykj156YHNLHrusapB4UjGrT2d1qaTLOEgXjaOGwy8HPH40AdbF4Q0y3KPGZxKk0k6SlwWVnOXxkYwfpQ3hjSbjUPt4LsJZVmeMSfu5JU+65HqMduK4qz1XxK/iK/wBD1DUkEUTSxruB86ePZ8pUBABzzuz14o0v7Bb+H/B8l7qtzbiyuSH8xiAZCGwrZHNAHaHwdpImimjWeKWJpmjeOUgr5o+fH48+xrQ07R7PTHlktkw8oUO3QvtHU44J65PWuBsPE+t3OrakLjUILVoDcqLZwW2qAPKfYEzjvndznFdN4K1S+1OzvDqAk8+OYdWV0AKqcIwAyM568joaANq+0m11Fm+1BpEaIxGJjlCD3x6+hrObwhpjyTMxnPnXMdy6+ZxvQYXt0rnrrxZc2PjGa2l1ECxXUIrd0kQL5YaPIUcEtlsfMcelU4/EmsJrQg+3yyb7y9ijiaIfMqLmPtzzQBvnwv4cfUWsY7h0v1WSZkSYCQRyn5h0ztJpX8G+GrfVreQD7PeExm3VZdpHldNo+hOfUGud8G6wNW8b2s0t69zdHRcT7owu2TzBleAOR3HtVvx8bhvF3hhba+msm/0hnuIo1YooTnO4EAdsmgDqG8K6a81zK/nM1xdx3j5fjzExtI9vlHHtVHWPCD6lf2kkV/JBbQyTTvGuNzSOPUg/L14I71yMHjXWr5tOYXMNkk1lBJBLO2EuZC2JB905IA4UY5Natp4kv11S+83UlkaPU57WG0KKMqI9yr6k5Ax9aAO10m1ubLS7e2vLkXM8abXmCBd34DgVm6l4P0rVr+e7ukkP2mNY7iNWwkqqcruHtXEQ+M9Wg0Jb6HVoL24keFbiGSIqLMliH3ED5R2wee9egeHru7vdOea8mtZmMzhGtX3Ls7AnAyfpQBV0LRtP03WdYuLTUJri4nkX7RC7qVhIHygAAY4/Sr2taLa67aRW92ZQkUyTr5T7TuU5H1Ge1ef3Wv3UFzrkNnqp81dZtoUkSJC2xtu9ThecDdyeRipY/EesxTWcFzqEsNnLJfRi/eDdllfEQIAH8OSPUjvQB3mj6JaaHFcRWfm7J52ncSOWwzHJxnoM0X2hafqVz595b+a/ktByxA2MckcVxom1yfxXriWmuXJS1s0lt7QQDbLKY+eWHA3Y4B4q1JqGspo+nz3VzcbLp4UXyIsOjYO7zDg4BPoBQB1Eug6XPt82yiYr5eCRz8n3M+uKsDTrMSGQW0W8yeaW2878Yz9ccVyGn3viibw/ZTxxPLcoHFzb3MZjaTDkDa+Rg4x1BGKs+Hl8Ry6mh1d5IPIafzEjjUxTgsPLbdnOQO2OxoA6aM2do8VnGYYmKnyoQQDgdcD0p9tcx3cJlj+6GK8kHkHB6VjatpM9z4p0LU4okaO0MyStnDAOoA+oyKpaV4ev4vD8ujXRWKK4e4eSaGUiSMvIWXbx6HmgDrBjGBjj0pagtbWO1iCrktgBnPVyBjJ96noAKKKKACvHJ/HOq6jpOvNd3WlpDELqNrGbiVdnCgDOSCOST+Fex1ztqularreq276NbFoCsctwyRt52Rkg45496AOKl8b6vp9to+l6Vb2CTXOmwSWySk4d2ZVYfe4Cgk81sW/jS6/4SCDTZLqynD3zWTvCCoQiHd3OSdwxxxz61vp4c8MXGoTSrY2E1yqrG64VjGB0AX+H8MVp/wBlacZfNNjbGTeJN/lLncBgNnHXHegD51v/AI6+LrDULmzEdlKLeVohIYD820kZ+93xRX0EfDOgsSTo1gSeT/o6f4UUAatFFFABUNw0qQs8O0soJw3fjipHDFflbac9cZqvqN/baZp897eSCO3hQvIx7AUAN0u6lvdLtbqaMRSyxK7oDwpI5FXKhtXiltIZIRiJ0DIMY4IyKmoAo6tYf2ppk9iZ5IBMu1nj+8BnkD6jj8alsrK306yhs7WNY4IVCIi9ABSW159qnnRYnVIm2iQ9HPfH0PFWqAI5ZY4I3mlZURRlnPQCsfXND0HUohcarpcF2EXIdod5AGT9a2nVXUqyhlPBBGQaUAAYFAGFonhTQtFinXTtKt7aOdtzALndxjv0+lbMESwx+WiIig/KqLgAVn+ItTOj6FdXoRnZFARRn7xIAzjoMkVowszQRs4AYqCcdM4oAkooqOZpETMSB2yOCccd6AKupadbavZyWd/bLPbEqxRjw5Bzgj6gV5mfhZ4c1HxROJNN1a0tIQki5uCIJGP8KjORg16u7Mq5Vdx9M4rlPiLZatf+GhFodzPb6iJ1eIwnG4gE4PtxQBsaR4a0fQjI+m2EUEkn35AMs31PU1rVheENcHiHwzZ3xP78rsuF7pKvDKfcGt2gAooooAgu0aS0lREDsVICk4B9s9qkjBEagjGB0znFQais76fOttt88odm4ZGfepoTuiUkgnAyR0zQBJRRRQAUUUUAFFFFABVa0vba+SRraZZVjkaJyv8ACynBH4VZrK0XQ7bQ4rtbdnZrq5e5kZznLt1/CgCPUZ9eh1C0FhaWc9m8oWcu5V40x94dia2apwQXkYhE12JdufMPlgb/AE+mKuUAFNfOxsdcHFOpjoJI2RujAg4oA5PwrNcX3gjMt7JFO00ySXLsAykSsCeeAfbpV6aK7ttf02OLVZGhkQh7eVS29UX7wYdDlhnPWrdr4c0yz0h9KjgLWL5zC7Ejnk/meT71pRQxxRoiIFVBtUeg9KAJKKKKAILm5S1RGcMQ8ixjaM8scD8OainjtJr6BJl3TopeMEHgcAn07ireAaMDOe9AENrbJaQ+VGW2AkgE5xU9FFABWVayak2vXqXCBbBUQ2zKB8xOd2fp8uK1aKACimEHzA244x93+tPoAKKKKACioZLmCKeKB5AssufLU9WwMmpqACiiigAooooAKKKKACmvuC/IAT706mSOY42ZULkDIUdTQA+imqSVBIwSOR6U6gCjLqmmw3Zt5bu3S4XaCjONy7umfTNKupaf57QrdQecGKlA4zkDJH5c1wN9olxq/j3xVbRW5i+1WNrGLqQHbgZyV/2hV6Pwff3kPiOO6WK2lu2H2K4R9zLhApb2zjmgDtWu7QqC08JBIAyw6npWVezafqN8+l3lrbzWohW5aVpFI4bj5evbOelc5/wiN/b21heW9r5t9BMrXEE9zuEwCFAQ3QYznFNvvCupi/vpLLTrUQyaSlnCvn7SrB8soPUcHg+1AHUXV/ZwyWwtYbW4a6uVjfDquCFzn3IAHHWrg1DTDJMBc2xe2UtJh1zGO5PpXDWfhvxHHFpSzwwyfZ9XN25eVd6xFCpyR95ssfwArOh8A67bWYiiSBZLOC6iU+bkXzTHgvnoB1waAPS7S/03UJpDZ3NtcSx4DmJ1Yrn1xSXVzpsM0NrdS2yyyt+6ikK5Y+wNcz4U8O3mj65JPJYQWtq2nwQARSA5kX72R/Wq3ibwtqeo6pfT2sMM32tYFimdwrWuxstjvz14oA07PxdYah4yuNDsrM3DQpi4u4ypWMj+Fh19vrWj4g1uz8M6RNdyCLKKzpB5ixmTAyQuepxWZ4c0m/sPFOv3dxp1vb217Krwyo6lmwAMEDpnrWR428L6vq2q3lxa2sOoW91pjWcUEzhVglLZ8zJ9vT0oA6yLVdJuEt3mkto57iETiKQrv24znHXiquleKdE1XSP7YSeGG1WVo1klIXkHHf1rkLH4f6jB4tj1C7aSe2/0dwFnCrGyJtII6kemOuaZL4M8Qrp9pbJa2zQ2F/LMsKThPtKPnBzjC4z3oA786volvKgN7ZRySKGX51BYMeCPqajPiPw/I8qnVbBmhB8wGZcqBwc1yun+Dpo/FWnXNxo9r/Z1tp/kr5k3mPHJv3fjjsfesu2+H982q2t5daRZgR6jdXMmJQd6OvyZ9eccHpQB3j6hZnULO2iitZLZoGuBN5i4jUYwVHcHPUelTQ6los4lmhurKTycSSOjqdmRwSe2a4nT/C+v20GmRy2MH+jaNcWMhE4zvcjbj2+UfnWfbeCvEtlo8dtBY2LTDSoraTfINskiyFjkfQjB9qAO51HxFoel2dvOz27w3tytuGj24LN61Zi1m1ivb62KwwWtkitJP5qhVJ7Efw/jXCx+E/Ei6XM8un2UlyNXS+it/OG3aByCTwOas6p4X8QahqOqXa2lskdxJazGDzRi58v70begOevtQB2Ums6DBDHcSX9gkU+XSQyKA+OpB70o1/QpFixqVi6yMBHiVSCScDHuTXBW3gTVydOF1ZWLxC6u7qWMuCIPMTaiL6gHn61m2Xw51m0fRUttKtLNrdLcXU0VyCshR9zFkPU46EdzQB7IFUHIAye+KMDpiqGlSalJbyf2pbwQyiRlQQuWDJn5Tz0JHatCgAooooAKKKKACiiigAooooAK84s7LX9C8QeKNSt9FMyahdRC3VZQMjGGf2x1r0YkAEk4FcEPivorXUsSWt66B5I7eVY8pcNGPmCn25oA5nwT4T1jw5r9/qt1Y6hPeQCY4DoI7kM2VwepOPXpXovhzxDPrs+pxz6ZLZfYrgQAu2RJ8oJI+mazbX4j6NPpNzqU6XNrBbwxzHzo8FlfhcD1J4rZ0DxBp/iHTXvdOLbEkaORGXayOOoI9aANiivLrj48eFLW5lt5kvVlico6+V0YHBFFAHqNFFFABXK3njTQJPFC+FZc3N1IhMiCLzI09A/oTXTTEiFyHVCFJ3N0Hua5SDR9HttUl8SaQlo15Pj7bcgsVZFxuKhcjd0oA6HTtSs9RhJs3ysZ2lNpUrjjBB6dKsySKskSeYqs54B/iwOQKx7DUbTVppbULJFcGFZfMXA82NtyqysOvTPtkU82g0PT4GjnvZ4LNGBjx50kxYjBJPOc56etAGyAB0GKWq8YlkMcokKockoyYOCOAfTFVb2c2Fs93Aply43Jv4OTjOSeMUAXopUl37DnYxU8d6koJxUSTq8HnKGK4JwByce1AFHWLR76CG3xD5BlVpWk7BSCAB3JIArQ3jKhQSD0I6CqcqQ6tZNb3FvMsUnVXBU8Hg5HQ5AIqza20NnbrBAgSJBgLQBNUF3dwWNrLdXUqxQRKWeRjgKB3NT1FcW8N3bvBcRJLDINro4yGHoRQAsM0dxBHNC4eKRQysOhB6Gs7WLu4tJNP8mGN45LpY5Wd9uxSDyPU5xU91dWGg6TJcTsltZWqZYgfKij2FLYX8GqWUF1ArmCZBKhkjK5B6cHpQBzPgaG8sNQ8SafdWxiRNReaF1XCMknzfL+ddnUaxJG7OAQzdcsar2FxJcxytJJbuVkZQYGJAA7HPf1oAuUVxt9q1+PiLp1gNW06Cy8t91n5m6eZivB29gOa46/+Mlr4Yv5dPnvBrVyL945EihaJoI88BeCHx9RmgD2OkAAGAAB7Vi6V4kt9UDN5TwoXCxs7KQ4IyDweD2IPINa4mjJVRIpLZwAeuOtAElFNZ1TG5gMnAz3NOoAKKKKACiiigAoorL1PTLi9lWW31Ke0dY2jXYAQNxGWweCeOM9OaANSiuBvtR1Pw54r0vTbO6udYe+XE1vPtHlKuAZQwHHAOV7mu+oATIJxkcUtQG2QO0kYCSt1YDr9fWsmDxHCurHStQie0uy2It3KSjsVbpn2PNAF/UNY03Sbfz9Qvre1izjfLIFGfxqxbXdvewLPazxzRN0eNgwP4iuTh8I6A93PLrGm2zStOwgS4mMqkEltyhuhJc5A9qxNG8O3tp8Qpm8NkaZ4fs9qTwhi8VyxHzBV/hZT1OaAPSJLiGGSNJJFR5DtQE8sfQVH9utt4jEylyMhActj6VIIY8qSoZlJKs3JGfSmta273C3DQRmZOFkKjcPoetAErsEQsc4AzwM1n6vrlhoVqtzqMxihZtobYTzjPb6VTTVLuz8StYaiY/s93zYyIuACo+ZGOfvHqPpW3IUWNjIVCY53dMUAR2l5b30AntZkmiboyHIqes3TtIstPuLq6tbcwSXjB5V3fKSBgEDOBwO1aVAGNLrc1tqUdrPpd2I5H2rOi7kUerEfdFawkQsFDDcRuA9qfVK4vo7O8t4Zt+LpyiOcBFYDIH1PbrQA291AaXprXd4jsEYBhChY8tgcD6irwOQDS0UAR7CVdWcndnBHBArPF3c2Mltb3Fs8iSMy+fEdyxgcguTjGfWtSo54VngeJwCrqQQRkUARm4g+0xxll8x1LRk/wAQ74qxXJ+HNel1VooPsUkT200tvM8kDBSFyAUbAHOB0rrKACiiigAooooAKaqKgO0YyST9adRQAVU1KSOHTp5plLRxqWIBwePerdQXQVrWQPgqVwc4x+vFAD4JBNBHKOjqGH4ipKaqqiBVACgYAHQCnUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAhIAyaAc9KR0WRCjqGUjBB6GhEVECKAFAwAOgFADqKKKACiiigAooooAKKKKACiiigAooooAQgEYIyDXDj4Z2MdwxhvJobZHlltrdFG2GSUYds9+vA4ruaKAPO7r4d262N3HqOukW0tpBbLvjVQjRHKOcnnntW/olt9m0e5s7TV7K5vpVZ0khiSNVJGAdik5571N4s8N2HibTI7bUnYW0EyzsoIAfbzhs9q8y8FaDHD4Tu/E2giFNbsmvY41AykilyVVgPTHFAGe37PdzdMbi81wm6lO+bYvG88tjjpnNFd7YfErSbjTrWafUts0kKO6i0fhiASPzooA7+iiigBjlMBXK4bjB7+1c14t8VxeEtMWaSwupFclEa3h8xE46tjoK6K4jjkCCWMOA4K57HsakZQwwwBHoRQB5bofxY8LX3iS1imlSKe5twkUrwGPyiW5iYk9MjIrupX07X01HT5JFvIopFimt1+Vkbg4JyPY1DrPgrw5r4i/tLSbeYxMWRtu0gnryKmtLHStL16byJBFeXkKlod33xH8obHqAQD+FAF2WQ6dppMds7iIBUii+YkZwOv61mXqT3Gkb9Qs5CuFYWlrneHB/vA4I9q6CigCrZ3JuLcu0U0ZViuJVAY478dqxtN1i71TT767tIXCfa2hgDplgFIVmIJHGQ2Oa6IgEEHkGq9rY2tipW1gjiU8EIMD/PJoAlWPbK0m5yWAGCeBj0Hasa41PWLDUoopdLF1YOcNdW8nzoT0zGR09wT9K0tQmW0sri6KM+2PlVOMj2/OjT7SOztQiPM4Y7iZZC7ZPuaAJTdQ5ZRIrOoyUU5Yfh1qaqFvo2m2moS38FlDHdzf6yZVwzfU1foAZJGksbJIiup4KsMg0KqRRhVCoijgDgAU+kIDKQwyD1FAHD+MdMuPE1/bado3ipNPvIG8yeBG3kheRlAR3POevFRr4L8UzkSXvju+Eg4xaW8cSY+mDz710lx4a0qS/fUorG2j1Jhxc+WN2cd/Wr1nOHUwu7NNF8rsy7dx9QPSgDktL+GGkab4rTxK97qN5qa5xJczBhkjGcADtXP/EnTtO8Oy2XimTw1Fqd7FdKTNAGjZechnVeGxjGT3xXrFcz421W80/SIbXTNn9pahcJa228ZCluWbHsoJ/CgCrpnh3S9VibVxpJsn1NRLcQsykMQQVLAcds8fjXQ2OkWGnBRaWscQUYUKuNvrj61agjMVvHGzFmVQCx7nHWpaACiiigAooooAKKKKACobiE3FtJCJJIt6ld8Zwy57g+tPkljhXdI6oCcZY4pWYIpY8ADJoAxdA8PLorXMst1JeXVw4L3Mo+dlAwoPb8sVuUgORkUyZzFDJIELlVLbV6nA6CgCSqWp26z2bZXLRkOuMA5BzwexrmLXxbY2Ou6fpd/LetqurAyJbuBiBeykdBXU6nsGl3ZkMgTym3GNdzYx2Hc0AR6hpljrVj9nv7WOeFhna4zg46g9j7io9C0Oz8PaTFp1kH8mPJ3OcsxJzknuai8L39nqPhuymsHma3WMRKZ0KP8vyncD0ORWxQAUVFcRtLbyRoxVmUgMDjBrltI1p7fxQfD04mMhtxMCY2OW/iO8nGPQAUAdTLFFKFMkavsYOoIBwR0I96cVEsWHT5WHKsM/gaSaFZ4XicsFYYO1iD+YpyKERVGcAYGTmgBelLRRQBWW+tHvXs0uoWukUM8IcF1B7kdQKo66VWC1PktPL9pTyoxKUBbPGSOw6/hWJYeA00/4h3niuPUJna7UrJbv90cY4/+vXS39rJeQosF0YJI5VcOoB6HlTnsRx+NAF2ioBDItw8onch9vyHlVA64+tT0AZN1q72upTQyWrraW9sbiW5PKkDPygdc8VV8N+MNK8VWRutOkk2gFikq4bb2bHPB7Vtz28N1A8E8ayRSKVdGGQw9DWHa2Gl+F7uO10jRWjF9JmQ20YCJgdW9PpQBy/gnXtG17Vtbu4JZzqtlcykxzyMFCNhRgenyjtxmtWXxjquj6o1trugTLZFvkv7HM0ag/wB8YBGO5rYn8O2nnXeo6bBDZarcxbDc+UCTyCNw6HkCrGkyaqyywavFAZEICTQZ2SrgZODyDnPFAE2maxpuswedpt9BdR9zE4OPqOo/Gr1c7J4K0Uak+pWlt9hv3Ugz2rGMknuQOCfrUP8AamuaLOU1O1W/swAEns1zN16unTHuKAOooqmgF6ba7jlnjQZPl/dDZ/vCrE0Mc8ZjlQOhwcGgCSmPIiZDMAcZx3x9KfSYFAADkZpkr7IycrntuOBmpKTAPWgBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEJCgkkADqTXEXXxR0KKzkvLUTXlvDfCyneLGImJwGOTyp9a7cgEYPSvELrwf4ji8L6n4dHh9ZY5NVW5WeOVR5yGTcRjsAvFAHrGravZ20drBPbS3kd+/kqsMYkXB7tz933qrP4a0ifTLnS9KdNKMjK0jaaVicFT3x+XNcDpHh3XrSHSI59FmDWWsySxMJVPk2p/h69D6VofDzwvq2keKb7Ub21ljingdczlS6MZdwUEfeUjnJ5oA7S28K6Za2kNusTssSKgZpCSQBjJ96K3KKACiiigCKaES+XliNjhuO+KlprFhjaucnB56D1pSAykHoRigCF7u2QgPcRKScDLgZPpUNxptvd31peuD5tsWMbKeoYYIPqKwR4J8K2eIpbJHedyymaZ2Zmzu4ye2O1dRHt8pNgwmBt+lAD6KKKACmIW2/Nt3DriqlneT3F7ewy2jwxwOFjlJBEoIySPpUkEbLc3EjSEh2ACcYXA6/j/AEoAskAjBGQaRgSpCnBxwfSnUUAZ2iWV5p+nCC/v3vrjezGZlxwTwAPQVo0UUAFFNTdsG8DdjnHSnUAFU9RsjfWUsCTvbyMPlmj+8h7EU+5mjsLG4uW+5EjSNlsdBk8npXLave6xa2Q8T6JbtqCzW6+Zpxf+HruQjgn+dAHTWnmWtrbQXlyJbgjYZNuPMI74qvfaXDd6xp99NGJDab/LBGSrNgbh6cAj8ag0LxDpfinTjLZzq7ABZ4c4eJiOVYdQa0re0S2tEto3k2IflLOS3XPU0AWaKKKACiiigAooooAKKKKAGSRpKu10Vh6EZp9Q3JbyHCzLC5GFkYZAPbjvWTdabqt4qLDr5g2MN5it1y3qOScUAblFclc+Gb2WeL7V4u1JPmO1Itke7I4HQ+lM1r+0/B/hS8udMmu9XvNwKC8fdtHf7oHA60Aa2o+FNG1XW7LWLu0V76z/ANTLkgrzn8auXCWusWd1ZrcnHMcjQSYZD9R0NZvgvWbrxB4Q0/VLxYluJ490giPy5yRxXlvw6u7lPjn4rtBK4tX8x2jz8pYFcHHrzQB7bBClvCsSZ2juep9zT3DEDYQDnnPpWF4q8YaP4N0+O91edo45X2RqqlmY+wFbcMyXEEc0ZykihlPsaAJKZsTfv2rvxjdjmmW8kksKvLCYnPVCQSPyqagAqJpgsuwqwG0sXx8o9s+tS1zvi6/1iysIF0jR/wC0mnmWKYFsCNCeWI78UAb+9dyrnJYEjFPpkahI1ULtAAGB2p9AFffcNOAI1EQzlmPJ+lTBQpOBjJyaqyXpSdoltbh9sZfeE+UkH7oPrU8LtLCrvGY2IztbqPrQBFfteLaObBInueAolJCjnknFSwGU28ZnVVmKjeFOQD3xSP55kbYUCbOCc53f4UW4nEeLhkZ89UGBQBNRUc00VvE0s0ixxqMszHAFOVg6hlIKkZBHegB1FFFABUP2aD7X9q8sefs8vf325zipqKAKd9plrqIj+0IxMbBkKsVIP4VZLEOBtJBHJ9KfRQBHDKJog6hgDnhhg8GpKa6q64bpkHrXManc69oDy3iE6rZvKWFskR85F2k7VxweR3xQB1NFYPh3xZp3iRJEtxLBdwgedaXCFJY89Mqe3vW9QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUU11DoVboRg806gArw2/8AEfiEePdc0BfEd7CImRLJ1tw6h36CQ9l969xIyMdK4rQfh8NE8VXuutrNzeS3v+ujnjUhsHK8+1AGXYeMLvRL3WW8Q37zpplvbxywxQdZW43Ke+TWjb/FDSZ7aaZrK/iEN3HZuJIsYlY4xnvjjP1rP8R+CHvLnXhp+r7tQ1byXktm2gpGjDkZ9s9fWnx+FLjUdNm0PW9YijuZLpL2z8lEWZSpyWYDhuR1oAhvPjXoljfXFpLp2o+ZBI0TYi7qcH+VFUrr4E6ZeXc1zNr2ptLM7SOcjlicn+dFAHrNFFFADGLDG0A885OOKfTW38bcdec+lOoAo6jCSi3KyiN7cM6lkDDoRyOv5Ypum6rb6lCDC+5woLjaRjP1rO8Z6PqWteHJrbSL+Sx1FCJLeZHK4YdiR2IyKydG8TLBYSxatZa1Hfxw4mEluzCQoArGPbkc9eMdaAOzMiqWByNoyTg4xTwQygjoeax4beTUNOa8R7y1uLhBIkbyHMRxwNvT6g1Y0a7ubrTYjfRCC9CjzoQwOw9unqOaAMDwfq8+rav4nnYzm3gvRBD5jfKAq87R25P48Vc8FyG40OS7aXzGuLud85JwBIygc+mKtaTY/ZJ9VimEKtdXLTqsfDFCqjLe/FWdG0q00PT002yyIYslVJGVBOf55oA0aKKKAGh1LFQw3DqM8inVSZpFv2ZikakBI90n3+5+X1q7QBXuryGyhEs7MFLqg2qW5YgDp7mq2s6vb6HpU2oXW7yYRubaMnHrimxW+ove35u3tpbQshs49nK4HJY/73SotQ0LS7+4E2qxx3S71MUVxgpGw/ug9zQBzHxL1lbP4T395EpxcwKiZbpv9z1rp/C2f+EU0ncVJ+yx524x90elUPG+iReI/Cd3pIieQs0YAjUFl+YcjPHAroLS3W1s4bdPuxRhBxjoMUAcr4m8DpqV4NY0S7fStcQhhPFws2OiyL0I96gsviHaWeqx6J4lt5tI1AqNslzjyZz32OOCM+uK7isbxH4X0jxVppsdXs0nj/hY8Mh9VPUGgDWiljnjWSJ1dGGQynIP40+vKrV9c+FNs0F2k+teHl4huE+/ZrnhXHOVA53AV6FoWu6f4j0qLUdMnE1tIOGAI57jmgDTooooAKKKKACiio2kClgFZiBnAHWgCvqNmb62EIMQ+dW/ex+YODnpkc1Th0aW3N0Le9Nuk03mgQxKCvGCCTnOTzmtcHIyKrz3Qt4BLJFJywXag3HJOBQBhXHhK4ur1bqTxHqgYEYVREAPYfJkfnVseGbYzGSa91GYNndHJctsbIxyBjtVxbi/lht5Es0XeT5qSS4ZF7dAcn2qGFtdN7eCZLFbUOPsxVmLlcc7+2c+lAFnTdMs9I0+KwsIBBbRDCRqSQB+Nea/D+11bSfGHiD+09NuYrGS4LWk88AZ2Z3wcOoyVxj2FdhqFr4ylm/0DU9JhiyD+8tHZvcffxSW+j+KQ2bnxOjjYfljskXD9j3yPagDT1rw/pPiG2S31ewhu4kYOqyD7p9RWiiLFGqIoVFGAB0ArP8A7PupTaNcajMWhQiQRAIJW4+Yj8+Peol8PQfZzbyXmoSxspVg90+TnryDmgDXyM4yM0bhnGRxWbaaFYWdw9zHG7Tuqo0kkjMSF6Dk8U5dGs471byONhOqkZLnDcdx360AXmkRF3M6hfUnimW9zDdRCSCVJEPIZTkUkUWY4zLGiuvZOg+lTBQowAB9KAIXuoo7hYTu3tjGEJHfv07VUOrD7Xc262N4xgQNv8oqj+yscAmtKmsoZSrAEHqDQBi/25ffZUmOg3qszkMjSRAoB/ETuxitb7TFsdtwPljLAc44qGeexEiedJHujJI5+6f6VNGEUyskSqS3zbcZY460AcVdeONdd5zpfgrUbqOCXyn86RYXJxnIU9Vx3rb0rV9Zn06wn1PQ5Lea4BMqRSB/IHUbgcH8BmtGPUQLBbi4t5beRgxFu+DIcZ4ABOTgZwKtQymVNxjdOnDfSgBzxpLGUkRXRhyrDIP1FOACgAAADoBTSWDA5UJjnPWqsV+pmkilUoYxkyEgI305zQBdorF1LxAlizx29lcX0qQ+f5dsUJKeoyeayH8U+ILq/s4tM8KXX2aUgyz3sixBFxnoCTnt0oA67c2/bt+XGd2e/pT65O6Pjm5uylvHolpacgs7yyv7dNuKhj0fxtLfrNceIrCOAceTDZtjGPUvnrQB2VR+dFx+8Tk4HzDk1yY8HauSC/jHVjujKSYEY691+Xg/nWDb/BLQ0kDXOr6zdKrtIiPdbQrsclhtA5NAHpH2u3/57xf99isTUfGvh7TZUhm1ew852KhDcoDnIGOTx1rn7b4MeC7dyz2E0+Rj97cuec9evWr9r8KvBFo7Onh61dmGD5uZB+TE0AeZfErxlpmh+LbTXvDV7ZPrUaFLlYpC6yJno2Bg8Y75r23QdVj1vQbLUo3jcXEKuTGcqCRyPzrK/wCFdeDv+ha0z/wHX/CugtLS3sbZLa0gjggjGEjjUKqj2AoAnooooAKKxb3w+b3V1v8A+1tSh2oEWCGfbEDzztxyee9UhpdpLrrwL4g1M38UQd4BckAKeASuNtAHT0VyttaWQmezi17VTJDP5bB5WJ3kZxkjkfpVmbwutxKsja1q4KkkbLsqOfYcUAdDRXPJ4WVEVRrWsEK4YZuyTkccnuPbpUh0ZbZBG+t6gvmMQu+4GSx5wCRn8BQBu0VzGraPa2umzXF/r2qwW0YDPItyVIA91GaqN4XsVW3Y6/4gIuCBERfSnORkdOn40AdlRXLf8ITB/wBB3XuP+ojJ/jUcHhCzuY/Mg8Ra3KmSNyam7DI6jINAHW0Vm6bZxaJp8dq9/PON2BLeTb3Yntk9fpWj05oAWioEureS2+0pPG0HJ8wMNvHXmo7TUbO+lnjtbhJnt2Cy7DnaSMgZ+hBoAt0VHNNHbwvNM6xxRqWdmOAoHUmqMGvaTdSwx2+oW8rzIHjCODuU9CPyNAGlRVKPVLGW9SzjuUed4jMqqc5QHGcjjrVDWvF2h+HriKDU73yZZvuKI3cn/vkGgDcorNu9c06x0ldUubkR2TBCJSp6MQF4xkdRWgGBxgjkZFADqKiNxCrohmjDvkopYZbHXHrTbm8gs7OW7nlVIIlLO5PAAoAnorml8YQottLdadd2sF1OkMEs2wB93RvvZA781q32t6ZpsSyXl7DCjFQGZupY4X8yaANCisKy8Y+H9Qi8211KORcsOFYH5VDtwR2Ug1HF4ssp9TmtYkdoIreGc3HY+a2FUDr6GgDoaKKKACiiigBrDcpGSMjGR2rwXUPEfjnw54m1K2e9vb3T7S4ETSmNOVl4jxkDkHGfavemJCkqMkDgeteby/E9be9v7fVvDklvBY3CQXEgnWQhm+4QuOR/KgDL1K5v47/VbKTVoBrMWgCWa4SBBKjhhlQ3XBGfp1rnrrU7j+39BubDxEkl7Z6NcNLePApLbUVtnofTP1r2qb+x4tt7dx2UElyu3zJwis4I+6SevHaq0tx4dgtmaIabI0MTqkSNGCQBllHPHv8ArQBU0bxJNe6Hp91K1sZJraORyJR1Kgnt70Vbsb+2lsLaRdLSJXiVhGGj+QEDjg449qKAN6iiigAooooAKyvEeu23hrQrnV7yOV4LYBnES7mwSBwPxrVqKeCK6geCeNZIpFKujDIYHsaAOGs/i54dv9O+22sGpzJt3FY7RmI9RxV3wd4ot9f1LUhbf2k8ZIlVruEIkYPGxcc/geax0+EosftkOi+JtT0ywunLNaQBSq56gE84rrvDXhiy8LacbSzeaQu2+WWZ9zyN3JNAGhOZY5fNiR5WCECPICnkd/Wo7eO7hExuLlHMh/c5TBTOcKcdccVZaUpKQ6bY+MPnqSemK4rxDpnjLTtRm1bQdZiuYHOXsdQwsUKgdVbt0/WgDov7cjsrVF1V4or3OzyoycSP2CZ6k8ce9c9q41IaHfz63qU9ukk6mzhtnEUjf3YyR3J4NJFdeM9dsbW5t7bw8gRwxcyGdXI67SOn861ojLq+qwWWp2tvLJYIs8zxMSiznO0AHrgc/jQBr6ZHGunwRhcNGoDKz72Rscgk9TTNZ1qw0DT/ALdqM3k2wdUL4yAWOBn2yabrN/PpOmvdWmmzX0m8AwQY3HJ5b3xUQuTqz3VjPpUqwqoBe5QbGyMjA746H0oA0LZ4pwbmGYyRyAbcHK49R9c1m3mo6nHq6WsOhtcWpZf9K89VC56nbjPFQ+FrXWbK1uLfVltUSN9tqtt9wRjpx1z9a5TxXe+ONNu2lsbC7vLM3e5VtJFLmPg7SDyBx196ANq+8UapJqMVvollb3ka3YhundmTyk7nJABP0zXY14v4e8B+LNd8YjxF4ju57GwjuDPBp5m3MPRTjjFe0UAFFFFADHRZY2jdQyMMMpGQRXA6t4H1HRpJtQ8CXSWFzM+6ezkP7iX6D+E/SvQaKAOQ8J+Nl1qeTTNUs5NM1mBR5tvLwr9soT94fSuvrC8SeFdN8T2givEZJ4+YbmI7ZIW9VNc8uq+IvBUATXI5Na0uNcnUYF/exjP/AC0T+L6igDvqKz9P1vTNVtYbmxvoJ4puEKOOT6Y9eDUGu+IbTQYYTOHluLh/Lt7eIZeV8E4A/DrQBr0Vx8nirxE1sXt/Bl6ZCPlWWdF/Oq0PiLxzclkXwfFA+0lXmvBtz+FAHbAJGAo2qCeB0yajubq3s4XmuZo4okG5mdsAD1rlI5PiDcWu6W00G3mOcAvI+0+tNi0vxzcW22+1bR95yCq2ZZcfjQB0sGs6bcxGWC+gkQDJKODgZxz+PFT297b3QBhkDg9Dg81yNt4P137PsufFDKzn959ls448jOcA9RV6x8I3VpMHl8TavOoOQjSgL9OBQBv3V2LUxAwzSmRtoESbse59BTHum2wkRyKXfBXjKgZ6+3H61z48A2DPJJNqWryu7FizXjD+VSnwD4cfBmsmmkxgySTOWb6nNAF1PENurhb1rez5cMJbpAy4bC8f7Q5pkni3RI3ETarYCYj7vng/N2HHWmjwV4aDlzo9qzEAFnXcSAMDrV+DSdNjVVTTbZBH8q/uV4A6Y4oAzR4y0cXhtjeB5P4VjgkJP/juKlj14yuskVvcywYwypbMGDfUkfyraWKNTlY1B9QBT6AMu01Oe85/s+6hRm2jzVCleep5PHes26sNWSCXT4pLiaGRQRPHMtu0Z3ZIUhc101FAHJW8fiqxItIrWC5teB591es0oGBnoOcc1Sk8PeJhqUl1DJpm07gqStOwAPXjfj9K7qigDkNP0LxBZ6e8EFzpNizMW/0e1ZgSe53Mcmoh4Z8ViRdniqO3hLEyJb2KKWJ6nJzzXaUUAcddeDtWvIwknjLVV2nKtHHErKfYhcinN4EM1s0Fx4l16UMMMTesM/lXX0UAcZB8M9DjgaKefU7pW6+deyHI9OtTr8NvCaytIdJjdj13szD8ia6ymsyrjccZOB9aAK9lYWmnW0dvaQJDFEuxFUdB6VaoooAKKKKACiiigAooooAKKKjmlWCFpHztUZOBk0ASUUUUAZOoeJNK0u9+yXtz5UvlCY5QkKmcZJA459afFpVsNbk1pJZGmlgWHBf5AoORgfjXL6l4RvNa8TXGpXFxasiTQxrACSDbqCWVx3JLZqvdeDNcu7e7je9txNdXCl5xI4IiVsqoXoMDjFAG1B4Xb+zr/wC1vCdQuZpZVnUECMsMAjnqBWTZfD2ewvrOSHVJnhsrTbHG0jASXHeR8H5hwOKz9c8Kawmis1zrFotxPeDz5JmcRvH0jUAdCDj61dtvC1zLe319Yax5ksl7Ek6F3CJEiqHjHoWx1oAk0bwfNbk2c2rNcNaxFvLDv8s7sWDtzyMbRj2PrWSvhi70fULIXuuxXb2p89EkR3dH8oIGwM4G4E8jvXQaZ4a1bTPF02rzaujWMryK1uc/dIRYgPcbT+dXotI1S08Y3+qQy20tperErrLnfEqAghcdck5596AOZ1X4c3+qaVp9umoqNu2S5S4d5QZNwJYcjtxg8Vo+K9FvdT17Tbew1tbKRbKaM2+1iJAQBu44GKz5/C+r6ymo6bN4mj+2xzo7CEsCqZLDd6E5A44xUUPgfxA9lqIF6kGp/Zo7OG9LN88YJLn2zwAetAG74f8ADmq+GvC2p2I1E391Jue2ZmIbdsA5Y5/iGfasK0+Heq22i6dbWmqCBt0c1zG7uQJMoXIwf4trA/7xq3ffDm7+zTy6bqksOoCzS2tWeZ2WHr5hHu2evaoYvhvqNvcWMtrqjQiAQ+YrSO+4oHJbnuWcfgKAEX4Z3LXGkTz6uZ3tr97u6MrMwkGfkVRn5cVseJ/D2r6hrEWoQavFaWUCEsr7htG0g9Djvnn0rFh+HmqpFocdxeI1tZF572KCV1a6mH3Wz+AyOnWus1Cw1DxH4JksrpFsr65hAdA2VVs52k+hxg/WgDndPs7DUvAS+FdJ1O2luFgBlZ0cLIhb5m5wSDzyDVRvA2uWya2+l6xEt1eR7VWORkEQJQdOQPkTAOM1pSeENbunN3LPYRThI7ZLeJW8r7OpBZSeuTiqGo+Addla9Fle2scd5cgyLucYhEe1V/4CckCgDpUtDJ4Uu9A0u8SW8t4fssr3LNJsZlydxPJ4bNZz+AY1lhltHig8u12+WASHnEflqxOfuqvQe5rnZ/ht4mRryW11iATzkRSPucNcRZX7x/hYKoAI966nwt4Ll0LUrm8udSurhMhLSFp2ZIowAMHPU+9AHNWPhf7B4r0q3/tyzjuNOhjLWiB13RKMsck+pzjP1rp9Vt4dZ1PTNd+2wnRtMaSeTajEyOAQD7gfSq134X1vU9R1e4vZbDE8RisnQNuiTPKn645PWlt/C2u2OgXFvbamjXVx8vkOSLeFSRkJjkYA4NAHLah4ej1rUpjP4isbv+1GEun28qvskj3KdrgHkDaQBx1NWpvh9qWmtLd3HiTydPtbJ445SGLwqQu7vjHDdBn5qtXfgfV7DxVB4hsDbTx2Fl5VnYjICvtIwO23cd2TzxXV+IdO1nV/Cj6daz2sF7cxiK4kkUsiqRh9o9euKAOMfTvDt/qUNtDfxI01ohsf3BAt1xuYZPTeNxIPODU8MHhxvASeG7e9nmh1Kd7eOWI9ZAcsy7j90Ht6VoXfw2jvrue7kvjFK+ni0RYlwiuF2+Zj1xx9Kjsfh1cWVhZ2jalHNFbTNdeX5AXdN/Dg9VX2oA0Na8K29xokDatf3Eq6dGzr5REfRNvGOntTLWDQD4ctb7WYBbR3s0c6xXcgdvMwFTp1OADV+78PX2ueDJNG1bUWW6uU23E8CjoTkhR6Y4psPgu0W606e4vbu6OnkmBZXBUDbtxj2H60AVIbjwVo8wkg+zRyRXn2PKoSVnKBSv1KqBU1l4n8P6vpl5qVlCknlFVKzKIjIwGUALfXir1t4P0O1Z2WyVy939tJkJb99t27/rilvPCGh3zWfm2KBbSUTRqh2ruAABIHXAA60Aa1tP8AaIRJsZD0Kt2P9anoooAKKKKAEOcHAya8Y1DwJ4ivfEes3q6Taw3l5cRz2l8tzkW+3rkYySfSvaK8vsfjRpk99rEF1ZSQR6ckj7w4YsEbGCOxJoA6fxl4bm8R+EJLFDG2oxqskErDgSrg5+hNcbovwz1TTJfEN7dyQ3NxdWri0hQ4RZZU/eEZ6cjH0NXrT4x2V7pwubfRb2V/tC27RqRwzfdwe4NaGo/FLTdN0jT76Wxud16JCIsgbNjFSC3TOR0oAztG8OeIrLQ9PtJbCPzILaONv9I7qoB7e1FdsL7UJAJI7CUo3KnzF6HpRQBsUUUUAUr6G+la3azuY4QkoaVXTdvTuo9D71drmvHPiObwt4Yl1K3SNpRIka+YCVG44yQOcCsew8erBDJdatf6a1pDC0sslukqPncAoCMMnk469SKAO9orl9P+IHhvUtPF7Ff7Iv3gIljZGGzG7IIyMbl/Ok1f4h+GdEF59u1AIbN0jlARjh2GQBxycc8UAdTRWbLq0Mvh2XVrCRJ4vszTwsD8rgKSKXQdQbVtBsb+RQr3EKyMoBABP1oAnu47iQxLC8Yj3HzQ4JLDHGMdOcVxfiLwx4x8SaVLpdxr2n21rOcSm3gYOyd1yT3rW8Ya1q2jR2L6fFbiGWbZc3VwGZIFxwSF55OBnpRP470HT71NOvdQX7YIwZDDE7IGwDjIBA4OQPSgDO0zwlrvhmKWx8O6lZRaYZC8NvcQMxiz1AIPOTk1u+GdEn0axm+23S3eoXMrTXNwqlQ7HoAOwAwB9KjufF2lIs8VvdLJcLB5keFYoxKFlG7GMkDOM9Kz9D8bWmpaXp1297a4e3kkusbshkALbeMYGeaAOmk+2+Q/liAy5OwMTj2zxU0fmeUvm7RLtG7b0z3x7Vzs/j7w3b6ZBqDahutp3KIyRsTx1O3GQB64xWlf+IdK0zRk1e8vEisHClZiCQQ33enPORQBpJu2DfjdjnHSglt4GBtwcnPesC28b+HLuwvL2DU43trNA88gVsIp79OenanDxloMn2MQ6jFI18ge22hiHBOASQOOeOaAN+iuY0nxdbalpkUpntFu1kWO5ieQoEY56ZHPTj1qaPxx4bmtLq6j1aBobR9kzDPyn0x3/CgDoaKxNT8SWNr4Vm123uoZLURF4phlkY9B07ZqKx8U6YxhsrvU7M6gLcTSrGSFAxk4z04ycdcUAdBTVQKWIzljk81gN4ni1Lwxc6t4aRdXeM7Y4kbaJGBAIyR70aV4hme3B1+1i0ieS4aG3ilmBM2OhHufSgDoaQqGUggEHgg1zWjeMdO1Ca+trm9sobu2uJUMAmG4Iv8AEQa0v+Ei0Y3Fvb/2paCa4GYYzKA0g9h3oA5/UPh1ZSXc95o19caNczHc5tlUoWzkNtI4P0xVXw18PLvT9bj1nX9fuNZvYC/2cSKFSIt1I98flWxf+MtKs761T+0tPFqZpIbmV5wPKZVzt/3s9j71oXWv2CBre2vrSS/a2aeCAyjMgwSCB1x7igDWorjT45VtB02+tVtL2a4uYra5SC4BWBm689eMela03iW2kUHSlGqlZxDMtpIrGH3bmgDcorLTW4ItBGr6kjadCELyLc4VoxnvVey8X+H7+ztruDVrYw3UhigZ32eY46qM4yeaANyisqbxJolutwZtWs4xbSCOYtMo8tj0U88HjpU9vq+nXWoS6fBeQyXcSLI8SMCyq3Qke9AF6iiigAooooAKKKKACiiigAooooAKZub5v3Z46cj5qfRQBEQTJGxRuh5z0/xqWiigCMD98W2HoAGz1ps0jK0arC0m48kYwvvzU1FADQW3tkALxg5606iigBDwM0iNuUNgjPY9RTqKACiiigApuxS4fHzAYBp1FABVa9DG0cI0yscYMP3h9Ks0UAFFFFAHEr4U1dG1BUvliF7ezTtLHI26MNgIQD3AB46c1n6dZar4f8R3UMOrW2pXTwtILCSQq+WfORnooU13UWqWU2pXGnR3CG7t1VpYs8qG+6fxqidJ0+TxIus/aXa8WMwJH5o2e4x1zQBieKILbxXLDoyXsca29ypuQHKuJAu5AvY8jJ9qbd+Hdf1oaOmp30UUNvlruO0kZPNcEbWBxn1yPen2fhS+k03U5b+RBqt1PLLE8UzlI9w2qR0wQKy/+EabTL2yLa5ug0i0DtBLfOpa4b+OQ8koSOM9PSgBYPAOqRXSLJqjz2n2mGQpLcPkKjyO2PfLJ+AqGy8G+J9Mt9Rhm1uG4hu508uOSZ1Ij3MzJu65O4cj0q7p/gbUwtq9/q8reTG8qpHcyY89mJDMf4lAKjHH3eAM1l6fpR1HxJp9p/wkEGoNYzLczoXk+bbEqfL/AAn5gT1780AWrvwfq1jruqawrtd2k9s0MdpbOVlHyhV+YnBwB1NX/DQ1LwjocEviG7iFs6gzSSSM0iysQFXuCMY/Gui8VWWp6j4avbTR7hLe+lTbHI5IA555HI471wH/AAgnjG8s9Lt77UbDbbMrsC8kioysCDg/f49TQB6XHqtlLqs2lpcKbyGNZZIu4ViQD+Yq5keorzKH4c61czibVNWRpZbyOW6ktZJI3kiUN8pOe5I4GAKW98E+KprHVY4NUXz76+TDSXUmI7VWyoQADa2OD6+tAHpmR60EgDJOAK4az8O+IrX+2neS3m+23EawxNdS7Y4FADEHqGwCeO/eur1Szmu9EurK2m8mWWBokkPO0lcA0AVrLxNpGoao2nWt4styqlsKDtIHXDdDirkOp2U+oT2EVwjXVuqvLGDyobOCfyrgU0HxrN4CfRY10/TrmJEgheGY72QH523BflJ7YFVrrwB4lnshBDqUEDSFVkcTSb9qx4UlxguQ2T2BzzQB6nkUmQe4rzi/8D+JRd6teWGvy+deQyRxxvOwSLc0eNvB2narc+pqC88E+KY28rSdSFvDDYC3iklvJJHd2bLscjGeSATnt0oA9PrCTxhosmtvpCXRa8R/LZRG2A2M4LYxVzQ9M/sbRLTT/PmnMMYUyzvvdj3JPeua0nwjfW41m8urkrqN7PK8RS4YxqrDCkjA5AoA6LTPEGmaxc3FvYXazS2+PNVf4ckgf+gmtIugbBdc+ma8yPw+16CS4ubTU44r4wKq3KSOGmYRhMODkAD5mB5OT2qT/hWd3az6rfWmpu95cWwhs1ubiWRLcspEjZzkk5OOOKAPSVZWXKkEHuDWDc+KoY9V/s+zsby/aOQR3ElsmUgJ/vH+YHSrHhbRj4e8M6fpTSeY9tCEeQEnc3c888msi28J6jbTazGmtBLHUJJZVjjgxJGz9Tvz2+lAHUwXMFyGaCZJVVirFGBwR2qDVdSttH0u41C7fZBAhdz7CuU0rwLe+HfD72Gja28V1LIJJbh4VIZtwydvOOBj8c11ep6bb6vpdxp16peC4jMcgBwSD6elAGJq/iuTRdE06/vrVIHuplWWN5M+UmCzHI6kKpOKn1fxhp2lRwMqyXbzzRwpHbgM25iQM+gG05+laU2j2N1aRWt3ALmOKMxjzfmJBXac+5FPj0ywimE0dnAsgUKHCDOBnH8z+dAD7S8S8WQxpIvlyGNhIhXkdcZ6j3qzRRQAUUUUAIRkY6V5+Pg/4aM1w8pupRMkilWccFzlmyBknPrXoNeLJqPiu1t/Fes2mt3U8Gmzypa2MkG/cpxht3B457UAdlb/AA3tIEsk/tXUGW0nE6glAGYDC5AHYUx/hhp0umW2nvqN+0EJk3KzKRKHbcwII9e45rhZvHXiK30gOniCxuRLNuidJFEm3y8lNxQJuB5x36VoDxZ4lvdesYjqCWKhrZ4YbkbWuomX5ztCkls+hAFAHq8NgLeCOGGV0ijUIi7ugAwBRXy5qnxa8b2+r3sEGtyeTHO6R/uU+6GIH8PpRQB9YUUUUAZWvaDaeItPSyvTKIlmSYeW2DuU5H4VneJfCVrrMN7cLGXvZLXyYg0hRQysGU5HIIYDmumooA860n4ZRy+GrW01y5lF+ss0s0tpKRv81gWViR83Qc+1a+pfDjQdTsJrSVJ0Wa8a9ZlkyfNYYJ5yMY7V11FAGbaaJZ2Xh5NEgDraJbm3Ubsttxjr61DZ+HrexurOeG4ugtpbfZkhMp8sr6lehb3rYooAy9Z0YazAkTX15ahTkm1k2bx6Hg5FZo8DaQGZlNyNzl8CUgZMQi6d/lHfvXTUUAcongPT45o9t5fC2RFX7N537tmWPywxHrt/DPNQWvw20e009bGK5vxAkUsMYM2SiyY3AHHt+tdlRQBwmu/D5p9Nki0S/ntLt1KCV5MgKVwRjHI46cc1uTeGYrvw3pukXEzbbMwNvUD5jEQeh7HFb9FAHK3HgayuNNlsTczLE6BeFQ8iQyAkEYPJxg8EVFp3gSLR/sB03VLq2NvCIJiiofPQMWAIK8YLNjGOtdfRQByEvgGymkt3a9uSYY4o+cZYRsxBPHU7jVbUvhlpV/pDafHPNEnyFCVVtpUk55HPXvXcUUAYOm+GLfTfB8XhyOaQwpCYvMwN3JJJxjHU1m33gK3v7m5MmoXAtbiQTPAqoP3gTYG3Y3dgcZrsKKAMzQNHh0DQ7TS4HLx20YjDkAFsdzjjNYHjTwPL4tu7ST+0EhjtwP3UkPmAMGB3LyNrcYzzxXZUUAcJF8PZhq0l1PqqTW/mvPHEbZQ29l2/O4OWUenFNT4dSF4fP1dpI2RFu1MOTJsYsoRiSUHOPpXe0UAcTceBJ1jtRp+pRRNFc3E7+faLKr+axJ4PQgHANOT4fW8es2V8l1xaReWgMK7/APV+Xjd2XBJ2jvXaUUAcVp3gFUthFql5HclAqp5FuIQFXdjOOrfN1pfA/gP/AIQp71o75rv7Uy43gjYoz6k5PPsK7SigDC8WaQNY0KSIRySTwss8CxlcmRTleG+U/jxXBx/DLUta8NxQaldJa3AubiYpLEsu3ewIYBSFVxjqOOa9ZooA851H4ZTaib7zNTiRZbwXMMYgJRflKtuG7kndnORyKtW3gLUNM1I3ela99jH2eODYLcNv24yzlicnAwPSu8ooAaoIUBjkgcn1p1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwet+B77WNZu7l7m3WC5kUkLuV1ChApyOpGGx2+bNY/wDwgniWCySS1urZL+EXDxS+c+fMkbhiSMZ29yPwr1SigDmfCsGpabGdMureYxQxK7XU1yZS8jfeUEgEgetc/feCdY1LxcNaeWC3DXYSdEcnzrNQCFb33D9a9GooAwbuz1jVvC+p2Ny9va3twk0UDwMxVFOQjE9c45OKo6LpfiXS9MgtHn0phA0UceyJxiFVw3JP3ieldZRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADHQPGyHOGGDg4NCII41QZwoAGTk0+igBrEhTtAJxwD61yvg/xrZ+KredJfs1tfRTyQvaCcO2FON2ODg/Susrxy1+HXiG21e2hEdottDdXN2bxHwzCVSAhGM8E+tAHqNnNo+oLJHZSWVwIHw6xFW2N7gdDV5ooi6yNGhdBwxAyPxrzj4aeA73w1cPd6osi3iwCAMt1vjkXJOduBj8c13+qWjX+k3lnHJ5bzwvGr/3SQRmgDIk8QeDlkYSapowcEhgZo85796K8vtvh14jtLWG2Phbw/cGFFjMzyndJgY3HjqetFAHudFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVh+Mb+fS/B+qXlqwWeOA+Wx6KTxn8M5oAmm8S6LbiYzalbosEgikLNwrn+HPr7U/Tdf0nV5Wi0+/guXRd7LG2SFzjNcR4isdJ8L/DCMTQJc3UMBa3bYWMlwy/f46nknNU5rY6L4A0TUNHR4ZZoIbW7vFX54oCcufrnvQB6RfatZabPZw3c4jkvJhDACPvuRnFXq8QnutRSx0WXXHu1sYr26ubWR1bzmVVIhU8feJORmpptZ8QNqen22o6nfWssQsVdIo/lwylpGc45JIC/U0Ae00V5He+INXbV9burfUb43dk80UVisB8mOIEKsrnHUfM3v+FZ95rmoWemxxJ4j1GbT52mlF68eyR5FGFhjOO7H05oA9srndV8b+HdEvHtNQ1KOGaMAyDBITPTJHQmrvhyS9k8NafJqIcXjW6mUOMNux3968dub+LU9dv7+yTdNfagtpe6DcRk/alQ7VlQ9iBk+nFAHuTXES2puC37oJvLe2M5qjoWu2HiTSYtT0yUy2spIViuDkHB4+oryiS/1a8tvE11c6jqRdYLqP+zYof3dsAwWPkc5IBPHUZqa2v8AVbLVdA0S2llsdNjsbcRKIir3Ehb5m2gegOQcdc0AeyUV4bpGt+KYdYS4GpaheIGvHhtpYgBIqEhVPHByM59MVL/wlGt2nhye7h1m5u7i8mhW5mki8uKwLZLKpI/D2oA9tqvLe2sM8cEtxEk0n3I2cBm+g71h+BZrifwfYzXN5NeSOGJnlXaWG446gcY715Zex2uu/FxkafUvJivkZSLdjkpwQr/woGXk8dT1oA9xFzAbk24mjMwXcY9w3Y9cUC6tzJJGJ4y8QzIu4ZUe47V5DZ6hZpr3j3xTp4ZbiCAQ2+/cc4HMgz2LenpS+FtTg06z8R+IdSnS5aO3jtV1Dot0wX7oX+I7jjPegD123uIbuBJ7eVJYnGVdDkH8amrmvAFlc6f4H0q3u4xHP5W9kAwF3Etj9a6WgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKw9d1660iWKK20PUNSeUcG2VdqnOMMSRiiigDG/tTxTdaja2lw2m6M91uMMDBrmVlUAtnGFGM+prfspjp1nNb3urJfXcCGWRmCowXkjKjoOOtFFAC6BrUWu6LZagFWJrqISiLfkgH+datFFABRRRQAVV1K8/s/TLq98tpPs8TSbE6ttGcCiigDJ8O+IZtW0eDUdQtobBLor9nH2gNvDdByBg+1boYlyu04Azu7GiigB9FFFABRRRQAUhIAJPQUUUAcdcfErRYYRLBa6tdgtjEGnyn8clQMVXh+J9jcTLFHoHiEuxwB/Z7D+dFFAEl149v4n22/gvxBOv97yFX+bV0ui6hcappqXVzp1xp8jE/uLgrvA9TgnFFFAEup6la6RptxqF7J5dvApd2xnj29TVXw9rJ17SlvjY3Vludl8m5Ta4wSM49+tFFAGtRRRQBFPPFbQvNPIscaKWZmOAAOppYpUmiSWJ1eNwGVlOQQehFFFAElFFFABRRRQAVBd2lvf2ktrdwpNBKu143GQw9DRRQBJHFHDEkcaBUQBVUDgAU+iigAoxRRQAmB6UySGKUKJIkcKdwDKDg+tFFAElRmGIyrKY0MighXKjIz1waKKAJKKKKADFRyRRzRmOWNXQ9VYZB/CiigBwUKAAAAOABQqhRhQAPYUUUAI8aSIyOisjDBUjIIrMvvDmk6i1l9pso3SykMsEYGEVvXaODRRQBrUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNDKWKgjI6j0oooAdRRRQAUUUUAf/Z"
fflg0121	1	{"lines_data": [{"Word": "and to the detector. Simultaneously", "Confidence": 0.7736, "X1": 0.62649, "Y1": 0.0102, "X2": 0.90861, "Y2": 0.01, "X3": 0.90861, "Y3": 0.0258, "X4": 0.62649, "Y4": 0.0258, "page": 0}, {"Word": "fire", "Confidence": 0.94, "X1": 0.95762, "Y1": 0.0092, "X2": 0.98675, "Y2": 0.009, "X3": 0.98543, "Y3": 0.0208, "X4": 0.95629, "Y4": 0.0208, "page": 0}, {"Word": "weigi", "Confidence": 0.687, "X1": 0.96159, "Y1": 0.0232, "X2": 0.99603, "Y2": 0.023, "X3": 0.9947, "Y3": 0.0338, "X4": 0.96026, "Y4": 0.0338, "page": 0}, {"Word": "a second column is being bark", "Confidence": 0.93817, "X1": 0.62914, "Y1": 0.0242, "X2": 0.90861, "Y2": 0.024, "X3": 0.90861, "Y3": 0.0388, "X4": 0.62914, "Y4": 0.0388, "page": 0}, {"Word": "colun", "Confidence": 0.651, "X1": 0.95629, "Y1": 0.0372, "X2": 0.99868, "Y2": 0.037, "X3": 0.99868, "Y3": 0.0478, "X4": 0.95629, "Y4": 0.0478, "page": 0}, {"Word": "flushed with a second carrier sup-", "Confidence": 0.84533, "X1": 0.63046, "Y1": 0.0402, "X2": 0.91126, "Y2": 0.04, "X3": 0.91126, "Y3": 0.0538, "X4": 0.63046, "Y4": 0.0508, "page": 0}, {"Word": "ply. The precolumn in the center", "Confidence": 0.928, "X1": 0.63311, "Y1": 0.0512, "X2": 0.91126, "Y2": 0.051, "X3": 0.91126, "Y3": 0.0668, "X4": 0.63311, "Y4": 0.0658, "page": 0}, {"Word": "25 m", "Confidence": 0.9665, "X1": 0.95629, "Y1": 0.0492, "X2": 0.99868, "Y2": 0.049, "X3": 0.99868, "Y3": 0.0598, "X4": 0.95629, "Y4": 0.0598, "page": 0}, {"Word": "minu", "Confidence": 0.982, "X1": 0.95629, "Y1": 0.0622, "X2": 0.99868, "Y2": 0.062, "X3": 0.99868, "Y3": 0.0738, "X4": 0.95629, "Y4": 0.0738, "page": 0}, {"Word": "is a short boric acid column (1", "Confidence": 0.79657, "X1": 0.63046, "Y1": 0.0652, "X2": 0.90464, "Y2": 0.065, "X3": 0.90464, "Y3": 0.0798, "X4": 0.63046, "Y4": 0.0788, "page": 0}, {"Word": "this", "Confidence": 0.988, "X1": 0.95762, "Y1": 0.0752, "X2": 0.99073, "Y2": 0.075, "X3": 0.9894, "Y3": 0.0858, "X4": 0.95629, "Y4": 0.0858, "page": 0}, {"Word": "for removing methanol which tail :", "Confidence": 0.81533, "X1": 0.63046, "Y1": 0.0782, "X2": 0.91258, "Y2": 0.078, "X3": 0.91258, "Y3": 0.0928, "X4": 0.63046, "Y4": 0.0918, "page": 0}, {"Word": "badly and prevents measurement \u00ab", "Confidence": 0.7696, "X1": 0.63046, "Y1": 0.0922, "X2": 0.91126, "Y2": 0.092, "X3": 0.91126, "Y3": 0.1058, "X4": 0.63046, "Y4": 0.1048, "page": 0}, {"Word": "the c", "Confidence": 0.702, "X1": 0.95894, "Y1": 0.0902, "X2": 0.99868, "Y2": 0.09, "X3": 0.99735, "Y3": 0.0988, "X4": 0.95762, "Y4": 0.0998, "page": 0}, {"Word": "Fr", "Confidence": 0.788, "X1": 0.97086, "Y1": 0.1032, "X2": 0.99735, "Y2": 0.103, "X3": 0.99735, "Y3": 0.1128, "X4": 0.97219, "Y4": 0.1128, "page": 0}, {"Word": "several peaks.", "Confidence": 0.847, "X1": 0.62914, "Y1": 0.1052, "X2": 0.75099, "Y2": 0.105, "X3": 0.75099, "Y3": 0.1188, "X4": 0.62914, "Y4": 0.1188, "page": 0}, {"Word": "are s", "Confidence": 0.962, "X1": 0.95629, "Y1": 0.1172, "X2": 0.99868, "Y2": 0.117, "X3": 0.99735, "Y3": 0.1268, "X4": 0.95629, "Y4": 0.1278, "page": 0}, {"Word": "With a cigarette positioned in", "Confidence": 0.9936, "X1": 0.64636, "Y1": 0.1192, "X2": 0.91126, "Y2": 0.119, "X3": 0.91126, "Y3": 0.1328, "X4": 0.64636, "Y4": 0.1318, "page": 0}, {"Word": "each port only one cigarette is", "Confidence": 0.982, "X1": 0.62781, "Y1": 0.1332, "X2": 0.91391, "Y2": 0.133, "X3": 0.91391, "Y3": 0.1468, "X4": 0.62649, "Y4": 0.1448, "page": 0}, {"Word": "tative", "Confidence": 0.441, "X1": 0.95629, "Y1": 0.1302, "X2": 0.99868, "Y2": 0.13, "X3": 0.99735, "Y3": 0.1398, "X4": 0.95629, "Y4": 0.1408, "page": 0}, {"Word": "aceta", "Confidence": 0.772, "X1": 0.96026, "Y1": 0.1442, "X2": 0.99868, "Y2": 0.144, "X3": 0.99868, "Y3": 0.1548, "X4": 0.95894, "Y4": 0.1548, "page": 0}, {"Word": "lighted during the first puff, and a", "Confidence": 0.96543, "X1": 0.63046, "Y1": 0.1462, "X2": 0.91126, "Y2": 0.146, "X3": 0.91126, "Y3": 0.1598, "X4": 0.63046, "Y4": 0.1578, "page": 0}, {"Word": "hyde", "Confidence": 0.624, "X1": 0.96026, "Y1": 0.1572, "X2": 0.9947, "Y2": 0.157, "X3": 0.99338, "Y3": 0.1678, "X4": 0.96026, "Y4": 0.1678, "page": 0}, {"Word": "blank puff is taken on the other", "Confidence": 0.90657, "X1": 0.63046, "Y1": 0.1602, "X2": 0.91126, "Y2": 0.16, "X3": 0.91126, "Y3": 0.1738, "X4": 0.63046, "Y4": 0.1718, "page": 0}, {"Word": "cigarettes. With each successive", "Confidence": 0.848, "X1": 0.62914, "Y1": 0.1732, "X2": 0.91126, "Y2": 0.173, "X3": 0.91126, "Y3": 0.1868, "X4": 0.62914, "Y4": 0.1858, "page": 0}, {"Word": "Ineth", "Confidence": 0.611, "X1": 0.95762, "Y1": 0.1712, "X2": 0.99603, "Y2": 0.171, "X3": 0.9947, "Y3": 0.1818, "X4": 0.95629, "Y4": 0.1818, "page": 0}, {"Word": "buta", "Confidence": 0.968, "X1": 0.95894, "Y1": 0.1842, "X2": 0.99603, "Y2": 0.184, "X3": 0.9947, "Y3": 0.1948, "X4": 0.95762, "Y4": 0.1948, "page": 0}, {"Word": "puff another cigarette is lighted.", "Confidence": 0.9766, "X1": 0.62914, "Y1": 0.1872, "X2": 0.91258, "Y2": 0.187, "X3": 0.91126, "Y3": 0.2008, "X4": 0.62914, "Y4": 0.1998, "page": 0}, {"Word": "each", "Confidence": 0.983, "X1": 0.95762, "Y1": 0.1982, "X2": 0.9947, "Y2": 0.198, "X3": 0.99338, "Y3": 0.2078, "X4": 0.95762, "Y4": 0.2088, "page": 0}, {"Word": ". ..", "Confidence": 0.84, "X1": 0.61325, "Y1": 0.2102, "X2": 0.61192, "Y2": 0.21, "X3": 0.60265, "Y3": 0.2108, "X4": 0.60265, "Y4": 0.1938, "page": 0}, {"Word": "After the seventh puff a secondary", "Confidence": 0.98617, "X1": 0.63046, "Y1": 0.2012, "X2": 0.91126, "Y2": 0.201, "X3": 0.91126, "Y3": 0.2148, "X4": 0.63046, "Y4": 0.2118, "page": 0}, {"Word": "switch (not shown in Figure 9;", "Confidence": 0.81183, "X1": 0.62649, "Y1": 0.2132, "X2": 0.90993, "Y2": 0.213, "X3": 0.90993, "Y3": 0.2278, "X4": 0.62649, "Y4": 0.2268, "page": 0}, {"Word": "seco", "Confidence": 0.679, "X1": 0.96026, "Y1": 0.2122, "X2": 0.9947, "Y2": 0.212, "X3": 0.99338, "Y3": 0.2218, "X4": 0.96026, "Y4": 0.2218, "page": 0}, {"Word": "show", "Confidence": 0.461, "X1": 0.95629, "Y1": 0.2252, "X2": 0.9947, "Y2": 0.225, "X3": 0.99338, "Y3": 0.2358, "X4": 0.95629, "Y4": 0.2358, "page": 0}, {"Word": "prevents reevacuation of the sys-", "Confidence": 0.917, "X1": 0.62781, "Y1": 0.2272, "X2": 0.91126, "Y2": 0.227, "X3": 0.91126, "Y3": 0.2408, "X4": 0.62781, "Y4": 0.2408, "page": 0}, {"Word": "that", "Confidence": 0.905, "X1": 0.96026, "Y1": 0.2382, "X2": 0.99205, "Y2": 0.238, "X3": 0.99073, "Y3": 0.2478, "X4": 0.96026, "Y4": 0.2478, "page": 0}, {"Word": "tem. The sample loop which is then", "Confidence": 0.98486, "X1": 0.62914, "Y1": 0.2402, "X2": 0.91126, "Y2": 0.24, "X3": 0.91126, "Y3": 0.2538, "X4": 0.62914, "Y4": 0.2528, "page": 0}, {"Word": "filled with vapors of the second", "Confidence": 0.96317, "X1": 0.62781, "Y1": 0.2532, "X2": 0.91126, "Y2": 0.253, "X3": 0.91126, "Y3": 0.2678, "X4": 0.62781, "Y4": 0.2668, "page": 0}, {"Word": "than", "Confidence": 0.983, "X1": 0.95894, "Y1": 0.2522, "X2": 0.9947, "Y2": 0.252, "X3": 0.99338, "Y3": 0.2618, "X4": 0.95762, "Y4": 0.2618, "page": 0}, {"Word": "Ca", "Confidence": 0.995, "X1": 0.97219, "Y1": 0.2632, "X2": 0.99603, "Y2": 0.263, "X3": 0.9947, "Y3": 0.2758, "X4": 0.97219, "Y4": 0.2748, "page": 0}, {"Word": "---", "Confidence": 0.649, "X1": 0.61457, "Y1": 0.2832, "X2": 0.61457, "Y2": 0.283, "X3": 0.60132, "Y3": 0.2828, "X4": 0.60132, "Y4": 0.2138, "page": 0}, {"Word": "through the seventh puff is imme-", "Confidence": 0.962, "X1": 0.62914, "Y1": 0.2662, "X2": 0.91126, "Y2": 0.266, "X3": 0.91126, "Y3": 0.2808, "X4": 0.62914, "Y4": 0.2798, "page": 0}, {"Word": "diately switched to the chromato-", "Confidence": 0.9232, "X1": 0.63046, "Y1": 0.2802, "X2": 0.90993, "Y2": 0.28, "X3": 0.90993, "Y3": 0.2938, "X4": 0.63046, "Y4": 0.2938, "page": 0}, {"Word": "using", "Confidence": 0.881, "X1": 0.95762, "Y1": 0.2782, "X2": 0.99735, "Y2": 0.278, "X3": 0.99603, "Y3": 0.2888, "X4": 0.95762, "Y4": 0.2898, "page": 0}, {"Word": "graph. Such a technique of taking", "Confidence": 0.98883, "X1": 0.62781, "Y1": 0.2932, "X2": 0.91126, "Y2": 0.293, "X3": 0.91126, "Y3": 0.3078, "X4": 0.62781, "Y4": 0.3078, "page": 0}, {"Word": "with", "Confidence": 0.987, "X1": 0.95629, "Y1": 0.2912, "X2": 0.99338, "Y2": 0.291, "X3": 0.99338, "Y3": 0.3018, "X4": 0.95629, "Y4": 0.3028, "page": 0}, {"Word": "Figu", "Confidence": 0.688, "X1": 0.95762, "Y1": 0.3052, "X2": 0.99868, "Y2": 0.305, "X3": 0.99868, "Y3": 0.3158, "X4": 0.95629, "Y4": 0.3148, "page": 0}, {"Word": "--", "Confidence": 0.804, "X1": 0.61457, "Y1": 0.3262, "X2": 0.61325, "Y2": 0.326, "X3": 0.60265, "Y3": 0.3258, "X4": 0.60397, "Y4": 0.2838, "page": 0}, {"Word": "a simultaneously sample puff con-", "Confidence": 0.9742, "X1": 0.62781, "Y1": 0.3082, "X2": 0.90993, "Y2": 0.308, "X3": 0.90993, "Y3": 0.3218, "X4": 0.62781, "Y4": 0.3208, "page": 0}, {"Word": "sisting of sequential puffs from dif-", "Confidence": 0.975, "X1": 0.62914, "Y1": 0.3202, "X2": 0.91126, "Y2": 0.32, "X3": 0.91126, "Y3": 0.3348, "X4": 0.62914, "Y4": 0.3348, "page": 0}, {"Word": "brati", "Confidence": 0.998, "X1": 0.95629, "Y1": 0.3182, "X2": 0.99603, "Y2": 0.318, "X3": 0.99603, "Y3": 0.3288, "X4": 0.95629, "Y4": 0.3288, "page": 0}, {"Word": "ferent cigarettes has the advantage", "Confidence": 0.9874, "X1": 0.62781, "Y1": 0.3342, "X2": 0.91258, "Y2": 0.334, "X3": 0.91258, "Y3": 0.3478, "X4": 0.62781, "Y4": 0.3468, "page": 0}, {"Word": "techt", "Confidence": 0.855, "X1": 0.96026, "Y1": 0.3322, "X2": 0.99603, "Y2": 0.332, "X3": 0.99603, "Y3": 0.3418, "X4": 0.96026, "Y4": 0.3418, "page": 0}, {"Word": "Figure 8. Smoking machine for gas chromatographic analysis.", "Confidence": 0.842, "X1": 0.02119, "Y1": 0.3372, "X2": 0.38808, "Y2": 0.337, "X3": 0.38808, "Y3": 0.3518, "X4": 0.02119, "Y4": 0.3508, "page": 0}, {"Word": "vious", "Confidence": 0.618, "X1": 0.95762, "Y1": 0.3462, "X2": 0.99868, "Y2": 0.346, "X3": 0.99868, "Y3": 0.3568, "X4": 0.95762, "Y4": 0.3548, "page": 0}, {"Word": "of averaging the smoke vapor yield", "Confidence": 0.87083, "X1": 0.62781, "Y1": 0.3472, "X2": 0.91126, "Y2": 0.347, "X3": 0.91126, "Y3": 0.3608, "X4": 0.62781, "Y4": 0.3608, "page": 0}, {"Word": "over the length of the cigarette", "Confidence": 0.98967, "X1": 0.62914, "Y1": 0.3602, "X2": 0.91258, "Y2": 0.36, "X3": 0.91258, "Y3": 0.3748, "X4": 0.62914, "Y4": 0.3748, "page": 0}, {"Word": "Ind", "Confidence": 0.64, "X1": 0.97351, "Y1": 0.3592, "X2": 0.99735, "Y2": 0.359, "X3": 0.99603, "Y3": 0.3688, "X4": 0.97219, "Y4": 0.3678, "page": 0}, {"Word": "with", "Confidence": 0.988, "X1": 0.96159, "Y1": 0.3722, "X2": 0.99338, "Y2": 0.372, "X3": 0.99205, "Y3": 0.3838, "X4": 0.96026, "Y4": 0.3828, "page": 0}, {"Word": "while still providing a fresh smoke", "Confidence": 0.92017, "X1": 0.62781, "Y1": 0.3752, "X2": 0.91126, "Y2": 0.375, "X3": 0.91126, "Y3": 0.3888, "X4": 0.62781, "Y4": 0.3878, "page": 0}, {"Word": "rette", "Confidence": 0.997, "X1": 0.95762, "Y1": 0.3872, "X2": 0.99603, "Y2": 0.387, "X3": 0.99603, "Y3": 0.3978, "X4": 0.95629, "Y4": 0.3978, "page": 0}, {"Word": "sample for analysis.", "Confidence": 0.99667, "X1": 0.63046, "Y1": 0.3882, "X2": 0.79205, "Y2": 0.388, "X3": 0.79205, "Y3": 0.4018, "X4": 0.63046, "Y4": 0.4018, "page": 0}, {"Word": "A typical chromatogram of the", "Confidence": 0.9906, "X1": 0.64636, "Y1": 0.4012, "X2": 0.91126, "Y2": 0.401, "X3": 0.91126, "Y3": 0.4148, "X4": 0.64636, "Y4": 0.4148, "page": 0}, {"Word": "sum", "Confidence": 0.887, "X1": 0.95762, "Y1": 0.4002, "X2": 0.99603, "Y2": 0.4, "X3": 0.9947, "Y3": 0.4108, "X4": 0.95762, "Y4": 0.4108, "page": 0}, {"Word": "SAMPLE LOOP", "Confidence": 0.992, "X1": 0.37351, "Y1": 0.4062, "X2": 0.46623, "Y2": 0.406, "X3": 0.46623, "Y3": 0.4188, "X4": 0.37351, "Y4": 0.4188, "page": 0}, {"Word": "devia", "Confidence": 0.668, "X1": 0.95762, "Y1": 0.4122, "X2": 0.99735, "Y2": 0.412, "X3": 0.99735, "Y3": 0.4228, "X4": 0.95762, "Y4": 0.4238, "page": 0}, {"Word": "TO VACUUM", "Confidence": 0.945, "X1": 0.12583, "Y1": 0.4222, "X2": 0.20397, "Y2": 0.422, "X3": 0.20397, "Y3": 0.4338, "X4": 0.12583, "Y4": 0.4348, "page": 0}, {"Word": "THREE WAY", "Confidence": 0.9965, "X1": 0.23179, "Y1": 0.4232, "X2": 0.30728, "Y2": 0.423, "X3": 0.30728, "Y3": 0.4348, "X4": 0.23179, "Y4": 0.4338, "page": 0}, {"Word": "000", "Confidence": 0.743, "X1": 0.38543, "Y1": 0.4162, "X2": 0.43709, "Y2": 0.416, "X3": 0.43841, "Y3": 0.4298, "X4": 0.38675, "Y4": 0.4328, "page": 0}, {"Word": "vapor phase of cigarette smoke is", "Confidence": 0.995, "X1": 0.62914, "Y1": 0.4152, "X2": 0.91126, "Y2": 0.415, "X3": 0.91258, "Y3": 0.4288, "X4": 0.62914, "Y4": 0.4298, "page": 0}, {"Word": "peate", "Confidence": 0.885, "X1": 0.95629, "Y1": 0.4272, "X2": 0.99603, "Y2": 0.427, "X3": 0.9947, "Y3": 0.4378, "X4": 0.95497, "Y4": 0.4378, "page": 0}, {"Word": "SOLENOID", "Confidence": 0.35, "X1": 0.24238, "Y1": 0.4322, "X2": 0.30464, "Y2": 0.432, "X3": 0.30464, "Y3": 0.4428, "X4": 0.24238, "Y4": 0.4438, "page": 0}, {"Word": "shown in Figure 10. This chromato-", "Confidence": 0.9785, "X1": 0.62649, "Y1": 0.4282, "X2": 0.90993, "Y2": 0.428, "X3": 0.90993, "Y3": 0.4418, "X4": 0.62649, "Y4": 0.4418, "page": 0}, {"Word": "gram was obtained on a 20 foot.", "Confidence": 0.94314, "X1": 0.62914, "Y1": 0.4422, "X2": 0.90993, "Y2": 0.442, "X3": 0.90993, "Y3": 0.4558, "X4": 0.62914, "Y4": 0.4558, "page": 0}, {"Word": "cate", "Confidence": 0.9, "X1": 0.95762, "Y1": 0.4402, "X2": 0.99603, "Y2": 0.44, "X3": 0.9947, "Y3": 0.4508, "X4": 0.95762, "Y4": 0.4508, "page": 0}, {"Word": "order", "Confidence": 0.996, "X1": 0.95629, "Y1": 0.4542, "X2": 0.99868, "Y2": 0.454, "X3": 0.99868, "Y3": 0.4648, "X4": 0.95629, "Y4": 0.4648, "page": 0}, {"Word": "R", "Confidence": 0.994, "X1": 0.27815, "Y1": 0.4642, "X2": 0.29669, "Y2": 0.464, "X3": 0.29536, "Y3": 0.4758, "X4": 0.27815, "Y4": 0.4758, "page": 0}, {"Word": "1% inch (wall thickness, 0.020 inch)", "Confidence": 0.84267, "X1": 0.62649, "Y1": 0.4552, "X2": 0.90728, "Y2": 0.455, "X3": 0.90728, "Y3": 0.4688, "X4": 0.62649, "Y4": 0.4688, "page": 0}, {"Word": "up t", "Confidence": 0.996, "X1": 0.95894, "Y1": 0.4662, "X2": 0.99603, "Y2": 0.466, "X3": 0.99603, "Y3": 0.4778, "X4": 0.95894, "Y4": 0.4778, "page": 0}, {"Word": "stainless steel column packed with", "Confidence": 0.9936, "X1": 0.62649, "Y1": 0.4692, "X2": 0.90861, "Y2": 0.469, "X3": 0.90861, "Y3": 0.4828, "X4": 0.62649, "Y4": 0.4828, "page": 0}, {"Word": "SIX PORT SAMPLE", "Confidence": 0.81467, "X1": 0.4702, "Y1": 0.4802, "X2": 0.58808, "Y2": 0.48, "X3": 0.5894, "Y3": 0.4938, "X4": 0.4702, "Y4": 0.4938, "page": 0}, {"Word": "100-120 mesh Johns-Manville C ..", "Confidence": 0.7968, "X1": 0.62781, "Y1": 0.4822, "X2": 0.90993, "Y2": 0.482, "X3": 0.90993, "Y3": 0.4968, "X4": 0.62781, "Y4": 0.4968, "page": 0}, {"Word": "mino", "Confidence": 0.982, "X1": 0.95497, "Y1": 0.4812, "X2": 0.9947, "Y2": 0.481, "X3": 0.9947, "Y3": 0.4908, "X4": 0.95497, "Y4": 0.4908, "page": 0}, {"Word": "VALVE", "Confidence": 0.79, "X1": 0.50993, "Y1": 0.4902, "X2": 0.55762, "Y2": 0.49, "X3": 0.55762, "Y3": 0.5008, "X4": 0.50993, "Y4": 0.5018, "page": 0}, {"Word": "Summ", "Confidence": 0.986, "X1": 0.95629, "Y1": 0.5092, "X2": 0.99603, "Y2": 0.509, "X3": 0.99735, "Y3": 0.5208, "X4": 0.95497, "Y4": 0.5208, "page": 0}, {"Word": "CRITICAL FLOW", "Confidence": 0.9635, "X1": 0.07285, "Y1": 0.5172, "X2": 0.16424, "Y2": 0.517, "X3": 0.16424, "Y3": 0.5288, "X4": 0.07152, "Y4": 0.5288, "page": 0}, {"Word": "ORIFICE", "Confidence": 0.944, "X1": 0.09007, "Y1": 0.5272, "X2": 0.14172, "Y2": 0.527, "X3": 0.14172, "Y3": 0.5368, "X4": 0.09007, "Y4": 0.5368, "page": 0}, {"Word": "Th", "Confidence": 0.997, "X1": 0.97219, "Y1": 0.5272, "X2": 0.9947, "Y2": 0.527, "X3": 0.9947, "Y3": 0.5398, "X4": 0.97219, "Y4": 0.5398, "page": 0}, {"Word": "DETECTOR RESPONSE", "Confidence": 0.973, "X1": 0.70861, "Y1": 0.5422, "X2": 0.83709, "Y2": 0.542, "X3": 0.83841, "Y3": 0.5538, "X4": 0.70861, "Y4": 0.5558, "page": 0}, {"Word": "syste", "Confidence": 0.955, "X1": 0.95629, "Y1": 0.5412, "X2": 0.99735, "Y2": 0.541, "X3": 0.99735, "Y3": 0.5518, "X4": 0.95629, "Y4": 0.5528, "page": 0}, {"Word": "direc", "Confidence": 0.675, "X1": 0.95762, "Y1": 0.5542, "X2": 0.99868, "Y2": 0.554, "X3": 0.99735, "Y3": 0.5648, "X4": 0.95762, "Y4": 0.5658, "page": 0}, {"Word": "smok", "Confidence": 0.793, "X1": 0.95762, "Y1": 0.5682, "X2": 0.99603, "Y2": 0.568, "X3": 0.9947, "Y3": 0.5778, "X4": 0.95762, "Y4": 0.5788, "page": 0}, {"Word": "FOUR WAY", "Confidence": 0.984, "X1": 0.50861, "Y1": 0.5732, "X2": 0.57483, "Y2": 0.573, "X3": 0.57483, "Y3": 0.5868, "X4": 0.50861, "Y4": 0.5868, "page": 0}, {"Word": "100 m", "Confidence": 0.653, "X1": 0.88079, "Y1": 0.5822, "X2": 0.87947, "Y2": 0.582, "X3": 0.86887, "Y3": 0.5808, "X4": 0.86887, "Y4": 0.5508, "page": 0}, {"Word": "VALVE", "Confidence": 0.941, "X1": 0.51921, "Y1": 0.5802, "X2": 0.57351, "Y2": 0.58, "X3": 0.57483, "Y3": 0.5928, "X4": 0.51921, "Y4": 0.5958, "page": 0}, {"Word": "with", "Confidence": 0.989, "X1": 0.95629, "Y1": 0.5802, "X2": 0.9947, "Y2": 0.58, "X3": 0.9947, "Y3": 0.5928, "X4": 0.95497, "Y4": 0.5918, "page": 0}, {"Word": "CAMBRIDGE", "Confidence": 0.673, "X1": 0.15629, "Y1": 0.5952, "X2": 0.22649, "Y2": 0.595, "X3": 0.22649, "Y3": 0.6058, "X4": 0.15497, "Y4": 0.6058, "page": 0}, {"Word": "tior", "Confidence": 0.965, "X1": 0.95629, "Y1": 0.5942, "X2": 0.98543, "Y2": 0.594, "X3": 0.98411, "Y3": 0.6048, "X4": 0.95629, "Y4": 0.6048, "page": 0}, {"Word": "FILTER", "Confidence": 0.981, "X1": 0.16954, "Y1": 0.6062, "X2": 0.21589, "Y2": 0.606, "X3": 0.21589, "Y3": 0.6158, "X4": 0.16954, "Y4": 0.6158, "page": 0}, {"Word": "signe", "Confidence": 0.997, "X1": 0.95762, "Y1": 0.6082, "X2": 0.99868, "Y2": 0.608, "X3": 0.99868, "Y3": 0.6198, "X4": 0.95762, "Y4": 0.6198, "page": 0}, {"Word": "read", "Confidence": 0.981, "X1": 0.95629, "Y1": 0.6212, "X2": 0.99603, "Y2": 0.621, "X3": 0.99603, "Y3": 0.6328, "X4": 0.95497, "Y4": 0.6328, "page": 0}, {"Word": "C2", "Confidence": 0.991, "X1": 0.18411, "Y1": 0.6322, "X2": 0.2053, "Y2": 0.632, "X3": 0.20397, "Y3": 0.6428, "X4": 0.18278, "Y4": 0.6428, "page": 0}, {"Word": "Loo", "Confidence": 0.191, "X1": 0.42781, "Y1": 0.6262, "X2": 0.47815, "Y2": 0.626, "X3": 0.47815, "Y3": 0.6408, "X4": 0.43046, "Y4": 0.6408, "page": 0}, {"Word": "bubb", "Confidence": 0.988, "X1": 0.95629, "Y1": 0.6332, "X2": 0.99603, "Y2": 0.633, "X3": 0.99603, "Y3": 0.6448, "X4": 0.95497, "Y4": 0.6448, "page": 0}, {"Word": "CALIBRATION LOOP", "Confidence": 0.9665, "X1": 0.42649, "Y1": 0.6392, "X2": 0.54702, "Y2": 0.639, "X3": 0.54702, "Y3": 0.6498, "X4": 0.42649, "Y4": 0.6498, "page": 0}, {"Word": "WITH INJECTION", "Confidence": 0.954, "X1": 0.43974, "Y1": 0.6462, "X2": 0.54834, "Y2": 0.646, "X3": 0.54834, "Y3": 0.6568, "X4": 0.43974, "Y4": 0.6588, "page": 0}, {"Word": "TWO FOUR WAY", "Confidence": 0.99467, "X1": 0.06358, "Y1": 0.6522, "X2": 0.16291, "Y2": 0.652, "X3": 0.16291, "Y3": 0.6648, "X4": 0.06358, "Y4": 0.6648, "page": 0}, {"Word": "PORT", "Confidence": 0.98, "X1": 0.4702, "Y1": 0.6572, "X2": 0.50861, "Y2": 0.657, "X3": 0.50861, "Y3": 0.6658, "X4": 0.47152, "Y4": 0.6668, "page": 0}, {"Word": "vapo", "Confidence": 0.963, "X1": 0.95762, "Y1": 0.6482, "X2": 0.99868, "Y2": 0.648, "X3": 0.99868, "Y3": 0.6588, "X4": 0.95762, "Y4": 0.6598, "page": 0}, {"Word": "VALVES IN", "Confidence": 0.8745, "X1": 0.08212, "Y1": 0.6652, "X2": 0.14702, "Y2": 0.665, "X3": 0.14702, "Y3": 0.6758, "X4": 0.08212, "Y4": 0.6748, "page": 0}, {"Word": "colle", "Confidence": 0.994, "X1": 0.95762, "Y1": 0.6612, "X2": 0.99868, "Y2": 0.661, "X3": 0.99868, "Y3": 0.6728, "X4": 0.95762, "Y4": 0.6728, "page": 0}, {"Word": "TANDEM", "Confidence": 0.662, "X1": 0.08344, "Y1": 0.6762, "X2": 0.13642, "Y2": 0.676, "X3": 0.13642, "Y3": 0.6858, "X4": 0.08344, "Y4": 0.6868, "page": 0}, {"Word": "third", "Confidence": 0.995, "X1": 0.95762, "Y1": 0.6732, "X2": 0.99735, "Y2": 0.673, "X3": 0.99735, "Y3": 0.6848, "X4": 0.95762, "Y4": 0.6858, "page": 0}, {"Word": "ous 8", "Confidence": 0.483, "X1": 0.95629, "Y1": 0.6892, "X2": 0.99868, "Y2": 0.689, "X3": 0.99868, "Y3": 0.6988, "X4": 0.95629, "Y4": 0.6998, "page": 0}, {"Word": "seco", "Confidence": 0.983, "X1": 0.95762, "Y1": 0.7022, "X2": 0.99603, "Y2": 0.702, "X3": 0.99603, "Y3": 0.7118, "X4": 0.95629, "Y4": 0.7128, "page": 0}, {"Word": "from", "Confidence": 0.988, "X1": 0.95894, "Y1": 0.7152, "X2": 0.99868, "Y2": 0.715, "X3": 0.99868, "Y3": 0.7258, "X4": 0.95762, "Y4": 0.7248, "page": 0}, {"Word": "in g", "Confidence": 0.774, "X1": 0.96026, "Y1": 0.7282, "X2": 0.99603, "Y2": 0.728, "X3": 0.9947, "Y3": 0.7388, "X4": 0.95894, "Y4": 0.7388, "page": 0}, {"Word": "THE , MEN", "Confidence": 0.513, "X1": 0.66755, "Y1": 0.7522, "X2": 0.66755, "Y2": 0.752, "X3": 0.64636, "Y3": 0.7528, "X4": 0.64503, "Y4": 0.7048, "page": 0}, {"Word": "30", "Confidence": 0.744, "X1": 0.6755, "Y1": 0.7532, "X2": 0.67682, "Y2": 0.753, "X3": 0.65828, "Y3": 0.7528, "X4": 0.65695, "Y4": 0.7328, "page": 0}, {"Word": "02", "Confidence": 0.596, "X1": 0.6596, "Y1": 0.7722, "X2": 0.6596, "Y2": 0.772, "X3": 0.67682, "Y3": 0.7718, "X4": 0.67682, "Y4": 0.7928, "page": 0}, {"Word": "PRE COLUMN", "Confidence": 0.949, "X1": 0.38543, "Y1": 0.7682, "X2": 0.47947, "Y2": 0.768, "X3": 0.47947, "Y3": 0.7818, "X4": 0.38543, "Y4": 0.7838, "page": 0}, {"Word": "V", "Confidence": 0.904, "X1": 0.22384, "Y1": 0.7822, "X2": 0.24768, "Y2": 0.782, "X3": 0.24768, "Y3": 0.7958, "X4": 0.22384, "Y4": 0.7948, "page": 0}, {"Word": "1. B", "Confidence": 0.852, "X1": 0.96556, "Y1": 0.7792, "X2": 0.99868, "Y2": 0.779, "X3": 0.99868, "Y3": 0.7918, "X4": 0.96556, "Y4": 0.7908, "page": 0}, {"Word": "DETECTOR", "Confidence": 0.95, "X1": 0.08477, "Y1": 0.7942, "X2": 0.15364, "Y2": 0.794, "X3": 0.15364, "Y3": 0.8058, "X4": 0.08477, "Y4": 0.8068, "page": 0}, {"Word": "OVEN", "Confidence": 0.903, "X1": 0.41589, "Y1": 0.7892, "X2": 0.44901, "Y2": 0.789, "X3": 0.44901, "Y3": 0.8008, "X4": 0.41722, "Y4": 0.8018, "page": 0}, {"Word": "CI", "Confidence": 0.815, "X1": 0.05298, "Y1": 0.8192, "X2": 0.06887, "Y2": 0.819, "X3": 0.0702, "Y3": 0.8298, "X4": 0.0543, "Y4": 0.8308, "page": 0}, {"Word": "CARRIER", "Confidence": 0.952, "X1": 0.08609, "Y1": 0.8182, "X2": 0.1404, "Y2": 0.818, "X3": 0.14172, "Y3": 0.8288, "X4": 0.08609, "Y4": 0.8298, "page": 0}, {"Word": "C2", "Confidence": 0.9, "X1": 0.05298, "Y1": 0.8382, "X2": 0.07152, "Y2": 0.838, "X3": 0.07152, "Y3": 0.8498, "X4": 0.05298, "Y4": 0.8498, "page": 0}, {"Word": "BACK FLUSH CARRIER", "Confidence": 0.98533, "X1": 0.08742, "Y1": 0.8382, "X2": 0.23179, "Y2": 0.838, "X3": 0.23179, "Y3": 0.8508, "X4": 0.08742, "Y4": 0.8518, "page": 0}, {"Word": "VENT", "Confidence": 0.987, "X1": 0.08609, "Y1": 0.8622, "X2": 0.12715, "Y2": 0.862, "X3": 0.12583, "Y3": 0.8728, "X4": 0.08477, "Y4": 0.8738, "page": 0}, {"Word": "2", "Confidence": 0.688, "X1": 0.71126, "Y1": 0.8582, "X2": 0.73377, "Y2": 0.858, "X3": 0.73377, "Y3": 0.8688, "X4": 0.71126, "Y4": 0.8688, "page": 0}, {"Word": "2.", "Confidence": 0.744, "X1": 0.96556, "Y1": 0.8762, "X2": 0.98278, "Y2": 0.876, "X3": 0.98278, "Y3": 0.8868, "X4": 0.96556, "Y4": 0.8858, "page": 0}, {"Word": "113 cc RESERVOIRS", "Confidence": 0.54967, "X1": 0.08742, "Y1": 0.8812, "X2": 0.21192, "Y2": 0.881, "X3": 0.21192, "Y3": 0.8928, "X4": 0.08742, "Y4": 0.8938, "page": 0}, {"Word": "01561834", "Confidence": 0.994, "X1": 0.57351, "Y1": 0.8902, "X2": 0.56556, "Y2": 0.89, "X3": 0.54172, "Y3": 0.8888, "X4": 0.54834, "Y4": 0.7888, "page": 0}, {"Word": "TEMP PROGRAMMED", "Confidence": 0.9025, "X1": 0.2596, "Y1": 0.9132, "X2": 0.4, "Y2": 0.913, "X3": 0.4, "Y3": 0.9238, "X4": 0.2596, "Y4": 0.9248, "page": 0}, {"Word": "OVEN", "Confidence": 0.674, "X1": 0.31391, "Y1": 0.9252, "X2": 0.35762, "Y2": 0.925, "X3": 0.35762, "Y3": 0.9348, "X4": 0.31391, "Y4": 0.9358, "page": 0}, {"Word": "Figure 10. Chromatogram of the smoke vapor", "Confidence": 0.84214, "X1": 0.62384, "Y1": 0.9392, "X2": 0.90993, "Y2": 0.939, "X3": 0.90993, "Y3": 0.9508, "X4": 0.62384, "Y4": 0.9518, "page": 0}, {"Word": "phase. 85 mm blended cigarette with 20 mm", "Confidence": 0.91363, "X1": 0.62517, "Y1": 0.9502, "X2": 0.90993, "Y2": 0.95, "X3": 0.90993, "Y3": 0.9608, "X4": 0.62517, "Y4": 0.9628, "page": 0}, {"Word": "Figure 9. Smoking machine for gas chromatographie analysis, Diagram.", "Confidence": 0.799, "X1": 0.01589, "Y1": 0.9602, "X2": 0.46623, "Y2": 0.96, "X3": 0.46623, "Y3": 0.9748, "X4": 0.01589, "Y4": 0.9738, "page": 0}, {"Word": "cellulose acetato-activated carbon filter.", "Confidence": 0.80975, "X1": 0.62384, "Y1": 0.9612, "X2": 0.87815, "Y2": 0.961, "X3": 0.87815, "Y3": 0.9728, "X4": 0.62384, "Y4": 0.9728, "page": 0}], "words_data": [{"Word": "and", "Confidence": 0.998, "X1": 0.63046, "Y1": 0.0112, "X2": 0.6596, "Y2": 0.011, "X3": 0.6596, "Y3": 0.0258, "X4": 0.62914, "Y4": 0.0248, "page": 0, "Index": 0}, {"Word": "to", "Confidence": 0.998, "X1": 0.6649, "Y1": 0.0102, "X2": 0.68212, "Y2": 0.01, "X3": 0.68079, "Y3": 0.0258, "X4": 0.66358, "Y4": 0.0258, "page": 0, "Index": 1}, {"Word": "the", "Confidence": 0.998, "X1": 0.68609, "Y1": 0.0102, "X2": 0.71391, "Y2": 0.01, "X3": 0.71258, "Y3": 0.0258, "X4": 0.68477, "Y4": 0.0258, "page": 0, "Index": 2}, {"Word": "detector.", "Confidence": 0.765, "X1": 0.71788, "Y1": 0.0102, "X2": 0.7894, "Y2": 0.01, "X3": 0.78808, "Y3": 0.0268, "X4": 0.71656, "Y4": 0.0258, "page": 0, "Index": 3}, {"Word": "Simultaneously", "Confidence": 0.109, "X1": 0.79338, "Y1": 0.0122, "X2": 0.90861, "Y2": 0.012, "X3": 0.90861, "Y3": 0.0258, "X4": 0.79205, "Y4": 0.0268, "page": 0, "Index": 4}, {"Word": "fire", "Confidence": 0.94, "X1": 0.95762, "Y1": 0.0082, "X2": 0.98411, "Y2": 0.008, "X3": 0.98411, "Y3": 0.0208, "X4": 0.95629, "Y4": 0.0198, "page": 0, "Index": 5}, {"Word": "weigi", "Confidence": 0.687, "X1": 0.96026, "Y1": 0.0232, "X2": 0.9947, "Y2": 0.023, "X3": 0.9947, "Y3": 0.0338, "X4": 0.96026, "Y4": 0.0338, "page": 0, "Index": 6}, {"Word": "a", "Confidence": 0.995, "X1": 0.63046, "Y1": 0.0262, "X2": 0.64106, "Y2": 0.026, "X3": 0.64106, "Y3": 0.0388, "X4": 0.63046, "Y4": 0.0378, "page": 0, "Index": 7}, {"Word": "second", "Confidence": 0.995, "X1": 0.65166, "Y1": 0.0252, "X2": 0.70728, "Y2": 0.025, "X3": 0.70728, "Y3": 0.0388, "X4": 0.65166, "Y4": 0.0388, "page": 0, "Index": 8}, {"Word": "column", "Confidence": 0.994, "X1": 0.71788, "Y1": 0.0242, "X2": 0.77616, "Y2": 0.024, "X3": 0.77616, "Y3": 0.0398, "X4": 0.71656, "Y4": 0.0388, "page": 0, "Index": 9}, {"Word": "is", "Confidence": 0.998, "X1": 0.78675, "Y1": 0.0242, "X2": 0.8053, "Y2": 0.024, "X3": 0.8053, "Y3": 0.0398, "X4": 0.78675, "Y4": 0.0398, "page": 0, "Index": 10}, {"Word": "being", "Confidence": 0.997, "X1": 0.81457, "Y1": 0.0242, "X2": 0.8596, "Y2": 0.024, "X3": 0.8596, "Y3": 0.0398, "X4": 0.81457, "Y4": 0.0398, "page": 0, "Index": 11}, {"Word": "bark", "Confidence": 0.65, "X1": 0.8702, "Y1": 0.0252, "X2": 0.90728, "Y2": 0.025, "X3": 0.90728, "Y3": 0.0388, "X4": 0.8702, "Y4": 0.0398, "page": 0, "Index": 12}, {"Word": "colun", "Confidence": 0.651, "X1": 0.95762, "Y1": 0.0362, "X2": 0.99868, "Y2": 0.036, "X3": 0.99735, "Y3": 0.0478, "X4": 0.95629, "Y4": 0.0478, "page": 0, "Index": 13}, {"Word": "flushed", "Confidence": 0.991, "X1": 0.63046, "Y1": 0.0382, "X2": 0.68742, "Y2": 0.038, "X3": 0.68742, "Y3": 0.0518, "X4": 0.63046, "Y4": 0.0508, "page": 0, "Index": 14}, {"Word": "with", "Confidence": 0.991, "X1": 0.69536, "Y1": 0.0382, "X2": 0.73113, "Y2": 0.038, "X3": 0.73113, "Y3": 0.0528, "X4": 0.69536, "Y4": 0.0518, "page": 0, "Index": 15}, {"Word": "a", "Confidence": 0.996, "X1": 0.73775, "Y1": 0.0382, "X2": 0.74834, "Y2": 0.038, "X3": 0.74834, "Y3": 0.0528, "X4": 0.73775, "Y4": 0.0528, "page": 0, "Index": 16}, {"Word": "second", "Confidence": 0.997, "X1": 0.75629, "Y1": 0.0392, "X2": 0.8106, "Y2": 0.039, "X3": 0.8106, "Y3": 0.0538, "X4": 0.75629, "Y4": 0.0528, "page": 0, "Index": 17}, {"Word": "carrier", "Confidence": 0.955, "X1": 0.81589, "Y1": 0.0402, "X2": 0.87417, "Y2": 0.04, "X3": 0.87417, "Y3": 0.0538, "X4": 0.81589, "Y4": 0.0538, "page": 0, "Index": 18}, {"Word": "sup-", "Confidence": 0.142, "X1": 0.87815, "Y1": 0.0412, "X2": 0.91126, "Y2": 0.041, "X3": 0.91126, "Y3": 0.0538, "X4": 0.87815, "Y4": 0.0538, "page": 0, "Index": 19}, {"Word": "ply.", "Confidence": 0.886, "X1": 0.63444, "Y1": 0.0512, "X2": 0.66755, "Y2": 0.051, "X3": 0.66755, "Y3": 0.0658, "X4": 0.63444, "Y4": 0.0668, "page": 0, "Index": 20}, {"Word": "The", "Confidence": 0.998, "X1": 0.67152, "Y1": 0.0512, "X2": 0.70331, "Y2": 0.051, "X3": 0.70331, "Y3": 0.0658, "X4": 0.67152, "Y4": 0.0658, "page": 0, "Index": 21}, {"Word": "precolumn", "Confidence": 0.991, "X1": 0.70993, "Y1": 0.0522, "X2": 0.7947, "Y2": 0.052, "X3": 0.7947, "Y3": 0.0658, "X4": 0.70861, "Y4": 0.0658, "page": 0, "Index": 22}, {"Word": "in", "Confidence": 0.998, "X1": 0.80132, "Y1": 0.0522, "X2": 0.82119, "Y2": 0.052, "X3": 0.82119, "Y3": 0.0658, "X4": 0.80132, "Y4": 0.0658, "page": 0, "Index": 23}, {"Word": "the", "Confidence": 0.998, "X1": 0.82781, "Y1": 0.0522, "X2": 0.85563, "Y2": 0.052, "X3": 0.85695, "Y3": 0.0668, "X4": 0.82781, "Y4": 0.0668, "page": 0, "Index": 24}, {"Word": "center", "Confidence": 0.697, "X1": 0.86225, "Y1": 0.0532, "X2": 0.90993, "Y2": 0.053, "X3": 0.91126, "Y3": 0.0668, "X4": 0.86225, "Y4": 0.0668, "page": 0, "Index": 25}, {"Word": "25", "Confidence": 0.937, "X1": 0.95762, "Y1": 0.0482, "X2": 0.97616, "Y2": 0.048, "X3": 0.97616, "Y3": 0.0598, "X4": 0.95629, "Y4": 0.0598, "page": 0, "Index": 26}, {"Word": "m", "Confidence": 0.996, "X1": 0.98278, "Y1": 0.0482, "X2": 0.99205, "Y2": 0.048, "X3": 0.99205, "Y3": 0.0598, "X4": 0.98278, "Y4": 0.0598, "page": 0, "Index": 27}, {"Word": "minu", "Confidence": 0.982, "X1": 0.95629, "Y1": 0.0622, "X2": 0.99603, "Y2": 0.062, "X3": 0.99603, "Y3": 0.0738, "X4": 0.95762, "Y4": 0.0738, "page": 0, "Index": 28}, {"Word": "is", "Confidence": 0.998, "X1": 0.63179, "Y1": 0.0652, "X2": 0.64768, "Y2": 0.065, "X3": 0.64768, "Y3": 0.0788, "X4": 0.63179, "Y4": 0.0788, "page": 0, "Index": 29}, {"Word": "a", "Confidence": 0.996, "X1": 0.6543, "Y1": 0.0652, "X2": 0.66623, "Y2": 0.065, "X3": 0.66623, "Y3": 0.0788, "X4": 0.6543, "Y4": 0.0788, "page": 0, "Index": 30}, {"Word": "short", "Confidence": 0.997, "X1": 0.67417, "Y1": 0.0662, "X2": 0.72053, "Y2": 0.066, "X3": 0.72053, "Y3": 0.0798, "X4": 0.67285, "Y4": 0.0788, "page": 0, "Index": 31}, {"Word": "boric", "Confidence": 0.884, "X1": 0.72715, "Y1": 0.0662, "X2": 0.76954, "Y2": 0.066, "X3": 0.76954, "Y3": 0.0798, "X4": 0.72715, "Y4": 0.0798, "page": 0, "Index": 32}, {"Word": "acid", "Confidence": 0.984, "X1": 0.77616, "Y1": 0.0662, "X2": 0.81192, "Y2": 0.066, "X3": 0.81192, "Y3": 0.0798, "X4": 0.77616, "Y4": 0.0798, "page": 0, "Index": 33}, {"Word": "column", "Confidence": 0.67, "X1": 0.81987, "Y1": 0.0662, "X2": 0.87682, "Y2": 0.066, "X3": 0.87682, "Y3": 0.0798, "X4": 0.81854, "Y4": 0.0798, "page": 0, "Index": 34}, {"Word": "(1", "Confidence": 0.047, "X1": 0.88609, "Y1": 0.0662, "X2": 0.90464, "Y2": 0.066, "X3": 0.90464, "Y3": 0.0798, "X4": 0.88609, "Y4": 0.0798, "page": 0, "Index": 35}, {"Word": "this", "Confidence": 0.988, "X1": 0.95629, "Y1": 0.0752, "X2": 0.98808, "Y2": 0.075, "X3": 0.98808, "Y3": 0.0858, "X4": 0.95762, "Y4": 0.0858, "page": 0, "Index": 36}, {"Word": "for", "Confidence": 0.998, "X1": 0.63179, "Y1": 0.0782, "X2": 0.65695, "Y2": 0.078, "X3": 0.65695, "Y3": 0.0918, "X4": 0.63046, "Y4": 0.0918, "page": 0, "Index": 37}, {"Word": "removing", "Confidence": 0.807, "X1": 0.66093, "Y1": 0.0792, "X2": 0.73642, "Y2": 0.079, "X3": 0.73642, "Y3": 0.0928, "X4": 0.66093, "Y4": 0.0918, "page": 0, "Index": 38}, {"Word": "methanol", "Confidence": 0.994, "X1": 0.74305, "Y1": 0.0792, "X2": 0.81854, "Y2": 0.079, "X3": 0.81854, "Y3": 0.0928, "X4": 0.74305, "Y4": 0.0928, "page": 0, "Index": 39}, {"Word": "which", "Confidence": 0.997, "X1": 0.82252, "Y1": 0.0792, "X2": 0.8702, "Y2": 0.079, "X3": 0.8702, "Y3": 0.0938, "X4": 0.82252, "Y4": 0.0928, "page": 0, "Index": 40}, {"Word": "tail", "Confidence": 0.983, "X1": 0.8755, "Y1": 0.0792, "X2": 0.90066, "Y2": 0.079, "X3": 0.90066, "Y3": 0.0938, "X4": 0.8755, "Y4": 0.0938, "page": 0, "Index": 41}, {"Word": ":", "Confidence": 0.113, "X1": 0.90331, "Y1": 0.0792, "X2": 0.91126, "Y2": 0.079, "X3": 0.91258, "Y3": 0.0938, "X4": 0.90464, "Y4": 0.0938, "page": 0, "Index": 42}, {"Word": "badly", "Confidence": 0.978, "X1": 0.63179, "Y1": 0.0922, "X2": 0.6755, "Y2": 0.092, "X3": 0.6755, "Y3": 0.1058, "X4": 0.63046, "Y4": 0.1048, "page": 0, "Index": 43}, {"Word": "and", "Confidence": 0.889, "X1": 0.67947, "Y1": 0.0922, "X2": 0.70993, "Y2": 0.092, "X3": 0.70993, "Y3": 0.1058, "X4": 0.67815, "Y4": 0.1058, "page": 0, "Index": 44}, {"Word": "prevents", "Confidence": 0.995, "X1": 0.71391, "Y1": 0.0932, "X2": 0.78411, "Y2": 0.093, "X3": 0.78411, "Y3": 0.1058, "X4": 0.71391, "Y4": 0.1058, "page": 0, "Index": 45}, {"Word": "measurement", "Confidence": 0.984, "X1": 0.78675, "Y1": 0.0932, "X2": 0.89007, "Y2": 0.093, "X3": 0.89007, "Y3": 0.1068, "X4": 0.78675, "Y4": 0.1058, "page": 0, "Index": 46}, {"Word": "\u00ab", "Confidence": 0.002, "X1": 0.89404, "Y1": 0.0922, "X2": 0.90331, "Y2": 0.092, "X3": 0.90331, "Y3": 0.1068, "X4": 0.89272, "Y4": 0.1068, "page": 0, "Index": 47}, {"Word": "the", "Confidence": 0.996, "X1": 0.95762, "Y1": 0.0902, "X2": 0.98013, "Y2": 0.09, "X3": 0.98146, "Y3": 0.0998, "X4": 0.95762, "Y4": 0.0998, "page": 0, "Index": 48}, {"Word": "c", "Confidence": 0.408, "X1": 0.98675, "Y1": 0.0902, "X2": 0.9947, "Y2": 0.09, "X3": 0.9947, "Y3": 0.0998, "X4": 0.98675, "Y4": 0.0998, "page": 0, "Index": 49}, {"Word": "Fr", "Confidence": 0.788, "X1": 0.97351, "Y1": 0.1032, "X2": 0.9947, "Y2": 0.103, "X3": 0.9947, "Y3": 0.1128, "X4": 0.97351, "Y4": 0.1128, "page": 0, "Index": 50}, {"Word": "several", "Confidence": 0.938, "X1": 0.63046, "Y1": 0.1062, "X2": 0.69139, "Y2": 0.106, "X3": 0.69007, "Y3": 0.1188, "X4": 0.62914, "Y4": 0.1188, "page": 0, "Index": 51}, {"Word": "peaks.", "Confidence": 0.756, "X1": 0.69536, "Y1": 0.1062, "X2": 0.74967, "Y2": 0.106, "X3": 0.74834, "Y3": 0.1188, "X4": 0.69404, "Y4": 0.1188, "page": 0, "Index": 52}, {"Word": "are", "Confidence": 0.991, "X1": 0.95629, "Y1": 0.1172, "X2": 0.98278, "Y2": 0.117, "X3": 0.98278, "Y3": 0.1278, "X4": 0.95762, "Y4": 0.1278, "page": 0, "Index": 53}, {"Word": "s", "Confidence": 0.933, "X1": 0.98675, "Y1": 0.1172, "X2": 0.9947, "Y2": 0.117, "X3": 0.99603, "Y3": 0.1278, "X4": 0.98675, "Y4": 0.1278, "page": 0, "Index": 54}, {"Word": "With", "Confidence": 0.989, "X1": 0.64901, "Y1": 0.1192, "X2": 0.68742, "Y2": 0.119, "X3": 0.68742, "Y3": 0.1318, "X4": 0.64901, "Y4": 0.1308, "page": 0, "Index": 55}, {"Word": "a", "Confidence": 0.994, "X1": 0.69934, "Y1": 0.1192, "X2": 0.70993, "Y2": 0.119, "X3": 0.70861, "Y3": 0.1318, "X4": 0.69801, "Y4": 0.1318, "page": 0, "Index": 56}, {"Word": "cigarette", "Confidence": 0.994, "X1": 0.72053, "Y1": 0.1192, "X2": 0.7947, "Y2": 0.119, "X3": 0.79338, "Y3": 0.1328, "X4": 0.72053, "Y4": 0.1328, "page": 0, "Index": 57}, {"Word": "positioned", "Confidence": 0.993, "X1": 0.80397, "Y1": 0.1192, "X2": 0.88477, "Y2": 0.119, "X3": 0.88477, "Y3": 0.1328, "X4": 0.80397, "Y4": 0.1328, "page": 0, "Index": 58}, {"Word": "in", "Confidence": 0.998, "X1": 0.89536, "Y1": 0.1192, "X2": 0.91126, "Y2": 0.119, "X3": 0.91126, "Y3": 0.1328, "X4": 0.89536, "Y4": 0.1328, "page": 0, "Index": 59}, {"Word": "each", "Confidence": 0.971, "X1": 0.63046, "Y1": 0.1322, "X2": 0.66755, "Y2": 0.132, "X3": 0.66623, "Y3": 0.1458, "X4": 0.62914, "Y4": 0.1458, "page": 0, "Index": 60}, {"Word": "port", "Confidence": 0.991, "X1": 0.68079, "Y1": 0.1332, "X2": 0.71656, "Y2": 0.133, "X3": 0.71656, "Y3": 0.1458, "X4": 0.67947, "Y4": 0.1458, "page": 0, "Index": 61}, {"Word": "only", "Confidence": 0.991, "X1": 0.72715, "Y1": 0.1332, "X2": 0.76159, "Y2": 0.133, "X3": 0.76159, "Y3": 0.1458, "X4": 0.72583, "Y4": 0.1458, "page": 0, "Index": 62}, {"Word": "one", "Confidence": 0.998, "X1": 0.77351, "Y1": 0.1332, "X2": 0.80265, "Y2": 0.133, "X3": 0.80265, "Y3": 0.1468, "X4": 0.77351, "Y4": 0.1468, "page": 0, "Index": 63}, {"Word": "cigarette", "Confidence": 0.943, "X1": 0.81457, "Y1": 0.1332, "X2": 0.88742, "Y2": 0.133, "X3": 0.88742, "Y3": 0.1468, "X4": 0.81457, "Y4": 0.1468, "page": 0, "Index": 64}, {"Word": "is", "Confidence": 0.998, "X1": 0.89669, "Y1": 0.1332, "X2": 0.91258, "Y2": 0.133, "X3": 0.91391, "Y3": 0.1468, "X4": 0.89801, "Y4": 0.1468, "page": 0, "Index": 65}, {"Word": "tative", "Confidence": 0.441, "X1": 0.95629, "Y1": 0.1302, "X2": 0.99735, "Y2": 0.13, "X3": 0.99868, "Y3": 0.1398, "X4": 0.95762, "Y4": 0.1408, "page": 0, "Index": 66}, {"Word": "aceta", "Confidence": 0.772, "X1": 0.95894, "Y1": 0.1442, "X2": 0.99603, "Y2": 0.144, "X3": 0.99603, "Y3": 0.1548, "X4": 0.95894, "Y4": 0.1548, "page": 0, "Index": 67}, {"Word": "lighted", "Confidence": 0.992, "X1": 0.63046, "Y1": 0.1462, "X2": 0.68742, "Y2": 0.146, "X3": 0.68742, "Y3": 0.1588, "X4": 0.63046, "Y4": 0.1578, "page": 0, "Index": 68}, {"Word": "during", "Confidence": 0.997, "X1": 0.69404, "Y1": 0.1462, "X2": 0.74702, "Y2": 0.146, "X3": 0.74702, "Y3": 0.1598, "X4": 0.69404, "Y4": 0.1588, "page": 0, "Index": 69}, {"Word": "the", "Confidence": 0.998, "X1": 0.75364, "Y1": 0.1462, "X2": 0.78146, "Y2": 0.146, "X3": 0.78146, "Y3": 0.1598, "X4": 0.75364, "Y4": 0.1598, "page": 0, "Index": 70}, {"Word": "first", "Confidence": 0.994, "X1": 0.78411, "Y1": 0.1462, "X2": 0.81987, "Y2": 0.146, "X3": 0.81987, "Y3": 0.1598, "X4": 0.78543, "Y4": 0.1598, "page": 0, "Index": 71}, {"Word": "puff,", "Confidence": 0.786, "X1": 0.82384, "Y1": 0.1472, "X2": 0.86358, "Y2": 0.147, "X3": 0.86358, "Y3": 0.1598, "X4": 0.82384, "Y4": 0.1598, "page": 0, "Index": 72}, {"Word": "and", "Confidence": 0.998, "X1": 0.86623, "Y1": 0.1472, "X2": 0.89536, "Y2": 0.147, "X3": 0.89536, "Y3": 0.1598, "X4": 0.86755, "Y4": 0.1598, "page": 0, "Index": 73}, {"Word": "a", "Confidence": 0.993, "X1": 0.90066, "Y1": 0.1472, "X2": 0.91126, "Y2": 0.147, "X3": 0.91126, "Y3": 0.1608, "X4": 0.90066, "Y4": 0.1598, "page": 0, "Index": 74}, {"Word": "hyde", "Confidence": 0.624, "X1": 0.96026, "Y1": 0.1572, "X2": 0.99338, "Y2": 0.157, "X3": 0.99338, "Y3": 0.1678, "X4": 0.96026, "Y4": 0.1678, "page": 0, "Index": 75}, {"Word": "blank", "Confidence": 0.995, "X1": 0.63179, "Y1": 0.1592, "X2": 0.6755, "Y2": 0.159, "X3": 0.6755, "Y3": 0.1728, "X4": 0.63179, "Y4": 0.1718, "page": 0, "Index": 76}, {"Word": "puff", "Confidence": 0.988, "X1": 0.68477, "Y1": 0.1602, "X2": 0.72053, "Y2": 0.16, "X3": 0.72053, "Y3": 0.1728, "X4": 0.68477, "Y4": 0.1728, "page": 0, "Index": 77}, {"Word": "is", "Confidence": 0.998, "X1": 0.72583, "Y1": 0.1602, "X2": 0.74305, "Y2": 0.16, "X3": 0.74305, "Y3": 0.1728, "X4": 0.72583, "Y4": 0.1728, "page": 0, "Index": 78}, {"Word": "taken", "Confidence": 0.998, "X1": 0.75099, "Y1": 0.1602, "X2": 0.7947, "Y2": 0.16, "X3": 0.7947, "Y3": 0.1728, "X4": 0.75099, "Y4": 0.1728, "page": 0, "Index": 79}, {"Word": "on", "Confidence": 0.998, "X1": 0.80397, "Y1": 0.1602, "X2": 0.82517, "Y2": 0.16, "X3": 0.82517, "Y3": 0.1738, "X4": 0.80397, "Y4": 0.1738, "page": 0, "Index": 80}, {"Word": "the", "Confidence": 0.998, "X1": 0.83444, "Y1": 0.1612, "X2": 0.86225, "Y2": 0.161, "X3": 0.86225, "Y3": 0.1738, "X4": 0.83444, "Y4": 0.1738, "page": 0, "Index": 81}, {"Word": "other", "Confidence": 0.371, "X1": 0.86887, "Y1": 0.1612, "X2": 0.91258, "Y2": 0.161, "X3": 0.91258, "Y3": 0.1748, "X4": 0.86887, "Y4": 0.1738, "page": 0, "Index": 82}, {"Word": "cigarettes.", "Confidence": 0.881, "X1": 0.63046, "Y1": 0.1732, "X2": 0.71921, "Y2": 0.173, "X3": 0.71921, "Y3": 0.1868, "X4": 0.63046, "Y4": 0.1858, "page": 0, "Index": 83}, {"Word": "With", "Confidence": 0.991, "X1": 0.72715, "Y1": 0.1732, "X2": 0.76821, "Y2": 0.173, "X3": 0.76821, "Y3": 0.1868, "X4": 0.72715, "Y4": 0.1868, "page": 0, "Index": 84}, {"Word": "each", "Confidence": 0.971, "X1": 0.78013, "Y1": 0.1732, "X2": 0.81589, "Y2": 0.173, "X3": 0.81722, "Y3": 0.1868, "X4": 0.78146, "Y4": 0.1868, "page": 0, "Index": 85}, {"Word": "successive", "Confidence": 0.549, "X1": 0.83179, "Y1": 0.1742, "X2": 0.91126, "Y2": 0.174, "X3": 0.91126, "Y3": 0.1868, "X4": 0.83179, "Y4": 0.1868, "page": 0, "Index": 86}, {"Word": "Ineth", "Confidence": 0.611, "X1": 0.95762, "Y1": 0.1712, "X2": 0.99338, "Y2": 0.171, "X3": 0.99338, "Y3": 0.1818, "X4": 0.95762, "Y4": 0.1818, "page": 0, "Index": 87}, {"Word": ".", "Confidence": 0.926, "X1": 0.61457, "Y1": 0.1972, "X2": 0.61325, "Y2": 0.197, "X3": 0.60265, "Y3": 0.1968, "X4": 0.60397, "Y4": 0.1928, "page": 0, "Index": 88}, {"Word": "buta", "Confidence": 0.968, "X1": 0.95762, "Y1": 0.1832, "X2": 0.99205, "Y2": 0.183, "X3": 0.99205, "Y3": 0.1948, "X4": 0.95762, "Y4": 0.1938, "page": 0, "Index": 89}, {"Word": "..", "Confidence": 0.754, "X1": 0.61325, "Y1": 0.2072, "X2": 0.61325, "Y2": 0.207, "X3": 0.60265, "Y3": 0.2068, "X4": 0.60265, "Y4": 0.1978, "page": 0, "Index": 90}, {"Word": "puff", "Confidence": 0.994, "X1": 0.62914, "Y1": 0.1862, "X2": 0.66623, "Y2": 0.186, "X3": 0.66755, "Y3": 0.1998, "X4": 0.63046, "Y4": 0.1998, "page": 0, "Index": 91}, {"Word": "another", "Confidence": 0.996, "X1": 0.67285, "Y1": 0.1862, "X2": 0.73775, "Y2": 0.186, "X3": 0.73775, "Y3": 0.1998, "X4": 0.67285, "Y4": 0.1998, "page": 0, "Index": 92}, {"Word": "cigarette", "Confidence": 0.937, "X1": 0.74437, "Y1": 0.1872, "X2": 0.81854, "Y2": 0.187, "X3": 0.81854, "Y3": 0.2008, "X4": 0.74437, "Y4": 0.1998, "page": 0, "Index": 93}, {"Word": "is", "Confidence": 0.998, "X1": 0.82649, "Y1": 0.1872, "X2": 0.84371, "Y2": 0.187, "X3": 0.84371, "Y3": 0.2008, "X4": 0.82649, "Y4": 0.2008, "page": 0, "Index": 94}, {"Word": "lighted.", "Confidence": 0.958, "X1": 0.85166, "Y1": 0.1872, "X2": 0.91258, "Y2": 0.187, "X3": 0.91258, "Y3": 0.2018, "X4": 0.85166, "Y4": 0.2008, "page": 0, "Index": 95}, {"Word": "After", "Confidence": 0.997, "X1": 0.63179, "Y1": 0.2002, "X2": 0.6755, "Y2": 0.2, "X3": 0.6755, "Y3": 0.2128, "X4": 0.63179, "Y4": 0.2128, "page": 0, "Index": 96}, {"Word": "the", "Confidence": 0.998, "X1": 0.67947, "Y1": 0.2002, "X2": 0.70728, "Y2": 0.2, "X3": 0.70728, "Y3": 0.2128, "X4": 0.67947, "Y4": 0.2128, "page": 0, "Index": 97}, {"Word": "seventh", "Confidence": 0.997, "X1": 0.71258, "Y1": 0.2002, "X2": 0.77219, "Y2": 0.2, "X3": 0.77219, "Y3": 0.2138, "X4": 0.71258, "Y4": 0.2128, "page": 0, "Index": 98}, {"Word": "puff", "Confidence": 0.964, "X1": 0.77881, "Y1": 0.2012, "X2": 0.81325, "Y2": 0.201, "X3": 0.81325, "Y3": 0.2138, "X4": 0.77881, "Y4": 0.2138, "page": 0, "Index": 99}, {"Word": "a", "Confidence": 0.998, "X1": 0.81722, "Y1": 0.2012, "X2": 0.82781, "Y2": 0.201, "X3": 0.82781, "Y3": 0.2138, "X4": 0.81722, "Y4": 0.2138, "page": 0, "Index": 100}, {"Word": "secondary", "Confidence": 0.963, "X1": 0.83179, "Y1": 0.2022, "X2": 0.91126, "Y2": 0.202, "X3": 0.91126, "Y3": 0.2148, "X4": 0.83179, "Y4": 0.2138, "page": 0, "Index": 101}, {"Word": "each", "Confidence": 0.983, "X1": 0.95762, "Y1": 0.1982, "X2": 0.99073, "Y2": 0.198, "X3": 0.99073, "Y3": 0.2088, "X4": 0.95762, "Y4": 0.2088, "page": 0, "Index": 102}, {"Word": "switch", "Confidence": 0.881, "X1": 0.63046, "Y1": 0.2142, "X2": 0.68344, "Y2": 0.214, "X3": 0.68212, "Y3": 0.2278, "X4": 0.63046, "Y4": 0.2278, "page": 0, "Index": 103}, {"Word": "(not", "Confidence": 0.986, "X1": 0.69669, "Y1": 0.2142, "X2": 0.73245, "Y2": 0.214, "X3": 0.73245, "Y3": 0.2278, "X4": 0.69536, "Y4": 0.2278, "page": 0, "Index": 104}, {"Word": "shown", "Confidence": 0.997, "X1": 0.7404, "Y1": 0.2142, "X2": 0.79073, "Y2": 0.214, "X3": 0.79073, "Y3": 0.2278, "X4": 0.7404, "Y4": 0.2278, "page": 0, "Index": 105}, {"Word": "in", "Confidence": 0.998, "X1": 0.80132, "Y1": 0.2142, "X2": 0.81854, "Y2": 0.214, "X3": 0.81987, "Y3": 0.2278, "X4": 0.80132, "Y4": 0.2278, "page": 0, "Index": 106}, {"Word": "Figure", "Confidence": 0.994, "X1": 0.83046, "Y1": 0.2142, "X2": 0.88609, "Y2": 0.214, "X3": 0.88609, "Y3": 0.2278, "X4": 0.83046, "Y4": 0.2278, "page": 0, "Index": 107}, {"Word": "9;", "Confidence": 0.015, "X1": 0.89139, "Y1": 0.2142, "X2": 0.90993, "Y2": 0.214, "X3": 0.90993, "Y3": 0.2278, "X4": 0.89272, "Y4": 0.2278, "page": 0, "Index": 108}, {"Word": "seco", "Confidence": 0.679, "X1": 0.96026, "Y1": 0.2122, "X2": 0.9894, "Y2": 0.212, "X3": 0.9894, "Y3": 0.2218, "X4": 0.96026, "Y4": 0.2218, "page": 0, "Index": 109}, {"Word": "show", "Confidence": 0.461, "X1": 0.95762, "Y1": 0.2252, "X2": 0.99205, "Y2": 0.225, "X3": 0.99205, "Y3": 0.2358, "X4": 0.95762, "Y4": 0.2358, "page": 0, "Index": 110}, {"Word": "prevents", "Confidence": 0.991, "X1": 0.63046, "Y1": 0.2282, "X2": 0.70066, "Y2": 0.228, "X3": 0.69934, "Y3": 0.2408, "X4": 0.62914, "Y4": 0.2408, "page": 0, "Index": 111}, {"Word": "reevacuation", "Confidence": 0.922, "X1": 0.70728, "Y1": 0.2282, "X2": 0.80927, "Y2": 0.228, "X3": 0.80795, "Y3": 0.2408, "X4": 0.70728, "Y4": 0.2408, "page": 0, "Index": 112}, {"Word": "of", "Confidence": 0.998, "X1": 0.81987, "Y1": 0.2282, "X2": 0.83841, "Y2": 0.228, "X3": 0.83841, "Y3": 0.2408, "X4": 0.81854, "Y4": 0.2408, "page": 0, "Index": 113}, {"Word": "the", "Confidence": 0.998, "X1": 0.84636, "Y1": 0.2282, "X2": 0.87285, "Y2": 0.228, "X3": 0.87285, "Y3": 0.2408, "X4": 0.84503, "Y4": 0.2408, "page": 0, "Index": 114}, {"Word": "sys-", "Confidence": 0.676, "X1": 0.87947, "Y1": 0.2282, "X2": 0.91126, "Y2": 0.228, "X3": 0.91126, "Y3": 0.2408, "X4": 0.87947, "Y4": 0.2408, "page": 0, "Index": 115}, {"Word": "that", "Confidence": 0.905, "X1": 0.96026, "Y1": 0.2382, "X2": 0.99073, "Y2": 0.238, "X3": 0.99073, "Y3": 0.2478, "X4": 0.96026, "Y4": 0.2478, "page": 0, "Index": 116}, {"Word": "tem.", "Confidence": 0.991, "X1": 0.63046, "Y1": 0.2402, "X2": 0.66623, "Y2": 0.24, "X3": 0.66623, "Y3": 0.2538, "X4": 0.63046, "Y4": 0.2538, "page": 0, "Index": 117}, {"Word": "The", "Confidence": 0.998, "X1": 0.6702, "Y1": 0.2402, "X2": 0.70066, "Y2": 0.24, "X3": 0.70066, "Y3": 0.2538, "X4": 0.6702, "Y4": 0.2538, "page": 0, "Index": 118}, {"Word": "sample", "Confidence": 0.997, "X1": 0.70464, "Y1": 0.2402, "X2": 0.76159, "Y2": 0.24, "X3": 0.76159, "Y3": 0.2538, "X4": 0.70464, "Y4": 0.2538, "page": 0, "Index": 119}, {"Word": "loop", "Confidence": 0.984, "X1": 0.76556, "Y1": 0.2402, "X2": 0.79868, "Y2": 0.24, "X3": 0.79868, "Y3": 0.2538, "X4": 0.76556, "Y4": 0.2538, "page": 0, "Index": 120}, {"Word": "which", "Confidence": 0.955, "X1": 0.80397, "Y1": 0.2412, "X2": 0.85166, "Y2": 0.241, "X3": 0.85166, "Y3": 0.2538, "X4": 0.80397, "Y4": 0.2538, "page": 0, "Index": 121}, {"Word": "is", "Confidence": 0.998, "X1": 0.85695, "Y1": 0.2412, "X2": 0.87285, "Y2": 0.241, "X3": 0.87285, "Y3": 0.2538, "X4": 0.85695, "Y4": 0.2538, "page": 0, "Index": 122}, {"Word": "then", "Confidence": 0.971, "X1": 0.8755, "Y1": 0.2412, "X2": 0.90993, "Y2": 0.241, "X3": 0.90993, "Y3": 0.2538, "X4": 0.8755, "Y4": 0.2538, "page": 0, "Index": 123}, {"Word": "---", "Confidence": 0.649, "X1": 0.61457, "Y1": 0.2652, "X2": 0.61457, "Y2": 0.265, "X3": 0.60265, "Y3": 0.2658, "X4": 0.60265, "Y4": 0.2268, "page": 0, "Index": 124}, {"Word": "filled", "Confidence": 0.955, "X1": 0.62914, "Y1": 0.2532, "X2": 0.6702, "Y2": 0.253, "X3": 0.6702, "Y3": 0.2668, "X4": 0.62914, "Y4": 0.2668, "page": 0, "Index": 125}, {"Word": "with", "Confidence": 0.989, "X1": 0.68212, "Y1": 0.2542, "X2": 0.71656, "Y2": 0.254, "X3": 0.71656, "Y3": 0.2678, "X4": 0.68212, "Y4": 0.2678, "page": 0, "Index": 126}, {"Word": "vapors", "Confidence": 0.997, "X1": 0.7298, "Y1": 0.2552, "X2": 0.78411, "Y2": 0.255, "X3": 0.78411, "Y3": 0.2678, "X4": 0.7298, "Y4": 0.2678, "page": 0, "Index": 127}, {"Word": "of", "Confidence": 0.998, "X1": 0.79205, "Y1": 0.2552, "X2": 0.81192, "Y2": 0.255, "X3": 0.81192, "Y3": 0.2678, "X4": 0.79205, "Y4": 0.2678, "page": 0, "Index": 128}, {"Word": "the", "Confidence": 0.998, "X1": 0.82252, "Y1": 0.2552, "X2": 0.84901, "Y2": 0.255, "X3": 0.84901, "Y3": 0.2678, "X4": 0.82252, "Y4": 0.2678, "page": 0, "Index": 129}, {"Word": "second", "Confidence": 0.842, "X1": 0.85828, "Y1": 0.2542, "X2": 0.91126, "Y2": 0.254, "X3": 0.91126, "Y3": 0.2668, "X4": 0.85828, "Y4": 0.2678, "page": 0, "Index": 130}, {"Word": "than", "Confidence": 0.983, "X1": 0.95762, "Y1": 0.2512, "X2": 0.99073, "Y2": 0.251, "X3": 0.99073, "Y3": 0.2618, "X4": 0.95762, "Y4": 0.2608, "page": 0, "Index": 131}, {"Word": "Ca", "Confidence": 0.995, "X1": 0.97351, "Y1": 0.2632, "X2": 0.9947, "Y2": 0.263, "X3": 0.9947, "Y3": 0.2758, "X4": 0.97219, "Y4": 0.2748, "page": 0, "Index": 132}, {"Word": "through", "Confidence": 0.996, "X1": 0.62914, "Y1": 0.2672, "X2": 0.69404, "Y2": 0.267, "X3": 0.69404, "Y3": 0.2808, "X4": 0.63046, "Y4": 0.2808, "page": 0, "Index": 133}, {"Word": "the", "Confidence": 0.998, "X1": 0.69934, "Y1": 0.2672, "X2": 0.72715, "Y2": 0.267, "X3": 0.72848, "Y3": 0.2808, "X4": 0.70066, "Y4": 0.2808, "page": 0, "Index": 134}, {"Word": "seventh", "Confidence": 0.997, "X1": 0.73245, "Y1": 0.2672, "X2": 0.7947, "Y2": 0.267, "X3": 0.7947, "Y3": 0.2808, "X4": 0.73377, "Y4": 0.2808, "page": 0, "Index": 135}, {"Word": "puff", "Confidence": 0.991, "X1": 0.80132, "Y1": 0.2672, "X2": 0.83709, "Y2": 0.267, "X3": 0.83841, "Y3": 0.2808, "X4": 0.80132, "Y4": 0.2808, "page": 0, "Index": 136}, {"Word": "is", "Confidence": 0.998, "X1": 0.84106, "Y1": 0.2672, "X2": 0.85828, "Y2": 0.267, "X3": 0.8596, "Y3": 0.2808, "X4": 0.84106, "Y4": 0.2808, "page": 0, "Index": 137}, {"Word": "imme-", "Confidence": 0.792, "X1": 0.86225, "Y1": 0.2672, "X2": 0.90993, "Y2": 0.267, "X3": 0.91126, "Y3": 0.2808, "X4": 0.86358, "Y4": 0.2808, "page": 0, "Index": 138}, {"Word": "diately", "Confidence": 0.993, "X1": 0.63179, "Y1": 0.2802, "X2": 0.68477, "Y2": 0.28, "X3": 0.68477, "Y3": 0.2938, "X4": 0.63179, "Y4": 0.2938, "page": 0, "Index": 139}, {"Word": "switched", "Confidence": 0.994, "X1": 0.69404, "Y1": 0.2802, "X2": 0.76424, "Y2": 0.28, "X3": 0.76424, "Y3": 0.2938, "X4": 0.69404, "Y4": 0.2938, "page": 0, "Index": 140}, {"Word": "to", "Confidence": 0.998, "X1": 0.77219, "Y1": 0.2802, "X2": 0.79073, "Y2": 0.28, "X3": 0.79073, "Y3": 0.2938, "X4": 0.77219, "Y4": 0.2938, "page": 0, "Index": 141}, {"Word": "the", "Confidence": 0.998, "X1": 0.79735, "Y1": 0.2812, "X2": 0.82517, "Y2": 0.281, "X3": 0.82517, "Y3": 0.2938, "X4": 0.79735, "Y4": 0.2938, "page": 0, "Index": 142}, {"Word": "chromato-", "Confidence": 0.633, "X1": 0.83179, "Y1": 0.2812, "X2": 0.90993, "Y2": 0.281, "X3": 0.90993, "Y3": 0.2938, "X4": 0.83179, "Y4": 0.2938, "page": 0, "Index": 143}, {"Word": "using", "Confidence": 0.881, "X1": 0.95762, "Y1": 0.2782, "X2": 0.99603, "Y2": 0.278, "X3": 0.99603, "Y3": 0.2888, "X4": 0.95762, "Y4": 0.2898, "page": 0, "Index": 144}, {"Word": "--", "Confidence": 0.804, "X1": 0.61457, "Y1": 0.3012, "X2": 0.61457, "Y2": 0.301, "X3": 0.60397, "Y3": 0.3018, "X4": 0.60397, "Y4": 0.2888, "page": 0, "Index": 145}, {"Word": "graph.", "Confidence": 0.996, "X1": 0.62914, "Y1": 0.2942, "X2": 0.68609, "Y2": 0.294, "X3": 0.68742, "Y3": 0.3078, "X4": 0.63046, "Y4": 0.3088, "page": 0, "Index": 146}, {"Word": "Such", "Confidence": 0.989, "X1": 0.69007, "Y1": 0.2942, "X2": 0.73113, "Y2": 0.294, "X3": 0.73113, "Y3": 0.3078, "X4": 0.69139, "Y4": 0.3078, "page": 0, "Index": 147}, {"Word": "a", "Confidence": 0.998, "X1": 0.73775, "Y1": 0.2942, "X2": 0.74834, "Y2": 0.294, "X3": 0.74834, "Y3": 0.3068, "X4": 0.73775, "Y4": 0.3078, "page": 0, "Index": 148}, {"Word": "technique", "Confidence": 0.994, "X1": 0.75364, "Y1": 0.2942, "X2": 0.83311, "Y2": 0.294, "X3": 0.83311, "Y3": 0.3078, "X4": 0.75364, "Y4": 0.3068, "page": 0, "Index": 149}, {"Word": "of", "Confidence": 0.998, "X1": 0.83841, "Y1": 0.2942, "X2": 0.85695, "Y2": 0.294, "X3": 0.85695, "Y3": 0.3078, "X4": 0.83841, "Y4": 0.3078, "page": 0, "Index": 150}, {"Word": "with", "Confidence": 0.987, "X1": 0.95629, "Y1": 0.2912, "X2": 0.99205, "Y2": 0.291, "X3": 0.99205, "Y3": 0.3028, "X4": 0.95762, "Y4": 0.3028, "page": 0, "Index": 151}, {"Word": "taking", "Confidence": 0.958, "X1": 0.86093, "Y1": 0.2952, "X2": 0.91126, "Y2": 0.295, "X3": 0.90993, "Y3": 0.3088, "X4": 0.86093, "Y4": 0.3078, "page": 0, "Index": 152}, {"Word": "Figu", "Confidence": 0.688, "X1": 0.95762, "Y1": 0.3042, "X2": 0.99338, "Y2": 0.304, "X3": 0.99338, "Y3": 0.3158, "X4": 0.95629, "Y4": 0.3148, "page": 0, "Index": 153}, {"Word": "a", "Confidence": 0.995, "X1": 0.62914, "Y1": 0.3082, "X2": 0.63974, "Y2": 0.308, "X3": 0.63974, "Y3": 0.3208, "X4": 0.63046, "Y4": 0.3208, "page": 0, "Index": 154}, {"Word": "simultaneously", "Confidence": 0.967, "X1": 0.64768, "Y1": 0.3082, "X2": 0.76821, "Y2": 0.308, "X3": 0.76821, "Y3": 0.3208, "X4": 0.64768, "Y4": 0.3208, "page": 0, "Index": 155}, {"Word": "sample", "Confidence": 0.996, "X1": 0.77483, "Y1": 0.3082, "X2": 0.83179, "Y2": 0.308, "X3": 0.83179, "Y3": 0.3218, "X4": 0.77483, "Y4": 0.3208, "page": 0, "Index": 156}, {"Word": "puff", "Confidence": 0.932, "X1": 0.83709, "Y1": 0.3092, "X2": 0.87417, "Y2": 0.309, "X3": 0.87417, "Y3": 0.3218, "X4": 0.83709, "Y4": 0.3218, "page": 0, "Index": 157}, {"Word": "con-", "Confidence": 0.981, "X1": 0.87815, "Y1": 0.3092, "X2": 0.90993, "Y2": 0.309, "X3": 0.90993, "Y3": 0.3218, "X4": 0.87815, "Y4": 0.3218, "page": 0, "Index": 158}, {"Word": "sisting", "Confidence": 0.996, "X1": 0.62914, "Y1": 0.3212, "X2": 0.68344, "Y2": 0.321, "X3": 0.68344, "Y3": 0.3348, "X4": 0.63046, "Y4": 0.3348, "page": 0, "Index": 159}, {"Word": "of", "Confidence": 0.998, "X1": 0.68742, "Y1": 0.3212, "X2": 0.70464, "Y2": 0.321, "X3": 0.70464, "Y3": 0.3348, "X4": 0.68742, "Y4": 0.3348, "page": 0, "Index": 160}, {"Word": "sequential", "Confidence": 0.994, "X1": 0.70728, "Y1": 0.3212, "X2": 0.79205, "Y2": 0.321, "X3": 0.79205, "Y3": 0.3348, "X4": 0.70861, "Y4": 0.3348, "page": 0, "Index": 161}, {"Word": "puffs", "Confidence": 0.883, "X1": 0.7947, "Y1": 0.3212, "X2": 0.83576, "Y2": 0.321, "X3": 0.83576, "Y3": 0.3348, "X4": 0.7947, "Y4": 0.3348, "page": 0, "Index": 162}, {"Word": "from", "Confidence": 0.991, "X1": 0.83974, "Y1": 0.3212, "X2": 0.87417, "Y2": 0.321, "X3": 0.87417, "Y3": 0.3348, "X4": 0.83974, "Y4": 0.3348, "page": 0, "Index": 163}, {"Word": "dif-", "Confidence": 0.988, "X1": 0.88079, "Y1": 0.3202, "X2": 0.91126, "Y2": 0.32, "X3": 0.91126, "Y3": 0.3348, "X4": 0.88079, "Y4": 0.3348, "page": 0, "Index": 164}, {"Word": "brati", "Confidence": 0.998, "X1": 0.95762, "Y1": 0.3182, "X2": 0.9947, "Y2": 0.318, "X3": 0.9947, "Y3": 0.3288, "X4": 0.95762, "Y4": 0.3288, "page": 0, "Index": 165}, {"Word": "ferent", "Confidence": 0.997, "X1": 0.62914, "Y1": 0.3342, "X2": 0.67947, "Y2": 0.334, "X3": 0.67947, "Y3": 0.3478, "X4": 0.62914, "Y4": 0.3478, "page": 0, "Index": 166}, {"Word": "cigarettes", "Confidence": 0.97, "X1": 0.68344, "Y1": 0.3352, "X2": 0.76291, "Y2": 0.335, "X3": 0.76291, "Y3": 0.3478, "X4": 0.68344, "Y4": 0.3478, "page": 0, "Index": 167}, {"Word": "has", "Confidence": 0.991, "X1": 0.76689, "Y1": 0.3352, "X2": 0.79603, "Y2": 0.335, "X3": 0.79603, "Y3": 0.3478, "X4": 0.76689, "Y4": 0.3478, "page": 0, "Index": 168}, {"Word": "the", "Confidence": 0.998, "X1": 0.8, "Y1": 0.3352, "X2": 0.82649, "Y2": 0.335, "X3": 0.82649, "Y3": 0.3478, "X4": 0.8, "Y4": 0.3478, "page": 0, "Index": 169}, {"Word": "advantage", "Confidence": 0.981, "X1": 0.83046, "Y1": 0.3352, "X2": 0.90993, "Y2": 0.335, "X3": 0.90993, "Y3": 0.3478, "X4": 0.83046, "Y4": 0.3478, "page": 0, "Index": 170}, {"Word": "techt", "Confidence": 0.855, "X1": 0.96026, "Y1": 0.3322, "X2": 0.99603, "Y2": 0.332, "X3": 0.99603, "Y3": 0.3418, "X4": 0.96026, "Y4": 0.3418, "page": 0, "Index": 171}, {"Word": "Figure", "Confidence": 0.972, "X1": 0.02119, "Y1": 0.3382, "X2": 0.0596, "Y2": 0.338, "X3": 0.0596, "Y3": 0.3518, "X4": 0.02252, "Y4": 0.3518, "page": 0, "Index": 172}, {"Word": "8.", "Confidence": 0.974, "X1": 0.06225, "Y1": 0.3382, "X2": 0.0755, "Y2": 0.338, "X3": 0.0755, "Y3": 0.3518, "X4": 0.06358, "Y4": 0.3518, "page": 0, "Index": 173}, {"Word": "Smoking", "Confidence": 0.79, "X1": 0.07815, "Y1": 0.3382, "X2": 0.12848, "Y2": 0.338, "X3": 0.1298, "Y3": 0.3518, "X4": 0.07947, "Y4": 0.3518, "page": 0, "Index": 174}, {"Word": "machine", "Confidence": 0.969, "X1": 0.13245, "Y1": 0.3382, "X2": 0.18278, "Y2": 0.338, "X3": 0.18278, "Y3": 0.3518, "X4": 0.13245, "Y4": 0.3518, "page": 0, "Index": 175}, {"Word": "for", "Confidence": 0.998, "X1": 0.18543, "Y1": 0.3382, "X2": 0.20397, "Y2": 0.338, "X3": 0.2053, "Y3": 0.3518, "X4": 0.18675, "Y4": 0.3518, "page": 0, "Index": 176}, {"Word": "gas", "Confidence": 0.625, "X1": 0.20795, "Y1": 0.3382, "X2": 0.22914, "Y2": 0.338, "X3": 0.22914, "Y3": 0.3518, "X4": 0.20795, "Y4": 0.3518, "page": 0, "Index": 177}, {"Word": "chromatographic", "Confidence": 0.453, "X1": 0.23179, "Y1": 0.3382, "X2": 0.3351, "Y2": 0.338, "X3": 0.3351, "Y3": 0.3518, "X4": 0.23311, "Y4": 0.3518, "page": 0, "Index": 178}, {"Word": "analysis.", "Confidence": 0.955, "X1": 0.33907, "Y1": 0.3382, "X2": 0.3894, "Y2": 0.338, "X3": 0.3894, "Y3": 0.3528, "X4": 0.33907, "Y4": 0.3518, "page": 0, "Index": 179}, {"Word": "vious", "Confidence": 0.618, "X1": 0.95762, "Y1": 0.3462, "X2": 0.99868, "Y2": 0.346, "X3": 0.99735, "Y3": 0.3568, "X4": 0.95762, "Y4": 0.3548, "page": 0, "Index": 180}, {"Word": "of", "Confidence": 0.995, "X1": 0.62781, "Y1": 0.3482, "X2": 0.64636, "Y2": 0.348, "X3": 0.64768, "Y3": 0.3618, "X4": 0.62914, "Y4": 0.3618, "page": 0, "Index": 181}, {"Word": "averaging", "Confidence": 0.995, "X1": 0.65033, "Y1": 0.3492, "X2": 0.73113, "Y2": 0.349, "X3": 0.73113, "Y3": 0.3618, "X4": 0.65166, "Y4": 0.3618, "page": 0, "Index": 182}, {"Word": "the", "Confidence": 0.998, "X1": 0.7351, "Y1": 0.3492, "X2": 0.76291, "Y2": 0.349, "X3": 0.76291, "Y3": 0.3618, "X4": 0.73642, "Y4": 0.3618, "page": 0, "Index": 183}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.76689, "Y1": 0.3492, "X2": 0.81722, "Y2": 0.349, "X3": 0.81722, "Y3": 0.3618, "X4": 0.76689, "Y4": 0.3618, "page": 0, "Index": 184}, {"Word": "vapor", "Confidence": 0.998, "X1": 0.82252, "Y1": 0.3482, "X2": 0.86755, "Y2": 0.348, "X3": 0.86755, "Y3": 0.3618, "X4": 0.82252, "Y4": 0.3618, "page": 0, "Index": 185}, {"Word": "yield", "Confidence": 0.242, "X1": 0.8702, "Y1": 0.3482, "X2": 0.90993, "Y2": 0.348, "X3": 0.90861, "Y3": 0.3618, "X4": 0.8702, "Y4": 0.3618, "page": 0, "Index": 186}, {"Word": "over", "Confidence": 0.992, "X1": 0.62914, "Y1": 0.3612, "X2": 0.66623, "Y2": 0.361, "X3": 0.66623, "Y3": 0.3748, "X4": 0.63046, "Y4": 0.3748, "page": 0, "Index": 187}, {"Word": "the", "Confidence": 0.998, "X1": 0.6755, "Y1": 0.3612, "X2": 0.70199, "Y2": 0.361, "X3": 0.70331, "Y3": 0.3748, "X4": 0.6755, "Y4": 0.3748, "page": 0, "Index": 188}, {"Word": "length", "Confidence": 0.997, "X1": 0.71126, "Y1": 0.3612, "X2": 0.76424, "Y2": 0.361, "X3": 0.76424, "Y3": 0.3748, "X4": 0.71126, "Y4": 0.3748, "page": 0, "Index": 189}, {"Word": "of", "Confidence": 0.998, "X1": 0.77351, "Y1": 0.3612, "X2": 0.7947, "Y2": 0.361, "X3": 0.79603, "Y3": 0.3748, "X4": 0.77483, "Y4": 0.3748, "page": 0, "Index": 190}, {"Word": "the", "Confidence": 0.998, "X1": 0.80265, "Y1": 0.3612, "X2": 0.83179, "Y2": 0.361, "X3": 0.83179, "Y3": 0.3748, "X4": 0.80265, "Y4": 0.3748, "page": 0, "Index": 191}, {"Word": "cigarette", "Confidence": 0.955, "X1": 0.83974, "Y1": 0.3612, "X2": 0.91126, "Y2": 0.361, "X3": 0.91126, "Y3": 0.3748, "X4": 0.84106, "Y4": 0.3748, "page": 0, "Index": 192}, {"Word": "Ind", "Confidence": 0.64, "X1": 0.97351, "Y1": 0.3592, "X2": 0.99735, "Y2": 0.359, "X3": 0.99603, "Y3": 0.3688, "X4": 0.97351, "Y4": 0.3678, "page": 0, "Index": 193}, {"Word": "with", "Confidence": 0.988, "X1": 0.96026, "Y1": 0.3722, "X2": 0.99205, "Y2": 0.372, "X3": 0.99073, "Y3": 0.3838, "X4": 0.96026, "Y4": 0.3828, "page": 0, "Index": 194}, {"Word": "while", "Confidence": 0.997, "X1": 0.63046, "Y1": 0.3752, "X2": 0.67417, "Y2": 0.375, "X3": 0.67417, "Y3": 0.3888, "X4": 0.63046, "Y4": 0.3878, "page": 0, "Index": 195}, {"Word": "still", "Confidence": 0.997, "X1": 0.67682, "Y1": 0.3752, "X2": 0.71258, "Y2": 0.375, "X3": 0.71258, "Y3": 0.3888, "X4": 0.67682, "Y4": 0.3888, "page": 0, "Index": 196}, {"Word": "providing", "Confidence": 0.995, "X1": 0.71656, "Y1": 0.3752, "X2": 0.79338, "Y2": 0.375, "X3": 0.79205, "Y3": 0.3888, "X4": 0.71656, "Y4": 0.3888, "page": 0, "Index": 197}, {"Word": "a", "Confidence": 0.65, "X1": 0.79735, "Y1": 0.3752, "X2": 0.80795, "Y2": 0.375, "X3": 0.80795, "Y3": 0.3888, "X4": 0.79735, "Y4": 0.3888, "page": 0, "Index": 198}, {"Word": "fresh", "Confidence": 0.982, "X1": 0.81457, "Y1": 0.3752, "X2": 0.85695, "Y2": 0.375, "X3": 0.85695, "Y3": 0.3888, "X4": 0.81457, "Y4": 0.3888, "page": 0, "Index": 199}, {"Word": "smoke", "Confidence": 0.9, "X1": 0.86225, "Y1": 0.3752, "X2": 0.91126, "Y2": 0.375, "X3": 0.90993, "Y3": 0.3888, "X4": 0.86225, "Y4": 0.3888, "page": 0, "Index": 200}, {"Word": "rette", "Confidence": 0.997, "X1": 0.95629, "Y1": 0.3862, "X2": 0.9947, "Y2": 0.386, "X3": 0.9947, "Y3": 0.3978, "X4": 0.95629, "Y4": 0.3968, "page": 0, "Index": 201}, {"Word": "sample", "Confidence": 0.997, "X1": 0.63046, "Y1": 0.3892, "X2": 0.68477, "Y2": 0.389, "X3": 0.68477, "Y3": 0.4018, "X4": 0.63179, "Y4": 0.4028, "page": 0, "Index": 202}, {"Word": "for", "Confidence": 0.998, "X1": 0.68874, "Y1": 0.3892, "X2": 0.71656, "Y2": 0.389, "X3": 0.71656, "Y3": 0.4018, "X4": 0.68874, "Y4": 0.4018, "page": 0, "Index": 203}, {"Word": "analysis.", "Confidence": 0.995, "X1": 0.72053, "Y1": 0.3892, "X2": 0.79205, "Y2": 0.389, "X3": 0.79205, "Y3": 0.4018, "X4": 0.72053, "Y4": 0.4018, "page": 0, "Index": 204}, {"Word": "SAMPLE", "Confidence": 0.994, "X1": 0.37351, "Y1": 0.4062, "X2": 0.42384, "Y2": 0.406, "X3": 0.42384, "Y3": 0.4178, "X4": 0.37351, "Y4": 0.4188, "page": 0, "Index": 205}, {"Word": "A", "Confidence": 0.985, "X1": 0.64768, "Y1": 0.4022, "X2": 0.65828, "Y2": 0.402, "X3": 0.6596, "Y3": 0.4158, "X4": 0.64768, "Y4": 0.4158, "page": 0, "Index": 206}, {"Word": "typical", "Confidence": 0.981, "X1": 0.66887, "Y1": 0.4022, "X2": 0.72848, "Y2": 0.402, "X3": 0.72848, "Y3": 0.4158, "X4": 0.66887, "Y4": 0.4158, "page": 0, "Index": 207}, {"Word": "chromatogram", "Confidence": 0.991, "X1": 0.73377, "Y1": 0.4022, "X2": 0.84371, "Y2": 0.402, "X3": 0.84371, "Y3": 0.4158, "X4": 0.73377, "Y4": 0.4158, "page": 0, "Index": 208}, {"Word": "of", "Confidence": 0.998, "X1": 0.85695, "Y1": 0.4022, "X2": 0.87815, "Y2": 0.402, "X3": 0.87815, "Y3": 0.4158, "X4": 0.85828, "Y4": 0.4158, "page": 0, "Index": 209}, {"Word": "the", "Confidence": 0.998, "X1": 0.88344, "Y1": 0.4022, "X2": 0.91126, "Y2": 0.402, "X3": 0.91126, "Y3": 0.4158, "X4": 0.88344, "Y4": 0.4158, "page": 0, "Index": 210}, {"Word": "sum", "Confidence": 0.887, "X1": 0.95762, "Y1": 0.4002, "X2": 0.98146, "Y2": 0.4, "X3": 0.98278, "Y3": 0.4108, "X4": 0.95762, "Y4": 0.4108, "page": 0, "Index": 211}, {"Word": "LOOP", "Confidence": 0.99, "X1": 0.43046, "Y1": 0.4072, "X2": 0.4649, "Y2": 0.407, "X3": 0.4649, "Y3": 0.4198, "X4": 0.43046, "Y4": 0.4178, "page": 0, "Index": 212}, {"Word": "cigarette", "Confidence": 0.991, "X1": 0.76026, "Y1": 0.4152, "X2": 0.83311, "Y2": 0.415, "X3": 0.83311, "Y3": 0.4278, "X4": 0.76026, "Y4": 0.4288, "page": 0, "Index": 213}, {"Word": "smoke", "Confidence": 0.991, "X1": 0.83974, "Y1": 0.4152, "X2": 0.88874, "Y2": 0.415, "X3": 0.88874, "Y3": 0.4278, "X4": 0.83974, "Y4": 0.4278, "page": 0, "Index": 214}, {"Word": "is", "Confidence": 0.998, "X1": 0.89404, "Y1": 0.4152, "X2": 0.91126, "Y2": 0.415, "X3": 0.91126, "Y3": 0.4278, "X4": 0.89404, "Y4": 0.4278, "page": 0, "Index": 215}, {"Word": "devia", "Confidence": 0.668, "X1": 0.95762, "Y1": 0.4122, "X2": 0.99603, "Y2": 0.412, "X3": 0.99603, "Y3": 0.4228, "X4": 0.95762, "Y4": 0.4238, "page": 0, "Index": 216}, {"Word": "TO", "Confidence": 0.991, "X1": 0.12715, "Y1": 0.4232, "X2": 0.14305, "Y2": 0.423, "X3": 0.14437, "Y3": 0.4358, "X4": 0.12715, "Y4": 0.4358, "page": 0, "Index": 217}, {"Word": "VACUUM", "Confidence": 0.899, "X1": 0.14967, "Y1": 0.4232, "X2": 0.19603, "Y2": 0.423, "X3": 0.19603, "Y3": 0.4348, "X4": 0.14967, "Y4": 0.4358, "page": 0, "Index": 218}, {"Word": "THREE", "Confidence": 0.995, "X1": 0.23444, "Y1": 0.4232, "X2": 0.2755, "Y2": 0.423, "X3": 0.2755, "Y3": 0.4338, "X4": 0.23444, "Y4": 0.4338, "page": 0, "Index": 219}, {"Word": "WAY", "Confidence": 0.998, "X1": 0.28079, "Y1": 0.4242, "X2": 0.30728, "Y2": 0.424, "X3": 0.30596, "Y3": 0.4348, "X4": 0.28079, "Y4": 0.4338, "page": 0, "Index": 220}, {"Word": "000", "Confidence": 0.743, "X1": 0.39338, "Y1": 0.4162, "X2": 0.42781, "Y2": 0.416, "X3": 0.42914, "Y3": 0.4308, "X4": 0.3947, "Y4": 0.4328, "page": 0, "Index": 221}, {"Word": "vapor", "Confidence": 0.994, "X1": 0.63046, "Y1": 0.4152, "X2": 0.6755, "Y2": 0.415, "X3": 0.6755, "Y3": 0.4298, "X4": 0.62914, "Y4": 0.4308, "page": 0, "Index": 222}, {"Word": "phase", "Confidence": 0.998, "X1": 0.68079, "Y1": 0.4152, "X2": 0.72848, "Y2": 0.415, "X3": 0.72848, "Y3": 0.4288, "X4": 0.68079, "Y4": 0.4298, "page": 0, "Index": 223}, {"Word": "of", "Confidence": 0.998, "X1": 0.7351, "Y1": 0.4152, "X2": 0.75497, "Y2": 0.415, "X3": 0.75497, "Y3": 0.4288, "X4": 0.7351, "Y4": 0.4288, "page": 0, "Index": 224}, {"Word": "peate", "Confidence": 0.885, "X1": 0.95629, "Y1": 0.4272, "X2": 0.99603, "Y2": 0.427, "X3": 0.99603, "Y3": 0.4378, "X4": 0.95629, "Y4": 0.4378, "page": 0, "Index": 225}, {"Word": "SOLENOID", "Confidence": 0.35, "X1": 0.24371, "Y1": 0.4322, "X2": 0.30199, "Y2": 0.432, "X3": 0.30331, "Y3": 0.4438, "X4": 0.24371, "Y4": 0.4438, "page": 0, "Index": 226}, {"Word": "shown", "Confidence": 0.997, "X1": 0.62781, "Y1": 0.4282, "X2": 0.67815, "Y2": 0.428, "X3": 0.67815, "Y3": 0.4418, "X4": 0.62781, "Y4": 0.4428, "page": 0, "Index": 227}, {"Word": "in", "Confidence": 0.998, "X1": 0.68212, "Y1": 0.4282, "X2": 0.69934, "Y2": 0.428, "X3": 0.69934, "Y3": 0.4418, "X4": 0.68212, "Y4": 0.4418, "page": 0, "Index": 228}, {"Word": "Figure", "Confidence": 0.997, "X1": 0.70464, "Y1": 0.4292, "X2": 0.76026, "Y2": 0.429, "X3": 0.76026, "Y3": 0.4418, "X4": 0.70464, "Y4": 0.4418, "page": 0, "Index": 229}, {"Word": "10.", "Confidence": 0.998, "X1": 0.76291, "Y1": 0.4292, "X2": 0.7894, "Y2": 0.429, "X3": 0.7894, "Y3": 0.4418, "X4": 0.76291, "Y4": 0.4418, "page": 0, "Index": 230}, {"Word": "This", "Confidence": 0.989, "X1": 0.79205, "Y1": 0.4292, "X2": 0.82781, "Y2": 0.429, "X3": 0.82781, "Y3": 0.4418, "X4": 0.79205, "Y4": 0.4418, "page": 0, "Index": 231}, {"Word": "chromato-", "Confidence": 0.892, "X1": 0.83046, "Y1": 0.4302, "X2": 0.91126, "Y2": 0.43, "X3": 0.91126, "Y3": 0.4418, "X4": 0.83046, "Y4": 0.4418, "page": 0, "Index": 232}, {"Word": "gram", "Confidence": 0.988, "X1": 0.62914, "Y1": 0.4432, "X2": 0.6649, "Y2": 0.443, "X3": 0.6649, "Y3": 0.4558, "X4": 0.62914, "Y4": 0.4568, "page": 0, "Index": 233}, {"Word": "was", "Confidence": 0.998, "X1": 0.67947, "Y1": 0.4432, "X2": 0.71126, "Y2": 0.443, "X3": 0.71126, "Y3": 0.4558, "X4": 0.67947, "Y4": 0.4558, "page": 0, "Index": 234}, {"Word": "obtained", "Confidence": 0.994, "X1": 0.71788, "Y1": 0.4422, "X2": 0.78675, "Y2": 0.442, "X3": 0.78675, "Y3": 0.4558, "X4": 0.71788, "Y4": 0.4558, "page": 0, "Index": 235}, {"Word": "on", "Confidence": 0.998, "X1": 0.79603, "Y1": 0.4422, "X2": 0.81589, "Y2": 0.442, "X3": 0.81589, "Y3": 0.4558, "X4": 0.79603, "Y4": 0.4558, "page": 0, "Index": 236}, {"Word": "a", "Confidence": 0.942, "X1": 0.82517, "Y1": 0.4422, "X2": 0.83576, "Y2": 0.442, "X3": 0.83576, "Y3": 0.4558, "X4": 0.82517, "Y4": 0.4558, "page": 0, "Index": 237}, {"Word": "20", "Confidence": 0.998, "X1": 0.84503, "Y1": 0.4422, "X2": 0.86358, "Y2": 0.442, "X3": 0.86358, "Y3": 0.4558, "X4": 0.84503, "Y4": 0.4558, "page": 0, "Index": 238}, {"Word": "foot.", "Confidence": 0.684, "X1": 0.87285, "Y1": 0.4432, "X2": 0.90993, "Y2": 0.443, "X3": 0.90993, "Y3": 0.4568, "X4": 0.87285, "Y4": 0.4558, "page": 0, "Index": 239}, {"Word": "cate", "Confidence": 0.9, "X1": 0.95762, "Y1": 0.4402, "X2": 0.9894, "Y2": 0.44, "X3": 0.9894, "Y3": 0.4508, "X4": 0.95762, "Y4": 0.4508, "page": 0, "Index": 240}, {"Word": "order", "Confidence": 0.996, "X1": 0.95629, "Y1": 0.4532, "X2": 0.99868, "Y2": 0.453, "X3": 0.99868, "Y3": 0.4648, "X4": 0.95629, "Y4": 0.4638, "page": 0, "Index": 241}, {"Word": "R", "Confidence": 0.994, "X1": 0.27947, "Y1": 0.4642, "X2": 0.28874, "Y2": 0.464, "X3": 0.28874, "Y3": 0.4758, "X4": 0.27947, "Y4": 0.4758, "page": 0, "Index": 242}, {"Word": "1%", "Confidence": 0.088, "X1": 0.62781, "Y1": 0.4562, "X2": 0.64768, "Y2": 0.456, "X3": 0.64768, "Y3": 0.4698, "X4": 0.62781, "Y4": 0.4698, "page": 0, "Index": 243}, {"Word": "inch", "Confidence": 0.988, "X1": 0.65033, "Y1": 0.4562, "X2": 0.68477, "Y2": 0.456, "X3": 0.68477, "Y3": 0.4688, "X4": 0.65033, "Y4": 0.4698, "page": 0, "Index": 244}, {"Word": "(wall", "Confidence": 0.994, "X1": 0.69272, "Y1": 0.4562, "X2": 0.7351, "Y2": 0.456, "X3": 0.7351, "Y3": 0.4688, "X4": 0.69272, "Y4": 0.4688, "page": 0, "Index": 245}, {"Word": "thickness,", "Confidence": 0.993, "X1": 0.73775, "Y1": 0.4562, "X2": 0.81854, "Y2": 0.456, "X3": 0.81854, "Y3": 0.4688, "X4": 0.73775, "Y4": 0.4688, "page": 0, "Index": 246}, {"Word": "0.020", "Confidence": 0.997, "X1": 0.82252, "Y1": 0.4562, "X2": 0.86225, "Y2": 0.456, "X3": 0.86225, "Y3": 0.4688, "X4": 0.82252, "Y4": 0.4688, "page": 0, "Index": 247}, {"Word": "inch)", "Confidence": 0.996, "X1": 0.86623, "Y1": 0.4562, "X2": 0.90861, "Y2": 0.456, "X3": 0.90861, "Y3": 0.4688, "X4": 0.86623, "Y4": 0.4688, "page": 0, "Index": 248}, {"Word": "up", "Confidence": 0.997, "X1": 0.95894, "Y1": 0.4662, "X2": 0.97616, "Y2": 0.466, "X3": 0.97616, "Y3": 0.4778, "X4": 0.95894, "Y4": 0.4778, "page": 0, "Index": 249}, {"Word": "t", "Confidence": 0.995, "X1": 0.98543, "Y1": 0.4662, "X2": 0.9947, "Y2": 0.466, "X3": 0.9947, "Y3": 0.4778, "X4": 0.98543, "Y4": 0.4778, "page": 0, "Index": 250}, {"Word": "stainless", "Confidence": 0.991, "X1": 0.62781, "Y1": 0.4702, "X2": 0.69801, "Y2": 0.47, "X3": 0.69801, "Y3": 0.4828, "X4": 0.62781, "Y4": 0.4838, "page": 0, "Index": 251}, {"Word": "steel", "Confidence": 0.995, "X1": 0.70199, "Y1": 0.4692, "X2": 0.74305, "Y2": 0.469, "X3": 0.74305, "Y3": 0.4828, "X4": 0.70199, "Y4": 0.4828, "page": 0, "Index": 252}, {"Word": "column", "Confidence": 0.996, "X1": 0.74702, "Y1": 0.4692, "X2": 0.8053, "Y2": 0.469, "X3": 0.8053, "Y3": 0.4828, "X4": 0.74702, "Y4": 0.4828, "page": 0, "Index": 253}, {"Word": "packed", "Confidence": 0.997, "X1": 0.8106, "Y1": 0.4692, "X2": 0.86755, "Y2": 0.469, "X3": 0.86755, "Y3": 0.4828, "X4": 0.8106, "Y4": 0.4828, "page": 0, "Index": 254}, {"Word": "with", "Confidence": 0.989, "X1": 0.87417, "Y1": 0.4692, "X2": 0.90861, "Y2": 0.469, "X3": 0.90861, "Y3": 0.4828, "X4": 0.87417, "Y4": 0.4828, "page": 0, "Index": 255}, {"Word": "SIX", "Confidence": 0.782, "X1": 0.47152, "Y1": 0.4822, "X2": 0.49272, "Y2": 0.482, "X3": 0.49404, "Y3": 0.4938, "X4": 0.47285, "Y4": 0.4938, "page": 0, "Index": 256}, {"Word": "PORT", "Confidence": 0.671, "X1": 0.49669, "Y1": 0.4822, "X2": 0.5298, "Y2": 0.482, "X3": 0.53113, "Y3": 0.4938, "X4": 0.49801, "Y4": 0.4938, "page": 0, "Index": 257}, {"Word": "SAMPLE", "Confidence": 0.991, "X1": 0.53377, "Y1": 0.4812, "X2": 0.58543, "Y2": 0.481, "X3": 0.58543, "Y3": 0.4938, "X4": 0.5351, "Y4": 0.4938, "page": 0, "Index": 258}, {"Word": "100-120", "Confidence": 0.993, "X1": 0.62914, "Y1": 0.4832, "X2": 0.68742, "Y2": 0.483, "X3": 0.68609, "Y3": 0.4968, "X4": 0.62781, "Y4": 0.4968, "page": 0, "Index": 259}, {"Word": "mesh", "Confidence": 0.989, "X1": 0.69934, "Y1": 0.4832, "X2": 0.7404, "Y2": 0.483, "X3": 0.7404, "Y3": 0.4968, "X4": 0.69801, "Y4": 0.4968, "page": 0, "Index": 260}, {"Word": "Johns-Manville", "Confidence": 0.992, "X1": 0.75232, "Y1": 0.4832, "X2": 0.8755, "Y2": 0.483, "X3": 0.8755, "Y3": 0.4968, "X4": 0.75099, "Y4": 0.4968, "page": 0, "Index": 261}, {"Word": "C", "Confidence": 0.994, "X1": 0.88477, "Y1": 0.4832, "X2": 0.89272, "Y2": 0.483, "X3": 0.89272, "Y3": 0.4968, "X4": 0.88344, "Y4": 0.4968, "page": 0, "Index": 262}, {"Word": "..", "Confidence": 0.016, "X1": 0.89669, "Y1": 0.4832, "X2": 0.90993, "Y2": 0.483, "X3": 0.90993, "Y3": 0.4978, "X4": 0.89669, "Y4": 0.4968, "page": 0, "Index": 263}, {"Word": "mino", "Confidence": 0.982, "X1": 0.95629, "Y1": 0.4812, "X2": 0.9947, "Y2": 0.481, "X3": 0.9947, "Y3": 0.4908, "X4": 0.95629, "Y4": 0.4908, "page": 0, "Index": 264}, {"Word": "VALVE", "Confidence": 0.79, "X1": 0.51126, "Y1": 0.4912, "X2": 0.54967, "Y2": 0.491, "X3": 0.54967, "Y3": 0.5018, "X4": 0.51258, "Y4": 0.5028, "page": 0, "Index": 265}, {"Word": "Summ", "Confidence": 0.986, "X1": 0.95629, "Y1": 0.5092, "X2": 0.99603, "Y2": 0.509, "X3": 0.99603, "Y3": 0.5208, "X4": 0.95629, "Y4": 0.5208, "page": 0, "Index": 266}, {"Word": "CRITICAL", "Confidence": 0.991, "X1": 0.07285, "Y1": 0.5172, "X2": 0.12715, "Y2": 0.517, "X3": 0.12583, "Y3": 0.5288, "X4": 0.07285, "Y4": 0.5288, "page": 0, "Index": 267}, {"Word": "ORIFICE", "Confidence": 0.944, "X1": 0.09139, "Y1": 0.5272, "X2": 0.13775, "Y2": 0.527, "X3": 0.13775, "Y3": 0.5378, "X4": 0.09139, "Y4": 0.5378, "page": 0, "Index": 268}, {"Word": "FLOW", "Confidence": 0.936, "X1": 0.1298, "Y1": 0.5182, "X2": 0.16291, "Y2": 0.518, "X3": 0.16159, "Y3": 0.5298, "X4": 0.1298, "Y4": 0.5288, "page": 0, "Index": 269}, {"Word": "Th", "Confidence": 0.997, "X1": 0.97483, "Y1": 0.5272, "X2": 0.99338, "Y2": 0.527, "X3": 0.99338, "Y3": 0.5398, "X4": 0.97483, "Y4": 0.5398, "page": 0, "Index": 270}, {"Word": "DETECTOR", "Confidence": 0.991, "X1": 0.70993, "Y1": 0.5432, "X2": 0.77086, "Y2": 0.543, "X3": 0.76954, "Y3": 0.5558, "X4": 0.70993, "Y4": 0.5568, "page": 0, "Index": 271}, {"Word": "RESPONSE", "Confidence": 0.955, "X1": 0.77881, "Y1": 0.5422, "X2": 0.83709, "Y2": 0.542, "X3": 0.83709, "Y3": 0.5548, "X4": 0.77881, "Y4": 0.5558, "page": 0, "Index": 272}, {"Word": "syste", "Confidence": 0.955, "X1": 0.95629, "Y1": 0.5412, "X2": 0.99603, "Y2": 0.541, "X3": 0.99735, "Y3": 0.5518, "X4": 0.95762, "Y4": 0.5528, "page": 0, "Index": 273}, {"Word": "100", "Confidence": 0.941, "X1": 0.88079, "Y1": 0.5622, "X2": 0.88079, "Y2": 0.562, "X3": 0.8702, "Y3": 0.5628, "X4": 0.8702, "Y4": 0.5528, "page": 0, "Index": 274}, {"Word": "direc", "Confidence": 0.675, "X1": 0.95762, "Y1": 0.5542, "X2": 0.99735, "Y2": 0.554, "X3": 0.99735, "Y3": 0.5648, "X4": 0.95762, "Y4": 0.5658, "page": 0, "Index": 275}, {"Word": "m", "Confidence": 0.365, "X1": 0.88079, "Y1": 0.5742, "X2": 0.88079, "Y2": 0.574, "X3": 0.8702, "Y3": 0.5738, "X4": 0.8702, "Y4": 0.5698, "page": 0, "Index": 276}, {"Word": "smok", "Confidence": 0.793, "X1": 0.95762, "Y1": 0.5682, "X2": 0.9947, "Y2": 0.568, "X3": 0.99603, "Y3": 0.5778, "X4": 0.95762, "Y4": 0.5788, "page": 0, "Index": 277}, {"Word": "FOUR", "Confidence": 0.987, "X1": 0.50993, "Y1": 0.5752, "X2": 0.54305, "Y2": 0.575, "X3": 0.54172, "Y3": 0.5878, "X4": 0.50861, "Y4": 0.5868, "page": 0, "Index": 278}, {"Word": "WAY", "Confidence": 0.981, "X1": 0.54702, "Y1": 0.5742, "X2": 0.57616, "Y2": 0.574, "X3": 0.57616, "Y3": 0.5868, "X4": 0.54702, "Y4": 0.5878, "page": 0, "Index": 279}, {"Word": "VALVE", "Confidence": 0.941, "X1": 0.52053, "Y1": 0.5812, "X2": 0.56026, "Y2": 0.581, "X3": 0.56026, "Y3": 0.5948, "X4": 0.52053, "Y4": 0.5948, "page": 0, "Index": 280}, {"Word": "with", "Confidence": 0.989, "X1": 0.95629, "Y1": 0.5802, "X2": 0.99073, "Y2": 0.58, "X3": 0.99073, "Y3": 0.5928, "X4": 0.95629, "Y4": 0.5928, "page": 0, "Index": 281}, {"Word": "CAMBRIDGE", "Confidence": 0.673, "X1": 0.15762, "Y1": 0.5962, "X2": 0.22384, "Y2": 0.596, "X3": 0.22384, "Y3": 0.6068, "X4": 0.15762, "Y4": 0.6058, "page": 0, "Index": 282}, {"Word": "tior", "Confidence": 0.965, "X1": 0.95762, "Y1": 0.5942, "X2": 0.98411, "Y2": 0.594, "X3": 0.98411, "Y3": 0.6048, "X4": 0.95762, "Y4": 0.6048, "page": 0, "Index": 283}, {"Word": "FILTER", "Confidence": 0.981, "X1": 0.17086, "Y1": 0.6072, "X2": 0.20927, "Y2": 0.607, "X3": 0.20927, "Y3": 0.6168, "X4": 0.17086, "Y4": 0.6168, "page": 0, "Index": 284}, {"Word": "signe", "Confidence": 0.997, "X1": 0.95762, "Y1": 0.6082, "X2": 0.99735, "Y2": 0.608, "X3": 0.99735, "Y3": 0.6198, "X4": 0.95762, "Y4": 0.6198, "page": 0, "Index": 285}, {"Word": "read", "Confidence": 0.981, "X1": 0.95629, "Y1": 0.6212, "X2": 0.99073, "Y2": 0.621, "X3": 0.99073, "Y3": 0.6328, "X4": 0.95629, "Y4": 0.6328, "page": 0, "Index": 286}, {"Word": "C2", "Confidence": 0.991, "X1": 0.18278, "Y1": 0.6322, "X2": 0.20132, "Y2": 0.632, "X3": 0.20132, "Y3": 0.6428, "X4": 0.18278, "Y4": 0.6428, "page": 0, "Index": 287}, {"Word": "Loo", "Confidence": 0.191, "X1": 0.43311, "Y1": 0.6262, "X2": 0.46887, "Y2": 0.626, "X3": 0.46887, "Y3": 0.6408, "X4": 0.43311, "Y4": 0.6408, "page": 0, "Index": 288}, {"Word": "bubb", "Confidence": 0.988, "X1": 0.95629, "Y1": 0.6332, "X2": 0.9947, "Y2": 0.633, "X3": 0.9947, "Y3": 0.6448, "X4": 0.95629, "Y4": 0.6448, "page": 0, "Index": 289}, {"Word": "CALIBRATION", "Confidence": 0.943, "X1": 0.42781, "Y1": 0.6402, "X2": 0.50596, "Y2": 0.64, "X3": 0.50596, "Y3": 0.6498, "X4": 0.42781, "Y4": 0.6498, "page": 0, "Index": 290}, {"Word": "WITH", "Confidence": 0.988, "X1": 0.44106, "Y1": 0.6492, "X2": 0.4702, "Y2": 0.649, "X3": 0.4702, "Y3": 0.6578, "X4": 0.44106, "Y4": 0.6588, "page": 0, "Index": 291}, {"Word": "INJECTION", "Confidence": 0.92, "X1": 0.47947, "Y1": 0.6472, "X2": 0.54172, "Y2": 0.647, "X3": 0.54172, "Y3": 0.6568, "X4": 0.47947, "Y4": 0.6578, "page": 0, "Index": 292}, {"Word": "LOOP", "Confidence": 0.99, "X1": 0.50993, "Y1": 0.6392, "X2": 0.54305, "Y2": 0.639, "X3": 0.54437, "Y3": 0.6508, "X4": 0.50993, "Y4": 0.6498, "page": 0, "Index": 293}, {"Word": "TWO", "Confidence": 0.997, "X1": 0.06623, "Y1": 0.6542, "X2": 0.09404, "Y2": 0.654, "X3": 0.09536, "Y3": 0.6658, "X4": 0.06755, "Y4": 0.6658, "page": 0, "Index": 294}, {"Word": "FOUR", "Confidence": 0.991, "X1": 0.09669, "Y1": 0.6532, "X2": 0.13245, "Y2": 0.653, "X3": 0.13377, "Y3": 0.6658, "X4": 0.09934, "Y4": 0.6658, "page": 0, "Index": 295}, {"Word": "WAY", "Confidence": 0.996, "X1": 0.13642, "Y1": 0.6532, "X2": 0.16159, "Y2": 0.653, "X3": 0.16291, "Y3": 0.6658, "X4": 0.13775, "Y4": 0.6658, "page": 0, "Index": 296}, {"Word": "PORT", "Confidence": 0.98, "X1": 0.47152, "Y1": 0.6582, "X2": 0.50331, "Y2": 0.658, "X3": 0.50331, "Y3": 0.6668, "X4": 0.47152, "Y4": 0.6668, "page": 0, "Index": 297}, {"Word": "vapo", "Confidence": 0.963, "X1": 0.95762, "Y1": 0.6482, "X2": 0.99338, "Y2": 0.648, "X3": 0.99338, "Y3": 0.6588, "X4": 0.95762, "Y4": 0.6598, "page": 0, "Index": 298}, {"Word": "VALVES", "Confidence": 0.857, "X1": 0.08344, "Y1": 0.6652, "X2": 0.12583, "Y2": 0.665, "X3": 0.12715, "Y3": 0.6758, "X4": 0.08477, "Y4": 0.6758, "page": 0, "Index": 299}, {"Word": "IN", "Confidence": 0.892, "X1": 0.12848, "Y1": 0.6652, "X2": 0.14172, "Y2": 0.665, "X3": 0.14305, "Y3": 0.6758, "X4": 0.1298, "Y4": 0.6758, "page": 0, "Index": 300}, {"Word": "colle", "Confidence": 0.994, "X1": 0.95762, "Y1": 0.6612, "X2": 0.9947, "Y2": 0.661, "X3": 0.9947, "Y3": 0.6728, "X4": 0.95762, "Y4": 0.6728, "page": 0, "Index": 301}, {"Word": "TANDEM", "Confidence": 0.662, "X1": 0.08609, "Y1": 0.6762, "X2": 0.13245, "Y2": 0.676, "X3": 0.13245, "Y3": 0.6868, "X4": 0.08609, "Y4": 0.6868, "page": 0, "Index": 302}, {"Word": "third", "Confidence": 0.995, "X1": 0.95762, "Y1": 0.6732, "X2": 0.99603, "Y2": 0.673, "X3": 0.99603, "Y3": 0.6848, "X4": 0.95762, "Y4": 0.6858, "page": 0, "Index": 303}, {"Word": "ous", "Confidence": 0.857, "X1": 0.95629, "Y1": 0.6892, "X2": 0.98411, "Y2": 0.689, "X3": 0.98411, "Y3": 0.6998, "X4": 0.95762, "Y4": 0.6998, "page": 0, "Index": 304}, {"Word": "8", "Confidence": 0.109, "X1": 0.98675, "Y1": 0.6892, "X2": 0.99603, "Y2": 0.689, "X3": 0.99603, "Y3": 0.6998, "X4": 0.98675, "Y4": 0.6998, "page": 0, "Index": 305}, {"Word": "THE", "Confidence": 0.74, "X1": 0.66755, "Y1": 0.7172, "X2": 0.66755, "Y2": 0.717, "X3": 0.64503, "Y3": 0.7168, "X4": 0.64503, "Y4": 0.7038, "page": 0, "Index": 306}, {"Word": "seco", "Confidence": 0.983, "X1": 0.95762, "Y1": 0.7022, "X2": 0.9894, "Y2": 0.702, "X3": 0.9894, "Y3": 0.7128, "X4": 0.95762, "Y4": 0.7128, "page": 0, "Index": 307}, {"Word": ",", "Confidence": 0.644, "X1": 0.66755, "Y1": 0.7232, "X2": 0.66755, "Y2": 0.723, "X3": 0.64503, "Y3": 0.7238, "X4": 0.64503, "Y4": 0.7198, "page": 0, "Index": 308}, {"Word": "from", "Confidence": 0.988, "X1": 0.95894, "Y1": 0.7142, "X2": 0.9894, "Y2": 0.714, "X3": 0.9894, "Y3": 0.7258, "X4": 0.95762, "Y4": 0.7248, "page": 0, "Index": 309}, {"Word": "MEN", "Confidence": 0.155, "X1": 0.66755, "Y1": 0.7472, "X2": 0.66755, "Y2": 0.747, "X3": 0.64503, "Y3": 0.7468, "X4": 0.64503, "Y4": 0.7268, "page": 0, "Index": 310}, {"Word": "in", "Confidence": 0.997, "X1": 0.95894, "Y1": 0.7272, "X2": 0.97351, "Y2": 0.727, "X3": 0.97351, "Y3": 0.7388, "X4": 0.95894, "Y4": 0.7378, "page": 0, "Index": 311}, {"Word": "g", "Confidence": 0.551, "X1": 0.98013, "Y1": 0.7272, "X2": 0.9894, "Y2": 0.727, "X3": 0.9894, "Y3": 0.7388, "X4": 0.98013, "Y4": 0.7388, "page": 0, "Index": 312}, {"Word": "30", "Confidence": 0.744, "X1": 0.6755, "Y1": 0.7512, "X2": 0.67682, "Y2": 0.751, "X3": 0.65828, "Y3": 0.7518, "X4": 0.65695, "Y4": 0.7368, "page": 0, "Index": 313}, {"Word": "02", "Confidence": 0.596, "X1": 0.6596, "Y1": 0.7752, "X2": 0.6596, "Y2": 0.775, "X3": 0.67682, "Y3": 0.7748, "X4": 0.67682, "Y4": 0.7888, "page": 0, "Index": 314}, {"Word": "PRE", "Confidence": 0.991, "X1": 0.39205, "Y1": 0.7702, "X2": 0.41854, "Y2": 0.77, "X3": 0.41722, "Y3": 0.7828, "X4": 0.39073, "Y4": 0.7838, "page": 0, "Index": 315}, {"Word": "COLUMN", "Confidence": 0.907, "X1": 0.42252, "Y1": 0.7682, "X2": 0.4755, "Y2": 0.768, "X3": 0.4755, "Y3": 0.7828, "X4": 0.42119, "Y4": 0.7828, "page": 0, "Index": 316}, {"Word": "V", "Confidence": 0.904, "X1": 0.22781, "Y1": 0.7822, "X2": 0.23974, "Y2": 0.782, "X3": 0.23841, "Y3": 0.7958, "X4": 0.22781, "Y4": 0.7948, "page": 0, "Index": 317}, {"Word": "1.", "Confidence": 0.863, "X1": 0.96689, "Y1": 0.7792, "X2": 0.98411, "Y2": 0.779, "X3": 0.98278, "Y3": 0.7918, "X4": 0.96556, "Y4": 0.7908, "page": 0, "Index": 318}, {"Word": "B", "Confidence": 0.841, "X1": 0.98675, "Y1": 0.7792, "X2": 0.99735, "Y2": 0.779, "X3": 0.99603, "Y3": 0.7918, "X4": 0.98675, "Y4": 0.7918, "page": 0, "Index": 319}, {"Word": "DETECTOR", "Confidence": 0.95, "X1": 0.08609, "Y1": 0.7952, "X2": 0.14967, "Y2": 0.795, "X3": 0.14967, "Y3": 0.8068, "X4": 0.08609, "Y4": 0.8078, "page": 0, "Index": 320}, {"Word": "OVEN", "Confidence": 0.903, "X1": 0.41589, "Y1": 0.7892, "X2": 0.44768, "Y2": 0.789, "X3": 0.44901, "Y3": 0.8008, "X4": 0.41722, "Y4": 0.8018, "page": 0, "Index": 321}, {"Word": "CI", "Confidence": 0.815, "X1": 0.0543, "Y1": 0.8192, "X2": 0.06887, "Y2": 0.819, "X3": 0.0702, "Y3": 0.8298, "X4": 0.0543, "Y4": 0.8308, "page": 0, "Index": 322}, {"Word": "CARRIER", "Confidence": 0.952, "X1": 0.08742, "Y1": 0.8182, "X2": 0.1404, "Y2": 0.818, "X3": 0.1404, "Y3": 0.8298, "X4": 0.08742, "Y4": 0.8308, "page": 0, "Index": 323}, {"Word": "C2", "Confidence": 0.9, "X1": 0.0543, "Y1": 0.8382, "X2": 0.07152, "Y2": 0.838, "X3": 0.07152, "Y3": 0.8498, "X4": 0.0543, "Y4": 0.8498, "page": 0, "Index": 324}, {"Word": "BACK", "Confidence": 0.971, "X1": 0.08874, "Y1": 0.8392, "X2": 0.12053, "Y2": 0.839, "X3": 0.12053, "Y3": 0.8518, "X4": 0.08742, "Y4": 0.8518, "page": 0, "Index": 325}, {"Word": "FLUSH", "Confidence": 0.994, "X1": 0.1245, "Y1": 0.8392, "X2": 0.16689, "Y2": 0.839, "X3": 0.16556, "Y3": 0.8508, "X4": 0.12318, "Y4": 0.8508, "page": 0, "Index": 326}, {"Word": "CARRIER", "Confidence": 0.991, "X1": 0.17219, "Y1": 0.8382, "X2": 0.22781, "Y2": 0.838, "X3": 0.22649, "Y3": 0.8508, "X4": 0.17086, "Y4": 0.8508, "page": 0, "Index": 327}, {"Word": "VENT", "Confidence": 0.987, "X1": 0.08742, "Y1": 0.8622, "X2": 0.1245, "Y2": 0.862, "X3": 0.1245, "Y3": 0.8738, "X4": 0.08742, "Y4": 0.8738, "page": 0, "Index": 328}, {"Word": "2", "Confidence": 0.688, "X1": 0.72185, "Y1": 0.8572, "X2": 0.73245, "Y2": 0.857, "X3": 0.73245, "Y3": 0.8688, "X4": 0.72185, "Y4": 0.8688, "page": 0, "Index": 329}, {"Word": "01561834", "Confidence": 0.994, "X1": 0.57351, "Y1": 0.8862, "X2": 0.56689, "Y2": 0.886, "X3": 0.54305, "Y3": 0.8858, "X4": 0.54967, "Y4": 0.7898, "page": 0, "Index": 330}, {"Word": "2.", "Confidence": 0.744, "X1": 0.96821, "Y1": 0.8762, "X2": 0.98146, "Y2": 0.876, "X3": 0.98013, "Y3": 0.8868, "X4": 0.96689, "Y4": 0.8858, "page": 0, "Index": 331}, {"Word": "113", "Confidence": 0.463, "X1": 0.08874, "Y1": 0.8822, "X2": 0.10728, "Y2": 0.882, "X3": 0.10728, "Y3": 0.8938, "X4": 0.08874, "Y4": 0.8938, "page": 0, "Index": 332}, {"Word": "cc", "Confidence": 0.224, "X1": 0.10993, "Y1": 0.8822, "X2": 0.12715, "Y2": 0.882, "X3": 0.12583, "Y3": 0.8928, "X4": 0.10993, "Y4": 0.8938, "page": 0, "Index": 333}, {"Word": "RESERVOIRS", "Confidence": 0.962, "X1": 0.1298, "Y1": 0.8822, "X2": 0.2106, "Y2": 0.882, "X3": 0.20927, "Y3": 0.8938, "X4": 0.1298, "Y4": 0.8928, "page": 0, "Index": 334}, {"Word": "TEMP", "Confidence": 0.814, "X1": 0.26093, "Y1": 0.9142, "X2": 0.29536, "Y2": 0.914, "X3": 0.29536, "Y3": 0.9238, "X4": 0.26093, "Y4": 0.9238, "page": 0, "Index": 335}, {"Word": "PROGRAMMED", "Confidence": 0.991, "X1": 0.30993, "Y1": 0.9132, "X2": 0.39735, "Y2": 0.913, "X3": 0.39603, "Y3": 0.9248, "X4": 0.30993, "Y4": 0.9238, "page": 0, "Index": 336}, {"Word": "OVEN", "Confidence": 0.674, "X1": 0.31523, "Y1": 0.9262, "X2": 0.34834, "Y2": 0.926, "X3": 0.34702, "Y3": 0.9358, "X4": 0.31523, "Y4": 0.9368, "page": 0, "Index": 337}, {"Word": "Figure", "Confidence": 0.957, "X1": 0.62649, "Y1": 0.9392, "X2": 0.66623, "Y2": 0.939, "X3": 0.66623, "Y3": 0.9518, "X4": 0.62517, "Y4": 0.9528, "page": 0, "Index": 338}, {"Word": "10.", "Confidence": 0.967, "X1": 0.6702, "Y1": 0.9392, "X2": 0.69139, "Y2": 0.939, "X3": 0.69139, "Y3": 0.9518, "X4": 0.66887, "Y4": 0.9518, "page": 0, "Index": 339}, {"Word": "Chromatogram", "Confidence": 0.669, "X1": 0.69536, "Y1": 0.9392, "X2": 0.78543, "Y2": 0.939, "X3": 0.78411, "Y3": 0.9508, "X4": 0.69404, "Y4": 0.9518, "page": 0, "Index": 340}, {"Word": "of", "Confidence": 0.998, "X1": 0.79073, "Y1": 0.9392, "X2": 0.80662, "Y2": 0.939, "X3": 0.8053, "Y3": 0.9508, "X4": 0.79073, "Y4": 0.9508, "page": 0, "Index": 341}, {"Word": "the", "Confidence": 0.991, "X1": 0.80927, "Y1": 0.9392, "X2": 0.82914, "Y2": 0.939, "X3": 0.82914, "Y3": 0.9508, "X4": 0.80927, "Y4": 0.9508, "page": 0, "Index": 342}, {"Word": "smoke", "Confidence": 0.643, "X1": 0.83311, "Y1": 0.9392, "X2": 0.8702, "Y2": 0.939, "X3": 0.8702, "Y3": 0.9508, "X4": 0.83179, "Y4": 0.9508, "page": 0, "Index": 343}, {"Word": "vapor", "Confidence": 0.67, "X1": 0.87417, "Y1": 0.9392, "X2": 0.91126, "Y2": 0.939, "X3": 0.90993, "Y3": 0.9508, "X4": 0.87417, "Y4": 0.9508, "page": 0, "Index": 344}, {"Word": "phase.", "Confidence": 0.802, "X1": 0.62649, "Y1": 0.9522, "X2": 0.66755, "Y2": 0.952, "X3": 0.66623, "Y3": 0.9638, "X4": 0.62517, "Y4": 0.9638, "page": 0, "Index": 345}, {"Word": "85", "Confidence": 0.948, "X1": 0.6702, "Y1": 0.9522, "X2": 0.68609, "Y2": 0.952, "X3": 0.68477, "Y3": 0.9628, "X4": 0.66887, "Y4": 0.9638, "page": 0, "Index": 346}, {"Word": "mm", "Confidence": 0.998, "X1": 0.69007, "Y1": 0.9522, "X2": 0.70993, "Y2": 0.952, "X3": 0.70993, "Y3": 0.9628, "X4": 0.68874, "Y4": 0.9628, "page": 0, "Index": 347}, {"Word": "blended", "Confidence": 0.95, "X1": 0.71921, "Y1": 0.9512, "X2": 0.76821, "Y2": 0.951, "X3": 0.76821, "Y3": 0.9628, "X4": 0.71788, "Y4": 0.9628, "page": 0, "Index": 348}, {"Word": "cigarette", "Confidence": 0.9, "X1": 0.77351, "Y1": 0.9512, "X2": 0.83179, "Y2": 0.951, "X3": 0.83179, "Y3": 0.9618, "X4": 0.77351, "Y4": 0.9628, "page": 0, "Index": 349}, {"Word": "with", "Confidence": 0.715, "X1": 0.83444, "Y1": 0.9512, "X2": 0.86225, "Y2": 0.951, "X3": 0.86225, "Y3": 0.9618, "X4": 0.83444, "Y4": 0.9618, "page": 0, "Index": 350}, {"Word": "20", "Confidence": 0.998, "X1": 0.86623, "Y1": 0.9502, "X2": 0.88212, "Y2": 0.95, "X3": 0.88212, "Y3": 0.9618, "X4": 0.86623, "Y4": 0.9618, "page": 0, "Index": 351}, {"Word": "mm", "Confidence": 0.998, "X1": 0.88609, "Y1": 0.9502, "X2": 0.90596, "Y2": 0.95, "X3": 0.90596, "Y3": 0.9618, "X4": 0.88609, "Y4": 0.9618, "page": 0, "Index": 352}, {"Word": "Figure", "Confidence": 0.861, "X1": 0.01722, "Y1": 0.9602, "X2": 0.05695, "Y2": 0.96, "X3": 0.05695, "Y3": 0.9738, "X4": 0.01722, "Y4": 0.9728, "page": 0, "Index": 353}, {"Word": "9.", "Confidence": 0.881, "X1": 0.06093, "Y1": 0.9602, "X2": 0.07815, "Y2": 0.96, "X3": 0.07682, "Y3": 0.9738, "X4": 0.06093, "Y4": 0.9738, "page": 0, "Index": 354}, {"Word": "Smoking", "Confidence": 0.822, "X1": 0.08212, "Y1": 0.9602, "X2": 0.1351, "Y2": 0.96, "X3": 0.1351, "Y3": 0.9748, "X4": 0.08079, "Y4": 0.9738, "page": 0, "Index": 355}, {"Word": "machine", "Confidence": 0.951, "X1": 0.13907, "Y1": 0.9602, "X2": 0.1894, "Y2": 0.96, "X3": 0.1894, "Y3": 0.9748, "X4": 0.13907, "Y4": 0.9748, "page": 0, "Index": 356}, {"Word": "for", "Confidence": 0.935, "X1": 0.19338, "Y1": 0.9602, "X2": 0.21457, "Y2": 0.96, "X3": 0.21325, "Y3": 0.9748, "X4": 0.19338, "Y4": 0.9748, "page": 0, "Index": 357}, {"Word": "gas", "Confidence": 0.856, "X1": 0.21854, "Y1": 0.9602, "X2": 0.24106, "Y2": 0.96, "X3": 0.24106, "Y3": 0.9748, "X4": 0.21722, "Y4": 0.9748, "page": 0, "Index": 358}, {"Word": "chromatographie", "Confidence": 0.496, "X1": 0.24503, "Y1": 0.9602, "X2": 0.34834, "Y2": 0.96, "X3": 0.34834, "Y3": 0.9758, "X4": 0.24503, "Y4": 0.9748, "page": 0, "Index": 359}, {"Word": "analysis,", "Confidence": 0.621, "X1": 0.35232, "Y1": 0.9612, "X2": 0.40265, "Y2": 0.961, "X3": 0.40265, "Y3": 0.9758, "X4": 0.35232, "Y4": 0.9758, "page": 0, "Index": 360}, {"Word": "Diagram.", "Confidence": 0.768, "X1": 0.40662, "Y1": 0.9612, "X2": 0.46755, "Y2": 0.961, "X3": 0.46755, "Y3": 0.9758, "X4": 0.40662, "Y4": 0.9758, "page": 0, "Index": 361}, {"Word": "cellulose", "Confidence": 0.965, "X1": 0.62517, "Y1": 0.9622, "X2": 0.67815, "Y2": 0.962, "X3": 0.67815, "Y3": 0.9738, "X4": 0.62517, "Y4": 0.9738, "page": 0, "Index": 362}, {"Word": "acetato-activated", "Confidence": 0.334, "X1": 0.68079, "Y1": 0.9622, "X2": 0.78808, "Y2": 0.962, "X3": 0.78808, "Y3": 0.9728, "X4": 0.68079, "Y4": 0.9738, "page": 0, "Index": 363}, {"Word": "carbon", "Confidence": 0.994, "X1": 0.79073, "Y1": 0.9622, "X2": 0.83444, "Y2": 0.962, "X3": 0.83444, "Y3": 0.9728, "X4": 0.79073, "Y4": 0.9728, "page": 0, "Index": 364}, {"Word": "filter.", "Confidence": 0.946, "X1": 0.83841, "Y1": 0.9622, "X2": 0.8755, "Y2": 0.962, "X3": 0.87417, "Y3": 0.9728, "X4": 0.83709, "Y4": 0.9728, "page": 0, "Index": 365}]}	"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"
fflg0121	5	{"lines_data": [{"Word": "val", "Confidence": 0.616, "X1": 0.96419, "Y1": 0.0162, "X2": 0.99072, "Y2": 0.016, "X3": 0.98939, "Y3": 0.0278, "X4": 0.96419, "Y4": 0.0278, "page": 0}, {"Word": "present in the portion of the gas", "Confidence": 0.94, "X1": 0.62599, "Y1": 0.0152, "X2": 0.90981, "Y2": 0.015, "X3": 0.90849, "Y3": 0.0298, "X4": 0.62599, "Y4": 0.0298, "page": 0}, {"Word": "phase that passes through the Cam-", "Confidence": 0.92483, "X1": 0.62865, "Y1": 0.0292, "X2": 0.90849, "Y2": 0.029, "X3": 0.90849, "Y3": 0.0428, "X4": 0.62732, "Y4": 0.0418, "page": 0}, {"Word": "air", "Confidence": 0.944, "X1": 0.96286, "Y1": 0.0282, "X2": 0.98939, "Y2": 0.028, "X3": 0.98806, "Y3": 0.0408, "X4": 0.96154, "Y4": 0.0408, "page": 0}, {"Word": "bridge filter.", "Confidence": 0.9945, "X1": 0.62732, "Y1": 0.0422, "X2": 0.7321, "Y2": 0.042, "X3": 0.7321, "Y3": 0.0548, "X4": 0.62732, "Y4": 0.0538, "page": 0}, {"Word": "port", "Confidence": 0.955, "X1": 0.96021, "Y1": 0.0442, "X2": 0.99867, "Y2": 0.044, "X3": 0.99867, "Y3": 0.0538, "X4": 0.95889, "Y4": 0.0548, "page": 0}, {"Word": "300", "Confidence": 0.486, "X1": 0.05172, "Y1": 0.0582, "X2": 0.07427, "Y2": 0.058, "X3": 0.07294, "Y3": 0.0668, "X4": 0.0504, "Y4": 0.0668, "page": 0}, {"Word": "TOTAL", "Confidence": 0.78, "X1": 0.50663, "Y1": 0.0542, "X2": 0.54244, "Y2": 0.054, "X3": 0.54111, "Y3": 0.0668, "X4": 0.50663, "Y4": 0.0648, "page": 0}, {"Word": "whil", "Confidence": 0.886, "X1": 0.96286, "Y1": 0.0552, "X2": 0.99735, "Y2": 0.055, "X3": 0.99867, "Y3": 0.0678, "X4": 0.96419, "Y4": 0.0678, "page": 0}, {"Word": "Typical hydrogen cyanide analy.", "Confidence": 0.866, "X1": 0.64589, "Y1": 0.0562, "X2": 0.90849, "Y2": 0.056, "X3": 0.90849, "Y3": 0.0698, "X4": 0.64589, "Y4": 0.0688, "page": 0}, {"Word": "ses obtained with the four-p .:", "Confidence": 0.74033, "X1": 0.62732, "Y1": 0.0692, "X2": 0.90849, "Y2": 0.069, "X3": 0.90849, "Y3": 0.0828, "X4": 0.62732, "Y4": 0.0818, "page": 0}, {"Word": "Afte", "Confidence": 0.889, "X1": 0.96286, "Y1": 0.0692, "X2": 0.99735, "Y2": 0.069, "X3": 0.99735, "Y3": 0.0818, "X4": 0.96286, "Y4": 0.0818, "page": 0}, {"Word": "machine and with individual smoke", "Confidence": 0.9084, "X1": 0.62599, "Y1": 0.0832, "X2": 0.90981, "Y2": 0.083, "X3": 0.90981, "Y3": 0.0958, "X4": 0.62599, "Y4": 0.0948, "page": 0}, {"Word": "5 se", "Confidence": 0.9925, "X1": 0.96552, "Y1": 0.0842, "X2": 0.99867, "Y2": 0.084, "X3": 0.99867, "Y3": 0.0938, "X4": 0.96419, "Y4": 0.0928, "page": 0}, {"Word": "collection flasks are compared in", "Confidence": 0.8978, "X1": 0.62865, "Y1": 0.0982, "X2": 0.90716, "Y2": 0.098, "X3": 0.90716, "Y3": 0.1118, "X4": 0.62732, "Y4": 0.1078, "page": 0}, {"Word": "valt", "Confidence": 0.299, "X1": 0.96154, "Y1": 0.0982, "X2": 0.99602, "Y2": 0.098, "X3": 0.99469, "Y3": 0.1088, "X4": 0.96021, "Y4": 0.1078, "page": 0}, {"Word": "HCN. MQ, CUMULATIVE", "Confidence": 0.55233, "X1": 0.04244, "Y1": 0.1292, "X2": 0.04111, "Y2": 0.129, "X3": 0.05703, "Y3": 0.1278, "X4": 0.05836, "Y4": 0.2428, "page": 0}, {"Word": "Table 1.", "Confidence": 0.9515, "X1": 0.62865, "Y1": 0.1092, "X2": 0.69761, "Y2": 0.109, "X3": 0.69761, "Y3": 0.1218, "X4": 0.62865, "Y4": 0.1218, "page": 0}, {"Word": "VAPOR PHASE", "Confidence": 0.979, "X1": 0.47613, "Y1": 0.1182, "X2": 0.56366, "Y2": 0.118, "X3": 0.56366, "Y3": 0.1328, "X4": 0.47745, "Y4": 0.1328, "page": 0}, {"Word": "The results of the single pur!", "Confidence": 0.86917, "X1": 0.64456, "Y1": 0.1232, "X2": 0.90849, "Y2": 0.123, "X3": 0.90849, "Y3": 0.1368, "X4": 0.64456, "Y4": 0.1358, "page": 0}, {"Word": "ing", "Confidence": 0.98, "X1": 0.96154, "Y1": 0.1242, "X2": 0.99072, "Y2": 0.124, "X3": 0.98939, "Y3": 0.1348, "X4": 0.96154, "Y4": 0.1338, "page": 0}, {"Word": "new", "Confidence": 0.955, "X1": 0.96552, "Y1": 0.1392, "X2": 0.99602, "Y2": 0.139, "X3": 0.99469, "Y3": 0.1478, "X4": 0.96552, "Y4": 0.1468, "page": 0}, {"Word": "analyses show rather large fluctun.", "Confidence": 0.8478, "X1": 0.62732, "Y1": 0.1372, "X2": 0.90981, "Y2": 0.137, "X3": 0.90981, "Y3": 0.1508, "X4": 0.62732, "Y4": 0.1498, "page": 0}, {"Word": "tions between cigarettes of the per", "Confidence": 0.85883, "X1": 0.62732, "Y1": 0.1502, "X2": 0.90981, "Y2": 0.15, "X3": 0.90981, "Y3": 0.1638, "X4": 0.62732, "Y4": 0.1618, "page": 0}, {"Word": "T", "Confidence": 0.995, "X1": 0.97347, "Y1": 0.1502, "X2": 0.99337, "Y2": 0.15, "X3": 0.99204, "Y3": 0.1608, "X4": 0.97215, "Y4": 0.1608, "page": 0}, {"Word": "200", "Confidence": 0.848, "X1": 0.05836, "Y1": 0.1682, "X2": 0.07825, "Y2": 0.168, "X3": 0.07825, "Y3": 0.1778, "X4": 0.05703, "Y4": 0.1768, "page": 0}, {"Word": "X", "Confidence": 0.852, "X1": 0.46419, "Y1": 0.1892, "X2": 0.43767, "Y2": 0.189, "X3": 0.41512, "Y3": 0.1748, "X4": 0.44164, "Y4": 0.1498, "page": 0}, {"Word": "puff yield of hydrogen cyanide. i ....", "Confidence": 0.84729, "X1": 0.62732, "Y1": 0.1642, "X2": 0.91114, "Y2": 0.164, "X3": 0.91114, "Y3": 0.1778, "X4": 0.62732, "Y4": 0.1758, "page": 0}, {"Word": "anal", "Confidence": 0.955, "X1": 0.95623, "Y1": 0.1642, "X2": 0.99469, "Y2": 0.164, "X3": 0.99469, "Y3": 0.1748, "X4": 0.95491, "Y4": 0.1738, "page": 0}, {"Word": "it is imperative to smoke a nunilier", "Confidence": 0.93743, "X1": 0.62732, "Y1": 0.1782, "X2": 0.90849, "Y2": 0.178, "X3": 0.90849, "Y3": 0.1918, "X4": 0.62732, "Y4": 0.1898, "page": 0}, {"Word": "phas", "Confidence": 0.982, "X1": 0.96021, "Y1": 0.1792, "X2": 0.99602, "Y2": 0.179, "X3": 0.99469, "Y3": 0.1898, "X4": 0.95889, "Y4": 0.1898, "page": 0}, {"Word": "of cigarettes to obtain meaningful", "Confidence": 0.848, "X1": 0.62865, "Y1": 0.1922, "X2": 0.90981, "Y2": 0.192, "X3": 0.90981, "Y3": 0.2048, "X4": 0.62865, "Y4": 0.2028, "page": 0}, {"Word": "usef", "Confidence": 0.842, "X1": 0.96419, "Y1": 0.1922, "X2": 0.99469, "Y2": 0.192, "X3": 0.99469, "Y3": 0.2018, "X4": 0.96419, "Y4": 0.2018, "page": 0}, {"Word": "results. Statistical consideration \u00ab!", "Confidence": 0.7145, "X1": 0.62865, "Y1": 0.2042, "X2": 0.90849, "Y2": 0.204, "X3": 0.90849, "Y3": 0.2178, "X4": 0.62865, "Y4": 0.2158, "page": 0}, {"Word": "read", "Confidence": 0.962, "X1": 0.96419, "Y1": 0.2042, "X2": 0.99469, "Y2": 0.204, "X3": 0.99469, "Y3": 0.2178, "X4": 0.96552, "Y4": 0.2178, "page": 0}, {"Word": "the results obtained with the four-", "Confidence": 0.92333, "X1": 0.62865, "Y1": 0.2172, "X2": 0.90716, "Y2": 0.217, "X3": 0.90716, "Y3": 0.2318, "X4": 0.62865, "Y4": 0.2298, "page": 0}, {"Word": "bub", "Confidence": 0.998, "X1": 0.96021, "Y1": 0.2162, "X2": 0.99337, "Y2": 0.216, "X3": 0.99337, "Y3": 0.2288, "X4": 0.96021, "Y4": 0.2298, "page": 0}, {"Word": "port smoker indicates that at least", "Confidence": 0.8755, "X1": 0.62599, "Y1": 0.2312, "X2": 0.90849, "Y2": 0.231, "X3": 0.90849, "Y3": 0.2448, "X4": 0.62599, "Y4": 0.2428, "page": 0}, {"Word": "are", "Confidence": 0.994, "X1": 0.96154, "Y1": 0.2342, "X2": 0.99072, "Y2": 0.234, "X3": 0.98939, "Y3": 0.2448, "X4": 0.96021, "Y4": 0.2448, "page": 0}, {"Word": "20 cigarettes have to be smoked :+", "Confidence": 0.85586, "X1": 0.62865, "Y1": 0.2442, "X2": 0.90981, "Y2": 0.244, "X3": 0.90981, "Y3": 0.2578, "X4": 0.62865, "Y4": 0.2558, "page": 0}, {"Word": "For", "Confidence": 0.998, "X1": 0.96154, "Y1": 0.2462, "X2": 0.99735, "Y2": 0.246, "X3": 0.99469, "Y3": 0.2578, "X4": 0.96021, "Y4": 0.2568, "page": 0}, {"Word": "have a relative error of #5\u2103 or", "Confidence": 0.85171, "X1": 0.62865, "Y1": 0.2572, "X2": 0.90981, "Y2": 0.257, "X3": 0.90981, "Y3": 0.2708, "X4": 0.62865, "Y4": 0.2698, "page": 0}, {"Word": "in th", "Confidence": 0.5725, "X1": 0.95889, "Y1": 0.2582, "X2": 0.99867, "Y2": 0.258, "X3": 0.99867, "Y3": 0.2708, "X4": 0.95756, "Y4": 0.2698, "page": 0}, {"Word": "X", "Confidence": 0.646, "X1": 0.29178, "Y1": 0.3002, "X2": 0.27188, "Y2": 0.3, "X3": 0.25066, "Y3": 0.2868, "X4": 0.26923, "Y4": 0.2698, "page": 0}, {"Word": "less at the 95% confidence level.", "Confidence": 0.98117, "X1": 0.62865, "Y1": 0.2702, "X2": 0.89523, "Y2": 0.27, "X3": 0.89523, "Y3": 0.2838, "X4": 0.62865, "Y4": 0.2838, "page": 0}, {"Word": "modi", "Confidence": 0.988, "X1": 0.95756, "Y1": 0.2732, "X2": 0.99867, "Y2": 0.273, "X3": 0.99867, "Y3": 0.2848, "X4": 0.95756, "Y4": 0.2838, "page": 0}, {"Word": "100", "Confidence": 0.96, "X1": 0.05703, "Y1": 0.2792, "X2": 0.07692, "Y2": 0.279, "X3": 0.07692, "Y3": 0.2888, "X4": 0.05703, "Y4": 0.2888, "page": 0}, {"Word": "by S", "Confidence": 0.515, "X1": 0.95623, "Y1": 0.2852, "X2": 0.99867, "Y2": 0.285, "X3": 0.99735, "Y3": 0.2968, "X4": 0.95623, "Y4": 0.2968, "page": 0}, {"Word": "XXXXXXXX,JE.", "Confidence": 0.231, "X1": 0.51989, "Y1": 0.3292, "X2": 0.18966, "Y2": 0.329, "X3": 0.16578, "Y3": 0.3118, "X4": 0.49735, "Y4": 0.0708, "page": 0}, {"Word": "Smoking Machine for \"Non-", "Confidence": 0.935, "X1": 0.62865, "Y1": 0.3002, "X2": 0.83687, "Y2": 0.3, "X3": 0.83554, "Y3": 0.3148, "X4": 0.62865, "Y4": 0.3138, "page": 0}, {"Word": "the", "Confidence": 0.932, "X1": 0.95756, "Y1": 0.2992, "X2": 0.99867, "Y2": 0.299, "X3": 0.99867, "Y3": 0.3108, "X4": 0.95623, "Y4": 0.3118, "page": 0}, {"Word": "Absorbable\" Gases", "Confidence": 0.9015, "X1": 0.62865, "Y1": 0.3132, "X2": 0.77056, "Y2": 0.313, "X3": 0.77056, "Y3": 0.3278, "X4": 0.62865, "Y4": 0.3278, "page": 0}, {"Word": "alysi", "Confidence": 0.994, "X1": 0.96021, "Y1": 0.3142, "X2": 0.99867, "Y2": 0.314, "X3": 0.99867, "Y3": 0.3258, "X4": 0.95889, "Y4": 0.3248, "page": 0}, {"Word": "ously", "Confidence": 0.616, "X1": 0.95889, "Y1": 0.3272, "X2": 0.99867, "Y2": 0.327, "X3": 0.99735, "Y3": 0.3378, "X4": 0.95756, "Y4": 0.3378, "page": 0}, {"Word": "The second multiport smokiny", "Confidence": 0.9595, "X1": 0.64456, "Y1": 0.3302, "X2": 0.90849, "Y2": 0.33, "X3": 0.90849, "Y3": 0.3438, "X4": 0.64456, "Y4": 0.3438, "page": 0}, {"Word": "machine is shown in Figures & and", "Confidence": 0.93571, "X1": 0.62865, "Y1": 0.3432, "X2": 0.90981, "Y2": 0.343, "X3": 0.90981, "Y3": 0.3578, "X4": 0.62865, "Y4": 0.3568, "page": 0}, {"Word": "Ty", "Confidence": 0.259, "X1": 0.9695, "Y1": 0.3402, "X2": 0.99735, "Y2": 0.34, "X3": 0.99602, "Y3": 0.3518, "X4": 0.96817, "Y4": 0.3508, "page": 0}, {"Word": "FILTER PAD", "Confidence": 0.914, "X1": 0.48276, "Y1": 0.3532, "X2": 0.55438, "Y2": 0.353, "X3": 0.55438, "Y3": 0.3648, "X4": 0.48276, "Y4": 0.3658, "page": 0}, {"Word": "obtai", "Confidence": 0.786, "X1": 0.95889, "Y1": 0.3542, "X2": 0.99735, "Y2": 0.354, "X3": 0.99735, "Y3": 0.3658, "X4": 0.95623, "Y4": 0.3648, "page": 0}, {"Word": "7. This five-port machine was de", "Confidence": 0.84917, "X1": 0.62865, "Y1": 0.3562, "X2": 0.90186, "Y2": 0.356, "X3": 0.90186, "Y3": 0.3708, "X4": 0.62865, "Y4": 0.3698, "page": 0}, {"Word": "signed to take a simultaneous puf!", "Confidence": 0.888, "X1": 0.62732, "Y1": 0.3712, "X2": 0.90584, "Y2": 0.371, "X3": 0.90584, "Y3": 0.3848, "X4": 0.62732, "Y4": 0.3838, "page": 0}, {"Word": "mach", "Confidence": 0.652, "X1": 0.95756, "Y1": 0.3682, "X2": 0.99602, "Y2": 0.368, "X3": 0.99602, "Y3": 0.3798, "X4": 0.95623, "Y4": 0.3798, "page": 0}, {"Word": "Siter", "Confidence": 0.608, "X1": 0.95623, "Y1": 0.3822, "X2": 0.99735, "Y2": 0.382, "X3": 0.99735, "Y3": 0.3928, "X4": 0.95623, "Y4": 0.3918, "page": 0}, {"Word": "from five cigarettes with only an", "Confidence": 0.97183, "X1": 0.62732, "Y1": 0.3852, "X2": 0.90849, "Y2": 0.385, "X3": 0.90849, "Y3": 0.3988, "X4": 0.62732, "Y4": 0.3978, "page": 0}, {"Word": "are", "Confidence": 0.998, "X1": 0.95756, "Y1": 0.3962, "X2": 0.99469, "Y2": 0.396, "X3": 0.99469, "Y3": 0.4068, "X4": 0.95491, "Y4": 0.4068, "page": 0}, {"Word": "NO. PUFFS", "Confidence": 0.9395, "X1": 0.27984, "Y1": 0.4052, "X2": 0.36074, "Y2": 0.405, "X3": 0.36074, "Y3": 0.4168, "X4": 0.27984, "Y4": 0.4178, "page": 0}, {"Word": "aliquot of the total being sampled.", "Confidence": 0.98833, "X1": 0.62997, "Y1": 0.3982, "X2": 0.90849, "Y2": 0.398, "X3": 0.90849, "Y3": 0.4118, "X4": 0.62997, "Y4": 0.4118, "page": 0}, {"Word": "The machine is equipped with an", "Confidence": 0.8865, "X1": 0.62865, "Y1": 0.4122, "X2": 0.90981, "Y2": 0.412, "X3": 0.90981, "Y3": 0.4258, "X4": 0.62865, "Y4": 0.4248, "page": 0}, {"Word": "are c", "Confidence": 0.9665, "X1": 0.96021, "Y1": 0.4102, "X2": 0.99602, "Y2": 0.41, "X3": 0.99602, "Y3": 0.4198, "X4": 0.96021, "Y4": 0.4198, "page": 0}, {"Word": "by to", "Confidence": 0.9925, "X1": 0.95623, "Y1": 0.4222, "X2": 0.99867, "Y2": 0.422, "X3": 0.99735, "Y3": 0.4328, "X4": 0.95623, "Y4": 0.4318, "page": 0}, {"Word": "approximately 180 cc vacuum reser.", "Confidence": 0.8124, "X1": 0.62599, "Y1": 0.4252, "X2": 0.90981, "Y2": 0.425, "X3": 0.90981, "Y3": 0.4388, "X4": 0.62599, "Y4": 0.4378, "page": 0}, {"Word": "puffs", "Confidence": 0.886, "X1": 0.95623, "Y1": 0.4362, "X2": 0.99867, "Y2": 0.436, "X3": 0.99735, "Y3": 0.4468, "X4": 0.95491, "Y4": 0.4458, "page": 0}, {"Word": "Figure 5. Puff-by-puff cumulative HCN yield of cigarettes. 85mm blended cigarette with 20 mm", "Confidence": 0.82686, "X1": 0.01989, "Y1": 0.4402, "X2": 0.61671, "Y2": 0.44, "X3": 0.61804, "Y3": 0.4538, "X4": 0.01989, "Y4": 0.4578, "page": 0}, {"Word": "voir and four solenoid valves to", "Confidence": 0.778, "X1": 0.62599, "Y1": 0.4382, "X2": 0.90849, "Y2": 0.438, "X3": 0.90849, "Y3": 0.4508, "X4": 0.62599, "Y4": 0.4508, "page": 0}, {"Word": "cellulose acetate filter.", "Confidence": 0.62467, "X1": 0.02255, "Y1": 0.4552, "X2": 0.17109, "Y2": 0.455, "X3": 0.17109, "Y3": 0.4668, "X4": 0.02255, "Y4": 0.4678, "page": 0}, {"Word": "control evacuating, puffing, and", "Confidence": 0.81175, "X1": 0.62732, "Y1": 0.4512, "X2": 0.91114, "Y2": 0.451, "X3": 0.91114, "Y3": 0.4658, "X4": 0.62732, "Y4": 0.4648, "page": 0}, {"Word": "(aver", "Confidence": 0.341, "X1": 0.95623, "Y1": 0.4502, "X2": 0.99735, "Y2": 0.45, "X3": 0.99602, "Y3": 0.4598, "X4": 0.95491, "Y4": 0.4598, "page": 0}, {"Word": "aliquot sampling of smoke. The", "Confidence": 0.8662, "X1": 0.62997, "Y1": 0.4642, "X2": 0.90981, "Y2": 0.464, "X3": 0.90981, "Y3": 0.4778, "X4": 0.62997, "Y4": 0.4788, "page": 0}, {"Word": "samp", "Confidence": 0.988, "X1": 0.95491, "Y1": 0.4642, "X2": 0.99602, "Y2": 0.464, "X3": 0.99602, "Y3": 0.4738, "X4": 0.95491, "Y4": 0.4738, "page": 0}, {"Word": "pling", "Confidence": 0.646, "X1": 0.95623, "Y1": 0.4762, "X2": 0.99735, "Y2": 0.476, "X3": 0.99735, "Y3": 0.4868, "X4": 0.95491, "Y4": 0.4868, "page": 0}, {"Word": "human puff (7), i.e ., they consist of", "Confidence": 0.97425, "X1": 0.02122, "Y1": 0.4802, "X2": 0.30902, "Y2": 0.48, "X3": 0.30902, "Y3": 0.4948, "X4": 0.02122, "Y4": 0.4968, "page": 0}, {"Word": "the predominant species. The re-", "Confidence": 0.995, "X1": 0.31034, "Y1": 0.4792, "X2": 0.61406, "Y2": 0.479, "X3": 0.61406, "Y3": 0.4938, "X4": 0.31034, "Y4": 0.4948, "page": 0}, {"Word": "solenoids are controlled by a multi-", "Confidence": 0.92283, "X1": 0.62599, "Y1": 0.4782, "X2": 0.90981, "Y2": 0.478, "X3": 0.90981, "Y3": 0.4928, "X4": 0.62599, "Y4": 0.4928, "page": 0}, {"Word": "a sharply ascending initial portion,", "Confidence": 0.9882, "X1": 0.02387, "Y1": 0.4952, "X2": 0.30769, "Y2": 0.495, "X3": 0.30769, "Y3": 0.5078, "X4": 0.02387, "Y4": 0.5098, "page": 0}, {"Word": "sponse of the Pt-Ag electrode sys-", "Confidence": 0.99017, "X1": 0.32493, "Y1": 0.4932, "X2": 0.61273, "Y2": 0.493, "X3": 0.61273, "Y3": 0.5058, "X4": 0.32493, "Y4": 0.5078, "page": 0}, {"Word": "gang timer.", "Confidence": 0.9915, "X1": 0.62997, "Y1": 0.4922, "X2": 0.72414, "Y2": 0.492, "X3": 0.72414, "Y3": 0.5048, "X4": 0.62997, "Y4": 0.5048, "page": 0}, {"Word": "adeg", "Confidence": 0.647, "X1": 0.95491, "Y1": 0.4902, "X2": 0.99602, "Y2": 0.49, "X3": 0.99469, "Y3": 0.4998, "X4": 0.95491, "Y4": 0.4998, "page": 0}, {"Word": "With solenoid valves 1 and ::", "Confidence": 0.9325, "X1": 0.64058, "Y1": 0.5032, "X2": 0.90849, "Y2": 0.503, "X3": 0.90849, "Y3": 0.5178, "X4": 0.64058, "Y4": 0.5188, "page": 0}, {"Word": "with", "Confidence": 0.922, "X1": 0.96021, "Y1": 0.5032, "X2": 0.99337, "Y2": 0.503, "X3": 0.99204, "Y3": 0.5138, "X4": 0.96021, "Y4": 0.5138, "page": 0}, {"Word": "a relatively flat middle section and", "Confidence": 0.98, "X1": 0.02122, "Y1": 0.5092, "X2": 0.30769, "Y2": 0.509, "X3": 0.30769, "Y3": 0.5218, "X4": 0.02122, "Y4": 0.5248, "page": 0}, {"Word": "tem to cyanohydrins was tested and", "Confidence": 0.97283, "X1": 0.32626, "Y1": 0.5062, "X2": 0.61141, "Y2": 0.506, "X3": 0.61141, "Y3": 0.5188, "X4": 0.32626, "Y4": 0.5198, "page": 0}, {"Word": "flasks", "Confidence": 0.992, "X1": 0.95623, "Y1": 0.5172, "X2": 0.99867, "Y2": 0.517, "X3": 0.99735, "Y3": 0.5268, "X4": 0.95623, "Y4": 0.5268, "page": 0}, {"Word": "a gradually declining end phase of", "Confidence": 0.98983, "X1": 0.02255, "Y1": 0.5222, "X2": 0.31167, "Y2": 0.522, "X3": 0.31167, "Y3": 0.5358, "X4": 0.02255, "Y4": 0.5378, "page": 0}, {"Word": "it was found to be approximately", "Confidence": 0.995, "X1": 0.32493, "Y1": 0.5202, "X2": 0.61141, "Y2": 0.52, "X3": 0.61141, "Y3": 0.5328, "X4": 0.32493, "Y4": 0.5338, "page": 0}, {"Word": "closed the vacuum reservoir and", "Confidence": 0.956, "X1": 0.62997, "Y1": 0.5182, "X2": 0.90849, "Y2": 0.518, "X3": 0.90849, "Y3": 0.5328, "X4": 0.62997, "Y4": 0.5328, "page": 0}, {"Word": "1.5 times the response expected", "Confidence": 0.994, "X1": 0.32759, "Y1": 0.5342, "X2": 0.61273, "Y2": 0.534, "X3": 0.61273, "Y3": 0.5468, "X4": 0.32759, "Y4": 0.5468, "page": 0}, {"Word": "smoke collection flask are evacuate!", "Confidence": 0.919, "X1": 0.62865, "Y1": 0.5322, "X2": 0.90849, "Y2": 0.532, "X3": 0.90849, "Y3": 0.5438, "X4": 0.62865, "Y4": 0.5458, "page": 0}, {"Word": "oxide", "Confidence": 0.98, "X1": 0.95358, "Y1": 0.5302, "X2": 0.99735, "Y2": 0.53, "X3": 0.99602, "Y3": 0.5408, "X4": 0.95358, "Y4": 0.5408, "page": 0}, {"Word": "the puff.", "Confidence": 0.9895, "X1": 0.02387, "Y1": 0.5372, "X2": 0.09284, "Y2": 0.537, "X3": 0.09284, "Y3": 0.5488, "X4": 0.02387, "Y4": 0.5508, "page": 0}, {"Word": "through solenoids 2 and 4. Ja!", "Confidence": 0.84917, "X1": 0.62997, "Y1": 0.5422, "X2": 0.90716, "Y2": 0.542, "X3": 0.90716, "Y3": 0.5568, "X4": 0.62997, "Y4": 0.5598, "page": 0}, {"Word": "parti", "Confidence": 0.996, "X1": 0.95358, "Y1": 0.5442, "X2": 0.99735, "Y2": 0.544, "X3": 0.99735, "Y3": 0.5548, "X4": 0.95491, "Y4": 0.5548, "page": 0}, {"Word": "The four-port smoking machine is", "Confidence": 0.9952, "X1": 0.03714, "Y1": 0.5472, "X2": 0.30769, "Y2": 0.547, "X3": 0.30769, "Y3": 0.5618, "X4": 0.03846, "Y4": 0.5638, "page": 0}, {"Word": "from the amount of complexed", "Confidence": 0.9934, "X1": 0.32626, "Y1": 0.5462, "X2": 0.61141, "Y2": 0.546, "X3": 0.61141, "Y3": 0.5608, "X4": 0.32626, "Y4": 0.5608, "page": 0}, {"Word": "cause", "Confidence": 0.632, "X1": 0.95491, "Y1": 0.5582, "X2": 0.99735, "Y2": 0.558, "X3": 0.99867, "Y3": 0.5668, "X4": 0.95491, "Y4": 0.5678, "page": 0}, {"Word": "most suitable for use with gases", "Confidence": 0.99483, "X1": 0.01989, "Y1": 0.5632, "X2": 0.30504, "Y2": 0.563, "X3": 0.30504, "Y3": 0.5768, "X4": 0.01989, "Y4": 0.5778, "page": 0}, {"Word": "hydrogen cyanide present. Thus,", "Confidence": 0.972, "X1": 0.32626, "Y1": 0.5602, "X2": 0.61008, "Y2": 0.56, "X3": 0.61008, "Y3": 0.5738, "X4": 0.32626, "Y4": 0.5748, "page": 0}, {"Word": "prior to the puff valve 2 closes. In", "Confidence": 0.8695, "X1": 0.62732, "Y1": 0.5582, "X2": 0.90849, "Y2": 0.558, "X3": 0.90849, "Y3": 0.5708, "X4": 0.62732, "Y4": 0.5728, "page": 0}, {"Word": "that can be readily absorbed in a", "Confidence": 0.98857, "X1": 0.02255, "Y1": 0.5762, "X2": 0.30769, "Y2": 0.576, "X3": 0.30902, "Y3": 0.5878, "X4": 0.02255, "Y4": 0.5898, "page": 0}, {"Word": "the actual amount of hydrogen", "Confidence": 0.9958, "X1": 0.32626, "Y1": 0.5732, "X2": 0.61141, "Y2": 0.573, "X3": 0.61141, "Y3": 0.5868, "X4": 0.32626, "Y4": 0.5878, "page": 0}, {"Word": "seconds later valve 4 closes, and!", "Confidence": 0.88, "X1": 0.62732, "Y1": 0.5712, "X2": 0.90849, "Y2": 0.571, "X3": 0.90849, "Y3": 0.5838, "X4": 0.62732, "Y4": 0.5858, "page": 0}, {"Word": "ized", "Confidence": 0.669, "X1": 0.95491, "Y1": 0.5702, "X2": 0.98541, "Y2": 0.57, "X3": 0.98541, "Y3": 0.5798, "X4": 0.95358, "Y4": 0.5798, "page": 0}, {"Word": "valve 1 opens which pulls the total", "Confidence": 0.788, "X1": 0.62997, "Y1": 0.5832, "X2": 0.90716, "Y2": 0.583, "X3": 0.90849, "Y3": 0.5968, "X4": 0.62997, "Y4": 0.5988, "page": 0}, {"Word": "burle", "Confidence": 0.991, "X1": 0.95491, "Y1": 0.5832, "X2": 0.99469, "Y2": 0.583, "X3": 0.99469, "Y3": 0.5948, "X4": 0.95358, "Y4": 0.5938, "page": 0}, {"Word": "liquid medium and it is being used", "Confidence": 0.99386, "X1": 0.02255, "Y1": 0.5892, "X2": 0.30637, "Y2": 0.589, "X3": 0.30637, "Y3": 0.6018, "X4": 0.02255, "Y4": 0.6038, "page": 0}, {"Word": "cyanide on the Cambridge pad may", "Confidence": 0.99667, "X1": 0.32493, "Y1": 0.5862, "X2": 0.61141, "Y2": 0.586, "X3": 0.61141, "Y3": 0.5998, "X4": 0.32493, "Y4": 0.6018, "page": 0}, {"Word": "in our laboratory principally for the", "Confidence": 0.99633, "X1": 0.02255, "Y1": 0.6012, "X2": 0.31034, "Y2": 0.601, "X3": 0.31034, "Y3": 0.6148, "X4": 0.02255, "Y4": 0.6168, "page": 0}, {"Word": "be somewhat less than the value", "Confidence": 0.99417, "X1": 0.32493, "Y1": 0.6002, "X2": 0.61273, "Y2": 0.6, "X3": 0.61273, "Y3": 0.6138, "X4": 0.32493, "Y4": 0.6138, "page": 0}, {"Word": "puff of 175 cc into the reserven", "Confidence": 0.89586, "X1": 0.62997, "Y1": 0.5982, "X2": 0.90318, "Y2": 0.598, "X3": 0.90318, "Y3": 0.6108, "X4": 0.62997, "Y4": 0.6128, "page": 0}, {"Word": "shown in Figure 5.", "Confidence": 0.997, "X1": 0.32361, "Y1": 0.6132, "X2": 0.48276, "Y2": 0.613, "X3": 0.48276, "Y3": 0.6278, "X4": 0.32361, "Y4": 0.6288, "page": 0}, {"Word": "After 8 seconds valve 1 closes an!", "Confidence": 0.74443, "X1": 0.6313, "Y1": 0.6102, "X2": 0.90716, "Y2": 0.61, "X3": 0.90849, "Y3": 0.6238, "X4": 0.6313, "Y4": 0.6258, "page": 0}, {"Word": "determination of hydrogen cyanide", "Confidence": 0.99525, "X1": 0.02255, "Y1": 0.6162, "X2": 0.30902, "Y2": 0.616, "X3": 0.30902, "Y3": 0.6298, "X4": 0.02255, "Y4": 0.6298, "page": 0}, {"Word": "simultaneously valves 2 and : \u00abju ::", "Confidence": 0.57357, "X1": 0.62865, "Y1": 0.6242, "X2": 0.90849, "Y2": 0.624, "X3": 0.90849, "Y3": 0.6368, "X4": 0.62865, "Y4": 0.6388, "page": 0}, {"Word": "Smoki", "Confidence": 0.925, "X1": 0.95358, "Y1": 0.6162, "X2": 0.99735, "Y2": 0.616, "X3": 0.99602, "Y3": 0.6298, "X4": 0.95225, "Y4": 0.6288, "page": 0}, {"Word": "and hydrogen sulfide.", "Confidence": 0.936, "X1": 0.02387, "Y1": 0.6302, "X2": 0.19629, "Y2": 0.63, "X3": 0.19761, "Y3": 0.6428, "X4": 0.02387, "Y4": 0.6438, "page": 0}, {"Word": "A gas chromatographie investiga-", "Confidence": 0.97175, "X1": 0.3435, "Y1": 0.6252, "X2": 0.61406, "Y2": 0.625, "X3": 0.61406, "Y3": 0.6398, "X4": 0.3435, "Y4": 0.6418, "page": 0}, {"Word": "Chron", "Confidence": 0.798, "X1": 0.95358, "Y1": 0.6312, "X2": 0.99735, "Y2": 0.631, "X3": 0.99602, "Y3": 0.6438, "X4": 0.95225, "Y4": 0.6428, "page": 0}, {"Word": "The determination of hydrogen", "Confidence": 0.99625, "X1": 0.04111, "Y1": 0.6412, "X2": 0.30637, "Y2": 0.641, "X3": 0.30637, "Y3": 0.6568, "X4": 0.04111, "Y4": 0.6578, "page": 0}, {"Word": "tion showed no appreciable amounts", "Confidence": 0.9872, "X1": 0.32493, "Y1": 0.6402, "X2": 0.61141, "Y2": 0.64, "X3": 0.61141, "Y3": 0.6538, "X4": 0.32493, "Y4": 0.6538, "page": 0}, {"Word": "and a 35 cc aliquot is pulled int .", "Confidence": 0.79789, "X1": 0.62997, "Y1": 0.6372, "X2": 0.90849, "Y2": 0.637, "X3": 0.90849, "Y3": 0.6498, "X4": 0.62997, "Y4": 0.6518, "page": 0}, {"Word": "of acetaldehyde cyanohydrin to be", "Confidence": 0.9834, "X1": 0.32759, "Y1": 0.6522, "X2": 0.61273, "Y2": 0.652, "X3": 0.61273, "Y3": 0.6668, "X4": 0.32759, "Y4": 0.6678, "page": 0}, {"Word": "the sampling flask. The coil beler !.", "Confidence": 0.70557, "X1": 0.62732, "Y1": 0.6502, "X2": 0.90849, "Y2": 0.65, "X3": 0.90849, "Y3": 0.6638, "X4": 0.62732, "Y4": 0.6668, "page": 0}, {"Word": "A", "Confidence": 0.994, "X1": 0.96552, "Y1": 0.6512, "X2": 0.99072, "Y2": 0.651, "X3": 0.98939, "Y3": 0.6628, "X4": 0.96552, "Y4": 0.6628, "page": 0}, {"Word": "cyanide is carried out using the", "Confidence": 0.97317, "X1": 0.02122, "Y1": 0.6562, "X2": 0.30504, "Y2": 0.656, "X3": 0.30504, "Y3": 0.6698, "X4": 0.02122, "Y4": 0.6708, "page": 0}, {"Word": "signed", "Confidence": 0.993, "X1": 0.95225, "Y1": 0.6642, "X2": 0.99867, "Y2": 0.664, "X3": 0.99735, "Y3": 0.6758, "X4": 0.95225, "Y4": 0.6748, "page": 0}, {"Word": "electrolytic method of Baker and", "Confidence": 0.99, "X1": 0.02255, "Y1": 0.6692, "X2": 0.30504, "Y2": 0.669, "X3": 0.30504, "Y3": 0.6838, "X4": 0.02255, "Y4": 0.6848, "page": 0}, {"Word": "Morrison (1). The adaptation of", "Confidence": 0.9954, "X1": 0.02255, "Y1": 0.6832, "X2": 0.30637, "Y2": 0.683, "X3": 0.30637, "Y3": 0.6978, "X4": 0.02255, "Y4": 0.6978, "page": 0}, {"Word": "graph", "Confidence": 0.994, "X1": 0.95225, "Y1": 0.6772, "X2": 0.99735, "Y2": 0.677, "X3": 0.99602, "Y3": 0.6888, "X4": 0.95225, "Y4": 0.6888, "page": 0}, {"Word": "phase", "Confidence": 0.991, "X1": 0.9496, "Y1": 0.6912, "X2": 0.99867, "Y2": 0.691, "X3": 0.99735, "Y3": 0.7028, "X4": 0.9496, "Y4": 0.7018, "page": 0}, {"Word": "this method to smoke analysis has", "Confidence": 0.9955, "X1": 0.02255, "Y1": 0.6962, "X2": 0.30637, "Y2": 0.696, "X3": 0.30637, "Y3": 0.7108, "X4": 0.02255, "Y4": 0.7108, "page": 0}, {"Word": "and 9.", "Confidence": 0.9945, "X1": 0.95093, "Y1": 0.7022, "X2": 0.99735, "Y2": 0.702, "X3": 0.99867, "Y3": 0.7138, "X4": 0.95093, "Y4": 0.7158, "page": 0}, {"Word": "been described previously (10).", "Confidence": 0.90825, "X1": 0.02255, "Y1": 0.7102, "X2": 0.28515, "Y2": 0.71, "X3": 0.28515, "Y3": 0.7248, "X4": 0.02255, "Y4": 0.7238, "page": 0}, {"Word": "Since in the four-port smoking", "Confidence": 0.9962, "X1": 0.03846, "Y1": 0.7232, "X2": 0.30637, "Y2": 0.723, "X3": 0.30637, "Y3": 0.7358, "X4": 0.03846, "Y4": 0.7358, "page": 0}, {"Word": "pled", "Confidence": 0.987, "X1": 0.95225, "Y1": 0.7162, "X2": 0.98541, "Y2": 0.716, "X3": 0.98541, "Y3": 0.7288, "X4": 0.95225, "Y4": 0.7288, "page": 0}, {"Word": "chrom", "Confidence": 0.848, "X1": 0.95225, "Y1": 0.7312, "X2": 0.99867, "Y2": 0.731, "X3": 0.99867, "Y3": 0.7418, "X4": 0.95225, "Y4": 0.7418, "page": 0}, {"Word": "machine each cigarette is smoked", "Confidence": 0.969, "X1": 0.02255, "Y1": 0.7362, "X2": 0.30637, "Y2": 0.736, "X3": 0.30637, "Y3": 0.7488, "X4": 0.02255, "Y4": 0.7498, "page": 0}, {"Word": "puffer", "Confidence": 0.622, "X1": 0.95093, "Y1": 0.7442, "X2": 0.99735, "Y2": 0.744, "X3": 0.99735, "Y3": 0.7548, "X4": 0.95093, "Y4": 0.7548, "page": 0}, {"Word": "through a separate Cambridge pad", "Confidence": 0.9952, "X1": 0.02387, "Y1": 0.7492, "X2": 0.30637, "Y2": 0.749, "X3": 0.30637, "Y3": 0.7638, "X4": 0.02387, "Y4": 0.7628, "page": 0}, {"Word": "and thus there is opportunity for", "Confidence": 0.99467, "X1": 0.02122, "Y1": 0.7632, "X2": 0.30637, "Y2": 0.763, "X3": 0.30637, "Y3": 0.7758, "X4": 0.02122, "Y4": 0.7758, "page": 0}, {"Word": "filter", "Confidence": 0.629, "X1": 0.95225, "Y1": 0.7582, "X2": 0.99735, "Y2": 0.758, "X3": 0.99735, "Y3": 0.7688, "X4": 0.95225, "Y4": 0.7678, "page": 0}, {"Word": "Mirts", "Confidence": 0.192, "X1": 0.9496, "Y1": 0.7722, "X2": 0.99337, "Y2": 0.772, "X3": 0.99337, "Y3": 0.7828, "X4": 0.9496, "Y4": 0.7818, "page": 0}, {"Word": "considerable retention of hydrogen", "Confidence": 0.8995, "X1": 0.02255, "Y1": 0.7772, "X2": 0.30637, "Y2": 0.777, "X3": 0.30637, "Y3": 0.7908, "X4": 0.02255, "Y4": 0.7898, "page": 0}, {"Word": "evacu", "Confidence": 0.171, "X1": 0.95358, "Y1": 0.7872, "X2": 0.99867, "Y2": 0.787, "X3": 0.99735, "Y3": 0.7948, "X4": 0.95358, "Y4": 0.7928, "page": 0}, {"Word": "cyanide, it was of interest to deter-", "Confidence": 0.96086, "X1": 0.02255, "Y1": 0.7902, "X2": 0.30371, "Y2": 0.79, "X3": 0.30371, "Y3": 0.8028, "X4": 0.02255, "Y4": 0.8028, "page": 0}, {"Word": "mine how much hydrogen cyanide", "Confidence": 0.9756, "X1": 0.02255, "Y1": 0.8042, "X2": 0.30371, "Y2": 0.804, "X3": 0.30371, "Y3": 0.8168, "X4": 0.02255, "Y4": 0.8168, "page": 0}, {"Word": "in tur", "Confidence": 0.996, "X1": 0.95358, "Y1": 0.8002, "X2": 0.99867, "Y2": 0.8, "X3": 0.99735, "Y3": 0.8098, "X4": 0.95358, "Y4": 0.8068, "page": 0}, {"Word": "Pourc", "Confidence": 0.223, "X1": 0.95093, "Y1": 0.8142, "X2": 0.99602, "Y2": 0.814, "X3": 0.99469, "Y3": 0.8238, "X4": 0.9496, "Y4": 0.8218, "page": 0}, {"Word": "WIN xo retained. Figure 5 depicts", "Confidence": 0.80117, "X1": 0.02255, "Y1": 0.8182, "X2": 0.30769, "Y2": 0.818, "X3": 0.30769, "Y3": 0.8308, "X4": 0.02255, "Y4": 0.8308, "page": 0}, {"Word": "Ta.ve.", "Confidence": 0.429, "X1": 0.95093, "Y1": 0.8272, "X2": 0.99469, "Y2": 0.827, "X3": 0.99469, "Y3": 0.8368, "X4": 0.95093, "Y4": 0.8358, "page": 0}, {"Word": "the cumulative amounts of hydro-", "Confidence": 0.9848, "X1": 0.02255, "Y1": 0.8312, "X2": 0.30637, "Y2": 0.831, "X3": 0.30637, "Y3": 0.8448, "X4": 0.02255, "Y4": 0.8448, "page": 0}, {"Word": "putis", "Confidence": 0.453, "X1": 0.9496, "Y1": 0.8402, "X2": 0.99072, "Y2": 0.84, "X3": 0.98939, "Y3": 0.8508, "X4": 0.94828, "Y4": 0.8488, "page": 0}, {"Word": "gen cyanide that are retained on", "Confidence": 0.97617, "X1": 0.02122, "Y1": 0.8442, "X2": 0.30769, "Y2": 0.844, "X3": 0.30769, "Y3": 0.8588, "X4": 0.02122, "Y4": 0.8588, "page": 0}, {"Word": "Intal", "Confidence": 0.611, "X1": 0.9496, "Y1": 0.8532, "X2": 0.98806, "Y2": 0.853, "X3": 0.98674, "Y3": 0.8638, "X4": 0.94828, "Y4": 0.8628, "page": 0}, {"Word": "and pass through the Cambridge", "Confidence": 0.995, "X1": 0.01989, "Y1": 0.8582, "X2": 0.30637, "Y2": 0.858, "X3": 0.30637, "Y3": 0.8718, "X4": 0.01989, "Y4": 0.8718, "page": 0}, {"Word": "tem, 2", "Confidence": 0.609, "X1": 0.95093, "Y1": 0.8662, "X2": 0.99867, "Y2": 0.866, "X3": 0.99735, "Y3": 0.8768, "X4": 0.95093, "Y4": 0.8758, "page": 0}, {"Word": "filter with 85 mm blended cellulose", "Confidence": 0.99067, "X1": 0.02122, "Y1": 0.8722, "X2": 0.30637, "Y2": 0.872, "X3": 0.30637, "Y3": 0.8848, "X4": 0.02122, "Y4": 0.8848, "page": 0}, {"Word": "01561832", "Confidence": 0.995, "X1": 0.8939, "Y1": 0.8892, "X2": 0.89523, "Y2": 0.889, "X3": 0.86737, "Y3": 0.8888, "X4": 0.86737, "Y4": 0.7898, "page": 0}, {"Word": "either", "Confidence": 0.992, "X1": 0.9496, "Y1": 0.8792, "X2": 0.99867, "Y2": 0.879, "X3": 0.99867, "Y3": 0.8908, "X4": 0.9496, "Y4": 0.8898, "page": 0}, {"Word": "acetate-filtered cigarettes. Work in", "Confidence": 0.97, "X1": 0.02122, "Y1": 0.8852, "X2": 0.30769, "Y2": 0.885, "X3": 0.30769, "Y3": 0.8988, "X4": 0.02122, "Y4": 0.8988, "page": 0}, {"Word": "dlepict", "Confidence": 0.672, "X1": 0.95093, "Y1": 0.8932, "X2": 0.99867, "Y2": 0.893, "X3": 0.99867, "Y3": 0.9048, "X4": 0.9496, "Y4": 0.9028, "page": 0}, {"Word": "our laboratory and a report by", "Confidence": 0.99633, "X1": 0.01989, "Y1": 0.8982, "X2": 0.30637, "Y2": 0.898, "X3": 0.30637, "Y3": 0.9128, "X4": 0.01989, "Y4": 0.9118, "page": 0}, {"Word": "Nall (9) indicate that the hydrogen", "Confidence": 0.993, "X1": 0.01989, "Y1": 0.9132, "X2": 0.30504, "Y2": 0.913, "X3": 0.30504, "Y3": 0.9268, "X4": 0.01989, "Y4": 0.9248, "page": 0}, {"Word": "Prop", "Confidence": 0.674, "X1": 0.96684, "Y1": 0.9082, "X2": 0.99867, "Y2": 0.908, "X3": 0.99867, "Y3": 0.9198, "X4": 0.96552, "Y4": 0.9188, "page": 0}, {"Word": "orifies", "Confidence": 0.407, "X1": 0.94562, "Y1": 0.9222, "X2": 0.99735, "Y2": 0.922, "X3": 0.99735, "Y3": 0.9328, "X4": 0.9443, "Y4": 0.9308, "page": 0}, {"Word": "cyanide on the Cambridge pad is", "Confidence": 0.98883, "X1": 0.01989, "Y1": 0.9262, "X2": 0.30504, "Y2": 0.926, "X3": 0.30504, "Y3": 0.9398, "X4": 0.01989, "Y4": 0.9398, "page": 0}, {"Word": ". 210 cc", "Confidence": 0.77667, "X1": 0.9443, "Y1": 0.9342, "X2": 0.99867, "Y2": 0.934, "X3": 0.99735, "Y3": 0.9468, "X4": 0.94297, "Y4": 0.9418, "page": 0}, {"Word": "likely to be present in the form of a", "Confidence": 0.98411, "X1": 0.02387, "Y1": 0.9402, "X2": 0.30637, "Y2": 0.94, "X3": 0.30637, "Y3": 0.9528, "X4": 0.02387, "Y4": 0.9528, "page": 0}, {"Word": "cyanohydrin, acetaldehyde cyano-", "Confidence": 0.752, "X1": 0.02122, "Y1": 0.9532, "X2": 0.30769, "Y2": 0.953, "X3": 0.30769, "Y3": 0.9668, "X4": 0.02122, "Y4": 0.9668, "page": 0}, {"Word": "all six", "Confidence": 0.565, "X1": 0.95093, "Y1": 0.9482, "X2": 0.99469, "Y2": 0.948, "X3": 0.99469, "Y3": 0.9598, "X4": 0.95093, "Y4": 0.9578, "page": 0}, {"Word": "f the", "Confidence": 0.451, "X1": 0.94828, "Y1": 0.9612, "X2": 0.99867, "Y2": 0.961, "X3": 0.99735, "Y3": 0.9728, "X4": 0.94695, "Y4": 0.9698, "page": 0}, {"Word": "hydrin (lactonitrile) being probably", "Confidence": 0.988, "X1": 0.02122, "Y1": 0.9662, "X2": 0.3183, "Y2": 0.966, "X3": 0.3183, "Y3": 0.9808, "X4": 0.02122, "Y4": 0.9808, "page": 0}, {"Word": "Figure 6. Smoking machine for \"non-absorbable\" gases", "Confidence": 0.828, "X1": 0.31963, "Y1": 0.9672, "X2": 0.6817, "Y2": 0.967, "X3": 0.6817, "Y3": 0.9838, "X4": 0.31963, "Y4": 0.9838, "page": 0}], "words_data": [{"Word": "val", "Confidence": 0.616, "X1": 0.96419, "Y1": 0.0162, "X2": 0.99072, "Y2": 0.016, "X3": 0.99072, "Y3": 0.0268, "X4": 0.96419, "Y4": 0.0278, "page": 0, "Index": 0}, {"Word": "present", "Confidence": 0.991, "X1": 0.62732, "Y1": 0.0152, "X2": 0.69098, "Y2": 0.015, "X3": 0.68966, "Y3": 0.0298, "X4": 0.62732, "Y4": 0.0298, "page": 0, "Index": 1}, {"Word": "in", "Confidence": 0.998, "X1": 0.69629, "Y1": 0.0152, "X2": 0.71353, "Y2": 0.015, "X3": 0.71353, "Y3": 0.0298, "X4": 0.69496, "Y4": 0.0298, "page": 0, "Index": 2}, {"Word": "the", "Confidence": 0.998, "X1": 0.72016, "Y1": 0.0152, "X2": 0.74934, "Y2": 0.015, "X3": 0.74934, "Y3": 0.0308, "X4": 0.72016, "Y4": 0.0298, "page": 0, "Index": 3}, {"Word": "portion", "Confidence": 0.996, "X1": 0.75597, "Y1": 0.0162, "X2": 0.81432, "Y2": 0.016, "X3": 0.81432, "Y3": 0.0308, "X4": 0.75464, "Y4": 0.0308, "page": 0, "Index": 4}, {"Word": "of", "Confidence": 0.998, "X1": 0.82095, "Y1": 0.0162, "X2": 0.8435, "Y2": 0.016, "X3": 0.8435, "Y3": 0.0308, "X4": 0.82095, "Y4": 0.0308, "page": 0, "Index": 5}, {"Word": "the", "Confidence": 0.998, "X1": 0.84881, "Y1": 0.0162, "X2": 0.87666, "Y2": 0.016, "X3": 0.87666, "Y3": 0.0308, "X4": 0.84881, "Y4": 0.0308, "page": 0, "Index": 6}, {"Word": "gas", "Confidence": 0.601, "X1": 0.88064, "Y1": 0.0162, "X2": 0.90981, "Y2": 0.016, "X3": 0.90981, "Y3": 0.0308, "X4": 0.88064, "Y4": 0.0308, "page": 0, "Index": 7}, {"Word": "phase", "Confidence": 0.997, "X1": 0.62997, "Y1": 0.0302, "X2": 0.67507, "Y2": 0.03, "X3": 0.67374, "Y3": 0.0418, "X4": 0.62865, "Y4": 0.0418, "page": 0, "Index": 8}, {"Word": "that", "Confidence": 0.989, "X1": 0.67772, "Y1": 0.0302, "X2": 0.7122, "Y2": 0.03, "X3": 0.71088, "Y3": 0.0418, "X4": 0.67772, "Y4": 0.0418, "page": 0, "Index": 9}, {"Word": "passes", "Confidence": 0.941, "X1": 0.71485, "Y1": 0.0302, "X2": 0.76923, "Y2": 0.03, "X3": 0.7679, "Y3": 0.0418, "X4": 0.71485, "Y4": 0.0418, "page": 0, "Index": 10}, {"Word": "through", "Confidence": 0.958, "X1": 0.77188, "Y1": 0.0302, "X2": 0.83554, "Y2": 0.03, "X3": 0.83422, "Y3": 0.0428, "X4": 0.77188, "Y4": 0.0418, "page": 0, "Index": 11}, {"Word": "the", "Confidence": 0.998, "X1": 0.83952, "Y1": 0.0302, "X2": 0.86605, "Y2": 0.03, "X3": 0.86472, "Y3": 0.0428, "X4": 0.83952, "Y4": 0.0428, "page": 0, "Index": 12}, {"Word": "Cam-", "Confidence": 0.666, "X1": 0.8687, "Y1": 0.0302, "X2": 0.90981, "Y2": 0.03, "X3": 0.90849, "Y3": 0.0428, "X4": 0.8687, "Y4": 0.0428, "page": 0, "Index": 13}, {"Word": "air", "Confidence": 0.944, "X1": 0.96154, "Y1": 0.0282, "X2": 0.98806, "Y2": 0.028, "X3": 0.98806, "Y3": 0.0398, "X4": 0.96286, "Y4": 0.0408, "page": 0, "Index": 14}, {"Word": "bridge", "Confidence": 0.995, "X1": 0.62997, "Y1": 0.0422, "X2": 0.68037, "Y2": 0.042, "X3": 0.67905, "Y3": 0.0548, "X4": 0.62865, "Y4": 0.0548, "page": 0, "Index": 15}, {"Word": "filter.", "Confidence": 0.994, "X1": 0.68568, "Y1": 0.0432, "X2": 0.7321, "Y2": 0.043, "X3": 0.7321, "Y3": 0.0548, "X4": 0.68568, "Y4": 0.0548, "page": 0, "Index": 16}, {"Word": "port", "Confidence": 0.955, "X1": 0.96286, "Y1": 0.0442, "X2": 0.99867, "Y2": 0.044, "X3": 0.99867, "Y3": 0.0538, "X4": 0.96286, "Y4": 0.0548, "page": 0, "Index": 17}, {"Word": "300", "Confidence": 0.486, "X1": 0.05172, "Y1": 0.0572, "X2": 0.07427, "Y2": 0.057, "X3": 0.07294, "Y3": 0.0668, "X4": 0.05172, "Y4": 0.0658, "page": 0, "Index": 18}, {"Word": "TOTAL", "Confidence": 0.78, "X1": 0.50663, "Y1": 0.0542, "X2": 0.54111, "Y2": 0.054, "X3": 0.53979, "Y3": 0.0668, "X4": 0.50663, "Y4": 0.0648, "page": 0, "Index": 19}, {"Word": "whil", "Confidence": 0.886, "X1": 0.96286, "Y1": 0.0552, "X2": 0.99867, "Y2": 0.055, "X3": 0.99867, "Y3": 0.0668, "X4": 0.96286, "Y4": 0.0678, "page": 0, "Index": 20}, {"Word": "Typical", "Confidence": 0.96, "X1": 0.64721, "Y1": 0.0552, "X2": 0.70822, "Y2": 0.055, "X3": 0.7069, "Y3": 0.0688, "X4": 0.64721, "Y4": 0.0698, "page": 0, "Index": 21}, {"Word": "hydrogen", "Confidence": 0.994, "X1": 0.71088, "Y1": 0.0562, "X2": 0.78515, "Y2": 0.056, "X3": 0.78515, "Y3": 0.0688, "X4": 0.71088, "Y4": 0.0688, "page": 0, "Index": 22}, {"Word": "cyanide", "Confidence": 0.629, "X1": 0.7931, "Y1": 0.0562, "X2": 0.85544, "Y2": 0.056, "X3": 0.85544, "Y3": 0.0698, "X4": 0.7931, "Y4": 0.0688, "page": 0, "Index": 23}, {"Word": "analy.", "Confidence": 0.881, "X1": 0.85942, "Y1": 0.0572, "X2": 0.90849, "Y2": 0.057, "X3": 0.90716, "Y3": 0.0708, "X4": 0.85942, "Y4": 0.0698, "page": 0, "Index": 24}, {"Word": "ses", "Confidence": 0.973, "X1": 0.62865, "Y1": 0.0702, "X2": 0.65385, "Y2": 0.07, "X3": 0.65385, "Y3": 0.0828, "X4": 0.62865, "Y4": 0.0828, "page": 0, "Index": 25}, {"Word": "obtained", "Confidence": 0.999, "X1": 0.66578, "Y1": 0.0702, "X2": 0.73475, "Y2": 0.07, "X3": 0.73475, "Y3": 0.0828, "X4": 0.66578, "Y4": 0.0828, "page": 0, "Index": 26}, {"Word": "with", "Confidence": 1, "X1": 0.74934, "Y1": 0.0702, "X2": 0.78515, "Y2": 0.07, "X3": 0.78382, "Y3": 0.0828, "X4": 0.74934, "Y4": 0.0828, "page": 0, "Index": 27}, {"Word": "the", "Confidence": 1, "X1": 0.79841, "Y1": 0.0702, "X2": 0.82493, "Y2": 0.07, "X3": 0.82493, "Y3": 0.0828, "X4": 0.79708, "Y4": 0.0828, "page": 0, "Index": 28}, {"Word": "four-p", "Confidence": 0.367, "X1": 0.8382, "Y1": 0.0702, "X2": 0.88594, "Y2": 0.07, "X3": 0.88594, "Y3": 0.0828, "X4": 0.83687, "Y4": 0.0828, "page": 0, "Index": 29}, {"Word": ".:", "Confidence": 0.103, "X1": 0.88992, "Y1": 0.0702, "X2": 0.90849, "Y2": 0.07, "X3": 0.90716, "Y3": 0.0828, "X4": 0.88859, "Y4": 0.0828, "page": 0, "Index": 30}, {"Word": "Afte", "Confidence": 0.889, "X1": 0.96419, "Y1": 0.0692, "X2": 0.99469, "Y2": 0.069, "X3": 0.99469, "Y3": 0.0818, "X4": 0.96552, "Y4": 0.0828, "page": 0, "Index": 31}, {"Word": "machine", "Confidence": 0.995, "X1": 0.62865, "Y1": 0.0832, "X2": 0.69496, "Y2": 0.083, "X3": 0.69496, "Y3": 0.0958, "X4": 0.62865, "Y4": 0.0948, "page": 0, "Index": 32}, {"Word": "and", "Confidence": 0.998, "X1": 0.70027, "Y1": 0.0832, "X2": 0.72944, "Y2": 0.083, "X3": 0.72944, "Y3": 0.0958, "X4": 0.69894, "Y4": 0.0958, "page": 0, "Index": 33}, {"Word": "with", "Confidence": 0.991, "X1": 0.73607, "Y1": 0.0832, "X2": 0.77056, "Y2": 0.083, "X3": 0.77056, "Y3": 0.0958, "X4": 0.73475, "Y4": 0.0958, "page": 0, "Index": 34}, {"Word": "individual", "Confidence": 0.955, "X1": 0.77586, "Y1": 0.0842, "X2": 0.85809, "Y2": 0.084, "X3": 0.85676, "Y3": 0.0958, "X4": 0.77454, "Y4": 0.0958, "page": 0, "Index": 35}, {"Word": "smoke", "Confidence": 0.603, "X1": 0.86207, "Y1": 0.0842, "X2": 0.90981, "Y2": 0.084, "X3": 0.90849, "Y3": 0.0968, "X4": 0.86074, "Y4": 0.0958, "page": 0, "Index": 36}, {"Word": "5", "Confidence": 0.994, "X1": 0.96419, "Y1": 0.0832, "X2": 0.97215, "Y2": 0.083, "X3": 0.97215, "Y3": 0.0928, "X4": 0.96419, "Y4": 0.0928, "page": 0, "Index": 37}, {"Word": "se", "Confidence": 0.991, "X1": 0.97878, "Y1": 0.0832, "X2": 0.99735, "Y2": 0.083, "X3": 0.99602, "Y3": 0.0938, "X4": 0.97745, "Y4": 0.0928, "page": 0, "Index": 38}, {"Word": "collection", "Confidence": 0.62, "X1": 0.62997, "Y1": 0.0962, "X2": 0.70424, "Y2": 0.096, "X3": 0.70424, "Y3": 0.1098, "X4": 0.62865, "Y4": 0.1078, "page": 0, "Index": 39}, {"Word": "flasks", "Confidence": 0.958, "X1": 0.71485, "Y1": 0.0972, "X2": 0.7626, "Y2": 0.097, "X3": 0.76127, "Y3": 0.1108, "X4": 0.71485, "Y4": 0.1098, "page": 0, "Index": 40}, {"Word": "are", "Confidence": 0.998, "X1": 0.76923, "Y1": 0.0972, "X2": 0.79841, "Y2": 0.097, "X3": 0.79841, "Y3": 0.1108, "X4": 0.76923, "Y4": 0.1108, "page": 0, "Index": 41}, {"Word": "compared", "Confidence": 0.915, "X1": 0.80637, "Y1": 0.0982, "X2": 0.88196, "Y2": 0.098, "X3": 0.88064, "Y3": 0.1118, "X4": 0.80637, "Y4": 0.1108, "page": 0, "Index": 42}, {"Word": "in", "Confidence": 0.998, "X1": 0.89125, "Y1": 0.0982, "X2": 0.90716, "Y2": 0.098, "X3": 0.90716, "Y3": 0.1118, "X4": 0.89125, "Y4": 0.1118, "page": 0, "Index": 43}, {"Word": "valt", "Confidence": 0.299, "X1": 0.96154, "Y1": 0.0982, "X2": 0.99469, "Y2": 0.098, "X3": 0.99469, "Y3": 0.1088, "X4": 0.96154, "Y4": 0.1078, "page": 0, "Index": 44}, {"Word": "Table", "Confidence": 0.998, "X1": 0.62997, "Y1": 0.1092, "X2": 0.67507, "Y2": 0.109, "X3": 0.67374, "Y3": 0.1218, "X4": 0.62997, "Y4": 0.1218, "page": 0, "Index": 45}, {"Word": "1.", "Confidence": 0.905, "X1": 0.67905, "Y1": 0.1102, "X2": 0.69761, "Y2": 0.11, "X3": 0.69629, "Y3": 0.1228, "X4": 0.67772, "Y4": 0.1228, "page": 0, "Index": 46}, {"Word": "CUMULATIVE", "Confidence": 0.992, "X1": 0.04244, "Y1": 0.1322, "X2": 0.04111, "Y2": 0.132, "X3": 0.05703, "Y3": 0.1318, "X4": 0.05836, "Y4": 0.1948, "page": 0, "Index": 47}, {"Word": "VAPOR", "Confidence": 0.979, "X1": 0.48011, "Y1": 0.1192, "X2": 0.51724, "Y2": 0.119, "X3": 0.51857, "Y3": 0.1328, "X4": 0.48143, "Y4": 0.1338, "page": 0, "Index": 48}, {"Word": "PHASE", "Confidence": 0.979, "X1": 0.52255, "Y1": 0.1202, "X2": 0.56101, "Y2": 0.12, "X3": 0.56101, "Y3": 0.1318, "X4": 0.52387, "Y4": 0.1328, "page": 0, "Index": 49}, {"Word": "The", "Confidence": 0.994, "X1": 0.64721, "Y1": 0.1232, "X2": 0.67905, "Y2": 0.123, "X3": 0.67772, "Y3": 0.1358, "X4": 0.64721, "Y4": 0.1358, "page": 0, "Index": 50}, {"Word": "results", "Confidence": 0.995, "X1": 0.687, "Y1": 0.1232, "X2": 0.74536, "Y2": 0.123, "X3": 0.74536, "Y3": 0.1368, "X4": 0.687, "Y4": 0.1358, "page": 0, "Index": 51}, {"Word": "of", "Confidence": 0.998, "X1": 0.75332, "Y1": 0.1232, "X2": 0.77454, "Y2": 0.123, "X3": 0.77321, "Y3": 0.1368, "X4": 0.75332, "Y4": 0.1368, "page": 0, "Index": 52}, {"Word": "the", "Confidence": 0.998, "X1": 0.78117, "Y1": 0.1232, "X2": 0.80902, "Y2": 0.123, "X3": 0.80902, "Y3": 0.1368, "X4": 0.78117, "Y4": 0.1368, "page": 0, "Index": 53}, {"Word": "single", "Confidence": 0.996, "X1": 0.8183, "Y1": 0.1232, "X2": 0.87003, "Y2": 0.123, "X3": 0.8687, "Y3": 0.1378, "X4": 0.8183, "Y4": 0.1368, "page": 0, "Index": 54}, {"Word": "pur!", "Confidence": 0.234, "X1": 0.87533, "Y1": 0.1242, "X2": 0.90849, "Y2": 0.124, "X3": 0.90849, "Y3": 0.1378, "X4": 0.87533, "Y4": 0.1378, "page": 0, "Index": 55}, {"Word": "ing", "Confidence": 0.98, "X1": 0.96286, "Y1": 0.1242, "X2": 0.98674, "Y2": 0.124, "X3": 0.98541, "Y3": 0.1348, "X4": 0.96154, "Y4": 0.1338, "page": 0, "Index": 56}, {"Word": "new", "Confidence": 0.955, "X1": 0.96552, "Y1": 0.1392, "X2": 0.98674, "Y2": 0.139, "X3": 0.98674, "Y3": 0.1478, "X4": 0.96552, "Y4": 0.1468, "page": 0, "Index": 57}, {"Word": "analyses", "Confidence": 0.994, "X1": 0.62865, "Y1": 0.1372, "X2": 0.69761, "Y2": 0.137, "X3": 0.69629, "Y3": 0.1508, "X4": 0.62865, "Y4": 0.1498, "page": 0, "Index": 58}, {"Word": "show", "Confidence": 0.998, "X1": 0.70027, "Y1": 0.1372, "X2": 0.74005, "Y2": 0.137, "X3": 0.73873, "Y3": 0.1508, "X4": 0.70027, "Y4": 0.1508, "page": 0, "Index": 59}, {"Word": "rather", "Confidence": 0.997, "X1": 0.74668, "Y1": 0.1372, "X2": 0.79973, "Y2": 0.137, "X3": 0.79973, "Y3": 0.1508, "X4": 0.74668, "Y4": 0.1508, "page": 0, "Index": 60}, {"Word": "large", "Confidence": 0.997, "X1": 0.80371, "Y1": 0.1382, "X2": 0.84615, "Y2": 0.138, "X3": 0.84615, "Y3": 0.1508, "X4": 0.80371, "Y4": 0.1508, "page": 0, "Index": 61}, {"Word": "fluctun.", "Confidence": 0.253, "X1": 0.85013, "Y1": 0.1382, "X2": 0.91114, "Y2": 0.138, "X3": 0.91114, "Y3": 0.1508, "X4": 0.85013, "Y4": 0.1508, "page": 0, "Index": 62}, {"Word": "tions", "Confidence": 0.997, "X1": 0.62865, "Y1": 0.1492, "X2": 0.66976, "Y2": 0.149, "X3": 0.66976, "Y3": 0.1628, "X4": 0.62865, "Y4": 0.1618, "page": 0, "Index": 63}, {"Word": "between", "Confidence": 0.995, "X1": 0.67374, "Y1": 0.1502, "X2": 0.73873, "Y2": 0.15, "X3": 0.73873, "Y3": 0.1628, "X4": 0.67374, "Y4": 0.1628, "page": 0, "Index": 64}, {"Word": "cigarettes", "Confidence": 0.994, "X1": 0.74403, "Y1": 0.1502, "X2": 0.82493, "Y2": 0.15, "X3": 0.82493, "Y3": 0.1638, "X4": 0.74536, "Y4": 0.1628, "page": 0, "Index": 65}, {"Word": "of", "Confidence": 0.998, "X1": 0.82759, "Y1": 0.1502, "X2": 0.84748, "Y2": 0.15, "X3": 0.84881, "Y3": 0.1638, "X4": 0.82891, "Y4": 0.1638, "page": 0, "Index": 66}, {"Word": "the", "Confidence": 0.909, "X1": 0.85146, "Y1": 0.1512, "X2": 0.87931, "Y2": 0.151, "X3": 0.87931, "Y3": 0.1638, "X4": 0.85146, "Y4": 0.1638, "page": 0, "Index": 67}, {"Word": "per", "Confidence": 0.26, "X1": 0.88329, "Y1": 0.1512, "X2": 0.90981, "Y2": 0.151, "X3": 0.90981, "Y3": 0.1638, "X4": 0.88329, "Y4": 0.1638, "page": 0, "Index": 68}, {"Word": "T", "Confidence": 0.995, "X1": 0.97878, "Y1": 0.1502, "X2": 0.98674, "Y2": 0.15, "X3": 0.98674, "Y3": 0.1608, "X4": 0.97878, "Y4": 0.1608, "page": 0, "Index": 69}, {"Word": "200", "Confidence": 0.848, "X1": 0.05703, "Y1": 0.1682, "X2": 0.07692, "Y2": 0.168, "X3": 0.07692, "Y3": 0.1778, "X4": 0.05703, "Y4": 0.1768, "page": 0, "Index": 70}, {"Word": "X", "Confidence": 0.852, "X1": 0.45358, "Y1": 0.1862, "X2": 0.44164, "Y2": 0.186, "X3": 0.4191, "Y3": 0.1718, "X4": 0.42971, "Y4": 0.1608, "page": 0, "Index": 71}, {"Word": "puff", "Confidence": 0.991, "X1": 0.62865, "Y1": 0.1632, "X2": 0.66048, "Y2": 0.163, "X3": 0.6618, "Y3": 0.1768, "X4": 0.62865, "Y4": 0.1768, "page": 0, "Index": 72}, {"Word": "yield", "Confidence": 0.854, "X1": 0.66446, "Y1": 0.1632, "X2": 0.70557, "Y2": 0.163, "X3": 0.70557, "Y3": 0.1768, "X4": 0.66446, "Y4": 0.1768, "page": 0, "Index": 73}, {"Word": "of", "Confidence": 0.998, "X1": 0.70955, "Y1": 0.1632, "X2": 0.72812, "Y2": 0.163, "X3": 0.72944, "Y3": 0.1768, "X4": 0.70955, "Y4": 0.1768, "page": 0, "Index": 74}, {"Word": "hydrogen", "Confidence": 0.995, "X1": 0.7321, "Y1": 0.1642, "X2": 0.80637, "Y2": 0.164, "X3": 0.80637, "Y3": 0.1768, "X4": 0.7321, "Y4": 0.1768, "page": 0, "Index": 75}, {"Word": "cyanide.", "Confidence": 0.887, "X1": 0.81034, "Y1": 0.1642, "X2": 0.87798, "Y2": 0.164, "X3": 0.87798, "Y3": 0.1778, "X4": 0.81034, "Y4": 0.1768, "page": 0, "Index": 76}, {"Word": "i", "Confidence": 0.998, "X1": 0.88196, "Y1": 0.1642, "X2": 0.88329, "Y2": 0.164, "X3": 0.88462, "Y3": 0.1778, "X4": 0.88196, "Y4": 0.1778, "page": 0, "Index": 77}, {"Word": "anal", "Confidence": 0.955, "X1": 0.96021, "Y1": 0.1642, "X2": 0.99337, "Y2": 0.164, "X3": 0.99337, "Y3": 0.1748, "X4": 0.96021, "Y4": 0.1738, "page": 0, "Index": 78}, {"Word": "....", "Confidence": 0.208, "X1": 0.88727, "Y1": 0.1652, "X2": 0.91114, "Y2": 0.165, "X3": 0.91114, "Y3": 0.1788, "X4": 0.88859, "Y4": 0.1778, "page": 0, "Index": 79}, {"Word": "MQ,", "Confidence": 0.017, "X1": 0.04244, "Y1": 0.1982, "X2": 0.04244, "Y2": 0.198, "X3": 0.05836, "Y3": 0.1968, "X4": 0.05836, "Y4": 0.2178, "page": 0, "Index": 80}, {"Word": "it", "Confidence": 0.998, "X1": 0.62732, "Y1": 0.1772, "X2": 0.64191, "Y2": 0.177, "X3": 0.64324, "Y3": 0.1898, "X4": 0.62865, "Y4": 0.1898, "page": 0, "Index": 81}, {"Word": "is", "Confidence": 0.998, "X1": 0.64589, "Y1": 0.1772, "X2": 0.66313, "Y2": 0.177, "X3": 0.66313, "Y3": 0.1898, "X4": 0.64721, "Y4": 0.1898, "page": 0, "Index": 82}, {"Word": "imperative", "Confidence": 0.995, "X1": 0.66711, "Y1": 0.1772, "X2": 0.75332, "Y2": 0.177, "X3": 0.75464, "Y3": 0.1898, "X4": 0.66711, "Y4": 0.1898, "page": 0, "Index": 83}, {"Word": "to", "Confidence": 0.998, "X1": 0.75729, "Y1": 0.1772, "X2": 0.77586, "Y2": 0.177, "X3": 0.77586, "Y3": 0.1908, "X4": 0.75729, "Y4": 0.1898, "page": 0, "Index": 84}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.77851, "Y1": 0.1782, "X2": 0.83024, "Y2": 0.178, "X3": 0.83024, "Y3": 0.1908, "X4": 0.77984, "Y4": 0.1908, "page": 0, "Index": 85}, {"Word": "a", "Confidence": 0.995, "X1": 0.83422, "Y1": 0.1782, "X2": 0.8435, "Y2": 0.178, "X3": 0.84483, "Y3": 0.1908, "X4": 0.83422, "Y4": 0.1908, "page": 0, "Index": 86}, {"Word": "nunilier", "Confidence": 0.581, "X1": 0.84881, "Y1": 0.1792, "X2": 0.90849, "Y2": 0.179, "X3": 0.90849, "Y3": 0.1918, "X4": 0.84881, "Y4": 0.1908, "page": 0, "Index": 87}, {"Word": "phas", "Confidence": 0.982, "X1": 0.96021, "Y1": 0.1792, "X2": 0.99602, "Y2": 0.179, "X3": 0.99602, "Y3": 0.1898, "X4": 0.96021, "Y4": 0.1898, "page": 0, "Index": 88}, {"Word": "of", "Confidence": 0.998, "X1": 0.62865, "Y1": 0.1902, "X2": 0.64721, "Y2": 0.19, "X3": 0.64721, "Y3": 0.2038, "X4": 0.62997, "Y4": 0.2038, "page": 0, "Index": 89}, {"Word": "cigarettes", "Confidence": 0.971, "X1": 0.65252, "Y1": 0.1912, "X2": 0.73342, "Y2": 0.191, "X3": 0.73475, "Y3": 0.2038, "X4": 0.65252, "Y4": 0.2038, "page": 0, "Index": 90}, {"Word": "to", "Confidence": 0.998, "X1": 0.73873, "Y1": 0.1912, "X2": 0.75729, "Y2": 0.191, "X3": 0.75729, "Y3": 0.2038, "X4": 0.73873, "Y4": 0.2038, "page": 0, "Index": 91}, {"Word": "obtain", "Confidence": 0.994, "X1": 0.7626, "Y1": 0.1912, "X2": 0.813, "Y2": 0.191, "X3": 0.813, "Y3": 0.2048, "X4": 0.7626, "Y4": 0.2038, "page": 0, "Index": 92}, {"Word": "meaningful", "Confidence": 0.279, "X1": 0.81963, "Y1": 0.1922, "X2": 0.90981, "Y2": 0.192, "X3": 0.90981, "Y3": 0.2058, "X4": 0.81963, "Y4": 0.2048, "page": 0, "Index": 93}, {"Word": "usef", "Confidence": 0.842, "X1": 0.96419, "Y1": 0.1922, "X2": 0.99469, "Y2": 0.192, "X3": 0.99469, "Y3": 0.2018, "X4": 0.96419, "Y4": 0.2018, "page": 0, "Index": 94}, {"Word": "results.", "Confidence": 0.913, "X1": 0.62865, "Y1": 0.2042, "X2": 0.69098, "Y2": 0.204, "X3": 0.69231, "Y3": 0.2168, "X4": 0.62997, "Y4": 0.2158, "page": 0, "Index": 95}, {"Word": "Statistical", "Confidence": 0.948, "X1": 0.69496, "Y1": 0.2042, "X2": 0.77851, "Y2": 0.204, "X3": 0.77851, "Y3": 0.2178, "X4": 0.69496, "Y4": 0.2168, "page": 0, "Index": 96}, {"Word": "consideration", "Confidence": 0.991, "X1": 0.78117, "Y1": 0.2042, "X2": 0.88727, "Y2": 0.204, "X3": 0.88727, "Y3": 0.2178, "X4": 0.78117, "Y4": 0.2178, "page": 0, "Index": 97}, {"Word": "\u00ab!", "Confidence": 0.006, "X1": 0.88992, "Y1": 0.2042, "X2": 0.90849, "Y2": 0.204, "X3": 0.90849, "Y3": 0.2178, "X4": 0.88992, "Y4": 0.2178, "page": 0, "Index": 98}, {"Word": "read", "Confidence": 0.962, "X1": 0.96419, "Y1": 0.2042, "X2": 0.99337, "Y2": 0.204, "X3": 0.99337, "Y3": 0.2178, "X4": 0.96419, "Y4": 0.2178, "page": 0, "Index": 99}, {"Word": "HCN.", "Confidence": 0.648, "X1": 0.04244, "Y1": 0.2212, "X2": 0.04244, "Y2": 0.221, "X3": 0.05836, "Y3": 0.2198, "X4": 0.05968, "Y4": 0.2428, "page": 0, "Index": 100}, {"Word": "the", "Confidence": 0.998, "X1": 0.62997, "Y1": 0.2172, "X2": 0.65517, "Y2": 0.217, "X3": 0.65517, "Y3": 0.2298, "X4": 0.62997, "Y4": 0.2298, "page": 0, "Index": 101}, {"Word": "results", "Confidence": 0.995, "X1": 0.66048, "Y1": 0.2172, "X2": 0.71618, "Y2": 0.217, "X3": 0.71618, "Y3": 0.2298, "X4": 0.66048, "Y4": 0.2298, "page": 0, "Index": 102}, {"Word": "obtained", "Confidence": 0.957, "X1": 0.72016, "Y1": 0.2172, "X2": 0.78912, "Y2": 0.217, "X3": 0.78912, "Y3": 0.2308, "X4": 0.72016, "Y4": 0.2298, "page": 0, "Index": 103}, {"Word": "with", "Confidence": 0.991, "X1": 0.79576, "Y1": 0.2172, "X2": 0.83156, "Y2": 0.217, "X3": 0.83156, "Y3": 0.2308, "X4": 0.79576, "Y4": 0.2308, "page": 0, "Index": 104}, {"Word": "the", "Confidence": 0.998, "X1": 0.8382, "Y1": 0.2182, "X2": 0.86472, "Y2": 0.218, "X3": 0.86472, "Y3": 0.2308, "X4": 0.8382, "Y4": 0.2308, "page": 0, "Index": 105}, {"Word": "four-", "Confidence": 0.601, "X1": 0.87003, "Y1": 0.2182, "X2": 0.90849, "Y2": 0.218, "X3": 0.90849, "Y3": 0.2318, "X4": 0.87003, "Y4": 0.2318, "page": 0, "Index": 106}, {"Word": "bub", "Confidence": 0.998, "X1": 0.96021, "Y1": 0.2162, "X2": 0.98939, "Y2": 0.216, "X3": 0.98939, "Y3": 0.2288, "X4": 0.96021, "Y4": 0.2298, "page": 0, "Index": 107}, {"Word": "port", "Confidence": 0.988, "X1": 0.62732, "Y1": 0.2302, "X2": 0.66446, "Y2": 0.23, "X3": 0.66446, "Y3": 0.2438, "X4": 0.62865, "Y4": 0.2438, "page": 0, "Index": 108}, {"Word": "smoker", "Confidence": 0.996, "X1": 0.66711, "Y1": 0.2312, "X2": 0.72812, "Y2": 0.231, "X3": 0.72812, "Y3": 0.2438, "X4": 0.66844, "Y4": 0.2438, "page": 0, "Index": 109}, {"Word": "indicates", "Confidence": 0.991, "X1": 0.7321, "Y1": 0.2312, "X2": 0.80637, "Y2": 0.231, "X3": 0.80637, "Y3": 0.2448, "X4": 0.7321, "Y4": 0.2438, "page": 0, "Index": 110}, {"Word": "that", "Confidence": 0.989, "X1": 0.80902, "Y1": 0.2312, "X2": 0.84483, "Y2": 0.231, "X3": 0.84483, "Y3": 0.2448, "X4": 0.81034, "Y4": 0.2448, "page": 0, "Index": 111}, {"Word": "at", "Confidence": 0.998, "X1": 0.84881, "Y1": 0.2312, "X2": 0.86737, "Y2": 0.231, "X3": 0.86737, "Y3": 0.2448, "X4": 0.84881, "Y4": 0.2448, "page": 0, "Index": 112}, {"Word": "least", "Confidence": 0.291, "X1": 0.87135, "Y1": 0.2322, "X2": 0.90981, "Y2": 0.232, "X3": 0.90981, "Y3": 0.2458, "X4": 0.87135, "Y4": 0.2448, "page": 0, "Index": 113}, {"Word": "are", "Confidence": 0.994, "X1": 0.96021, "Y1": 0.2342, "X2": 0.98541, "Y2": 0.234, "X3": 0.98541, "Y3": 0.2448, "X4": 0.96021, "Y4": 0.2448, "page": 0, "Index": 114}, {"Word": "20", "Confidence": 0.998, "X1": 0.62865, "Y1": 0.2432, "X2": 0.64721, "Y2": 0.243, "X3": 0.64721, "Y3": 0.2568, "X4": 0.62865, "Y4": 0.2568, "page": 0, "Index": 115}, {"Word": "cigarettes", "Confidence": 0.994, "X1": 0.65252, "Y1": 0.2442, "X2": 0.73342, "Y2": 0.244, "X3": 0.73342, "Y3": 0.2568, "X4": 0.65252, "Y4": 0.2568, "page": 0, "Index": 116}, {"Word": "have", "Confidence": 0.991, "X1": 0.7374, "Y1": 0.2442, "X2": 0.77719, "Y2": 0.244, "X3": 0.77719, "Y3": 0.2568, "X4": 0.7374, "Y4": 0.2568, "page": 0, "Index": 117}, {"Word": "to", "Confidence": 0.998, "X1": 0.78117, "Y1": 0.2442, "X2": 0.79973, "Y2": 0.244, "X3": 0.79973, "Y3": 0.2568, "X4": 0.78117, "Y4": 0.2568, "page": 0, "Index": 118}, {"Word": "be", "Confidence": 0.997, "X1": 0.80371, "Y1": 0.2442, "X2": 0.82626, "Y2": 0.244, "X3": 0.82626, "Y3": 0.2568, "X4": 0.80371, "Y4": 0.2568, "page": 0, "Index": 119}, {"Word": "smoked", "Confidence": 0.993, "X1": 0.82891, "Y1": 0.2452, "X2": 0.88594, "Y2": 0.245, "X3": 0.88594, "Y3": 0.2578, "X4": 0.82891, "Y4": 0.2568, "page": 0, "Index": 120}, {"Word": ":+", "Confidence": 0.02, "X1": 0.89125, "Y1": 0.2452, "X2": 0.90849, "Y2": 0.245, "X3": 0.90849, "Y3": 0.2578, "X4": 0.89125, "Y4": 0.2578, "page": 0, "Index": 121}, {"Word": "For", "Confidence": 0.998, "X1": 0.96021, "Y1": 0.2462, "X2": 0.99072, "Y2": 0.246, "X3": 0.98939, "Y3": 0.2578, "X4": 0.96021, "Y4": 0.2568, "page": 0, "Index": 122}, {"Word": "have", "Confidence": 0.982, "X1": 0.62997, "Y1": 0.2572, "X2": 0.66844, "Y2": 0.257, "X3": 0.66711, "Y3": 0.2698, "X4": 0.62865, "Y4": 0.2698, "page": 0, "Index": 123}, {"Word": "a", "Confidence": 0.959, "X1": 0.67507, "Y1": 0.2572, "X2": 0.68568, "Y2": 0.257, "X3": 0.68568, "Y3": 0.2698, "X4": 0.67507, "Y4": 0.2698, "page": 0, "Index": 124}, {"Word": "relative", "Confidence": 0.996, "X1": 0.69363, "Y1": 0.2572, "X2": 0.75729, "Y2": 0.257, "X3": 0.75729, "Y3": 0.2708, "X4": 0.69363, "Y4": 0.2698, "page": 0, "Index": 125}, {"Word": "error", "Confidence": 0.997, "X1": 0.76525, "Y1": 0.2572, "X2": 0.80902, "Y2": 0.257, "X3": 0.80769, "Y3": 0.2708, "X4": 0.76393, "Y4": 0.2708, "page": 0, "Index": 126}, {"Word": "of", "Confidence": 0.998, "X1": 0.81432, "Y1": 0.2582, "X2": 0.83422, "Y2": 0.258, "X3": 0.83422, "Y3": 0.2708, "X4": 0.81432, "Y4": 0.2708, "page": 0, "Index": 127}, {"Word": "#5\u2103", "Confidence": 0.066, "X1": 0.84218, "Y1": 0.2582, "X2": 0.87666, "Y2": 0.258, "X3": 0.87666, "Y3": 0.2708, "X4": 0.84218, "Y4": 0.2708, "page": 0, "Index": 128}, {"Word": "or", "Confidence": 0.964, "X1": 0.88992, "Y1": 0.2582, "X2": 0.90981, "Y2": 0.258, "X3": 0.90981, "Y3": 0.2708, "X4": 0.88992, "Y4": 0.2708, "page": 0, "Index": 129}, {"Word": "in", "Confidence": 0.983, "X1": 0.95889, "Y1": 0.2582, "X2": 0.9748, "Y2": 0.258, "X3": 0.9748, "Y3": 0.2708, "X4": 0.95756, "Y4": 0.2708, "page": 0, "Index": 130}, {"Word": "th", "Confidence": 0.162, "X1": 0.98408, "Y1": 0.2582, "X2": 0.99735, "Y2": 0.258, "X3": 0.99735, "Y3": 0.2708, "X4": 0.98408, "Y4": 0.2708, "page": 0, "Index": 131}, {"Word": "X", "Confidence": 0.646, "X1": 0.28515, "Y1": 0.2982, "X2": 0.27454, "Y2": 0.298, "X3": 0.25332, "Y3": 0.2858, "X4": 0.26393, "Y4": 0.2758, "page": 0, "Index": 132}, {"Word": "less", "Confidence": 0.982, "X1": 0.62865, "Y1": 0.2702, "X2": 0.6618, "Y2": 0.27, "X3": 0.6618, "Y3": 0.2838, "X4": 0.62865, "Y4": 0.2838, "page": 0, "Index": 133}, {"Word": "at", "Confidence": 0.998, "X1": 0.66578, "Y1": 0.2702, "X2": 0.68435, "Y2": 0.27, "X3": 0.68435, "Y3": 0.2838, "X4": 0.66578, "Y4": 0.2838, "page": 0, "Index": 134}, {"Word": "the", "Confidence": 0.998, "X1": 0.68833, "Y1": 0.2702, "X2": 0.71751, "Y2": 0.27, "X3": 0.71751, "Y3": 0.2838, "X4": 0.68833, "Y4": 0.2838, "page": 0, "Index": 135}, {"Word": "95%", "Confidence": 0.998, "X1": 0.72149, "Y1": 0.2702, "X2": 0.75597, "Y2": 0.27, "X3": 0.75597, "Y3": 0.2838, "X4": 0.72149, "Y4": 0.2838, "page": 0, "Index": 136}, {"Word": "confidence", "Confidence": 0.95, "X1": 0.7626, "Y1": 0.2712, "X2": 0.84615, "Y2": 0.271, "X3": 0.84615, "Y3": 0.2848, "X4": 0.7626, "Y4": 0.2838, "page": 0, "Index": 137}, {"Word": "level.", "Confidence": 0.961, "X1": 0.85013, "Y1": 0.2712, "X2": 0.89655, "Y2": 0.271, "X3": 0.89655, "Y3": 0.2848, "X4": 0.85013, "Y4": 0.2848, "page": 0, "Index": 138}, {"Word": "modi", "Confidence": 0.988, "X1": 0.95889, "Y1": 0.2732, "X2": 0.99735, "Y2": 0.273, "X3": 0.99735, "Y3": 0.2848, "X4": 0.95889, "Y4": 0.2848, "page": 0, "Index": 139}, {"Word": "100", "Confidence": 0.96, "X1": 0.05703, "Y1": 0.2792, "X2": 0.07692, "Y2": 0.279, "X3": 0.07692, "Y3": 0.2888, "X4": 0.05703, "Y4": 0.2888, "page": 0, "Index": 140}, {"Word": "by", "Confidence": 0.099, "X1": 0.95756, "Y1": 0.2852, "X2": 0.97878, "Y2": 0.285, "X3": 0.97878, "Y3": 0.2968, "X4": 0.95756, "Y4": 0.2968, "page": 0, "Index": 141}, {"Word": "S", "Confidence": 0.931, "X1": 0.98143, "Y1": 0.2852, "X2": 0.99072, "Y2": 0.285, "X3": 0.99072, "Y3": 0.2968, "X4": 0.98143, "Y4": 0.2968, "page": 0, "Index": 142}, {"Word": "XXXXXXXX,JE.", "Confidence": 0.231, "X1": 0.51592, "Y1": 0.3192, "X2": 0.19894, "Y2": 0.319, "X3": 0.18037, "Y3": 0.3008, "X4": 0.48674, "Y4": 0.0738, "page": 0, "Index": 143}, {"Word": "Smoking", "Confidence": 0.941, "X1": 0.62997, "Y1": 0.2992, "X2": 0.69098, "Y2": 0.299, "X3": 0.68966, "Y3": 0.3148, "X4": 0.62997, "Y4": 0.3128, "page": 0, "Index": 144}, {"Word": "Machine", "Confidence": 0.944, "X1": 0.69496, "Y1": 0.3002, "X2": 0.75729, "Y2": 0.3, "X3": 0.75597, "Y3": 0.3148, "X4": 0.69363, "Y4": 0.3148, "page": 0, "Index": 145}, {"Word": "for", "Confidence": 0.998, "X1": 0.76127, "Y1": 0.3002, "X2": 0.78515, "Y2": 0.3, "X3": 0.78382, "Y3": 0.3148, "X4": 0.75995, "Y4": 0.3148, "page": 0, "Index": 146}, {"Word": "\"Non-", "Confidence": 0.857, "X1": 0.78912, "Y1": 0.3002, "X2": 0.83687, "Y2": 0.3, "X3": 0.83554, "Y3": 0.3148, "X4": 0.7878, "Y4": 0.3148, "page": 0, "Index": 147}, {"Word": "the", "Confidence": 0.932, "X1": 0.95756, "Y1": 0.2992, "X2": 0.98408, "Y2": 0.299, "X3": 0.98408, "Y3": 0.3118, "X4": 0.95756, "Y4": 0.3118, "page": 0, "Index": 148}, {"Word": "Absorbable\"", "Confidence": 0.806, "X1": 0.62997, "Y1": 0.3142, "X2": 0.72281, "Y2": 0.314, "X3": 0.72149, "Y3": 0.3278, "X4": 0.62997, "Y4": 0.3288, "page": 0, "Index": 149}, {"Word": "Gases", "Confidence": 0.997, "X1": 0.72679, "Y1": 0.3142, "X2": 0.77188, "Y2": 0.314, "X3": 0.77056, "Y3": 0.3278, "X4": 0.72546, "Y4": 0.3278, "page": 0, "Index": 150}, {"Word": "alysi", "Confidence": 0.994, "X1": 0.95889, "Y1": 0.3132, "X2": 0.99735, "Y2": 0.313, "X3": 0.99735, "Y3": 0.3258, "X4": 0.95889, "Y4": 0.3248, "page": 0, "Index": 151}, {"Word": "ously", "Confidence": 0.616, "X1": 0.95889, "Y1": 0.3272, "X2": 0.99867, "Y2": 0.327, "X3": 0.99867, "Y3": 0.3378, "X4": 0.95889, "Y4": 0.3378, "page": 0, "Index": 152}, {"Word": "The", "Confidence": 0.993, "X1": 0.64721, "Y1": 0.3302, "X2": 0.67905, "Y2": 0.33, "X3": 0.67905, "Y3": 0.3438, "X4": 0.64721, "Y4": 0.3438, "page": 0, "Index": 153}, {"Word": "second", "Confidence": 0.997, "X1": 0.69098, "Y1": 0.3302, "X2": 0.74403, "Y2": 0.33, "X3": 0.74403, "Y3": 0.3438, "X4": 0.69098, "Y4": 0.3438, "page": 0, "Index": 154}, {"Word": "multiport", "Confidence": 0.993, "X1": 0.75729, "Y1": 0.3302, "X2": 0.83687, "Y2": 0.33, "X3": 0.83554, "Y3": 0.3438, "X4": 0.75729, "Y4": 0.3438, "page": 0, "Index": 155}, {"Word": "smokiny", "Confidence": 0.855, "X1": 0.84483, "Y1": 0.3312, "X2": 0.90849, "Y2": 0.331, "X3": 0.90716, "Y3": 0.3448, "X4": 0.8435, "Y4": 0.3438, "page": 0, "Index": 156}, {"Word": "machine", "Confidence": 0.994, "X1": 0.62997, "Y1": 0.3442, "X2": 0.69761, "Y2": 0.344, "X3": 0.69629, "Y3": 0.3568, "X4": 0.62865, "Y4": 0.3568, "page": 0, "Index": 157}, {"Word": "is", "Confidence": 0.998, "X1": 0.70159, "Y1": 0.3442, "X2": 0.71751, "Y2": 0.344, "X3": 0.71618, "Y3": 0.3578, "X4": 0.70027, "Y4": 0.3568, "page": 0, "Index": 158}, {"Word": "shown", "Confidence": 0.997, "X1": 0.72016, "Y1": 0.3442, "X2": 0.77188, "Y2": 0.344, "X3": 0.77056, "Y3": 0.3578, "X4": 0.71883, "Y4": 0.3578, "page": 0, "Index": 159}, {"Word": "in", "Confidence": 0.998, "X1": 0.77719, "Y1": 0.3442, "X2": 0.79443, "Y2": 0.344, "X3": 0.7931, "Y3": 0.3578, "X4": 0.77586, "Y4": 0.3578, "page": 0, "Index": 160}, {"Word": "Figures", "Confidence": 0.949, "X1": 0.79973, "Y1": 0.3442, "X2": 0.86074, "Y2": 0.344, "X3": 0.85942, "Y3": 0.3578, "X4": 0.79841, "Y4": 0.3578, "page": 0, "Index": 161}, {"Word": "&", "Confidence": 0.616, "X1": 0.86472, "Y1": 0.3442, "X2": 0.87533, "Y2": 0.344, "X3": 0.87401, "Y3": 0.3578, "X4": 0.8634, "Y4": 0.3578, "page": 0, "Index": 162}, {"Word": "and", "Confidence": 0.998, "X1": 0.87931, "Y1": 0.3442, "X2": 0.90849, "Y2": 0.344, "X3": 0.90716, "Y3": 0.3578, "X4": 0.87798, "Y4": 0.3578, "page": 0, "Index": 163}, {"Word": "Ty", "Confidence": 0.259, "X1": 0.97613, "Y1": 0.3402, "X2": 0.99735, "Y2": 0.34, "X3": 0.99602, "Y3": 0.3518, "X4": 0.97613, "Y4": 0.3508, "page": 0, "Index": 164}, {"Word": "FILTER", "Confidence": 0.831, "X1": 0.48276, "Y1": 0.3542, "X2": 0.52122, "Y2": 0.354, "X3": 0.52122, "Y3": 0.3658, "X4": 0.48276, "Y4": 0.3658, "page": 0, "Index": 165}, {"Word": "PAD", "Confidence": 0.997, "X1": 0.52918, "Y1": 0.3542, "X2": 0.55172, "Y2": 0.354, "X3": 0.55305, "Y3": 0.3658, "X4": 0.52918, "Y4": 0.3658, "page": 0, "Index": 166}, {"Word": "obtai", "Confidence": 0.786, "X1": 0.95756, "Y1": 0.3542, "X2": 0.99602, "Y2": 0.354, "X3": 0.99602, "Y3": 0.3658, "X4": 0.95623, "Y4": 0.3648, "page": 0, "Index": 167}, {"Word": "7.", "Confidence": 0.998, "X1": 0.62997, "Y1": 0.3562, "X2": 0.64721, "Y2": 0.356, "X3": 0.64854, "Y3": 0.3708, "X4": 0.6313, "Y4": 0.3708, "page": 0, "Index": 168}, {"Word": "This", "Confidence": 0.988, "X1": 0.65385, "Y1": 0.3572, "X2": 0.68966, "Y2": 0.357, "X3": 0.69098, "Y3": 0.3708, "X4": 0.65385, "Y4": 0.3708, "page": 0, "Index": 169}, {"Word": "five-port", "Confidence": 0.991, "X1": 0.69761, "Y1": 0.3582, "X2": 0.7679, "Y2": 0.358, "X3": 0.7679, "Y3": 0.3708, "X4": 0.69761, "Y4": 0.3708, "page": 0, "Index": 170}, {"Word": "machine", "Confidence": 0.996, "X1": 0.77188, "Y1": 0.3582, "X2": 0.83952, "Y2": 0.358, "X3": 0.83952, "Y3": 0.3708, "X4": 0.77188, "Y4": 0.3708, "page": 0, "Index": 171}, {"Word": "was", "Confidence": 0.981, "X1": 0.84748, "Y1": 0.3582, "X2": 0.87931, "Y2": 0.358, "X3": 0.87931, "Y3": 0.3708, "X4": 0.84615, "Y4": 0.3708, "page": 0, "Index": 172}, {"Word": "de", "Confidence": 0.141, "X1": 0.88329, "Y1": 0.3582, "X2": 0.90318, "Y2": 0.358, "X3": 0.90186, "Y3": 0.3708, "X4": 0.88329, "Y4": 0.3708, "page": 0, "Index": 173}, {"Word": "signed", "Confidence": 0.996, "X1": 0.62865, "Y1": 0.3712, "X2": 0.6817, "Y2": 0.371, "X3": 0.6817, "Y3": 0.3848, "X4": 0.62865, "Y4": 0.3848, "page": 0, "Index": 174}, {"Word": "to", "Confidence": 0.998, "X1": 0.687, "Y1": 0.3712, "X2": 0.70557, "Y2": 0.371, "X3": 0.70424, "Y3": 0.3848, "X4": 0.687, "Y4": 0.3848, "page": 0, "Index": 175}, {"Word": "take", "Confidence": 0.987, "X1": 0.70955, "Y1": 0.3712, "X2": 0.74668, "Y2": 0.371, "X3": 0.74536, "Y3": 0.3848, "X4": 0.70955, "Y4": 0.3848, "page": 0, "Index": 176}, {"Word": "a", "Confidence": 0.996, "X1": 0.75066, "Y1": 0.3712, "X2": 0.76127, "Y2": 0.371, "X3": 0.76127, "Y3": 0.3848, "X4": 0.75066, "Y4": 0.3848, "page": 0, "Index": 177}, {"Word": "simultaneous", "Confidence": 0.884, "X1": 0.7679, "Y1": 0.3722, "X2": 0.87268, "Y2": 0.372, "X3": 0.87268, "Y3": 0.3848, "X4": 0.7679, "Y4": 0.3848, "page": 0, "Index": 178}, {"Word": "puf!", "Confidence": 0.467, "X1": 0.87666, "Y1": 0.3722, "X2": 0.90716, "Y2": 0.372, "X3": 0.90584, "Y3": 0.3848, "X4": 0.87666, "Y4": 0.3848, "page": 0, "Index": 179}, {"Word": "mach", "Confidence": 0.652, "X1": 0.95756, "Y1": 0.3682, "X2": 0.99602, "Y2": 0.368, "X3": 0.99602, "Y3": 0.3798, "X4": 0.95756, "Y4": 0.3798, "page": 0, "Index": 180}, {"Word": "five", "Confidence": 0.988, "X1": 0.67639, "Y1": 0.3852, "X2": 0.70822, "Y2": 0.385, "X3": 0.70822, "Y3": 0.3978, "X4": 0.67639, "Y4": 0.3978, "page": 0, "Index": 181}, {"Word": "cigarettes", "Confidence": 0.994, "X1": 0.71353, "Y1": 0.3852, "X2": 0.79443, "Y2": 0.385, "X3": 0.79443, "Y3": 0.3978, "X4": 0.71353, "Y4": 0.3978, "page": 0, "Index": 182}, {"Word": "Siter", "Confidence": 0.608, "X1": 0.95756, "Y1": 0.3812, "X2": 0.99602, "Y2": 0.381, "X3": 0.99469, "Y3": 0.3928, "X4": 0.95623, "Y4": 0.3908, "page": 0, "Index": 183}, {"Word": "from", "Confidence": 0.985, "X1": 0.62865, "Y1": 0.3852, "X2": 0.66313, "Y2": 0.385, "X3": 0.66313, "Y3": 0.3988, "X4": 0.62865, "Y4": 0.3988, "page": 0, "Index": 184}, {"Word": "with", "Confidence": 0.98, "X1": 0.80239, "Y1": 0.3852, "X2": 0.8382, "Y2": 0.385, "X3": 0.8382, "Y3": 0.3988, "X4": 0.80239, "Y4": 0.3978, "page": 0, "Index": 185}, {"Word": "only", "Confidence": 0.955, "X1": 0.84615, "Y1": 0.3862, "X2": 0.88064, "Y2": 0.386, "X3": 0.88064, "Y3": 0.3988, "X4": 0.84615, "Y4": 0.3988, "page": 0, "Index": 186}, {"Word": "an", "Confidence": 0.929, "X1": 0.88727, "Y1": 0.3862, "X2": 0.90716, "Y2": 0.386, "X3": 0.90584, "Y3": 0.3988, "X4": 0.88727, "Y4": 0.3988, "page": 0, "Index": 187}, {"Word": "are", "Confidence": 0.998, "X1": 0.95623, "Y1": 0.3962, "X2": 0.98276, "Y2": 0.396, "X3": 0.98276, "Y3": 0.4068, "X4": 0.95623, "Y4": 0.4068, "page": 0, "Index": 188}, {"Word": "NO.", "Confidence": 0.883, "X1": 0.28249, "Y1": 0.4052, "X2": 0.31034, "Y2": 0.405, "X3": 0.31167, "Y3": 0.4178, "X4": 0.28382, "Y4": 0.4178, "page": 0, "Index": 189}, {"Word": "PUFFS", "Confidence": 0.996, "X1": 0.31432, "Y1": 0.4052, "X2": 0.35942, "Y2": 0.405, "X3": 0.35809, "Y3": 0.4178, "X4": 0.31432, "Y4": 0.4178, "page": 0, "Index": 190}, {"Word": "aliquot", "Confidence": 0.994, "X1": 0.6313, "Y1": 0.3982, "X2": 0.687, "Y2": 0.398, "X3": 0.687, "Y3": 0.4118, "X4": 0.6313, "Y4": 0.4118, "page": 0, "Index": 191}, {"Word": "of", "Confidence": 0.998, "X1": 0.69098, "Y1": 0.3982, "X2": 0.7122, "Y2": 0.398, "X3": 0.71088, "Y3": 0.4118, "X4": 0.69098, "Y4": 0.4118, "page": 0, "Index": 192}, {"Word": "the", "Confidence": 0.998, "X1": 0.71485, "Y1": 0.3982, "X2": 0.74403, "Y2": 0.398, "X3": 0.74403, "Y3": 0.4118, "X4": 0.71485, "Y4": 0.4118, "page": 0, "Index": 193}, {"Word": "total", "Confidence": 0.997, "X1": 0.74801, "Y1": 0.3982, "X2": 0.7878, "Y2": 0.398, "X3": 0.7878, "Y3": 0.4118, "X4": 0.74801, "Y4": 0.4118, "page": 0, "Index": 194}, {"Word": "being", "Confidence": 0.998, "X1": 0.79178, "Y1": 0.3992, "X2": 0.83554, "Y2": 0.399, "X3": 0.83554, "Y3": 0.4118, "X4": 0.79178, "Y4": 0.4118, "page": 0, "Index": 195}, {"Word": "sampled.", "Confidence": 0.945, "X1": 0.84218, "Y1": 0.3992, "X2": 0.90849, "Y2": 0.399, "X3": 0.90716, "Y3": 0.4118, "X4": 0.84218, "Y4": 0.4118, "page": 0, "Index": 196}, {"Word": "The", "Confidence": 0.996, "X1": 0.62997, "Y1": 0.4122, "X2": 0.6618, "Y2": 0.412, "X3": 0.6618, "Y3": 0.4248, "X4": 0.62997, "Y4": 0.4258, "page": 0, "Index": 197}, {"Word": "machine", "Confidence": 0.998, "X1": 0.66711, "Y1": 0.4122, "X2": 0.73607, "Y2": 0.412, "X3": 0.73607, "Y3": 0.4248, "X4": 0.66711, "Y4": 0.4248, "page": 0, "Index": 198}, {"Word": "is", "Confidence": 0.998, "X1": 0.74403, "Y1": 0.4122, "X2": 0.75995, "Y2": 0.412, "X3": 0.75995, "Y3": 0.4248, "X4": 0.74403, "Y4": 0.4248, "page": 0, "Index": 199}, {"Word": "equipped", "Confidence": 0.993, "X1": 0.76658, "Y1": 0.4132, "X2": 0.8382, "Y2": 0.413, "X3": 0.83687, "Y3": 0.4248, "X4": 0.76658, "Y4": 0.4248, "page": 0, "Index": 200}, {"Word": "with", "Confidence": 0.986, "X1": 0.84615, "Y1": 0.4132, "X2": 0.88064, "Y2": 0.413, "X3": 0.88064, "Y3": 0.4258, "X4": 0.84615, "Y4": 0.4248, "page": 0, "Index": 201}, {"Word": "an", "Confidence": 0.348, "X1": 0.88727, "Y1": 0.4132, "X2": 0.90716, "Y2": 0.413, "X3": 0.90716, "Y3": 0.4258, "X4": 0.88727, "Y4": 0.4258, "page": 0, "Index": 202}, {"Word": "are", "Confidence": 0.995, "X1": 0.96021, "Y1": 0.4102, "X2": 0.98143, "Y2": 0.41, "X3": 0.98143, "Y3": 0.4198, "X4": 0.96021, "Y4": 0.4198, "page": 0, "Index": 203}, {"Word": "c", "Confidence": 0.938, "X1": 0.98541, "Y1": 0.4102, "X2": 0.99337, "Y2": 0.41, "X3": 0.99337, "Y3": 0.4198, "X4": 0.98541, "Y4": 0.4198, "page": 0, "Index": 204}, {"Word": "approximately", "Confidence": 0.993, "X1": 0.62865, "Y1": 0.4262, "X2": 0.74271, "Y2": 0.426, "X3": 0.74271, "Y3": 0.4378, "X4": 0.62865, "Y4": 0.4388, "page": 0, "Index": 205}, {"Word": "180", "Confidence": 0.998, "X1": 0.74801, "Y1": 0.4262, "X2": 0.77454, "Y2": 0.426, "X3": 0.77454, "Y3": 0.4378, "X4": 0.74668, "Y4": 0.4378, "page": 0, "Index": 206}, {"Word": "cc", "Confidence": 0.769, "X1": 0.77851, "Y1": 0.4262, "X2": 0.79708, "Y2": 0.426, "X3": 0.79708, "Y3": 0.4378, "X4": 0.77719, "Y4": 0.4378, "page": 0, "Index": 207}, {"Word": "vacuum", "Confidence": 0.672, "X1": 0.80106, "Y1": 0.4262, "X2": 0.85544, "Y2": 0.426, "X3": 0.85544, "Y3": 0.4378, "X4": 0.79973, "Y4": 0.4378, "page": 0, "Index": 208}, {"Word": "by", "Confidence": 0.988, "X1": 0.95756, "Y1": 0.4212, "X2": 0.9748, "Y2": 0.421, "X3": 0.97347, "Y3": 0.4318, "X4": 0.95623, "Y4": 0.4318, "page": 0, "Index": 209}, {"Word": "to", "Confidence": 0.997, "X1": 0.98011, "Y1": 0.4222, "X2": 0.99602, "Y2": 0.422, "X3": 0.99469, "Y3": 0.4328, "X4": 0.98011, "Y4": 0.4328, "page": 0, "Index": 210}, {"Word": "reser.", "Confidence": 0.63, "X1": 0.86472, "Y1": 0.4272, "X2": 0.91114, "Y2": 0.427, "X3": 0.90981, "Y3": 0.4388, "X4": 0.86472, "Y4": 0.4378, "page": 0, "Index": 211}, {"Word": "puffs", "Confidence": 0.886, "X1": 0.95623, "Y1": 0.4362, "X2": 0.99602, "Y2": 0.436, "X3": 0.99469, "Y3": 0.4468, "X4": 0.95623, "Y4": 0.4458, "page": 0, "Index": 212}, {"Word": "Figure", "Confidence": 0.799, "X1": 0.02387, "Y1": 0.4452, "X2": 0.06233, "Y2": 0.445, "X3": 0.06101, "Y3": 0.4568, "X4": 0.02255, "Y4": 0.4568, "page": 0, "Index": 213}, {"Word": "5.", "Confidence": 0.62, "X1": 0.06631, "Y1": 0.4452, "X2": 0.08223, "Y2": 0.445, "X3": 0.0809, "Y3": 0.4568, "X4": 0.06499, "Y4": 0.4568, "page": 0, "Index": 214}, {"Word": "Puff-by-puff", "Confidence": 0.642, "X1": 0.08488, "Y1": 0.4432, "X2": 0.1565, "Y2": 0.443, "X3": 0.15517, "Y3": 0.4568, "X4": 0.08355, "Y4": 0.4568, "page": 0, "Index": 215}, {"Word": "cumulative", "Confidence": 0.91, "X1": 0.16048, "Y1": 0.4422, "X2": 0.22679, "Y2": 0.442, "X3": 0.22546, "Y3": 0.4568, "X4": 0.15915, "Y4": 0.4568, "page": 0, "Index": 216}, {"Word": "HCN", "Confidence": 0.97, "X1": 0.22944, "Y1": 0.4422, "X2": 0.2626, "Y2": 0.442, "X3": 0.26127, "Y3": 0.4568, "X4": 0.22944, "Y4": 0.4568, "page": 0, "Index": 217}, {"Word": "yield", "Confidence": 0.793, "X1": 0.2679, "Y1": 0.4422, "X2": 0.29708, "Y2": 0.442, "X3": 0.29576, "Y3": 0.4558, "X4": 0.26658, "Y4": 0.4558, "page": 0, "Index": 218}, {"Word": "of", "Confidence": 0.996, "X1": 0.30106, "Y1": 0.4412, "X2": 0.31565, "Y2": 0.441, "X3": 0.31432, "Y3": 0.4558, "X4": 0.29973, "Y4": 0.4558, "page": 0, "Index": 219}, {"Word": "cigarettes.", "Confidence": 0.625, "X1": 0.3183, "Y1": 0.4412, "X2": 0.38329, "Y2": 0.441, "X3": 0.38196, "Y3": 0.4558, "X4": 0.3183, "Y4": 0.4558, "page": 0, "Index": 220}, {"Word": "85mm", "Confidence": 0.97, "X1": 0.38727, "Y1": 0.4412, "X2": 0.42175, "Y2": 0.441, "X3": 0.42175, "Y3": 0.4558, "X4": 0.38594, "Y4": 0.4558, "page": 0, "Index": 221}, {"Word": "blended", "Confidence": 0.943, "X1": 0.42573, "Y1": 0.4412, "X2": 0.47613, "Y2": 0.441, "X3": 0.4748, "Y3": 0.4558, "X4": 0.4244, "Y4": 0.4558, "page": 0, "Index": 222}, {"Word": "cigarette", "Confidence": 0.324, "X1": 0.47878, "Y1": 0.4412, "X2": 0.53448, "Y2": 0.441, "X3": 0.53316, "Y3": 0.4548, "X4": 0.47878, "Y4": 0.4558, "page": 0, "Index": 223}, {"Word": "with", "Confidence": 0.991, "X1": 0.53846, "Y1": 0.4412, "X2": 0.56499, "Y2": 0.441, "X3": 0.56366, "Y3": 0.4548, "X4": 0.53714, "Y4": 0.4548, "page": 0, "Index": 224}, {"Word": "20", "Confidence": 0.997, "X1": 0.56764, "Y1": 0.4412, "X2": 0.58223, "Y2": 0.441, "X3": 0.58223, "Y3": 0.4548, "X4": 0.56764, "Y4": 0.4548, "page": 0, "Index": 225}, {"Word": "mm", "Confidence": 0.996, "X1": 0.58621, "Y1": 0.4412, "X2": 0.61008, "Y2": 0.441, "X3": 0.61008, "Y3": 0.4548, "X4": 0.58621, "Y4": 0.4548, "page": 0, "Index": 226}, {"Word": "voir", "Confidence": 0.991, "X1": 0.62865, "Y1": 0.4392, "X2": 0.66446, "Y2": 0.439, "X3": 0.66446, "Y3": 0.4518, "X4": 0.62997, "Y4": 0.4518, "page": 0, "Index": 227}, {"Word": "and", "Confidence": 0.998, "X1": 0.67241, "Y1": 0.4392, "X2": 0.70292, "Y2": 0.439, "X3": 0.70292, "Y3": 0.4518, "X4": 0.67241, "Y4": 0.4518, "page": 0, "Index": 228}, {"Word": "four", "Confidence": 0.982, "X1": 0.7122, "Y1": 0.4382, "X2": 0.74934, "Y2": 0.438, "X3": 0.74934, "Y3": 0.4518, "X4": 0.7122, "Y4": 0.4518, "page": 0, "Index": 229}, {"Word": "solenoid", "Confidence": 0.894, "X1": 0.75862, "Y1": 0.4382, "X2": 0.82493, "Y2": 0.438, "X3": 0.82361, "Y3": 0.4518, "X4": 0.75862, "Y4": 0.4518, "page": 0, "Index": 230}, {"Word": "valves", "Confidence": 0.698, "X1": 0.83422, "Y1": 0.4392, "X2": 0.88462, "Y2": 0.439, "X3": 0.88462, "Y3": 0.4508, "X4": 0.83422, "Y4": 0.4518, "page": 0, "Index": 231}, {"Word": "to", "Confidence": 0.105, "X1": 0.89125, "Y1": 0.4392, "X2": 0.90716, "Y2": 0.439, "X3": 0.90716, "Y3": 0.4508, "X4": 0.89125, "Y4": 0.4508, "page": 0, "Index": 232}, {"Word": "cellulose", "Confidence": 0.453, "X1": 0.02255, "Y1": 0.4572, "X2": 0.07427, "Y2": 0.457, "X3": 0.07427, "Y3": 0.4678, "X4": 0.02255, "Y4": 0.4688, "page": 0, "Index": 233}, {"Word": "acetate", "Confidence": 0.633, "X1": 0.0809, "Y1": 0.4572, "X2": 0.12732, "Y2": 0.457, "X3": 0.12732, "Y3": 0.4678, "X4": 0.0809, "Y4": 0.4678, "page": 0, "Index": 234}, {"Word": "filter.", "Confidence": 0.788, "X1": 0.13395, "Y1": 0.4562, "X2": 0.17109, "Y2": 0.456, "X3": 0.17109, "Y3": 0.4678, "X4": 0.13395, "Y4": 0.4678, "page": 0, "Index": 235}, {"Word": "control", "Confidence": 0.994, "X1": 0.62997, "Y1": 0.4522, "X2": 0.69098, "Y2": 0.452, "X3": 0.68966, "Y3": 0.4658, "X4": 0.62865, "Y4": 0.4638, "page": 0, "Index": 236}, {"Word": "evacuating,", "Confidence": 0.957, "X1": 0.70292, "Y1": 0.4532, "X2": 0.79973, "Y2": 0.453, "X3": 0.79841, "Y3": 0.4658, "X4": 0.70159, "Y4": 0.4658, "page": 0, "Index": 237}, {"Word": "puffing,", "Confidence": 0.657, "X1": 0.80769, "Y1": 0.4522, "X2": 0.87268, "Y2": 0.452, "X3": 0.87135, "Y3": 0.4658, "X4": 0.80769, "Y4": 0.4658, "page": 0, "Index": 238}, {"Word": "and", "Confidence": 0.639, "X1": 0.87931, "Y1": 0.4522, "X2": 0.90849, "Y2": 0.452, "X3": 0.90849, "Y3": 0.4648, "X4": 0.87931, "Y4": 0.4658, "page": 0, "Index": 239}, {"Word": "(aver", "Confidence": 0.341, "X1": 0.95756, "Y1": 0.4492, "X2": 0.99735, "Y2": 0.449, "X3": 0.99602, "Y3": 0.4598, "X4": 0.95756, "Y4": 0.4588, "page": 0, "Index": 240}, {"Word": "smoke.", "Confidence": 0.991, "X1": 0.81432, "Y1": 0.4652, "X2": 0.87268, "Y2": 0.465, "X3": 0.87135, "Y3": 0.4778, "X4": 0.813, "Y4": 0.4788, "page": 0, "Index": 241}, {"Word": "The", "Confidence": 0.352, "X1": 0.88329, "Y1": 0.4652, "X2": 0.90849, "Y2": 0.465, "X3": 0.90849, "Y3": 0.4778, "X4": 0.88196, "Y4": 0.4778, "page": 0, "Index": 242}, {"Word": "samp", "Confidence": 0.988, "X1": 0.95756, "Y1": 0.4652, "X2": 0.99469, "Y2": 0.465, "X3": 0.99337, "Y3": 0.4748, "X4": 0.95623, "Y4": 0.4738, "page": 0, "Index": 243}, {"Word": "aliquot", "Confidence": 0.994, "X1": 0.6313, "Y1": 0.4662, "X2": 0.68966, "Y2": 0.466, "X3": 0.68833, "Y3": 0.4788, "X4": 0.6313, "Y4": 0.4788, "page": 0, "Index": 244}, {"Word": "sampling", "Confidence": 0.996, "X1": 0.70027, "Y1": 0.4662, "X2": 0.77188, "Y2": 0.466, "X3": 0.77056, "Y3": 0.4788, "X4": 0.69894, "Y4": 0.4788, "page": 0, "Index": 245}, {"Word": "of", "Confidence": 0.998, "X1": 0.78382, "Y1": 0.4662, "X2": 0.80504, "Y2": 0.466, "X3": 0.80371, "Y3": 0.4788, "X4": 0.78382, "Y4": 0.4788, "page": 0, "Index": 246}, {"Word": "pling", "Confidence": 0.646, "X1": 0.95623, "Y1": 0.4762, "X2": 0.99469, "Y2": 0.476, "X3": 0.99469, "Y3": 0.4868, "X4": 0.95623, "Y4": 0.4868, "page": 0, "Index": 247}, {"Word": "human", "Confidence": 0.996, "X1": 0.02122, "Y1": 0.4832, "X2": 0.0756, "Y2": 0.483, "X3": 0.0756, "Y3": 0.4968, "X4": 0.02122, "Y4": 0.4968, "page": 0, "Index": 248}, {"Word": "puff", "Confidence": 0.955, "X1": 0.0809, "Y1": 0.4822, "X2": 0.11671, "Y2": 0.482, "X3": 0.11538, "Y3": 0.4968, "X4": 0.0809, "Y4": 0.4968, "page": 0, "Index": 249}, {"Word": "(7),", "Confidence": 0.958, "X1": 0.11936, "Y1": 0.4822, "X2": 0.14987, "Y2": 0.482, "X3": 0.14987, "Y3": 0.4968, "X4": 0.11936, "Y4": 0.4968, "page": 0, "Index": 250}, {"Word": "i.e", "Confidence": 0.962, "X1": 0.15385, "Y1": 0.4822, "X2": 0.17109, "Y2": 0.482, "X3": 0.16976, "Y3": 0.4968, "X4": 0.15385, "Y4": 0.4968, "page": 0, "Index": 251}, {"Word": ".,", "Confidence": 0.941, "X1": 0.17374, "Y1": 0.4822, "X2": 0.18302, "Y2": 0.482, "X3": 0.18302, "Y3": 0.4968, "X4": 0.17374, "Y4": 0.4968, "page": 0, "Index": 252}, {"Word": "they", "Confidence": 0.988, "X1": 0.187, "Y1": 0.4812, "X2": 0.22281, "Y2": 0.481, "X3": 0.22281, "Y3": 0.4958, "X4": 0.187, "Y4": 0.4968, "page": 0, "Index": 253}, {"Word": "consist", "Confidence": 0.996, "X1": 0.22679, "Y1": 0.4812, "X2": 0.28382, "Y2": 0.481, "X3": 0.28382, "Y3": 0.4948, "X4": 0.22679, "Y4": 0.4958, "page": 0, "Index": 254}, {"Word": "of", "Confidence": 0.998, "X1": 0.2878, "Y1": 0.4802, "X2": 0.30769, "Y2": 0.48, "X3": 0.30769, "Y3": 0.4938, "X4": 0.2878, "Y4": 0.4948, "page": 0, "Index": 255}, {"Word": "the", "Confidence": 0.995, "X1": 0.32626, "Y1": 0.4802, "X2": 0.35411, "Y2": 0.48, "X3": 0.35411, "Y3": 0.4948, "X4": 0.32493, "Y4": 0.4948, "page": 0, "Index": 256}, {"Word": "predominant", "Confidence": 0.994, "X1": 0.36207, "Y1": 0.4792, "X2": 0.46684, "Y2": 0.479, "X3": 0.46552, "Y3": 0.4938, "X4": 0.36207, "Y4": 0.4948, "page": 0, "Index": 257}, {"Word": "species.", "Confidence": 0.994, "X1": 0.47215, "Y1": 0.4792, "X2": 0.53979, "Y2": 0.479, "X3": 0.53979, "Y3": 0.4938, "X4": 0.47215, "Y4": 0.4938, "page": 0, "Index": 258}, {"Word": "The", "Confidence": 0.994, "X1": 0.54642, "Y1": 0.4792, "X2": 0.57958, "Y2": 0.479, "X3": 0.57825, "Y3": 0.4938, "X4": 0.54509, "Y4": 0.4938, "page": 0, "Index": 259}, {"Word": "re-", "Confidence": 0.998, "X1": 0.58621, "Y1": 0.4792, "X2": 0.61406, "Y2": 0.479, "X3": 0.61273, "Y3": 0.4938, "X4": 0.58488, "Y4": 0.4938, "page": 0, "Index": 260}, {"Word": "solenoids", "Confidence": 0.958, "X1": 0.62865, "Y1": 0.4792, "X2": 0.70424, "Y2": 0.479, "X3": 0.70292, "Y3": 0.4918, "X4": 0.62732, "Y4": 0.4918, "page": 0, "Index": 261}, {"Word": "are", "Confidence": 0.998, "X1": 0.70822, "Y1": 0.4792, "X2": 0.73607, "Y2": 0.479, "X3": 0.73475, "Y3": 0.4918, "X4": 0.7069, "Y4": 0.4918, "page": 0, "Index": 262}, {"Word": "controlled", "Confidence": 0.991, "X1": 0.74005, "Y1": 0.4792, "X2": 0.81963, "Y2": 0.479, "X3": 0.8183, "Y3": 0.4928, "X4": 0.73873, "Y4": 0.4918, "page": 0, "Index": 263}, {"Word": "by", "Confidence": 0.998, "X1": 0.82493, "Y1": 0.4792, "X2": 0.8435, "Y2": 0.479, "X3": 0.8435, "Y3": 0.4928, "X4": 0.82361, "Y4": 0.4928, "page": 0, "Index": 264}, {"Word": "a", "Confidence": 0.991, "X1": 0.84748, "Y1": 0.4792, "X2": 0.85809, "Y2": 0.479, "X3": 0.85809, "Y3": 0.4928, "X4": 0.84748, "Y4": 0.4928, "page": 0, "Index": 265}, {"Word": "multi-", "Confidence": 0.601, "X1": 0.86207, "Y1": 0.4792, "X2": 0.90981, "Y2": 0.479, "X3": 0.90849, "Y3": 0.4928, "X4": 0.86207, "Y4": 0.4928, "page": 0, "Index": 266}, {"Word": "portion,", "Confidence": 0.963, "X1": 0.24403, "Y1": 0.4962, "X2": 0.30769, "Y2": 0.496, "X3": 0.30769, "Y3": 0.5078, "X4": 0.24271, "Y4": 0.5088, "page": 0, "Index": 267}, {"Word": "sponse", "Confidence": 0.994, "X1": 0.32626, "Y1": 0.4952, "X2": 0.38064, "Y2": 0.495, "X3": 0.38064, "Y3": 0.5068, "X4": 0.32626, "Y4": 0.5078, "page": 0, "Index": 268}, {"Word": "of", "Confidence": 0.998, "X1": 0.38594, "Y1": 0.4942, "X2": 0.40584, "Y2": 0.494, "X3": 0.40584, "Y3": 0.5068, "X4": 0.38594, "Y4": 0.5068, "page": 0, "Index": 269}, {"Word": "the", "Confidence": 0.998, "X1": 0.40981, "Y1": 0.4942, "X2": 0.43634, "Y2": 0.494, "X3": 0.43634, "Y3": 0.5068, "X4": 0.40981, "Y4": 0.5068, "page": 0, "Index": 270}, {"Word": "Pt-Ag", "Confidence": 0.997, "X1": 0.44297, "Y1": 0.4932, "X2": 0.48939, "Y2": 0.493, "X3": 0.48939, "Y3": 0.5068, "X4": 0.44297, "Y4": 0.5068, "page": 0, "Index": 271}, {"Word": "electrode", "Confidence": 0.966, "X1": 0.49735, "Y1": 0.4932, "X2": 0.57162, "Y2": 0.493, "X3": 0.57162, "Y3": 0.5068, "X4": 0.49735, "Y4": 0.5068, "page": 0, "Index": 272}, {"Word": "sys-", "Confidence": 0.988, "X1": 0.57825, "Y1": 0.4942, "X2": 0.61273, "Y2": 0.494, "X3": 0.61273, "Y3": 0.5068, "X4": 0.57825, "Y4": 0.5068, "page": 0, "Index": 273}, {"Word": "gang", "Confidence": 0.986, "X1": 0.6313, "Y1": 0.4932, "X2": 0.66844, "Y2": 0.493, "X3": 0.66844, "Y3": 0.5058, "X4": 0.6313, "Y4": 0.5048, "page": 0, "Index": 274}, {"Word": "timer.", "Confidence": 0.997, "X1": 0.67374, "Y1": 0.4942, "X2": 0.72414, "Y2": 0.494, "X3": 0.72281, "Y3": 0.5058, "X4": 0.67241, "Y4": 0.5058, "page": 0, "Index": 275}, {"Word": "adeg", "Confidence": 0.647, "X1": 0.95623, "Y1": 0.4892, "X2": 0.99072, "Y2": 0.489, "X3": 0.99072, "Y3": 0.4998, "X4": 0.95491, "Y4": 0.4988, "page": 0, "Index": 276}, {"Word": "a", "Confidence": 0.991, "X1": 0.0252, "Y1": 0.4972, "X2": 0.03448, "Y2": 0.497, "X3": 0.03448, "Y3": 0.5108, "X4": 0.0252, "Y4": 0.5108, "page": 0, "Index": 277}, {"Word": "sharply", "Confidence": 0.996, "X1": 0.03846, "Y1": 0.4972, "X2": 0.09814, "Y2": 0.497, "X3": 0.09814, "Y3": 0.5098, "X4": 0.03846, "Y4": 0.5108, "page": 0, "Index": 278}, {"Word": "ascending", "Confidence": 0.995, "X1": 0.10345, "Y1": 0.4962, "X2": 0.18302, "Y2": 0.496, "X3": 0.1817, "Y3": 0.5098, "X4": 0.10345, "Y4": 0.5098, "page": 0, "Index": 279}, {"Word": "initial", "Confidence": 0.996, "X1": 0.187, "Y1": 0.4962, "X2": 0.24005, "Y2": 0.496, "X3": 0.24005, "Y3": 0.5088, "X4": 0.187, "Y4": 0.5098, "page": 0, "Index": 280}, {"Word": "with", "Confidence": 0.922, "X1": 0.96021, "Y1": 0.5032, "X2": 0.98939, "Y2": 0.503, "X3": 0.98939, "Y3": 0.5138, "X4": 0.96021, "Y4": 0.5138, "page": 0, "Index": 281}, {"Word": "a", "Confidence": 0.995, "X1": 0.02255, "Y1": 0.5112, "X2": 0.03316, "Y2": 0.511, "X3": 0.03183, "Y3": 0.5258, "X4": 0.02255, "Y4": 0.5258, "page": 0, "Index": 282}, {"Word": "relatively", "Confidence": 0.994, "X1": 0.03846, "Y1": 0.5102, "X2": 0.11538, "Y2": 0.51, "X3": 0.11406, "Y3": 0.5238, "X4": 0.03714, "Y4": 0.5248, "page": 0, "Index": 283}, {"Word": "flat", "Confidence": 0.981, "X1": 0.11936, "Y1": 0.5102, "X2": 0.14987, "Y2": 0.51, "X3": 0.14854, "Y3": 0.5238, "X4": 0.11936, "Y4": 0.5238, "page": 0, "Index": 284}, {"Word": "middle", "Confidence": 0.963, "X1": 0.15385, "Y1": 0.5102, "X2": 0.20822, "Y2": 0.51, "X3": 0.20822, "Y3": 0.5228, "X4": 0.15252, "Y4": 0.5238, "page": 0, "Index": 285}, {"Word": "section", "Confidence": 0.949, "X1": 0.2122, "Y1": 0.5102, "X2": 0.2679, "Y2": 0.51, "X3": 0.2679, "Y3": 0.5218, "X4": 0.2122, "Y4": 0.5228, "page": 0, "Index": 286}, {"Word": "and", "Confidence": 0.998, "X1": 0.27586, "Y1": 0.5092, "X2": 0.30504, "Y2": 0.509, "X3": 0.30504, "Y3": 0.5208, "X4": 0.27454, "Y4": 0.5218, "page": 0, "Index": 287}, {"Word": "tem", "Confidence": 0.994, "X1": 0.32759, "Y1": 0.5082, "X2": 0.35146, "Y2": 0.508, "X3": 0.35146, "Y3": 0.5208, "X4": 0.32759, "Y4": 0.5208, "page": 0, "Index": 288}, {"Word": "to", "Confidence": 0.998, "X1": 0.36074, "Y1": 0.5072, "X2": 0.37798, "Y2": 0.507, "X3": 0.37666, "Y3": 0.5198, "X4": 0.36074, "Y4": 0.5208, "page": 0, "Index": 289}, {"Word": "cyanohydrins", "Confidence": 0.852, "X1": 0.38064, "Y1": 0.5072, "X2": 0.48806, "Y2": 0.507, "X3": 0.48806, "Y3": 0.5198, "X4": 0.38064, "Y4": 0.5198, "page": 0, "Index": 290}, {"Word": "was", "Confidence": 0.998, "X1": 0.49204, "Y1": 0.5072, "X2": 0.52387, "Y2": 0.507, "X3": 0.52255, "Y3": 0.5198, "X4": 0.49204, "Y4": 0.5198, "page": 0, "Index": 291}, {"Word": "tested", "Confidence": 0.997, "X1": 0.52653, "Y1": 0.5062, "X2": 0.5756, "Y2": 0.506, "X3": 0.57427, "Y3": 0.5198, "X4": 0.52653, "Y4": 0.5198, "page": 0, "Index": 292}, {"Word": "and", "Confidence": 0.998, "X1": 0.57958, "Y1": 0.5062, "X2": 0.61008, "Y2": 0.506, "X3": 0.60875, "Y3": 0.5198, "X4": 0.57825, "Y4": 0.5198, "page": 0, "Index": 293}, {"Word": "With", "Confidence": 0.994, "X1": 0.64854, "Y1": 0.5052, "X2": 0.68833, "Y2": 0.505, "X3": 0.687, "Y3": 0.5188, "X4": 0.64721, "Y4": 0.5188, "page": 0, "Index": 294}, {"Word": "solenoid", "Confidence": 0.994, "X1": 0.70027, "Y1": 0.5052, "X2": 0.76658, "Y2": 0.505, "X3": 0.76525, "Y3": 0.5188, "X4": 0.69894, "Y4": 0.5188, "page": 0, "Index": 295}, {"Word": "valves", "Confidence": 0.991, "X1": 0.77851, "Y1": 0.5052, "X2": 0.83024, "Y2": 0.505, "X3": 0.82891, "Y3": 0.5188, "X4": 0.77719, "Y4": 0.5188, "page": 0, "Index": 296}, {"Word": "1", "Confidence": 0.993, "X1": 0.8382, "Y1": 0.5042, "X2": 0.85013, "Y2": 0.504, "X3": 0.84881, "Y3": 0.5188, "X4": 0.8382, "Y4": 0.5188, "page": 0, "Index": 297}, {"Word": "and", "Confidence": 0.998, "X1": 0.85942, "Y1": 0.5042, "X2": 0.88992, "Y2": 0.504, "X3": 0.88859, "Y3": 0.5188, "X4": 0.85809, "Y4": 0.5188, "page": 0, "Index": 298}, {"Word": "::", "Confidence": 0.625, "X1": 0.89788, "Y1": 0.5042, "X2": 0.90981, "Y2": 0.504, "X3": 0.90849, "Y3": 0.5188, "X4": 0.89655, "Y4": 0.5188, "page": 0, "Index": 299}, {"Word": "flasks", "Confidence": 0.992, "X1": 0.95623, "Y1": 0.5162, "X2": 0.99867, "Y2": 0.516, "X3": 0.99735, "Y3": 0.5268, "X4": 0.95623, "Y4": 0.5258, "page": 0, "Index": 300}, {"Word": "a", "Confidence": 0.991, "X1": 0.02255, "Y1": 0.5252, "X2": 0.03316, "Y2": 0.525, "X3": 0.03316, "Y3": 0.5378, "X4": 0.02255, "Y4": 0.5368, "page": 0, "Index": 301}, {"Word": "gradually", "Confidence": 0.993, "X1": 0.03714, "Y1": 0.5242, "X2": 0.11804, "Y2": 0.524, "X3": 0.11804, "Y3": 0.5378, "X4": 0.03714, "Y4": 0.5378, "page": 0, "Index": 302}, {"Word": "declining", "Confidence": 0.961, "X1": 0.12202, "Y1": 0.5232, "X2": 0.19629, "Y2": 0.523, "X3": 0.19496, "Y3": 0.5368, "X4": 0.12069, "Y4": 0.5378, "page": 0, "Index": 303}, {"Word": "end", "Confidence": 0.998, "X1": 0.20159, "Y1": 0.5222, "X2": 0.23077, "Y2": 0.522, "X3": 0.23077, "Y3": 0.5368, "X4": 0.20027, "Y4": 0.5368, "page": 0, "Index": 304}, {"Word": "phase", "Confidence": 0.998, "X1": 0.23607, "Y1": 0.5222, "X2": 0.28382, "Y2": 0.522, "X3": 0.28382, "Y3": 0.5358, "X4": 0.23607, "Y4": 0.5368, "page": 0, "Index": 305}, {"Word": "of", "Confidence": 0.998, "X1": 0.2878, "Y1": 0.5222, "X2": 0.30769, "Y2": 0.522, "X3": 0.30769, "Y3": 0.5348, "X4": 0.2878, "Y4": 0.5358, "page": 0, "Index": 306}, {"Word": "it", "Confidence": 0.998, "X1": 0.32626, "Y1": 0.5212, "X2": 0.34218, "Y2": 0.521, "X3": 0.34218, "Y3": 0.5338, "X4": 0.32626, "Y4": 0.5338, "page": 0, "Index": 307}, {"Word": "was", "Confidence": 0.998, "X1": 0.34881, "Y1": 0.5212, "X2": 0.38064, "Y2": 0.521, "X3": 0.38064, "Y3": 0.5338, "X4": 0.34881, "Y4": 0.5338, "page": 0, "Index": 308}, {"Word": "found", "Confidence": 0.994, "X1": 0.38727, "Y1": 0.5212, "X2": 0.43369, "Y2": 0.521, "X3": 0.43369, "Y3": 0.5338, "X4": 0.38727, "Y4": 0.5338, "page": 0, "Index": 309}, {"Word": "to", "Confidence": 0.998, "X1": 0.44297, "Y1": 0.5202, "X2": 0.46021, "Y2": 0.52, "X3": 0.46021, "Y3": 0.5338, "X4": 0.44297, "Y4": 0.5338, "page": 0, "Index": 310}, {"Word": "be", "Confidence": 0.998, "X1": 0.46817, "Y1": 0.5202, "X2": 0.48806, "Y2": 0.52, "X3": 0.48806, "Y3": 0.5338, "X4": 0.46684, "Y4": 0.5338, "page": 0, "Index": 311}, {"Word": "approximately", "Confidence": 0.984, "X1": 0.49602, "Y1": 0.5202, "X2": 0.61008, "Y2": 0.52, "X3": 0.60875, "Y3": 0.5338, "X4": 0.49602, "Y4": 0.5338, "page": 0, "Index": 312}, {"Word": "closed", "Confidence": 0.991, "X1": 0.63263, "Y1": 0.5202, "X2": 0.67905, "Y2": 0.52, "X3": 0.67772, "Y3": 0.5328, "X4": 0.6313, "Y4": 0.5338, "page": 0, "Index": 313}, {"Word": "the", "Confidence": 0.998, "X1": 0.69098, "Y1": 0.5202, "X2": 0.71751, "Y2": 0.52, "X3": 0.71618, "Y3": 0.5328, "X4": 0.68833, "Y4": 0.5328, "page": 0, "Index": 314}, {"Word": "vacuum", "Confidence": 0.991, "X1": 0.72812, "Y1": 0.5202, "X2": 0.78382, "Y2": 0.52, "X3": 0.78249, "Y3": 0.5328, "X4": 0.72546, "Y4": 0.5328, "page": 0, "Index": 315}, {"Word": "reservoir", "Confidence": 0.994, "X1": 0.79973, "Y1": 0.5192, "X2": 0.87268, "Y2": 0.519, "X3": 0.87135, "Y3": 0.5328, "X4": 0.79841, "Y4": 0.5328, "page": 0, "Index": 316}, {"Word": "and", "Confidence": 0.806, "X1": 0.87931, "Y1": 0.5192, "X2": 0.90716, "Y2": 0.519, "X3": 0.90716, "Y3": 0.5328, "X4": 0.87798, "Y4": 0.5328, "page": 0, "Index": 317}, {"Word": "1.5", "Confidence": 0.986, "X1": 0.32759, "Y1": 0.5342, "X2": 0.34881, "Y2": 0.534, "X3": 0.35013, "Y3": 0.5468, "X4": 0.32891, "Y4": 0.5468, "page": 0, "Index": 318}, {"Word": "times", "Confidence": 0.997, "X1": 0.36207, "Y1": 0.5342, "X2": 0.40716, "Y2": 0.534, "X3": 0.40716, "Y3": 0.5478, "X4": 0.36207, "Y4": 0.5468, "page": 0, "Index": 319}, {"Word": "the", "Confidence": 0.998, "X1": 0.4191, "Y1": 0.5342, "X2": 0.44562, "Y2": 0.534, "X3": 0.44562, "Y3": 0.5478, "X4": 0.4191, "Y4": 0.5478, "page": 0, "Index": 320}, {"Word": "response", "Confidence": 0.995, "X1": 0.45756, "Y1": 0.5342, "X2": 0.52918, "Y2": 0.534, "X3": 0.52785, "Y3": 0.5478, "X4": 0.45756, "Y4": 0.5478, "page": 0, "Index": 321}, {"Word": "expected", "Confidence": 0.994, "X1": 0.54111, "Y1": 0.5352, "X2": 0.61008, "Y2": 0.535, "X3": 0.60875, "Y3": 0.5468, "X4": 0.54111, "Y4": 0.5478, "page": 0, "Index": 322}, {"Word": "smoke", "Confidence": 0.996, "X1": 0.6313, "Y1": 0.5332, "X2": 0.67905, "Y2": 0.533, "X3": 0.67905, "Y3": 0.5458, "X4": 0.62997, "Y4": 0.5458, "page": 0, "Index": 323}, {"Word": "collection", "Confidence": 0.994, "X1": 0.68302, "Y1": 0.5332, "X2": 0.75862, "Y2": 0.533, "X3": 0.75729, "Y3": 0.5458, "X4": 0.6817, "Y4": 0.5458, "page": 0, "Index": 324}, {"Word": "flask", "Confidence": 0.955, "X1": 0.7626, "Y1": 0.5322, "X2": 0.79973, "Y2": 0.532, "X3": 0.79841, "Y3": 0.5448, "X4": 0.76127, "Y4": 0.5458, "page": 0, "Index": 325}, {"Word": "are", "Confidence": 0.998, "X1": 0.80371, "Y1": 0.5322, "X2": 0.82891, "Y2": 0.532, "X3": 0.82891, "Y3": 0.5448, "X4": 0.80239, "Y4": 0.5448, "page": 0, "Index": 326}, {"Word": "evacuate!", "Confidence": 0.652, "X1": 0.83289, "Y1": 0.5322, "X2": 0.90849, "Y2": 0.532, "X3": 0.90849, "Y3": 0.5438, "X4": 0.83156, "Y4": 0.5448, "page": 0, "Index": 327}, {"Word": "oxide", "Confidence": 0.98, "X1": 0.95491, "Y1": 0.5302, "X2": 0.99735, "Y2": 0.53, "X3": 0.99735, "Y3": 0.5408, "X4": 0.95491, "Y4": 0.5408, "page": 0, "Index": 328}, {"Word": "the", "Confidence": 0.998, "X1": 0.0252, "Y1": 0.5382, "X2": 0.04907, "Y2": 0.538, "X3": 0.04907, "Y3": 0.5508, "X4": 0.0252, "Y4": 0.5508, "page": 0, "Index": 329}, {"Word": "puff.", "Confidence": 0.981, "X1": 0.05438, "Y1": 0.5372, "X2": 0.09284, "Y2": 0.537, "X3": 0.09284, "Y3": 0.5498, "X4": 0.05438, "Y4": 0.5498, "page": 0, "Index": 330}, {"Word": "4.", "Confidence": 0.704, "X1": 0.84881, "Y1": 0.5442, "X2": 0.8687, "Y2": 0.544, "X3": 0.86737, "Y3": 0.5578, "X4": 0.84881, "Y4": 0.5588, "page": 0, "Index": 331}, {"Word": "Ja!", "Confidence": 0.409, "X1": 0.87666, "Y1": 0.5432, "X2": 0.90849, "Y2": 0.543, "X3": 0.90716, "Y3": 0.5578, "X4": 0.87533, "Y4": 0.5578, "page": 0, "Index": 332}, {"Word": "parti", "Confidence": 0.996, "X1": 0.95491, "Y1": 0.5442, "X2": 0.99602, "Y2": 0.544, "X3": 0.99602, "Y3": 0.5548, "X4": 0.95491, "Y4": 0.5548, "page": 0, "Index": 333}, {"Word": "The", "Confidence": 0.995, "X1": 0.04111, "Y1": 0.5512, "X2": 0.06897, "Y2": 0.551, "X3": 0.06897, "Y3": 0.5638, "X4": 0.04111, "Y4": 0.5628, "page": 0, "Index": 334}, {"Word": "four-port", "Confidence": 0.995, "X1": 0.07294, "Y1": 0.5512, "X2": 0.14721, "Y2": 0.551, "X3": 0.14589, "Y3": 0.5638, "X4": 0.07294, "Y4": 0.5638, "page": 0, "Index": 335}, {"Word": "smoking", "Confidence": 0.991, "X1": 0.14987, "Y1": 0.5502, "X2": 0.21618, "Y2": 0.55, "X3": 0.21618, "Y3": 0.5638, "X4": 0.14987, "Y4": 0.5638, "page": 0, "Index": 336}, {"Word": "machine", "Confidence": 0.997, "X1": 0.22016, "Y1": 0.5482, "X2": 0.28647, "Y2": 0.548, "X3": 0.28647, "Y3": 0.5628, "X4": 0.21883, "Y4": 0.5628, "page": 0, "Index": 337}, {"Word": "is", "Confidence": 0.998, "X1": 0.29045, "Y1": 0.5482, "X2": 0.30769, "Y2": 0.548, "X3": 0.30769, "Y3": 0.5618, "X4": 0.29045, "Y4": 0.5628, "page": 0, "Index": 338}, {"Word": "from", "Confidence": 0.979, "X1": 0.32759, "Y1": 0.5472, "X2": 0.36074, "Y2": 0.547, "X3": 0.36074, "Y3": 0.5608, "X4": 0.32759, "Y4": 0.5598, "page": 0, "Index": 339}, {"Word": "the", "Confidence": 0.998, "X1": 0.37931, "Y1": 0.5472, "X2": 0.40716, "Y2": 0.547, "X3": 0.40716, "Y3": 0.5608, "X4": 0.37931, "Y4": 0.5608, "page": 0, "Index": 340}, {"Word": "amount", "Confidence": 0.997, "X1": 0.42042, "Y1": 0.5482, "X2": 0.48276, "Y2": 0.548, "X3": 0.48276, "Y3": 0.5608, "X4": 0.42042, "Y4": 0.5608, "page": 0, "Index": 341}, {"Word": "of", "Confidence": 0.998, "X1": 0.49469, "Y1": 0.5472, "X2": 0.51459, "Y2": 0.547, "X3": 0.51459, "Y3": 0.5608, "X4": 0.49337, "Y4": 0.5608, "page": 0, "Index": 342}, {"Word": "complexed", "Confidence": 0.995, "X1": 0.5252, "Y1": 0.5462, "X2": 0.60875, "Y2": 0.546, "X3": 0.60875, "Y3": 0.5598, "X4": 0.5252, "Y4": 0.5608, "page": 0, "Index": 343}, {"Word": "through", "Confidence": 0.993, "X1": 0.6313, "Y1": 0.5462, "X2": 0.69363, "Y2": 0.546, "X3": 0.69363, "Y3": 0.5598, "X4": 0.62997, "Y4": 0.5598, "page": 0, "Index": 344}, {"Word": "solenoids", "Confidence": 0.994, "X1": 0.70557, "Y1": 0.5462, "X2": 0.78117, "Y2": 0.546, "X3": 0.77984, "Y3": 0.5588, "X4": 0.70424, "Y4": 0.5598, "page": 0, "Index": 345}, {"Word": "2", "Confidence": 0.997, "X1": 0.78912, "Y1": 0.5452, "X2": 0.79973, "Y2": 0.545, "X3": 0.79841, "Y3": 0.5588, "X4": 0.7878, "Y4": 0.5588, "page": 0, "Index": 346}, {"Word": "and", "Confidence": 0.998, "X1": 0.80769, "Y1": 0.5452, "X2": 0.83952, "Y2": 0.545, "X3": 0.8382, "Y3": 0.5588, "X4": 0.80769, "Y4": 0.5588, "page": 0, "Index": 347}, {"Word": "cause", "Confidence": 0.632, "X1": 0.95491, "Y1": 0.5592, "X2": 0.99602, "Y2": 0.559, "X3": 0.99602, "Y3": 0.5678, "X4": 0.95491, "Y4": 0.5688, "page": 0, "Index": 348}, {"Word": "most", "Confidence": 0.991, "X1": 0.02122, "Y1": 0.5642, "X2": 0.06366, "Y2": 0.564, "X3": 0.06233, "Y3": 0.5768, "X4": 0.02122, "Y4": 0.5778, "page": 0, "Index": 349}, {"Word": "suitable", "Confidence": 0.995, "X1": 0.06897, "Y1": 0.5632, "X2": 0.13528, "Y2": 0.563, "X3": 0.13528, "Y3": 0.5768, "X4": 0.06897, "Y4": 0.5768, "page": 0, "Index": 350}, {"Word": "for", "Confidence": 0.998, "X1": 0.14456, "Y1": 0.5632, "X2": 0.16976, "Y2": 0.563, "X3": 0.16976, "Y3": 0.5768, "X4": 0.14324, "Y4": 0.5768, "page": 0, "Index": 351}, {"Word": "use", "Confidence": 0.998, "X1": 0.17905, "Y1": 0.5632, "X2": 0.2069, "Y2": 0.563, "X3": 0.2069, "Y3": 0.5768, "X4": 0.17772, "Y4": 0.5768, "page": 0, "Index": 352}, {"Word": "with", "Confidence": 0.989, "X1": 0.21485, "Y1": 0.5632, "X2": 0.25066, "Y2": 0.563, "X3": 0.25066, "Y3": 0.5768, "X4": 0.21485, "Y4": 0.5768, "page": 0, "Index": 353}, {"Word": "gases", "Confidence": 0.998, "X1": 0.26127, "Y1": 0.5642, "X2": 0.30504, "Y2": 0.564, "X3": 0.30504, "Y3": 0.5768, "X4": 0.26127, "Y4": 0.5768, "page": 0, "Index": 354}, {"Word": "hydrogen", "Confidence": 0.994, "X1": 0.32626, "Y1": 0.5612, "X2": 0.3992, "Y2": 0.561, "X3": 0.3992, "Y3": 0.5748, "X4": 0.32626, "Y4": 0.5748, "page": 0, "Index": 355}, {"Word": "cyanide", "Confidence": 0.92, "X1": 0.41247, "Y1": 0.5612, "X2": 0.47613, "Y2": 0.561, "X3": 0.47613, "Y3": 0.5748, "X4": 0.41247, "Y4": 0.5748, "page": 0, "Index": 356}, {"Word": "present.", "Confidence": 0.991, "X1": 0.48674, "Y1": 0.5612, "X2": 0.55703, "Y2": 0.561, "X3": 0.55703, "Y3": 0.5738, "X4": 0.48674, "Y4": 0.5748, "page": 0, "Index": 357}, {"Word": "Thus,", "Confidence": 0.983, "X1": 0.56499, "Y1": 0.5602, "X2": 0.61141, "Y2": 0.56, "X3": 0.61141, "Y3": 0.5728, "X4": 0.56499, "Y4": 0.5738, "page": 0, "Index": 358}, {"Word": "prior", "Confidence": 0.995, "X1": 0.6313, "Y1": 0.5602, "X2": 0.67241, "Y2": 0.56, "X3": 0.67241, "Y3": 0.5728, "X4": 0.6313, "Y4": 0.5738, "page": 0, "Index": 359}, {"Word": "to", "Confidence": 0.998, "X1": 0.67639, "Y1": 0.5592, "X2": 0.69363, "Y2": 0.559, "X3": 0.69363, "Y3": 0.5728, "X4": 0.67507, "Y4": 0.5728, "page": 0, "Index": 360}, {"Word": "the", "Confidence": 0.997, "X1": 0.69761, "Y1": 0.5592, "X2": 0.72812, "Y2": 0.559, "X3": 0.72679, "Y3": 0.5728, "X4": 0.69629, "Y4": 0.5728, "page": 0, "Index": 361}, {"Word": "puff", "Confidence": 0.891, "X1": 0.73342, "Y1": 0.5592, "X2": 0.76525, "Y2": 0.559, "X3": 0.76393, "Y3": 0.5718, "X4": 0.7321, "Y4": 0.5728, "page": 0, "Index": 362}, {"Word": "valve", "Confidence": 0.995, "X1": 0.7679, "Y1": 0.5592, "X2": 0.813, "Y2": 0.559, "X3": 0.813, "Y3": 0.5718, "X4": 0.7679, "Y4": 0.5718, "page": 0, "Index": 363}, {"Word": "2", "Confidence": 0.995, "X1": 0.8183, "Y1": 0.5582, "X2": 0.82891, "Y2": 0.558, "X3": 0.82759, "Y3": 0.5718, "X4": 0.81698, "Y4": 0.5718, "page": 0, "Index": 364}, {"Word": "closes.", "Confidence": 0.986, "X1": 0.83289, "Y1": 0.5582, "X2": 0.88594, "Y2": 0.558, "X3": 0.88462, "Y3": 0.5718, "X4": 0.83156, "Y4": 0.5718, "page": 0, "Index": 365}, {"Word": "In", "Confidence": 0.099, "X1": 0.88859, "Y1": 0.5582, "X2": 0.90716, "Y2": 0.558, "X3": 0.90716, "Y3": 0.5718, "X4": 0.88859, "Y4": 0.5718, "page": 0, "Index": 366}, {"Word": "a", "Confidence": 0.998, "X1": 0.29576, "Y1": 0.5762, "X2": 0.30504, "Y2": 0.576, "X3": 0.30371, "Y3": 0.5878, "X4": 0.29443, "Y4": 0.5888, "page": 0, "Index": 367}, {"Word": "the", "Confidence": 0.995, "X1": 0.32626, "Y1": 0.5742, "X2": 0.35279, "Y2": 0.574, "X3": 0.35279, "Y3": 0.5878, "X4": 0.32626, "Y4": 0.5878, "page": 0, "Index": 368}, {"Word": "actual", "Confidence": 0.996, "X1": 0.36605, "Y1": 0.5742, "X2": 0.4191, "Y2": 0.574, "X3": 0.4191, "Y3": 0.5878, "X4": 0.36605, "Y4": 0.5878, "page": 0, "Index": 369}, {"Word": "amount", "Confidence": 0.995, "X1": 0.43103, "Y1": 0.5742, "X2": 0.49337, "Y2": 0.574, "X3": 0.49337, "Y3": 0.5878, "X4": 0.42971, "Y4": 0.5878, "page": 0, "Index": 370}, {"Word": "of", "Confidence": 0.998, "X1": 0.50398, "Y1": 0.5742, "X2": 0.52387, "Y2": 0.574, "X3": 0.52387, "Y3": 0.5878, "X4": 0.50398, "Y4": 0.5878, "page": 0, "Index": 371}, {"Word": "hydrogen", "Confidence": 0.995, "X1": 0.53448, "Y1": 0.5742, "X2": 0.60875, "Y2": 0.574, "X3": 0.60875, "Y3": 0.5868, "X4": 0.53448, "Y4": 0.5878, "page": 0, "Index": 372}, {"Word": "seconds", "Confidence": 0.994, "X1": 0.62865, "Y1": 0.5732, "X2": 0.69231, "Y2": 0.573, "X3": 0.69231, "Y3": 0.5858, "X4": 0.62997, "Y4": 0.5868, "page": 0, "Index": 373}, {"Word": "later", "Confidence": 0.997, "X1": 0.70027, "Y1": 0.5722, "X2": 0.74138, "Y2": 0.572, "X3": 0.74138, "Y3": 0.5848, "X4": 0.70027, "Y4": 0.5858, "page": 0, "Index": 374}, {"Word": "valve", "Confidence": 0.991, "X1": 0.74934, "Y1": 0.5722, "X2": 0.7931, "Y2": 0.572, "X3": 0.79178, "Y3": 0.5848, "X4": 0.74934, "Y4": 0.5848, "page": 0, "Index": 375}, {"Word": "4", "Confidence": 0.995, "X1": 0.80239, "Y1": 0.5722, "X2": 0.81167, "Y2": 0.572, "X3": 0.81167, "Y3": 0.5848, "X4": 0.80106, "Y4": 0.5848, "page": 0, "Index": 376}, {"Word": "closes,", "Confidence": 0.675, "X1": 0.82095, "Y1": 0.5712, "X2": 0.87533, "Y2": 0.571, "X3": 0.87401, "Y3": 0.5838, "X4": 0.81963, "Y4": 0.5848, "page": 0, "Index": 377}, {"Word": "and!", "Confidence": 0.628, "X1": 0.87931, "Y1": 0.5712, "X2": 0.90849, "Y2": 0.571, "X3": 0.90716, "Y3": 0.5838, "X4": 0.87798, "Y4": 0.5838, "page": 0, "Index": 378}, {"Word": "ized", "Confidence": 0.669, "X1": 0.95491, "Y1": 0.5692, "X2": 0.98408, "Y2": 0.569, "X3": 0.98408, "Y3": 0.5798, "X4": 0.95358, "Y4": 0.5788, "page": 0, "Index": 379}, {"Word": "that", "Confidence": 0.993, "X1": 0.02387, "Y1": 0.5772, "X2": 0.05836, "Y2": 0.577, "X3": 0.05703, "Y3": 0.5898, "X4": 0.02387, "Y4": 0.5898, "page": 0, "Index": 380}, {"Word": "can", "Confidence": 0.941, "X1": 0.06233, "Y1": 0.5772, "X2": 0.09019, "Y2": 0.577, "X3": 0.09019, "Y3": 0.5898, "X4": 0.06233, "Y4": 0.5898, "page": 0, "Index": 381}, {"Word": "be", "Confidence": 0.998, "X1": 0.09947, "Y1": 0.5772, "X2": 0.11936, "Y2": 0.577, "X3": 0.11936, "Y3": 0.5898, "X4": 0.09947, "Y4": 0.5898, "page": 0, "Index": 382}, {"Word": "readily", "Confidence": 0.996, "X1": 0.12599, "Y1": 0.5762, "X2": 0.18302, "Y2": 0.576, "X3": 0.18302, "Y3": 0.5898, "X4": 0.12599, "Y4": 0.5898, "page": 0, "Index": 383}, {"Word": "absorbed", "Confidence": 0.996, "X1": 0.19098, "Y1": 0.5762, "X2": 0.26393, "Y2": 0.576, "X3": 0.2626, "Y3": 0.5888, "X4": 0.19098, "Y4": 0.5898, "page": 0, "Index": 384}, {"Word": "in", "Confidence": 0.998, "X1": 0.27056, "Y1": 0.5762, "X2": 0.28647, "Y2": 0.576, "X3": 0.28647, "Y3": 0.5888, "X4": 0.26923, "Y4": 0.5888, "page": 0, "Index": 385}, {"Word": "pulls", "Confidence": 0.997, "X1": 0.79708, "Y1": 0.5852, "X2": 0.83952, "Y2": 0.585, "X3": 0.8382, "Y3": 0.5978, "X4": 0.79708, "Y4": 0.5988, "page": 0, "Index": 386}, {"Word": "the", "Confidence": 0.998, "X1": 0.84218, "Y1": 0.5842, "X2": 0.8687, "Y2": 0.584, "X3": 0.8687, "Y3": 0.5978, "X4": 0.84218, "Y4": 0.5978, "page": 0, "Index": 387}, {"Word": "total", "Confidence": 0.099, "X1": 0.87268, "Y1": 0.5842, "X2": 0.90849, "Y2": 0.584, "X3": 0.90716, "Y3": 0.5978, "X4": 0.87135, "Y4": 0.5978, "page": 0, "Index": 388}, {"Word": "burle", "Confidence": 0.991, "X1": 0.95491, "Y1": 0.5832, "X2": 0.99337, "Y2": 0.583, "X3": 0.99337, "Y3": 0.5948, "X4": 0.95358, "Y4": 0.5938, "page": 0, "Index": 389}, {"Word": "liquid", "Confidence": 0.981, "X1": 0.02387, "Y1": 0.5902, "X2": 0.06897, "Y2": 0.59, "X3": 0.06897, "Y3": 0.6038, "X4": 0.02387, "Y4": 0.6038, "page": 0, "Index": 390}, {"Word": "medium", "Confidence": 0.997, "X1": 0.07427, "Y1": 0.5902, "X2": 0.13263, "Y2": 0.59, "X3": 0.13263, "Y3": 0.6028, "X4": 0.07427, "Y4": 0.6038, "page": 0, "Index": 391}, {"Word": "and", "Confidence": 0.998, "X1": 0.14324, "Y1": 0.5902, "X2": 0.17241, "Y2": 0.59, "X3": 0.17241, "Y3": 0.6028, "X4": 0.14324, "Y4": 0.6028, "page": 0, "Index": 392}, {"Word": "it", "Confidence": 0.997, "X1": 0.17772, "Y1": 0.5902, "X2": 0.19363, "Y2": 0.59, "X3": 0.19363, "Y3": 0.6028, "X4": 0.17772, "Y4": 0.6028, "page": 0, "Index": 393}, {"Word": "is", "Confidence": 0.998, "X1": 0.19761, "Y1": 0.5902, "X2": 0.21485, "Y2": 0.59, "X3": 0.21353, "Y3": 0.6028, "X4": 0.19761, "Y4": 0.6028, "page": 0, "Index": 394}, {"Word": "being", "Confidence": 0.997, "X1": 0.21883, "Y1": 0.5902, "X2": 0.26127, "Y2": 0.59, "X3": 0.26127, "Y3": 0.6028, "X4": 0.21751, "Y4": 0.6028, "page": 0, "Index": 395}, {"Word": "used", "Confidence": 0.989, "X1": 0.26923, "Y1": 0.5892, "X2": 0.30371, "Y2": 0.589, "X3": 0.30371, "Y3": 0.6028, "X4": 0.2679, "Y4": 0.6028, "page": 0, "Index": 396}, {"Word": "cyanide", "Confidence": 0.993, "X1": 0.32626, "Y1": 0.5872, "X2": 0.38859, "Y2": 0.587, "X3": 0.38859, "Y3": 0.6008, "X4": 0.32626, "Y4": 0.6018, "page": 0, "Index": 397}, {"Word": "on", "Confidence": 0.998, "X1": 0.39125, "Y1": 0.5872, "X2": 0.41247, "Y2": 0.587, "X3": 0.41247, "Y3": 0.6008, "X4": 0.39125, "Y4": 0.6008, "page": 0, "Index": 398}, {"Word": "the", "Confidence": 0.998, "X1": 0.41777, "Y1": 0.5872, "X2": 0.44562, "Y2": 0.587, "X3": 0.4443, "Y3": 0.5998, "X4": 0.41777, "Y4": 0.6008, "page": 0, "Index": 399}, {"Word": "Cambridge", "Confidence": 0.995, "X1": 0.44828, "Y1": 0.5872, "X2": 0.53581, "Y2": 0.587, "X3": 0.53581, "Y3": 0.5998, "X4": 0.44828, "Y4": 0.5998, "page": 0, "Index": 400}, {"Word": "pad", "Confidence": 0.998, "X1": 0.53979, "Y1": 0.5872, "X2": 0.57029, "Y2": 0.587, "X3": 0.57029, "Y3": 0.5998, "X4": 0.53979, "Y4": 0.5998, "page": 0, "Index": 401}, {"Word": "may", "Confidence": 0.998, "X1": 0.5756, "Y1": 0.5872, "X2": 0.61008, "Y2": 0.587, "X3": 0.60875, "Y3": 0.5998, "X4": 0.5756, "Y4": 0.5998, "page": 0, "Index": 402}, {"Word": "valve", "Confidence": 0.666, "X1": 0.62997, "Y1": 0.5862, "X2": 0.67374, "Y2": 0.586, "X3": 0.67374, "Y3": 0.5988, "X4": 0.6313, "Y4": 0.5988, "page": 0, "Index": 403}, {"Word": "1", "Confidence": 0.762, "X1": 0.67772, "Y1": 0.5862, "X2": 0.687, "Y2": 0.586, "X3": 0.68833, "Y3": 0.5988, "X4": 0.67772, "Y4": 0.5988, "page": 0, "Index": 404}, {"Word": "opens", "Confidence": 0.997, "X1": 0.69231, "Y1": 0.5862, "X2": 0.74005, "Y2": 0.586, "X3": 0.74005, "Y3": 0.5988, "X4": 0.69231, "Y4": 0.5988, "page": 0, "Index": 405}, {"Word": "which", "Confidence": 0.997, "X1": 0.74536, "Y1": 0.5852, "X2": 0.7931, "Y2": 0.585, "X3": 0.79178, "Y3": 0.5988, "X4": 0.74536, "Y4": 0.5988, "page": 0, "Index": 406}, {"Word": "in", "Confidence": 0.998, "X1": 0.02255, "Y1": 0.6042, "X2": 0.03846, "Y2": 0.604, "X3": 0.03846, "Y3": 0.6168, "X4": 0.02255, "Y4": 0.6168, "page": 0, "Index": 407}, {"Word": "our", "Confidence": 0.998, "X1": 0.04244, "Y1": 0.6042, "X2": 0.07029, "Y2": 0.604, "X3": 0.07029, "Y3": 0.6168, "X4": 0.04244, "Y4": 0.6168, "page": 0, "Index": 408}, {"Word": "laboratory", "Confidence": 0.994, "X1": 0.07427, "Y1": 0.6032, "X2": 0.1565, "Y2": 0.603, "X3": 0.15517, "Y3": 0.6168, "X4": 0.07294, "Y4": 0.6168, "page": 0, "Index": 409}, {"Word": "principally", "Confidence": 0.992, "X1": 0.16048, "Y1": 0.6022, "X2": 0.24801, "Y2": 0.602, "X3": 0.24668, "Y3": 0.6158, "X4": 0.15915, "Y4": 0.6168, "page": 0, "Index": 410}, {"Word": "for", "Confidence": 0.998, "X1": 0.25199, "Y1": 0.6022, "X2": 0.27719, "Y2": 0.602, "X3": 0.27586, "Y3": 0.6158, "X4": 0.25066, "Y4": 0.6158, "page": 0, "Index": 411}, {"Word": "the", "Confidence": 0.998, "X1": 0.28117, "Y1": 0.6012, "X2": 0.30769, "Y2": 0.601, "X3": 0.30637, "Y3": 0.6158, "X4": 0.27984, "Y4": 0.6158, "page": 0, "Index": 412}, {"Word": "be", "Confidence": 0.998, "X1": 0.32626, "Y1": 0.6012, "X2": 0.34748, "Y2": 0.601, "X3": 0.34748, "Y3": 0.6148, "X4": 0.32626, "Y4": 0.6148, "page": 0, "Index": 413}, {"Word": "somewhat", "Confidence": 0.995, "X1": 0.35411, "Y1": 0.6002, "X2": 0.43634, "Y2": 0.6, "X3": 0.43634, "Y3": 0.6138, "X4": 0.35411, "Y4": 0.6148, "page": 0, "Index": 414}, {"Word": "less", "Confidence": 0.988, "X1": 0.44297, "Y1": 0.6002, "X2": 0.47613, "Y2": 0.6, "X3": 0.47613, "Y3": 0.6138, "X4": 0.44297, "Y4": 0.6138, "page": 0, "Index": 415}, {"Word": "than", "Confidence": 0.988, "X1": 0.48276, "Y1": 0.6002, "X2": 0.52122, "Y2": 0.6, "X3": 0.51989, "Y3": 0.6138, "X4": 0.48276, "Y4": 0.6138, "page": 0, "Index": 416}, {"Word": "the", "Confidence": 0.998, "X1": 0.52918, "Y1": 0.6002, "X2": 0.55836, "Y2": 0.6, "X3": 0.55703, "Y3": 0.6138, "X4": 0.52918, "Y4": 0.6138, "page": 0, "Index": 417}, {"Word": "value", "Confidence": 0.998, "X1": 0.56631, "Y1": 0.6012, "X2": 0.61273, "Y2": 0.601, "X3": 0.61141, "Y3": 0.6148, "X4": 0.56631, "Y4": 0.6138, "page": 0, "Index": 418}, {"Word": "puff", "Confidence": 0.988, "X1": 0.63395, "Y1": 0.5992, "X2": 0.66578, "Y2": 0.599, "X3": 0.66446, "Y3": 0.6128, "X4": 0.63263, "Y4": 0.6128, "page": 0, "Index": 419}, {"Word": "of", "Confidence": 0.998, "X1": 0.67241, "Y1": 0.5992, "X2": 0.69098, "Y2": 0.599, "X3": 0.68966, "Y3": 0.6128, "X4": 0.67241, "Y4": 0.6128, "page": 0, "Index": 420}, {"Word": "175", "Confidence": 0.961, "X1": 0.70027, "Y1": 0.5992, "X2": 0.72944, "Y2": 0.599, "X3": 0.72944, "Y3": 0.6118, "X4": 0.69894, "Y4": 0.6118, "page": 0, "Index": 421}, {"Word": "cc", "Confidence": 0.696, "X1": 0.73475, "Y1": 0.5982, "X2": 0.75464, "Y2": 0.598, "X3": 0.75464, "Y3": 0.6118, "X4": 0.73342, "Y4": 0.6118, "page": 0, "Index": 422}, {"Word": "into", "Confidence": 0.993, "X1": 0.75995, "Y1": 0.5982, "X2": 0.79576, "Y2": 0.598, "X3": 0.79576, "Y3": 0.6118, "X4": 0.75862, "Y4": 0.6118, "page": 0, "Index": 423}, {"Word": "the", "Confidence": 0.996, "X1": 0.80106, "Y1": 0.5992, "X2": 0.83024, "Y2": 0.599, "X3": 0.83024, "Y3": 0.6118, "X4": 0.80106, "Y4": 0.6118, "page": 0, "Index": 424}, {"Word": "reserven", "Confidence": 0.639, "X1": 0.83554, "Y1": 0.5992, "X2": 0.89788, "Y2": 0.599, "X3": 0.89655, "Y3": 0.6118, "X4": 0.83422, "Y4": 0.6118, "page": 0, "Index": 425}, {"Word": "shown", "Confidence": 0.997, "X1": 0.32626, "Y1": 0.6142, "X2": 0.37666, "Y2": 0.614, "X3": 0.37533, "Y3": 0.6278, "X4": 0.32493, "Y4": 0.6288, "page": 0, "Index": 426}, {"Word": "in", "Confidence": 0.998, "X1": 0.38196, "Y1": 0.6142, "X2": 0.3992, "Y2": 0.614, "X3": 0.3992, "Y3": 0.6278, "X4": 0.38064, "Y4": 0.6278, "page": 0, "Index": 427}, {"Word": "Figure", "Confidence": 0.997, "X1": 0.40584, "Y1": 0.6142, "X2": 0.46154, "Y2": 0.614, "X3": 0.46154, "Y3": 0.6278, "X4": 0.40584, "Y4": 0.6268, "page": 0, "Index": 428}, {"Word": "5.", "Confidence": 0.996, "X1": 0.46552, "Y1": 0.6142, "X2": 0.48276, "Y2": 0.614, "X3": 0.48143, "Y3": 0.6278, "X4": 0.46419, "Y4": 0.6278, "page": 0, "Index": 429}, {"Word": "After", "Confidence": 0.991, "X1": 0.63263, "Y1": 0.6132, "X2": 0.67507, "Y2": 0.613, "X3": 0.67507, "Y3": 0.6258, "X4": 0.63263, "Y4": 0.6258, "page": 0, "Index": 430}, {"Word": "8", "Confidence": 0.098, "X1": 0.67905, "Y1": 0.6132, "X2": 0.68966, "Y2": 0.613, "X3": 0.68833, "Y3": 0.6258, "X4": 0.67905, "Y4": 0.6258, "page": 0, "Index": 431}, {"Word": "seconds", "Confidence": 0.995, "X1": 0.69629, "Y1": 0.6122, "X2": 0.75995, "Y2": 0.612, "X3": 0.75862, "Y3": 0.6258, "X4": 0.69496, "Y4": 0.6258, "page": 0, "Index": 432}, {"Word": "valve", "Confidence": 0.94, "X1": 0.76393, "Y1": 0.6122, "X2": 0.80769, "Y2": 0.612, "X3": 0.80769, "Y3": 0.6248, "X4": 0.7626, "Y4": 0.6258, "page": 0, "Index": 433}, {"Word": "1", "Confidence": 0.997, "X1": 0.81167, "Y1": 0.6122, "X2": 0.82228, "Y2": 0.612, "X3": 0.82095, "Y3": 0.6248, "X4": 0.81034, "Y4": 0.6248, "page": 0, "Index": 434}, {"Word": "closes", "Confidence": 0.883, "X1": 0.82759, "Y1": 0.6112, "X2": 0.87666, "Y2": 0.611, "X3": 0.87533, "Y3": 0.6248, "X4": 0.82626, "Y4": 0.6248, "page": 0, "Index": 435}, {"Word": "an!", "Confidence": 0.307, "X1": 0.88064, "Y1": 0.6112, "X2": 0.90849, "Y2": 0.611, "X3": 0.90716, "Y3": 0.6238, "X4": 0.87931, "Y4": 0.6248, "page": 0, "Index": 436}, {"Word": "determination", "Confidence": 0.993, "X1": 0.02387, "Y1": 0.6172, "X2": 0.13263, "Y2": 0.617, "X3": 0.1313, "Y3": 0.6298, "X4": 0.02387, "Y4": 0.6298, "page": 0, "Index": 437}, {"Word": "of", "Confidence": 0.998, "X1": 0.13926, "Y1": 0.6162, "X2": 0.15915, "Y2": 0.616, "X3": 0.15782, "Y3": 0.6298, "X4": 0.13793, "Y4": 0.6298, "page": 0, "Index": 438}, {"Word": "hydrogen", "Confidence": 0.996, "X1": 0.16313, "Y1": 0.6162, "X2": 0.2374, "Y2": 0.616, "X3": 0.2374, "Y3": 0.6298, "X4": 0.1618, "Y4": 0.6298, "page": 0, "Index": 439}, {"Word": "cyanide", "Confidence": 0.994, "X1": 0.24403, "Y1": 0.6162, "X2": 0.30637, "Y2": 0.616, "X3": 0.30637, "Y3": 0.6298, "X4": 0.24271, "Y4": 0.6298, "page": 0, "Index": 440}, {"Word": "valves", "Confidence": 0.954, "X1": 0.75597, "Y1": 0.6252, "X2": 0.80637, "Y2": 0.625, "X3": 0.80504, "Y3": 0.6378, "X4": 0.75464, "Y4": 0.6388, "page": 0, "Index": 441}, {"Word": "2", "Confidence": 0.997, "X1": 0.81034, "Y1": 0.6252, "X2": 0.81963, "Y2": 0.625, "X3": 0.81963, "Y3": 0.6378, "X4": 0.80902, "Y4": 0.6378, "page": 0, "Index": 442}, {"Word": "and", "Confidence": 0.998, "X1": 0.82361, "Y1": 0.6252, "X2": 0.85411, "Y2": 0.625, "X3": 0.85279, "Y3": 0.6378, "X4": 0.82228, "Y4": 0.6378, "page": 0, "Index": 443}, {"Word": ":", "Confidence": 0.039, "X1": 0.85809, "Y1": 0.6252, "X2": 0.86737, "Y2": 0.625, "X3": 0.86605, "Y3": 0.6378, "X4": 0.85676, "Y4": 0.6378, "page": 0, "Index": 444}, {"Word": "\u00abju", "Confidence": 0.009, "X1": 0.87135, "Y1": 0.6252, "X2": 0.8939, "Y2": 0.625, "X3": 0.89257, "Y3": 0.6368, "X4": 0.87003, "Y4": 0.6368, "page": 0, "Index": 445}, {"Word": "::", "Confidence": 0.027, "X1": 0.89655, "Y1": 0.6252, "X2": 0.90849, "Y2": 0.625, "X3": 0.90716, "Y3": 0.6368, "X4": 0.89655, "Y4": 0.6368, "page": 0, "Index": 446}, {"Word": "Smoki", "Confidence": 0.925, "X1": 0.95225, "Y1": 0.6162, "X2": 0.99735, "Y2": 0.616, "X3": 0.99602, "Y3": 0.6298, "X4": 0.95225, "Y4": 0.6288, "page": 0, "Index": 447}, {"Word": "and", "Confidence": 0.998, "X1": 0.02387, "Y1": 0.6302, "X2": 0.0504, "Y2": 0.63, "X3": 0.0504, "Y3": 0.6438, "X4": 0.02387, "Y4": 0.6438, "page": 0, "Index": 448}, {"Word": "hydrogen", "Confidence": 0.995, "X1": 0.05703, "Y1": 0.6302, "X2": 0.1313, "Y2": 0.63, "X3": 0.12997, "Y3": 0.6428, "X4": 0.05703, "Y4": 0.6438, "page": 0, "Index": 449}, {"Word": "sulfide.", "Confidence": 0.815, "X1": 0.1366, "Y1": 0.6302, "X2": 0.19761, "Y2": 0.63, "X3": 0.19629, "Y3": 0.6428, "X4": 0.1366, "Y4": 0.6428, "page": 0, "Index": 450}, {"Word": "A", "Confidence": 0.989, "X1": 0.3435, "Y1": 0.6282, "X2": 0.35544, "Y2": 0.628, "X3": 0.35544, "Y3": 0.6418, "X4": 0.3435, "Y4": 0.6418, "page": 0, "Index": 451}, {"Word": "gas", "Confidence": 0.998, "X1": 0.36074, "Y1": 0.6282, "X2": 0.38859, "Y2": 0.628, "X3": 0.38727, "Y3": 0.6418, "X4": 0.36074, "Y4": 0.6418, "page": 0, "Index": 452}, {"Word": "chromatographie", "Confidence": 0.906, "X1": 0.39125, "Y1": 0.6272, "X2": 0.52653, "Y2": 0.627, "X3": 0.5252, "Y3": 0.6408, "X4": 0.39125, "Y4": 0.6418, "page": 0, "Index": 453}, {"Word": "investiga-", "Confidence": 0.994, "X1": 0.5305, "Y1": 0.6252, "X2": 0.61406, "Y2": 0.625, "X3": 0.61141, "Y3": 0.6408, "X4": 0.52918, "Y4": 0.6408, "page": 0, "Index": 454}, {"Word": "simultaneously", "Confidence": 0.991, "X1": 0.62997, "Y1": 0.6252, "X2": 0.74934, "Y2": 0.625, "X3": 0.74934, "Y3": 0.6388, "X4": 0.62997, "Y4": 0.6398, "page": 0, "Index": 455}, {"Word": "Chron", "Confidence": 0.798, "X1": 0.95358, "Y1": 0.6302, "X2": 0.99735, "Y2": 0.63, "X3": 0.99602, "Y3": 0.6448, "X4": 0.95225, "Y4": 0.6428, "page": 0, "Index": 456}, {"Word": "The", "Confidence": 0.998, "X1": 0.04244, "Y1": 0.6442, "X2": 0.07294, "Y2": 0.644, "X3": 0.07294, "Y3": 0.6568, "X4": 0.04244, "Y4": 0.6568, "page": 0, "Index": 457}, {"Word": "determination", "Confidence": 0.993, "X1": 0.0809, "Y1": 0.6432, "X2": 0.19231, "Y2": 0.643, "X3": 0.19231, "Y3": 0.6568, "X4": 0.0809, "Y4": 0.6568, "page": 0, "Index": 458}, {"Word": "of", "Confidence": 0.998, "X1": 0.20159, "Y1": 0.6432, "X2": 0.22281, "Y2": 0.643, "X3": 0.22281, "Y3": 0.6568, "X4": 0.20159, "Y4": 0.6568, "page": 0, "Index": 459}, {"Word": "hydrogen", "Confidence": 0.996, "X1": 0.23077, "Y1": 0.6422, "X2": 0.30504, "Y2": 0.642, "X3": 0.30504, "Y3": 0.6568, "X4": 0.22944, "Y4": 0.6568, "page": 0, "Index": 460}, {"Word": "tion", "Confidence": 0.994, "X1": 0.32626, "Y1": 0.6412, "X2": 0.35809, "Y2": 0.641, "X3": 0.35676, "Y3": 0.6548, "X4": 0.32626, "Y4": 0.6548, "page": 0, "Index": 461}, {"Word": "showed", "Confidence": 0.997, "X1": 0.36074, "Y1": 0.6412, "X2": 0.42042, "Y2": 0.641, "X3": 0.4191, "Y3": 0.6538, "X4": 0.36074, "Y4": 0.6548, "page": 0, "Index": 462}, {"Word": "no", "Confidence": 0.998, "X1": 0.42308, "Y1": 0.6412, "X2": 0.44297, "Y2": 0.641, "X3": 0.44164, "Y3": 0.6538, "X4": 0.42308, "Y4": 0.6538, "page": 0, "Index": 463}, {"Word": "appreciable", "Confidence": 0.961, "X1": 0.44562, "Y1": 0.6412, "X2": 0.53846, "Y2": 0.641, "X3": 0.53846, "Y3": 0.6538, "X4": 0.44562, "Y4": 0.6538, "page": 0, "Index": 464}, {"Word": "amounts", "Confidence": 0.986, "X1": 0.54244, "Y1": 0.6412, "X2": 0.61141, "Y2": 0.641, "X3": 0.61141, "Y3": 0.6538, "X4": 0.54244, "Y4": 0.6538, "page": 0, "Index": 465}, {"Word": "and", "Confidence": 0.998, "X1": 0.6313, "Y1": 0.6392, "X2": 0.66048, "Y2": 0.639, "X3": 0.66048, "Y3": 0.6528, "X4": 0.6313, "Y4": 0.6528, "page": 0, "Index": 466}, {"Word": "a", "Confidence": 0.991, "X1": 0.66711, "Y1": 0.6392, "X2": 0.67772, "Y2": 0.639, "X3": 0.67772, "Y3": 0.6528, "X4": 0.66711, "Y4": 0.6528, "page": 0, "Index": 467}, {"Word": "35", "Confidence": 0.997, "X1": 0.68568, "Y1": 0.6392, "X2": 0.70557, "Y2": 0.639, "X3": 0.70557, "Y3": 0.6528, "X4": 0.68568, "Y4": 0.6528, "page": 0, "Index": 468}, {"Word": "cc", "Confidence": 0.671, "X1": 0.7122, "Y1": 0.6382, "X2": 0.7321, "Y2": 0.638, "X3": 0.73077, "Y3": 0.6518, "X4": 0.71088, "Y4": 0.6518, "page": 0, "Index": 469}, {"Word": "aliquot", "Confidence": 0.991, "X1": 0.7374, "Y1": 0.6382, "X2": 0.79708, "Y2": 0.638, "X3": 0.79708, "Y3": 0.6518, "X4": 0.7374, "Y4": 0.6518, "page": 0, "Index": 470}, {"Word": "is", "Confidence": 0.998, "X1": 0.80106, "Y1": 0.6382, "X2": 0.8183, "Y2": 0.638, "X3": 0.8183, "Y3": 0.6508, "X4": 0.80106, "Y4": 0.6518, "page": 0, "Index": 471}, {"Word": "pulled", "Confidence": 0.996, "X1": 0.82228, "Y1": 0.6372, "X2": 0.87135, "Y2": 0.637, "X3": 0.87135, "Y3": 0.6508, "X4": 0.82228, "Y4": 0.6508, "page": 0, "Index": 472}, {"Word": "int", "Confidence": 0.417, "X1": 0.87666, "Y1": 0.6372, "X2": 0.89788, "Y2": 0.637, "X3": 0.89788, "Y3": 0.6508, "X4": 0.87666, "Y4": 0.6508, "page": 0, "Index": 473}, {"Word": ".", "Confidence": 0.122, "X1": 0.90186, "Y1": 0.6372, "X2": 0.90981, "Y2": 0.637, "X3": 0.90981, "Y3": 0.6498, "X4": 0.90186, "Y4": 0.6508, "page": 0, "Index": 474}, {"Word": "acetaldehyde", "Confidence": 0.942, "X1": 0.35013, "Y1": 0.6542, "X2": 0.45491, "Y2": 0.654, "X3": 0.45491, "Y3": 0.6678, "X4": 0.35013, "Y4": 0.6688, "page": 0, "Index": 475}, {"Word": "cyanohydrin", "Confidence": 0.981, "X1": 0.45889, "Y1": 0.6532, "X2": 0.55836, "Y2": 0.653, "X3": 0.55836, "Y3": 0.6678, "X4": 0.45889, "Y4": 0.6678, "page": 0, "Index": 476}, {"Word": "to", "Confidence": 0.998, "X1": 0.56499, "Y1": 0.6532, "X2": 0.58488, "Y2": 0.653, "X3": 0.58488, "Y3": 0.6678, "X4": 0.56499, "Y4": 0.6678, "page": 0, "Index": 477}, {"Word": "be", "Confidence": 0.998, "X1": 0.59019, "Y1": 0.6532, "X2": 0.61273, "Y2": 0.653, "X3": 0.61141, "Y3": 0.6668, "X4": 0.58886, "Y4": 0.6678, "page": 0, "Index": 478}, {"Word": "the", "Confidence": 0.996, "X1": 0.62997, "Y1": 0.6522, "X2": 0.6565, "Y2": 0.652, "X3": 0.6565, "Y3": 0.6668, "X4": 0.62865, "Y4": 0.6678, "page": 0, "Index": 479}, {"Word": "sampling", "Confidence": 0.995, "X1": 0.66048, "Y1": 0.6512, "X2": 0.7321, "Y2": 0.651, "X3": 0.73077, "Y3": 0.6658, "X4": 0.66048, "Y4": 0.6668, "page": 0, "Index": 480}, {"Word": "flask.", "Confidence": 0.95, "X1": 0.73607, "Y1": 0.6512, "X2": 0.77984, "Y2": 0.651, "X3": 0.77984, "Y3": 0.6658, "X4": 0.73607, "Y4": 0.6658, "page": 0, "Index": 481}, {"Word": "The", "Confidence": 0.998, "X1": 0.78382, "Y1": 0.6512, "X2": 0.813, "Y2": 0.651, "X3": 0.81167, "Y3": 0.6648, "X4": 0.78249, "Y4": 0.6658, "page": 0, "Index": 482}, {"Word": "coil", "Confidence": 0.957, "X1": 0.81698, "Y1": 0.6512, "X2": 0.84483, "Y2": 0.651, "X3": 0.84483, "Y3": 0.6648, "X4": 0.81565, "Y4": 0.6648, "page": 0, "Index": 483}, {"Word": "beler", "Confidence": 0.014, "X1": 0.84881, "Y1": 0.6512, "X2": 0.89257, "Y2": 0.651, "X3": 0.89257, "Y3": 0.6638, "X4": 0.84881, "Y4": 0.6648, "page": 0, "Index": 484}, {"Word": "!.", "Confidence": 0.029, "X1": 0.89655, "Y1": 0.6512, "X2": 0.90981, "Y2": 0.651, "X3": 0.90849, "Y3": 0.6638, "X4": 0.89655, "Y4": 0.6638, "page": 0, "Index": 485}, {"Word": "A", "Confidence": 0.994, "X1": 0.96817, "Y1": 0.6502, "X2": 0.97878, "Y2": 0.65, "X3": 0.97878, "Y3": 0.6628, "X4": 0.96817, "Y4": 0.6628, "page": 0, "Index": 486}, {"Word": "cyanide", "Confidence": 0.851, "X1": 0.02387, "Y1": 0.6572, "X2": 0.08488, "Y2": 0.657, "X3": 0.08355, "Y3": 0.6708, "X4": 0.02122, "Y4": 0.6708, "page": 0, "Index": 487}, {"Word": "is", "Confidence": 0.998, "X1": 0.09416, "Y1": 0.6572, "X2": 0.11141, "Y2": 0.657, "X3": 0.11008, "Y3": 0.6708, "X4": 0.09284, "Y4": 0.6708, "page": 0, "Index": 488}, {"Word": "carried", "Confidence": 0.996, "X1": 0.11804, "Y1": 0.6572, "X2": 0.17639, "Y2": 0.657, "X3": 0.17639, "Y3": 0.6708, "X4": 0.11804, "Y4": 0.6708, "page": 0, "Index": 489}, {"Word": "out", "Confidence": 0.998, "X1": 0.187, "Y1": 0.6572, "X2": 0.21751, "Y2": 0.657, "X3": 0.21751, "Y3": 0.6708, "X4": 0.187, "Y4": 0.6708, "page": 0, "Index": 490}, {"Word": "using", "Confidence": 0.998, "X1": 0.22414, "Y1": 0.6572, "X2": 0.26923, "Y2": 0.657, "X3": 0.2679, "Y3": 0.6708, "X4": 0.22281, "Y4": 0.6708, "page": 0, "Index": 491}, {"Word": "the", "Confidence": 0.998, "X1": 0.27851, "Y1": 0.6572, "X2": 0.30504, "Y2": 0.657, "X3": 0.30504, "Y3": 0.6708, "X4": 0.27851, "Y4": 0.6708, "page": 0, "Index": 492}, {"Word": "of", "Confidence": 0.998, "X1": 0.32759, "Y1": 0.6532, "X2": 0.34483, "Y2": 0.653, "X3": 0.34615, "Y3": 0.6688, "X4": 0.32891, "Y4": 0.6688, "page": 0, "Index": 493}, {"Word": "signed", "Confidence": 0.993, "X1": 0.95358, "Y1": 0.6652, "X2": 0.99867, "Y2": 0.665, "X3": 0.99867, "Y3": 0.6758, "X4": 0.95225, "Y4": 0.6748, "page": 0, "Index": 494}, {"Word": "electrolytic", "Confidence": 0.963, "X1": 0.02255, "Y1": 0.6702, "X2": 0.11406, "Y2": 0.67, "X3": 0.11406, "Y3": 0.6838, "X4": 0.02255, "Y4": 0.6848, "page": 0, "Index": 495}, {"Word": "method", "Confidence": 0.997, "X1": 0.12202, "Y1": 0.6702, "X2": 0.18037, "Y2": 0.67, "X3": 0.17905, "Y3": 0.6828, "X4": 0.12202, "Y4": 0.6838, "page": 0, "Index": 496}, {"Word": "of", "Confidence": 0.998, "X1": 0.18966, "Y1": 0.6702, "X2": 0.21088, "Y2": 0.67, "X3": 0.20955, "Y3": 0.6828, "X4": 0.18966, "Y4": 0.6828, "page": 0, "Index": 497}, {"Word": "Baker", "Confidence": 0.994, "X1": 0.21751, "Y1": 0.6702, "X2": 0.2679, "Y2": 0.67, "X3": 0.26658, "Y3": 0.6838, "X4": 0.21751, "Y4": 0.6828, "page": 0, "Index": 498}, {"Word": "and", "Confidence": 0.998, "X1": 0.27586, "Y1": 0.6702, "X2": 0.30504, "Y2": 0.67, "X3": 0.30504, "Y3": 0.6838, "X4": 0.27586, "Y4": 0.6838, "page": 0, "Index": 499}, {"Word": "Morrison", "Confidence": 0.995, "X1": 0.02387, "Y1": 0.6842, "X2": 0.09416, "Y2": 0.684, "X3": 0.09416, "Y3": 0.6978, "X4": 0.02387, "Y4": 0.6978, "page": 0, "Index": 500}, {"Word": "adaptation", "Confidence": 0.995, "X1": 0.18966, "Y1": 0.6842, "X2": 0.27719, "Y2": 0.684, "X3": 0.27586, "Y3": 0.6968, "X4": 0.18966, "Y4": 0.6978, "page": 0, "Index": 501}, {"Word": "of", "Confidence": 0.998, "X1": 0.28647, "Y1": 0.6842, "X2": 0.30637, "Y2": 0.684, "X3": 0.30637, "Y3": 0.6968, "X4": 0.28647, "Y4": 0.6968, "page": 0, "Index": 502}, {"Word": "graph", "Confidence": 0.994, "X1": 0.95358, "Y1": 0.6772, "X2": 0.99602, "Y2": 0.677, "X3": 0.99602, "Y3": 0.6888, "X4": 0.95358, "Y4": 0.6888, "page": 0, "Index": 503}, {"Word": "(1).", "Confidence": 0.991, "X1": 0.10743, "Y1": 0.6842, "X2": 0.14324, "Y2": 0.684, "X3": 0.14324, "Y3": 0.6988, "X4": 0.10743, "Y4": 0.6978, "page": 0, "Index": 504}, {"Word": "The", "Confidence": 0.998, "X1": 0.14987, "Y1": 0.6842, "X2": 0.18302, "Y2": 0.684, "X3": 0.18302, "Y3": 0.6988, "X4": 0.14987, "Y4": 0.6988, "page": 0, "Index": 505}, {"Word": "phase", "Confidence": 0.991, "X1": 0.95358, "Y1": 0.6922, "X2": 0.99602, "Y2": 0.692, "X3": 0.99602, "Y3": 0.7028, "X4": 0.95225, "Y4": 0.7028, "page": 0, "Index": 506}, {"Word": "this", "Confidence": 0.989, "X1": 0.02387, "Y1": 0.6972, "X2": 0.0557, "Y2": 0.697, "X3": 0.05438, "Y3": 0.7108, "X4": 0.02387, "Y4": 0.7108, "page": 0, "Index": 507}, {"Word": "method", "Confidence": 0.996, "X1": 0.05968, "Y1": 0.6982, "X2": 0.11804, "Y2": 0.698, "X3": 0.11804, "Y3": 0.7108, "X4": 0.05836, "Y4": 0.7108, "page": 0, "Index": 508}, {"Word": "to", "Confidence": 0.998, "X1": 0.12467, "Y1": 0.6982, "X2": 0.14324, "Y2": 0.698, "X3": 0.14191, "Y3": 0.7108, "X4": 0.12334, "Y4": 0.7108, "page": 0, "Index": 509}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.14854, "Y1": 0.6982, "X2": 0.19894, "Y2": 0.698, "X3": 0.19761, "Y3": 0.7108, "X4": 0.14721, "Y4": 0.7108, "page": 0, "Index": 510}, {"Word": "analysis", "Confidence": 0.995, "X1": 0.20424, "Y1": 0.6972, "X2": 0.27188, "Y2": 0.697, "X3": 0.27056, "Y3": 0.7108, "X4": 0.20292, "Y4": 0.7108, "page": 0, "Index": 511}, {"Word": "has", "Confidence": 0.998, "X1": 0.27586, "Y1": 0.6972, "X2": 0.30637, "Y2": 0.697, "X3": 0.30504, "Y3": 0.7108, "X4": 0.27454, "Y4": 0.7108, "page": 0, "Index": 512}, {"Word": "and", "Confidence": 0.998, "X1": 0.95225, "Y1": 0.7032, "X2": 0.97745, "Y2": 0.703, "X3": 0.97745, "Y3": 0.7148, "X4": 0.95225, "Y4": 0.7158, "page": 0, "Index": 513}, {"Word": "9.", "Confidence": 0.991, "X1": 0.98408, "Y1": 0.7032, "X2": 0.99867, "Y2": 0.703, "X3": 0.99867, "Y3": 0.7148, "X4": 0.98276, "Y4": 0.7148, "page": 0, "Index": 514}, {"Word": "been", "Confidence": 0.651, "X1": 0.02387, "Y1": 0.7102, "X2": 0.05968, "Y2": 0.71, "X3": 0.05836, "Y3": 0.7238, "X4": 0.02387, "Y4": 0.7238, "page": 0, "Index": 515}, {"Word": "described", "Confidence": 0.994, "X1": 0.06499, "Y1": 0.7102, "X2": 0.14324, "Y2": 0.71, "X3": 0.14324, "Y3": 0.7238, "X4": 0.06499, "Y4": 0.7238, "page": 0, "Index": 516}, {"Word": "previously", "Confidence": 0.994, "X1": 0.14721, "Y1": 0.7102, "X2": 0.2321, "Y2": 0.71, "X3": 0.2321, "Y3": 0.7248, "X4": 0.14721, "Y4": 0.7238, "page": 0, "Index": 517}, {"Word": "(10).", "Confidence": 0.994, "X1": 0.24005, "Y1": 0.7102, "X2": 0.28382, "Y2": 0.71, "X3": 0.28382, "Y3": 0.7248, "X4": 0.24005, "Y4": 0.7248, "page": 0, "Index": 518}, {"Word": "Since", "Confidence": 0.997, "X1": 0.03979, "Y1": 0.7242, "X2": 0.08223, "Y2": 0.724, "X3": 0.08223, "Y3": 0.7368, "X4": 0.03979, "Y4": 0.7358, "page": 0, "Index": 519}, {"Word": "in", "Confidence": 0.998, "X1": 0.09284, "Y1": 0.7242, "X2": 0.10875, "Y2": 0.724, "X3": 0.10875, "Y3": 0.7368, "X4": 0.09151, "Y4": 0.7368, "page": 0, "Index": 520}, {"Word": "the", "Confidence": 0.998, "X1": 0.11936, "Y1": 0.7242, "X2": 0.14589, "Y2": 0.724, "X3": 0.14589, "Y3": 0.7368, "X4": 0.11936, "Y4": 0.7368, "page": 0, "Index": 521}, {"Word": "four-port", "Confidence": 0.995, "X1": 0.15517, "Y1": 0.7242, "X2": 0.2321, "Y2": 0.724, "X3": 0.23077, "Y3": 0.7368, "X4": 0.15385, "Y4": 0.7368, "page": 0, "Index": 522}, {"Word": "smoking", "Confidence": 0.993, "X1": 0.2374, "Y1": 0.7242, "X2": 0.30371, "Y2": 0.724, "X3": 0.30239, "Y3": 0.7368, "X4": 0.2374, "Y4": 0.7368, "page": 0, "Index": 523}, {"Word": "pled", "Confidence": 0.987, "X1": 0.95225, "Y1": 0.7162, "X2": 0.98408, "Y2": 0.716, "X3": 0.98408, "Y3": 0.7288, "X4": 0.95225, "Y4": 0.7288, "page": 0, "Index": 524}, {"Word": "chrom", "Confidence": 0.848, "X1": 0.95358, "Y1": 0.7322, "X2": 0.99337, "Y2": 0.732, "X3": 0.99337, "Y3": 0.7428, "X4": 0.95358, "Y4": 0.7418, "page": 0, "Index": 525}, {"Word": "machine", "Confidence": 0.992, "X1": 0.02387, "Y1": 0.7372, "X2": 0.08886, "Y2": 0.737, "X3": 0.08753, "Y3": 0.7498, "X4": 0.02387, "Y4": 0.7508, "page": 0, "Index": 526}, {"Word": "each", "Confidence": 0.863, "X1": 0.09682, "Y1": 0.7372, "X2": 0.13263, "Y2": 0.737, "X3": 0.1313, "Y3": 0.7498, "X4": 0.09549, "Y4": 0.7498, "page": 0, "Index": 527}, {"Word": "cigarette", "Confidence": 0.995, "X1": 0.14324, "Y1": 0.7372, "X2": 0.21618, "Y2": 0.737, "X3": 0.21485, "Y3": 0.7498, "X4": 0.14191, "Y4": 0.7498, "page": 0, "Index": 528}, {"Word": "is", "Confidence": 0.998, "X1": 0.22281, "Y1": 0.7372, "X2": 0.24005, "Y2": 0.737, "X3": 0.23873, "Y3": 0.7498, "X4": 0.22149, "Y4": 0.7498, "page": 0, "Index": 529}, {"Word": "smoked", "Confidence": 0.997, "X1": 0.24668, "Y1": 0.7372, "X2": 0.30504, "Y2": 0.737, "X3": 0.30371, "Y3": 0.7498, "X4": 0.24536, "Y4": 0.7498, "page": 0, "Index": 530}, {"Word": "puffer", "Confidence": 0.622, "X1": 0.95225, "Y1": 0.7442, "X2": 0.99735, "Y2": 0.744, "X3": 0.99735, "Y3": 0.7558, "X4": 0.95225, "Y4": 0.7548, "page": 0, "Index": 531}, {"Word": "through", "Confidence": 0.992, "X1": 0.02387, "Y1": 0.7502, "X2": 0.08488, "Y2": 0.75, "X3": 0.08488, "Y3": 0.7638, "X4": 0.02387, "Y4": 0.7638, "page": 0, "Index": 532}, {"Word": "a", "Confidence": 0.998, "X1": 0.09151, "Y1": 0.7502, "X2": 0.10212, "Y2": 0.75, "X3": 0.10212, "Y3": 0.7638, "X4": 0.09151, "Y4": 0.7638, "page": 0, "Index": 533}, {"Word": "separate", "Confidence": 0.996, "X1": 0.10743, "Y1": 0.7502, "X2": 0.17772, "Y2": 0.75, "X3": 0.17772, "Y3": 0.7638, "X4": 0.10743, "Y4": 0.7638, "page": 0, "Index": 534}, {"Word": "Cambridge", "Confidence": 0.992, "X1": 0.1817, "Y1": 0.7502, "X2": 0.27188, "Y2": 0.75, "X3": 0.27056, "Y3": 0.7648, "X4": 0.1817, "Y4": 0.7638, "page": 0, "Index": 535}, {"Word": "pad", "Confidence": 0.998, "X1": 0.27586, "Y1": 0.7502, "X2": 0.30371, "Y2": 0.75, "X3": 0.30371, "Y3": 0.7648, "X4": 0.27454, "Y4": 0.7648, "page": 0, "Index": 536}, {"Word": "and", "Confidence": 0.992, "X1": 0.02255, "Y1": 0.7642, "X2": 0.05172, "Y2": 0.764, "X3": 0.05172, "Y3": 0.7768, "X4": 0.02255, "Y4": 0.7768, "page": 0, "Index": 537}, {"Word": "thus", "Confidence": 0.991, "X1": 0.05968, "Y1": 0.7642, "X2": 0.09682, "Y2": 0.764, "X3": 0.09682, "Y3": 0.7768, "X4": 0.05836, "Y4": 0.7768, "page": 0, "Index": 538}, {"Word": "there", "Confidence": 0.998, "X1": 0.10345, "Y1": 0.7642, "X2": 0.14721, "Y2": 0.764, "X3": 0.14721, "Y3": 0.7768, "X4": 0.10345, "Y4": 0.7768, "page": 0, "Index": 539}, {"Word": "is", "Confidence": 0.998, "X1": 0.15517, "Y1": 0.7642, "X2": 0.17109, "Y2": 0.764, "X3": 0.17109, "Y3": 0.7768, "X4": 0.15385, "Y4": 0.7768, "page": 0, "Index": 540}, {"Word": "opportunity", "Confidence": 0.991, "X1": 0.17772, "Y1": 0.7642, "X2": 0.27188, "Y2": 0.764, "X3": 0.27056, "Y3": 0.7768, "X4": 0.17639, "Y4": 0.7768, "page": 0, "Index": 541}, {"Word": "for", "Confidence": 0.998, "X1": 0.27851, "Y1": 0.7642, "X2": 0.30637, "Y2": 0.764, "X3": 0.30504, "Y3": 0.7768, "X4": 0.27719, "Y4": 0.7768, "page": 0, "Index": 542}, {"Word": "filter", "Confidence": 0.629, "X1": 0.95358, "Y1": 0.7582, "X2": 0.98806, "Y2": 0.758, "X3": 0.98674, "Y3": 0.7688, "X4": 0.95225, "Y4": 0.7688, "page": 0, "Index": 543}, {"Word": "Mirts", "Confidence": 0.192, "X1": 0.95358, "Y1": 0.7732, "X2": 0.99469, "Y2": 0.773, "X3": 0.99337, "Y3": 0.7838, "X4": 0.95225, "Y4": 0.7828, "page": 0, "Index": 544}, {"Word": "considerable", "Confidence": 0.61, "X1": 0.02255, "Y1": 0.7782, "X2": 0.12202, "Y2": 0.778, "X3": 0.12202, "Y3": 0.7908, "X4": 0.02255, "Y4": 0.7898, "page": 0, "Index": 545}, {"Word": "retention", "Confidence": 0.995, "X1": 0.12865, "Y1": 0.7782, "X2": 0.20027, "Y2": 0.778, "X3": 0.19894, "Y3": 0.7908, "X4": 0.12732, "Y4": 0.7908, "page": 0, "Index": 546}, {"Word": "of", "Confidence": 0.998, "X1": 0.2069, "Y1": 0.7782, "X2": 0.22679, "Y2": 0.778, "X3": 0.22546, "Y3": 0.7908, "X4": 0.2069, "Y4": 0.7908, "page": 0, "Index": 547}, {"Word": "hydrogen", "Confidence": 0.995, "X1": 0.23077, "Y1": 0.7782, "X2": 0.30504, "Y2": 0.778, "X3": 0.30371, "Y3": 0.7918, "X4": 0.22944, "Y4": 0.7908, "page": 0, "Index": 548}, {"Word": "evacu", "Confidence": 0.171, "X1": 0.95491, "Y1": 0.7872, "X2": 0.99072, "Y2": 0.787, "X3": 0.99072, "Y3": 0.7948, "X4": 0.95491, "Y4": 0.7938, "page": 0, "Index": 549}, {"Word": "cyanide,", "Confidence": 0.842, "X1": 0.02255, "Y1": 0.7912, "X2": 0.08886, "Y2": 0.791, "X3": 0.08753, "Y3": 0.8038, "X4": 0.02255, "Y4": 0.8038, "page": 0, "Index": 550}, {"Word": "it", "Confidence": 0.998, "X1": 0.09151, "Y1": 0.7912, "X2": 0.10743, "Y2": 0.791, "X3": 0.1061, "Y3": 0.8038, "X4": 0.09151, "Y4": 0.8038, "page": 0, "Index": 551}, {"Word": "was", "Confidence": 0.998, "X1": 0.11008, "Y1": 0.7912, "X2": 0.14324, "Y2": 0.791, "X3": 0.14191, "Y3": 0.8038, "X4": 0.11008, "Y4": 0.8038, "page": 0, "Index": 552}, {"Word": "of", "Confidence": 0.998, "X1": 0.14721, "Y1": 0.7912, "X2": 0.16578, "Y2": 0.791, "X3": 0.16446, "Y3": 0.8038, "X4": 0.14589, "Y4": 0.8038, "page": 0, "Index": 553}, {"Word": "interest", "Confidence": 0.996, "X1": 0.16844, "Y1": 0.7912, "X2": 0.23342, "Y2": 0.791, "X3": 0.2321, "Y3": 0.8038, "X4": 0.16711, "Y4": 0.8038, "page": 0, "Index": 554}, {"Word": "to", "Confidence": 0.998, "X1": 0.23607, "Y1": 0.7912, "X2": 0.25332, "Y2": 0.791, "X3": 0.25199, "Y3": 0.8038, "X4": 0.23475, "Y4": 0.8038, "page": 0, "Index": 555}, {"Word": "deter-", "Confidence": 0.896, "X1": 0.25729, "Y1": 0.7912, "X2": 0.30371, "Y2": 0.791, "X3": 0.30106, "Y3": 0.8038, "X4": 0.25597, "Y4": 0.8038, "page": 0, "Index": 556}, {"Word": "in", "Confidence": 0.994, "X1": 0.95491, "Y1": 0.7982, "X2": 0.96552, "Y2": 0.798, "X3": 0.96419, "Y3": 0.8078, "X4": 0.95358, "Y4": 0.8078, "page": 0, "Index": 557}, {"Word": "mine", "Confidence": 0.995, "X1": 0.02255, "Y1": 0.8052, "X2": 0.06233, "Y2": 0.805, "X3": 0.06101, "Y3": 0.8178, "X4": 0.02255, "Y4": 0.8178, "page": 0, "Index": 558}, {"Word": "how", "Confidence": 0.998, "X1": 0.06764, "Y1": 0.8052, "X2": 0.09814, "Y2": 0.805, "X3": 0.09682, "Y3": 0.8178, "X4": 0.06764, "Y4": 0.8178, "page": 0, "Index": 559}, {"Word": "much", "Confidence": 0.989, "X1": 0.10875, "Y1": 0.8052, "X2": 0.15252, "Y2": 0.805, "X3": 0.15119, "Y3": 0.8178, "X4": 0.10743, "Y4": 0.8178, "page": 0, "Index": 560}, {"Word": "hydrogen", "Confidence": 0.996, "X1": 0.16048, "Y1": 0.8052, "X2": 0.23607, "Y2": 0.805, "X3": 0.23475, "Y3": 0.8178, "X4": 0.16048, "Y4": 0.8178, "page": 0, "Index": 561}, {"Word": "cyanide", "Confidence": 0.9, "X1": 0.24271, "Y1": 0.8052, "X2": 0.30504, "Y2": 0.805, "X3": 0.30371, "Y3": 0.8178, "X4": 0.24138, "Y4": 0.8178, "page": 0, "Index": 562}, {"Word": "tur", "Confidence": 0.998, "X1": 0.97082, "Y1": 0.8002, "X2": 0.99469, "Y2": 0.8, "X3": 0.99469, "Y3": 0.8098, "X4": 0.9695, "Y4": 0.8088, "page": 0, "Index": 563}, {"Word": "Pourc", "Confidence": 0.223, "X1": 0.95093, "Y1": 0.8142, "X2": 0.99072, "Y2": 0.814, "X3": 0.98939, "Y3": 0.8238, "X4": 0.95093, "Y4": 0.8228, "page": 0, "Index": 564}, {"Word": "WIN", "Confidence": 0.258, "X1": 0.02387, "Y1": 0.8192, "X2": 0.05438, "Y2": 0.819, "X3": 0.05438, "Y3": 0.8308, "X4": 0.02387, "Y4": 0.8308, "page": 0, "Index": 565}, {"Word": "xo", "Confidence": 0.672, "X1": 0.05968, "Y1": 0.8182, "X2": 0.07825, "Y2": 0.818, "X3": 0.07825, "Y3": 0.8308, "X4": 0.05968, "Y4": 0.8308, "page": 0, "Index": 566}, {"Word": "retained.", "Confidence": 0.991, "X1": 0.08621, "Y1": 0.8182, "X2": 0.16313, "Y2": 0.818, "X3": 0.1618, "Y3": 0.8318, "X4": 0.08621, "Y4": 0.8308, "page": 0, "Index": 567}, {"Word": "Figure", "Confidence": 0.997, "X1": 0.16844, "Y1": 0.8182, "X2": 0.22414, "Y2": 0.818, "X3": 0.22281, "Y3": 0.8318, "X4": 0.16844, "Y4": 0.8318, "page": 0, "Index": 568}, {"Word": "5", "Confidence": 0.998, "X1": 0.22944, "Y1": 0.8182, "X2": 0.24005, "Y2": 0.818, "X3": 0.23873, "Y3": 0.8318, "X4": 0.22944, "Y4": 0.8318, "page": 0, "Index": 569}, {"Word": "depicts", "Confidence": 0.891, "X1": 0.24801, "Y1": 0.8192, "X2": 0.30637, "Y2": 0.819, "X3": 0.30504, "Y3": 0.8308, "X4": 0.24668, "Y4": 0.8318, "page": 0, "Index": 570}, {"Word": "Ta.ve.", "Confidence": 0.429, "X1": 0.95225, "Y1": 0.8272, "X2": 0.99469, "Y2": 0.827, "X3": 0.99469, "Y3": 0.8378, "X4": 0.95093, "Y4": 0.8368, "page": 0, "Index": 571}, {"Word": "the", "Confidence": 0.998, "X1": 0.02255, "Y1": 0.8322, "X2": 0.04775, "Y2": 0.832, "X3": 0.04775, "Y3": 0.8448, "X4": 0.02255, "Y4": 0.8438, "page": 0, "Index": 572}, {"Word": "cumulative", "Confidence": 0.941, "X1": 0.0557, "Y1": 0.8322, "X2": 0.14456, "Y2": 0.832, "X3": 0.14324, "Y3": 0.8448, "X4": 0.0557, "Y4": 0.8448, "page": 0, "Index": 573}, {"Word": "amounts", "Confidence": 0.996, "X1": 0.15119, "Y1": 0.8322, "X2": 0.22016, "Y2": 0.832, "X3": 0.21883, "Y3": 0.8448, "X4": 0.15119, "Y4": 0.8448, "page": 0, "Index": 574}, {"Word": "of", "Confidence": 0.998, "X1": 0.22679, "Y1": 0.8322, "X2": 0.24668, "Y2": 0.832, "X3": 0.24536, "Y3": 0.8448, "X4": 0.22546, "Y4": 0.8448, "page": 0, "Index": 575}, {"Word": "hydro-", "Confidence": 0.991, "X1": 0.25199, "Y1": 0.8322, "X2": 0.30637, "Y2": 0.832, "X3": 0.30504, "Y3": 0.8448, "X4": 0.25199, "Y4": 0.8448, "page": 0, "Index": 576}, {"Word": "putis", "Confidence": 0.453, "X1": 0.95093, "Y1": 0.8402, "X2": 0.98806, "Y2": 0.84, "X3": 0.98806, "Y3": 0.8508, "X4": 0.9496, "Y4": 0.8488, "page": 0, "Index": 577}, {"Word": "gen", "Confidence": 0.88, "X1": 0.02122, "Y1": 0.8462, "X2": 0.0504, "Y2": 0.846, "X3": 0.0504, "Y3": 0.8598, "X4": 0.02122, "Y4": 0.8598, "page": 0, "Index": 578}, {"Word": "cyanide", "Confidence": 0.995, "X1": 0.05968, "Y1": 0.8452, "X2": 0.12334, "Y2": 0.845, "X3": 0.12202, "Y3": 0.8588, "X4": 0.05968, "Y4": 0.8588, "page": 0, "Index": 579}, {"Word": "that", "Confidence": 0.991, "X1": 0.12865, "Y1": 0.8452, "X2": 0.16578, "Y2": 0.845, "X3": 0.16446, "Y3": 0.8588, "X4": 0.12865, "Y4": 0.8588, "page": 0, "Index": 580}, {"Word": "are", "Confidence": 0.998, "X1": 0.17374, "Y1": 0.8452, "X2": 0.20159, "Y2": 0.845, "X3": 0.20027, "Y3": 0.8588, "X4": 0.17241, "Y4": 0.8588, "page": 0, "Index": 581}, {"Word": "retained", "Confidence": 0.995, "X1": 0.20822, "Y1": 0.8462, "X2": 0.27586, "Y2": 0.846, "X3": 0.27454, "Y3": 0.8588, "X4": 0.2069, "Y4": 0.8588, "page": 0, "Index": 582}, {"Word": "on", "Confidence": 0.998, "X1": 0.28382, "Y1": 0.8462, "X2": 0.30504, "Y2": 0.846, "X3": 0.30239, "Y3": 0.8588, "X4": 0.28249, "Y4": 0.8588, "page": 0, "Index": 583}, {"Word": "Intal", "Confidence": 0.611, "X1": 0.95093, "Y1": 0.8522, "X2": 0.98674, "Y2": 0.852, "X3": 0.98674, "Y3": 0.8638, "X4": 0.95093, "Y4": 0.8618, "page": 0, "Index": 584}, {"Word": "and", "Confidence": 0.996, "X1": 0.02122, "Y1": 0.8592, "X2": 0.05172, "Y2": 0.859, "X3": 0.0504, "Y3": 0.8718, "X4": 0.02122, "Y4": 0.8718, "page": 0, "Index": 585}, {"Word": "pass", "Confidence": 0.989, "X1": 0.06101, "Y1": 0.8592, "X2": 0.09947, "Y2": 0.859, "X3": 0.09947, "Y3": 0.8728, "X4": 0.05968, "Y4": 0.8718, "page": 0, "Index": 586}, {"Word": "through", "Confidence": 0.997, "X1": 0.10743, "Y1": 0.8582, "X2": 0.17241, "Y2": 0.858, "X3": 0.17109, "Y3": 0.8728, "X4": 0.1061, "Y4": 0.8728, "page": 0, "Index": 587}, {"Word": "the", "Confidence": 0.998, "X1": 0.1817, "Y1": 0.8582, "X2": 0.21088, "Y2": 0.858, "X3": 0.20955, "Y3": 0.8728, "X4": 0.18037, "Y4": 0.8728, "page": 0, "Index": 588}, {"Word": "Cambridge", "Confidence": 0.995, "X1": 0.21751, "Y1": 0.8582, "X2": 0.30637, "Y2": 0.858, "X3": 0.30504, "Y3": 0.8728, "X4": 0.21751, "Y4": 0.8728, "page": 0, "Index": 589}, {"Word": "tem,", "Confidence": 0.293, "X1": 0.95093, "Y1": 0.8662, "X2": 0.98408, "Y2": 0.866, "X3": 0.98408, "Y3": 0.8768, "X4": 0.95093, "Y4": 0.8758, "page": 0, "Index": 590}, {"Word": "2", "Confidence": 0.925, "X1": 0.99072, "Y1": 0.8672, "X2": 0.99867, "Y2": 0.867, "X3": 0.99867, "Y3": 0.8778, "X4": 0.99072, "Y4": 0.8768, "page": 0, "Index": 591}, {"Word": "filter", "Confidence": 0.994, "X1": 0.02255, "Y1": 0.8722, "X2": 0.06233, "Y2": 0.872, "X3": 0.06233, "Y3": 0.8848, "X4": 0.02255, "Y4": 0.8848, "page": 0, "Index": 592}, {"Word": "with", "Confidence": 0.991, "X1": 0.06631, "Y1": 0.8722, "X2": 0.10345, "Y2": 0.872, "X3": 0.10212, "Y3": 0.8858, "X4": 0.06499, "Y4": 0.8848, "page": 0, "Index": 593}, {"Word": "85", "Confidence": 0.971, "X1": 0.10743, "Y1": 0.8722, "X2": 0.12865, "Y2": 0.872, "X3": 0.12732, "Y3": 0.8858, "X4": 0.10743, "Y4": 0.8858, "page": 0, "Index": 594}, {"Word": "mm", "Confidence": 0.998, "X1": 0.13395, "Y1": 0.8722, "X2": 0.15782, "Y2": 0.872, "X3": 0.1565, "Y3": 0.8858, "X4": 0.13263, "Y4": 0.8858, "page": 0, "Index": 595}, {"Word": "blended", "Confidence": 0.996, "X1": 0.16711, "Y1": 0.8722, "X2": 0.23077, "Y2": 0.872, "X3": 0.22944, "Y3": 0.8858, "X4": 0.16578, "Y4": 0.8858, "page": 0, "Index": 596}, {"Word": "cellulose", "Confidence": 0.994, "X1": 0.23475, "Y1": 0.8732, "X2": 0.30637, "Y2": 0.873, "X3": 0.30504, "Y3": 0.8848, "X4": 0.23342, "Y4": 0.8858, "page": 0, "Index": 597}, {"Word": "01561832", "Confidence": 0.995, "X1": 0.8939, "Y1": 0.8852, "X2": 0.89523, "Y2": 0.885, "X3": 0.8687, "Y3": 0.8858, "X4": 0.86737, "Y4": 0.7908, "page": 0, "Index": 598}, {"Word": "either", "Confidence": 0.992, "X1": 0.95093, "Y1": 0.8802, "X2": 0.99337, "Y2": 0.88, "X3": 0.99337, "Y3": 0.8918, "X4": 0.9496, "Y4": 0.8908, "page": 0, "Index": 599}, {"Word": "acetate-filtered", "Confidence": 0.97, "X1": 0.02255, "Y1": 0.8862, "X2": 0.14058, "Y2": 0.886, "X3": 0.13926, "Y3": 0.8988, "X4": 0.02255, "Y4": 0.8988, "page": 0, "Index": 600}, {"Word": "cigarettes.", "Confidence": 0.921, "X1": 0.14854, "Y1": 0.8862, "X2": 0.23607, "Y2": 0.886, "X3": 0.23475, "Y3": 0.8988, "X4": 0.14721, "Y4": 0.8988, "page": 0, "Index": 601}, {"Word": "Work", "Confidence": 0.991, "X1": 0.24005, "Y1": 0.8862, "X2": 0.28249, "Y2": 0.886, "X3": 0.28117, "Y3": 0.8988, "X4": 0.23873, "Y4": 0.8988, "page": 0, "Index": 602}, {"Word": "in", "Confidence": 0.998, "X1": 0.28912, "Y1": 0.8862, "X2": 0.30504, "Y2": 0.886, "X3": 0.30371, "Y3": 0.8988, "X4": 0.28647, "Y4": 0.8988, "page": 0, "Index": 603}, {"Word": "dlepict", "Confidence": 0.672, "X1": 0.9496, "Y1": 0.8922, "X2": 0.99735, "Y2": 0.892, "X3": 0.99735, "Y3": 0.9048, "X4": 0.9496, "Y4": 0.9028, "page": 0, "Index": 604}, {"Word": "our", "Confidence": 0.998, "X1": 0.02255, "Y1": 0.8992, "X2": 0.05172, "Y2": 0.899, "X3": 0.05172, "Y3": 0.9128, "X4": 0.02255, "Y4": 0.9128, "page": 0, "Index": 605}, {"Word": "laboratory", "Confidence": 0.991, "X1": 0.05968, "Y1": 0.8992, "X2": 0.14721, "Y2": 0.899, "X3": 0.14721, "Y3": 0.9128, "X4": 0.05968, "Y4": 0.9128, "page": 0, "Index": 606}, {"Word": "and", "Confidence": 0.998, "X1": 0.15782, "Y1": 0.8992, "X2": 0.187, "Y2": 0.899, "X3": 0.187, "Y3": 0.9128, "X4": 0.1565, "Y4": 0.9128, "page": 0, "Index": 607}, {"Word": "a", "Confidence": 0.996, "X1": 0.19894, "Y1": 0.8992, "X2": 0.20955, "Y2": 0.899, "X3": 0.20955, "Y3": 0.9128, "X4": 0.19894, "Y4": 0.9128, "page": 0, "Index": 608}, {"Word": "report", "Confidence": 0.997, "X1": 0.22281, "Y1": 0.8992, "X2": 0.27586, "Y2": 0.899, "X3": 0.27586, "Y3": 0.9128, "X4": 0.22149, "Y4": 0.9128, "page": 0, "Index": 609}, {"Word": "by", "Confidence": 0.998, "X1": 0.28382, "Y1": 0.8992, "X2": 0.30504, "Y2": 0.899, "X3": 0.30504, "Y3": 0.9128, "X4": 0.28382, "Y4": 0.9128, "page": 0, "Index": 610}, {"Word": "Nall", "Confidence": 0.982, "X1": 0.02122, "Y1": 0.9122, "X2": 0.05836, "Y2": 0.912, "X3": 0.05836, "Y3": 0.9258, "X4": 0.02122, "Y4": 0.9258, "page": 0, "Index": 611}, {"Word": "(9)", "Confidence": 0.998, "X1": 0.06233, "Y1": 0.9122, "X2": 0.08886, "Y2": 0.912, "X3": 0.08753, "Y3": 0.9258, "X4": 0.06101, "Y4": 0.9258, "page": 0, "Index": 612}, {"Word": "indicate", "Confidence": 0.991, "X1": 0.09151, "Y1": 0.9122, "X2": 0.1565, "Y2": 0.912, "X3": 0.1565, "Y3": 0.9258, "X4": 0.09151, "Y4": 0.9258, "page": 0, "Index": 613}, {"Word": "that", "Confidence": 0.994, "X1": 0.16048, "Y1": 0.9132, "X2": 0.19629, "Y2": 0.913, "X3": 0.19496, "Y3": 0.9258, "X4": 0.15915, "Y4": 0.9258, "page": 0, "Index": 614}, {"Word": "the", "Confidence": 0.998, "X1": 0.19894, "Y1": 0.9132, "X2": 0.22679, "Y2": 0.913, "X3": 0.22546, "Y3": 0.9258, "X4": 0.19761, "Y4": 0.9258, "page": 0, "Index": 615}, {"Word": "hydrogen", "Confidence": 0.995, "X1": 0.23077, "Y1": 0.9142, "X2": 0.30504, "Y2": 0.914, "X3": 0.30239, "Y3": 0.9268, "X4": 0.22944, "Y4": 0.9258, "page": 0, "Index": 616}, {"Word": "Prop", "Confidence": 0.674, "X1": 0.96552, "Y1": 0.9072, "X2": 0.99735, "Y2": 0.907, "X3": 0.99602, "Y3": 0.9198, "X4": 0.96552, "Y4": 0.9178, "page": 0, "Index": 617}, {"Word": "orifies", "Confidence": 0.407, "X1": 0.9496, "Y1": 0.9222, "X2": 0.99469, "Y2": 0.922, "X3": 0.99469, "Y3": 0.9338, "X4": 0.94828, "Y4": 0.9308, "page": 0, "Index": 618}, {"Word": "cyanide", "Confidence": 0.946, "X1": 0.02122, "Y1": 0.9262, "X2": 0.08355, "Y2": 0.926, "X3": 0.08355, "Y3": 0.9398, "X4": 0.02122, "Y4": 0.9398, "page": 0, "Index": 619}, {"Word": "on", "Confidence": 0.998, "X1": 0.09151, "Y1": 0.9262, "X2": 0.11141, "Y2": 0.926, "X3": 0.11141, "Y3": 0.9398, "X4": 0.09151, "Y4": 0.9398, "page": 0, "Index": 620}, {"Word": "the", "Confidence": 0.998, "X1": 0.12069, "Y1": 0.9262, "X2": 0.14854, "Y2": 0.926, "X3": 0.14854, "Y3": 0.9398, "X4": 0.11936, "Y4": 0.9398, "page": 0, "Index": 621}, {"Word": "Cambridge", "Confidence": 0.995, "X1": 0.15517, "Y1": 0.9262, "X2": 0.24403, "Y2": 0.926, "X3": 0.24271, "Y3": 0.9398, "X4": 0.15517, "Y4": 0.9398, "page": 0, "Index": 622}, {"Word": "pad", "Confidence": 0.998, "X1": 0.25199, "Y1": 0.9262, "X2": 0.28117, "Y2": 0.926, "X3": 0.27984, "Y3": 0.9398, "X4": 0.25066, "Y4": 0.9398, "page": 0, "Index": 623}, {"Word": "is", "Confidence": 0.998, "X1": 0.29045, "Y1": 0.9272, "X2": 0.30637, "Y2": 0.927, "X3": 0.30504, "Y3": 0.9398, "X4": 0.28912, "Y4": 0.9398, "page": 0, "Index": 624}, {"Word": ".", "Confidence": 0.656, "X1": 0.9443, "Y1": 0.9322, "X2": 0.94695, "Y2": 0.932, "X3": 0.94562, "Y3": 0.9428, "X4": 0.94297, "Y4": 0.9428, "page": 0, "Index": 625}, {"Word": "210", "Confidence": 0.998, "X1": 0.9496, "Y1": 0.9332, "X2": 0.97347, "Y2": 0.933, "X3": 0.97215, "Y3": 0.9448, "X4": 0.94828, "Y4": 0.9428, "page": 0, "Index": 626}, {"Word": "cc", "Confidence": 0.676, "X1": 0.97745, "Y1": 0.9352, "X2": 0.99602, "Y2": 0.935, "X3": 0.99602, "Y3": 0.9468, "X4": 0.97745, "Y4": 0.9458, "page": 0, "Index": 627}, {"Word": "likely", "Confidence": 0.887, "X1": 0.02387, "Y1": 0.9402, "X2": 0.06631, "Y2": 0.94, "X3": 0.06631, "Y3": 0.9528, "X4": 0.02387, "Y4": 0.9528, "page": 0, "Index": 628}, {"Word": "to", "Confidence": 0.998, "X1": 0.07029, "Y1": 0.9402, "X2": 0.08753, "Y2": 0.94, "X3": 0.08753, "Y3": 0.9528, "X4": 0.07029, "Y4": 0.9528, "page": 0, "Index": 629}, {"Word": "be", "Confidence": 0.998, "X1": 0.09151, "Y1": 0.9402, "X2": 0.11008, "Y2": 0.94, "X3": 0.11008, "Y3": 0.9538, "X4": 0.09019, "Y4": 0.9528, "page": 0, "Index": 630}, {"Word": "present", "Confidence": 0.997, "X1": 0.11406, "Y1": 0.9402, "X2": 0.17374, "Y2": 0.94, "X3": 0.17374, "Y3": 0.9538, "X4": 0.11406, "Y4": 0.9538, "page": 0, "Index": 631}, {"Word": "in", "Confidence": 0.998, "X1": 0.17772, "Y1": 0.9402, "X2": 0.19496, "Y2": 0.94, "X3": 0.19363, "Y3": 0.9538, "X4": 0.17639, "Y4": 0.9538, "page": 0, "Index": 632}, {"Word": "the", "Confidence": 0.998, "X1": 0.19894, "Y1": 0.9402, "X2": 0.22546, "Y2": 0.94, "X3": 0.22546, "Y3": 0.9538, "X4": 0.19894, "Y4": 0.9538, "page": 0, "Index": 633}, {"Word": "form", "Confidence": 0.989, "X1": 0.22944, "Y1": 0.9412, "X2": 0.26393, "Y2": 0.941, "X3": 0.2626, "Y3": 0.9538, "X4": 0.22812, "Y4": 0.9538, "page": 0, "Index": 634}, {"Word": "of", "Confidence": 0.998, "X1": 0.27321, "Y1": 0.9412, "X2": 0.29045, "Y2": 0.941, "X3": 0.28912, "Y3": 0.9528, "X4": 0.27188, "Y4": 0.9528, "page": 0, "Index": 635}, {"Word": "a", "Confidence": 0.994, "X1": 0.29443, "Y1": 0.9412, "X2": 0.30371, "Y2": 0.941, "X3": 0.30371, "Y3": 0.9528, "X4": 0.2931, "Y4": 0.9528, "page": 0, "Index": 636}, {"Word": "cyanohydrin,", "Confidence": 0.772, "X1": 0.02255, "Y1": 0.9542, "X2": 0.12997, "Y2": 0.954, "X3": 0.12865, "Y3": 0.9678, "X4": 0.02255, "Y4": 0.9668, "page": 0, "Index": 637}, {"Word": "acetaldehyde", "Confidence": 0.857, "X1": 0.13793, "Y1": 0.9542, "X2": 0.24271, "Y2": 0.954, "X3": 0.24138, "Y3": 0.9668, "X4": 0.1366, "Y4": 0.9678, "page": 0, "Index": 638}, {"Word": "cyano-", "Confidence": 0.627, "X1": 0.25332, "Y1": 0.9552, "X2": 0.30769, "Y2": 0.955, "X3": 0.30637, "Y3": 0.9668, "X4": 0.25199, "Y4": 0.9668, "page": 0, "Index": 639}, {"Word": "all", "Confidence": 0.167, "X1": 0.95093, "Y1": 0.9472, "X2": 0.96684, "Y2": 0.947, "X3": 0.96552, "Y3": 0.9588, "X4": 0.95093, "Y4": 0.9578, "page": 0, "Index": 640}, {"Word": "six", "Confidence": 0.963, "X1": 0.9695, "Y1": 0.9482, "X2": 0.99337, "Y2": 0.948, "X3": 0.99204, "Y3": 0.9598, "X4": 0.96817, "Y4": 0.9588, "page": 0, "Index": 641}, {"Word": "f", "Confidence": 0.016, "X1": 0.9496, "Y1": 0.9602, "X2": 0.96552, "Y2": 0.96, "X3": 0.96552, "Y3": 0.9718, "X4": 0.94828, "Y4": 0.9708, "page": 0, "Index": 642}, {"Word": "the", "Confidence": 0.886, "X1": 0.9695, "Y1": 0.9622, "X2": 0.99469, "Y2": 0.962, "X3": 0.99469, "Y3": 0.9738, "X4": 0.9695, "Y4": 0.9718, "page": 0, "Index": 643}, {"Word": "hydrin", "Confidence": 0.994, "X1": 0.02255, "Y1": 0.9662, "X2": 0.07427, "Y2": 0.966, "X3": 0.07294, "Y3": 0.9808, "X4": 0.02255, "Y4": 0.9808, "page": 0, "Index": 644}, {"Word": "(lactonitrile)", "Confidence": 0.97, "X1": 0.07825, "Y1": 0.9662, "X2": 0.1817, "Y2": 0.966, "X3": 0.1817, "Y3": 0.9808, "X4": 0.07692, "Y4": 0.9808, "page": 0, "Index": 645}, {"Word": "being", "Confidence": 0.997, "X1": 0.18568, "Y1": 0.9662, "X2": 0.22944, "Y2": 0.966, "X3": 0.22944, "Y3": 0.9808, "X4": 0.18568, "Y4": 0.9808, "page": 0, "Index": 646}, {"Word": "probably", "Confidence": 0.991, "X1": 0.23342, "Y1": 0.9662, "X2": 0.30504, "Y2": 0.966, "X3": 0.30504, "Y3": 0.9818, "X4": 0.23342, "Y4": 0.9808, "page": 0, "Index": 647}, {"Word": "Figure", "Confidence": 0.957, "X1": 0.32361, "Y1": 0.9672, "X2": 0.36472, "Y2": 0.967, "X3": 0.3634, "Y3": 0.9838, "X4": 0.32361, "Y4": 0.9838, "page": 0, "Index": 648}, {"Word": "6.", "Confidence": 0.832, "X1": 0.3687, "Y1": 0.9672, "X2": 0.38462, "Y2": 0.967, "X3": 0.38329, "Y3": 0.9838, "X4": 0.3687, "Y4": 0.9838, "page": 0, "Index": 649}, {"Word": "Smoking", "Confidence": 0.696, "X1": 0.38859, "Y1": 0.9682, "X2": 0.4443, "Y2": 0.968, "X3": 0.44297, "Y3": 0.9838, "X4": 0.38859, "Y4": 0.9838, "page": 0, "Index": 650}, {"Word": "machine", "Confidence": 0.804, "X1": 0.44828, "Y1": 0.9682, "X2": 0.49735, "Y2": 0.968, "X3": 0.49735, "Y3": 0.9838, "X4": 0.44695, "Y4": 0.9838, "page": 0, "Index": 651}, {"Word": "for", "Confidence": 0.997, "X1": 0.50133, "Y1": 0.9682, "X2": 0.51989, "Y2": 0.968, "X3": 0.51989, "Y3": 0.9838, "X4": 0.50133, "Y4": 0.9838, "page": 0, "Index": 652}, {"Word": "\"non-absorbable\"", "Confidence": 0.782, "X1": 0.52387, "Y1": 0.9682, "X2": 0.63528, "Y2": 0.968, "X3": 0.63528, "Y3": 0.9838, "X4": 0.52387, "Y4": 0.9838, "page": 0, "Index": 653}, {"Word": "gases", "Confidence": 0.728, "X1": 0.64058, "Y1": 0.9692, "X2": 0.67905, "Y2": 0.969, "X3": 0.67905, "Y3": 0.9838, "X4": 0.63926, "Y4": 0.9838, "page": 0, "Index": 654}]}	"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"
fffp0031	1	{"lines_data": [{"Word": "Mr. Robert Nagle", "Confidence": 0.996, "X1": 0.13929, "Y1": 0.0742, "X2": 0.28909, "Y2": 0.074, "X3": 0.28909, "Y3": 0.0888, "X4": 0.13929, "Y4": 0.0878, "page": 0}, {"Word": "Page Two", "Confidence": 0.993, "X1": 0.1406, "Y1": 0.0892, "X2": 0.21945, "Y2": 0.089, "X3": 0.21945, "Y3": 0.1008, "X4": 0.1406, "Y4": 0.1008, "page": 0}, {"Word": "March 28, 1986", "Confidence": 0.99233, "X1": 0.13929, "Y1": 0.1002, "X2": 0.27464, "Y2": 0.1, "X3": 0.27464, "Y3": 0.1148, "X4": 0.13929, "Y4": 0.1158, "page": 0}, {"Word": "2. Data sheet on Senator Mitchell with his offices and phone", "Confidence": 0.99264, "X1": 0.22339, "Y1": 0.1572, "X2": 0.78055, "Y2": 0.157, "X3": 0.78055, "Y3": 0.1728, "X4": 0.22339, "Y4": 0.1718, "page": 0}, {"Word": "numbers.", "Confidence": 0.991, "X1": 0.26018, "Y1": 0.1732, "X2": 0.33509, "Y2": 0.173, "X3": 0.33509, "Y3": 0.1848, "X4": 0.26018, "Y4": 0.1858, "page": 0}, {"Word": "3. \"Fact sheet\" on this \"ad valorem\" tax.", "Confidence": 0.98912, "X1": 0.22339, "Y1": 0.1992, "X2": 0.60578, "Y2": 0.199, "X3": 0.60578, "Y3": 0.2138, "X4": 0.22339, "Y4": 0.2128, "page": 0}, {"Word": "Per our conversation, I have also enclosed 500 letters with the \"talking", "Confidence": 0.98867, "X1": 0.1406, "Y1": 0.2252, "X2": 0.80026, "Y2": 0.225, "X3": 0.80026, "Y3": 0.2408, "X4": 0.1406, "Y4": 0.2418, "page": 0}, {"Word": "points\" on the reverse side for distribution to your accounts. Please", "Confidence": 0.99445, "X1": 0.1406, "Y1": 0.2412, "X2": 0.78187, "Y2": 0.241, "X3": 0.78187, "Y3": 0.2548, "X4": 0.1406, "Y4": 0.2548, "page": 0}, {"Word": "distribute the letters to your accounts with a cover letter from you and", "Confidence": 0.99054, "X1": 0.14323, "Y1": 0.2542, "X2": 0.80026, "Y2": 0.254, "X3": 0.80026, "Y3": 0.2688, "X4": 0.14323, "Y4": 0.2678, "page": 0}, {"Word": "send me a bill for the cost of postage and handling.", "Confidence": 0.99355, "X1": 0.14192, "Y1": 0.2682, "X2": 0.61367, "Y2": 0.268, "X3": 0.61367, "Y3": 0.2838, "X4": 0.14192, "Y4": 0.2828, "page": 0}, {"Word": "If you have any questions or can offer any support, please give me a call.", "Confidence": 0.99373, "X1": 0.1406, "Y1": 0.2952, "X2": 0.81735, "Y2": 0.295, "X3": 0.81735, "Y3": 0.3108, "X4": 0.1406, "Y4": 0.3098, "page": 0}, {"Word": "I will be in touch next week to give you an update on our situation.", "Confidence": 0.99207, "X1": 0.14323, "Y1": 0.3092, "X2": 0.76216, "Y2": 0.309, "X3": 0.76216, "Y3": 0.3238, "X4": 0.14323, "Y4": 0.3228, "page": 0}, {"Word": "Sincerely,", "Confidence": 0.987, "X1": 0.46781, "Y1": 0.3362, "X2": 0.56505, "Y2": 0.336, "X3": 0.56505, "Y3": 0.3518, "X4": 0.46781, "Y4": 0.3498, "page": 0}, {"Word": "Dennis M. Dyer", "Confidence": 0.99267, "X1": 0.46781, "Y1": 0.3902, "X2": 0.60184, "Y2": 0.39, "X3": 0.60184, "Y3": 0.4068, "X4": 0.46781, "Y4": 0.4068, "page": 0}, {"Word": "DMD:wSS", "Confidence": 0.93, "X1": 0.14323, "Y1": 0.4192, "X2": 0.20762, "Y2": 0.419, "X3": 0.20762, "Y3": 0.4328, "X4": 0.14323, "Y4": 0.4328, "page": 0}, {"Word": "Enclosures", "Confidence": 0.991, "X1": 0.14323, "Y1": 0.4342, "X2": 0.23916, "Y2": 0.434, "X3": 0.23916, "Y3": 0.4478, "X4": 0.14323, "Y4": 0.4468, "page": 0}, {"Word": "TI218221", "Confidence": 0.909, "X1": 0.90145, "Y1": 0.9822, "X2": 0.99737, "Y2": 0.982, "X3": 0.99869, "Y3": 0.9968, "X4": 0.90145, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "Mr.", "Confidence": 0.998, "X1": 0.1406, "Y1": 0.0742, "X2": 0.17214, "Y2": 0.074, "X3": 0.17083, "Y3": 0.0878, "X4": 0.13929, "Y4": 0.0878, "page": 0, "Index": 0}, {"Word": "Robert", "Confidence": 0.993, "X1": 0.17608, "Y1": 0.0742, "X2": 0.2339, "Y2": 0.074, "X3": 0.23259, "Y3": 0.0878, "X4": 0.17477, "Y4": 0.0878, "page": 0, "Index": 1}, {"Word": "Nagle", "Confidence": 0.997, "X1": 0.24047, "Y1": 0.0752, "X2": 0.28909, "Y2": 0.075, "X3": 0.28778, "Y3": 0.0898, "X4": 0.23916, "Y4": 0.0878, "page": 0, "Index": 2}, {"Word": "Page", "Confidence": 0.988, "X1": 0.14192, "Y1": 0.0892, "X2": 0.17871, "Y2": 0.089, "X3": 0.1774, "Y3": 0.1018, "X4": 0.14192, "Y4": 0.1018, "page": 0, "Index": 3}, {"Word": "Two", "Confidence": 0.998, "X1": 0.18791, "Y1": 0.0892, "X2": 0.21551, "Y2": 0.089, "X3": 0.21419, "Y3": 0.1008, "X4": 0.1866, "Y4": 0.1018, "page": 0, "Index": 4}, {"Word": "March", "Confidence": 0.998, "X1": 0.13929, "Y1": 0.1012, "X2": 0.18791, "Y2": 0.101, "X3": 0.18791, "Y3": 0.1158, "X4": 0.13929, "Y4": 0.1158, "page": 0, "Index": 5}, {"Word": "28,", "Confidence": 0.995, "X1": 0.19711, "Y1": 0.1012, "X2": 0.22733, "Y2": 0.101, "X3": 0.22733, "Y3": 0.1158, "X4": 0.19711, "Y4": 0.1158, "page": 0, "Index": 6}, {"Word": "1986", "Confidence": 0.984, "X1": 0.23259, "Y1": 0.1012, "X2": 0.27201, "Y2": 0.101, "X3": 0.27201, "Y3": 0.1158, "X4": 0.23259, "Y4": 0.1158, "page": 0, "Index": 7}, {"Word": "2.", "Confidence": 0.998, "X1": 0.2247, "Y1": 0.1582, "X2": 0.24573, "Y2": 0.158, "X3": 0.24573, "Y3": 0.1718, "X4": 0.2247, "Y4": 0.1718, "page": 0, "Index": 8}, {"Word": "Data", "Confidence": 0.961, "X1": 0.25756, "Y1": 0.1582, "X2": 0.29698, "Y2": 0.158, "X3": 0.29698, "Y3": 0.1718, "X4": 0.25756, "Y4": 0.1718, "page": 0, "Index": 9}, {"Word": "sheet", "Confidence": 0.997, "X1": 0.30355, "Y1": 0.1572, "X2": 0.35217, "Y2": 0.157, "X3": 0.35217, "Y3": 0.1718, "X4": 0.30355, "Y4": 0.1718, "page": 0, "Index": 10}, {"Word": "on", "Confidence": 0.997, "X1": 0.35874, "Y1": 0.1572, "X2": 0.37976, "Y2": 0.157, "X3": 0.37976, "Y3": 0.1718, "X4": 0.35874, "Y4": 0.1718, "page": 0, "Index": 11}, {"Word": "Senator", "Confidence": 0.995, "X1": 0.38502, "Y1": 0.1572, "X2": 0.45204, "Y2": 0.157, "X3": 0.45072, "Y3": 0.1728, "X4": 0.38502, "Y4": 0.1718, "page": 0, "Index": 12}, {"Word": "Mitchell", "Confidence": 0.994, "X1": 0.45598, "Y1": 0.1572, "X2": 0.53482, "Y2": 0.157, "X3": 0.53482, "Y3": 0.1728, "X4": 0.45598, "Y4": 0.1728, "page": 0, "Index": 13}, {"Word": "with", "Confidence": 0.992, "X1": 0.53876, "Y1": 0.1572, "X2": 0.58081, "Y2": 0.157, "X3": 0.58081, "Y3": 0.1728, "X4": 0.53876, "Y4": 0.1728, "page": 0, "Index": 14}, {"Word": "his", "Confidence": 0.997, "X1": 0.58607, "Y1": 0.1572, "X2": 0.61629, "Y2": 0.157, "X3": 0.61629, "Y3": 0.1728, "X4": 0.58607, "Y4": 0.1728, "page": 0, "Index": 15}, {"Word": "offices", "Confidence": 0.996, "X1": 0.62286, "Y1": 0.1572, "X2": 0.68988, "Y2": 0.157, "X3": 0.68988, "Y3": 0.1728, "X4": 0.62286, "Y4": 0.1728, "page": 0, "Index": 16}, {"Word": "and", "Confidence": 0.998, "X1": 0.69645, "Y1": 0.1582, "X2": 0.72668, "Y2": 0.158, "X3": 0.72668, "Y3": 0.1728, "X4": 0.69514, "Y4": 0.1728, "page": 0, "Index": 17}, {"Word": "phone", "Confidence": 0.994, "X1": 0.73325, "Y1": 0.1582, "X2": 0.78055, "Y2": 0.158, "X3": 0.78055, "Y3": 0.1728, "X4": 0.73193, "Y4": 0.1728, "page": 0, "Index": 18}, {"Word": "numbers.", "Confidence": 0.991, "X1": 0.26018, "Y1": 0.1742, "X2": 0.33509, "Y2": 0.174, "X3": 0.33509, "Y3": 0.1858, "X4": 0.26018, "Y4": 0.1858, "page": 0, "Index": 19}, {"Word": "3.", "Confidence": 0.996, "X1": 0.22602, "Y1": 0.1982, "X2": 0.24442, "Y2": 0.198, "X3": 0.24442, "Y3": 0.2138, "X4": 0.22602, "Y4": 0.2138, "page": 0, "Index": 20}, {"Word": "\"Fact", "Confidence": 0.993, "X1": 0.26018, "Y1": 0.1992, "X2": 0.30749, "Y2": 0.199, "X3": 0.30749, "Y3": 0.2138, "X4": 0.26018, "Y4": 0.2138, "page": 0, "Index": 21}, {"Word": "sheet\"", "Confidence": 0.994, "X1": 0.31406, "Y1": 0.1992, "X2": 0.37057, "Y2": 0.199, "X3": 0.37057, "Y3": 0.2138, "X4": 0.31406, "Y4": 0.2138, "page": 0, "Index": 22}, {"Word": "on", "Confidence": 0.991, "X1": 0.37582, "Y1": 0.1992, "X2": 0.39816, "Y2": 0.199, "X3": 0.39816, "Y3": 0.2138, "X4": 0.37714, "Y4": 0.2138, "page": 0, "Index": 23}, {"Word": "this", "Confidence": 0.998, "X1": 0.40342, "Y1": 0.1992, "X2": 0.44152, "Y2": 0.199, "X3": 0.44152, "Y3": 0.2138, "X4": 0.40342, "Y4": 0.2138, "page": 0, "Index": 24}, {"Word": "\"ad", "Confidence": 0.997, "X1": 0.45072, "Y1": 0.1992, "X2": 0.47963, "Y2": 0.199, "X3": 0.47963, "Y3": 0.2138, "X4": 0.45072, "Y4": 0.2138, "page": 0, "Index": 25}, {"Word": "valorem\"", "Confidence": 0.956, "X1": 0.4862, "Y1": 0.2002, "X2": 0.56373, "Y2": 0.2, "X3": 0.56373, "Y3": 0.2138, "X4": 0.4862, "Y4": 0.2138, "page": 0, "Index": 26}, {"Word": "tax.", "Confidence": 0.988, "X1": 0.56767, "Y1": 0.2002, "X2": 0.60578, "Y2": 0.2, "X3": 0.60578, "Y3": 0.2148, "X4": 0.56767, "Y4": 0.2138, "page": 0, "Index": 27}, {"Word": "Per", "Confidence": 0.998, "X1": 0.14192, "Y1": 0.2282, "X2": 0.17214, "Y2": 0.228, "X3": 0.17083, "Y3": 0.2418, "X4": 0.1406, "Y4": 0.2418, "page": 0, "Index": 28}, {"Word": "our", "Confidence": 0.998, "X1": 0.17608, "Y1": 0.2272, "X2": 0.20762, "Y2": 0.227, "X3": 0.20631, "Y3": 0.2418, "X4": 0.17608, "Y4": 0.2418, "page": 0, "Index": 29}, {"Word": "conversation,", "Confidence": 0.991, "X1": 0.21419, "Y1": 0.2272, "X2": 0.3364, "Y2": 0.227, "X3": 0.3364, "Y3": 0.2418, "X4": 0.21419, "Y4": 0.2418, "page": 0, "Index": 30}, {"Word": "I", "Confidence": 0.981, "X1": 0.34297, "Y1": 0.2272, "X2": 0.35348, "Y2": 0.227, "X3": 0.35348, "Y3": 0.2418, "X4": 0.34166, "Y4": 0.2418, "page": 0, "Index": 31}, {"Word": "have", "Confidence": 0.989, "X1": 0.35742, "Y1": 0.2272, "X2": 0.39816, "Y2": 0.227, "X3": 0.39685, "Y3": 0.2418, "X4": 0.35742, "Y4": 0.2418, "page": 0, "Index": 32}, {"Word": "also", "Confidence": 0.987, "X1": 0.40473, "Y1": 0.2262, "X2": 0.44284, "Y2": 0.226, "X3": 0.44152, "Y3": 0.2408, "X4": 0.40473, "Y4": 0.2418, "page": 0, "Index": 33}, {"Word": "enclosed", "Confidence": 0.995, "X1": 0.44809, "Y1": 0.2262, "X2": 0.52562, "Y2": 0.226, "X3": 0.52562, "Y3": 0.2408, "X4": 0.44678, "Y4": 0.2408, "page": 0, "Index": 34}, {"Word": "500", "Confidence": 0.998, "X1": 0.53351, "Y1": 0.2262, "X2": 0.56373, "Y2": 0.226, "X3": 0.56373, "Y3": 0.2418, "X4": 0.53219, "Y4": 0.2408, "page": 0, "Index": 35}, {"Word": "letters", "Confidence": 0.957, "X1": 0.56767, "Y1": 0.2262, "X2": 0.63469, "Y2": 0.226, "X3": 0.63338, "Y3": 0.2418, "X4": 0.56767, "Y4": 0.2418, "page": 0, "Index": 36}, {"Word": "with", "Confidence": 0.981, "X1": 0.63995, "Y1": 0.2262, "X2": 0.682, "Y2": 0.226, "X3": 0.68068, "Y3": 0.2418, "X4": 0.63995, "Y4": 0.2418, "page": 0, "Index": 37}, {"Word": "the", "Confidence": 0.998, "X1": 0.68725, "Y1": 0.2262, "X2": 0.71748, "Y2": 0.226, "X3": 0.71748, "Y3": 0.2418, "X4": 0.68594, "Y4": 0.2418, "page": 0, "Index": 38}, {"Word": "\"talking", "Confidence": 0.991, "X1": 0.72405, "Y1": 0.2262, "X2": 0.79763, "Y2": 0.226, "X3": 0.79763, "Y3": 0.2418, "X4": 0.72273, "Y4": 0.2418, "page": 0, "Index": 39}, {"Word": "points\"", "Confidence": 0.991, "X1": 0.1406, "Y1": 0.2422, "X2": 0.20631, "Y2": 0.242, "X3": 0.20762, "Y3": 0.2558, "X4": 0.14192, "Y4": 0.2558, "page": 0, "Index": 40}, {"Word": "on", "Confidence": 0.998, "X1": 0.21288, "Y1": 0.2422, "X2": 0.2339, "Y2": 0.242, "X3": 0.23522, "Y3": 0.2558, "X4": 0.21419, "Y4": 0.2558, "page": 0, "Index": 41}, {"Word": "the", "Confidence": 0.998, "X1": 0.24047, "Y1": 0.2422, "X2": 0.2707, "Y2": 0.242, "X3": 0.2707, "Y3": 0.2558, "X4": 0.24179, "Y4": 0.2558, "page": 0, "Index": 42}, {"Word": "reverse", "Confidence": 0.996, "X1": 0.27727, "Y1": 0.2422, "X2": 0.34297, "Y2": 0.242, "X3": 0.34297, "Y3": 0.2558, "X4": 0.27727, "Y4": 0.2558, "page": 0, "Index": 43}, {"Word": "side", "Confidence": 0.988, "X1": 0.34954, "Y1": 0.2422, "X2": 0.38896, "Y2": 0.242, "X3": 0.38896, "Y3": 0.2548, "X4": 0.35085, "Y4": 0.2558, "page": 0, "Index": 44}, {"Word": "for", "Confidence": 0.998, "X1": 0.39553, "Y1": 0.2412, "X2": 0.42444, "Y2": 0.241, "X3": 0.42444, "Y3": 0.2548, "X4": 0.39553, "Y4": 0.2548, "page": 0, "Index": 45}, {"Word": "distribution", "Confidence": 0.992, "X1": 0.43101, "Y1": 0.2422, "X2": 0.54271, "Y2": 0.242, "X3": 0.54271, "Y3": 0.2548, "X4": 0.43101, "Y4": 0.2548, "page": 0, "Index": 46}, {"Word": "to", "Confidence": 0.998, "X1": 0.55059, "Y1": 0.2422, "X2": 0.5703, "Y2": 0.242, "X3": 0.5703, "Y3": 0.2558, "X4": 0.55059, "Y4": 0.2548, "page": 0, "Index": 47}, {"Word": "your", "Confidence": 0.99, "X1": 0.57687, "Y1": 0.2422, "X2": 0.61629, "Y2": 0.242, "X3": 0.61629, "Y3": 0.2558, "X4": 0.57556, "Y4": 0.2558, "page": 0, "Index": 48}, {"Word": "accounts.", "Confidence": 0.994, "X1": 0.62418, "Y1": 0.2422, "X2": 0.70828, "Y2": 0.242, "X3": 0.70828, "Y3": 0.2558, "X4": 0.62286, "Y4": 0.2558, "page": 0, "Index": 49}, {"Word": "Please", "Confidence": 0.996, "X1": 0.72273, "Y1": 0.2422, "X2": 0.77924, "Y2": 0.242, "X3": 0.77792, "Y3": 0.2558, "X4": 0.72142, "Y4": 0.2558, "page": 0, "Index": 50}, {"Word": "distribute", "Confidence": 0.993, "X1": 0.14455, "Y1": 0.2552, "X2": 0.2339, "Y2": 0.255, "X3": 0.2339, "Y3": 0.2688, "X4": 0.14455, "Y4": 0.2688, "page": 0, "Index": 51}, {"Word": "the", "Confidence": 0.998, "X1": 0.24179, "Y1": 0.2552, "X2": 0.2707, "Y2": 0.255, "X3": 0.2707, "Y3": 0.2688, "X4": 0.24179, "Y4": 0.2688, "page": 0, "Index": 52}, {"Word": "letters", "Confidence": 0.991, "X1": 0.27858, "Y1": 0.2552, "X2": 0.34297, "Y2": 0.255, "X3": 0.34297, "Y3": 0.2688, "X4": 0.27858, "Y4": 0.2688, "page": 0, "Index": 53}, {"Word": "to", "Confidence": 0.998, "X1": 0.35085, "Y1": 0.2552, "X2": 0.37057, "Y2": 0.255, "X3": 0.37057, "Y3": 0.2688, "X4": 0.34954, "Y4": 0.2688, "page": 0, "Index": 54}, {"Word": "your", "Confidence": 0.991, "X1": 0.37714, "Y1": 0.2552, "X2": 0.41524, "Y2": 0.255, "X3": 0.41524, "Y3": 0.2688, "X4": 0.37582, "Y4": 0.2688, "page": 0, "Index": 55}, {"Word": "accounts", "Confidence": 0.996, "X1": 0.42313, "Y1": 0.2552, "X2": 0.49671, "Y2": 0.255, "X3": 0.49671, "Y3": 0.2688, "X4": 0.42181, "Y4": 0.2688, "page": 0, "Index": 56}, {"Word": "with", "Confidence": 0.989, "X1": 0.5046, "Y1": 0.2552, "X2": 0.54271, "Y2": 0.255, "X3": 0.54271, "Y3": 0.2688, "X4": 0.5046, "Y4": 0.2688, "page": 0, "Index": 57}, {"Word": "a", "Confidence": 0.955, "X1": 0.55191, "Y1": 0.2552, "X2": 0.56242, "Y2": 0.255, "X3": 0.5611, "Y3": 0.2688, "X4": 0.55191, "Y4": 0.2688, "page": 0, "Index": 58}, {"Word": "cover", "Confidence": 0.998, "X1": 0.5703, "Y1": 0.2552, "X2": 0.61629, "Y2": 0.255, "X3": 0.61629, "Y3": 0.2688, "X4": 0.56899, "Y4": 0.2688, "page": 0, "Index": 59}, {"Word": "letter", "Confidence": 0.983, "X1": 0.62549, "Y1": 0.2552, "X2": 0.68068, "Y2": 0.255, "X3": 0.68068, "Y3": 0.2688, "X4": 0.62418, "Y4": 0.2688, "page": 0, "Index": 60}, {"Word": "from", "Confidence": 0.989, "X1": 0.68988, "Y1": 0.2552, "X2": 0.72536, "Y2": 0.255, "X3": 0.72536, "Y3": 0.2688, "X4": 0.68857, "Y4": 0.2688, "page": 0, "Index": 61}, {"Word": "you", "Confidence": 0.998, "X1": 0.73193, "Y1": 0.2552, "X2": 0.76084, "Y2": 0.255, "X3": 0.76084, "Y3": 0.2698, "X4": 0.73193, "Y4": 0.2688, "page": 0, "Index": 62}, {"Word": "and", "Confidence": 0.998, "X1": 0.76873, "Y1": 0.2552, "X2": 0.79763, "Y2": 0.255, "X3": 0.79763, "Y3": 0.2698, "X4": 0.76741, "Y4": 0.2698, "page": 0, "Index": 63}, {"Word": "send", "Confidence": 0.987, "X1": 0.14323, "Y1": 0.2692, "X2": 0.18003, "Y2": 0.269, "X3": 0.18003, "Y3": 0.2828, "X4": 0.14323, "Y4": 0.2828, "page": 0, "Index": 64}, {"Word": "me", "Confidence": 0.998, "X1": 0.18528, "Y1": 0.2692, "X2": 0.20894, "Y2": 0.269, "X3": 0.20762, "Y3": 0.2818, "X4": 0.18528, "Y4": 0.2828, "page": 0, "Index": 65}, {"Word": "a", "Confidence": 0.998, "X1": 0.21419, "Y1": 0.2692, "X2": 0.2247, "Y2": 0.269, "X3": 0.2247, "Y3": 0.2818, "X4": 0.21288, "Y4": 0.2818, "page": 0, "Index": 66}, {"Word": "bill", "Confidence": 0.979, "X1": 0.23127, "Y1": 0.2692, "X2": 0.2707, "Y2": 0.269, "X3": 0.2707, "Y3": 0.2818, "X4": 0.22996, "Y4": 0.2818, "page": 0, "Index": 67}, {"Word": "for", "Confidence": 0.993, "X1": 0.27727, "Y1": 0.2692, "X2": 0.30749, "Y2": 0.269, "X3": 0.30749, "Y3": 0.2818, "X4": 0.27727, "Y4": 0.2818, "page": 0, "Index": 68}, {"Word": "the", "Confidence": 0.998, "X1": 0.31406, "Y1": 0.2692, "X2": 0.34428, "Y2": 0.269, "X3": 0.34428, "Y3": 0.2818, "X4": 0.31406, "Y4": 0.2818, "page": 0, "Index": 69}, {"Word": "cost", "Confidence": 0.989, "X1": 0.35085, "Y1": 0.2692, "X2": 0.38765, "Y2": 0.269, "X3": 0.38765, "Y3": 0.2828, "X4": 0.34954, "Y4": 0.2818, "page": 0, "Index": 70}, {"Word": "of", "Confidence": 0.998, "X1": 0.39422, "Y1": 0.2692, "X2": 0.41656, "Y2": 0.269, "X3": 0.41524, "Y3": 0.2828, "X4": 0.39422, "Y4": 0.2828, "page": 0, "Index": 71}, {"Word": "postage", "Confidence": 0.997, "X1": 0.42181, "Y1": 0.2692, "X2": 0.48883, "Y2": 0.269, "X3": 0.48883, "Y3": 0.2828, "X4": 0.4205, "Y4": 0.2828, "page": 0, "Index": 72}, {"Word": "and", "Confidence": 0.998, "X1": 0.4954, "Y1": 0.2692, "X2": 0.52562, "Y2": 0.269, "X3": 0.52562, "Y3": 0.2828, "X4": 0.4954, "Y4": 0.2828, "page": 0, "Index": 73}, {"Word": "handling.", "Confidence": 0.994, "X1": 0.53088, "Y1": 0.2692, "X2": 0.61367, "Y2": 0.269, "X3": 0.61235, "Y3": 0.2838, "X4": 0.53088, "Y4": 0.2828, "page": 0, "Index": 74}, {"Word": "If", "Confidence": 0.997, "X1": 0.14323, "Y1": 0.2962, "X2": 0.16294, "Y2": 0.296, "X3": 0.16426, "Y3": 0.3108, "X4": 0.14323, "Y4": 0.3108, "page": 0, "Index": 75}, {"Word": "you", "Confidence": 0.998, "X1": 0.1682, "Y1": 0.2962, "X2": 0.19842, "Y2": 0.296, "X3": 0.19842, "Y3": 0.3108, "X4": 0.1682, "Y4": 0.3108, "page": 0, "Index": 76}, {"Word": "have", "Confidence": 0.987, "X1": 0.20368, "Y1": 0.2962, "X2": 0.24442, "Y2": 0.296, "X3": 0.24442, "Y3": 0.3108, "X4": 0.20499, "Y4": 0.3108, "page": 0, "Index": 77}, {"Word": "any", "Confidence": 0.998, "X1": 0.25099, "Y1": 0.2962, "X2": 0.28121, "Y2": 0.296, "X3": 0.28121, "Y3": 0.3108, "X4": 0.2523, "Y4": 0.3108, "page": 0, "Index": 78}, {"Word": "questions", "Confidence": 0.995, "X1": 0.28647, "Y1": 0.2962, "X2": 0.37188, "Y2": 0.296, "X3": 0.37188, "Y3": 0.3108, "X4": 0.28647, "Y4": 0.3108, "page": 0, "Index": 79}, {"Word": "or", "Confidence": 0.997, "X1": 0.37714, "Y1": 0.2962, "X2": 0.39816, "Y2": 0.296, "X3": 0.39816, "Y3": 0.3108, "X4": 0.37714, "Y4": 0.3108, "page": 0, "Index": 80}, {"Word": "can", "Confidence": 0.998, "X1": 0.40473, "Y1": 0.2962, "X2": 0.43495, "Y2": 0.296, "X3": 0.43495, "Y3": 0.3108, "X4": 0.40473, "Y4": 0.3108, "page": 0, "Index": 81}, {"Word": "offer", "Confidence": 0.997, "X1": 0.44021, "Y1": 0.2962, "X2": 0.49014, "Y2": 0.296, "X3": 0.49014, "Y3": 0.3108, "X4": 0.44021, "Y4": 0.3108, "page": 0, "Index": 82}, {"Word": "any", "Confidence": 0.998, "X1": 0.49671, "Y1": 0.2962, "X2": 0.52562, "Y2": 0.296, "X3": 0.52562, "Y3": 0.3108, "X4": 0.49671, "Y4": 0.3108, "page": 0, "Index": 83}, {"Word": "support,", "Confidence": 0.97, "X1": 0.53351, "Y1": 0.2962, "X2": 0.60972, "Y2": 0.296, "X3": 0.60972, "Y3": 0.3108, "X4": 0.53351, "Y4": 0.3108, "page": 0, "Index": 84}, {"Word": "please", "Confidence": 0.995, "X1": 0.61367, "Y1": 0.2962, "X2": 0.67148, "Y2": 0.296, "X3": 0.67148, "Y3": 0.3108, "X4": 0.61367, "Y4": 0.3108, "page": 0, "Index": 85}, {"Word": "give", "Confidence": 0.988, "X1": 0.67806, "Y1": 0.2962, "X2": 0.71879, "Y2": 0.296, "X3": 0.71879, "Y3": 0.3108, "X4": 0.67806, "Y4": 0.3108, "page": 0, "Index": 86}, {"Word": "me", "Confidence": 0.996, "X1": 0.72273, "Y1": 0.2962, "X2": 0.74639, "Y2": 0.296, "X3": 0.74639, "Y3": 0.3108, "X4": 0.72273, "Y4": 0.3108, "page": 0, "Index": 87}, {"Word": "a", "Confidence": 0.995, "X1": 0.75033, "Y1": 0.2962, "X2": 0.76216, "Y2": 0.296, "X3": 0.76216, "Y3": 0.3108, "X4": 0.75033, "Y4": 0.3108, "page": 0, "Index": 88}, {"Word": "call.", "Confidence": 0.997, "X1": 0.76873, "Y1": 0.2962, "X2": 0.81735, "Y2": 0.296, "X3": 0.81735, "Y3": 0.3108, "X4": 0.76873, "Y4": 0.3108, "page": 0, "Index": 89}, {"Word": "I", "Confidence": 0.981, "X1": 0.14455, "Y1": 0.3092, "X2": 0.15506, "Y2": 0.309, "X3": 0.15375, "Y3": 0.3238, "X4": 0.14323, "Y4": 0.3238, "page": 0, "Index": 90}, {"Word": "will", "Confidence": 0.983, "X1": 0.159, "Y1": 0.3092, "X2": 0.19842, "Y2": 0.309, "X3": 0.19842, "Y3": 0.3238, "X4": 0.15769, "Y4": 0.3238, "page": 0, "Index": 91}, {"Word": "be", "Confidence": 0.997, "X1": 0.20499, "Y1": 0.3102, "X2": 0.22733, "Y2": 0.31, "X3": 0.22602, "Y3": 0.3238, "X4": 0.20499, "Y4": 0.3238, "page": 0, "Index": 92}, {"Word": "in", "Confidence": 0.997, "X1": 0.23522, "Y1": 0.3102, "X2": 0.2523, "Y2": 0.31, "X3": 0.2523, "Y3": 0.3238, "X4": 0.2339, "Y4": 0.3238, "page": 0, "Index": 93}, {"Word": "touch", "Confidence": 0.993, "X1": 0.26018, "Y1": 0.3102, "X2": 0.3088, "Y2": 0.31, "X3": 0.30749, "Y3": 0.3238, "X4": 0.25887, "Y4": 0.3238, "page": 0, "Index": 94}, {"Word": "next", "Confidence": 0.983, "X1": 0.31406, "Y1": 0.3102, "X2": 0.35348, "Y2": 0.31, "X3": 0.35348, "Y3": 0.3238, "X4": 0.31275, "Y4": 0.3238, "page": 0, "Index": 95}, {"Word": "week", "Confidence": 0.986, "X1": 0.35874, "Y1": 0.3102, "X2": 0.39816, "Y2": 0.31, "X3": 0.39685, "Y3": 0.3238, "X4": 0.35874, "Y4": 0.3238, "page": 0, "Index": 96}, {"Word": "to", "Confidence": 0.998, "X1": 0.40473, "Y1": 0.3102, "X2": 0.42576, "Y2": 0.31, "X3": 0.42444, "Y3": 0.3238, "X4": 0.40473, "Y4": 0.3238, "page": 0, "Index": 97}, {"Word": "give", "Confidence": 0.988, "X1": 0.43233, "Y1": 0.3102, "X2": 0.47043, "Y2": 0.31, "X3": 0.47043, "Y3": 0.3238, "X4": 0.43101, "Y4": 0.3238, "page": 0, "Index": 98}, {"Word": "you", "Confidence": 0.998, "X1": 0.477, "Y1": 0.3102, "X2": 0.50723, "Y2": 0.31, "X3": 0.50723, "Y3": 0.3238, "X4": 0.477, "Y4": 0.3238, "page": 0, "Index": 99}, {"Word": "an", "Confidence": 0.997, "X1": 0.51511, "Y1": 0.3102, "X2": 0.53482, "Y2": 0.31, "X3": 0.53482, "Y3": 0.3238, "X4": 0.5138, "Y4": 0.3238, "page": 0, "Index": 100}, {"Word": "update", "Confidence": 0.994, "X1": 0.54139, "Y1": 0.3102, "X2": 0.59921, "Y2": 0.31, "X3": 0.5979, "Y3": 0.3238, "X4": 0.54139, "Y4": 0.3238, "page": 0, "Index": 101}, {"Word": "on", "Confidence": 0.997, "X1": 0.60578, "Y1": 0.3102, "X2": 0.62681, "Y2": 0.31, "X3": 0.62681, "Y3": 0.3238, "X4": 0.60447, "Y4": 0.3238, "page": 0, "Index": 102}, {"Word": "our", "Confidence": 0.998, "X1": 0.63338, "Y1": 0.3102, "X2": 0.6636, "Y2": 0.31, "X3": 0.6636, "Y3": 0.3238, "X4": 0.63338, "Y4": 0.3238, "page": 0, "Index": 103}, {"Word": "situation.", "Confidence": 0.991, "X1": 0.67017, "Y1": 0.3102, "X2": 0.76347, "Y2": 0.31, "X3": 0.76216, "Y3": 0.3238, "X4": 0.66886, "Y4": 0.3238, "page": 0, "Index": 104}, {"Word": "Sincerely,", "Confidence": 0.987, "X1": 0.46912, "Y1": 0.3372, "X2": 0.56505, "Y2": 0.337, "X3": 0.56505, "Y3": 0.3518, "X4": 0.46912, "Y4": 0.3508, "page": 0, "Index": 105}, {"Word": "Dennis", "Confidence": 0.994, "X1": 0.46912, "Y1": 0.3912, "X2": 0.52694, "Y2": 0.391, "X3": 0.52694, "Y3": 0.4068, "X4": 0.46781, "Y4": 0.4068, "page": 0, "Index": 106}, {"Word": "M.", "Confidence": 0.997, "X1": 0.53219, "Y1": 0.3912, "X2": 0.55585, "Y2": 0.391, "X3": 0.55453, "Y3": 0.4068, "X4": 0.53088, "Y4": 0.4068, "page": 0, "Index": 107}, {"Word": "Dyer", "Confidence": 0.987, "X1": 0.55979, "Y1": 0.3912, "X2": 0.60184, "Y2": 0.391, "X3": 0.60053, "Y3": 0.4078, "X4": 0.55848, "Y4": 0.4068, "page": 0, "Index": 108}, {"Word": "DMD:wSS", "Confidence": 0.93, "X1": 0.14455, "Y1": 0.4192, "X2": 0.20762, "Y2": 0.419, "X3": 0.20762, "Y3": 0.4338, "X4": 0.14455, "Y4": 0.4328, "page": 0, "Index": 109}, {"Word": "Enclosures", "Confidence": 0.991, "X1": 0.14455, "Y1": 0.4352, "X2": 0.23653, "Y2": 0.435, "X3": 0.23522, "Y3": 0.4478, "X4": 0.14455, "Y4": 0.4478, "page": 0, "Index": 110}, {"Word": "TI218221", "Confidence": 0.909, "X1": 0.90407, "Y1": 0.9832, "X2": 0.99869, "Y2": 0.983, "X3": 0.99737, "Y3": 0.9968, "X4": 0.90407, "Y4": 0.9978, "page": 0, "Index": 111}]}	"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"
fffp0031	0	{"lines_data": [{"Word": ".:", "Confidence": 0.441, "X1": 0.05, "Y1": 0.0392, "X2": 0.10132, "Y2": 0.039, "X3": 0.1, "Y3": 0.0648, "X4": 0.05395, "Y4": 0.0668, "page": 0}, {"Word": "THE TOBACCO INSTITUTE", "Confidence": 0.99567, "X1": 0.20789, "Y1": 0.0542, "X2": 0.58684, "Y2": 0.054, "X3": 0.58684, "Y3": 0.0788, "X4": 0.20789, "Y4": 0.0788, "page": 0}, {"Word": "81 HALE STREET", "Confidence": 0.66267, "X1": 0.48158, "Y1": 0.0802, "X2": 0.58289, "Y2": 0.08, "X3": 0.58289, "Y3": 0.0918, "X4": 0.48158, "Y4": 0.0918, "page": 0}, {"Word": "DENNIS M. DYER", "Confidence": 0.99, "X1": 0.72632, "Y1": 0.0822, "X2": 0.83026, "Y2": 0.082, "X3": 0.83026, "Y3": 0.0928, "X4": 0.72632, "Y4": 0.0918, "page": 0}, {"Word": "BEVERLY. MA 01915", "Confidence": 0.90567, "X1": 0.46974, "Y1": 0.0942, "X2": 0.58553, "Y2": 0.094, "X3": 0.58553, "Y3": 0.1048, "X4": 0.46974, "Y4": 0.1038, "page": 0}, {"Word": "Regional Vice President", "Confidence": 0.86367, "X1": 0.69211, "Y1": 0.0942, "X2": 0.83026, "Y2": 0.094, "X3": 0.83026, "Y3": 0.1048, "X4": 0.69211, "Y4": 0.1038, "page": 0}, {"Word": "617.927-3990", "Confidence": 0.654, "X1": 0.75132, "Y1": 0.1052, "X2": 0.83026, "Y2": 0.105, "X3": 0.83026, "Y3": 0.1158, "X4": 0.75132, "Y4": 0.1148, "page": 0}, {"Word": "March 28, 1986", "Confidence": 0.99433, "X1": 0.47237, "Y1": 0.1402, "X2": 0.60789, "Y2": 0.14, "X3": 0.60789, "Y3": 0.1568, "X4": 0.47237, "Y4": 0.1588, "page": 0}, {"Word": "VIA FEDERAL EXPRESS", "Confidence": 0.99267, "X1": 0.13947, "Y1": 0.1962, "X2": 0.31579, "Y2": 0.196, "X3": 0.31579, "Y3": 0.2108, "X4": 0.13947, "Y4": 0.2108, "page": 0}, {"Word": "Mr. Robert J. Nagle", "Confidence": 0.9785, "X1": 0.13684, "Y1": 0.2242, "X2": 0.31974, "Y2": 0.224, "X3": 0.31974, "Y3": 0.2388, "X4": 0.13684, "Y4": 0.2388, "page": 0}, {"Word": "Reid's Confectionery Company", "Confidence": 0.994, "X1": 0.13947, "Y1": 0.2392, "X2": 0.39868, "Y2": 0.239, "X3": 0.39868, "Y3": 0.2548, "X4": 0.13947, "Y4": 0.2538, "page": 0}, {"Word": "Kendall Street", "Confidence": 0.8315, "X1": 0.13816, "Y1": 0.2522, "X2": 0.26974, "Y2": 0.252, "X3": 0.26974, "Y3": 0.2638, "X4": 0.13816, "Y4": 0.2648, "page": 0}, {"Word": "Houlton, ME 04730", "Confidence": 0.991, "X1": 0.13816, "Y1": 0.2652, "X2": 0.30789, "Y2": 0.265, "X3": 0.30789, "Y3": 0.2798, "X4": 0.13816, "Y4": 0.2798, "page": 0}, {"Word": "Dear Bob:", "Confidence": 0.991, "X1": 0.13816, "Y1": 0.2932, "X2": 0.22368, "Y2": 0.293, "X3": 0.22368, "Y3": 0.3068, "X4": 0.13816, "Y4": 0.3068, "page": 0}, {"Word": "As you know, the tax burden on your accounts and their tobacco customers", "Confidence": 0.99546, "X1": 0.13816, "Y1": 0.3222, "X2": 0.79737, "Y2": 0.322, "X3": 0.79737, "Y3": 0.3368, "X4": 0.13816, "Y4": 0.3348, "page": 0}, {"Word": "has increased dramatically in the last few years. The state's cigarette", "Confidence": 0.995, "X1": 0.13816, "Y1": 0.3362, "X2": 0.80132, "Y2": 0.336, "X3": 0.80132, "Y3": 0.3508, "X4": 0.13816, "Y4": 0.3488, "page": 0}, {"Word": "excise tax has gone up in a few short years. In 1982 the federal", "Confidence": 0.99321, "X1": 0.14079, "Y1": 0.3492, "X2": 0.73947, "Y2": 0.349, "X3": 0.73947, "Y3": 0.3628, "X4": 0.14079, "Y4": 0.3628, "page": 0}, {"Word": "government imposed a $.08 per pack \"temporary\" increase on cigarettes.", "Confidence": 0.9877, "X1": 0.14079, "Y1": 0.3632, "X2": 0.77895, "Y2": 0.363, "X3": 0.77895, "Y3": 0.3778, "X4": 0.14079, "Y4": 0.3768, "page": 0}, {"Word": "During the past six months, that increase has been extended five times.", "Confidence": 0.99358, "X1": 0.14079, "Y1": 0.3772, "X2": 0.79211, "Y2": 0.377, "X3": 0.79211, "Y3": 0.3908, "X4": 0.14079, "Y4": 0.3908, "page": 0}, {"Word": "There is a current move to extend it again, and the \"Budget Reconciliation", "Confidence": 0.99531, "X1": 0.13947, "Y1": 0.3902, "X2": 0.81842, "Y2": 0.39, "X3": 0.81711, "Y3": 0.4048, "X4": 0.13947, "Y4": 0.4048, "page": 0}, {"Word": "Package\" would make it permanent at $.16.", "Confidence": 0.98214, "X1": 0.13947, "Y1": 0.4042, "X2": 0.51316, "Y2": 0.404, "X3": 0.51316, "Y3": 0.4188, "X4": 0.13947, "Y4": 0.4178, "page": 0}, {"Word": "Now an even more punitive tax is being proposed in Washington. The", "Confidence": 0.99533, "X1": 0.13816, "Y1": 0.4322, "X2": 0.75526, "Y2": 0.432, "X3": 0.75526, "Y3": 0.4478, "X4": 0.13816, "Y4": 0.4478, "page": 0}, {"Word": "architect of the new tax increase is Republican Senator Robert Packwood of", "Confidence": 0.99233, "X1": 0.13947, "Y1": 0.4462, "X2": 0.81974, "Y2": 0.446, "X3": 0.81974, "Y3": 0.4608, "X4": 0.13947, "Y4": 0.4608, "page": 0}, {"Word": "Oregon. Last week the Senator proposed that he would offer an amendment", "Confidence": 0.99317, "X1": 0.13947, "Y1": 0.4602, "X2": 0.80263, "Y2": 0.46, "X3": 0.80263, "Y3": 0.4748, "X4": 0.13947, "Y4": 0.4748, "page": 0}, {"Word": "changing the current tax to an \"ad valorem\" tax. The initial increase", "Confidence": 0.99517, "X1": 0.14079, "Y1": 0.4742, "X2": 0.78816, "Y2": 0.474, "X3": 0.78816, "Y3": 0.4888, "X4": 0.14079, "Y4": 0.4888, "page": 0}, {"Word": "under the new scheme would bring the tax to $. 25 per pack, according to the", "Confidence": 0.997, "X1": 0.14079, "Y1": 0.4882, "X2": 0.82895, "Y2": 0.488, "X3": 0.82895, "Y3": 0.5028, "X4": 0.14079, "Y4": 0.5028, "page": 0}, {"Word": "Citizens for Tax Justice, a Washington-based citizen \"watchdog\" group.", "Confidence": 0.98289, "X1": 0.13816, "Y1": 0.5032, "X2": 0.78026, "Y2": 0.503, "X3": 0.78026, "Y3": 0.5178, "X4": 0.13816, "Y4": 0.5168, "page": 0}, {"Word": "Because of the \"ad valorem\" nature of the tax, it would increase", "Confidence": 0.99508, "X1": 0.14079, "Y1": 0.5162, "X2": 0.72895, "Y2": 0.516, "X3": 0.72895, "Y3": 0.5308, "X4": 0.14079, "Y4": 0.5308, "page": 0}, {"Word": "automatically in future years. That's an initial increase of $.09 above", "Confidence": 0.99345, "X1": 0.14079, "Y1": 0.5302, "X2": 0.79868, "Y2": 0.53, "X3": 0.79868, "Y3": 0.5448, "X4": 0.14079, "Y4": 0.5448, "page": 0}, {"Word": "the current \"temporary\" level of $.16. I think, and I'm sure you'll agree,", "Confidence": 0.92831, "X1": 0.14079, "Y1": 0.5442, "X2": 0.82895, "Y2": 0.544, "X3": 0.82895, "Y3": 0.5588, "X4": 0.14079, "Y4": 0.5578, "page": 0}, {"Word": "that this is an excessive increase and an unnecessary burden for one type", "Confidence": 0.99362, "X1": 0.13947, "Y1": 0.5582, "X2": 0.80921, "Y2": 0.558, "X3": 0.80921, "Y3": 0.5728, "X4": 0.13947, "Y4": 0.5728, "page": 0}, {"Word": "of consumer to bear.", "Confidence": 0.99625, "X1": 0.14079, "Y1": 0.5732, "X2": 0.32632, "Y2": 0.573, "X3": 0.32632, "Y3": 0.5858, "X4": 0.14079, "Y4": 0.5868, "page": 0}, {"Word": "Debate will begin on this issue early next week in the Senate Finance", "Confidence": 0.99262, "X1": 0.14211, "Y1": 0.5992, "X2": 0.77895, "Y2": 0.599, "X3": 0.77895, "Y3": 0.6148, "X4": 0.14211, "Y4": 0.6148, "page": 0}, {"Word": "Committee. Your immediate action is essential. Please take the following", "Confidence": 0.9413, "X1": 0.14211, "Y1": 0.6132, "X2": 0.81974, "Y2": 0.613, "X3": 0.81974, "Y3": 0.6278, "X4": 0.14211, "Y4": 0.6278, "page": 0}, {"Word": "action:", "Confidence": 0.994, "X1": 0.14079, "Y1": 0.6292, "X2": 0.20658, "Y2": 0.629, "X3": 0.20789, "Y3": 0.6418, "X4": 0.14079, "Y4": 0.6428, "page": 0}, {"Word": "1. CALL the Maine member of the Committee -- Senator Mitchell -- at", "Confidence": 0.99031, "X1": 0.17895, "Y1": 0.6552, "X2": 0.76447, "Y2": 0.655, "X3": 0.76447, "Y3": 0.6698, "X4": 0.17895, "Y4": 0.6698, "page": 0}, {"Word": "the office nearest your office or at his Washington, DC", "Confidence": 0.995, "X1": 0.21316, "Y1": 0.6692, "X2": 0.72105, "Y2": 0.669, "X3": 0.72105, "Y3": 0.6828, "X4": 0.21316, "Y4": 0.6828, "page": 0}, {"Word": "office.", "Confidence": 0.992, "X1": 0.21579, "Y1": 0.6842, "X2": 0.28026, "Y2": 0.684, "X3": 0.28026, "Y3": 0.6968, "X4": 0.21579, "Y4": 0.6958, "page": 0}, {"Word": "2. WRITE a follow-up letter to the Senator via \"registered mail.\"", "Confidence": 0.98927, "X1": 0.17632, "Y1": 0.7072, "X2": 0.78684, "Y2": 0.707, "X3": 0.78684, "Y3": 0.7248, "X4": 0.17632, "Y4": 0.7258, "page": 0}, {"Word": "3. FOLLOW-UP with a call to the Senator in Washington next week", "Confidence": 0.95958, "X1": 0.18026, "Y1": 0.7362, "X2": 0.76447, "Y2": 0.736, "X3": 0.76447, "Y3": 0.7518, "X4": 0.18026, "Y4": 0.7508, "page": 0}, {"Word": "to see what action he took.", "Confidence": 0.99583, "X1": 0.21447, "Y1": 0.7522, "X2": 0.46711, "Y2": 0.752, "X3": 0.46711, "Y3": 0.7648, "X4": 0.21447, "Y4": 0.7638, "page": 0}, {"Word": "For your convenience and background, I have enclosed the following", "Confidence": 0.9906, "X1": 0.14211, "Y1": 0.7782, "X2": 0.75, "Y2": 0.778, "X3": 0.75, "Y3": 0.7938, "X4": 0.14211, "Y4": 0.7938, "page": 0}, {"Word": "materials:", "Confidence": 0.992, "X1": 0.14211, "Y1": 0.7932, "X2": 0.23553, "Y2": 0.793, "X3": 0.23553, "Y3": 0.8058, "X4": 0.14211, "Y4": 0.8078, "page": 0}, {"Word": "1. A copy of the statement of Citizens for Tax Justice.", "Confidence": 0.99109, "X1": 0.225, "Y1": 0.8202, "X2": 0.73947, "Y2": 0.82, "X3": 0.73947, "Y3": 0.8368, "X4": 0.225, "Y4": 0.8368, "page": 0}, {"Word": "NATIONAL OFFICE - 1875 1 STREET. NORTHWEST . WASHINGTON, DC: 2(MIG - 2812-457-4800", "Confidence": 0.64508, "X1": 0.22368, "Y1": 0.8672, "X2": 0.75658, "Y2": 0.867, "X3": 0.75658, "Y3": 0.8798, "X4": 0.22368, "Y4": 0.8798, "page": 0}, {"Word": "TI218221", "Confidence": 0.821, "X1": 0.90263, "Y1": 0.9832, "X2": 0.99737, "Y2": 0.983, "X3": 0.99868, "Y3": 0.9968, "X4": 0.90263, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": ".:", "Confidence": 0.441, "X1": 0.05, "Y1": 0.0392, "X2": 0.1, "Y2": 0.039, "X3": 0.10132, "Y3": 0.0648, "X4": 0.05132, "Y4": 0.0668, "page": 0, "Index": 0}, {"Word": "THE", "Confidence": 0.995, "X1": 0.21184, "Y1": 0.0552, "X2": 0.27237, "Y2": 0.055, "X3": 0.27105, "Y3": 0.0798, "X4": 0.21053, "Y4": 0.0798, "page": 0, "Index": 1}, {"Word": "TOBACCO", "Confidence": 0.997, "X1": 0.27895, "Y1": 0.0562, "X2": 0.41053, "Y2": 0.056, "X3": 0.41053, "Y3": 0.0798, "X4": 0.27763, "Y4": 0.0798, "page": 0, "Index": 2}, {"Word": "INSTITUTE", "Confidence": 0.995, "X1": 0.41711, "Y1": 0.0552, "X2": 0.58421, "Y2": 0.055, "X3": 0.58553, "Y3": 0.0798, "X4": 0.41711, "Y4": 0.0798, "page": 0, "Index": 3}, {"Word": "81", "Confidence": 0.033, "X1": 0.48553, "Y1": 0.0812, "X2": 0.49868, "Y2": 0.081, "X3": 0.49737, "Y3": 0.0918, "X4": 0.48421, "Y4": 0.0918, "page": 0, "Index": 4}, {"Word": "HALE", "Confidence": 0.958, "X1": 0.50132, "Y1": 0.0812, "X2": 0.53421, "Y2": 0.081, "X3": 0.53289, "Y3": 0.0928, "X4": 0.5, "Y4": 0.0918, "page": 0, "Index": 5}, {"Word": "STREET", "Confidence": 0.997, "X1": 0.53684, "Y1": 0.0802, "X2": 0.58289, "Y2": 0.08, "X3": 0.58289, "Y3": 0.0928, "X4": 0.53553, "Y4": 0.0928, "page": 0, "Index": 6}, {"Word": "DENNIS", "Confidence": 0.994, "X1": 0.72763, "Y1": 0.0822, "X2": 0.77237, "Y2": 0.082, "X3": 0.77237, "Y3": 0.0918, "X4": 0.72763, "Y4": 0.0918, "page": 0, "Index": 7}, {"Word": "M.", "Confidence": 0.991, "X1": 0.775, "Y1": 0.0822, "X2": 0.79079, "Y2": 0.082, "X3": 0.79079, "Y3": 0.0928, "X4": 0.775, "Y4": 0.0918, "page": 0, "Index": 8}, {"Word": "DYER", "Confidence": 0.985, "X1": 0.79342, "Y1": 0.0822, "X2": 0.82763, "Y2": 0.082, "X3": 0.82763, "Y3": 0.0928, "X4": 0.79342, "Y4": 0.0928, "page": 0, "Index": 9}, {"Word": "BEVERLY.", "Confidence": 0.785, "X1": 0.47105, "Y1": 0.0942, "X2": 0.52237, "Y2": 0.094, "X3": 0.52237, "Y3": 0.1038, "X4": 0.46974, "Y4": 0.1038, "page": 0, "Index": 10}, {"Word": "MA", "Confidence": 0.998, "X1": 0.525, "Y1": 0.0942, "X2": 0.54605, "Y2": 0.094, "X3": 0.54605, "Y3": 0.1048, "X4": 0.525, "Y4": 0.1038, "page": 0, "Index": 11}, {"Word": "01915", "Confidence": 0.934, "X1": 0.54868, "Y1": 0.0942, "X2": 0.58289, "Y2": 0.094, "X3": 0.58289, "Y3": 0.1048, "X4": 0.54868, "Y4": 0.1048, "page": 0, "Index": 12}, {"Word": "Regional", "Confidence": 0.8, "X1": 0.69342, "Y1": 0.0932, "X2": 0.74211, "Y2": 0.093, "X3": 0.74211, "Y3": 0.1048, "X4": 0.69342, "Y4": 0.1048, "page": 0, "Index": 13}, {"Word": "Vice", "Confidence": 0.987, "X1": 0.74474, "Y1": 0.0942, "X2": 0.77105, "Y2": 0.094, "X3": 0.76974, "Y3": 0.1048, "X4": 0.74474, "Y4": 0.1048, "page": 0, "Index": 14}, {"Word": "President", "Confidence": 0.804, "X1": 0.77368, "Y1": 0.0952, "X2": 0.83026, "Y2": 0.095, "X3": 0.82895, "Y3": 0.1048, "X4": 0.77368, "Y4": 0.1048, "page": 0, "Index": 15}, {"Word": "617.927-3990", "Confidence": 0.654, "X1": 0.75132, "Y1": 0.1062, "X2": 0.82763, "Y2": 0.106, "X3": 0.82763, "Y3": 0.1158, "X4": 0.75263, "Y4": 0.1158, "page": 0, "Index": 16}, {"Word": "1986", "Confidence": 0.988, "X1": 0.56579, "Y1": 0.1412, "X2": 0.60789, "Y2": 0.141, "X3": 0.60789, "Y3": 0.1578, "X4": 0.56579, "Y4": 0.1588, "page": 0, "Index": 17}, {"Word": "March", "Confidence": 0.997, "X1": 0.47368, "Y1": 0.1422, "X2": 0.525, "Y2": 0.142, "X3": 0.52368, "Y3": 0.1588, "X4": 0.47368, "Y4": 0.1578, "page": 0, "Index": 18}, {"Word": "28,", "Confidence": 0.998, "X1": 0.53158, "Y1": 0.1412, "X2": 0.56184, "Y2": 0.141, "X3": 0.56053, "Y3": 0.1588, "X4": 0.53026, "Y4": 0.1588, "page": 0, "Index": 19}, {"Word": "VIA", "Confidence": 0.988, "X1": 0.13947, "Y1": 0.1962, "X2": 0.16842, "Y2": 0.196, "X3": 0.16842, "Y3": 0.2108, "X4": 0.13947, "Y4": 0.2108, "page": 0, "Index": 20}, {"Word": "FEDERAL", "Confidence": 0.994, "X1": 0.175, "Y1": 0.1962, "X2": 0.24079, "Y2": 0.196, "X3": 0.24079, "Y3": 0.2108, "X4": 0.175, "Y4": 0.2108, "page": 0, "Index": 21}, {"Word": "EXPRESS", "Confidence": 0.996, "X1": 0.24737, "Y1": 0.1972, "X2": 0.31579, "Y2": 0.197, "X3": 0.31579, "Y3": 0.2118, "X4": 0.24737, "Y4": 0.2108, "page": 0, "Index": 22}, {"Word": "Mr.", "Confidence": 0.964, "X1": 0.13816, "Y1": 0.2252, "X2": 0.16974, "Y2": 0.225, "X3": 0.16842, "Y3": 0.2388, "X4": 0.13816, "Y4": 0.2398, "page": 0, "Index": 23}, {"Word": "Robert", "Confidence": 0.997, "X1": 0.17368, "Y1": 0.2252, "X2": 0.23158, "Y2": 0.225, "X3": 0.23026, "Y3": 0.2388, "X4": 0.17237, "Y4": 0.2388, "page": 0, "Index": 24}, {"Word": "J.", "Confidence": 0.998, "X1": 0.23947, "Y1": 0.2252, "X2": 0.26053, "Y2": 0.225, "X3": 0.26053, "Y3": 0.2388, "X4": 0.23816, "Y4": 0.2388, "page": 0, "Index": 25}, {"Word": "Nagle", "Confidence": 0.955, "X1": 0.26447, "Y1": 0.2252, "X2": 0.31447, "Y2": 0.225, "X3": 0.31316, "Y3": 0.2398, "X4": 0.26447, "Y4": 0.2388, "page": 0, "Index": 26}, {"Word": "Reid's", "Confidence": 0.994, "X1": 0.13947, "Y1": 0.2392, "X2": 0.19474, "Y2": 0.239, "X3": 0.19474, "Y3": 0.2518, "X4": 0.13947, "Y4": 0.2528, "page": 0, "Index": 27}, {"Word": "Confectionery", "Confidence": 0.991, "X1": 0.20132, "Y1": 0.2392, "X2": 0.32368, "Y2": 0.239, "X3": 0.32237, "Y3": 0.2538, "X4": 0.20132, "Y4": 0.2518, "page": 0, "Index": 28}, {"Word": "Company", "Confidence": 0.997, "X1": 0.33158, "Y1": 0.2392, "X2": 0.39737, "Y2": 0.239, "X3": 0.39605, "Y3": 0.2558, "X4": 0.33026, "Y4": 0.2538, "page": 0, "Index": 29}, {"Word": "Kendall", "Confidence": 0.666, "X1": 0.13947, "Y1": 0.2532, "X2": 0.20526, "Y2": 0.253, "X3": 0.20395, "Y3": 0.2648, "X4": 0.13947, "Y4": 0.2658, "page": 0, "Index": 30}, {"Word": "Street", "Confidence": 0.997, "X1": 0.21184, "Y1": 0.2532, "X2": 0.26842, "Y2": 0.253, "X3": 0.26579, "Y3": 0.2638, "X4": 0.21053, "Y4": 0.2648, "page": 0, "Index": 31}, {"Word": "Houlton,", "Confidence": 0.978, "X1": 0.13947, "Y1": 0.2662, "X2": 0.21447, "Y2": 0.266, "X3": 0.21447, "Y3": 0.2798, "X4": 0.13947, "Y4": 0.2798, "page": 0, "Index": 32}, {"Word": "ME", "Confidence": 0.998, "X1": 0.21842, "Y1": 0.2652, "X2": 0.24079, "Y2": 0.265, "X3": 0.24079, "Y3": 0.2798, "X4": 0.21842, "Y4": 0.2798, "page": 0, "Index": 33}, {"Word": "04730", "Confidence": 0.997, "X1": 0.25789, "Y1": 0.2662, "X2": 0.30658, "Y2": 0.266, "X3": 0.30526, "Y3": 0.2798, "X4": 0.25658, "Y4": 0.2798, "page": 0, "Index": 34}, {"Word": "Dear", "Confidence": 0.991, "X1": 0.13947, "Y1": 0.2942, "X2": 0.17763, "Y2": 0.294, "X3": 0.17632, "Y3": 0.3068, "X4": 0.13947, "Y4": 0.3078, "page": 0, "Index": 35}, {"Word": "Bob:", "Confidence": 0.991, "X1": 0.18289, "Y1": 0.2952, "X2": 0.22368, "Y2": 0.295, "X3": 0.22237, "Y3": 0.3078, "X4": 0.18158, "Y4": 0.3078, "page": 0, "Index": 36}, {"Word": "As", "Confidence": 0.997, "X1": 0.13947, "Y1": 0.3212, "X2": 0.15921, "Y2": 0.321, "X3": 0.15921, "Y3": 0.3358, "X4": 0.13947, "Y4": 0.3358, "page": 0, "Index": 37}, {"Word": "you", "Confidence": 0.998, "X1": 0.16447, "Y1": 0.3212, "X2": 0.19474, "Y2": 0.321, "X3": 0.19605, "Y3": 0.3358, "X4": 0.16579, "Y4": 0.3358, "page": 0, "Index": 38}, {"Word": "know,", "Confidence": 0.991, "X1": 0.2, "Y1": 0.3212, "X2": 0.25132, "Y2": 0.321, "X3": 0.25132, "Y3": 0.3358, "X4": 0.20132, "Y4": 0.3358, "page": 0, "Index": 39}, {"Word": "the", "Confidence": 0.998, "X1": 0.25658, "Y1": 0.3212, "X2": 0.28684, "Y2": 0.321, "X3": 0.28816, "Y3": 0.3358, "X4": 0.25789, "Y4": 0.3358, "page": 0, "Index": 40}, {"Word": "tax", "Confidence": 0.998, "X1": 0.29211, "Y1": 0.3212, "X2": 0.32368, "Y2": 0.321, "X3": 0.32368, "Y3": 0.3358, "X4": 0.29342, "Y4": 0.3358, "page": 0, "Index": 41}, {"Word": "burden", "Confidence": 0.996, "X1": 0.33026, "Y1": 0.3212, "X2": 0.38684, "Y2": 0.321, "X3": 0.38816, "Y3": 0.3358, "X4": 0.33026, "Y4": 0.3358, "page": 0, "Index": 42}, {"Word": "on", "Confidence": 0.998, "X1": 0.39342, "Y1": 0.3222, "X2": 0.41447, "Y2": 0.322, "X3": 0.41447, "Y3": 0.3358, "X4": 0.39474, "Y4": 0.3358, "page": 0, "Index": 43}, {"Word": "your", "Confidence": 0.987, "X1": 0.42105, "Y1": 0.3222, "X2": 0.46053, "Y2": 0.322, "X3": 0.46053, "Y3": 0.3358, "X4": 0.42105, "Y4": 0.3358, "page": 0, "Index": 44}, {"Word": "accounts", "Confidence": 0.995, "X1": 0.46711, "Y1": 0.3222, "X2": 0.54079, "Y2": 0.322, "X3": 0.54079, "Y3": 0.3358, "X4": 0.46711, "Y4": 0.3358, "page": 0, "Index": 45}, {"Word": "and", "Confidence": 0.998, "X1": 0.54737, "Y1": 0.3222, "X2": 0.57763, "Y2": 0.322, "X3": 0.57763, "Y3": 0.3368, "X4": 0.54737, "Y4": 0.3358, "page": 0, "Index": 46}, {"Word": "their", "Confidence": 0.996, "X1": 0.58553, "Y1": 0.3222, "X2": 0.63158, "Y2": 0.322, "X3": 0.63158, "Y3": 0.3368, "X4": 0.58553, "Y4": 0.3368, "page": 0, "Index": 47}, {"Word": "tobacco", "Confidence": 0.995, "X1": 0.63947, "Y1": 0.3222, "X2": 0.70789, "Y2": 0.322, "X3": 0.70789, "Y3": 0.3368, "X4": 0.63947, "Y4": 0.3368, "page": 0, "Index": 48}, {"Word": "customers", "Confidence": 0.994, "X1": 0.71316, "Y1": 0.3222, "X2": 0.79868, "Y2": 0.322, "X3": 0.79737, "Y3": 0.3378, "X4": 0.71316, "Y4": 0.3368, "page": 0, "Index": 49}, {"Word": "has", "Confidence": 0.996, "X1": 0.13947, "Y1": 0.3352, "X2": 0.16842, "Y2": 0.335, "X3": 0.16842, "Y3": 0.3488, "X4": 0.13947, "Y4": 0.3488, "page": 0, "Index": 50}, {"Word": "increased", "Confidence": 0.993, "X1": 0.17632, "Y1": 0.3352, "X2": 0.25921, "Y2": 0.335, "X3": 0.25921, "Y3": 0.3488, "X4": 0.17632, "Y4": 0.3488, "page": 0, "Index": 51}, {"Word": "dramatically", "Confidence": 0.992, "X1": 0.26579, "Y1": 0.3352, "X2": 0.37763, "Y2": 0.335, "X3": 0.37763, "Y3": 0.3498, "X4": 0.26579, "Y4": 0.3488, "page": 0, "Index": 52}, {"Word": "in", "Confidence": 0.998, "X1": 0.38553, "Y1": 0.3362, "X2": 0.40526, "Y2": 0.336, "X3": 0.40526, "Y3": 0.3498, "X4": 0.38553, "Y4": 0.3498, "page": 0, "Index": 53}, {"Word": "the", "Confidence": 0.998, "X1": 0.41184, "Y1": 0.3362, "X2": 0.44211, "Y2": 0.336, "X3": 0.44211, "Y3": 0.3498, "X4": 0.41184, "Y4": 0.3498, "page": 0, "Index": 54}, {"Word": "last", "Confidence": 0.988, "X1": 0.45, "Y1": 0.3362, "X2": 0.48684, "Y2": 0.336, "X3": 0.48684, "Y3": 0.3498, "X4": 0.44868, "Y4": 0.3498, "page": 0, "Index": 55}, {"Word": "few", "Confidence": 0.998, "X1": 0.49474, "Y1": 0.3362, "X2": 0.52368, "Y2": 0.336, "X3": 0.52237, "Y3": 0.3498, "X4": 0.49474, "Y4": 0.3498, "page": 0, "Index": 56}, {"Word": "years.", "Confidence": 0.996, "X1": 0.53026, "Y1": 0.3362, "X2": 0.58816, "Y2": 0.336, "X3": 0.58816, "Y3": 0.3498, "X4": 0.52895, "Y4": 0.3498, "page": 0, "Index": 57}, {"Word": "The", "Confidence": 0.998, "X1": 0.60395, "Y1": 0.3362, "X2": 0.63289, "Y2": 0.336, "X3": 0.63289, "Y3": 0.3498, "X4": 0.60263, "Y4": 0.3498, "page": 0, "Index": 58}, {"Word": "state's", "Confidence": 0.993, "X1": 0.63947, "Y1": 0.3362, "X2": 0.70658, "Y2": 0.336, "X3": 0.70658, "Y3": 0.3508, "X4": 0.63947, "Y4": 0.3498, "page": 0, "Index": 59}, {"Word": "cigarette", "Confidence": 0.995, "X1": 0.71316, "Y1": 0.3362, "X2": 0.79737, "Y2": 0.336, "X3": 0.79605, "Y3": 0.3508, "X4": 0.71316, "Y4": 0.3508, "page": 0, "Index": 60}, {"Word": "excise", "Confidence": 0.994, "X1": 0.14079, "Y1": 0.3502, "X2": 0.19474, "Y2": 0.35, "X3": 0.19474, "Y3": 0.3628, "X4": 0.14079, "Y4": 0.3628, "page": 0, "Index": 61}, {"Word": "tax", "Confidence": 0.998, "X1": 0.20263, "Y1": 0.3502, "X2": 0.23158, "Y2": 0.35, "X3": 0.23158, "Y3": 0.3628, "X4": 0.20263, "Y4": 0.3628, "page": 0, "Index": 62}, {"Word": "has", "Confidence": 0.971, "X1": 0.23684, "Y1": 0.3502, "X2": 0.26842, "Y2": 0.35, "X3": 0.26842, "Y3": 0.3628, "X4": 0.23684, "Y4": 0.3628, "page": 0, "Index": 63}, {"Word": "gone", "Confidence": 0.991, "X1": 0.27632, "Y1": 0.3502, "X2": 0.31447, "Y2": 0.35, "X3": 0.31447, "Y3": 0.3638, "X4": 0.275, "Y4": 0.3628, "page": 0, "Index": 64}, {"Word": "up", "Confidence": 0.998, "X1": 0.32105, "Y1": 0.3502, "X2": 0.34211, "Y2": 0.35, "X3": 0.34211, "Y3": 0.3638, "X4": 0.32105, "Y4": 0.3638, "page": 0, "Index": 65}, {"Word": "in", "Confidence": 0.998, "X1": 0.35132, "Y1": 0.3502, "X2": 0.36842, "Y2": 0.35, "X3": 0.36842, "Y3": 0.3638, "X4": 0.35132, "Y4": 0.3638, "page": 0, "Index": 66}, {"Word": "a", "Confidence": 0.996, "X1": 0.37763, "Y1": 0.3502, "X2": 0.38816, "Y2": 0.35, "X3": 0.38684, "Y3": 0.3638, "X4": 0.37763, "Y4": 0.3638, "page": 0, "Index": 67}, {"Word": "few", "Confidence": 0.998, "X1": 0.39474, "Y1": 0.3502, "X2": 0.42368, "Y2": 0.35, "X3": 0.42368, "Y3": 0.3638, "X4": 0.39474, "Y4": 0.3638, "page": 0, "Index": 68}, {"Word": "short", "Confidence": 0.997, "X1": 0.43158, "Y1": 0.3502, "X2": 0.47895, "Y2": 0.35, "X3": 0.47763, "Y3": 0.3638, "X4": 0.43026, "Y4": 0.3638, "page": 0, "Index": 69}, {"Word": "years.", "Confidence": 0.992, "X1": 0.48553, "Y1": 0.3492, "X2": 0.54342, "Y2": 0.349, "X3": 0.54211, "Y3": 0.3638, "X4": 0.48421, "Y4": 0.3638, "page": 0, "Index": 70}, {"Word": "In", "Confidence": 0.998, "X1": 0.55921, "Y1": 0.3492, "X2": 0.57763, "Y2": 0.349, "X3": 0.57763, "Y3": 0.3638, "X4": 0.55789, "Y4": 0.3638, "page": 0, "Index": 71}, {"Word": "1982", "Confidence": 0.981, "X1": 0.58684, "Y1": 0.3492, "X2": 0.625, "Y2": 0.349, "X3": 0.625, "Y3": 0.3628, "X4": 0.58553, "Y4": 0.3638, "page": 0, "Index": 72}, {"Word": "the", "Confidence": 0.998, "X1": 0.63158, "Y1": 0.3492, "X2": 0.66184, "Y2": 0.349, "X3": 0.66053, "Y3": 0.3628, "X4": 0.63158, "Y4": 0.3628, "page": 0, "Index": 73}, {"Word": "federal", "Confidence": 0.995, "X1": 0.66974, "Y1": 0.3492, "X2": 0.73553, "Y2": 0.349, "X3": 0.73421, "Y3": 0.3628, "X4": 0.66974, "Y4": 0.3628, "page": 0, "Index": 74}, {"Word": "government", "Confidence": 0.981, "X1": 0.14079, "Y1": 0.3642, "X2": 0.23158, "Y2": 0.364, "X3": 0.23158, "Y3": 0.3768, "X4": 0.14079, "Y4": 0.3768, "page": 0, "Index": 75}, {"Word": "imposed", "Confidence": 0.995, "X1": 0.23947, "Y1": 0.3632, "X2": 0.30526, "Y2": 0.363, "X3": 0.30526, "Y3": 0.3778, "X4": 0.23947, "Y4": 0.3768, "page": 0, "Index": 76}, {"Word": "a", "Confidence": 0.995, "X1": 0.31184, "Y1": 0.3632, "X2": 0.32237, "Y2": 0.363, "X3": 0.32237, "Y3": 0.3778, "X4": 0.31184, "Y4": 0.3778, "page": 0, "Index": 77}, {"Word": "$.08", "Confidence": 0.945, "X1": 0.33158, "Y1": 0.3632, "X2": 0.37105, "Y2": 0.363, "X3": 0.37105, "Y3": 0.3778, "X4": 0.33158, "Y4": 0.3778, "page": 0, "Index": 78}, {"Word": "per", "Confidence": 0.996, "X1": 0.37632, "Y1": 0.3632, "X2": 0.40526, "Y2": 0.363, "X3": 0.40526, "Y3": 0.3778, "X4": 0.37632, "Y4": 0.3778, "page": 0, "Index": 79}, {"Word": "pack", "Confidence": 0.99, "X1": 0.41184, "Y1": 0.3632, "X2": 0.45, "Y2": 0.363, "X3": 0.45, "Y3": 0.3778, "X4": 0.41184, "Y4": 0.3778, "page": 0, "Index": 80}, {"Word": "\"temporary\"", "Confidence": 0.991, "X1": 0.45921, "Y1": 0.3642, "X2": 0.56053, "Y2": 0.364, "X3": 0.56053, "Y3": 0.3778, "X4": 0.45921, "Y4": 0.3778, "page": 0, "Index": 81}, {"Word": "increase", "Confidence": 0.995, "X1": 0.56842, "Y1": 0.3642, "X2": 0.64211, "Y2": 0.364, "X3": 0.64211, "Y3": 0.3778, "X4": 0.56711, "Y4": 0.3778, "page": 0, "Index": 82}, {"Word": "on", "Confidence": 0.998, "X1": 0.65, "Y1": 0.3642, "X2": 0.66974, "Y2": 0.364, "X3": 0.66974, "Y3": 0.3778, "X4": 0.64868, "Y4": 0.3778, "page": 0, "Index": 83}, {"Word": "cigarettes.", "Confidence": 0.991, "X1": 0.67763, "Y1": 0.3642, "X2": 0.78026, "Y2": 0.364, "X3": 0.77895, "Y3": 0.3768, "X4": 0.67632, "Y4": 0.3778, "page": 0, "Index": 84}, {"Word": "During", "Confidence": 0.994, "X1": 0.14079, "Y1": 0.3772, "X2": 0.19474, "Y2": 0.377, "X3": 0.19474, "Y3": 0.3908, "X4": 0.14079, "Y4": 0.3908, "page": 0, "Index": 85}, {"Word": "the", "Confidence": 0.998, "X1": 0.20132, "Y1": 0.3772, "X2": 0.23158, "Y2": 0.377, "X3": 0.23158, "Y3": 0.3908, "X4": 0.20132, "Y4": 0.3908, "page": 0, "Index": 86}, {"Word": "past", "Confidence": 0.989, "X1": 0.23816, "Y1": 0.3772, "X2": 0.27632, "Y2": 0.377, "X3": 0.27632, "Y3": 0.3908, "X4": 0.23816, "Y4": 0.3908, "page": 0, "Index": 87}, {"Word": "six", "Confidence": 0.998, "X1": 0.28421, "Y1": 0.3772, "X2": 0.31316, "Y2": 0.377, "X3": 0.31316, "Y3": 0.3908, "X4": 0.28421, "Y4": 0.3908, "page": 0, "Index": 88}, {"Word": "months,", "Confidence": 0.996, "X1": 0.32105, "Y1": 0.3772, "X2": 0.38816, "Y2": 0.377, "X3": 0.38816, "Y3": 0.3908, "X4": 0.32105, "Y4": 0.3908, "page": 0, "Index": 89}, {"Word": "that", "Confidence": 0.986, "X1": 0.39474, "Y1": 0.3772, "X2": 0.43289, "Y2": 0.377, "X3": 0.43289, "Y3": 0.3908, "X4": 0.39474, "Y4": 0.3908, "page": 0, "Index": 90}, {"Word": "increase", "Confidence": 0.995, "X1": 0.43947, "Y1": 0.3772, "X2": 0.51316, "Y2": 0.377, "X3": 0.51447, "Y3": 0.3908, "X4": 0.44079, "Y4": 0.3908, "page": 0, "Index": 91}, {"Word": "has", "Confidence": 0.998, "X1": 0.51974, "Y1": 0.3772, "X2": 0.55, "Y2": 0.377, "X3": 0.55132, "Y3": 0.3908, "X4": 0.51974, "Y4": 0.3908, "page": 0, "Index": 92}, {"Word": "been", "Confidence": 0.988, "X1": 0.55658, "Y1": 0.3772, "X2": 0.59605, "Y2": 0.377, "X3": 0.59605, "Y3": 0.3908, "X4": 0.55658, "Y4": 0.3908, "page": 0, "Index": 93}, {"Word": "extended", "Confidence": 0.995, "X1": 0.60263, "Y1": 0.3772, "X2": 0.67895, "Y2": 0.377, "X3": 0.68026, "Y3": 0.3908, "X4": 0.60263, "Y4": 0.3908, "page": 0, "Index": 94}, {"Word": "five", "Confidence": 0.991, "X1": 0.68684, "Y1": 0.3772, "X2": 0.725, "Y2": 0.377, "X3": 0.725, "Y3": 0.3908, "X4": 0.68684, "Y4": 0.3908, "page": 0, "Index": 95}, {"Word": "times.", "Confidence": 0.995, "X1": 0.73158, "Y1": 0.3772, "X2": 0.78947, "Y2": 0.377, "X3": 0.78947, "Y3": 0.3908, "X4": 0.73289, "Y4": 0.3908, "page": 0, "Index": 96}, {"Word": "There", "Confidence": 0.994, "X1": 0.14079, "Y1": 0.3912, "X2": 0.18684, "Y2": 0.391, "X3": 0.18684, "Y3": 0.4048, "X4": 0.13947, "Y4": 0.4048, "page": 0, "Index": 97}, {"Word": "is", "Confidence": 0.998, "X1": 0.19342, "Y1": 0.3912, "X2": 0.21316, "Y2": 0.391, "X3": 0.21184, "Y3": 0.4048, "X4": 0.19342, "Y4": 0.4048, "page": 0, "Index": 98}, {"Word": "a", "Confidence": 0.995, "X1": 0.22105, "Y1": 0.3912, "X2": 0.23158, "Y2": 0.391, "X3": 0.23158, "Y3": 0.4048, "X4": 0.22105, "Y4": 0.4048, "page": 0, "Index": 99}, {"Word": "current", "Confidence": 0.995, "X1": 0.23816, "Y1": 0.3912, "X2": 0.30658, "Y2": 0.391, "X3": 0.30658, "Y3": 0.4048, "X4": 0.23816, "Y4": 0.4048, "page": 0, "Index": 100}, {"Word": "move", "Confidence": 0.991, "X1": 0.31184, "Y1": 0.3912, "X2": 0.35263, "Y2": 0.391, "X3": 0.35263, "Y3": 0.4058, "X4": 0.31184, "Y4": 0.4048, "page": 0, "Index": 101}, {"Word": "to", "Confidence": 0.998, "X1": 0.35789, "Y1": 0.3912, "X2": 0.37895, "Y2": 0.391, "X3": 0.37895, "Y3": 0.4058, "X4": 0.35789, "Y4": 0.4058, "page": 0, "Index": 102}, {"Word": "extend", "Confidence": 0.996, "X1": 0.38553, "Y1": 0.3912, "X2": 0.44342, "Y2": 0.391, "X3": 0.44342, "Y3": 0.4058, "X4": 0.38553, "Y4": 0.4058, "page": 0, "Index": 103}, {"Word": "it", "Confidence": 0.998, "X1": 0.45, "Y1": 0.3912, "X2": 0.46974, "Y2": 0.391, "X3": 0.46974, "Y3": 0.4058, "X4": 0.45, "Y4": 0.4058, "page": 0, "Index": 104}, {"Word": "again,", "Confidence": 0.996, "X1": 0.47632, "Y1": 0.3912, "X2": 0.53421, "Y2": 0.391, "X3": 0.53421, "Y3": 0.4058, "X4": 0.47632, "Y4": 0.4058, "page": 0, "Index": 105}, {"Word": "and", "Confidence": 0.998, "X1": 0.53947, "Y1": 0.3912, "X2": 0.56974, "Y2": 0.391, "X3": 0.56974, "Y3": 0.4058, "X4": 0.53947, "Y4": 0.4058, "page": 0, "Index": 106}, {"Word": "the", "Confidence": 0.998, "X1": 0.575, "Y1": 0.3912, "X2": 0.60526, "Y2": 0.391, "X3": 0.60526, "Y3": 0.4058, "X4": 0.575, "Y4": 0.4058, "page": 0, "Index": 107}, {"Word": "\"Budget", "Confidence": 0.991, "X1": 0.61316, "Y1": 0.3912, "X2": 0.68026, "Y2": 0.391, "X3": 0.68026, "Y3": 0.4058, "X4": 0.61316, "Y4": 0.4058, "page": 0, "Index": 108}, {"Word": "Reconciliation", "Confidence": 0.991, "X1": 0.68553, "Y1": 0.3912, "X2": 0.81579, "Y2": 0.391, "X3": 0.81579, "Y3": 0.4058, "X4": 0.68553, "Y4": 0.4058, "page": 0, "Index": 109}, {"Word": "Package\"", "Confidence": 0.905, "X1": 0.14079, "Y1": 0.4052, "X2": 0.21447, "Y2": 0.405, "X3": 0.21447, "Y3": 0.4188, "X4": 0.14079, "Y4": 0.4178, "page": 0, "Index": 110}, {"Word": "would", "Confidence": 0.998, "X1": 0.21842, "Y1": 0.4052, "X2": 0.26974, "Y2": 0.405, "X3": 0.26842, "Y3": 0.4188, "X4": 0.21842, "Y4": 0.4188, "page": 0, "Index": 111}, {"Word": "make", "Confidence": 0.988, "X1": 0.275, "Y1": 0.4052, "X2": 0.31579, "Y2": 0.405, "X3": 0.31447, "Y3": 0.4188, "X4": 0.275, "Y4": 0.4188, "page": 0, "Index": 112}, {"Word": "it", "Confidence": 0.998, "X1": 0.32368, "Y1": 0.4052, "X2": 0.34342, "Y2": 0.405, "X3": 0.34342, "Y3": 0.4198, "X4": 0.32368, "Y4": 0.4188, "page": 0, "Index": 113}, {"Word": "permanent", "Confidence": 0.994, "X1": 0.34868, "Y1": 0.4052, "X2": 0.43421, "Y2": 0.405, "X3": 0.43421, "Y3": 0.4198, "X4": 0.34868, "Y4": 0.4198, "page": 0, "Index": 114}, {"Word": "at", "Confidence": 0.998, "X1": 0.44079, "Y1": 0.4042, "X2": 0.46053, "Y2": 0.404, "X3": 0.46053, "Y3": 0.4198, "X4": 0.44079, "Y4": 0.4198, "page": 0, "Index": 115}, {"Word": "$.16.", "Confidence": 0.994, "X1": 0.46711, "Y1": 0.4042, "X2": 0.51316, "Y2": 0.404, "X3": 0.51316, "Y3": 0.4198, "X4": 0.46711, "Y4": 0.4198, "page": 0, "Index": 116}, {"Word": "Now", "Confidence": 0.998, "X1": 0.13947, "Y1": 0.4342, "X2": 0.16711, "Y2": 0.434, "X3": 0.16711, "Y3": 0.4478, "X4": 0.13947, "Y4": 0.4478, "page": 0, "Index": 117}, {"Word": "an", "Confidence": 0.997, "X1": 0.17632, "Y1": 0.4332, "X2": 0.19605, "Y2": 0.433, "X3": 0.19605, "Y3": 0.4478, "X4": 0.17632, "Y4": 0.4478, "page": 0, "Index": 118}, {"Word": "even", "Confidence": 0.989, "X1": 0.20263, "Y1": 0.4332, "X2": 0.24079, "Y2": 0.433, "X3": 0.24079, "Y3": 0.4478, "X4": 0.20132, "Y4": 0.4478, "page": 0, "Index": 119}, {"Word": "more", "Confidence": 0.991, "X1": 0.24605, "Y1": 0.4332, "X2": 0.28684, "Y2": 0.433, "X3": 0.28684, "Y3": 0.4478, "X4": 0.24605, "Y4": 0.4478, "page": 0, "Index": 120}, {"Word": "punitive", "Confidence": 0.994, "X1": 0.29342, "Y1": 0.4332, "X2": 0.37105, "Y2": 0.433, "X3": 0.37105, "Y3": 0.4478, "X4": 0.29342, "Y4": 0.4478, "page": 0, "Index": 121}, {"Word": "tax", "Confidence": 0.998, "X1": 0.37632, "Y1": 0.4332, "X2": 0.40658, "Y2": 0.433, "X3": 0.40658, "Y3": 0.4478, "X4": 0.37632, "Y4": 0.4478, "page": 0, "Index": 122}, {"Word": "Washington.", "Confidence": 0.992, "X1": 0.60263, "Y1": 0.4332, "X2": 0.70921, "Y2": 0.433, "X3": 0.70921, "Y3": 0.4478, "X4": 0.60132, "Y4": 0.4488, "page": 0, "Index": 123}, {"Word": "The", "Confidence": 0.998, "X1": 0.72368, "Y1": 0.4342, "X2": 0.75263, "Y2": 0.434, "X3": 0.75263, "Y3": 0.4478, "X4": 0.72368, "Y4": 0.4478, "page": 0, "Index": 124}, {"Word": "is", "Confidence": 0.998, "X1": 0.41316, "Y1": 0.4332, "X2": 0.43289, "Y2": 0.433, "X3": 0.43289, "Y3": 0.4488, "X4": 0.41316, "Y4": 0.4478, "page": 0, "Index": 125}, {"Word": "being", "Confidence": 0.997, "X1": 0.43947, "Y1": 0.4332, "X2": 0.48947, "Y2": 0.433, "X3": 0.48816, "Y3": 0.4488, "X4": 0.43947, "Y4": 0.4488, "page": 0, "Index": 126}, {"Word": "proposed", "Confidence": 0.995, "X1": 0.49342, "Y1": 0.4332, "X2": 0.57105, "Y2": 0.433, "X3": 0.56974, "Y3": 0.4488, "X4": 0.49342, "Y4": 0.4488, "page": 0, "Index": 127}, {"Word": "in", "Confidence": 0.997, "X1": 0.57763, "Y1": 0.4332, "X2": 0.59605, "Y2": 0.433, "X3": 0.59605, "Y3": 0.4488, "X4": 0.57763, "Y4": 0.4488, "page": 0, "Index": 128}, {"Word": "architect", "Confidence": 0.992, "X1": 0.14079, "Y1": 0.4472, "X2": 0.22368, "Y2": 0.447, "X3": 0.22237, "Y3": 0.4608, "X4": 0.14079, "Y4": 0.4608, "page": 0, "Index": 129}, {"Word": "of", "Confidence": 0.998, "X1": 0.23026, "Y1": 0.4472, "X2": 0.25132, "Y2": 0.447, "X3": 0.25132, "Y3": 0.4608, "X4": 0.22895, "Y4": 0.4608, "page": 0, "Index": 130}, {"Word": "the", "Confidence": 0.998, "X1": 0.25658, "Y1": 0.4472, "X2": 0.28684, "Y2": 0.447, "X3": 0.28684, "Y3": 0.4608, "X4": 0.25658, "Y4": 0.4608, "page": 0, "Index": 131}, {"Word": "new", "Confidence": 0.955, "X1": 0.29342, "Y1": 0.4472, "X2": 0.32368, "Y2": 0.447, "X3": 0.32368, "Y3": 0.4608, "X4": 0.29342, "Y4": 0.4608, "page": 0, "Index": 132}, {"Word": "tax", "Confidence": 0.998, "X1": 0.33158, "Y1": 0.4472, "X2": 0.36053, "Y2": 0.447, "X3": 0.36053, "Y3": 0.4608, "X4": 0.33158, "Y4": 0.4608, "page": 0, "Index": 133}, {"Word": "increase", "Confidence": 0.995, "X1": 0.36974, "Y1": 0.4472, "X2": 0.44342, "Y2": 0.447, "X3": 0.44211, "Y3": 0.4608, "X4": 0.36842, "Y4": 0.4608, "page": 0, "Index": 134}, {"Word": "is", "Confidence": 0.998, "X1": 0.45132, "Y1": 0.4472, "X2": 0.46842, "Y2": 0.447, "X3": 0.46842, "Y3": 0.4608, "X4": 0.45, "Y4": 0.4608, "page": 0, "Index": 135}, {"Word": "Republican", "Confidence": 0.994, "X1": 0.475, "Y1": 0.4472, "X2": 0.56974, "Y2": 0.447, "X3": 0.56842, "Y3": 0.4608, "X4": 0.475, "Y4": 0.4608, "page": 0, "Index": 136}, {"Word": "Senator", "Confidence": 0.995, "X1": 0.57632, "Y1": 0.4472, "X2": 0.64342, "Y2": 0.447, "X3": 0.64211, "Y3": 0.4608, "X4": 0.575, "Y4": 0.4608, "page": 0, "Index": 137}, {"Word": "Robert", "Confidence": 0.996, "X1": 0.65, "Y1": 0.4472, "X2": 0.70789, "Y2": 0.447, "X3": 0.70658, "Y3": 0.4608, "X4": 0.64868, "Y4": 0.4608, "page": 0, "Index": 138}, {"Word": "Packwood", "Confidence": 0.994, "X1": 0.71447, "Y1": 0.4472, "X2": 0.79079, "Y2": 0.447, "X3": 0.78947, "Y3": 0.4608, "X4": 0.71316, "Y4": 0.4608, "page": 0, "Index": 139}, {"Word": "of", "Confidence": 0.995, "X1": 0.79737, "Y1": 0.4472, "X2": 0.81842, "Y2": 0.447, "X3": 0.81711, "Y3": 0.4608, "X4": 0.79474, "Y4": 0.4608, "page": 0, "Index": 140}, {"Word": "Oregon.", "Confidence": 0.991, "X1": 0.14079, "Y1": 0.4612, "X2": 0.20658, "Y2": 0.461, "X3": 0.20526, "Y3": 0.4758, "X4": 0.13947, "Y4": 0.4758, "page": 0, "Index": 141}, {"Word": "Last", "Confidence": 0.988, "X1": 0.21974, "Y1": 0.4612, "X2": 0.26053, "Y2": 0.461, "X3": 0.25921, "Y3": 0.4758, "X4": 0.21842, "Y4": 0.4758, "page": 0, "Index": 142}, {"Word": "week", "Confidence": 0.987, "X1": 0.26711, "Y1": 0.4612, "X2": 0.30658, "Y2": 0.461, "X3": 0.30526, "Y3": 0.4758, "X4": 0.26579, "Y4": 0.4758, "page": 0, "Index": 143}, {"Word": "the", "Confidence": 0.998, "X1": 0.31447, "Y1": 0.4612, "X2": 0.34474, "Y2": 0.461, "X3": 0.34211, "Y3": 0.4758, "X4": 0.31316, "Y4": 0.4758, "page": 0, "Index": 144}, {"Word": "Senator", "Confidence": 0.993, "X1": 0.35, "Y1": 0.4612, "X2": 0.41711, "Y2": 0.461, "X3": 0.41579, "Y3": 0.4758, "X4": 0.34868, "Y4": 0.4758, "page": 0, "Index": 145}, {"Word": "proposed", "Confidence": 0.995, "X1": 0.42237, "Y1": 0.4612, "X2": 0.49868, "Y2": 0.461, "X3": 0.49737, "Y3": 0.4758, "X4": 0.42105, "Y4": 0.4758, "page": 0, "Index": 146}, {"Word": "that", "Confidence": 0.991, "X1": 0.50526, "Y1": 0.4612, "X2": 0.54342, "Y2": 0.461, "X3": 0.54211, "Y3": 0.4758, "X4": 0.50395, "Y4": 0.4758, "page": 0, "Index": 147}, {"Word": "he", "Confidence": 0.994, "X1": 0.54868, "Y1": 0.4612, "X2": 0.57105, "Y2": 0.461, "X3": 0.56974, "Y3": 0.4758, "X4": 0.54737, "Y4": 0.4758, "page": 0, "Index": 148}, {"Word": "would", "Confidence": 0.993, "X1": 0.57632, "Y1": 0.4612, "X2": 0.625, "Y2": 0.461, "X3": 0.62368, "Y3": 0.4758, "X4": 0.575, "Y4": 0.4758, "page": 0, "Index": 149}, {"Word": "offer", "Confidence": 0.997, "X1": 0.63289, "Y1": 0.4622, "X2": 0.68158, "Y2": 0.462, "X3": 0.68026, "Y3": 0.4758, "X4": 0.63158, "Y4": 0.4758, "page": 0, "Index": 150}, {"Word": "an", "Confidence": 0.997, "X1": 0.68816, "Y1": 0.4622, "X2": 0.70921, "Y2": 0.462, "X3": 0.70789, "Y3": 0.4758, "X4": 0.68684, "Y4": 0.4758, "page": 0, "Index": 151}, {"Word": "amendment", "Confidence": 0.994, "X1": 0.71579, "Y1": 0.4622, "X2": 0.8, "Y2": 0.462, "X3": 0.79868, "Y3": 0.4758, "X4": 0.71447, "Y4": 0.4758, "page": 0, "Index": 152}, {"Word": "changing", "Confidence": 0.995, "X1": 0.14211, "Y1": 0.4752, "X2": 0.21579, "Y2": 0.475, "X3": 0.21447, "Y3": 0.4898, "X4": 0.14079, "Y4": 0.4898, "page": 0, "Index": 153}, {"Word": "the", "Confidence": 0.998, "X1": 0.22105, "Y1": 0.4752, "X2": 0.25263, "Y2": 0.475, "X3": 0.25132, "Y3": 0.4898, "X4": 0.21974, "Y4": 0.4898, "page": 0, "Index": 154}, {"Word": "current", "Confidence": 0.996, "X1": 0.25789, "Y1": 0.4752, "X2": 0.325, "Y2": 0.475, "X3": 0.32368, "Y3": 0.4898, "X4": 0.25658, "Y4": 0.4898, "page": 0, "Index": 155}, {"Word": "tax", "Confidence": 0.998, "X1": 0.33158, "Y1": 0.4752, "X2": 0.36184, "Y2": 0.475, "X3": 0.36053, "Y3": 0.4898, "X4": 0.33158, "Y4": 0.4898, "page": 0, "Index": 156}, {"Word": "to", "Confidence": 0.997, "X1": 0.36842, "Y1": 0.4752, "X2": 0.38947, "Y2": 0.475, "X3": 0.38816, "Y3": 0.4898, "X4": 0.36711, "Y4": 0.4898, "page": 0, "Index": 157}, {"Word": "an", "Confidence": 0.998, "X1": 0.39605, "Y1": 0.4752, "X2": 0.41579, "Y2": 0.475, "X3": 0.41447, "Y3": 0.4898, "X4": 0.39474, "Y4": 0.4898, "page": 0, "Index": 158}, {"Word": "\"ad", "Confidence": 0.998, "X1": 0.42368, "Y1": 0.4752, "X2": 0.45263, "Y2": 0.475, "X3": 0.45132, "Y3": 0.4898, "X4": 0.42237, "Y4": 0.4898, "page": 0, "Index": 159}, {"Word": "valorem\"", "Confidence": 0.991, "X1": 0.46053, "Y1": 0.4752, "X2": 0.53553, "Y2": 0.475, "X3": 0.53421, "Y3": 0.4898, "X4": 0.45921, "Y4": 0.4898, "page": 0, "Index": 160}, {"Word": "tax.", "Confidence": 0.984, "X1": 0.54079, "Y1": 0.4752, "X2": 0.58026, "Y2": 0.475, "X3": 0.58026, "Y3": 0.4898, "X4": 0.53947, "Y4": 0.4898, "page": 0, "Index": 161}, {"Word": "The", "Confidence": 0.998, "X1": 0.59474, "Y1": 0.4752, "X2": 0.625, "Y2": 0.475, "X3": 0.62368, "Y3": 0.4898, "X4": 0.59474, "Y4": 0.4898, "page": 0, "Index": 162}, {"Word": "initial", "Confidence": 0.994, "X1": 0.63289, "Y1": 0.4752, "X2": 0.69868, "Y2": 0.475, "X3": 0.69868, "Y3": 0.4898, "X4": 0.63158, "Y4": 0.4898, "page": 0, "Index": 163}, {"Word": "increase", "Confidence": 0.995, "X1": 0.70658, "Y1": 0.4752, "X2": 0.78158, "Y2": 0.475, "X3": 0.78026, "Y3": 0.4898, "X4": 0.70658, "Y4": 0.4898, "page": 0, "Index": 164}, {"Word": "under", "Confidence": 0.994, "X1": 0.14079, "Y1": 0.4902, "X2": 0.18684, "Y2": 0.49, "X3": 0.18684, "Y3": 0.5028, "X4": 0.14079, "Y4": 0.5028, "page": 0, "Index": 165}, {"Word": "the", "Confidence": 0.998, "X1": 0.19342, "Y1": 0.4902, "X2": 0.22368, "Y2": 0.49, "X3": 0.22368, "Y3": 0.5028, "X4": 0.19342, "Y4": 0.5028, "page": 0, "Index": 166}, {"Word": "new", "Confidence": 0.998, "X1": 0.22895, "Y1": 0.4902, "X2": 0.26053, "Y2": 0.49, "X3": 0.25921, "Y3": 0.5028, "X4": 0.22895, "Y4": 0.5028, "page": 0, "Index": 167}, {"Word": "scheme", "Confidence": 0.997, "X1": 0.26711, "Y1": 0.4892, "X2": 0.325, "Y2": 0.489, "X3": 0.325, "Y3": 0.5038, "X4": 0.26711, "Y4": 0.5028, "page": 0, "Index": 168}, {"Word": "would", "Confidence": 0.998, "X1": 0.33026, "Y1": 0.4892, "X2": 0.38026, "Y2": 0.489, "X3": 0.37895, "Y3": 0.5038, "X4": 0.33026, "Y4": 0.5038, "page": 0, "Index": 169}, {"Word": "bring", "Confidence": 0.998, "X1": 0.38684, "Y1": 0.4892, "X2": 0.43553, "Y2": 0.489, "X3": 0.43421, "Y3": 0.5038, "X4": 0.38553, "Y4": 0.5038, "page": 0, "Index": 170}, {"Word": "the", "Confidence": 0.998, "X1": 0.44211, "Y1": 0.4892, "X2": 0.47105, "Y2": 0.489, "X3": 0.47105, "Y3": 0.5038, "X4": 0.44079, "Y4": 0.5038, "page": 0, "Index": 171}, {"Word": "tax", "Confidence": 0.998, "X1": 0.47763, "Y1": 0.4892, "X2": 0.50658, "Y2": 0.489, "X3": 0.50658, "Y3": 0.5038, "X4": 0.47632, "Y4": 0.5038, "page": 0, "Index": 172}, {"Word": "to", "Confidence": 0.998, "X1": 0.51316, "Y1": 0.4892, "X2": 0.53421, "Y2": 0.489, "X3": 0.53289, "Y3": 0.5038, "X4": 0.51316, "Y4": 0.5038, "page": 0, "Index": 173}, {"Word": "$.", "Confidence": 0.995, "X1": 0.54079, "Y1": 0.4892, "X2": 0.55658, "Y2": 0.489, "X3": 0.55526, "Y3": 0.5038, "X4": 0.53947, "Y4": 0.5038, "page": 0, "Index": 174}, {"Word": "25", "Confidence": 0.994, "X1": 0.56053, "Y1": 0.4892, "X2": 0.58158, "Y2": 0.489, "X3": 0.58026, "Y3": 0.5038, "X4": 0.55921, "Y4": 0.5038, "page": 0, "Index": 175}, {"Word": "per", "Confidence": 0.998, "X1": 0.58553, "Y1": 0.4892, "X2": 0.61579, "Y2": 0.489, "X3": 0.61447, "Y3": 0.5038, "X4": 0.58553, "Y4": 0.5038, "page": 0, "Index": 176}, {"Word": "pack,", "Confidence": 0.997, "X1": 0.62237, "Y1": 0.4892, "X2": 0.67368, "Y2": 0.489, "X3": 0.67237, "Y3": 0.5038, "X4": 0.62105, "Y4": 0.5038, "page": 0, "Index": 177}, {"Word": "according", "Confidence": 0.995, "X1": 0.68026, "Y1": 0.4892, "X2": 0.76316, "Y2": 0.489, "X3": 0.76184, "Y3": 0.5028, "X4": 0.67895, "Y4": 0.5038, "page": 0, "Index": 178}, {"Word": "to", "Confidence": 0.998, "X1": 0.76842, "Y1": 0.4892, "X2": 0.78947, "Y2": 0.489, "X3": 0.78816, "Y3": 0.5028, "X4": 0.76711, "Y4": 0.5028, "page": 0, "Index": 179}, {"Word": "the", "Confidence": 0.998, "X1": 0.79737, "Y1": 0.4892, "X2": 0.82763, "Y2": 0.489, "X3": 0.82632, "Y3": 0.5028, "X4": 0.79605, "Y4": 0.5028, "page": 0, "Index": 180}, {"Word": "Citizens", "Confidence": 0.994, "X1": 0.13947, "Y1": 0.5042, "X2": 0.21447, "Y2": 0.504, "X3": 0.21447, "Y3": 0.5178, "X4": 0.13947, "Y4": 0.5178, "page": 0, "Index": 181}, {"Word": "for", "Confidence": 0.998, "X1": 0.22237, "Y1": 0.5042, "X2": 0.25132, "Y2": 0.504, "X3": 0.25132, "Y3": 0.5178, "X4": 0.22237, "Y4": 0.5178, "page": 0, "Index": 182}, {"Word": "Tax", "Confidence": 0.998, "X1": 0.25789, "Y1": 0.5032, "X2": 0.28684, "Y2": 0.503, "X3": 0.28684, "Y3": 0.5178, "X4": 0.25789, "Y4": 0.5178, "page": 0, "Index": 183}, {"Word": "Justice,", "Confidence": 0.994, "X1": 0.29342, "Y1": 0.5032, "X2": 0.37237, "Y2": 0.503, "X3": 0.37237, "Y3": 0.5178, "X4": 0.29342, "Y4": 0.5178, "page": 0, "Index": 184}, {"Word": "a", "Confidence": 0.998, "X1": 0.37763, "Y1": 0.5032, "X2": 0.38816, "Y2": 0.503, "X3": 0.38816, "Y3": 0.5178, "X4": 0.37763, "Y4": 0.5178, "page": 0, "Index": 185}, {"Word": "Washington-based", "Confidence": 0.906, "X1": 0.39342, "Y1": 0.5032, "X2": 0.54342, "Y2": 0.503, "X3": 0.54342, "Y3": 0.5178, "X4": 0.39342, "Y4": 0.5178, "page": 0, "Index": 186}, {"Word": "citizen", "Confidence": 0.991, "X1": 0.55, "Y1": 0.5032, "X2": 0.61579, "Y2": 0.503, "X3": 0.61579, "Y3": 0.5178, "X4": 0.55, "Y4": 0.5178, "page": 0, "Index": 187}, {"Word": "\"watchdog\"", "Confidence": 0.991, "X1": 0.62368, "Y1": 0.5042, "X2": 0.71842, "Y2": 0.504, "X3": 0.71842, "Y3": 0.5178, "X4": 0.62368, "Y4": 0.5178, "page": 0, "Index": 188}, {"Word": "group.", "Confidence": 0.976, "X1": 0.72368, "Y1": 0.5052, "X2": 0.78026, "Y2": 0.505, "X3": 0.78026, "Y3": 0.5188, "X4": 0.72368, "Y4": 0.5178, "page": 0, "Index": 189}, {"Word": "Because", "Confidence": 0.996, "X1": 0.14079, "Y1": 0.5182, "X2": 0.20526, "Y2": 0.518, "X3": 0.20526, "Y3": 0.5308, "X4": 0.14079, "Y4": 0.5308, "page": 0, "Index": 190}, {"Word": "of", "Confidence": 0.991, "X1": 0.21184, "Y1": 0.5182, "X2": 0.23421, "Y2": 0.518, "X3": 0.23289, "Y3": 0.5318, "X4": 0.21184, "Y4": 0.5318, "page": 0, "Index": 191}, {"Word": "the", "Confidence": 0.998, "X1": 0.24079, "Y1": 0.5172, "X2": 0.26974, "Y2": 0.517, "X3": 0.26974, "Y3": 0.5318, "X4": 0.23947, "Y4": 0.5318, "page": 0, "Index": 192}, {"Word": "\"ad", "Confidence": 0.998, "X1": 0.27763, "Y1": 0.5172, "X2": 0.30658, "Y2": 0.517, "X3": 0.30658, "Y3": 0.5318, "X4": 0.27632, "Y4": 0.5318, "page": 0, "Index": 193}, {"Word": "valorem\"", "Confidence": 0.994, "X1": 0.31447, "Y1": 0.5172, "X2": 0.39079, "Y2": 0.517, "X3": 0.38947, "Y3": 0.5318, "X4": 0.31316, "Y4": 0.5318, "page": 0, "Index": 194}, {"Word": "nature", "Confidence": 0.994, "X1": 0.39605, "Y1": 0.5172, "X2": 0.45132, "Y2": 0.517, "X3": 0.45132, "Y3": 0.5318, "X4": 0.39474, "Y4": 0.5318, "page": 0, "Index": 195}, {"Word": "of", "Confidence": 0.991, "X1": 0.45921, "Y1": 0.5172, "X2": 0.48158, "Y2": 0.517, "X3": 0.48026, "Y3": 0.5318, "X4": 0.45921, "Y4": 0.5318, "page": 0, "Index": 196}, {"Word": "the", "Confidence": 0.998, "X1": 0.48684, "Y1": 0.5172, "X2": 0.51711, "Y2": 0.517, "X3": 0.51579, "Y3": 0.5318, "X4": 0.48553, "Y4": 0.5318, "page": 0, "Index": 197}, {"Word": "tax,", "Confidence": 0.99, "X1": 0.52237, "Y1": 0.5172, "X2": 0.56316, "Y2": 0.517, "X3": 0.56184, "Y3": 0.5318, "X4": 0.52105, "Y4": 0.5318, "page": 0, "Index": 198}, {"Word": "it", "Confidence": 0.998, "X1": 0.56974, "Y1": 0.5172, "X2": 0.58684, "Y2": 0.517, "X3": 0.58553, "Y3": 0.5318, "X4": 0.56842, "Y4": 0.5318, "page": 0, "Index": 199}, {"Word": "would", "Confidence": 0.997, "X1": 0.59342, "Y1": 0.5172, "X2": 0.64342, "Y2": 0.517, "X3": 0.64211, "Y3": 0.5318, "X4": 0.59211, "Y4": 0.5318, "page": 0, "Index": 200}, {"Word": "increase", "Confidence": 0.996, "X1": 0.65263, "Y1": 0.5182, "X2": 0.72632, "Y2": 0.518, "X3": 0.725, "Y3": 0.5318, "X4": 0.65132, "Y4": 0.5318, "page": 0, "Index": 201}, {"Word": "automatically", "Confidence": 0.982, "X1": 0.14079, "Y1": 0.5312, "X2": 0.26053, "Y2": 0.531, "X3": 0.26053, "Y3": 0.5458, "X4": 0.14079, "Y4": 0.5458, "page": 0, "Index": 202}, {"Word": "in", "Confidence": 0.996, "X1": 0.26842, "Y1": 0.5312, "X2": 0.28816, "Y2": 0.531, "X3": 0.28816, "Y3": 0.5458, "X4": 0.26842, "Y4": 0.5458, "page": 0, "Index": 203}, {"Word": "future", "Confidence": 0.996, "X1": 0.29605, "Y1": 0.5312, "X2": 0.35263, "Y2": 0.531, "X3": 0.35263, "Y3": 0.5458, "X4": 0.29605, "Y4": 0.5458, "page": 0, "Index": 204}, {"Word": "years.", "Confidence": 0.995, "X1": 0.35921, "Y1": 0.5312, "X2": 0.41711, "Y2": 0.531, "X3": 0.41711, "Y3": 0.5458, "X4": 0.35921, "Y4": 0.5458, "page": 0, "Index": 205}, {"Word": "That's", "Confidence": 0.993, "X1": 0.43289, "Y1": 0.5312, "X2": 0.48947, "Y2": 0.531, "X3": 0.48947, "Y3": 0.5448, "X4": 0.43289, "Y4": 0.5458, "page": 0, "Index": 206}, {"Word": "an", "Confidence": 0.998, "X1": 0.49474, "Y1": 0.5312, "X2": 0.51579, "Y2": 0.531, "X3": 0.51579, "Y3": 0.5448, "X4": 0.49474, "Y4": 0.5448, "page": 0, "Index": 207}, {"Word": "initial", "Confidence": 0.995, "X1": 0.52368, "Y1": 0.5312, "X2": 0.58947, "Y2": 0.531, "X3": 0.58947, "Y3": 0.5448, "X4": 0.52368, "Y4": 0.5448, "page": 0, "Index": 208}, {"Word": "increase", "Confidence": 0.995, "X1": 0.59605, "Y1": 0.5312, "X2": 0.67237, "Y2": 0.531, "X3": 0.67237, "Y3": 0.5458, "X4": 0.59605, "Y4": 0.5448, "page": 0, "Index": 209}, {"Word": "of", "Confidence": 0.998, "X1": 0.68026, "Y1": 0.5312, "X2": 0.7, "Y2": 0.531, "X3": 0.70132, "Y3": 0.5458, "X4": 0.68026, "Y4": 0.5458, "page": 0, "Index": 210}, {"Word": "$.09", "Confidence": 0.982, "X1": 0.70658, "Y1": 0.5322, "X2": 0.74605, "Y2": 0.532, "X3": 0.74737, "Y3": 0.5458, "X4": 0.70789, "Y4": 0.5458, "page": 0, "Index": 211}, {"Word": "above", "Confidence": 0.998, "X1": 0.75132, "Y1": 0.5322, "X2": 0.8, "Y2": 0.532, "X3": 0.8, "Y3": 0.5458, "X4": 0.75263, "Y4": 0.5458, "page": 0, "Index": 212}, {"Word": "the", "Confidence": 0.998, "X1": 0.14211, "Y1": 0.5462, "X2": 0.17105, "Y2": 0.546, "X3": 0.16974, "Y3": 0.5588, "X4": 0.14211, "Y4": 0.5588, "page": 0, "Index": 213}, {"Word": "current", "Confidence": 0.995, "X1": 0.17763, "Y1": 0.5452, "X2": 0.24211, "Y2": 0.545, "X3": 0.24211, "Y3": 0.5588, "X4": 0.17632, "Y4": 0.5588, "page": 0, "Index": 214}, {"Word": "\"temporary\"", "Confidence": 0.955, "X1": 0.25132, "Y1": 0.5442, "X2": 0.35395, "Y2": 0.544, "X3": 0.35395, "Y3": 0.5588, "X4": 0.25, "Y4": 0.5588, "page": 0, "Index": 215}, {"Word": "level", "Confidence": 0.943, "X1": 0.36053, "Y1": 0.5442, "X2": 0.40789, "Y2": 0.544, "X3": 0.40789, "Y3": 0.5588, "X4": 0.36053, "Y4": 0.5588, "page": 0, "Index": 216}, {"Word": "of", "Confidence": 0.998, "X1": 0.41447, "Y1": 0.5442, "X2": 0.43553, "Y2": 0.544, "X3": 0.43553, "Y3": 0.5588, "X4": 0.41447, "Y4": 0.5588, "page": 0, "Index": 217}, {"Word": "$.16.", "Confidence": 0.994, "X1": 0.44211, "Y1": 0.5442, "X2": 0.49079, "Y2": 0.544, "X3": 0.49079, "Y3": 0.5588, "X4": 0.44211, "Y4": 0.5588, "page": 0, "Index": 218}, {"Word": "I", "Confidence": 0.538, "X1": 0.50658, "Y1": 0.5442, "X2": 0.51711, "Y2": 0.544, "X3": 0.51579, "Y3": 0.5588, "X4": 0.50526, "Y4": 0.5588, "page": 0, "Index": 219}, {"Word": "think,", "Confidence": 0.994, "X1": 0.52368, "Y1": 0.5442, "X2": 0.58158, "Y2": 0.544, "X3": 0.58026, "Y3": 0.5588, "X4": 0.52237, "Y4": 0.5588, "page": 0, "Index": 220}, {"Word": "and", "Confidence": 0.998, "X1": 0.58684, "Y1": 0.5442, "X2": 0.61711, "Y2": 0.544, "X3": 0.61579, "Y3": 0.5588, "X4": 0.58684, "Y4": 0.5588, "page": 0, "Index": 221}, {"Word": "I'm", "Confidence": 0.968, "X1": 0.625, "Y1": 0.5452, "X2": 0.65395, "Y2": 0.545, "X3": 0.65263, "Y3": 0.5588, "X4": 0.62368, "Y4": 0.5588, "page": 0, "Index": 222}, {"Word": "sure", "Confidence": 0.991, "X1": 0.66184, "Y1": 0.5452, "X2": 0.7, "Y2": 0.545, "X3": 0.7, "Y3": 0.5588, "X4": 0.66053, "Y4": 0.5588, "page": 0, "Index": 223}, {"Word": "you'll", "Confidence": 0.714, "X1": 0.70526, "Y1": 0.5462, "X2": 0.76316, "Y2": 0.546, "X3": 0.76316, "Y3": 0.5588, "X4": 0.70526, "Y4": 0.5588, "page": 0, "Index": 224}, {"Word": "agree,", "Confidence": 0.982, "X1": 0.76974, "Y1": 0.5472, "X2": 0.82895, "Y2": 0.547, "X3": 0.82763, "Y3": 0.5598, "X4": 0.76974, "Y4": 0.5588, "page": 0, "Index": 225}, {"Word": "that", "Confidence": 0.991, "X1": 0.14079, "Y1": 0.5592, "X2": 0.18026, "Y2": 0.559, "X3": 0.17895, "Y3": 0.5728, "X4": 0.14079, "Y4": 0.5738, "page": 0, "Index": 226}, {"Word": "this", "Confidence": 0.988, "X1": 0.18684, "Y1": 0.5592, "X2": 0.22368, "Y2": 0.559, "X3": 0.22368, "Y3": 0.5728, "X4": 0.18553, "Y4": 0.5728, "page": 0, "Index": 227}, {"Word": "is", "Confidence": 0.998, "X1": 0.23158, "Y1": 0.5592, "X2": 0.25132, "Y2": 0.559, "X3": 0.25, "Y3": 0.5728, "X4": 0.23026, "Y4": 0.5728, "page": 0, "Index": 228}, {"Word": "an", "Confidence": 0.983, "X1": 0.25921, "Y1": 0.5592, "X2": 0.27895, "Y2": 0.559, "X3": 0.27895, "Y3": 0.5728, "X4": 0.25789, "Y4": 0.5728, "page": 0, "Index": 229}, {"Word": "excessive", "Confidence": 0.991, "X1": 0.28553, "Y1": 0.5592, "X2": 0.37237, "Y2": 0.559, "X3": 0.37105, "Y3": 0.5728, "X4": 0.28421, "Y4": 0.5728, "page": 0, "Index": 230}, {"Word": "increase", "Confidence": 0.995, "X1": 0.37895, "Y1": 0.5592, "X2": 0.45263, "Y2": 0.559, "X3": 0.45132, "Y3": 0.5728, "X4": 0.37763, "Y4": 0.5728, "page": 0, "Index": 231}, {"Word": "and", "Confidence": 0.998, "X1": 0.45921, "Y1": 0.5592, "X2": 0.49079, "Y2": 0.559, "X3": 0.48947, "Y3": 0.5728, "X4": 0.45921, "Y4": 0.5728, "page": 0, "Index": 232}, {"Word": "an", "Confidence": 0.998, "X1": 0.49605, "Y1": 0.5592, "X2": 0.51579, "Y2": 0.559, "X3": 0.51447, "Y3": 0.5728, "X4": 0.49474, "Y4": 0.5728, "page": 0, "Index": 233}, {"Word": "unnecessary", "Confidence": 0.991, "X1": 0.52237, "Y1": 0.5592, "X2": 0.625, "Y2": 0.559, "X3": 0.62368, "Y3": 0.5728, "X4": 0.52105, "Y4": 0.5728, "page": 0, "Index": 234}, {"Word": "burden", "Confidence": 0.997, "X1": 0.63289, "Y1": 0.5592, "X2": 0.69079, "Y2": 0.559, "X3": 0.68947, "Y3": 0.5728, "X4": 0.63158, "Y4": 0.5728, "page": 0, "Index": 235}, {"Word": "for", "Confidence": 0.998, "X1": 0.69737, "Y1": 0.5602, "X2": 0.72632, "Y2": 0.56, "X3": 0.72632, "Y3": 0.5728, "X4": 0.69737, "Y4": 0.5728, "page": 0, "Index": 236}, {"Word": "one", "Confidence": 0.998, "X1": 0.73289, "Y1": 0.5602, "X2": 0.76316, "Y2": 0.56, "X3": 0.76184, "Y3": 0.5738, "X4": 0.73289, "Y4": 0.5728, "page": 0, "Index": 237}, {"Word": "type", "Confidence": 0.991, "X1": 0.76974, "Y1": 0.5602, "X2": 0.80921, "Y2": 0.56, "X3": 0.80789, "Y3": 0.5738, "X4": 0.76974, "Y4": 0.5738, "page": 0, "Index": 238}, {"Word": "of", "Confidence": 0.998, "X1": 0.14211, "Y1": 0.5732, "X2": 0.16053, "Y2": 0.573, "X3": 0.16053, "Y3": 0.5868, "X4": 0.14079, "Y4": 0.5878, "page": 0, "Index": 239}, {"Word": "consumer", "Confidence": 0.994, "X1": 0.16842, "Y1": 0.5732, "X2": 0.24342, "Y2": 0.573, "X3": 0.24211, "Y3": 0.5868, "X4": 0.16711, "Y4": 0.5868, "page": 0, "Index": 240}, {"Word": "to", "Confidence": 0.998, "X1": 0.25, "Y1": 0.5732, "X2": 0.26974, "Y2": 0.573, "X3": 0.26974, "Y3": 0.5868, "X4": 0.25, "Y4": 0.5868, "page": 0, "Index": 241}, {"Word": "bear.", "Confidence": 0.995, "X1": 0.27763, "Y1": 0.5742, "X2": 0.32763, "Y2": 0.574, "X3": 0.32632, "Y3": 0.5868, "X4": 0.27632, "Y4": 0.5868, "page": 0, "Index": 242}, {"Word": "Debate", "Confidence": 0.994, "X1": 0.14211, "Y1": 0.6002, "X2": 0.19737, "Y2": 0.6, "X3": 0.19737, "Y3": 0.6148, "X4": 0.14211, "Y4": 0.6148, "page": 0, "Index": 243}, {"Word": "will", "Confidence": 0.984, "X1": 0.20263, "Y1": 0.6002, "X2": 0.24342, "Y2": 0.6, "X3": 0.24211, "Y3": 0.6148, "X4": 0.20263, "Y4": 0.6148, "page": 0, "Index": 244}, {"Word": "begin", "Confidence": 0.997, "X1": 0.24868, "Y1": 0.6002, "X2": 0.29737, "Y2": 0.6, "X3": 0.29737, "Y3": 0.6148, "X4": 0.24737, "Y4": 0.6148, "page": 0, "Index": 245}, {"Word": "on", "Confidence": 0.998, "X1": 0.30526, "Y1": 0.6002, "X2": 0.325, "Y2": 0.6, "X3": 0.325, "Y3": 0.6148, "X4": 0.30395, "Y4": 0.6148, "page": 0, "Index": 246}, {"Word": "this", "Confidence": 0.988, "X1": 0.33289, "Y1": 0.6002, "X2": 0.37105, "Y2": 0.6, "X3": 0.37105, "Y3": 0.6138, "X4": 0.33289, "Y4": 0.6148, "page": 0, "Index": 247}, {"Word": "issue", "Confidence": 0.997, "X1": 0.38026, "Y1": 0.6002, "X2": 0.42632, "Y2": 0.6, "X3": 0.42632, "Y3": 0.6138, "X4": 0.38026, "Y4": 0.6138, "page": 0, "Index": 248}, {"Word": "early", "Confidence": 0.996, "X1": 0.43158, "Y1": 0.6002, "X2": 0.48026, "Y2": 0.6, "X3": 0.47895, "Y3": 0.6138, "X4": 0.43158, "Y4": 0.6138, "page": 0, "Index": 249}, {"Word": "next", "Confidence": 0.983, "X1": 0.48684, "Y1": 0.6002, "X2": 0.52632, "Y2": 0.6, "X3": 0.52632, "Y3": 0.6138, "X4": 0.48553, "Y4": 0.6138, "page": 0, "Index": 250}, {"Word": "week", "Confidence": 0.982, "X1": 0.53026, "Y1": 0.6002, "X2": 0.57105, "Y2": 0.6, "X3": 0.57105, "Y3": 0.6138, "X4": 0.53026, "Y4": 0.6138, "page": 0, "Index": 251}, {"Word": "in", "Confidence": 0.996, "X1": 0.57895, "Y1": 0.6002, "X2": 0.59868, "Y2": 0.6, "X3": 0.59737, "Y3": 0.6138, "X4": 0.57763, "Y4": 0.6138, "page": 0, "Index": 252}, {"Word": "the", "Confidence": 0.998, "X1": 0.60526, "Y1": 0.6002, "X2": 0.63553, "Y2": 0.6, "X3": 0.63421, "Y3": 0.6138, "X4": 0.60395, "Y4": 0.6138, "page": 0, "Index": 253}, {"Word": "Senate", "Confidence": 0.995, "X1": 0.64211, "Y1": 0.6012, "X2": 0.7, "Y2": 0.601, "X3": 0.69868, "Y3": 0.6138, "X4": 0.64079, "Y4": 0.6138, "page": 0, "Index": 254}, {"Word": "Finance", "Confidence": 0.996, "X1": 0.70658, "Y1": 0.6012, "X2": 0.77237, "Y2": 0.601, "X3": 0.77105, "Y3": 0.6148, "X4": 0.70526, "Y4": 0.6138, "page": 0, "Index": 255}, {"Word": "Your", "Confidence": 0.988, "X1": 0.25, "Y1": 0.6142, "X2": 0.28947, "Y2": 0.614, "X3": 0.28947, "Y3": 0.6278, "X4": 0.25, "Y4": 0.6278, "page": 0, "Index": 256}, {"Word": "immediate", "Confidence": 0.796, "X1": 0.29737, "Y1": 0.6142, "X2": 0.38026, "Y2": 0.614, "X3": 0.38026, "Y3": 0.6278, "X4": 0.29737, "Y4": 0.6278, "page": 0, "Index": 257}, {"Word": "action", "Confidence": 0.996, "X1": 0.38816, "Y1": 0.6142, "X2": 0.44342, "Y2": 0.614, "X3": 0.44342, "Y3": 0.6278, "X4": 0.38816, "Y4": 0.6278, "page": 0, "Index": 258}, {"Word": "is", "Confidence": 0.998, "X1": 0.45263, "Y1": 0.6142, "X2": 0.47105, "Y2": 0.614, "X3": 0.47105, "Y3": 0.6278, "X4": 0.45263, "Y4": 0.6278, "page": 0, "Index": 259}, {"Word": "essential.", "Confidence": 0.991, "X1": 0.47895, "Y1": 0.6142, "X2": 0.57237, "Y2": 0.614, "X3": 0.57237, "Y3": 0.6278, "X4": 0.47895, "Y4": 0.6278, "page": 0, "Index": 260}, {"Word": "Please", "Confidence": 0.996, "X1": 0.58684, "Y1": 0.6142, "X2": 0.64605, "Y2": 0.614, "X3": 0.64474, "Y3": 0.6278, "X4": 0.58553, "Y4": 0.6278, "page": 0, "Index": 261}, {"Word": "take", "Confidence": 0.988, "X1": 0.65395, "Y1": 0.6142, "X2": 0.69211, "Y2": 0.614, "X3": 0.69211, "Y3": 0.6278, "X4": 0.65263, "Y4": 0.6278, "page": 0, "Index": 262}, {"Word": "Committee.", "Confidence": 0.667, "X1": 0.14211, "Y1": 0.6142, "X2": 0.23553, "Y2": 0.614, "X3": 0.23421, "Y3": 0.6288, "X4": 0.14211, "Y4": 0.6288, "page": 0, "Index": 263}, {"Word": "the", "Confidence": 0.998, "X1": 0.69868, "Y1": 0.6142, "X2": 0.72895, "Y2": 0.614, "X3": 0.72763, "Y3": 0.6288, "X4": 0.69868, "Y4": 0.6278, "page": 0, "Index": 264}, {"Word": "following", "Confidence": 0.995, "X1": 0.73553, "Y1": 0.6152, "X2": 0.81974, "Y2": 0.615, "X3": 0.81842, "Y3": 0.6288, "X4": 0.73421, "Y4": 0.6288, "page": 0, "Index": 265}, {"Word": "action:", "Confidence": 0.994, "X1": 0.14211, "Y1": 0.6292, "X2": 0.20658, "Y2": 0.629, "X3": 0.20658, "Y3": 0.6418, "X4": 0.14211, "Y4": 0.6428, "page": 0, "Index": 266}, {"Word": "1.", "Confidence": 0.949, "X1": 0.17895, "Y1": 0.6562, "X2": 0.19868, "Y2": 0.656, "X3": 0.19868, "Y3": 0.6708, "X4": 0.17895, "Y4": 0.6708, "page": 0, "Index": 267}, {"Word": "CALL", "Confidence": 0.986, "X1": 0.21184, "Y1": 0.6562, "X2": 0.25263, "Y2": 0.656, "X3": 0.25263, "Y3": 0.6708, "X4": 0.21184, "Y4": 0.6708, "page": 0, "Index": 268}, {"Word": "the", "Confidence": 0.998, "X1": 0.25921, "Y1": 0.6562, "X2": 0.28947, "Y2": 0.656, "X3": 0.28816, "Y3": 0.6708, "X4": 0.25921, "Y4": 0.6708, "page": 0, "Index": 269}, {"Word": "Maine", "Confidence": 0.997, "X1": 0.29474, "Y1": 0.6562, "X2": 0.34474, "Y2": 0.656, "X3": 0.34474, "Y3": 0.6708, "X4": 0.29474, "Y4": 0.6708, "page": 0, "Index": 270}, {"Word": "member", "Confidence": 0.997, "X1": 0.35132, "Y1": 0.6562, "X2": 0.40921, "Y2": 0.656, "X3": 0.40921, "Y3": 0.6708, "X4": 0.35, "Y4": 0.6708, "page": 0, "Index": 271}, {"Word": "of", "Confidence": 0.992, "X1": 0.41447, "Y1": 0.6562, "X2": 0.43684, "Y2": 0.656, "X3": 0.43684, "Y3": 0.6708, "X4": 0.41447, "Y4": 0.6708, "page": 0, "Index": 272}, {"Word": "the", "Confidence": 0.998, "X1": 0.44342, "Y1": 0.6562, "X2": 0.47368, "Y2": 0.656, "X3": 0.47237, "Y3": 0.6708, "X4": 0.44211, "Y4": 0.6708, "page": 0, "Index": 273}, {"Word": "Committee", "Confidence": 0.993, "X1": 0.47763, "Y1": 0.6562, "X2": 0.55789, "Y2": 0.656, "X3": 0.55789, "Y3": 0.6698, "X4": 0.47763, "Y4": 0.6708, "page": 0, "Index": 274}, {"Word": "--", "Confidence": 0.994, "X1": 0.56184, "Y1": 0.6562, "X2": 0.57632, "Y2": 0.656, "X3": 0.575, "Y3": 0.6698, "X4": 0.56184, "Y4": 0.6698, "page": 0, "Index": 275}, {"Word": "Senator", "Confidence": 0.993, "X1": 0.58026, "Y1": 0.6562, "X2": 0.64605, "Y2": 0.656, "X3": 0.64605, "Y3": 0.6698, "X4": 0.57895, "Y4": 0.6698, "page": 0, "Index": 276}, {"Word": "Mitchell", "Confidence": 0.991, "X1": 0.65132, "Y1": 0.6562, "X2": 0.72368, "Y2": 0.656, "X3": 0.72237, "Y3": 0.6698, "X4": 0.65132, "Y4": 0.6698, "page": 0, "Index": 277}, {"Word": "--", "Confidence": 0.991, "X1": 0.72763, "Y1": 0.6562, "X2": 0.74079, "Y2": 0.656, "X3": 0.74079, "Y3": 0.6698, "X4": 0.72632, "Y4": 0.6698, "page": 0, "Index": 278}, {"Word": "at", "Confidence": 0.995, "X1": 0.74474, "Y1": 0.6562, "X2": 0.76447, "Y2": 0.656, "X3": 0.76447, "Y3": 0.6698, "X4": 0.74474, "Y4": 0.6698, "page": 0, "Index": 279}, {"Word": "the", "Confidence": 0.998, "X1": 0.21447, "Y1": 0.6702, "X2": 0.24342, "Y2": 0.67, "X3": 0.24342, "Y3": 0.6828, "X4": 0.21447, "Y4": 0.6828, "page": 0, "Index": 280}, {"Word": "office", "Confidence": 0.997, "X1": 0.25, "Y1": 0.6702, "X2": 0.30658, "Y2": 0.67, "X3": 0.30658, "Y3": 0.6828, "X4": 0.25, "Y4": 0.6828, "page": 0, "Index": 281}, {"Word": "nearest", "Confidence": 0.986, "X1": 0.31447, "Y1": 0.6702, "X2": 0.38158, "Y2": 0.67, "X3": 0.38158, "Y3": 0.6838, "X4": 0.31447, "Y4": 0.6828, "page": 0, "Index": 282}, {"Word": "your", "Confidence": 0.991, "X1": 0.38816, "Y1": 0.6702, "X2": 0.42763, "Y2": 0.67, "X3": 0.42763, "Y3": 0.6838, "X4": 0.38684, "Y4": 0.6838, "page": 0, "Index": 283}, {"Word": "office", "Confidence": 0.997, "X1": 0.43421, "Y1": 0.6702, "X2": 0.49079, "Y2": 0.67, "X3": 0.48947, "Y3": 0.6838, "X4": 0.43289, "Y4": 0.6838, "page": 0, "Index": 284}, {"Word": "or", "Confidence": 0.997, "X1": 0.49737, "Y1": 0.6702, "X2": 0.51711, "Y2": 0.67, "X3": 0.51711, "Y3": 0.6838, "X4": 0.49737, "Y4": 0.6838, "page": 0, "Index": 285}, {"Word": "at", "Confidence": 0.998, "X1": 0.525, "Y1": 0.6692, "X2": 0.54474, "Y2": 0.669, "X3": 0.54342, "Y3": 0.6838, "X4": 0.52368, "Y4": 0.6838, "page": 0, "Index": 286}, {"Word": "his", "Confidence": 0.998, "X1": 0.55132, "Y1": 0.6692, "X2": 0.58026, "Y2": 0.669, "X3": 0.57895, "Y3": 0.6838, "X4": 0.55, "Y4": 0.6838, "page": 0, "Index": 287}, {"Word": "Washington,", "Confidence": 0.991, "X1": 0.58816, "Y1": 0.6702, "X2": 0.69474, "Y2": 0.67, "X3": 0.69342, "Y3": 0.6828, "X4": 0.58684, "Y4": 0.6838, "page": 0, "Index": 288}, {"Word": "DC", "Confidence": 0.997, "X1": 0.7, "Y1": 0.6702, "X2": 0.71974, "Y2": 0.67, "X3": 0.71842, "Y3": 0.6828, "X4": 0.69868, "Y4": 0.6828, "page": 0, "Index": 289}, {"Word": "office.", "Confidence": 0.992, "X1": 0.21579, "Y1": 0.6852, "X2": 0.28026, "Y2": 0.685, "X3": 0.28026, "Y3": 0.6978, "X4": 0.21579, "Y4": 0.6968, "page": 0, "Index": 290}, {"Word": "2.", "Confidence": 0.998, "X1": 0.17895, "Y1": 0.7092, "X2": 0.20132, "Y2": 0.709, "X3": 0.20132, "Y3": 0.7248, "X4": 0.17895, "Y4": 0.7248, "page": 0, "Index": 291}, {"Word": "WRITE", "Confidence": 0.994, "X1": 0.21316, "Y1": 0.7102, "X2": 0.26316, "Y2": 0.71, "X3": 0.26447, "Y3": 0.7258, "X4": 0.21316, "Y4": 0.7248, "page": 0, "Index": 292}, {"Word": "a", "Confidence": 0.991, "X1": 0.26842, "Y1": 0.7102, "X2": 0.28026, "Y2": 0.71, "X3": 0.28158, "Y3": 0.7258, "X4": 0.26842, "Y4": 0.7258, "page": 0, "Index": 293}, {"Word": "follow-up", "Confidence": 0.995, "X1": 0.28684, "Y1": 0.7102, "X2": 0.375, "Y2": 0.71, "X3": 0.375, "Y3": 0.7258, "X4": 0.28684, "Y4": 0.7258, "page": 0, "Index": 294}, {"Word": "letter", "Confidence": 0.995, "X1": 0.37895, "Y1": 0.7102, "X2": 0.43816, "Y2": 0.71, "X3": 0.43816, "Y3": 0.7258, "X4": 0.37895, "Y4": 0.7258, "page": 0, "Index": 295}, {"Word": "to", "Confidence": 0.998, "X1": 0.44342, "Y1": 0.7102, "X2": 0.46447, "Y2": 0.71, "X3": 0.46447, "Y3": 0.7258, "X4": 0.44342, "Y4": 0.7258, "page": 0, "Index": 296}, {"Word": "the", "Confidence": 0.998, "X1": 0.46974, "Y1": 0.7102, "X2": 0.5, "Y2": 0.71, "X3": 0.5, "Y3": 0.7258, "X4": 0.46974, "Y4": 0.7258, "page": 0, "Index": 297}, {"Word": "Senator", "Confidence": 0.993, "X1": 0.50395, "Y1": 0.7092, "X2": 0.57368, "Y2": 0.709, "X3": 0.57368, "Y3": 0.7258, "X4": 0.50395, "Y4": 0.7258, "page": 0, "Index": 298}, {"Word": "via", "Confidence": 0.998, "X1": 0.58026, "Y1": 0.7092, "X2": 0.60921, "Y2": 0.709, "X3": 0.60921, "Y3": 0.7258, "X4": 0.57895, "Y4": 0.7258, "page": 0, "Index": 299}, {"Word": "\"registered", "Confidence": 0.981, "X1": 0.61711, "Y1": 0.7082, "X2": 0.72105, "Y2": 0.708, "X3": 0.71974, "Y3": 0.7248, "X4": 0.61579, "Y4": 0.7258, "page": 0, "Index": 300}, {"Word": "mail.\"", "Confidence": 0.941, "X1": 0.725, "Y1": 0.7082, "X2": 0.78553, "Y2": 0.708, "X3": 0.78421, "Y3": 0.7248, "X4": 0.72368, "Y4": 0.7248, "page": 0, "Index": 301}, {"Word": "3.", "Confidence": 0.998, "X1": 0.18158, "Y1": 0.7362, "X2": 0.20132, "Y2": 0.736, "X3": 0.2, "Y3": 0.7508, "X4": 0.18158, "Y4": 0.7508, "page": 0, "Index": 302}, {"Word": "FOLLOW-UP", "Confidence": 0.965, "X1": 0.21316, "Y1": 0.7372, "X2": 0.3, "Y2": 0.737, "X3": 0.3, "Y3": 0.7518, "X4": 0.21316, "Y4": 0.7508, "page": 0, "Index": 303}, {"Word": "with", "Confidence": 0.991, "X1": 0.30526, "Y1": 0.7372, "X2": 0.34737, "Y2": 0.737, "X3": 0.34737, "Y3": 0.7518, "X4": 0.30395, "Y4": 0.7518, "page": 0, "Index": 304}, {"Word": "a", "Confidence": 0.981, "X1": 0.35132, "Y1": 0.7372, "X2": 0.36447, "Y2": 0.737, "X3": 0.36447, "Y3": 0.7518, "X4": 0.35132, "Y4": 0.7518, "page": 0, "Index": 305}, {"Word": "call", "Confidence": 0.987, "X1": 0.37105, "Y1": 0.7372, "X2": 0.41053, "Y2": 0.737, "X3": 0.41053, "Y3": 0.7518, "X4": 0.36974, "Y4": 0.7518, "page": 0, "Index": 306}, {"Word": "to", "Confidence": 0.998, "X1": 0.41447, "Y1": 0.7372, "X2": 0.43816, "Y2": 0.737, "X3": 0.43684, "Y3": 0.7518, "X4": 0.41447, "Y4": 0.7518, "page": 0, "Index": 307}, {"Word": "the", "Confidence": 0.998, "X1": 0.44342, "Y1": 0.7372, "X2": 0.47368, "Y2": 0.737, "X3": 0.47368, "Y3": 0.7518, "X4": 0.44342, "Y4": 0.7518, "page": 0, "Index": 308}, {"Word": "Senator", "Confidence": 0.953, "X1": 0.48026, "Y1": 0.7372, "X2": 0.54605, "Y2": 0.737, "X3": 0.54605, "Y3": 0.7518, "X4": 0.47895, "Y4": 0.7518, "page": 0, "Index": 309}, {"Word": "in", "Confidence": 0.677, "X1": 0.55263, "Y1": 0.7372, "X2": 0.57237, "Y2": 0.737, "X3": 0.57105, "Y3": 0.7528, "X4": 0.55132, "Y4": 0.7528, "page": 0, "Index": 310}, {"Word": "Washington", "Confidence": 0.994, "X1": 0.57763, "Y1": 0.7372, "X2": 0.675, "Y2": 0.737, "X3": 0.675, "Y3": 0.7528, "X4": 0.57763, "Y4": 0.7528, "page": 0, "Index": 311}, {"Word": "next", "Confidence": 0.987, "X1": 0.68158, "Y1": 0.7372, "X2": 0.72105, "Y2": 0.737, "X3": 0.72105, "Y3": 0.7528, "X4": 0.68026, "Y4": 0.7528, "page": 0, "Index": 312}, {"Word": "week", "Confidence": 0.986, "X1": 0.725, "Y1": 0.7362, "X2": 0.76447, "Y2": 0.736, "X3": 0.76447, "Y3": 0.7528, "X4": 0.725, "Y4": 0.7528, "page": 0, "Index": 313}, {"Word": "to", "Confidence": 0.997, "X1": 0.21579, "Y1": 0.7522, "X2": 0.23289, "Y2": 0.752, "X3": 0.23289, "Y3": 0.7648, "X4": 0.21579, "Y4": 0.7648, "page": 0, "Index": 314}, {"Word": "see", "Confidence": 0.998, "X1": 0.24079, "Y1": 0.7522, "X2": 0.27105, "Y2": 0.752, "X3": 0.27105, "Y3": 0.7648, "X4": 0.24079, "Y4": 0.7648, "page": 0, "Index": 315}, {"Word": "what", "Confidence": 0.989, "X1": 0.27632, "Y1": 0.7522, "X2": 0.31711, "Y2": 0.752, "X3": 0.31579, "Y3": 0.7648, "X4": 0.27632, "Y4": 0.7648, "page": 0, "Index": 316}, {"Word": "action", "Confidence": 0.997, "X1": 0.325, "Y1": 0.7522, "X2": 0.38158, "Y2": 0.752, "X3": 0.38158, "Y3": 0.7648, "X4": 0.325, "Y4": 0.7648, "page": 0, "Index": 317}, {"Word": "he", "Confidence": 0.997, "X1": 0.38947, "Y1": 0.7522, "X2": 0.40789, "Y2": 0.752, "X3": 0.40789, "Y3": 0.7648, "X4": 0.38816, "Y4": 0.7648, "page": 0, "Index": 318}, {"Word": "took.", "Confidence": 0.997, "X1": 0.41711, "Y1": 0.7532, "X2": 0.46447, "Y2": 0.753, "X3": 0.46447, "Y3": 0.7658, "X4": 0.41579, "Y4": 0.7648, "page": 0, "Index": 319}, {"Word": "For", "Confidence": 0.994, "X1": 0.14342, "Y1": 0.7792, "X2": 0.17237, "Y2": 0.779, "X3": 0.17237, "Y3": 0.7938, "X4": 0.14342, "Y4": 0.7938, "page": 0, "Index": 320}, {"Word": "your", "Confidence": 0.989, "X1": 0.17632, "Y1": 0.7792, "X2": 0.21842, "Y2": 0.779, "X3": 0.21842, "Y3": 0.7938, "X4": 0.17632, "Y4": 0.7938, "page": 0, "Index": 321}, {"Word": "convenience", "Confidence": 0.991, "X1": 0.22368, "Y1": 0.7792, "X2": 0.32895, "Y2": 0.779, "X3": 0.32763, "Y3": 0.7938, "X4": 0.22237, "Y4": 0.7938, "page": 0, "Index": 322}, {"Word": "and", "Confidence": 0.998, "X1": 0.33421, "Y1": 0.7782, "X2": 0.36579, "Y2": 0.778, "X3": 0.36447, "Y3": 0.7938, "X4": 0.33421, "Y4": 0.7938, "page": 0, "Index": 323}, {"Word": "background,", "Confidence": 0.994, "X1": 0.36974, "Y1": 0.7782, "X2": 0.475, "Y2": 0.778, "X3": 0.475, "Y3": 0.7938, "X4": 0.36974, "Y4": 0.7938, "page": 0, "Index": 324}, {"Word": "I", "Confidence": 0.991, "X1": 0.47895, "Y1": 0.7782, "X2": 0.49079, "Y2": 0.778, "X3": 0.49079, "Y3": 0.7948, "X4": 0.47895, "Y4": 0.7938, "page": 0, "Index": 325}, {"Word": "have", "Confidence": 0.991, "X1": 0.49605, "Y1": 0.7782, "X2": 0.53684, "Y2": 0.778, "X3": 0.53684, "Y3": 0.7948, "X4": 0.49605, "Y4": 0.7948, "page": 0, "Index": 326}, {"Word": "enclosed", "Confidence": 0.966, "X1": 0.54211, "Y1": 0.7782, "X2": 0.61842, "Y2": 0.778, "X3": 0.61842, "Y3": 0.7948, "X4": 0.54211, "Y4": 0.7948, "page": 0, "Index": 327}, {"Word": "the", "Confidence": 0.998, "X1": 0.625, "Y1": 0.7782, "X2": 0.65658, "Y2": 0.778, "X3": 0.65658, "Y3": 0.7948, "X4": 0.625, "Y4": 0.7948, "page": 0, "Index": 328}, {"Word": "following", "Confidence": 0.994, "X1": 0.66316, "Y1": 0.7782, "X2": 0.74737, "Y2": 0.778, "X3": 0.74737, "Y3": 0.7938, "X4": 0.66316, "Y4": 0.7948, "page": 0, "Index": 329}, {"Word": "materials:", "Confidence": 0.992, "X1": 0.14342, "Y1": 0.7932, "X2": 0.23421, "Y2": 0.793, "X3": 0.23421, "Y3": 0.8068, "X4": 0.14342, "Y4": 0.8078, "page": 0, "Index": 330}, {"Word": "1.", "Confidence": 0.943, "X1": 0.225, "Y1": 0.8212, "X2": 0.24605, "Y2": 0.821, "X3": 0.24605, "Y3": 0.8378, "X4": 0.225, "Y4": 0.8378, "page": 0, "Index": 331}, {"Word": "A", "Confidence": 0.995, "X1": 0.25921, "Y1": 0.8212, "X2": 0.27105, "Y2": 0.821, "X3": 0.27105, "Y3": 0.8378, "X4": 0.25921, "Y4": 0.8378, "page": 0, "Index": 332}, {"Word": "copy", "Confidence": 0.991, "X1": 0.27895, "Y1": 0.8212, "X2": 0.31842, "Y2": 0.821, "X3": 0.31842, "Y3": 0.8378, "X4": 0.27895, "Y4": 0.8378, "page": 0, "Index": 333}, {"Word": "of", "Confidence": 0.998, "X1": 0.325, "Y1": 0.8212, "X2": 0.34737, "Y2": 0.821, "X3": 0.34605, "Y3": 0.8378, "X4": 0.325, "Y4": 0.8378, "page": 0, "Index": 334}, {"Word": "the", "Confidence": 0.998, "X1": 0.35263, "Y1": 0.8202, "X2": 0.38421, "Y2": 0.82, "X3": 0.38421, "Y3": 0.8378, "X4": 0.35263, "Y4": 0.8378, "page": 0, "Index": 335}, {"Word": "statement", "Confidence": 0.994, "X1": 0.38947, "Y1": 0.8212, "X2": 0.475, "Y2": 0.821, "X3": 0.475, "Y3": 0.8368, "X4": 0.38947, "Y4": 0.8368, "page": 0, "Index": 336}, {"Word": "of", "Confidence": 0.998, "X1": 0.48026, "Y1": 0.8212, "X2": 0.50132, "Y2": 0.821, "X3": 0.50132, "Y3": 0.8368, "X4": 0.48026, "Y4": 0.8368, "page": 0, "Index": 337}, {"Word": "Citizens", "Confidence": 0.995, "X1": 0.50526, "Y1": 0.8212, "X2": 0.58289, "Y2": 0.821, "X3": 0.58289, "Y3": 0.8368, "X4": 0.50526, "Y4": 0.8368, "page": 0, "Index": 338}, {"Word": "for", "Confidence": 0.998, "X1": 0.58947, "Y1": 0.8212, "X2": 0.62105, "Y2": 0.821, "X3": 0.62105, "Y3": 0.8368, "X4": 0.58947, "Y4": 0.8368, "page": 0, "Index": 339}, {"Word": "Tax", "Confidence": 0.998, "X1": 0.625, "Y1": 0.8212, "X2": 0.65789, "Y2": 0.821, "X3": 0.65658, "Y3": 0.8368, "X4": 0.625, "Y4": 0.8368, "page": 0, "Index": 340}, {"Word": "Justice.", "Confidence": 0.994, "X1": 0.66184, "Y1": 0.8222, "X2": 0.73947, "Y2": 0.822, "X3": 0.73947, "Y3": 0.8358, "X4": 0.66184, "Y4": 0.8358, "page": 0, "Index": 341}, {"Word": "NATIONAL", "Confidence": 0.849, "X1": 0.22632, "Y1": 0.8672, "X2": 0.28947, "Y2": 0.867, "X3": 0.28947, "Y3": 0.8798, "X4": 0.22632, "Y4": 0.8798, "page": 0, "Index": 342}, {"Word": "OFFICE", "Confidence": 0.991, "X1": 0.29342, "Y1": 0.8672, "X2": 0.33684, "Y2": 0.867, "X3": 0.33684, "Y3": 0.8798, "X4": 0.29211, "Y4": 0.8798, "page": 0, "Index": 343}, {"Word": "-", "Confidence": 0.251, "X1": 0.34079, "Y1": 0.8672, "X2": 0.34737, "Y2": 0.867, "X3": 0.34605, "Y3": 0.8798, "X4": 0.34079, "Y4": 0.8798, "page": 0, "Index": 344}, {"Word": "1875", "Confidence": 0.958, "X1": 0.35, "Y1": 0.8672, "X2": 0.375, "Y2": 0.867, "X3": 0.37368, "Y3": 0.8798, "X4": 0.35, "Y4": 0.8798, "page": 0, "Index": 345}, {"Word": "1", "Confidence": 0.641, "X1": 0.37763, "Y1": 0.8672, "X2": 0.38158, "Y2": 0.867, "X3": 0.38158, "Y3": 0.8798, "X4": 0.37763, "Y4": 0.8798, "page": 0, "Index": 346}, {"Word": "STREET.", "Confidence": 0.893, "X1": 0.38553, "Y1": 0.8672, "X2": 0.43026, "Y2": 0.867, "X3": 0.43026, "Y3": 0.8798, "X4": 0.38421, "Y4": 0.8798, "page": 0, "Index": 347}, {"Word": "NORTHWEST", "Confidence": 0.881, "X1": 0.43421, "Y1": 0.8672, "X2": 0.51184, "Y2": 0.867, "X3": 0.51053, "Y3": 0.8798, "X4": 0.43421, "Y4": 0.8798, "page": 0, "Index": 348}, {"Word": ".", "Confidence": 0.923, "X1": 0.51447, "Y1": 0.8682, "X2": 0.52105, "Y2": 0.868, "X3": 0.52105, "Y3": 0.8798, "X4": 0.51447, "Y4": 0.8798, "page": 0, "Index": 349}, {"Word": "WASHINGTON,", "Confidence": 0.606, "X1": 0.52368, "Y1": 0.8682, "X2": 0.61184, "Y2": 0.868, "X3": 0.61184, "Y3": 0.8798, "X4": 0.52368, "Y4": 0.8798, "page": 0, "Index": 350}, {"Word": "DC:", "Confidence": 0.663, "X1": 0.61447, "Y1": 0.8682, "X2": 0.63289, "Y2": 0.868, "X3": 0.63289, "Y3": 0.8798, "X4": 0.61447, "Y4": 0.8798, "page": 0, "Index": 351}, {"Word": "2(MIG", "Confidence": 0.049, "X1": 0.63684, "Y1": 0.8682, "X2": 0.66842, "Y2": 0.868, "X3": 0.66842, "Y3": 0.8798, "X4": 0.63553, "Y4": 0.8798, "page": 0, "Index": 352}, {"Word": "-", "Confidence": 0.074, "X1": 0.67105, "Y1": 0.8682, "X2": 0.67632, "Y2": 0.868, "X3": 0.67632, "Y3": 0.8798, "X4": 0.67105, "Y4": 0.8798, "page": 0, "Index": 353}, {"Word": "2812-457-4800", "Confidence": 0.607, "X1": 0.68026, "Y1": 0.8692, "X2": 0.75658, "Y2": 0.869, "X3": 0.75658, "Y3": 0.8798, "X4": 0.68026, "Y4": 0.8798, "page": 0, "Index": 354}, {"Word": "TI218221", "Confidence": 0.821, "X1": 0.90658, "Y1": 0.9842, "X2": 0.99868, "Y2": 0.984, "X3": 0.99737, "Y3": 0.9968, "X4": 0.90658, "Y4": 0.9978, "page": 0, "Index": 355}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAvgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqtdySLCyQSQpcuCIfN6FsenU/hUsQkESeaVMmBuKjAJ74oAkooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqlqd+2nWomW1nuWLqgjgXLcnGfoOtAF2ikByAcYqtqKXcunzpYSpDdMuI5HXcFPqRQBXudIS61yy1OSVj9kR1jix8u5uN31xkfjWlUVukkdtEk0nmSKgDvjG445NS0AFFFFABRRRQAUUUUAFFFFABRRRQAUVxtx4j8SG+1WSx0WCXTLIlUlllMbyFRl8D06gH2qnpHjjXPEWhf23pHh+N7La+EluQJGZSQcAe4oA76ivOpvHuuWniHStAm0a3N/qUYljkEpEaL33A85Fb3jTxTP4P8AD/8Aa7WH2uKNlWZUfaVycZGeozQB09Fef6z481Tw74bsdZ1HSYZYrxkVEt5uVLjK5z+tbba/q9rqdhb3mhsLe8fyxcQTBxGcEjcPTg80AdLRWF4p1q70XTY306yN7fzyrFBb5wGJ5OT2GAea5vU/iFqWka7peiXfh4i/1IjydtypQeuT2xQB6DRXHT+ML3R7y4bxDpqafpsFuZvtQl8wMQQNox356UWus+KtZtItR0zTLGCylG+KO8kYSyJ2PHC5Hr60AdjRXGL45a50/Uo7axA1zTkL3GmzSbWAAJyp/iB7EetZ+ieN/EeueGD4kt9FtTZfMRb+cfOKqSCR2zx0oA9DorI8OeIrDxRosWq6e7GCTIIYYKMOoPuKzfCfjK38VX2twQKgXTrryFZWzvGPvfmCKAOporkrvxi1z4im8P6Bare39uoa6kkbbDbg9Ax7k+gpi+Ide0nUIYNf0yFrSVXb7bZMSkW1Sx3huRwOtAHYUVx+m+Lr7xMDceHNOSXTVYqLy6coshHXao5Iz3qzY+K2ij1Ia/Z/2Y+ngPJIz7onQ9GVv6daAOnormLfxPqN7aG8tPDl3JbEboneVEaRexCnnmr3h/xLp/iO3kezZlmgbZcW8g2yRNjowoA2aK4/xj47Hg66sop9IurqO8cRRSxOoBkJ+6c1D4p8fTeEbS3vdR0G6e1mCjdDIrFGIyQR7etAHbUVQ0rVrTWtKh1GwlWaCZAyFT+h965wePVgv9Rt9Q0i5tItPUPcztIrKobO3AHJzigDsqK4q9+IH9koJ9W0K/srNwfLuGwwY7SQCBypOMDPeku/iRZaVZ2l1rGlalYQXW0RM8W4FiMhTjoaAO2ormZfGUEd9b2R0zURcXIPkiSHYrkDONx4zWRb/E6CWbUopdGvYG0tSb3zCv7s9gP7xPbFAHe0Vx8/xD06wsra51Sw1KxFzgRia3PzMeigjuatN4xjGpwaf/ZWpLPNG8kfmw7A20Z2gnqTQB01Fcv4b8aW/im6mjsdPu0it2aKeWZQojlGMpjueal1vxU2ianBaSaVdzRz/cuI8bMgZbPpgCgDo6K4VfiMYdCfW9Q8P6ha6ao3ef8AK+VzgNgc4p0/xClhtbO9Xw5qD6fdsgjucqAN3QkdQKAO4orgx8ShJ4hn8PwaBfSatAu+S3DKMJx827p3H510Wg6+Nb+1xtZXFncWkgjmhnHIJUHg9xg9aANqiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIbv8A485/+ubfyrgPgoQfh1CBnIuZ85GP4zXb6pb3t3YtDYXaWkzEZlaLzML3wMjmsTwZ4Sn8H2L2A1Z720LtIqSQhSjMcnBB6e2KAOQ8di/b4v8AhMaY8C3fkS7TccpjPOQOaZ8U/wDhLIvAOpG+l0l7M7Q4h3h8Fh0yMV0ev+Bb7WPF1h4ig10W89jkQRG1DKFJ5B5yaueM/Ct/4t0saX/asdpZSAC4UW293IIOVJPHT0oA434oZb4TaA6YQLNZt869Pl7iu0sIvFK+KIHvprV9I+yMP3GV/e5XGQeemelY+t+AdY8Q+G7bQr3XLdba28sxyR2h3sU4XdlsfXFbcmga1fz2Q1DWo/sttIsrQ2sBjMxXoGbcTjvgUAdMQD26V5b8RQE+JXgWYskf+lMu8n9K9TrgfFPgjVvEuu6fqTanZRLpsxlto/szHPoHO7n8KAMv45NOPC+mkA/Y/wC0YvtJB6LnjPtnFenQ7DBH5WPL2jbjpjHGKoXmkxazob6brMcVws0e2cICFJ9VzyPasK10LxVotnHYaZrNlcWkeRG1/A7SovZSyt82PWgDkfEzSxfGoS2iDcugTGYjofvbd3pyBVbwNo3iPUPg75Ona1Bbi4jl8tDbncuWORuz9ecV1X/CBXtrb313a6jDNr2oo0V3f3cZI2EEbUQHCgcetQeGvBXijw1oH9hQa/YtZfNtma1bzU3dcfNjucZoAxfC3ia2t/hCYNFtGj1KKQ2At15Z7gnBI9c8mszTp7vwh8VLFrnS30211eyFmqNIh3zL/GdpwCTjr611uk/DifQb/Tv7PvoDY2crTbJ4y0ksrfediCAD6DGBV7x/4Ju/GsdnbxX1vZRW7iUTGEvKHB42nIwPWgDmPgeZd/itb0EaiNSPnhjlu+Mnv3rpPi/Ncw/C/WWtX2OUVWIODtLAHFR23gTUtM1Z9d0zVYItWnTZdq0J+z3OOjFd2Q3uDWg/hzWNZvon8Q6hayWMasPsVrEypKWXGXLHnGTxjrg0AWvASW6eA9EFqFERtIyNowCcc1yXxpmxpehWsgDWlxqca3C5xuXPStvRfC2ueFInsNG1O3n0vJaGG+Ri8Of4Qy9V+opLnwNPr2m6nD4j1AXU95t8ryUKx2pX7pQE5znnNAHZRRpFCkcShY0UKqjoABwK85tJRZfHq8trKDEd5pay3hXkeYrYVj6ccfjW9Zr4v03To7A2+n30kcYjS8adowccZZcE5+hp/hXwj/Ydzearf3RvdavyDc3OMAAdEUdlFAHOfGI7rXwxCODJrUHzccYPp3610/iPyTqugwXADRTzvEVYZDZTof1rL8eeENZ8V3eltZX1nbW9hcLdBZYmZnkB4yR0FWtc0PxDqt5o9wlzpyfYJBOyMr4d9pHboOaAOJHn/BrxI7v5s3hDUpeAoybOQ+vtW09hb+Mr3xjZ2V9GEvLe1EVwh3AHaxBrvbzToNW0t7HVLeK4imTbLGRlT9K880n4YXnhqDUYNDu4Yg19FeWjyFui5zE+O3bPvQBV0vxl4h8P6za+HPHumJJbXDiC21KNNyStn5d3b096v/G0A+D7AbVJOpwbcnnOT0rV1TRtc8WPYWer2VrZ2NrcR3M7xzeYZipyFTgFRnGSfpVf4ieFdf8AF8FpZWEljbW1tdJciSSRtzlRwMBeOfegDtlt4Zo7d5Ykd4sMhYZKnHUV5t4Pgtpfip44s5/3wZ4pdkg3D/INehWzal/Y4M0Ful+EIEYkLJuHT5sZx+Fcf4d8Ja/o3jfUfEF1JYXA1UKs6RMymAD+7kfN+lAFb4xkromjMM5XVYMAfWvRHjR9rsilkyVJHKnHb0riPiN4Z1zxZHYWem/ZIre2uFuXknkILleigAEj612OntePZIdQhiiueQyxOXX6gkCgDzf4JyB9O8RruJYavKTn3xXYeIZB/bfh+3b7kty+enOEPH05NYejeFdZ8G63qc+ji2v9N1K4Nw8ErmKSFz12nBBH5Vs2mmaxqGv2+q6u1vBDbRssFlCxfDt1ZmIHOBxgUAZnxYjSL4Wa0kaBFWDAVRgAZFa/gpVm8CaKJYxg2cfysAe1VvHmg6t4n0CXRdPks4YLpdk8s5bco/2QBz+Jq94W03UtH0G306/ltZWto1ijeAMAQBjkGgDzWM6pD+0Pq39mxWsskmnqSZ2KhVwvoCc5H616V4TfVZNGMutxqmoNPL5gVcAAOQoB7jbjBrko/A/ie38dXviuG/0lru5i8lUkikKxrx0564FdXoGna3bXd9d63qUV1JOUEUVupWOJVHYHuTkk0Ab9Fc7eXHi2O5k+yafpc1uHOzfdOrMvbPyYBqm2peOdp2+HtMzjgnUD1/74oA66iuUjv/G7vh9C0tBnqb9jx/3xUz3PjFEBGmaTIwHIF243H2ynFAHS0VzCXXjMPh9L0kjAGVvH69z9zpSy6h4xTGzQtNk5P/L+w/8AZKAOmorl01DxkwbdoGmrgcf8TAnP/jlCXfjQTHfpOktHnA23jgj3+5QB1FFc0l74wOS+i6Yvykgfbm6+n3KJL/xeqZTRNNds4x9vYcY6/coA6WiubF74tL4OjaaFwfm+3N/8RThqHikRndoNmZO2y++X9VzQB0VFcsNT8Zbjnw7p+O3/ABMD/wDEVbOo+IscaDB/4Gj/AOJoA3qK5/8AtHxJ5gxoNvsxyftozn/vmmtqPifcdugW23Ixm+Gcd/4aAOiorBOpeIQMjQYj7fbB/hVWTXPFCSMq+Ei6joy30WD+dAHUUVyn9veKv+hPf/wPi/xo/t7xV/0J7/8AgfF/jQB1dFcp/b3ir/oT3/8AA+L/ABqSPXfEh/1nhKVee17EePzoA6eiuZTXvEIJM/hK4CAf8s7uJjn6bhXRoSyKxUqSMlT2oAfRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRTXdUQu7BVUZJJwBVU6rpywiY39qIicBzMu0n0zmgDF1vxnaaJrttpU8RMtwIyrlwBhmK/oR+taWnawNQiviLZ4pbSZ4Wjcjkr3BHY1max4d0XWtRi1O5u8NGsa/JMArBW3Jn8T+NXNPsLLT47/bqJkN3I0kjvKpKk8HHpQBmaR45g1a6sbdLdA80Usk4E2fI2EjB45zio9O+INnqWlW97BbMTLqK2Dx+YCULHhsjqMEGpE8JaS1rZQpqUzeRFMkbrMu51fO4kjrjJ+lPk8HaTPdxzRXUqHdBKkcUgCloj8rY9fU0ASXXi+ODxS2gJFD9qXySPMm2l1fdkqMHJG3p3zUWr+Lriw119Kt7CKScBTEks/lm53DOIyRjIPBpo8E2bagbr+1r9rgLGsx84FmCsWXceo6kfSr9/oFvqmpQXsuo3BiR1ZIFkHlll6Y7/XFAGLdeOtTsNO1C8u9BSOOxbZKReAgNkcfd96jT4jGW0tJo9Oh/0iWWJWe62xsyYxtbbznPHA6VtT+D7Gaz1S1ee48vUrgXEoL52tkHC56Diq0ngeyQlodQvLZBLJKgRwBHvGGC5HAoAYni7UZ9WutOtdHhmntnVZI/toDqCFO4jbjA3djV7w1r99r0ck82mLa2wLCOQXAk3lWKkEYGOn602w8LR2OoLeQ6pespJdoy4IkYoFyTjJ4GfTPNaGh6Vb6Lpq2VtM8sau77nbJyzFj+pNAGnRRRQAUUUUAFFFFABRRRQAUUUUAFFRmeIPsMqBs4wWGc1JQAVx2t+NptG1m7tG0sS21pFDNNOJ8EI7Fchcc4IPeuvVlbO1gcHBwehrmdZ8Eafrmqy311cXQ86JIJoUfCSIrbgD+NAGS/xHffrPlaVHMNMaRSiXQ8yTaygELt6Hd69eKddfEhI7Jb200qS5tzCkjASbZFJYqybMfeXaeParX/AAgumrdXMSandoLmVrh7YSjBJYEnHXGQKlbwVof9sXOqrNJHNcSxSOFlATdHnt05yc0AQt4+R7u3S1sRPBcXCQxyibGQybs4x7YxU/hjxhL4kF2yacsSQKSrLcBwWBI2twCrfhUafDzSI5Hms57m333v25fKk4WTGOPb2rQ07wza6TqFxqL3s8ss0Hku0zAALnOfr70AZEXxFgm0FL4adKt59uSxktGcAo7MACWx93BBB710PiTV5NB8P3WqR2v2k2yb2i8zZkd+cGsP/hX+iz20qJc3DM6xo8qy5PyPvX8c4/ACti78PR3uh3ulXN7dyxXhbe7vllUn7qnsKAMAfEMwJd/btIkhaxeP7XsmDrFFIAVkBwMjnkcYqt/wsqdbnT4ptHit1vw7W7T3gTeobAIBXqeoFayeDNKi03V4pbyeR9QQRXV1JKN4UDAXPQACpLnwZZ3cumXAvbpJLCDyYnRx8y8deOenWgCloXxATWPEk2jPprwukskYdJRIRs6lwB8oOeDXa1zWneC9P0vWf7Utp7kXBeV2Bf5X34yCPTIBrpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMnxPFLP4W1SGG3e4lktZEWKP7zkqQAK8w/sPUngQjSrqNVv1kEn2QHC/ZgpPldMbuP1r2WigDzZNCvrnXtPA0qS30y9gilu1bAMUkP3QR2yMcD0rDk0DV30T7MunXf2qScNCTb5EK+aSQ7Z+Yd8GvZaKAPLdOsb3SRpUt5o99PNam7WUW8XysXOBgZ4Ug8Vp+DtMk0nUZWurG+OZ2tbFpVz5EAG/k+7Fhn2Fd/RQB5vq1nri+MdTvdLguxb3Ua2c424UjYT5qepU5H4iqD6br/8AwjuiQwWl5HJosEVy0ZU5uJScFc9yFzn616vRQB5v45tNT1G+t5rSyv3WXT2RPJBHlzFgRu9OKp3ul34m1UzJqL26Xlq5QK0gmAU7xj+7mvVKKAPN9MsNVtLjSXuoLrK6VcpOVUnb8wMa/wC8F/lWp8OoLm20u7ilgdIFmUQSyxGN5V2LlmB77sj8K7SigAooooAKKKKACiiigAooooAKKKKAPNda0jVrzxjNdw20/wBiS+t3IEeC+2PG5W/uhuCKNQ8SeI49PEk8V3bzSKYxBFaHfvAOWU/3R1r0qmlQSCQCR0PpQB5SJfE9sswtLS++zzStKs9vFh5H8tdpYH+EtnNa0dx4pg1K7nmGoPbvDOPLSMMFYeWEKD8XP0FehUUAefeF01u78T2V9qlncx+VYzwtLKuM/vhsz7lRmq0nh/UV8R6xb/YZn0uASX1m27IeWSPBQf8AAsn8a9KrM13Vl0TSZL1k3lWRFXOMlmCj+dAHDW8/iW2E0aJfxTW9uv2S1jgzC42chj67qvwprl/8PdXj1EXFzdyRMkMZg2SZ2jjHf5s81pW/i6SdtJUW0RN/cywEpLuCbBnrVnQNbv8AUZrz7dHp8cEEnlK9vcF8vnocgCgDjY9A8U6Rb2H9n3k6y3mZrgRRfLG6wgIjA9iw5NMk1nximlussN79oMqYSGI7lJXLKGPB5PA6cGukTxpd3GpXVjbadG0qPNHAHnC7zHsyT6D5j+VRjxdrgh0eZ9HtlW+mMboZzvUBjllGOV2jdz60Ac/fJr0el6xZRaZcNBeXE/3IdzMdy7STngY3VZnv/F0MV3DsvI4kXy4vJtskDICkN9M11dx4qgjuLd4FW5sZ0IjnifdukGflwOg46muaX4l3cnmRLp1sJ02sS1wQiqVzhjjhu2KAJ9E/tu68VaXcXhvBDDHdQu0iYD4Zdm73xk5r0GuN0XxrNq2tW9sbKKOzud6RSiXc3mIoZgR0xz19q7KgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKq39hb6nZva3Sb4XIJGccggg5+oq1RQBjQ+GNKt3tGhtyhtZnniCscb3GGJ9amGg6YunpYC1X7NHMJ1jyfv7t2fz5rTooAwbjwhpN1fT3k6XDzS7uTcOAmQAdmD8ucDpU1n4a0yyvIbuNJnmhV0jaad5NoY5bG4nrgVsUUAYeoeFNK1K+gu5opFkhAAEUhRWAJIBUcHkk1CngvR1Z3dLiSR2BaR523EAYAJB6YNdFRQBz+n+DdE0vU11C1tWWZARGDIxWMkYJVScAkDk10FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXD+Odc1HRNW0eaxnLovmtcWSjmdflUEe4Zh+tdxWXeaFa32tWOqTM5lsldY042nfjJPHsKAPP8ATfiBqGl+D9Ou9REV1fTPMZo2chwFcjgAHjtk+ldNqfi3UYdWTTtJ0Nr+X7It2585UCqTjAz1NMu/h3plxYrbRXt/akLIjSQSAM6OxZlOR0ya27LQLWx1Jb6J5TKtolp8zZGxTkH60AZVt4l1PU7+5istIH2O2fybi4knAKvtBYKvfGazPAvinU74WOnanbAme3lmiufNDNIEk2ncvbqMfSto+DrYa1LqMOo6hAs0vnSWsUoETvjGSMZ/DOKm07wnp2mXVhcW7Tb7KCSCLL8FXYM2fXkUAWvEDzR6DePb38VhIsZIupRlYh3P5V5v/b2vxaMJBe6jJZXF8iWsrxqLy4j2nfsTHTPI46V6ZrWkwa5o91plyzrDcJsYoQGAznjP0rEfwSklikEut6pLNDIJLe5Z08yAgY+XC4wR2INAEngTUbvUvDSz3szyyCaRFaTHmbQeA4HRvUV09cRqPgq9i03TLLQtTntmhvvtVxcyS/PJnlsgDDZ9OBXbDpQBy7XF9D8Ro7RL2WS0msJJpLdgNsZVkCkd+cmuQ0/xdqh8RRwnVC1zP9s+0WU8e2O1WPPltnsDgZz6138mgeZ4jTWv7QulkSMxCAbPLKkgkfdz1APWqreEbe5vbm61G9ur1poZIFSQqqRI/wB4KFA5xgZOelAHHeGPFeowpqt5qF3dzJbaYtw0N0gU+blslOBlDxzW74I1K5vru4XUL+/e+8lJntLiJURFbkMmOo7dauWvgOwi8/7Ve3t75tp9jHnuv7uL0XAH51d0Hwta6FNJcLdXV3cvGsXnXLAssa9FGABgUAb1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTGdUKhmALHABPWn1wXxZhlh8KR65bDdc6PcJeIpYgMAcMD+BNAHZTanYWyb5723iXJXLyADI6jmnNf2iNAr3UKmf/UguB5n+76/hXhesWdoPgro93OIxLqGqJeSeaRkb5DuGT2xj8KsePri4k8XLq2lR+fa+G7e3lQwyp5MQZiWJXvlcAAe1AHutU01Swe7Nol7btcgZMQlUvj6daelwlxpy3CnckkW8YPUEZry3wZpnm+DrvUjZ6YbcQXPlTRRsLpWy2Qzk/yoA9MTWdLk87ZqNo3kjMuJlOwe/PFSS6nYQ2i3ct7bpbNgCVpQEP49K8Ui+wzfC2KeUaK0pW35s8LL5YkXd5uTk84zVHWZrSPWry00qWzOnR+ILU2yy/NbBnjbzFx025646UAe8Qarp90ivBfW0qMcApKpBPpwaklvbW3mihmuYY5ZjiNHcBn+g714P47WS2120S30/TLgSaLMZvsRCxRHfzKoGTleDxyfwqDxDqKP4ksNUgkn1C38O29mHv0mGxdx+YkdyQw9+KAPoUOrEgMCRwcHpSkgAk8AdTXnPgzV9Nh8T+MJ7nUIIfMv0ZBNMF+UoMYBNdvrLA6DfMpyDbuQQf8AZNAEkWp2E7bYb23kO0thZAflHf6VM9zBHu8yaNduM5YDGeleW/DyPSz8Po11ZtFAk08ndBgT+Vg7zJk59K4KOcy+ALma5Mlxqh1az+0Jc4DPAB+5xnjBXuffNAH0g1xAiK7TRhG+6SwwfpUd1f2dkm+6uoYFxnMkgUfrXhXiCy1HQIdFiurCCaS6ubyeHTfNykMRTIUHGMjrx+FW7KQSax4VVb3TNR83R23Saicx8P79GHT3oA9r+22v7n/SYf3/APqvnHz/AO761IZ4hKIjKgkIyE3DJ/CvG/G1lpGla++sq9hqNrHDHHc6b9p8uS3GQQ8AB4+gp90mkaD4xtLt2t9StdQv41jKTn7XZTFQFU4OSnHIPrQB7LRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUN1awXttJbXMKTQSDa8bjKsPQipqKAM+40XS7q2gtp9PtpYLfHkxvGCqY6YHapl0+zWOSMWsISQAOuwYYDpn1q1RQAxEVECKoCAYAA4AqOO1t4bf7PFDGkPI8tVAHPXip6KAM6PQ9KiDeXp1qoZdrbYgMjOcfnT30bTJIFgfT7ZolbeEMQwG9cetXqKAM+HQ9KgOYtOtkIRkyIx91jkj6E0sejaZFBLBHp9ssUpBkRYwAxHTI71fooAyZ/DGhXN2bqfSLOSckEyNCpYkdOa0yishjKgoRgrjjHpT6KAMceFtBEUsS6TZqkyeXIFiA3L6H2qd9D0qTO/TrZtxQnMQ52fd/LtWjRQBWmsbS4mjmmtopJIgRG7ICVB649M1nS+E/D06qsui2LBAQoMK8A9cVtUUAY8nhbQprq3uZNJtHntgFicxglQBgCpP8AhHNG/tf+1f7Mtft4GPP8sbvzrUooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5XxV4xi8LanpcV1H/ol2ZBLL/zz2rkfhnHNdVXPa94ZTXtRs5Ll1NnFHKksJHMm4YHPbHWgDLsviLZvo9he31jeQTXvnFLeOIyuBGcMTt6cc11ljewajYwXlq++CZA6NjGQelcvpPhC507UtJna4ieOyN2XABBbzn3KB9BWvqtvrr6nph0q5tYbCOQm9jkQl3XHATsKANS6m+z2k02AfLRnwTgcDNcloXjKa8vEhv0tljlsjeiSB8iJQcFX9++e9dXewG6sLi3DbTLEyAntkEVxul+AG0uKaGC6iWK508W1yiJjdKPuuD296ALk/xA03+x7y+tUlke12M0EiGN2RmwGUHqD2x1q03jfRRYi6SaVz55t/IWJvN8wcldnXIHP0rnX8C63qNtdvqN7Zx3bW8NrB5IZkCxsG3NnBJOO3SjU/h/qGoSvqE1xaT3sl79pkhBkijIERjChl+YHnOaAOjvfG+g2GnWl/Jds9vdlhCYo2csV+8MAZ45z9Kr/wDCb2z+I4dLhsL2eOaCOZLiKFiuHJxnjgcdar6R4QmsDoAdLWOPTzcSSRws7DfJ0wW5IwWzmreo6HrA8UR6rpV3aRRPDHbzxzRkkIrEkrjjJzjmgDqKwLrWLy28ZafpflwtZ3kEjh8nerIM/TFbjrvjZCSNwIyK43QPCmrWOsWs+pXsM8GnJMloybjJIJDnMmfQccUAdrWB4r8Rt4Z0+3vBZSXayXCwukZ+ZVIJLAd8AE1LoMevxyX/APbk9pKhnP2T7OhUiLtuz3/wp2u6OdXOnj91st7oTOHB5XaykD3+agDIsfHVtJoUmq3VvL5C3ktupt0MnyoxG846DA5rR1DxdpGnQW0rzPKLmPzo1gjLt5fdyB0UetcdN8NL+Lw+mk2lzavapPcMtvOz+WVkJKsSOdy56dKZ4h0u+0bT7GK3+0NfrpTWLGCzeeOQE9AQRtPueKAOqfxDdr4o0i2iEE2m6pEzxFciRcLu3HtiraeLdIk10aOk5a4LGMMFOzzAMlN3TdjnFZcHhm6a/wDCV4yqg0u2ZJgXO8Ex7cdORms218AS23iUXc1vZ3dqL57xJZLiVZImY54QfKSD37igD0OiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuL8f6nNpsVifMvxaSGXzlseJflQsGByOARz7V2lZGqxaW2o6e9/KFmJkjt0ZiFcspDDHQ/LmgDkb3xvqWg6HpguI7a7vZbNrl3BfEigjaq7FPzEMOeBmrd14mup/EPhRhA8dhqm5o1LtHIrCMsRInQjpgetWrfwh4d1PSLD7BNdLbWyyRwSwXDoSpb5lyDyNw/St6bRLG4n06aWItJpzFrdixypK7T9eKAOTvPFeq3Ot2UVrbx2+mjVzZPIz5klKq275cYC5HrW3b6fqWn6/ruql1mtriKM28AJLbkU5+magv/DmgWuv2uq3Us8VxNdhoY/Oby2nIPO3pkjNdHdxpNaTRyM4RlIYxkhgPYjnNAGF4R1+61+1uZbsWaSROFMduzloyRyrhgCCPyNQ+L5bmW90TSYbua1i1C6ZJpIG2ybVjZ8K3bJUUnhxPD+j6Rfapp1xcTQvJm5nmZ5JNy8YOeeM1evdN0nxjplndCZ5Ic+dbXFvKyMuQRkMORwSKAMabWdR8PwxaPZsNYu4bSW6e4uZgm6NWIC5Gct0GT6VDf+Pru3l8630yJ9PitoLieaSbaQJWxhRjkj3xS614c8JabYWVlePdQLHDJGnkSSGSSMkFwxXkgnk59auzeG/C+pXV1aOGMtzbQeZF5jL+7Q/uyB25FAGa8usan8SpYZLxotLsrZLlI4J2TeCerAD5j7HinaF8Rl1jWXtjaotswlaNl3l0CZ++Cu3nB6H0rroNHtLfVZdRjVvPlhWBiTxtXpxVDTvCOm6XqEt1avdKJN2YWnYxDd1wvQdTQBlXHiHXZPBmoaytnZwJ9jNxasJ2LYwT8w28HGD9asXF54hPgWe6aK0+3C3L/u5WG5NmSQcZDelS2/g/Q9Htbxne4a0eBopEuLh3jSI9QATgCrWleHNKtNFuLK1eaa0vVO9pJ2kLKy44YnpjpQBjw+JL4eHtAi02GObUL+184C7lOAqqCxZupPIFUJPiJqM9vZS6do8E5lsmu599xtEYVtrKDjn2rfv/AARo9/p9hZsLiEWEZit5YZmSRFIwRuHJyBUi+C9FS1W3WB1jWzNkAHI/dk5P4570AczrPxPbTtT8iHTllhjEJm+ZzJ+8GflCqQcD1IrYh8T6xd+Irq0tNFSXT7a4SCS487DjcgbdtI6DIzzmrUngrSzdrcQvd277I0cQXDKJQnC7sdTjvV8aS1hBqculvtvLxjMDMSyCTaFHHYcCgDJ0XxfPq2rW+mGxWO5SKR75RLn7OVcqq9OSSCfpVrxrqVzpfhieWzfyriR44Ul/55l2C7vwzTfC/h+40qXUdR1BoH1LUpRLP5C4RcKAFGeT06+prY1LTrXV9OmsbyPzLeZdrrnH69jQBy7z3ng+wEKX8msTXV1HDAl1LzEz9dz8nb36VkX/AMS9StIwiaTam5ieZLgPckIvlleVO3JzuHaulj8C6NFYXNqFuC1xKszXDTsZQ6jCsGJyCKgk+HegS20UMkdw2zcS5mbe7MQSzHqTlRQBkS+PNbjs5rg6TaKLWGaa5/fsQRG4UhOO+cgn0rQ1Dxu9l4ntNOEEUtvPLFExQsXjMillLcbR06ZzjmoG+HNlLr0jSCX+yjEW8lbhwZJGfcwcdCp9K077wFot/rK6o4uY7gSxzYinZELoMKxUHGQOKAM7TvG+pXerpb3GkRQ2lxdT2lrKLjczPHn7wxwDjqCaueH/ABqviDVksYLQgpAz3Tbs+TIG27D9etWp/C1tb2kLabGou7SaS5tTM7FBI5+bdjqDk03wj4el0SK/urtYVv8AUbk3FwsGdinoAuaAOlooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuF+JGm3eqx6Ja2jSI5vgS6g44U4BI5UHpn3ruqydY1yPSLrTYHidzfXIt1I6JwTk+3FAHmWvXj3cFlBBDLpVklo8MWY5MW9yGw2AnUjqCeKs63Z6vLLqV2Z7uS7srOxaB42ZU3lv3jBe5x2rt7Txhpklq095PFaL9plgj8yQfvAjYLD2rWm1XT7fzfOvIE8rZ5m5wNu44XP1PSgDzK+S4HijTzqAvZ746vvUbWMXkBW247DqPxq54OurpfHVyJRMi3ML+bB5LhIZA2QNx4J29668a7cp4tGjz2SpBJbtPDcLJncFOCCO3Wl0PxdpWvG5W2nCvbyujo5wcKcFvpQBneGRJLoWuboGgke9ufl2kE8AA89c1d8CqieB9HSOFoQtuAUYYII65H1zWgniDSJLWW6TUrY28RCySeYNqk9MmrNlfWupWy3NncRzwsSA8bZBI60Acf8QLgWggubeO9i1KGJ2s7mCLejP/zxcejcVlXFtBaeP7LVtT0q4knu7OBYvKVion3HeT2GAR1r06uJ1b4l6XpT6pBJBM11Y3EcAiGMzFzgFfYd/pQBDa6DLqfjbXbue81CJYJYTbKshVMhcnA6EE9a53Sn1v8At6XzL111SEXQa0KSHziwOzLH5QAMEYrubXxFqGoapJb2mk7raGfyZppJlUjAySF6kc10tAHi2lW17quja1ZyXUtxNNpZVrEQyBhMBwxdv4skjj2r0LwM+nHQFj0y0uLeGIhG85GXcwUAlc9u34V0F5dxWNlPdzttihjMjn0AGTXP6X4xivXdby0eyBsxfxM7Ah4DnnjoemR70AdPRXL6X4ru9W0O41GDRZkaGZ4/KllRCVX+LJOAKhXxncP4Yg1pdFuFWQO0iySKojVf4ic8g44x1oA66iuQPjyCSyt7q10y7mSSy+3SjAUxR5xzk8n2FdTa3MV5Zw3UJ3RTRrIh6ZUjI/nQBNRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXMeK9Bu9du9EEPlNa2t4JrqOQkBk2kYHqcmunooA8r/wCEK1qw0+SG1sbeb7RDeWmwygeQssm5ZASOmMZA9BTL3wR4jt7WbTLNIbyK5tLOGW6nl5/ctl+DySc8fzr1eigDm5dNvG8cadfLbj7HBYPE0u4cOWGBjr0FYlnoPiL7HrejtbWlrZ3DTtFdrLukdnOR8uOB65rv6KAPM4PCeq38UjXumRWqCG2tTbiVWEojcEyccDgHGeea0bmXWPB/g/XL62so571r+Sa3gAJDqzKF4XvjtXd0UAUdIurq90i0ub21+y3UsSvLBnOxiORmuF1PwBLqM+uXzW0Z1Ca63WUjSY2xkpuJ9/lOK9IooA4PRtJ1PS/Ed5dy6CJmnum2XiXQBWMgAkqT7ema7yiigDP1vT21XQr/AE9ZDG1zA8QcdiykZrhLLwbq2uRRx60h02K301LBFhlWQsQwZmHYKdqjB7elel0UAec23h3xPY+GdfsEmkuLi+vGWBnZBshY4Z+OPu54rV8SaTfx+HLbRtP0a31WwMHkSwTS7GBxhWBPHB6967GigDzWTw94lsLC2tYbSK+efSvsE7iVUETZ+ViTyVAyOOa73SrRrDR7Kzdgz29vHEzDoSqgZ/SrtFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTHkSMZd1UH1OKfXF+OobafUPDkV6ivZyXrRyqzEDBjbB/A80AdmCCMg5FLXjtj4r1mysrfStN87y0a5a2leLzDLGkm1FyT056+mK2Na8baraPp9xFsgKw28l9aShQE81wuNx5J69PSgD0qkYhQSSAB1Jri49S8Tal4w1G0sbmxj06xkhDI8ZZnVlDN83Y81oeP13+BdXBJXEOQQ2O470AdGrq67kYMPUHNKSBjJ69K8j0jWrrQLLVYrbyoWkvrWCIK/mwweYMF/x6kVZu9b1PUL/AEqBtSt47u11ee2F2FxE4EDMMrnB+9j60AeqUVxum65quoeGdMvJL6wtbl70wzNIvyTKrsuE9GYLkV2VABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVR1PSNP1m3W31G1S4iVtwV88H14q9RQBk33hrRtRgt4LvToZIrcYhXGNg9Bio7vwpoN9LFJdaXbyvFGsaMwPyqOg/CtqigCtBZW1rNNLDCqSTkNKw6uQMDP4AU67s7e/tJbW6iWWCVdro3Rh6VPRQBlReG9Gh06XTotNt1tJceZEF4bHTPeon8J6DJYQ2L6Xbm2hYvHHt4ViME+ueetbVFAGfJoumyWdvZvZQtb2zrJDHt4Rl+6R7itCiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5/xhrl3oGiC40+3S4vZZkhhikJ2kscc456V0Fc14m8NyeJL3Top5immwO0syxuUdnxhcEdADzQBLL4t020stPnumkDXsSyKkUTSFQQMk7QcAEgZrfBDAEdDzXmV14F18aPZ6dZz2StZvKtteb5FlijZ9yjg4bjrn0r0ld0VsNxMjInJHViBQBRTX9MkYKt2pY3LWoAB/wBaM5Xp7H2qpB4y0G5lnjivtzQRtK/7tgCqnBKkjDAe2a5jw/p0eveNtR15Le6trBUAjini8vNwV2u+O5AAGfrVmz8IaqDbw3MlolvY288VuYQQZC4IBcewNAHWWms6ffXbWttcq86wpOUwQQj/AHT+NUfEHiJNBvtLSfy0trqWRZppGx5arGz5/wDHay/Cnh/WNO1q51DVTZHfZw2sf2fdkCP1z61P408Inxb/AGZE0yxw2s7TNnnJ2MFOO+GIOD1oAtXfjbw/YxWstzqHlrdQmeEGJ8tGOrYxnFTXni3Q7G6htrnUEWWVVdQFYgKxwpYgYUH3xXPal4U1jVmE12bI3H9kXFiWQEKHYjawHYEDn0qpq3gnWLl57e2a0NvqNpb211JITuhEeM7cdc/pQB2LeJdHSxa9e/iWBWKljkHIbb069eK1QQRkd68qufhbfTa616t4BbjUEkWHzDtNvgblI/vbhmu0s9R1qbxrf2Ulmo0WKBDHcEYPm919xigDV1XUY9J0q6v5gTHbxmQgAnOB7AmudPjy0k8IWviKCNltnliSdZUcGMMQDgYyxGR0610uo2rXum3Vqr7GmiaMN6EjGa5G38PeILrQbPTNSOnxxWl1bsiwbjvijPO7PckA0AbR8ZaCNHTVft4No8hiVhG5YuOo243ZGPStWyvbbULSO6tJ0mgkGVdTkGvO73wBqkmnskP2bzk1O4u1UzOiyLIeMlcEEdK6/wAIaRJofhy3spraG2lUlnjhkaRck5J3NyaAKlz440608Yjw9MsolMIcSLE7fMWAC8L79c4rUPiHTV1caW0zrdM2xVaJwpbbuwGxtJx71j6vpGuL4xtdY0kWTxNb/ZrgXGQyLvDblx1PFZN74S8Qy+O4dUWSzms4rwXKySs3mKmzYYgBxjknPrQB10HiLSrm7W1ju1Nw0zwCMqQd6DLDkdgR+dL4i1VtE8P32ppGJDbRGQITgGuW0/w7r8PjNvEcy2X+kyGGW1x/qYR911bu5wM+xHpXTeJ9Nn1jw1f6fbFBNPEUQueM570AVNP8aaFf6ct2L9EG5I5A6spR36AggHB7HpT7/wAZ+H9NtZLi71FI4o7j7K52MSJcZ24AzmuVbwXrmoW1/cX32GK7cW6wQISUYQ8gsff9KWz8H628Vs2pRWJlbXBqE6xklfLwOOepGKAN/UPH2g2mirfw3qTGVJDbxhH3OydQQBkYOAcjjNWYPF+l+Vp63txHbXd5DHL5XLBN/TLAYGTwM4zWP4k8K6hNqEt1osNli5sZrSRJcp5Zc58xcd8jmsO8+HOoyTwAQW9xbvb20ckb3ckaxGJQCAF++OMjPegDuh4r0Q61/ZAv0N9v2GIK3DYztJxjOO2a13dYo2d2CooJJPQCuFHgu/j1BbpZYWZta+3Sdj5QQqq59RxXX6vZNqOj3lkj7GnhaMN6EigDLXxz4cezubsamghtiBKxRhtycA4IyQT3HFaOka3p2vWzXGnXImjRtj/KVKt6EEAiuC/4QnXrzabxbGMRw2tqEickSxxurMzZ9QvSuw0DSLjTNQ1yaYR+Xe3vnxbDzt2KvPpypoA0LnVrGznaC4uUjlWFpyrcHYvUj1xVCfxhoNtNaxT6gkT3SK8YZWAw33Sxxhc9s4rm/F8cfiHxFp+j28F0l1HI0dw7QkRtauoL4fpzhR69aXxJ4T1i6vL2LSoLBrO/hggd5mIeARkdB0PAoA6tPEekySeWt4pf7T9kxg/63+70/wDrVVtvGfh+91p9Hg1KNr9HMZi2sPmHVckYz7ZrnYPBms2+r24SWzOnxap9vaQ7vNbjG30rb8M+G/7Lgu/t0NvJcSX8t0kgUEgN9059cUAb17eQafZyXVyzLDGMsVQsQPoASaoJ4m0d9HbVftyLZqdrO4KkN/d2kZz7YzTPFWnX2reG7uy06fyLqQDY5Yr0YEjI5GQCPxrjbbwRrceibZIdP+1Raquox2/mOyOAMbGY85HY+woA7BvF2hro41Vr9BaF9gYq24t/d243Z9sUXPi7QrMWRmv0X7YN0Pyscr/ePHyj3OKxL/T/ABRdQ6dqH9n6S1/aTOwtt7BMMoGd394YqjrXhvxNf3DXEcGmma+sPsVwNzBLf5s7l7n6UAdifEOkjfm9j+S4W1J5x5jY2r+ORVJPG3h6WW7hi1APLaq7Sosb5G37wHHJHcCuWHgzxBbXkEFu9lJYjUILyV3J3MEVVIA9crmrmk+C9QsL/Sp2eAC3lvnuCOS/nNlfxxjP0oA1dF8eaNrPh+XWBI9vBBGJJhJGw2Anjkj5vwzW3pWrWetWQu7GVpISSuWRkII6ghgDXH2HhvWYfA1xoOpWVhdxJCsUUMcjIZQGySzdjjGMd63fB+mappOjG21WdZJPNZolDlzHGT8qFjy2PWgDQ1XWrDRY4pL+YxJK21WEbMM++AcD3NVb/wAWaDplxBb3mpwRyTqHjGSQVPQ5HAHuayPHXh7WNdjij06VGh8uSOSGSVowGYcPleuPQ1zd14A1qfTriMx2rTf2ba2sWXJwyPl/wOBQB2mu+MdL0K7tLOSZJbq4uIoPJVuUDtgMfT1561u3E8drbyTykiONSzEAkgDrwOTXC3XhfV/7aVltrSe2bVIb43DPhwqrgqVxyBjiu+YZUjpkUAchp/j+x1bwvcazaoVNuR5kcwZQoL7cliAOnNbNr4n0a8sZ7yHUITBA/lyuSV2t6c/p61x9r4T8RjwxN4fm+xLaq6lZNxLS/vdzE9gNvGKbqXgnU5U1Z4AoEuqR3kUUUxjaRFXG3cPun0oA6XW/F9jp2gf2lazQzmRvLhLFghf0ZgPl/HFX9T8QaZoltDNql7FbCUfICSd59FA5Ncp/wiN03gDU9NS2aG8u5TMI5bgzEtx95j645ra1LQp7/wAWaHeSQwyWdnBMJQwyBIwXaVH4HmgDftbu3vrWO5tZkmgkXckiHKsPY1if8Jpo3/CSSaEZZheJgH9w+3JJ4zjHbr0rctraCzt0t7aJIoUGFRBgAewrl5dL1228c3OpWUVlLZXcUSSPOxDxhM5CgdSc5zQBsDxHpL6q+lpfRPfIMmEHvjOM9M+3WqXh7xhp2vWjMJY4bmLeZbctlkCsQT05HHb1rm7TwnrEOqx2wtrdbS3vprz7Z5nzTb1OFxjIIz1zUeh+DNetEgE62ls9lZT28MsEpZ5WkJILccY4980AdtZ+I9Iv7Ce9t76M21vnzZHBQJ3ydwHao4vFWiT6RJqseoxGziYo8hyCG/u4POfQY5riNP8ACGuR6PrMMlnBHJci2mjRrgyea8R+ZHJ7Nt/8eravtJ1zUoLW7k03T4ZrO8FwlmJMrMNhX5mx94E5Bx2oA3z4m0UadDqB1GH7LPkRyZPzY64HXjv6VpwzRXMKTQyLJE43K6nII9RXFXun+Iphp+o/2TYNcRJPFJZpNhVV8YYMRjIxzxXQ+F9Kl0Tw3Y6dM4eSCPazDpnJP9aALE+taba6hDYTXsKXcxwkRb5iewpf7a03cg+2wnesjrhs5CHDn8D1rm7bS9c03XLqOKxtLq1vbwzteSyfPEhGCu3HUdue9ZWl+FtYttSSGfToGsbWyu7ZGafP2gyyBhkY+UY4NAHUXXjLQ7fQ7zV0vUmtrUfvPLyTkjIGPep7TxTot5pQ1NL+FbXO0yOdo3f3RnqfpXL6Z4b1pvDOr6ZdwxRwSIi2dtJJ5hAUDKl8ZKkjAzyBT7zT/EF/Y6ZqNzo9okunXfnJp0UmS8e3HLHjd36YoA6dvE+hJbwzvq9mkUw3Rs8wG4Zxxn3om8TaHbJbtLq1oq3H+qPmA7+cZGO3vXmv/CCa7sTfao+5A+3cP3ZM28r+AqSbwfrSPiXTHube5heF4ILkRBB5rN8xx0Knt3xQB6VdeIdGsr1LK51O0iuZCAsTygMc9Ppmi38QaTdam+mwX0T3iAkxAnOAcHHrg+lYGieFo/7c1u51HTITDObdbfzcSErHGB19j/Kq+haNrFl4xmljtmtNKBlZ0eYSK5Y5Ux8bl7kjOKAO6ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5Pxrql/pj6KdOTzJp70Q7C+FOVP3vUDrXWVRvtKtNRmtJbmMs9pL5sRzjDYx/I0AcRqfxFnsfClhqoitUuJTL5sDlm3CNirFMdsjqemRWjc+MbpPEmmWKwwW1pdQxy+ZdbgZN+flQjgMOOD1zVq48AaLc2sFti4jjhM2PLkwWWUkuh4+6SelS3HgrTrr7Ek9xeyW9okapA0vyMUOVY8ZyPWgDpa43SdUvoNd8VNfkP9jCSRxo5KBdhIAB6Hjmuqe7tormK1eZFnkBMcZb5mA64FUzoNmbjU58Pv1GMRz88YC7Rj04NAHNW3j6UaXc3d7pwRktYrmNIpN24SHCIfQ579KvXviLWtJ0CS91DSYRd/aY4IYIp8iQOyqDntyf0qZfBGkeRJDIssiSWSWTZbkopyDn196jbwfYx2oS51C9nAuYbhpLibJJjI2r2AH060AZur+O7zQ4oINQ06KDUJTK/l+YWRo0wcggZycgD3qPUviRFZvpMkNuGhvI4pJI3RvMjDttGew/Gun1jw9baxPbXLTT211bhhHPAwDBWHK8ggjp+VZuo+AtK1Nojcz3pKxpFIVmx5wU5XfxyQeaAEh8UXcnjCXR5be3t4UbCGZyrzDGdydiPbrVGL4iRPr62RtGa1eSWJZI8sy7ByzdgpIIFa83g7TbjVIb6aS6kaKRZVieXKB1GAwzyPwOKbZeGtOXUZruyvZ/sxdt9pHIDD5h+9kde/TNAGdoviLUtW8YwRzwNaWM+mG6hgLBiwLqAzehwenvW/4g1oaHp6zrbvczyyrBBChwXdugz2HU/hVPSvB9jo+qJf2892zxwG3jSSTcqRlg20DHYitPVtKg1ixNrO0iDcrpJG2GRlOQwPrQBwsPjTUtK0vVLq7s2uLk60bG3h80bVLdBu9Aavat47vtE0+GTUNMS3vN7ebb7y5aMfxJt7e5q+vgKwWxFq15dyD+0F1FnkYFmkH4dDVnxF4OsvEk8U089zbyLG0LtbvtMkbdUPtnmgDGv/iOtrfPBDpcksaADeZAuSYjJ09NoP40kPxFWbxFY6ctorxXhiVTGSzRs8e8buwx6de9Wz8OtNOSbm4J4wSR2iMf8jSxfDzToNQt7uG9vYzA0MgiSQBGkjUKHIx1KjBoATwrquv3+ua7DfxQG2t7oxpiTJjIRCFA7g5JqtoevyWkni2+1WVsafP86CUtGoCA4XPTrity38K2dt4hl1iO4uxJJI0rQ+Z+7LsoUtjvwoqxH4b06NdVUxGRdUcvcq5yGyu3A9BgUAZaeJ9QTw5NrF9YQ2cXlLJBvm3793QEDnNYereJ5de+Gmp6zazT6ddWDuFeMlcumOx5wc9DWzD4A09bGa0ub7ULuJgqxebNzAFOVC47g96dc+ENHtPCuq6bdXtwtpe7pLq4nlBbJ6tnoOgoApeJTcPp/hfUY725t7k3VtGxjfAcSFdwYdDmtLV/F8ek6q+mvaO90xhFqgYZuN7ENj/dwSauX3h+y1bRrCy86Rbe2eGaF425PlkFefQ4rIt/DerX3jePWtc+wPDYRulh5AbfljyzZ7gcfiaAOxHIBIxXF2Ot30PiLxK+optTT4EdFjmzHtwSOD0Y967Wsabw3ZzT6rMzSbtTiWKbB6BVwMUAZvhfxZda3eG0vtLNjM9qt5EPMDgxscDPoaPHWq6xpGm2UujLA0st7DCyykjcGcDHtnuataTp2j2uuO1peCW+t7OO0eLzASka4xkdieKua/okHiDS2sp5ZYfnWSOaI4aN1OVYfQigDjvFPirWfD+r6dcG3jl26bPcXdskmEXaUyQe57D61PqfxMt7C5jVbTdF9miuHBJ3t5n3QoA6jvmtebwRp81okDXF0xSwlsRI77mKOQSxJ6nikufBNrLdxXEF/eWpWGOGQQsv71U+7nINAHTRSCWJJACA6hhn3rjtDubqDx34mtZLq4ls4ooZkWZsrGzBsgHsOOldbbzQyqywyrJ5R8tsEHDDsfes2Pw5apq+qaj5khk1GFIZVz8oCgjj35oA53TviIL/AE7WZEsw91p8ImVI8lZVbOCO5HHUVX8QeLNZfwbHqekpaJK95HAWE27ILqBt9Cc4IPIrQ0z4e22lRz+Xq+oGSS2W283eAURCCm3jjHT3yasJ4F04eGrrSDc3DG6n+1SXW4eYZdwYOOMDkCgDf0x76SwjfUYoork53JE25R6c1yfjW515tc0XS9LcRW92zmV0l2OdozjPYV0+i6WmjaXFZJcT3GzJMs77nck5JJp11pVtealZX8obzrMuYsHj5hg5/CgDkbz4hxaZrMmm/Z2nW2ljtZH3ZkaRgOQuOgyMmm6f8T7HVtQ0rTLCJZNSupttxAWx5KANubPfG3p71tXHg61m11tTivLq38yRZZoIyNkjr0JyM9ucdar6R8PdF0bWoNVtlf7TD55BOMEytuYn6dB7UAbut6l/ZGjXWoCBpvITeY16kZ5/TmuXufiHGlrPcW1iZYftYs7aUyALLJglj7KMEZ71u+Jo9cl0totDjspJpFZJFuiQu0jGRj09KzbfwPaL4Q03RXkaCWx2yJPAACsoBywz16nrQBl3fxJEPh+21NLSMO00kcsLsd2E+8yADJHvV2+8bXjXOmQ6Noz35vbI3v8ArAmxBjI9zzxU114Ctbyzgjn1O/a5ijkiN2rKJHR/vKeMYqxY6HpegXunyPfkS21l9ihWZwCy7gc+54FAFew8YXV74qOkPpy26gDKzSbZRlN24L0Zc/Lx3FddXOt4TgfxLFrMt7dSmF2kht3IKRuy7SQcZxgnjpU9l4eFl4l1DWhf3UpvEVTbu+Y49o6qO1AG3WXr9vLPo1wYbye1kiRpA8DYY7QTj6VeiurecyCKaNzEdsm1gdp64PpUNz9n1DTbiMXC+TJGyNJGw+UEYPNAHnVhq+r2Fl4ZlW8utUur9ZJ5YppQq7RGSefQccVo3PxRs4YLBks2M1zZNetE8gXagONoPQsSDitm28O6XBDpM8d6TDp1u9tE5cEMGG0kn1qm3gCza108WWo3FvLaW7WwmRUfzYy27awII60AdLo+pR6zo1nqUUbxx3USyqjjDKCM4NYLeLbj/hN/7BSwVYFwGnll2M2VzlFP3h2rpreNbeCKAOW2IFBbGTgdeK5y78IWuo+J4dWn1O6lNpKJktSy7Y3xgY4yBjtQBV8P+Itb1LxTrFlPp8QsbO58oy+eMxjbkcd81DZ+PX1DVdS063tImkggklt3WXKybDggnpWqng+1j8T3GtLd3K+eQ0lsrYjZwu3ce547VV0jwFZaPqq3sN9dyJGkkUNu7DZGjnLKOPXmgCjpPjS+tvh8PEWvWaxgqvlCOTJlDHAJ/u5Jqaz8QXHjTwtrdrpwW31GONoFeOTKb2TKsrenP6U+08HaY2nalosmrT3nnIqbHcE26KcoFUcDB5561vaHox0a0eFruW6d23NJIqqemMAKAMcUAYeoeIL/AMMaRo1rdRQz30sYWWWWbZHuUDcN3qc8V10T+ZEj4xuUHGc1i+INAi8T2i2z380VvuKyxw7SJBnkHIOD7itmGJYIUiT7iKFX6AYoAxY9euLrWZbSz015rWCYQT3PmABWxk4HcDjP1qpYa1MmueI1vfNCWEccgjDBlCYc5Xvk45H0qyvhjytck1C31S8t4JZRNJaRlRG79CTxnnAyKlt9Nsm1PWL23nE8t4iQzRbxhSgYAcdM7jQBlWnjpLiyvp5rBrM29pFdJ58o2usmdvI6dOlRJ8QopPC8WrxabNNK14LJrdHAZZMkZye3FZej+Bry9t9Qj1KObT4pI7eK2T7QJ3jMLFgwPTGTwDWzbeALSGxS1k1C7nC6gNRZ3I3PJ6HHbJzQBDffEOHTLe1N/pk1pdTiRvInkCkKnU56HPaq8Pi/V7/xjp1vp9ikum3dh9pG6UKQpZfm57jJGK3PEXhSLX7i3uPtctrPCrJvRFcMp6qQwIqG+8GRXd/ZXsWp3lrNbQC3YwlQJYwQSCMcZI7UAVdL1/Wrjx9q2ky2aNYWyxN5gcAxBg2OOrZwPpS2XxBsLzXLXT1gYR3cskUEwcHLJ6r1APOM+lXz4VQeKn1yLUbuPzdvnWysPLkKghc98c9Kr6R4Jh0bWPtsGoXDwhndbZ0QhS5yfmxuxknHNAHVUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcf8RNX1HStFtRpztE9xdJE8ysqeWp6/M3yqT0yfWuwqKdYWhb7QEMQ5bzMbfxzQB5bP4o16x8IWV4l4l3q63ckMdrC6Tm4jzyW2DlkBycY6e9XJ9Yaa40y2u/FclnYpp63f25QkZu5CxB+8COAOVHrXfRnTVjWWI2oRDtDqVwCe2ffilex06SONJLa2ZIfmjDIpCe49KAOZV5I/iDpyreSXNvcWEkoEiqQCCMFTjI/OsjTNcv7PxLq8FzeTXswinlt0injkiIXopQAMjDpz1r0FmtFuo9zQi4K7UyRux6DvikVLOOclVgWZs5wAGPrQB598Pdf13VtTBvriOS2uLUztG91E7o+7+FVAKr1GGrX+J0Qbwj5r3UtvHFd27OyMAMeauScjoOv4V0dpb6TbTTNZxWcUvWUwhQef72P61adreaJg7RPH/ECQR+NAHm3ijxKLLwrYzaVrlxOHS4eO8aVEEhQdCSh3HPAAAzim+JvFGrW0WitZamsQvbNTeyBN62qkjE5wOM8jnivRZLbT3ijEkNs0aEmMMq4B9qp3F9oUeqLpVxJaC7nhyIXC5eMHgc9RntQBp25BtoiJPNGwfvP73HX8a8q8OXWo6d4iieC+f7HeateJJaMAUVVTdkHGd2R64r1hVVFCqAFAwAOgFZUd9YTa62npahprdPO84KpRCeCM5yG/DpQB5zovi++1PV9WgtNRFtDc6dJdwG6uEkNu4fb2A2DHODntXVfD/Vn1G2voJrq6nuLeUCTzpY5VXIyNjoAGGPxFdPHBp+5zHHbZIIcqF5HfNOtEsYkk+xi3VNxL+TtA3d8470AYPjW+vbKwsxbXD2lvNdLHdXaLloIzn5hnIHOBkjvXAJ4o1S40uGKTxHLbQiO6livfk3XLo2FTJG3pzwMmvUtYtotU0plTVZbJCci5t5VUj8TkYqnpvhjRtN0G202ZIruCN/MEl0FcvITktzxkn0oA86uPEviSVJNSOpz2sVnp1pOYNqFZZXOCGyMjPpVmXxX4in8eXcUU621vbX8VsLea5iRGjO3cdh+ZiQxIIPpXpeqXGm6Zp1xe3yRC3RA0nyA5A6cd8VI2m6Zd3Ed89lbSzDDJM0Slh6EHGaADVpJotFvpLfd56W8jR7Ou4KcY9815LF461O6sCYtbV5ofD32i4CKu5Z93XpwQOor2MTRO5jWRGYcFQwJH4Vj6toGjyaNfxPbw2kM0TedNDEqsF6k8D2oAwfAusTX+qX1smsSarZR20EizPtJWRh8y5UAfhV34lvPB4C1O5t7l4XgiMnyqrB8diGBBFSeDfEOm6zDc2+mafcW0No3liSSHYswHG4HvWxrd7plhpkkurtGLNiEYSruViTgDHuaAOI1m/1KW48O6fYapc2Mb6XLdyNDEvzlEXaCCvy8n2rsvC97PqXhXSr26ffPPaxySNjGWKgk4rKbxlobpE32S5e6aRrVbX7N++B27iMHoNoz15FbujXdjfaTbXGm7RaMg8tVXbtA4247Y6YoA8/ufFtynxPhs49Qkis/ths5reWVCrHZkFVxuHPcmvSbmNpbaWNZWiZlIDpjK+4zUBs9ON4ZTb2puiQS5Rd5I7561ZEsbO0YkRnX7ygjI+ooA8j0oXvhn4aalr1rdzXV9JJJHvlEeYx5pUtuwCeOeTioovGXiXS4Lad5BqKfajbQxR3EUzSu8ZKLIyYCgMM59D7V65HDaeS1vFHD5RzujUDbz1yKiTT9MsYAI7S0t4kbeMRqqhsdfr70AYngPVL/AFzQpdWvtyi6uZHgiYDMUYO0L+hP41g+M9euNJ8VWwm1mS2sAqAwWbxmUMW6vGwLMp4Hy9K7yH7FYWsUUJggg6RqpCr9BTbmx06a4iuLm2tnnQ5jkkRSyn2JoA8r029vbPxXeXlneXEFpP4gFu9mIhtcMvLHjOT7Vf0nxHq0nibT5H1Q3CXst1Hc2JCgWwjB24A57DJJxzXdWN3pGqT3CwRwtJa3bK25RnzV6ke/vVlNL020muryKxt0mnBM8ixgNJx3PegDy+L/AISbV/h3qHiCbX7nyp7S5b7MsaKU2sdm1sdMAg5654rt/Ak1rL4chW11ttV2qoZ2dGMZ2j5PlA6e/NV/D/jLw/q1hcxWkS29naWwmdGUBRGWdSNv1Q/nW/pMmlHS4ZdKFslk6B08kBVwRkcDpQBgeO9e1Pw1DY6jZQvcQGRoJYUUEs7jEZ/76/nXK+Itc8S6df2enDUvKmisBcvI8sUQeUn7rb+qjphea7jUfDlhqWtW2p3N/clImV1tfP8A3DMucMV9RmtDUdN0jVfK/tG1s7rYwaPzkVsH1GaAPOL3xpqZ8W2C214qRpcW1rdQSSpskMigsUQDcev3s4rUsD4lvtd1nUo/ESxWFheyQ/Y5ol2FBGp5bqME/wA67SbSdIlu0nmsbNrkFSjtGu8Y6YPXirCpaR+ZEqwr5hJdBgbieuR3oA4j4f67NPBqS6rqk89xbRxyzGWSN4kUgncjoMFTg8HkYrsdI1nTtdsVvdMu47q3JKiSM5GR1FMsdP0e1juEsLazjSQ4nECqATjHzY/rUum2en6dZra6dFBBbISFjhwFB79O9AF2uJ8arp58SeE/tS25k+3nHmgZxsPr2zj8a3Ne8RW2graNPG8i3EpiBQj5SFJ/pUliNO8QWNhq72MTs8YlhaWNWeMHng9qAONvda1W28YTTx6lNJZJq1vYrZhV2YeP5jnGSQTnAPFekVkSXOmnXI9NNqHuTm63iMEIw43E9Q2OhrUWRGYqrqSOoBoA850awiuLbx1pmmSww+ZdusYDYVSYxk5HPWuaNxLFpviOF7RLK28i2tSLeYSRGfcAWJXge49OtesxaJokTXRhsLJGuFK3GyNRvB67sdada6do0WmSafa21mLEZV4EVdg9iOlAHl8Mtlp8GuWupIlxPFqNvJb21s221aQgBACeACRlga9E8I6U+k6KY5biKaWaZp3EJ/dxs3VE/wBkf41a/sLQxpgszp1j9hDBxF5a7NwPBx0zVi2t9P0m28q2jt7WAsW2phFyepoA4XxVG8XxH0uabxFPptubKRhgoFBDxjb8w53Z+vpWXr2p6jpXi/VdQ03UCmL6yge32hlmDoAc8ZzjpyK9Ou7DT7uaCa8traaWInyXlQEqTj7ufoKkaws3Z2e1hZncOxKA5YdCfcUAeaaV4t1/VPFAkR40tk1F7OW2eeNVKDoVU/OX/SvTriNpbaWNZGjZkIDr1XjqM1V/srSf7T+2fYrT7eBnzfLXzPrnrVxJopGZEkRmX7wDAkfWgDyLQ4rrwx4Cv9dtJ5rm/ub1oHklWPco+0FCwbA7c/McZHpWlB4j8RR28FlPewxLPqf2YX0jxyPFH5e7DhTtDkjA+o4r0c2lsbZrZoIjA2d0ZQbTnk5HSs26t9F0nQ58afbtZId7QQxKQzE9l6E0AebWetara6VbWOnXUskt9LfXD3EbRqWZZDjBf5QO5xW3NfeK9Y1rTNMtNRj02RtNF1cFUWZfMDYAyOx7/pXaJYaTc6bBu0+2FrjekUsKgLn2I4NWI47CC5QxrbxzNGETbgMUHYe1AHBzeLdRi8f2FkkrNYy3IsZt5QKZQmSUT7w5xyTitnQIYoPH3igRRqgZLV2CjGWIfJPvXQNpelnURevZWv2w4xMY135Hv1qSO2s4Lu5vI0jWeVVE0g6kLnGfpk0AW6KzRrulto76st7E1giF2mB4wOv8quQ3MM9ulxFKrROAwYHjBoAmophljUAl1APQk9ad1oAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5fx3bSXWgRqkccsaXUTzQyzCJZEDAspY8cjtXUVzfjO4ZNOtLQW8U3227jtz50e9F3HqRQB5zpdtFNE10vh+6u9JXUbwNbwBWVXKoqMFzggYYZ9ea0Lrw1rY0Pw5CIJmlvLVNO1FCxzFHuD7ifUAMPxrqvD3ieyjsprCeBLa8svP86GBCExGRuYfUMp/Gr2q+MtM0mCzkeO6nN3C1xElvEXby1ALMR2wCKAOI1TQNTfxy8bwXQtmuYZILu3tldlRVACiQkFMcg1paR4Taa317UtS08nVDd3D2kxPzlduFx7Vtp4tF34p0vTrVZEt7u2a4V5YSBKuAflPYjPOatWnjPSrzVDYp56HfJGs0kZWN3TllB9QKAPO5fCd7Y6VZ29ppMiieyt0uVUYLyeapYOe/Gc+lVn0PXbeFIbPSngtswyXUfk+ZvAkmAyuQGwChP4V6lpfivTdX1H7FbC4EjRNLG0kRVZEDbSynuM1H4v8AEr+F9JS9TT57wvMkW2Ifd3MBk/n+eKAOGXw3cXmk6TbGxvJbeKa9ldZ4RHsLISmEBxjceKvNp89pN4dvp/D82pzLp6wbNqgxSAg5Ynpx/KtzUvGzaY2kTz6dcx216sxliaM+dHsAOdvpjP6Vcu/HGiWdvBM00jxzQLc5RM7IicBm9BQB0SElASNpI5HpXA3mkXsXjLxHd2dj5cM+khUmROXmJOQPU8Cu9ikSaJJY2DI6hlI7g9KwLDxlpmoagtnGtyjvNJAjyRFUd0GWUH1xQB5K/hq98P21zfy6c1rF5EwlOeMG1UAE+hfd+NdQNL1Gey128tdIuLWxuUtClohCyTbD+8UAHGCv511MvijRdTfVNK1G3kWO2gaWaO4TiSJT8xAHUA4qveeOo7Xwldaxb6PfbLcqqRvHgMGxtYH+7yKAOU/sieTT9SujpOo2tnJqAmsbSOBXZSE2sXjJxtJzxUWv6dr2oaTogl0ySC0+xvG9rBbCXyZM8NtLDace/FepaNqb6rp6XUljc2bN/wAsrhdrfX6VV1vxNaaHPBbyQ3FxcTgskUCbmIHU0AeZ+JNAvbmH7Hdabf35ksrdLCYRAiAr99XGeCeOea9kiQRxIijAVQAPSuZ1TxFdReI9A0+1ikihvnLSSSw/Ky7CdgPZuKuXvi3SNP1T+zbmd0vCyKkWw5fecAr6j19KAOIsrPWD8Tra+m0q6TFzcLPIqKIRGV/dsGHLHA5z3Nem3bFbOYiAzkIf3Q/j46UtzcRWlrNczNtihRpHb0AGSfyrlbb4k+H7lyC9zCvOHlhKqQF3Zz7qQRQBzvw8uLvTz4lkt9Pvk0uCaR4LWbG5ZAclFFamsXup6/4K0zWDotxHNFdxXM2nMAzlFfkYPfHNXE+IejQabdXs9reWohZC8TwEO4kOFYDuDVfU/iNFHpEN7pmn3dy5v0s5oTEQ8ZJGQR6kHigDndRtdY1DU/7ZuNM1KPTZ70usVsAt1GFh2IeDwCS2efSu58C2l5Y+D7C1voBDNGhUJjB25O0t/tEYz75rO1Xxo+leIdKhuLW5W1u7Gad4Vh3SoylTyO2AWzV2fxtYLdWEFtb3d39shSdWgjyEjc4VjQBxkcE+o+L9TgsNPkN9BrSytf8A8EcQXlc564PTFV/C2k63b+Ibt7hLuOeMXAlf7IALjOduZM/N2xxXrFrYWlnNcTW1ukUly/mTMowXbHU+9SXU/wBmtZZ9jSeWhbYo5OB0FAHJeAfCdvoulWmoTWrQ6tNb7bkljySxbkdM9KrfEy7gt4dAiuLWW6SXVEBt413GQBWJXHeg/EOWTwXc6+mj3MIhwVWdflkBfb8pHWr3/CTaVqumS6rLpVy8mmXO0QyxASxybRggE8fK360AcH4j0TWT4N0uzXSrw/LdvGsCK8tvuOYkJP3Rg4OPStKa0uzqlnca54dvdWik063WAR8+RKPvhgT8vPOea6G/+IaRR6LNpukXt/BqYLAxJyqgHIx/eBHSuzikMsKSFGTcoO1hgj2NAHmfh/R7/TvHdxqd5pM7Wt3dSpbBTxZ8D5iM4Ib1r08gEYIyDXMf8JFI3xAj0L95FH9laXa8PEhB6q3oKfbeONGu9XXTo5JdztIiSshEbtHy6g+oFADtY8Mac3hvVrSy0yBZLq1ePbGoUufmKjP+8SfxrhJNP1KXwLZwWfh+4sUtrqI3MAhUtc4j+ZjHnkB8cZ5xXbWvjrSrpbyYpdRWttA1x9pkiIjljU4LKe/NRwfELRLmxe6T7UMFFSOSEq8pcblCg9cjmgDzGbw1qEioi6fqE8RR2VZ7YIsbPMuQqgnAxn8KS10+5tpjpUmj3k98dNaOFAufIYy/K2SflGO9eqP440z+wk1eGO4ng8xo5FjT5omX7wYE8YxVa68YaFbavZSQWs91d30CESwRbiImbjPtmgDjtc0XWnv7iBrC6udUlezNlqAUNHbhcb8tnI5yenOa2dP8GQ3Oqa3rF7aSnU4NSM1q+4qHCxrtA9VLZ4rp7zxpo1jqx0+4mdXWVIXk2fu0dvuqW7E1q6pPJbaTeXETKskULupYZAIBIoA8a0nS9bGieKYjpV9bS3mmxgDyhGDNubcECnoN3XqQK3fEej6R4N8KtNprra6yoiuYIPNI82VMLwp653HNdJ4W8eWniDTmdre5iuoLOO6lRosb1YH5k9RkGq194n8KajpsWs3tkbiW0uvs8UckIMqTHoAO2aANLw54bih8NWUOrRrdXZJuZWk+bEr8tjPTriuhtraGzto7e3jWOGJQqIowFA7VX0rUY9V06K8jiliDj7kq7WU+hFYOt+NItA8TR6feW8osmtDO1wiFthDBecdueTQBHPpky/FO01CGyK2506VZrhQAGcsm0E9zgGue0Lw5eWOs6VqC2EsV5Pd3zXUxzxGS3l7jnntiutuvG2j2msLp0kkhbciPMq5jjZ8bAx9806Pxrosl6bVZ5M5kVZDGdjtGMuqnuRg/lQBw+k6ZIvhbVLKPw5fQ6zJYyLPeuoAmkJ6Kc5OetTa74HTS/BVsmiWUyzytbi8jjy5dR94lScMfX1rtdB8X6V4juHhsDPuWJZgZIigdCSAyk9Rwa0NV1a10axN3eOwj3BFCjLMx6KB3JoA8qm0zVbbwnFYJY3tzbNdyyHbZqGh+X5VSNiQFJ7/Wm3uh6gPCegS3GmXl5qltp5ja0nhEsLHOdrcgq3A5HavR4vGGjy6aL/zZEhFwLaTehBikz0cfw/WsjVPiTp9jJpBtrK8u4dSlZEkiiJG0A8j1yRx7c0Acf4w0nxDeeI7aWSG4itJbCJYBBb+f9lmByyryNp4B3e1ev2qvHaQrK5eQIAzkYJOOuKxdV8Y6VorW6XvnrLNEJjGsRZo0JxufHQA8GoLjx/oNtrf9lPNM0+6NWkSImNC4yuW6DNAHFWem6q3iWESadfrqiapLLNfMfka1wdq7s8jHAFWvB3h3UdD8QaNOljLGt1DdnUZG/vF8xhvyGK6W78eWH9tWml6cftU0l2LedtpCRj+L5umR6VZsfHWiahfS2sc0ibFkZZZIyqSBPv7T3xQBN4ygvrnwnfxacrNcMg+VDhmXI3Ae5XIrl5dN03UvAGuWumeHLuzxEzxxXEW0vLswGUZPNb2jeMbfXvEsmn2Kl7RbIXKzspUsS+3jPUY71b8W+ID4a0GS/S0luZNyxxxxqT8zHAz6DJFAGD4lsJDY6E9xa/adOghYXNrvAJbYNjYJAODn864Uw6vd6D4ektNMun+yrC9vLDCrMR5h3BmJyAB2HWuu8S65v8JWd3r+lRZnuVWITQOUiyQP3g6qTzXWvr+j6UslrLNHbi0t1mZQuFWM8Aj1GaAMD/hGotZ8bavf39tMyRR25tJGYqUcBidmPwzXN+DvDuptrsr6stxC8sdylzbtb4SdS3BeTPzHkEcetegyeLdIi1RdPedhKSql9p2KzDKqW6Amta6uFtLSW4ZHdYkLlUXLED0HegDzK38OpdfDLUtGi8PSQ3qW6Bg8YQTSL/d55IHfvmodZtJ7vwhpsGi6Ld6fpsV5i6gkt929Nv3jGDll3dq7HRvGkGseG5dXjsL0CNQ3liE5fJ42+tM0zxrZ/wDCKWWs6vNHAbrOFjUnpnIx14HWgDgbvSZ7bw3pckFrf31xArrHFc2OYmG/IG3dlD6H0r0fUfEkmjyaJbS6RdSvqDLE/wBnXctucfxewqI+P/D5s0uo7mSVXlMQWOMs2QMk464A5zU0vjLSk1CztIvOuftSLIssEe9FVjgEkdOeKAOiooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsLxNo13q9rafYp4obi1uUuEMqkqSvY45rdrmPH0G/wdqNwk9xBNbQPLE8MrIQwHGcHke1AGNe+AtTNu7WOrxrfXUU8d3PLEcN5u3JVR0xtArZtfDNzDrOjXklzEYdP09rQxqp+dm25b6fLXMXS6po174aGj3LXM01lcTy/a53ZXPloSe/foPem6h8UbqOC2ktLBCzWUN3IjJIxkL9UTap6YPLYoA7K88PyXPjDTNaSdUis7eWExY5bcRj8sVj2ngu6hurCSW6ieOC7ubiVQDlhKMAD6U248U+IbnxNc6do+l2c0NrDBNL58xSRhIASAMYyBnrVXRfiLc6p4gt7T+z/wDRZ53gzGjloSvRnYqFwcdiaAK3gzS9St/GLPIt6dOs7OS2ha6tvKK5kBABz8wwOtdl4n0aTXtDksYbgW8vmRypIy7gGRwwyPTIq/qH2j+z7j7IYxceWdnmZ25x3xzXEWPiDUtO+G9jqdrZtcTvKyzF3eUQrvYFz1ZgMdBzQBp3PhXUtQbTZr/U4prm0juA0gh25aRdowPQfrxWZd/DuaZrN0ms5Wjso7SUXMTMuEOdygEZznoa6nw1qra1oNtfPNayu4IZrYsUyCRxuAI9wRWD4u8bS+HdWggt4Y7iJRG10oVi0au+0HPQfqTQB2UMflQRx8fIoXgYHA9K898PeEdQub17jUZZLe1ttTuLmC32YZ2bhXz/AHcZ4r0RWDqGHQjIrl9M8Qatqt5cXENnbJpUE0sDGSQibKDrtxjBPvQBj6L8P7/Sb97lb+0BFrLbRyeQWd97Bg8mT8x4wRViDwNd/wDCOazp0t7DC+oBdkUCt5MBXngNzyRyPyqWy8aXV7Hp0iWkR+0aZPeyIH5UoQFGfQ5NZyeOPEdv4OuvEd/ototqLNLm3MVwTlmYDawIyOCDkUAdjoFnqVjpiw6rfR3d1kkvHHsVR2UD0FZXjDwzeeJI4YoJbRI1BBeZG8yJs/fRh39ulZF34z8QaVawNqmmWcDXMoWGeN5JIyuwMSQq7s5OOlV7r4ha1JYaSdO0VGvL3z94uC6IojGSRkZwR0yBQB1V7oM9zqGgTrcqV0xy0m8HdJmMpn685rJ1fwnq2oeJYtfS/hF1YyKLCLZ8oiPEgf1ZhnB7YFZWmeIvEGueJ9NuLSezt7O40wXDwTq/GXUMODjdnofSvSScAmgCjrNpLqGh39lCyrLcW8kSs3QFlI5/OuET4aXk1i9pcahDHDIQWEaEsuIlQYJ9xmqMHxR1k6gFm0uy+yBxvZJmL7TK8fHy4JyhPWtay8ba9cTWzNpdqY9SsZbqwjWU7gU6K56cgjpQBFN8PNU1CCdtS1WKS5ZbeKMxIVXy4mB5B/iOKuXHgS7ey1EW9/Ct3Nqg1G2d0JRCuMBgOvSqj/E4nS7q/gs42ihhgBbcSFmkOCpwP4fbJrofB3iO58RWd3Jd2bW8lvcGIHY6rIuAQy7gD+lAFJ/Cep3VzZ3l/qEFxew6dcWry7CAZJCMMB/dGMVn3fgHUpbbSLeHULRPsMUMQuBEyzRhMbtjA8hsdD61b8bXevRa74ctdHuLaBbi6beZd3O1GOCB1XGfxAo17xjqekz6n5VhDJbaXBDNcSM5BlDnnYPYZ60AXrpvE3/Cc2cdoVOhLB/pXmIB83ba2ck+2K6aSMSxPGejKVP402GZZ7eOZQdrqGH4iuF0nx7e6n4gisRp6iC5MqxELIGiKdC5K7SCfQnFAD4vA2qHQZ9Fm1iP7CHT7OiQ8oofedx7k9KNZ8EX97a6j9nubZpbjU0v0jmU+WwVFXY+PcZqi3jXV9d8N+JHsrSG0m0yFonlM2f3wznbjtgZB9asT+L9W0HwvpM2pJaSXt86RxmPzHVV8vcWfALE4B6DvQBKvgfVLLQdGttM1O3gv9NmkcStETGwkJ3fL7A8DpXb26Sx20aTS+bKqgPJtxuPc47V5zL8Q9bksNPktNJtvtE8FzNKlxI8YxCeq5XJDA5GQKh8ReN9X1Hw9cnTLSK2VLK3uZ5HnIkTzSMBMDBx9aAOzuNBmm8b2euidBDb2j25ix8xLHOc1zkHw/vEvNOle5i229zdySkZJZZlIB+oyOK7u0JazgYkkmNSSe/FcxpV5PP418QQSHFxbQxeWBK5jKtkglTwDx2oApW3hPxFH4ZvtBudUsprL7A1naBICrZIwGc/TjirWseDW1Pw1o9ght1uNNMbqkgJjcqhXacc456+1L4DvddvrG4uNXltHieeXyfKZi64kZSDnjHHGK1fE2svoulLLCYvtM0qwwLIrMHduwCgknr+VAHM6j4Bur3QbO1gGmWtzFNLLLGiO0Dlxjdg8kjrz3pl54A1OfTNIs0vbFWso0iacRMkibWzuRh6+h4q3Z+MtTvtA0ieDT4ft9/cvbnexWOMpnJPGecdKzbr4janBo1jfpYQSOyvJcwRiRyFV9pKkDAHuaALN94BuJfFDXYXT7ywurlbicXasZIyoAwmDg5x36V2+pWjXul3VnHJ5TTQtGr4ztJGM4rk7rUbxviHokUkSi0urWWSEpMyuuFyRInQ/wBKr6D431fUvEFpa3mm28VleTXUUEkchZ/3JxlhjAB+tACj4f3aW1xDHqoXzNIh05GVSCpjJJb6HNUtJ8Aatp+jarbudId76dZ/sxjYwgBQCvqOmdw5r0rIPSsTxTrTaHpIuIniE8kgjiWSN33sewVASTxQAeE9FutA8PQafeXhupkJJfJIUE8KCecDoM1jeJ/CWraxrhvbDUYLeGazNlMsqFiqMwLMvvxjmsh/iNrFxpejS2Gl2zXN8s7SrNIyLGIgSe2ecdxTdU8fapfeGop9KsoVkl0pr64eWRh5QztwuByc9OnSgC5efD+4Gtrc2i6dPbF4Gb7WJPMURqq4G3g8KDz3pll8P72z1bzC+nTW6yzyx3DiTz1aTd0GdvBb8RXaaEHHh7ThJK0sn2WPdI5yWO0ZJrkdK1rxFPqPixb1rNrOxaRYwjnehESsABjoc5POcmgDS8N+FbvQtRtpGuY5beLTY7Q4yDvViSQPQ5rQ8V6FL4g0lLaCZIpop0njMgJUlTkA45wfauJ8P+OtT03w1K+r2sX7jTYruA+azO+9ioDkjrkZ4rpfBni+bxI93b3NmYpbcK3nRo4icN2BcA5HfigDObwbqdz4ek0ecWFql9dM1+9oX+eLHQbudx6fSmyeE/EUmh6HDDd6fFe6NOxg3KTFKgUojEAZDAHp610nifSb3WLO1isrkwNHcxyuQ5UsgPK5HrXnPiWbW9EisNC8++uLyPSZpla0m2hZUYESMWIJUA9Oc+lAG/rPgTV9U1GLUpr2yu7lrBbSaOcSJHnOWZdpyQSTwalvPh/c3EGpxw3kMK3c1rJGiKQI1hC5X3zjimS+PpdP021wIb6RtD/tHzwSgkZSAeCOAc5qLxZ4q1aW2vbbTYY4orX7KbiczFZAZGQ/IAORg4OSKAJ4fAuq2+o2UYvrWTS7e+e92sjLJuYfd44OD0NVdL+HN9ZTSQTPpz2xWdEuAJDOokz2PyjrzVw+NtWn1eaKxsLVtOtb6OxmkmmKyFiOWAxjH41X0n4hahrGqXFjBYQZcTC3cGXCsmcbyUxg46gmgDU8M+GNW0rXjfajd20sUenR2EKQhgcIc7jkcE1s+KdHn17QJ9Pt7n7NK7RssuM42uG/pWT8Pr7XdR8Ox3WtNav5hZomhcsxG9uGyMccAYp3jy5Ntp+n/wDH8Y3vAJVsX2ysoR24/IH8KALvivQrjXtATT4ZYlcTRSMZQSrBGBI/HFZ/ivwbJ4h1fRruO4WKK1kxdRdpouu3865m38baxofhTR3mWO7nv2mkiluGZisSnKh9isd2CB0xW/a+MNW1prSLRtLhE5tkublLyVo/LDHAUYBJPfnFAEdz4JuG8RXl4kFjc21zcR3GbmSQGMrgYCL8p6ZGa7l13Iy+oxXF6n4y1Cx1K4dLCB9Js7iK2upTKRJvfGSi4wQMjvUOm+Ob651nyLqwgSyd7qOKSKUs7NAeTggDBHv1FAGp4a0TWtK02awvb60a3SLybRbeIjYMH5mJ6k56Vzx8AasnhXRdLju7cz2Cz+YzZ2uXUge/etnStb8T6roL6qthp0MU9v51ojXDlsHkb/lwPl9M81Q0e8k1f4RSX/nXcM720s2/7QWkVxk8NgcZHTHSgDNj+Gt9BAkm60nmR3PltLJGpVlA4ZeQePpir83gnUANLGnRafp8lpEo8+GWQMh3ZZQOjKRnrS+IdW1S2+HulXkK/aPOEC3BE7RyncRypAPOetWvFHjK48O6na2dvHb3OVjMsOZDMAzBc8KVA56kigDYvIPEh8V2U1nc2g0MRkXMUinzC3OCp/L8q364yy1PxJP8R7+wcWX9k28EZKiQ7xuLbTjb9445GcYqXTL2+fx1rEN8ir9ntI3iEU7MjIWfBKkABvl5IoA66ivOV+IWq29h9tvNJt9lzaSXdnHHOdxCEDa+QACdw6Zre8L+IdR1S8urHVbKG2uoIo5v3EhdSrjIByByO9AHUUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVm65/Zr6RPBq0iJZzjyZNzY3buMcc81pVyXxAFydIsPskUclx/aNv5YlBK7t4wTjnFAGpFpejamlrdQCOeO3ge2geOTKqjABhwfQAetU7nwPo0/2bYtzbG3hSANbXDxl41+6rEH5gPeuE8VR3vg7wxHbfahHf3c1zeyXUbSJGsmMhFCnqeMA8cGtXUdZTUptIk1LWLrT9Ol0xboS2rMnmTZGQSB2H8J65oA7XT4NKXV9Qms2DXo8uK6+Ykjao2g59sVDYeFNL03UmvrRbiORmZvLFw/lAt1ITO39K4zT52HxGuHmkuI9LnuEaGRQw82fylwJOOm3p265qpo/iDUG+IN/AJmjW6juFjti7syyJ90kNwM9scUAesModGRuQwwa57UtK0TS/DsFpcPNa2EEqrGYZXRgzNgDKnPJb9a89m1rW7RJEs7/UHvTpjS3UVxuJjlEihmUHpgE9K6bwzZDxBpup2F/qJvbKO6ikg2TtI0YGHALkAn5hn9KAOl8LwaRbaHHFoYxYq8gBJJJYMQxJPJO7PNQaz4L0TXr37Zf2ztNtUEpKyA7TlSQDgkHoTWlo+k22i2H2O03eV5jyfMcnLMWP6mvN/HnijxF4c1rU7fSbea5hmtluGfBPkAjy8L755oA9VRNkaoCSFAGSeaw08JaRDq8mqrFN57OZWUzuY9xGC2zO3OPauA1LWNUtp5J1vLr+2Laa2jtLNmOJYmA3kr/FnnJ6ir+m67dx+J9N0q4vZvO/tS6E0R3EFNmUB9snigDa8O6B4Onl1CXRf3khR7S4/euTGrHJQBvuj0xWwdH0abRl8LyMslvHAim3aXL+WpG0nnOMr1rAju57K88czWFnIb+HY8YC8OfJ+Uj15zxWX4BuEvPG1/cpqUuob9Ltt80uc79z7gvoAe3agDudY8O6drdpDb3kcmIOYXikaN4zjGQykEcVBF4S0qOO2R0nmNtHJHG007uwDjDZJPORWB8Rb2/s5NNFnd3MAdLhmEJIyVUFScdee1cLP4p1W58Oy20l7cR3UF1LJDe3BkX7qhguFwST2B4oA9Jn8JeF728stNKN5+mRKUhWVwfL3ZUNz8wyO/pXWYGMV42dVvZfF1le3Mk8NhcWVnJfXFuMPuIO1SR/AW61e1XUtabxtdp/ai2Jt72FbeOadlV4GC7gEAw+TuGeooA69fAWhJsxDKNhQj94f4ZGkH/jzH8Ki0Lw74a0zxDcvYyySahaR7DHLMzi2jbnaoPCg+1dZ1HNeeeH9M8nXvGej75mtDsaNTIxZd8eSA3XrQB0Fl4R0BdFurK2hWSyvZ2uGKSfxk5yrDpg9MVp6To1tosDw20ly6u24+fO8pz7FiSK5P4YJpttogtLSe6kuoo1FykrOVjOTgDdwD7Cr/AI71E6bBpDteSWlvLqEcc8kbFTsOcjI5xQBsa54e03xFbxw6jE7iJiyNHIyMpIIOCpB5BIqlqHgjQ9S8kXFvLsiRI9iTuquqHKhgDhse9ecSax4mk07TI5rpotPkmvEW4nnaHeqt+5Jcc9MkZ64rbhi1zWdQ0HS9R1q4gmbSWuHksZGCvKGUKx9eDyDwaAPTVUKoUDAAwK5+LwXpNvdzXNu15A8u7Kx3cgRS3Uhc7R+VeYXOueJLGe4MuuXTTQ3EqszZWPakyqvy44yCfrVxfFGoL4yupIbkxLNa3Cm38xpGWRFypbPyp7YoA9BtfA+hWYkWG2dUltjbTIJDtmX1cfxNyeTzzUS+AdEGkNpxW6ZDN56ym4fzUcDaCr5yMDjjtXn82ueI9N0C4e0vbq7uJ9KgvJWmJLIWcK7L/d+Unp6ZqzaahrM+hmGPVV+yf2rawQyWV00jiNiA6FyM985oA7Y+DdBtYrWO5eeVxDLZxyXFyzO6y8sMk8nA/SmXvw58PX1jb2kkNwkUESwgR3DqXRfuhsH5sds1xE7R3Vnotzrt7fJDY6nc2k12LhwcJ5mw/L1PbNes6bdwX+m291bGQwyoGQyAhiPcHmgCeKNYYUiXO1FCjJycAVn2ulWMWt32pwMTdXCpFOA+V+Xpx2PNcFq/iG/h+JFvAk32aFL2K3ki3uzSxsv3tv3QvvjNP8HxWeheNtZsbjUL+XUbi8do7dndk8tgCHI6DuM0AdnpnhrSdAu7u/tI2iefJkLysVUFixwCcKMkniqzvoHj3SpIre9+0RQTkGS2lKSRSKSOCOR357g1qa2kEmh30d0ZBbvA6yGMEsFIwSAK85+Gmt2mjaBrMU6J/Z2ms032+OMjzVLNw3q4x29RQBs+IdA0/QvCkFhaT2MEEVx5qf2nPJwTnOxg24Nk9vWof+EF0OHwnYL4hvmVLaJlknjuWhjZWO7B55Gemak8Y6/o2tfCy71iN42t5oS1sZ1CszZ7A9+KoeKrldT0zwjINRNnp8rb5Z1VXUOI8qDkEdfWgDs7LTdJv30zVrSU3H2WBoradZSwZCMHJ/i6UyHwlplte6fdQrKj2DzvEoc4zKSWz68msnw54yshbaNpeov5Oq3yuYoUhKhlViA2AMDIAP412lAHOeHPDc2h6lq95JfSTLf3BlSDJ2Qj2BJ5Oee1Xte8P2PiKyS1vvNCxyCWN4ZDG6MO4Ycjqa1aKAOa0/wPoumwQQ28c22ATKm+VmOJRhsk9aqXPw28P3OmWdhsuoorWMxK0Vw6s0ZOSjEH5lz2NdhRQBBZ2sdlZQWsO7y4Y1jTccnAGBk1iN4L0ZtcudX8uZbi5RllVZmEbFl2ltucbscZroqKAOdTwVoyRGLyZGj+xrZFWkJzGpyPxBPWrGheHLbQFmFvc305lIybq5aXAHQDJ4raooAKw9Z8KaVr1ylxexzecsTQb4p3jJRsZU7SMg4FblFAHKal8PdA1OytbOSGeKC2tvsqLDMyZi4+ViDyMgHnvT7/AMBaNf3Ank+1o3lxxuI7hlWQIQVLjOGIwOtdRRQBwV94Hurzxpb6nGtlb2UVws7+U0geYqP40zsJ98ZrZ03wZp2laibu3ub8rud1t3unMKFuuEzjua6SigDB0TwlpXh68uLnT0nV58gq8zMqgncQqk4UZ54rRvdMtdQltJJ0LNazedEQcYbBH5YJq7RQBzp8GaSqAQLPbskzzRvDMymMv94Lzwp9OlOn8HaXcCHd9qV44/KMiXDh5E/uu2csPrXQUUAc/ceD9Iur1bmWOUgOkjQ+a3lu6fdZl6EjHWpLXwppNpcRzxxO0kck0q73J5l+/wDga3KKAMDR/CVhoskjW0168bRmJIZrlnjjQ/wqpOAKns/Den6f4bbQbRXjsmieLG7JAbOeT9a2KKAMe68O2V3oVvpDmUW8HllCG+b5CCOfwqnrngjSPEF/9suxcLKYxHJ5MzIJFB3ANjrg810lFAGFdeEtLvNbh1aQTi4iVAAkzKjbDlSyg4YjJ6+tXo9JtY9YuNUCt9ouIUhfJ4KqSRx/wI1fooA5NPh7oiGQN9rkRomhjje4YrCjEEhB25Arbs9GtLHUZ76EOJp444ny2RtQYFaNFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTSqtjcAcHIzTqKAI5YYplCyxpIByA6g/zpGt4GRY2hjKL0UqMD6CpaKAGeWn9xeuenf1pjW0DOXMKbyMb9o3fnU1FAGLpXhjT9Ju5bqIzzTyKU33EhcqhOdoz0Ga1ooIoARFEkYPZFA/lUlFABTGjRslkU54ORT6KAImtoGmWZoUMqjCuVGQPY0vkReZ5vlJ5n97aM/nUlFADQiqWIUAscnA61HDa29vnyYI489digfyqaigBjxRyEF0ViOmRnFMa1t2+9BEed3KDr61NRQBELeELtEUeMYxtHT0pJLW3llSWWCJ5E+67ICV+hqaigApixRrIzqih2xuYDk/Wn0UARpFHEWMcaIWOW2qBk+pqhq+h2usvYtdbv9DuFuEA6Fh2I7itOigCGS1t5oRDLBE8QxhGQFRj2pwhiVw4jUMF2ggcgen0qSigCB7S2kz5lvE27rlAc96QWVqHdxbQh3+82wZb61YooAhFtADkQx52bPuj7vp9PamQ2NpbxiOG1hjQNuCogAz6/WrNFAEP2aAoYzBGULFipUYz6/WpQABgDAFLRQBCbaBpvOaGMy9N5UZ/OnCCITGYRIJSMF9o3EemakooAQjIwapWekWFhZyWdvaxpbyO7vHtyGLElsj3JNXqKAKsmnWMtsltJZwNAn3YzGCq/QU9rS2aFYTbxGJcFUKDaPwqeigCE2tuZkmMMZkjGEfaMqPQHtU1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFc1411+88OaNDe2Nqt1M11FF5JOC4ZgCAexrpax/EGinW7a0hEojEN3FcNlc5CMDj8aAOe0/4i29xHO8tnczN9peOCOzhaRtiojFmx0wXwa1V8c6G0F3N9pYR20SysSuN6lN/y+p29qwLH4dXmgG5fQtUjiaeS4JE8RYKsu04GCOVK8Gs2/wDg1BetH/xMpFEFvbwQkg5Gw/Ox55LDigD02yulvrKC6RHRJkDhZFwwB9R2rIHi2wGtXWlyRXUU1vE0xd4sI6L1KnvW5GgjjVB0UAVwFn8OJrXX31D7dAI/JuIVCwHzHEueXbPJGaAOh8P+MNN8SXDw2S3KMIVnXz4Sm9CcZXPUZrS1bVrXRbBru7ZggIVVRdzOxOAqgdSTWPonhRtI1S0uzcrILfTVscCPBYhgdxP4dKm8W+Gx4m063g3osltcJcIJF3I5XPysAQcEE0AJY+MtKvorZx58LT3D22yaMq0ciqWKt6HAzVWb4h6JFZW12puZY51Mh8uEsY4843v6Lkdazrr4fy3XhC40qOazsLya6Fx51nCVC84PUkk7cjOe9M174d/b7+2ubMae6xWa2hivYDIqhSSGXaRzz0NAGrcfELQ7bVm052uS6PGskqwMY49/3CzdADXUu4RGduAoJP0riJvBF3INQxew/wCmXNtKVEeFQRjBwOeuOK7K7iae0miQgM6FQT0BIoA5a0+JGgXk6xxm7VWYr5r27BB8pYEnHQhTj6VNa/EDRbm0vbl/tVtHaW4um+0QMheI5w6g8kHFYEfwynMAjn1BWJEYLKCNuIHiJHr94H8KnvfAeqalYagl7qNtLczWEenwsISqKituLEZPzH244oA1IfiHo09rLMkV8HSRI0ga2YSSlhuXYp5ORzW7ousWuu6al9Z+YI2YqVkQqysDggg9CKxfE/g5de07TIlaAzWEqyKJ48pJgYIYAg1qeHdLfR9IS0kS1Rg7MRaoVTk+hJOaAKWveM9O8PXv2W5gvJXWA3DmCHeI4wcFmPYZNSN4w0tWuhmYrbXENs7BOC8uNuPUfMM/WuZ1/RL/AF7x1qFlBttrS40lYJ7h4S25WfkKcgBgB+tS6h4Av3ukj0/UYotPN5bXcqSITIxhCrtyDjBCg9OtAG6njbSpPEX9ixrctP5zQGUQnyhKF3FN3TOKq6V4rmvtQ14vFN5WnqpW0NsyTD5c85PzZ7YFVI/BN6bi3mku4A8Wty6k21DyjBgF9jyK0dH8N3Nh4j8R6jNNEY9TdDEqA5UBNvPvQBD4f8a/274am1VtJv7Zooi5RoCd+M/c/vVJo3i+2m8M6Tqd9MW+3zCBHWEoNxYgZBJ29PWneF9C1fRdMexu763mgjjMdtHHFjHJO5ieSTnp0qqvg2d/hzJ4dmuIzdlXZJ0BCpIWLKw78EigC3deO9ItoZJFF1O0c8kHlwwlmJTG8gf3Rkc1vWF7BqVhb3tq++CeMSRtjGVIyK8+uvhnIdM0SOGSzuLuyjkS4N6jukrSEM74BBzuHr3rudE05dJ0W0sFSKMQRhNsIIQfQEk4/GgDBPjQr47uPDv9nXkiQxRsZYoCwVmJ5Y9AuMc1qx+JrKTxBJorRXMdyillLxEJIB12nvVC68O6qvi2XWtN1WGCO4jjinhlt9+VQ9jkcnPesLTfAmsaZ4pOsLdWE5jacxs0bLLIJBxvbvg+3SgDqtI8V6Vrd2LaxleSURtI42EeWA23Dehz2qTxRq50Pw7e6iofMMZYMsRkCcfeKjkgd6w/CfhXVvDurXNzNew3EWoKZr1duCLjP8HouOPwroPEWmyaz4c1HTYnRJLq3eFWcZALKRk0AULjxZaWOm6XNMk9zPqEQeKK2iLM/wAoYkL2HI/Ot22n+020c4jkj8xQ2yRdrLnsR2Ncnr3hS9vvClhpdobGSa1hWMPcIwKsFCh0ZTlSOtdLpNnLp+kWlpPdSXU0MSo88hyzkDkmgDmU8cxW3i3UNH1CKSOKOeKGC4SIlAXXOHboDmtCHxro8+sLpqPN5jyNFHK0REcki9UVjwWrN1HwZfX+r3jNfQrpt7cxXE0YjPmDyxwoOccnviquj+BJ9L8Ri5MOly2kdzJcxztGxuAWOcdcDBPWgDT0rxclz/wkF1drLBa6YQTHJbskiLtyc5+90yMdsU+28e6Nc6XeagPtUcVrIkbJJAyuzOAU2r1O7cMfWobjwpeSQ+KoorqNP7YZTEzgsE+QK2R+HX/CqGs+Gp7TTtcuBLOxnltp4DbxebIrRKg+6SM8r69CaAOn0HxBa+IIJ5baG5haCUxSR3ERjZWHbBqtrvi2x8P3aW9zb3kpaIzM1vAXWNAcbmI6Csn4d2uqR22rXmqRyLJeXrSoZIvKLrgDPl5O3p61T8WaXrmseMUsdLnjtrWbTGjuppYWdQpfoOQN1AGvrfxB0PQrqG2nNzNLLALjFvAzhYz0ZiOgqwPGujHVl0/zJgXfy1nMRERkxu8vf03Y7UzTPC7af4jGoNMJYV02OyCt1JQ/eP1xWFL4O1eK/uE+0W8mjrftqiKAxm8zGRGO2N3OfwoA3dL8daLqqXMiPPBHbw+eXuIjGHiyRvXPUZFQt8QdEXTbu8kF3H9mkSNoZIGWRi/3Nqnkhu1cv4Z8HaprPhmKTVLyKCOXSxaW8MdsUeLLBsvk8nKjjjvWifBmtX51K61MaRJd3KxQJGYmaJo4+hbkEMfUdKAOgk8Z6fDpEGoTW99GZ3ZIrZrZhM5XrhOvTmquq+PNKtPD/wDaNnK1w8sDzRIkbMQF6lwOVAPBrEn8C63daBpUVxd2tze2NxJL5UzyGMowwED53DA6Gkl+H+owaYYtMk0+3luLKSzuIcSeWA7Z3KSSSR79aAO70e8fUdFsb2SPy5Li3SVk/ullBI/Wsi18RTXHja+0l42itra0WX95CyszbiCwboVwP51raNYvpmh2FhIwZ7a3jiZl6EqoGf0qg2j3DeMpdWzH9nfT1tgp67g7N09MEUAJovjHR/EF41tp80jsE8xGeJkWRc4JUkcgHipfEmrTaNZ2k8KxnzbuOF/MPRWPJHvWJ4c8IXWk6npd1OLYCzsHtiIifvFy2RntitnxXos+v6DJYW1yLacujpKRnaQc8enGeaAM1fG0aX2sl4WnsLHyljltUaRpGYHK4HpjrVibxvpUem2F5El3c/bozLBBBAzyMq/eO0dMZ5rmB8MrqDTLuxju47iCTURdiGZm2yJtxsfvweacvgDVbbwhpulRGwlu7JZUSYtJGybmyrI68jHdehxQBq6z4/h0XXLKG4tpjYXFg12zLExljwwHzL2GDzn0q/qHiWaDxTo+mW0TeTd5aSSSFtrLtyNrjjI9DWLqXgLU9QEfnaos8o0STTZJpFO55GIO/wCnFbNz4ZuJ73wzcGaIjSc+YGXl8oFyD68UASXHjrQbbXRo8ly/2oSiFyIm2JIfuqzYwCe1K/jTSl1gaapuJJS7RrIkLNGzqMsoYcEgDpWNe+Bbu6vb2ZbiBRNq0N+u4Enag5X2PvWNp+lXNt45tbGyS9ksLbUZ7uQz2hQRl0IJEmcMMngYzQB0vhrx1DrdlqFzc2V1ZxWZlZppIWEbRqxGQT34OR2xU48f6ELOW4mkuIDE0atDLbuJPn+4QuMkHsRVK28H6qujaloc+o250y5inWPy4iJA8jltxOe27GBVJ/BWsXd3FfXs9s08b2kYSNjt8uFixYkjJYknj9aAOy0bWrLXtPW9sJGaIsyEOpVlYHBBB5BBrRrjP7E8Q6RomrpoUtouoXGoSXMJuMshRmyQfQ/SuttPtH2SH7Vs+0bB5nl/d3Y5x7UATVx0uteJI/EuoWYi017K0txcF8uH2ktgdMZwprsawH0KV9f1W+3IEvLFLZTnkEF85H/AhQBn+HfH+l6vpAubyX7JPFapc3CyoyKFI5Zd33lzkZFbek69Ya2JhZyOXhIEkckbIy5GQcMAcEciuQn+HE1zpv2V72NZBo0WnLIqnIdH3FvocCtjwf4euNGa6mvbW2juZdqebHcSTNIqjHzF+nsO1AHV0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVi+JtTn0rRnntHiW4Z1ji81GcFicAADkmtqsjxHpdjqukPDqFxJbQxsJfOjk8tkKnIIPagDmm8a6rN4d0S5s7CA6lqN41o0VwSioy79zY6/wdKuf294klltrCPTLGPVPIae5ilmbYq79q7SOucE+1WdN8I6GlrpjWkk08dhcPc28jTl/nYEMSe/U1a1vwpp2v3UNzdNcxTRI0Ye3mMZKN1U46jigDlpdf1nSfFmqNHbRzWBubWKZZJDuRnQZKc4Cj6c5rVsrrUW+JGpWtxt2JYrJb7JX2kFsfMpOM+4rUHhLSh5n7uX95PHO2ZCctGML+GB0q6mkWia5JrAD/a5IRASW+XYDngfWgDjdH8TazpvhTU9V1kWswt5ZRAkTMXYh8AE88dulJb/EO9l068f+zoXu47uC1hCF1jZpDjlmAIwc5reh8C6JC2okRTMt+GEqtKSFDHJ2j+Hnmnf8Idp76Rc6ZcT3txBO6uWlnJdCuCu1u2CAaAMfxBf+MIrTRo4ksLe9uNR8t9jsUKBWYe+CAciu1tTMbWI3JjM+0eZ5f3c98e1YL+CtLl0r7BJJeuon+0CZrhjKr4xkN24JFbFlFaadDb6bBIF8uMBI2fLlRxnnk/WgDlNb8aXtjq+pQWNpbz2ukxJLe73IkYN2QdOB3NUbV9Y1v4myF7ny9NtLeGeKJJHUlWBIyAcHPQ5rotV8F6Vq+pvfXAnV5VVJ0jkKrOqnKhx3ArTt9Hs7XVJ9RhjK3E0SQvzxtX7oA7daAJtQa4j064a12faBGTH5mdu7HGcc157b6x4hj+Fv9q38sTzhYJLdoSyuwMi8OSe+cV6RmOZHQMrjlWAOce1c1B4A0SCwurJVumt7gx7kediFCNuUL6AHtQBhSfEK+sNMmXUbW2i1BNQNkGG4xD5dwYgZYjGK6fwh4gk8S6Ct/LAIJRI0bKAwBKnGRuGcGob7wPo19BdRukyPcXIumkSQh1kAxlT244rY0rTIdIsEs4JJpEUk7pn3Mc+poA43xn431bQNfj0zS9NtrpjZSXjmaQqdqHkDHU4zWJq3xeura5kSw02Ob7NFbvPEQ7SP5oDfJt4AAPerfiy+0w+LLuOfw7rV3emxa3821AI8ljyy+npmsTOktdJeQ+D/ABXBOIY4Wkh+UyKoAXd6nAFAFm4+NwinuNKFgi62t6LeGJw3lshcKCTnOcHNeqX8tzHo9xLCEFysLMu7O3divJfs/h64199Ql8D6/wDbxdreF/LBIk4A79DjNetWN5Bq+mpcRqfKmUgq3UdiDQBxPhPXNcg8Atq+s3lk6rb74SQxb7xGX5yfwqa18d6h/wAInqOsXOnxtJptwUuUXdHmIAEsobnOD0Nadr8PdBtLC9skjuGgu1COrzMdqg5AX+7g1HH4D0HT7KaOWa5a1knW5nFzclldl6bs9unFAGt4a1eXXtEh1N4FhjuMvCofdmP+En0JHUdqxPGs15Bq/hwjYbF9QRGUOyv5hDYOQcEYzwa3dA07TdMsZIdKlD2jSs6qsm9YyeSq+gz296k1XRLTWJbCS635srgXMW1sfMAQM+o5oA5TVfGesWOu38UNhavplhcwQTSM5EjeYF6DpxurY0vXNU1XV7ryLO3XSred7dpHc+aWXqQOmM1bufDGmXbXrSxuTeyxzTYfqyY249Puiqtt4R0mHX5tUtri6WcymWSFLg+XvI5JT1oA50+Ptag0m51650i3/seLzl3RykyBkYquR6Ejt0p1l8RZL3TtUB8mO7t/L+zyrDIY5TJwFCtglgeMZ9K6uDw3p8Ph+bRCjSWc3mb1c5J3kk8/U1l/8K90ltJk0+S4v5UZ0kWR7gl42Q5Uqe1AGBP8QdYk8KWGowWUNvJJJLFdXEqO0UDxtjDAcgNg884q34k+IVxoptYoILWadrRbqVcu4cE4CoVHseTWmnw70WPSF0xJb9bdWduLlstv+8Ce4PWrN54G0a8+yFVuLZrWEQRtbzFD5Y6KfUUAb9pP9ps4JyhQyRq+09RkZxXJ6fqN8fiJqtndLGxisFlhWKRsMpbjKk43e4rr4oxFEkakkKAAScnis1fD9iuv3OtASC8uLcWztvONgORgdjQBjeE/Empa1qF3BqMVpavCoYWqhxNGckfMDwRjHI45qTx3cG20qybN3sa+jR1tHKyMCDwMEe1XdI8Kafo2oS38L3U11JH5RkuJjIQuc4GenNXdU0ez1hbUXaMwtrhbiLa2MOvQ+/WgDz618Z6honhHSp3KTvfzzeTJeSM5jiByqsVBJbBxVo/ELVLnT4by10yGFRYveTLcbgcK2CF6cHsTW7P8P9FltGgj+0wAXDXMbRTEGJ2+9s9AfSsp/AsGqaxaStfTXGjQWjQ4+0kvKxbJDEdV9qAHt4/na3u5orSPbBNZqN275knxnHqRmq+k+KdStNfv4r2LzdMm1lrKOUud8TFF2jb/AHSf51ual4I0TU9Vhu5zPHIix7YIpiiN5Z+Ule+KS08I6A+vzatA8stxHcmV4/PLRpNtAJ2dA2MUAUfDMdza+IPFljZ3ErxwSRm3juXLqjtGGPfOCT0qnoHiG50vwDc6lPC090L2SBIzMzKXMmwYLEkLmuvstEtNP1fUdUiLia/KNMC3y/KuAQO3FVbfwxpJ0KbTEDS2VxI05Jkz8zNuyp7c8igDE1TxR4h0Pw+lxqdjYR6i8xRIIWeUSqBk7QMHNUpfiNqNxBpcml6TFKbvT5L6UTSFPLCHBXp61pXHgTQxbQ2VzqOoGWSYyRSSXZ8wtjBCn0x1Aq7a+BdIs4YoYTc+XFaSWaq8pb925yQfxoA2tIv/AO1NGsdQ2bPtMCTbM527lBx+tcfdSSaZ41d9VvNRgjuJ99g0cxMEirGN0TL0ByGNdpYWUWnadbWMAPk28SxJk5O1RgfyrEPgjR21uPVZBcySxyNKkUkxaJWYEEhTx0JoA5vTfibNfpO401Sn2KS7hK7sLt/hdiMAkdCKt6f441Oa2vRqVjaWU8VnHdQ/vGdWDngEdc+wrTtfAGi2iTxRNefZ5o2iNubgmMK3UAdvapL/AMIaNJDcSXLSRobaOEyeZgxrHyrA9iPWgDmdR8Y+JtQ8NC60eztra5XUFtJGm3dyuMKRnndg56Vu3viHX7M6ZpqadZTaxdxyyyKJisKKmM4PUn5hUmneDtE/sW5trW6up7a9lWdpvtJdt46MrdjwPyqQ+DdKl0uG1guLtWgdzHdJcEyqWPzDf6E9R7UAYzeP9SutM0J9M0mGe+1OSaJoZJtqo0edxBxyMg8/Su102e6uNNt5r62FtdOgMsIbcEbuM96yrTwdpNi+jvbRyR/2Sjpb/P2YfNu9fWtm4u7e0QNczxQqTgGRwoJ/GgDy+11fUJ/H1vZRX2oee2pT7llkxB9nXqqjPJ/CtqDxzqE94hl0+KPT7qW4t7eRZCZA8SscsOmDtPStaTw14ct7iOaR1ina7N5FI0+G8w9dp9D6UsHgXRrfVVv1FwWR5JI4WmJjRnBDEL75NAHKaB471HS/DEb67bCSU6a9/bSpIWaZQclWz0I3L+FSL8UbldE1C4/s+K4vLV4RGIt6RSiRtoALDOQeororT4e6FaCcKlzIJrZrTEsxbZETkqvpTj4D0uSzltpri+mSVo2JlnLFSjBlK+nIoAwfEOueNYdKsXW0srK5bUo4WxIzLKjDK49jyD9K7+ya6azia9SNLkr+8WIkqD7E1T1vQbLX9OWxvfNESSLIrRSFGDL0II+tWdN0+HS9PhsoGlaOIbVaVy7H6k9aAPPPEV5rDeNr220m5vzexrbG3hjJ8hQxbeZB0xgfWtmz8bvL43fQpEt5LZo5WjuIC3ytHjerZ479uldNBpVtb6vd6mm7z7pESTJ4wucYH4msW08BaLY65/a9uLpLjzJJNnnHZl/v/L6HAoAx77xLrN/4L1PV3t47CwaHzLW4hlLTY3gA7cdSOeKsL46mtNDtNYvbJE064lKRv5mXCBSQWH95iMYrQbwDo7xPAz3v2dgQsH2g+XGCwbCjtyBU9x4M0m6tpbWRJPs0lyl15Qf5VdOhA7ZPJoAxI/Ht5qscTaBp8F0Li4MULzSlFwqbmLcdQeKgf4i309gs2n6VFJLDaSXV2JZsKio20hSB8xyK208C6KtjHaQm4iWC5kuEaGYqyu/3uR29qZN8PdDeygtYFuLZYomh3QykNJGxyyse4JoAxNf8Z6le6bMdGtxFbKtsJ7xpCrxmYqQEGOSAwzn1r0ZfujPPFc1eeBdGvLhZWW5jAWJWjimKo/lkFNw7kYH5V0gZSSoYEjqM8igDi7DxlqV7e25awghsL+SWGykZzvMiZxvHocdqr/Dt9Y1b7ZrWr3e8vM8UaQ3DNEAGxjYeBj1rbtfBemWmtJqSNcloi7QwNKTFEW+8VXtmtHRNEs/D+nfYbFWWDzGkwzZOWOTQBpUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVyXxAZE0axMxAg/tG287d93Z5gzu9q62obm3gu7aSC5ijlhcYdJFBVh7g0AeYvqNza2t1Fol4bNb7xGtskojDgKyLuKjpjOad4h1fxbo09rpxvTcTrayzedboiiQh8Jv3kYGMZx612k40LTZdJ0xrOFUaVjZqkY2RMili3txnmrWp2Oi6iIf7Ut7KfHMX2hVbr6Z/CgDgta8XavGJHe9j02aC1tpUt9qsLh3Zd+GzyBnHFPk8Ua4txJdm+iQtqH2NdP2AlE2/fPfPf0rodc8IWOs3VtHLf+RZw7FFkkce3gggKSNy5wOlbh0jSRei5Njafa8cSmNd/THXrQByHg/V9afU7SHVtRS6S7097s/uwnllXC4Htg8112j67pmvW8k+l3kdzHFI0TtGc7WHUVW0+fSbzUrq3tLNA9nGITKIxsKtklVI7ZHIqzpWl6VpMEsWlWttbRM5aRYAAN3fOKANKuK1a6sbL4oaVNdPHEzabKvmSOFCjcOB7nmuzR1kUMjBlPQg5FYmsnw5NqNnZ6zDZTXU4YW63ESucDrgkcdaAOM8YeMr/AE7X9ul3wEUT24kSRk2EOeoH3jx3Faaa7f2fjP7FqOo5tbq4KWn2cK6nK8Iw+8pB5zjFa/k+Fr3XJdMm0ywa7tEjC+bAnQjKhM9ce1asWmaRBqPnxWVnHekZ3rGokx069aAOM8AXSW+s6xZ3GsPLcyX8+y0kUBiF25f1/pXQeNtSudF8PnVYJnjjtJo5J1RcmSPdhlH5itqPT7KK8kvI7SBLqQYeZYwHYe7dTSym0u4JIpjDNECFdWwy5z0I+uKAPHI/iP4j1K0v7tLeazT7dBZeXsXMB25cgtgcnGM1du/GHiWPS9PtpFuIpZ7mZftMflF2jQZUHLbQ3rzXp8tjpVxb3NtJbWkkMjZnjKKQzHuw9frVVtB8OyaWlkdO09rFHLLF5a7A3c/WgDzS58Q6tD4i0m8vZI7I3On+XdXkZDiBfNXDEDjLcD0BNexRsrxKytuUgEMO49aojTNIW2WJbKy8ho/LVBGu0oTnaB0xnnFWVmtbcx24kijxhEj3AduAB9KAPPdHYWPxJ1033iGYEvFDFazlR525Cwx3wCSBj0rG8H6nqmjaXpvlTvNBcQ30i2e0YHlnK4I6k55NehW+oeGNT8STRRGwn1a1ABfahkHB4DdeOc+laf8AZum2wjmFpbwi3V9jBQojDfe+me9AHD/D7xDret34kup/NspLXzCJTGHWTd0AUk4x610PjW1sb3Q1t77UUsA0yGKSQjY0gOVVgeoJ6il8OT+FLtJ9R0GLT15KyywxqjcHnPAOK15E07WbIrItte2rHkMFkQkfpQB5ZH4vvYtLs7extINPLX1xBcTWWwRzPGmcpvIHzf8AstWLnXfFKaZbGbVI4bqLRJ76Uwxq6vIjfKD+Bwcd69GbQtHksksm0yya1jbcsJgUop9QMYBqpdTeHdLurLTLiOygkukaGCHy1AKdWXHYe1AHDap401SHWNNa2vIlhZrVLsPIoUmRckop5I5HPrVrw9u07xz4gWXXpXk+0bksn25uD5eR78e1drcaRoE11CtxYac9wqgRCSJCwUdNuRnAq2NL08X324WNsLvGPP8AKXfj03YzQB5tp/inVDPAZdWe5a/tLqWWGONR9iKZ2+4PGOeprofAJ8Q3mj6fquq6ul3Dd2gdojDsZXJyCCO23r71uWel6Ar3s9laWO64yt08Sr8/qGxV+zNqtskVmYvJiARViIIUDoOKAOQ8cavc2Wu6BYQ6o+nQ3hn86UbcYVAQOehzWTaav4i1638L2kGrNYzX1nNNcTeQCzFMYwD0610PjG00lbvSNT1W2+1LFObaOFkVkzIB8xDemz9avaVqmjanY6Xq/lwW0k0RFqJSquqnqF/IdKAOH1rxBr+k312s+uRLc6cluq2wQKLsufmbB5+mKi0/xfrE3iJWk1UuG1o2P2BY1+WLbnd69e9d34jbQtMWLW9UsIZ5oWWOOTyleRdxwMZ96TQfCGm6Fe397HGs11eXDXBmkjXem7+EHGcUAcZp3ibWZNdtIV1iK4N+t750DAAWZjJEZ9QOOc+tRR+L9XtfCGqut7Ncaraz28MpcRskRcgMyuDhgcnGenGa9Ii0zR4JpbiOyso5bgMskixqDJ/eBPfpzVCRNBsvDt5Np2mWt3ZYLSwWUcZEmOvHAOPf0oA4yDxL4gZIbS51GK1hnvmjW/cI5SMIGwdp25JJHXtXTfDTH/CD2eJvOy8n7zGN3zHmrGkJ4c1DwnDfLpVnaabdIs7QzwIijPQsOmfetqH+z9Os4kh+zW1rj92qbUT8O1AHnniB5bP4sWtxc6/Lp9iLEyfvNuxsOuUXPr371Sgv73TPElzeQanJHZ3XiMWrWiRqVcNGpLEnnsOlenXdrpl3LbveQWk0indAZVViD6rn+lNNrpUcyqYbNZfN81QVXd5h43f73v1oA880jxDqviDVtStDftHp11Zzy22HQzRlXxyB93g9DWx8L51Phq1tjrQvZUtoy1vgA24x0OP61PpGt+H5/GM+nWejxQajunElwIkUtsZQxyOTkt+lbtx/Y3hbTbrUPs9vZ26jfM8MQXd7nHU0Ac18QEuH1vwwLa7FpKLiY+btBIAjzgA9zXLJ451++0/Q1W6MU09tPK8ieWgkdH2rkuQAMdcc16n9t0i9tIL95rSSFWBimdlIViOxPQ02bR9Eu7eGKbT7CaFctEjxIyjPJKjH8qAJtImuLjRbKe72/aZLdGl2HI3FRnHtmvLrnxp4jsdaj8PSCWaZ9TWAXSqB1k37PceURz716dfW1y2mpBpLwQMrR7dy5QRhhuAA/wBnIFTHTrJrgXDWkBmD+YJPLG7djG7PrjjPpQB5YfFmtiEz2+sLdyXlvdO1ssYDWjR424747c102geIDrviG+05rmK6tI9Mgd1yrL5jD5s/4V0M2nafpUV7f2ejRSXMqlpVgiUST56jJxn8TXL6N4p0WCG4ubbwtcabEZRA8n2eNN8hbBU7T1B9aAMTQtWudK8B6bbWVylkLnVpbU3Mq5WFN7HIzgH0FdP8NC//AAjNx5l2Lo/2hc/vgMbv3h549ev410JstGudLNubaylsFJJj2KYwQck46dan061sLW0VNNht4rZvmUW6hUOe4xxQByXjbWry11Oz0631VdLR7Wa6M5UEuyYwnPGDn9K5m6tb7xdq3g2XUL2WEXdk0stu0Csm5dpJwem7PWu98UXGjQRW39p6dDqErSBIbdo0kfkgFlDdhxnFashsIJrdpfs8co/dw79oYZ/hX8ug9KAODu9CgvPi5AJL6WRYrESi1eJWjVQ2Aq5+765FQaD4s17VfFaIzBbP7VNFLG2wKEXIXbzuzkDqK7aXVNPj8Uwaett5l/JCzGZFU+Wg7Meoz2FVrOTwxeeIblbeDTzq1s+Hby0EucdQep+tAGP4OHiLU511q61wTWbzzxPZGEKFVXZVKkd+Bmt7xXrA0TQpLn94HeRIYzHgEMxwCS3AHuak0fVtPvJtQtrGIRw2Mux5FAEbMRuYqRxwSc+9O1O8sp9DmuBarqtrg7ootkgYDr1ODjFAHBW3iLxFqGmRWkeqwRXb6rJbpcoqybokUk9DgnoM12XgnUrvVvCVjeX8qS3Lhg8iDAYhiM4/Cl8Nf2Fquh2Wp6VpsFvbygyRL5CoUJ4PA6GrN7qeneH1srXygn2mYQwwwKAcnvt9PU0Acl4t8U3el+KraOzupBHbvALm3ZkVJFkbHGeScZ6dK52fxn4jOpxSx6vGEa7MZtRbjAQTmPk5zyB/OvU77SdGvLuOe+sbKa4Hyo80alvpzSnStHW4jH2KzE2Q6gRqGyDnP4Ek/WgDy/TvGniVdJ1TVLlpGhOmNdJ5gj/dzZAUIAclee/PFWE8X65plpqttcais0kE1mguJosGJZlBYkDjgnivRI9G0JLiVItOsFmdf3gWFNxXOeeOmR+lTSWOkyRXUktvaPHMALhnVSrhRgbs8cY70AeQ2/iHVdPTVLe112IyyXtxI115YfeFAxgZwOvars3jbxAba10+G4aW6CzsbmJUBlKEAZDEAD5ue/Fejx6V4btrMXEVlpkdryRIsaBOeuD0p8+jaBdW8TT2FhLDuLRtJGrDLdSCfWgDhdR8Q+JVlN0L9LYWunW1zNarCJA8ruVZdwPfHGKm0SSSy+JGvJfa88QkngMVtIAPO3R8Ae3bj0rvP7G0za4FhbgPsDARjBCcp+XanyaVp8uoJfyWVu95GNqTtGC6j0B60AXKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACua8dQ303hedLGOWT50M8cJxI8IYbwvuVzXS1S1HU7XS4oZLpyqyzJAmBnLMcAfnQB51NpFrrtzoMdjoV1aaPDdTu8cyFN/7o4JUnIUtxg9ax7+z1lvBmhaZNp97g2Eq4S2WWXzgw2oWYHYMcg8dPavSb3xnothHI01w+5Lk2gjSMszyhQxVQOvBpuoeM9JtNBGqRXHnLLA80CIhLOFHPHUAHg+lAHF6x4bmvrrWNUl067aZbey+yEk7lYbd2MfxDkE03VrSYeJ7eG5gkkuZ9XhaK7EwIWLbnyyM5XHcY5rrbPxzp4sNMfUC0dxd28c0nloWSHd03H+EE9Kp3OreDrbxyXltydYQpE9yIiURmHy7m6Akd6AK72FzZt45NnZvH50aNAI48CRtjZ246nNZP9gXdhputwW1tJBbtb2DhGfZ55UkyruPG5uh9Sa9M1G8Gn6dc3jRvIIY2cogyzYHQCuLv/GlvqPghdSk0maS3kkgjuYLiIqCsjAEp/exnigCb4f3cd1d+IvIhkt7dL1Vjt3wPKHlJlcAkDnPApvji0hGuaHfy6HLqgj81DHFErEsQu0MT0GQeT0qxo/iPwvpeg79MtpbeITtCLVLciZpByw29ScHOa6jT7+21SxivLSQSQSjcrf570AeY+KfDt/fahrGqx6XKLgLZLalQGePBBcJjoR3Ipj6TqJ8fNdX0l5Dt1FJYpEs2l82IAYTzQflXOcgjFd1q3jTR9G1M2F5JMJlVXfZEWVFY4BYjoM0+Txfo8esDTDO5lLFN4Q+WHAzs3dN2O1AGrfLM+n3C25AnMTCMns2OP1ryW2sh/wh15a2XhvUINVS1iF9O6EGSRZFJA/vk/Mdwr0hfFejsunlLoO1/IscCKMsSwJGR2GAa0dQv7bS7Ca9u5PLghXc7UAea3Fnear4a8U4029j+2ahDsjkQq0iDywSB1AwDVvXvA1hDc6DY2FlMtjLqHm3cSO+wAJzn0B7+tdTbeL9Ln0WbVZftFpbwsFYXMRRiT0AHfOeMVnXvj+ztoNOvEtrlrW5neB1MDCZWVc8JQBx/jLw7d6Xq9nbWC3A0YWkkcSR2ZuykjNkgcjYcdD0GMVFqnhO8ubrUL+GzuZNRhfTI4J5UIPylfMYdecdT9a9CuvG+i2unWd8ZJpIbtS6eVEWZVHVmHYDpVa++I3hywmMclxNIQu/MULMMbQ/X/dO76UAY+nWX9kfEjVXHh1p5b2SKSG7iiVUij2AMSx77s5A5Oc16DNGs0LxuiOrAgq4yD9RWB/wm+if2xFponkMsjKiyiM+XvZdwUt2JHaty7uorKzmupyVihQu5A6AdaAPMPDtpd6b4V1ixsPDTw6lFHKHuHgULMxbO1QfvDHI7VQ0K0voPCmv2P8AZurNLe3EZst0YhIZlwGwuFQKw5+gr0ibxfokDIHvVw8by5XkAKMnPoeRxVW18eaHdRlhJPE4uI7fypYir7nPy8HsfWgCPwFazWmiTQ3kE66gtw4u5psn7RJ3kXP8JGMelZfjnTwPEuhau2iyarDCk0LwxRK7FmClM56DIPParXiXxm9t4W1TVtDaKSTSrkw3KTocEqQGUYPX5hzV7xJ4ys/D2lGaQO949s08cMcZfAA+82Oi5wM0Acb4rsr+51K8VtIv5dQvhb/2bLEoK2oXBdS4Pyc7s+ua9RxMthhQDOIsAHkFsf41FpN42o6RZ3rx+U88KyFP7pIziuf0/wAbW03ia90S8Vopo7owQOIzsfjOC3Td7UAcDo9hrKDxKbjTr9JJ9LlUoLZY4zMXPEe3rx3PNdd4H0efRdfvoI7H7LYNp1oR8pAMoDb/AKn179K1Lbx9od7ezWlu9y8sfmBSIG2yMn3lU9CRjpUOl+NLf/hE7jXtTmP2eK4aLMduyMPmCgbSSc5OKAOpuLaC6QJcQxyoDuAdQQD6815j8UNM1WdbXT9K0yaSyW2YxizgjOJQwIUkjKrgdVwa7JfGekvpi3q/aDuuPsog8r975vXbt9cDP0rR0XWbTX9Mj1CyMnkOSo8xNrZBwePrQB5N4s0jUb+UpNo19cTztZS2siJu8pEx5iE5+U55969oUfuwMHGOhrlbvxolp44j8PGyuZA0AdpY4iwVicDJ/u471U0P4hWt9q0+lX0UsdyL6S1ikSI+USOg3f3sZoAwIPDOq2/iHWmhtzJBpttcNp5kztkmny3APB28j/gVJ8N7fUotI8QpdWV5C9xCskbT26xBm8rayhVAHDKfqMV2+m+MdH1PWX0qCSUXI3lPMjKrLtOG2H+LBqXxb4hTwt4ZvdYeB5/s6ErGg6ntn0GepoA4YaZcWfgLwpJf6bc3FpYgPe2MSF3bK/LlD1we3vUVr4YutQtPB9nrGnPJAlzcTSRNnEaEEoGx356V2Nn41tJvCsevXFneQwkKGQxfNkjqATyPerEnjLRINNsNQnujFaXqloZXXA4GcH0NAHnXinwvc2uvGytE1MWD2scVm1tbCcQkMS3zMcqe+QRWZN4V1NtZiv306+kuBfIyzFeQouVAYnr93cfoa9vsb2LUbGG8g3eTMgdNy7Tg9OK56x8aJeeM77w6dOvENttxceX+75BPzHt049aAN+PTrKK6+1JaQrcfN+9CAN82M8++BWV4106TVfB2p2kEfmyvCSibQckc8A/Sm6f4y0nU9a/sy3abzGDmKRkxHNsOG2N3wTWhr9/Ppeg3t9bQGeaCMusY74/w6/hQB53rM8s/gCzgs/Dl3ZWj3CpNElkjy428yLGQQMt3NUbjS9bn8A+HdLt7C7j1e3SSRnOU2QgkMrEZ+ZlOAPeu88Ca1qPiDw5HqGovZO0rExta5xt9GB6MPSrfijUNR06wjl082kQL/v7i7J8uFACdxAIzzx+NAFBfEMmmx+HbGz8Pag8F7Eq8cfZFAHD59B/KusrzC8+IeoRWWjtJNYadLeJNJJJPDJIpRGCq4AOQrA5ya9ItXaW0hdpEkZkBLx/dY46j2oAnry270O91Dwbq9mtlMTPrjSNGUILx+YMn6Y711th450TUJ2jSWaJQHZZZoyiSBPvbT3xSQeOtGnt76bdcRizh+0SLJEVYx/3lHcUAcTrGg6nZaBqUNlayQ2aa4srQJCXV7fCg4QcsvqO+K6/4eWL2Ph2VS85jlupJYkmtzAUUnoEycLnJH1q/4e8W6Z4laVLEXKtGiyFZ4ShKt0Iz1FT6z4hs9DktYbhJ5JrpisMcEe9mwMn8hQBifELSTqWn6ZJBYG6u4NSt3jZEBKKH+Yk/3cZz+Fcr478PajqOta7fxWU0ohtLZbMgE/vfMBLIPUDvXdXvjTSbHw5BrshnexmGVMceWHBJyM8YwaL7xppNjJbRE3E8tzGsypbwmQqjdGYDoKAMiTSZY/iZoupRaYctp8i3d2ABzgABvU1BpOkwaX8RNRdfDLb7qXzU1FUUJGpTDc9ck9vetGw8Xo/i3U9HuJBIyTRx20USZYApli3oB6muvoA84tNJv9Nm+IDWWn4S42tZxBBtkbyjuIHQ5J/E034e22o6dZa8tzZ38UbKksLTwJGzny8MFRflGGB4x3Ga9GlkEUTyEEhQSQoyTj0rnrbxzoVxZajcm5MQ08A3McgAdARkcAnrnA96AHeBrOew8F6Zb3UJhnWEF4yMEE88+9VvGenG+k0OSO086WDUom3hMlFz8xz2FWV8ZaYdIm1KSO8hijkEWyWArI7HoFXvmop/HOlW1pb3EsV8rXG/ZAbc+ZhPvMV7AetAHMeKfD9ze6/reoppk1xcJFarYyc4VwxLFfpxmp9Lg+z+NLkanoF3daq96zw6hjMccBXghugA6bfet3UviDoOmNZrJJPN9rg+0x+RCX/d92OOnWob/wAcWo1nTdP07MxuLtYZpDGdgBUkgN03DA4oA5qy8F3H/CLa1qkNvcw+IZnvPJlaRld0ZztBwfQcfWqGn6dqlp4a1yWwtrpkufISS0ksAioAQJGRGJ3tjrkcnmu7tfFkQh12/vn8qx05x8rQlZEXaCSwzznPFSaZ460LU7K6u1uXt47UoJhcoUZd2Npx6HIxQB5/a6JcW/gk293Zak32bUpJbYPaLINpHyl4gQCp9ABiptZ0vU5tM0MXWlPa25sZIWgtrczeRKTlSqbgFJGeTnGa9J0XxBY699qFp5yvbSeXKkse0g4yOPQisvxN4xXw7q+mWTWF1crdswZoYyxGFJAA7nI/KgDZ0KGe30GwhuZpJp0gQO8i7WJx3A6GtGud1HxrpGl30dndNOspRJJNsRKwqxwDIf4e/wCVdAGBXcvIIyMd6AHUVw2j+P5NXl1u3/sq6tZbAzCOSWM+Wdg/iOeDntVnw18QdK1zT5ZJJGhntbdZ7kvGUXae656jNAHYUVk6N4gsddWb7IZFkhI3xSrtdQehx6HtWtQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWB4u0W81vSYobCeOG6guYriNpASpKMGwceuK3653xhfXllplqtlP5Elzew25kABKq7gEjPfFAHPWngjVTqtne6hNbu8WqzXz+VkDDRbFAz7imp4J1m00O2jtJrN72OwuLKQS7tu2RiRtI9OnvV7XpdZ8NeDr11upNTWJ2Zp/MWOaKLr1xhmHPbvVjxDrWvWeq6Da6PZwzx3e4ytNJtztXO32PQ59qAMGb4aTzXEEs32W5VrW3glSR3TaYwAcbeoOOh711OjeHXsdd1q+nWBob14jFGq5wEXGTnvVXXdR1C38V+HrfY8dtcSsrGOcAOduSrKRyBUt14k1O38YW+irpKSW8qmQ3CzjKRjqxXtzwBQB0d3ALm0mgPSRCn5jFcXY+FNZm8NWuj6jPaxR2VxbtAYcsTHEwJJJ7nH4VDYfE62vNSu7UW8bCOGaWHypd7t5fVWA+6Tg4qSPx9dnRdQuZtIMd5bRwSiASbgEl6MxA4AwSfTFAEOqeAry6MtzFNDJONRmvI4nZlVldAu0sOQeAc11PhfSH0Lw7aae6xK8SncIs7QSc8Z5pfDerT61o6Xs8duhZiB9nmEqMB3BH8qwvH13riy6PYaOjBby5KSyxzCNhhSQoJBxn+lACeIPBd3q91r08VzBH/aVrFboGU/LtbJJ/pWfB8PJofEAuXSyngNytyZ5C/mIQoG1R07ZzV7UvFt3oBlsbaxfUDptrHNeySzgOob04+Y1NH4z1C88Tvpen6I9xbw+Q09wZQpRZBnO09cUAZPhr4Xf2D4otNZlvzctAkqkNnOScR47fKmR+NdxrNk+o6PdWkaQSNKm3ZOCUbnocVYvbb7bZTW3nSw+ahXzImwy57g9jXB+FhPpNnreqXmt3d1FZXM1tCt3L8m1SAN3Gd2cjPegCSPwNqP8AwjtzZvdQrILxLuztgWaKAqc7cnkg8/nWi+g63qs+nXGry2avbXMkpS3BwFKbQuT1PvRYeNHvvDN7qsdiGksZ2inhV+iqfmYEjnjnFa3hrW28Q6Qupi28mCZibfLZLx9mPpn0oA4a9+GN3KmlHda3f2W2ktZYZndF2s5YMCvORRP8PNTd7lYPs0UTeYI1DHADWoiH/j36V1XjLUIhoOqW1tqUlvqNrbG6C27DzFA6HB7E8VmWnjmeK0miuLTzJrSSxt2k34EpnC5cemCTQBmWnw0mtNbhvWt7C4U3Udw7yO4eIqgBAA4PK5H1r0TUbQX+mXVm2MTxNHk9OQRXLx+MbuXxy+gta2sEKMVBmn2zSDaCHRcYZcnHXsai8Jat4lvtZ1eHUIbNrSC7liDpKd0ZGMKBjkc9aAMPT/hNLZRXqtqfmPPYeQrNkgSk5Z8H1wKvjwTrN5BNf3tzZJrHnW8kHlqTGohPGe/zZOak8P8Aiae1sfFd7qUbl9OvWVo0l8xegwEyBgcjirt54x1HSdN+1atpcNt50kcVqRchlcv/AHj/AAgUAUn8E6o3gXXNKkuoJL/U7prnegKohZlJAz6YNXPE3hTUtRkeTTJrZXutPbT7g3APCHJDLjvknitLwj4nXxPplxd+UsXkXLwEq2Ufbj5lJ6g5roqAKelWX9naTaWQbd5ESx5z1wMVyFz4K1K88RXEs17brpUt6l9sRSJd6jAXPQD1PerWveMZtJ8R21hBFFcxM8cdwoDb4i5O1icbccdCc10espPJol8ltI0c5gfy3XqGwcEUAUPC+iPouix2lyInmSaWQMo6bnJ4/A1iv4Gmk8PHTHvFcyav/aEhOcbfND7R+A/Oub8M+OLzUf7LRrpU/s+xma/MzjbMyrgNnrgHqfrWnZfEPVLrw/q9wmmR3F/p7xriDf5bK4yHwRuwByeO1AD9e0K70q2lv4nme4Os/boPs8Bl2Ax7cMv0z+lbnw/t7u08GWMeoRtFcEuzK42nliRx2+lc/P4q1e9Hhu6s20+S4uJ7iJ0hnLRHahIJOM8Y6YpNf8Q3Op+HPCuptbCOC8vofNCTsrI5zjGB8w65oA6LV9C1eXxRbavpN7bwfuPs84mjLEru3ZX37c1Qh8FXFu9sUmiONYfUJTgjKsuMfWmeIvHF9outXUMenxSWFiYTcytIQ5EnACjHUVLP4zuzqipZ2ltJYC+WweV5triQgc7cdOQPWgCp4a+HraHr6XkqWE0cDStFPhzNlyTjk4GAccV1fiTRk8Q+HNQ0h3CC7haPeRnaT0P51zXhLWddfTdVvtXe2mtrae52+Wx35RvugEY2gA1Vf4h6jbaf5txpUJubi2gurSNJjtZZXCAMSOCCwoAnuPButXfhW10y7v7O5ntplZEaNhCYwu0KwHJ9frVe7+G13qPhHTvDt3rG22tFLN5UeN8gOU69FHpWtp3jeKOx1KXxAsWnyafdi1lKsWQkgFSDjPINU9U8Q3dxrum33h+ZL2zNpO7w+ZsSTb3zjqKAOv0uG6t9Ltobx43uY4wrtEMKSOMgVhnw/qkXjC51S01CGKwvEiFzC0e52Kbh8p6AEGsS/wDiWIrDTNQtLVJoLiESzx5YyRAttJ4BAGc8k81p2/iy9k8Zvo9xa29tb5YRGVyskqhd29QRhh1HB4xQBT0TwXqdlrVg93dwHTdJec2SRg+Y4kP8Z6cDjFdfqsV7Npk8enyRR3TLhGlXcv0IriLD4nrc3DmTT/8ARTBPNHJDJvI8voGGMAsOlaHhzWNYv/GWoW+owpbxLYwSxwJJv2li2ST2NAGV4d8IeI9E8F6nHaXFtaazekNGkf8AqoSO/wBT1JrV8Q+Hde1jw/o9o1xZT3NvIkl4J1IinKjoQPfBrY8R65PpEdnFaWy3F3ezi3hV32qGIzlj6Vz3iy91+LwfDcXUFvDMlxGLlYZyON4AKkD8waALereHtf1TTYEW70y3uHtnt7ofZt64boEPUACuk0bTl0jRbLTkcutrCkQY9TtGM1zepX3iIeP7ez0+Wx+xC0MskUrtll3oCeBwwycdqJLu+X4r29pIG+yvpzvHslO3AYcsuMbsk856UAc94b8GahrGhxDVroRWsaXMdtAsRV0MhwSxPXoKu6b8Op7PTNStyNPjnntPssU8Kvux6tuPf0FX38Zana67q0Fzp9tJpmm27TS3NvMWZT2QgjG7HOO1U7L4mGeC/aWxQvb2Zu4/JclWGfusxGA3NAHcafZR2NjbQKi7oYUiLKOoUY/KuT8Y2ep3finw42mbUlhM7+dKhMaEpgBseuTj3rS8LeJbnWpbu1v7FbS8thHIyxvvQo4yvzevXIqbxZpOo6zp9rBpt2ltJHdxTOz5wyK2SOPoKAOV1f4ZSaj4f0/TkvYpGhjmWYzq2x5JDkyAD+IHOO3NXY/B2taXfWV7o+o2ouBYx2V09wjMGCdGUevXrVK38Vj4eW2naN4qnDyTRtItypLbmMpG38FYEn0zS6l8TnsdK03UhZRNFdfO8JZvMEZfaHGBgAjnJxQBeXwNfQ+M7nxPbajHHeTSIrJs+R4QuGVh655BrXSbXj47kh+U6EtoGJKYIlJ6Bu9Za6v4hk+Ij2dtHbPpRtI5W8yQgoGP3hx19qv2niLUNU1u+s7PTozY2lx9mlujOAwO3JIXvjIoA29VtJb7SLy0gnME08LxpKP4CQQD+FcDYfDW7gs9UhmuLFGu4rcRtBEfleFtw3Z+8CeTTPDnjTUtOsFi1eEXFusN7LDcCTMjiCQghh0HHf2pV8b6tZ6rd3epWaxxvYWrW1nHMGDPLKyqSccHpn6UAbmo+HPEGraLFb3ep2X223u47iCWOEhAFB4I79aj1Lwx4gv5rC//ALWs11G3jlidjAfLZHGOB6imf8Jtfww3NrdWECarDexWvlrKTGfMGVbdjOMe1V7p9b8a6BHLYlLG5t7uaGVUmOG2grwfrQBo6R4Lj0vWtOvN6Sx2enNaZI+ZmZwxP061V/4QvUotbt5IL63/ALLi1M6iYWjPmbipBGemMmuq0WC6tdEsbe+kEl3HAiTODncwGCa5+88X3kOvzWdvp6S2lvdwWk8plw4aXGGAxyBkfnQBJqXhS4v7TxPGt1HHLrCqkb7SfLUIF5H4H86xNT8CRxadr89zNLKbyG3VRbx7nHlBQML35GfpVyDx3fs+oXdxojJo9nLcQtdLKCd0WeSvZTgjPrUFv8Q7oWkkl7pscchS3uIVjl3BoZX2gnjhh6UAWPh1DqZ/tm+1OJ0a6uEMZeExFlVcZ2npWt4l0XUtRvdMvtLubeG5sZHYeepZSGUqencZzVO48YXD3MtlYWcL3f25rOMSy4U7V3FjgfpWx4f1pda0SG/dFhdmaN03cB1YqQD3GRQBzms+DtV1G+vmjv7YQapaw216WQhwEzuKY45DHr0rtoYlggjhTO1FCjPoKkooA5K18Nata32sJHqMA0/UGmlCeVmQSSDufQVR/wCFeK1jdWbXSCKfTI7H5Vwdytnd9K7uigDk/CHhL/hHpbi5mgskuZkVC1sH5A9Sx57V1lFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZmuaXZavprWt87Rx7ldJFfa0bg5VgfUGtOuU+IAj/4R+FmMO9b23MYnfahbzBgMfSgCWPwjZv4ZvtJF9dTR6gzPPcu4Z3JwCRxgcDHAq3rXhq21pLMPdXVtJaMTHLbOFfBXBGcHr/SvOrPxHqGh+HzbWRj+0Ta5Jbt9kCuips34iDkKB0GCeua1YfEXiC9g0e0utRi0qS5juZJropGxIjYBO5UEg5IGelAHaS+H7We40uaSWd300kwlnyWJGMsepOKqW3hKG01251aHUr/zrqQPNGzqyMAMbcFcgfQ1yviXxZe217aLpGrCZreOB5yxiSGYOwGeRuJIOflPFXP+Ep1GPVLKzmvrbzJtYkttigbjCFzyP60AbFr4KtbVbqJb67NtcRyRiHKARBzklSFznr1Jqx/wiVmpu2iuruB7qKGJnicBgsQIXBx3zzXJ6f4n1a1udbF/qLXFzbWktxDDHHG0LqrYVkZec9AQ1aHgDxBrmsXVymoq0lr5Mcsc8hiVg5+8oWMn5e4J5oA6bQfD1l4cspbay81hLK00jyvuZ3Y5J9PyFSarb2DG1vL+cQLaS+YjtIEXdgjnPB61l+MtWudMtNPitJxbyXt6lu05AIjQglm54BwO9cPq9xqPiPStIiutVIR9ZNokscaFLtF3Yk2lSO3TpQB2ur+DtN8RXp1D7ddRrPEsc620oCXEYOQDweM+hrS0vQ7LSdR1C6glkaa8ZGkDvkIqrhVUdgBWhaW0dnaRW0KqscahQFUKPyHArzyzuVt/i5rAutceJTFAiW8ioBLu3YQcZOPUc0AejxyJKgeN1dT0KnINY0vhXTpdMvrBvO8q9uDcyNv+YSFg2Qe2CBgVwug6vfaVfWhjvmlsLoahKtt5Y2xxxOxUjvncSPoa1PAviHXtV1CNdQHmW89qJmdpIjsfjhAhztIJ4YZGOtAGjceDdEsNHvIr/Ub02Vzci4ufOnAEjEgYJAHBOOK1PC2naXpmlvBo1w0tj5zFE37liOeVX0AParmt6Pba9pUunXZcQSFS2w4PDAjn8K5DXGj8E6Bb6bY3k6TXNxLLHKZEQLgFjuLAjHt1NAG3rvgnSde1Bb+5a4il2CKbyJNgnjBzsf1GajvvAejajqiakWuY23xStHDNtjkaM5RmGOcdK5G98W6lqugWYGqwWXnaNJdzyBFPnODt2KT0POeK9B8Mbf8AhFNI2Y2/Yoen+4KAKM3gywufEkOtXVxd3Elu7SQQyuDHE5GCV4z+GcVJaeEdPsfEM+tRzXfnzO0jRNMfKDN1IX8O9c9q3iTWLLxzH4bt5w8t5NDcwlkHyW4B81c49V47/NVHRfFV7qPju0FteSHTr83Aa2upVLp5ZAGECgpznqTkUAdTZ6D4fvrPWre1mW4i1KZmvPLmDYcjkAj7vSol8A6b9hltZr3U7je0bJNNc7nhKfdKHHH5VhC7m0ay8eXOlqsVxBcB4/3eVDFRzjvWdJ4p1Wx0bxIkOt/bHtbO3miuyEYxyyDleBjHoD0oA6/U/CDXPg690G01K6D3HK3FxIWdDkd1x6dK39NtpLLTLW1lna4khiWNpmGC5Axk/WvP9fuPE3h3TLO2k1l7xb29jjWfCRSqhVi4L42ryBg46cVgv4u8VMyQDVkjmhEefLSKUOGmZASw4J2LyBjmgDs9e0Tws3iE3Gp6lLbXUrwzmBbjYjMp2oxA6nIxXZTRrNC8TEhXUqSDzgiuA0HSYvHfhyx17VJ5ft00Kxs0eFXCSbgdvYkjmvQT8qH2FAHKWvw48PWtq9usMzo1o1md8mSUZtx/HPeo7P4d6Np1veCO81INciMyTNdHeDH90g44wOPTFYWneI9YtNSSfU9QluIbq0u7lrdI1GxY2IXy8D73rnNc9/wkV7q3h7xdpE2oXIgtLCO6glE6yyfOpJRnCjIPGR25GaAPS7LwTo1jJYzQpK0toZXSRnyXaUfOzepNTHwlph0jTdMKyG20+ZJoQWydy5xn161ysXiFdO07w8lp4g+1263UkV7cTFSMLEWKl8AcHbjHWsqw1bX/ABJp3he0tNensJL9LmSacIrM6KflxkdeRQB3+o+E9N1OW9luPO33nlebtfH+r+7jjiuc1HwHdX/jOLVV+y21ql5FdO0csm+XYP4k+7knvWLr2v8AiTS9a/sz+1v3tnFAVmLRRJO7feLh+WB/2a9YUnywxwTjJxQBhWng/S7S8vbmNrki8WRXhaYmNd5y5VexJrG0zwj4Udp7G3v5Ly5iMaNvuxJJCsTBlQDsoYDtWLp3ibVrvxTY251KSU31zdwT2QVVNrEmQr8DIOQOSec1sfDLS4LfRZ74XD3Mst3cKJJMFlUStxnAPPUj1oA6ax0PT9Ln1C5jU5vp/Pn81sjfgDjPTpWXrnhXR9d1eAz3t3bXkduypHa3Hl5iJw3HoelUvihC03hRD9tntIxdw+a8TBflLjJJI6DrXK+IbiV7uzv9F1+4m+zaLPIbxQuZgrfLzj164FAHaaj8PNE1EQruu7VIoVg2W02wOinKhuOcHmraeD9PXX4tYee9lni3FI5Zy0asy7SQvYkVwWo+Ltbu5tLW21SC1ZtKiukLzxxJNM3B3Fwdy+wr1W3M01hEZWVZniG9ojkBiOSvtnpQBh6f4S0q0lnW2urqS0KPA1i0++BA3VQvUfn3qfQvCdjoF9d3ltcXkstyqo/2iXeAF+6Bx2HFcZ4SvLTQ77xMlzrl3c3MdxcyGzYqzMqYJkAA+8c/Q1X8PeLL280zxGlxrKRLawRXFvKsyzvHuGQpbAySRjHbOKAPRta0S21y0WC4aWN42DxTQtteJh0ZT2NUF8H6efDw0Wae8ng80TNJLMTI7hg2SfTI6dKxfBvjD7Z4b1DWtdv0iaKUme3KEGzUdFIxnnr+NdraXcF9aRXVtKssEqh43U8MD3oAw/EWg6Pqd/Zy395NaXLHyYzDceU04zu8s+o4zgVfOj2TeIItXy/22G2NuAH42E55H1HWub8WW1yvjPwtPFdsUlvDG1vKFaMARuxZcjIbjGc1i2qJZfGDVHvfEF1AJDbrbWjt/wAfBKsdoGMlASen40AdRp/gLS9Onu3S61CSC7Z2ntpZ90Tl+pIxn9aP+EEsW0+6sZdQ1Ke2uIvK8qafcqLnI28cYrT8TyXkXhjUpbB3S7jt2eJowCwYDPGa8wh+IPiPWYZLmzt5bSG0sTMTIgJlD4VXI55ByfSgD1HTdCtdLvru7tzIXuUiRwxyMRggY/A1av8AUbLS7fz7+6htoc7d8zhVz6ZNeaQ+KdSs7+W0j1lr7T7S8tFmv5AnAc/vFLDjGO/b1p9/q8Hib4YeLrq5n+02sVzcR20mB8oUDbj2yevpQB2eueE9H8S3Nte30ZkeGCWKJgRgLIuCfrjoazrn4caBex2wDXcaRW6W37mfAljQ5UN64NZ3ibWLuzs9I0pL5dOtriyeWW84ySiAiNSRtBbn8Aa6DwLIZPAuiuZhMTaod4xzx7UAR6toGiXesWD3d5NBd4CxxJcbPtATkBl/ixUo8HaXHrR1OBrqB2k86SGKYrFI+MbmXua5/X5Jrf4reG4ku3dbhZWaKYKUQKv8HGQx+tUIvE+tSeMEIvXazOsNpy2xiVVEYTcSTjJbPQ5oA6u38D6Jbrbp5UsiwRzxKJJCcrMcuD65qCL4faOkdwsk19OZoli3TT7jGqNuTaccFT0rJ0XXGurubVLzxEVnLXMY0kbcKIycYXG7IC7snrmqFtq/iS0+Hv8AwlF1rTXDXVvEVgaBI1gLOBuDY7Ke+R3oA37vwYtnoFxbaWn226muVuXe/nbe7DjO9RlSB0OKueBvDc3hjw99iuZhJNJM87gMWVCxztBPJx6muQutf1hPDt9C99jdeJDZXK3se9QV3HzHUEAZBxxk8VSn8S6zd+CtD1aXXDEF8z7YbWWNZWKnAIDDDY7jgmgD2KuG1vwjeal4vtb62trWC2S4huZrkTyCRyh+6Yx8p9M+lY/iTxbrEWoSppt4IY4bGKeB5DGizs55L7+w9F6Zr0yBme3jZ9u8oC205GcdqAM218OadaaVd6YImltLp5XmSVt24yElh9Mk1k23w80W3sru18y9lW4RI98k+WiVDlQhxwAa62igDgrz4exwnTYNLluFhW9e5u53uT53zLglWx1Na+oeB9Kv/DcGh77qC2gcSo8MpWTeDncW7nPNdNRQBHDH5UEce5n2KF3Mck4HU+9SUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVW/tbK7s2j1CKGS2GGYTAFRjnJzVqsPxa94nhi+Nha/aZymBHt3ZBPJA7kDt3oAmTTtDuNNjtI7aykspCWjjQKUY9yMcGqWoQ+FbSys7G+h09bSSUpBG4XYGwScenQ1wukWmr6TpVtfHTb9lt9YeaOIw4kMDxFRhRwMsenaozoOov4f8KXmoeH7i5ksru4e6stm6Taxcr+GSKAPSLzRfD05tftljYMVAS3EiL07Bc/0qQ6Pon9pC7NlZ/bUIxJsXeD2561w3iuwuL+4Zm0a9aaeyiTTtgyLWXdls4+6R1z6Cucn0DWfKkvJrO4e5jeXdOu4MXEi4P5ZxQB6va2nh20mvDaxaek20/aRHs3be+7HQfWqmgzeFbbS5dU0VbGC2YHzJItqdCRg+nOcZrktC0fVbjxtc3d/p08UMsFxE7GELGxJG3JH3gVHU961PBmmRJ4autFl8PNEtupWV50AS6kBJ4HcdOfegDo4LnTPFPhpLq8tR9huF3NFdqBgA9+341Kseg29nZRr9gjtkYG0G5AoYd09+e1cCmjanH8P/C9tPYXMltbXHnalaKSZNg3EDH8QDEcegpPFWnX+r+HbK00vQLi0sTBL5cKQqZI5M/KDn7gI5yKAO41jxNDomqadaXVrOYb6QQpcrgornop781VkvdMfxvFZ3eisl+Yma2vpI1IcKMkA9RjNY2uafd3mleDo/sl1iC9ga43DLx7R1b8e9a2tI0fjfRb2RGFpb21wZpiPkQFR1NAGzHbaSr27xx2gb50gK7e5y4X6kHOKjtdF0XRWlu7WxtLNtp3yogTj3PpXGeEtO+2+Mr+ZJ47jSdMneSxaM5XzJlBYeny89P79eiTwRXMDwzxrJE42sjDII96AKGk6zDqmmC+KG3jLMv7x1xwcZBBwRxUs9tput2q+dFbXtvnKkgSLn2rzyLQdU/4VzHpy6bN5r6rvlh6FYjMSSo9MdvSul8DabJpkGrxNbSW0bajK0Mbfd2cY2+1ADfE934Y0KxtLS/0+1mEkoW3swqZyTkkA4AA610FhdWn2CHy1W2jEalYWKgop4XgHAHpXLeNfDo1rxH4Xl+wJcJDeFrh2XIEYQ8H2ziue8YaVrsesa0tjpNxdWt3b2iQvCfljSNyXXHrjoKAO7GqaDceKWtS9q2q20QAcld4DE/IDnOflyRVmOx0X7et9HBZfa5GIWZQu9iODg9zXHLpl5pvxJub6Lwyt1DeiAx3i4AgwCJC2ed3P41Q0PR/EEHibSba9sLkWtleXk7XAI8shz8nv0oA9Dt5NIF1cxW8tobiXLzojqWbHBLCobDT/D8lncW+n29g9vI375IArKx/2sVw2neCJT4W1S7W0aLxHJNcMkzHBJY4GPUY6Vd+HGi3Ol3l/LPa38BlijVvtESxoWX+6F69evegDub21sr23+yXsMM0UnHlSgENjnoaz/s3h22hR9mmxRbhGjZQDKkkKD6gk8VzvxMvFt9Ns3s7tE1m2uY5rSDPzSknYVwOoIY1heIvA15AmlW1qlzLZRWcscxgjWRzO7AliG6ZJPzdqAPR4rjSNIWCwjntLUN/qoA6rnPoKsSajYx3ItZLy3Wc8CJpVDn8M5ryrXfDutyW2nxx6deXSW0VqIWATzBsYF/MPUn2Fblr4Uj1j4ga5qOr6U4i2W/2SYnH3Rk4PY560AdfbHRbi88m2aykubVWXZGVLRhvvDA6Z71La6Npllv+y2FtDvXa+yMDcM5wa4zwbpGo6X4q1EnT5Y9NMbmOW4RRJvL5KhhyynrzXSeG9Z1TVjerqeiTaaYJikRkYETLnhh/nvQBe/sPShYfYRp1t9k3bvJ8obc+uK5/xHrtp4Rn08L4dmuIyRBbSWyrhHb+ADtnFdhXK+ONOu9RttIW0hlkMWpwyyeX1VBnJ+lADU1TQda1lbPVrC3h1K2SOVY7zYWUuMgL6ke1dB/adgLxrL7Zbi5QZaHzBuA+led+MPCd7qera9fQWDyzSLaLbSpjdhWy236VBqWla5J8RIL19IupreG9iZZ4toQw7cHPctk80Advod94c1PU7+40oWhvUkMVxIgXe5AHPHJHI5qPw94j0y+fWbaCAWKaVePBMXwqFupbPvmsPwVpF5oGu6lazaCEFxeTzLqCFdojYgqnr2rovEOj2tz4f1WCOxaRrtcyLb4WSRuMHPqMDr6UAaMc2na3YuI5Le9tJAVbaQ6N7Gop4tHsbZILhbO3gKGFEk2opXuoz29qw/AFvqdrpFzFqNitqBOfJJjCPIuPvOo4BzWd8S9L1nV7WK1sLR7i2aJ9wh27xJ/Dknov0oA6e6sPD6JaC7t9PVYhstxKEG0Hsuf6VrKAqgKAABgY9K8r1XwrqOsR3F1PpTtNHoSQWqytny5xw2AO/vXptgjx6fbRygiRYlDZ9QBmgDMsb3Tr3XtQhgs4/NgVRJdLsIfd1XIOeMc5qJbLwvbWV2be20sRR4MypsCgg5AbHTn1rMXRrq11/wAV3NlZmFLqxjEDqMCSUK+SPfJFY3hzwpd6bPdxtphit7jRI4mBOQ8+G3bh3bJHNAGtqWo6HP4LvNS1SxNjBfYjuFjkUPJztGGU8/4Vsfb9L8PeG7ZdOEU1rEqxW8UUy5cdMKScE1ylv4anX4PWemXOlNNdwqrtbYy5IfJx74q5rmkSa14DaGHw8bOeO4VoLXjcoDjLDHQkZoA7C6fTvtFr9sa2W4Vt0AlZQwYjHy578449axZ9VsT47tdNvNG23Zid7O/cKQwAG4L3H3q5n4iaZr+p6msNlYzzWywxtBJbhchxIC4Zj0+Uce9b99p11dePvD2pGzmNvBZzKz8Yhkbbjd74BFAHWuVVCXICgck9MVj6fd6ZdNfSx29vHDB+5M+5CkideoPA9jWwyq6lWAKsMEHuK8/bw9dReHvGdpBYMn2ydzbxoMeYpAAx+tAHV2NpoJ0ya3sYrBrFiTKkO0oSeu7HFEUWgJpEyRDTxprkiXaU8ok4Bz29K4E+ENQsrbVYbDTDHaPFZk28b7fPVQfNQejHpmrGraS3iDw7Z2Nv4audNsf7Xhae2ICtJH/ExUdB0/KgDt7waDfaZGbxrCawVhsaRkMYYdME8ZqaOfStLgt7ZJrS1iIAhj3qgI7bR3/CvOfGvg6ezm086NZzDRlaZ7u3tkEh8x8AMEbg9D9KzvEfhnX59H0jT7eyvbq2hs4xEdqiaOVXBPmN2+XpigD1a4m0ganCbiayF8gxF5jqJAD2GeeadINMN3HBIbX7Tv8ANSMld+7+8B1z715/qmjX8Xjez1DT9IuJZZvI8/z1V4SqjBO7qjAfmaqTeGNcf4gTXF2L6SJ79LiG4t402LGMYBY8jHcDrQB6aNJ05b174WVuLp12tN5Y3EehNQG90VdMnQT2TWVtH+9RXUqijsR26VLrVtc3miX9tZyeXcywOkT5xtYqQD+decWnhvU54tUS30b7FB/Yf2ERTAfv7gbjux3HPX3oA6nwnd6Lren3EdhokdtZbw+CsZSQnocKTg/WpfFM+haNpcQvdIS8QyboraOFSSw5LAHjirvhTSYtH8O2VulnHay+SnnIoH39oBz6msH4oI0vh2NE0y7u5BKrRS2xG6J88H6GgDpltNO1uztbq405GAAeNLiIbo/w7Vn614w0/Q7w2ksU8piRZbholBW3jZtoZvbr09KojXPE2nWmgxXGgy309ypF68LAeQexPb61ieL9J1g3+vw2Omy3P9t2sNvFPHgrFtJDB/QYbOaAOttvFun3WrfYUWUK8jQxXBUeXLIoyyKfUc/ka3WdUQs7BVUZJJwAK8y0zwvex+NrVYBqMek2dzLduk6qI/OZcZjPUglmNdr4q/tE+Gr5dKi827ZNqrxkgnDYzxnGcUAP1DxJpmnWMV69zHJbyTrAJI3DKGY45OcAVdfUbGO2W5e9t1gf7srSqFb6HODXldp4dvV0K5ifQb2SH+1YbhraUKGljUc4A4/Ckj8P6pbWdnLqGgz3mn/aLqVLCMAm3DjEeV745+maAPWRdW5bAniJ2eZjePu/3vp70w31oJY4jdQiSUZjQyDLj1A715pc+EtYh0fw6YoHkupLT+zNQCscxQSEEt9VAx+NV9S8K6ofFcqSxXxt2uYGs7i1iRhDEmMKWPK4wcjvQB65RSKMKBnPHWloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5nxtLNZ6DLqEd7fwLagyMlkgZpPQHg4HrXTVQ1rTv7W0S908StEbiFoxIvVcjrQB5re60P7I0rUY9e14QXt2sEmU2upZC3yrsy3IAH1rSa705dNtb7/hMdaeG5UiNUALkJ94lQuRjvWjB4Y129t9GOsX1mZtNvEnUW8Z2lFjK456kk5z2rLufhreSwWMhu7ae7tjcBhIZI0ZZXLj7hByO/rQBvW/h2W+ijvbbxZq7xTKGQpIm1gR1Hy1mTxwWmrppD+KtekuSMMYwGVM9AzBcKT2zXYaNYDTNGtLERxoIIlTbESVGB2zzj61hQeH9Z07X9RudOu7P7FqM6zTLOjGROMMFI4+melAGVZ21rqD2yW/i/XWNzHI8RLKMiNsN/D1BqrY3ml6tHcpa+M9cIsoXnkcgLlFOGIJT5sHjir+g+DdW0rVPMmu7VrOG3uIIEXdvxI+8MSeM9uK17Xw5Jb+BxozGA3n2F7bzguBuYHPOM4yc0Acfb6nod1bvcL4v8RSeWEwhXa7lzhCo2fN07elSX+p6JZWlpczeL/EBW5RvLEY3N8hw5ICZGO+elbviHwQda8L6Vp6yxLd2DQt5hLKr7F2kErhscnFUU8AXQ/s5Q1jbpa211Ewi8xtzTdDliSfUkmgDL/tawHiW0sY9a8Rvb3dstxFOnzK4JwAMJ0966pvA6vEYzr+ssjA7g06sGJ9QV/Ss2DwXrmltpc+k6paR3NtYCxnM0TMrANkMoHQ13cYZY1DsGcABiBjJoA8n03SNV0/XTpwudYttPD3W0W4UDaixlCMLjLZb611nhPxrb65oFzfXENxbLZs6SvNGQGCsQCDjk4HIHeuuIyCK4W08DajHoOo6BcalD/ZkocWiRRkOpMhcFz3xwOO1AGl/wn2hCCWSSS5jeKRY3he3YSAsu5flxnBAJzUB+JOgMsfkG7nd5BGIo7dt+4rkfLjPIrBX4aXzeVIZdPguFulneSLzW3gRlQDvJPU9OlVLnwd4g0fVtKntLuG4uZLpCXMDGOLbGQS2OcGgDspfHeipp1reo1xKtyW2RRQM0g2/eLKBkAd6XUPHeh6d9h3yzym9gNxAIIWkLRjBLcDgAHJrGPgbVdPitZtH1K3+2iKaK4a5jOxhKdxKgcghun61e0HwXJouqaZcfalmgstMNkVYEszswZm9McUAXrjxnpdrqFlbTeesd6E8i4MZ8tmf7q59SKjl8d6JFrjaSXuDMs4t3dYGMaSHopbGM1iar8P72+8TLqMd5aC3XUIr1TJGxmXaoBjU5wF4zW7aaPNoUGs3SW41CS4vHvIoFxuyccAtxnrQBO/iiwuPLgsZTNc3NvLLAEXrsznPpzVDwbfeILtpF1uFkVbaJ1LJtPmMW3D8AFrN+H3h2Sz1HWtcurS4tWvrg/Zre4+9DF1wB2ycmu/oA5jxy76d4cvNds4LNtQ0+JpopLiEOQByQD1GabL4zsdM0nSp9TMn2i8txOUgiLFQFBZiByFGa1PEmktrvhrUdKSURNdwPEHIyFJGM1zWueApNTh0x45LOSazsvsbxXUTNHIvy85Ugqcj9aANZ/HGhRoXNy3l/ZFu1fYcPGxwCPU54xSSeONGi1ZdPdp1csqNKYW8tHYZVS3QE1nal4Bj1D+whHNFaJYbUuI4E2pNGp3BAOwDDNQz+AHPi+XWIP7PeKedbhzcQs8iMBghcMAfx6UAbGjarqc/ivWtLvWgkt7VYpIHjXBw+eG9+K2NS1G20nTpr67cpDEMkgZJ9AB3JPAFUbHR5rTxNqep+dGYLyOJREq4IZc5JPfrUviLSP7c0O4sFkEcj7WicjIV1IZSR6ZAoAwtc8dw2XhTU9TsbW4e6siI3t5IiGjdgMbh2HIOfetjwxcapd6NHPq4UXDkkARGMhe2VPQ1gN4HvLzQtehv76H+0dYdGkkgQiOPYFC4B56LXawRmK3jjJyUUKT64FAHC+OfE2t6P4g0Kw037NDDezhGmuc7WOeVyOnHNd3Hv8tfMxvwN23pnviuH+IHhPUfFE+mRQTqLRbhfNBjBaId3U5FbR0zXY/FNlcQ6ov8AYkVsY5bV0y7yAYDZ/wDr0AVNL13U5fiBq+h3i2/2WC1juLdo87sMxGGz34qjo/jC41zxW9pBfWENtFcSxfZXRvOlVPlLAnj7w6DtWhFoetJ47k1trux+xSW/2YwiJvM2A7gc5xnJP4VQtvA99b6ikq6hB5FpNcXNkfJPmLJLuyHOcFQW7daAO5orG8MWGrabosdtrWpLqF6rMWnVNoIJ4GPYVs0Acx4s1PVdNvNDXTpYVS6vkt5lkj3Eq3cHPGK6Y1g+I9I1LU5dOk0+5tYTaXCzkTxlt2OwIPHGa3qAOJ0/xzc6j/wkKLpVxCdNadUmZPkyiggMexJPT0p3h3x2ms6OStndtqMVmly0XlY80NwGT1Gc0ReDNQttS1s2+qIun6oZpXhMfzebIgXk/wB0YzxzVnQfBo0W/wDtP2kPjTorFVCkY2Zy3XnOaAKlh43W08I2esasXuPtNyYAbaAjBLEAbTz7VBqHxEggudJu4W26fM08dzC8Z87zEXhQvruwPxq7YeCHtvDmlaVLf5Njei6Mir9/DFgoyeOtZk/wwW7aGafUWS4trm4ubZ41/wBW8hBUj6EfjQB31tMbi1imMbxGRAxjkGGXI6H3qauU16PxWv8Awj0ekyxvItwn9pSEAI0YX5jg88npiuroAwP+Es09dfk0eUSxXChmVnT5X2jLYPsDVOx+IWgX63MiTSxwQQm4M0sTIjxhtpKk9eeKy4vAN6niZtTa+tfJEtwy/uSZXEo/ifP8PGB0xSj4bRm2htmul8uLTTZKdpzvL7txHQj2oA2fD3ipfEGs6jbQRPHb2scTKZI2RyXBPII6YAx9an8Zatd6H4VvtTsREZ7ZA4EoJUgEZHHtVTw14f1TS9X1DUNSv7e4e7iiTZBGVClARnk9wateMNHvtf8ADV1pdhNbxPcjY7zqSAvfGO9AEOt3Gux+BJrixKy6z5KsnkR8MxYZwp9s1HqHjrStFu49P1D7T9s8tGcR27OAWGR0Hsfyre0yG5t9Nt4bxomuEQK5hBC5HpnmuY1fwXPqfiWTVUvREr+ThQDn5A4PtzuoA6XStTt9Y0yDULTf5E67kLqVOPoazIvFlnceJJtFgguZZIW2TTpHmON8btpPrirnh3S30XQLPTpJFke3TaXUYB5J/rWDJ4S1CTxxFrQu7OK1Ry7LDEySyAqQFcg4YZ5yRmgDWtPFel3s1jFFI5e9eZIQUPJiJD59BkVmw/EXQppbgZuo4IVLC4kt2Ecm04IU45OeMVn6V4G1Sw1+xvJdUt5LOxa6MESRMrnziSSxzg4J/StGPwaW8ADw3cXKvLjcZgpx5m/eDjrjdQBs6Rr1nrXnLb+YksBAlilQo65GRkH1FSX2r2On3EVvdzCNpEeRdw4woy3PTpWX4U0C50SO6a8Wx8+dwS1orjIAwNxckk1keOtLvfEt7p2kJpdwbVbiOWS+SRAqp/GvXPI46c0Aa1x440S3ijk82aRWhE7eXCzeXETgO2B8o+tWI/FmlSz+UsrFjeCyHynmQpvH4Y71k634PvbvUZptJu7a1gvLRbO6WWIuQingpzjOMjmoU8CXUWuwSxX8S6ZDepfCExkyNIsfl43ZwBgA9KANiKXWz41v4GUjSfsUbQOV+US7mDc/THFV9A1XVtVtNZtZprdb+xu3t0nWP5CBgglc+hrqawdC0KbSJtZlaaNm1C8e4QIuAgIAAPqeKAG+DNYvNc8ORXl+I/tHmPGxiUhW2sRkA1b17xBZeHLJbu+8wQltpZELY+tQeE9En8P6BFp9zci5lWR3MgGB8zE4/Ws/xj4XvPEclg1tcWqpbl98d1EZEO5SNwXuwzxmgC7qHi/S9Pigld5ZYpbc3W+GMuEiAzvbHQc1BqPjrRtM1EWU/wBqZ/ISctFbu6qjHCkkDjJFch4n8O6pY6PaWNgl9cXjaU2nSNa26vBIAMKHyQUPv0HNdppGhT2euTanNImJbKC2EQHKlNxJJ+rfpQAsfjPRJL9bMXLB2laBXMbBDIBkru6ZpdL8YaTrGoixtXl811Z4i8ZVZVU4JUnqM1hxeApYdeknA017CS5kuQXhYzoXzkA5x34JqXwz4MufDmoGX/iXvBDE0cLxxMJ2BOfmJO3P0HNAHbUVzXgyTxHLp92fEcQSb7U/2cnaGMWflyFJA/OuloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArH8U3dzYeFtTu7N40uIbdmjeQ4VSB1rYqG6tYb20ltbhA8MqlHU9CDQBw17rPiiz8MaRPLDbHUp72CJI4pjtmRlH32K8Z5JwKfceP54PC51FrOBb5Jp43tfMd9whJDlSqk44HJAAzWuvhPSLC1he4nnaO0uReCS4nLbWVdoyT2A7VmxeEPDHiCwSXTrq48tZp2M1vOwLGU/vEJ9D6UAQHxFrmo+KNCGmrbx2l7ppuXguGOR8wyTgdQDxXe84965m48C6RcxaZGxuVTT4vIj2zMC8fHyse4yBXSqgRFRRgAYFAHn+lav4lmtfE819PaG0tZp0geMkSIVUEAcYxz9al8L+KNc1SyksZ7ez/tBNNt7uF/NYq4cEfOcZB4zx61uv4Q0p9VutQZZjJcKwaPzDsBYbWYL0BI4zVmw8O6fpt39oto2V/skdpjdkeWmdv489aAORsPEmoaV8MrXUkt5Lm4eZ4zLNI0qxgyMBI5A3FBx0HpXZ6DfSalolrdzTWsskqBme0YtGx/2Seazx4QsovD1to9vc3lvDbOXikimIcEknk9xyeDWppOl2ui6bFYWSFIIgdoJyeeTzQBzvjLUb7T9S0Ly3K2c16kUgilKSMx7HjBX1FE/ijUE8cro3lWsFtlQPtBZXnBBJaNvunGPu9a39T0Wy1eWye8jZ/scwniG4gbx0J9ap3fhPTb7XYNXuftEk0DiSONpm8tXHRgucZoA22YIhZiAoGST2rg9P8AiBNLdaylxBDJBZ2X22CeIOiSLzhct1zj7w4ruSYphJFuV8fK6g9Mjoa5eD4deHrdJkjiuNktq1mytcMQIic7QCeMdqAJ/C3iO+1q6vbXUbGK0uLVYmKxy+YMOoYc4HrS+LvE58OxWUcKRNdXsvlRebu2LgZJIUEn8KuQ6dpfh+e71IyeQs4iSRnb5RtARQP0p2u+HdP8R28Md6r7oX8yGWJyjxtjqpFAHN3PxBlsfDun6td6YVW6ma3aPeVbfyEKhgCVYj8AanuvFGtXOsDRdKtLGPUILSO7uxdSsUQMcbFKjk+9Xm8D6TLDaw3JubmK2jdESeYv8zcFzn+LGefei48CaHdw26XEU7tDALYS+ewd4x/CzA5YfWgDDvPiHdweJZNOi09Xht7uK0lAV2kdmALMpA2gLuHXn6Vc0rxXqN54wn029+y2UatIsNpNGwmlC9HR87WB9B0rWPg/SP7UXUESeKUOsjLHMypIygAMyg4JwBRD4M0S31ZNTS2Y3MbO8ZaViqFvvEAnAzQBkeHvFOrazrF/ZXAsrOZEbyrSVXE0ZBwGOeHU9cris3w7rl/p3gTW9SEaXV3aahN5mWcq+0jcRkkjjOB7V1mm+E9K0vUft8EcjXAQpG8shfy1JyVXPQE1Npfh2y0mwvLK38wxXc0k0m9tx3P1oA5S7+IdxJZzXWm20EtrLfJY2Vx80gdtpLsVXkgYwAOtdN4V1m413Q0vLm2aCYO8bKUZN21iNwDcgHGQDVdPBGix+HLPREhdLa0cSQvG5SRXGfmDDnPJ/OtbStJtNGsVs7NXWFWZhvcuck5PJ560Ac74me8Xxd4ZjLp9ikuW+VSyvvCk5JBwR7EVUvfG99aeJZLNrW2+wx38VjnLeY7OucjsMfrXW3ulWuoXVlc3CEy2chlhIYjDEY/HiqUnhbS5bqa4kidpJbpLtssf9YgwpFAGZpGv65qt498ltZroe+aNTuPnDZkbj25IIxWLB468QQeGZ/EWo6Zaf2fLFutPJLl95fYodeevB46V0sHgjRLXVp9SghljnmDZCzNsUsCGIXOATnrV1fDumjw4ugtAW09YhFsZjnA9+ufegDkYPG+p3Hh2ed1jt72O9FtFI1nJsuMru+WNiGB6jr2NV5viBrFx4X0fU7W2t7f7YX865mid4YtrYAYKcqD6npXTv4H0SbSjp1xHPPCZxPulnZnDjgENnI44pJ/AXh240y309rErbW4KxokjLgE5I4PIJoAwfEPj6/sNWOn6bbJcTW8EU8yrBJL5wfHCFfu+uTXoEMnmwpJtK7lBweoyKxdQ8IaNqUyTTWzJII1iLROULxr0VsdR7VuIioioowqgAD2oA4KHxxeN4qvrECKWwSKcxTLbuoV4gMqWJw/U5wB0qjp3xF1dLFbrVdPtGN1Zx3VpHbOR9+QRqGJz1JByOldWngjQo9TbUEtnW4JkbiVtoMgw5C5wM1K3hDRZIliezDRLZiyCEnHlA5A+ue9AGX4On1KfXPEv9pTIzpdRqscZJSMeWpwM/Wl8deKbnw5awCwMbXbhpPKeBpNyL16Ebfqa2tE8O6d4ejlSwjdfOIaVnkLs5Axkk+wpmueGNL8ReT/aELOYsgFHKkqeqnHUH0oA53XfGup2Jh+wWVq6/wBlnUZmldvlUY+UAdc5612lrObiyhuCuPMjV8emRmsmbwlo8ySIbYjfZ/YSVY58n+7+lbMMSQQRwoPkjUKv0AxQBxNr44up/wCz3a2iWKeC9uJTzlVgbAA9z3rNsviNqbaRe3d1ZWbTLYQ31tFEzKGEjbQrE56HuK6qDwTodveXF0ts5mnWVGLSMQqyHLqo6AE88Usng3SJI5IjE4jkto7UqHPEaNuUD8aAOWb4h6nZWl3b39nanU47yO1T7PvdBvXduK/eOB6dau2njfU77TdMSLTkh1K+upLdPtSvHGQgJ3gH5sEDgVt3PgnQ7t75prZma9eOSRhIQQ6DCsp/hI9qSXwVo82mLYyLcMqSmZZjO3mhyMbg+c5xQBzev+O9a0W6trEafBNqCWoubmGCOSVZCW2hEZR8p4Jy3FaC+KtWfxdbWU1vFYafLs2i6ibdMWTdhXB2hgeNpGeDWjceBdFuIrVNtzEbaIQK8U7IzR5yVYg/MCeTmrL+EtJk1ddTeKVpxIsu0ysULqu0NtzjIFAGXpXii/ufFN7p+pLb2UUYcwwSI4ldVP3w/wB1lI545FUND8d3d7c64txHHLDZW32mCRIGi8xeeMMTkcdRXRxeEtHh1VtSWB2nKuoDyMyrv+9tU8DPtVax8B6Fp/2kwQTZuITbuXmZsRk52jJ4FAGRZeKvE0egtreq6bYxWJijug0UpJSMkblPuF5z07V0PhjW5fEFjcah5araNcOloyg5kiXADnPqc49qp+JvD2o6j4cj0XRbyCytjH9nm8yLfmLbjC+hrd0ywi0vS7WwgUCK3iWJR7KMUAcv4yvdUttf8NxaVNtlmlnzHJnypMRkgPjn6Vnf8LLZtNub5LNVSLSjeCNycmVXKMue4BArrda8N6Zr72z6hC7tbFjEySMhXcMN0PcVn6l4B8P6pDawT2jJDbRGGOOKQouzOcEDrzzQBnXPirX7i9s7DRtLtJ7lrBL2486UqoDEYVSO/uazNc8U6pe6jZW8CJZ2sWrwWsz+cd7tgMy8cbe3vXdW+i2drqh1CJWExt1tuvGxTkcVmz+CdFuNa/tZ4ZRc+clxhZWCGRejbemccUAc3YfEi9vLiSQaTIbFluSkghkHleSDyzEYbcR0GMVr+EfFGo6zcpb6lbW0UkthFfIbctgLIWAU57/L+taEHg7SbWa4eFbhEmDhoRO3lgvncQucAnJq7Z6FZWOoi9gVhKLVLUfNxsQkjj8TQBn+OZ9QtfBupT6bcLBcpHkSMDwM84weD71g2l3qnhzS9N0q08m51K8jkumkuJpXQKq7iMsS2T9cV3F/Y2+p2M1ndx+ZBKNroTjIrM1zwrpuv2cNvciaPyFKxSQSFHUEYIyOxHagDnf+E01rUotFGjafZPcajayzslxKwVChwVBA5zzXbWcs8tlDLdwCCdkBkiDbgjdxnvVGy8OaXYXFncW9uEktLc20Jz91CQTx6kjrWtQB54nxDu/PE8tpALC5e7htNpJk3wAnL9sNtP04qvH8StQtrGaTUdMgWc2UN3AkEhYESNtAbv154rpI/Amhx6nd36wyb7lJFMfmHZGX++yD+Et3IqSTwPoEu/zLLfutEtDuYn92pyuPQg96AG+E/EN5rn26O9tfKe1lCLIsTokoIzkBxnjpVXxpqGs2l5oUGj3EMMl3eeWxmQsCNpODg9OK3NG0S10O3eG2kuJA7bmaeZpG9ByaZr3h7TvElktrqMTMqNvRkco6N6gjkUAYGu+L77w5N9nvYIJJp7aMWXl5xPck7WT6ZKn6ZqO78X6xaarcobC1+w2l3bWsx3N5hMoXLL2wCwqzH4QuW8S6ddzXFsdL0rcLG1WI71ym3LMTyRyafa+CrdvE2p6xqWJ2nukmtkDMFTaiqCVzgnIPNAGdafEG6u/Eq2kelSvp7Xj2XmpE5ZGX+MtjbtJB4zkV31YUPhTTbbWDqcP2iOQyNKYlmYRb2+82zpk1u0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFYXjC+vNO8Jald2GRcxQkowGdvv8AhW7TWUOpVgCp4II4NAHj2oTXd74O8T2ltrN5f2ts1ube5L5aRm++m7HI6ce9eqaPYLpmlQWqPI+xeWkILEn1IqyltBFD5McEaR5zsVQBn6VNQBwfi3U1h8TW9nqGs3Ok6eLXzo5YGK+bJuwVJx2AHHvWPruvXUfiG4+y6veC6t2tRZWi52XSuBuyuOf6V6fLbwzgedDHJjpvUHH50G3gMqymGMyL0faMj6GgDyzTLzWDq0M7axeAXdxfROkrZjiVFJUgdsHFR6Xrt2ng7WRHql7dXtqsJkvPOLxnLYJQ4+UkZyO3Feri3hBBEMYIzjCjjPX86Ft4EQosMao3VQoANAHkPiHxVf3j6gNL1i5W1M8xilhBUjy7ZXCqcdN+c1QuNf8AEMFvHYHU7poPtLr9pkn8t/8AVowBfHTJNe1mztiuDbwkc8GMdxg0v2W32lfIi2k5I2DGaAPOLP8At7XNQ0bTbrVrmAf2Ybie4spMCR92FOcc16PbxPDbRRSStK6IFaRurEDqaesUasCqKCBtBA6D0p9AHm2hR21h4915ZL+9Goy3B+zWryMUkTygQxHTAJYfhUHgzWtSu/EWmx/2hdXv2iykk1NJM7LeYMMADHy9WGPQV6b5aeZ5mxd+Mbsc4+tCRRxliiKpbk4GM0Acp8SgD4FvgzMi7ossnVR5i5I+nWuJvdb1WHSRDbanc3GjG/ES38jlHaMrkguBnAbjOK9idFkXa6qwPYjIpvkReX5flJs/u7Rj8qAPG9V8Q6vD4Q0qKbUCLhvPlW+SZirBfuplRlm57+lbl8mreJdX8PaUuq31lG2kfbLmW3O1jKQgUse/OTivRzbwFAhhjKDkLtGBTwig5CgHGM47elAGDL4j0/R9Y0rw5d3M0uoXUX7tyhO7aOrHoCcGugqNoYnlWVokaRPuuVBK/Q9qkoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorF8V6vNoXhm91K3SNpYEyokztznHOKANqiuLtvGkmn3t7Y+IEiWaBoPIktVJE6y5C4U9DlSOtO1Dx3bwzaXPZRS3VncSTRXCxRM0sbIBxt9RzmgDsqK5u98a6VZWdlekTy2d4oKTxqNqgkAZBIPfoAarp4xlk8cyeHk0m6eFYUf7UqjaN3c88L+tAHWUVg23i/SLvVV06OWTzXkaKN2QhJHX7yqe5FaOpapbaVFDJdMwWadIFIGfmY4GfbNAF2iuV1fxhaJpGqS6W73MtpbiUywqHVAwbDckA42nIpniLV9RsPC9lqtldxqd8PneZDkSq7KD3+XrQB1tFc34o1PUNKOl3NpNEIZbyKCaJ487g5xkHPGK6SgAorjtK8bJNq1xp+owyQk38lpbTqn7pyoBCk54bk9eKn0/x7o9/fz2mZIWXzGhZ8ETrGSHK4J6Y6HBoA6qiuOh8ewahBcR2enagLpbQ3UKNGnzxk4Vhlse+D6U2x8axWng3StV1L7Rc3F6NqJb253SPz8u0ZAP44oA7Ois3Q9Ztte0uO/tRIqMSrJIuGRgcFT7g1meIfGVr4fuxbNZ3d3IkJuZ/s6giGEHBdskcew5oA6WiuLk+Jejx61/Zv2a9YiSGM3CxgxDzQChLZ6HNdkThSQM8dB3oAdRXCWHjXVNUh11DolzZmxMyx3BKFQUHAPJ+b8MUvh/x8db0iQLpl8uox2K3KxsigzqRjcvOOvY4oA7qiuB0nx0tl8PrLXNVmmvp7icwAJCsbFy5UKRnauMdScV2en3Zv7CG6aCSAyLu8uTG5fyJH5GgC3RXL+J9au9M1XRraHz4Yrq5WNp1iWRCTn5CCQw6dRVmTxPEPFA0OKznmlAUyyoybY8jIyCdxHuBQBv0VzFl41s77U9RtI7a48uw3iS4+UrlRkjGdw9sjmmRePdIkV5GE0cKaaupGR0wPKJIx/vcdKAOqorB8P+KbTxAZYo4pre6iRZHgmxuCN91sgkEED1p3iHxPa+HvsqSxST3F0xWKCIqGYKMsfmIHAoA3KK5C7+IWl2tlYX4ilksLsZ88Mg8vnGCpbcTn0Bp2qeO7XTde/soaZqNzIsSTPLBEGRI2ONx5z+GM0AdbRXJtqepWnj6Wwe5FzZSae91HbLGodGVlGAe+cnrVnRfGFjrt5bW1rDOHmtTcsWAHlYcoUbnhsg/lQB0dFZev67a+HNKfUbxJniVlTbCm5mZjgAD61hH4i6X/Zv2gW9z9qEzQNZMFWRXUZYEk7eBz1oA7GiuVufiDoFpptpqE88q213GXgk8skOw4KDH8XXjvVODxreXPjaPR4tGuzbPaxz7zsBUMR87DdkKOmMZzQB21FVNTvo9L0y6v5Vdo7eJpXCDJIAycVgT/EDQYGT/SC8RhkleVMFY9mMhu+TuGKAOqorjoviNpDadeXM8Vxby2qo728gXewc/JtIODn61Q1P4i2saaZcwSvBGL4299A6BpFOwsFGM5JIGMdaAPQKKrWF39u0+3u/JlgM0YfypRh0yOhHrWBrGu3lp4x0TS445Yra6Z98pjDJLhSdg5ypHXOMUAdRRXO/8Jlpv/CQDR/LuRMZzb+aYx5fmBd23Oc5xz0rZ1C5ezsJ7iKB7h4kLLEhALY7DPFAFmiuFtPG97f+A7zXn0uexkgiaRTIFZXwSPlwcnp3q/D490w6fc3Nzb3dtLbypCbaSMeY7OMoFAODuHv9aAOrorK0LX7LxDZSXNmXHlStDNG4w0ci9VOOPyrC8aa5qulXenw2s8NjZzlvMv5YjIqOPuow/hDf3jQB2VFcnqHjmw0SSC01FvNuhCs101tykKHjfyckE+mTUdz8RdIttbbTmgvGSNo1kuljBiQyfcGc55yO1AHYUVzTeMrNPEMmiyW063XzeThkbziq7iAA2Rx6gVW8O+Mm1LwxPrOp2E1nFbrJI7kAqyozD5cEnOB+dAHXUVh6H4p0/X5pre2WaK4hRZHimUA7W+62QSMH61Q8W61e6bf6Za2l7b2aXJkMk0sLTH5RkAKvPPrQB1dFcpf65fabLoFtK/mm9nWOW6SDEb5/hwWypPrz0qxqPjTStM1ZtOnW5MqPEkjpCWSMyHCbm7ZIxQB0dFc6vjCwHik+H7iOWC7ZWaIuVKyKoBJ4JI4PcCoNN8e6LqZuGU3FvHBCZ/MuItqyRgkFlPcZFAHU0VzMPjfS5bC4vHivYI4XRAJrcq0u77pQfxZrV0fWbTW7Rri0ZtqSGJ1cYZGHUEUAaNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVkeJdHOv+Hr3TFmELzptWQjIU9sjvWvWF4vnmtvC968E5gcqF80dUBOCR6HFAGDN4EvbuC4uL3UbefU5Z4Zgxt/3IEWdqbc5xye/epD4N1OOCxktL6xtLu0knkQQ22Iv3gAwVzk455zmobojwjCbbRNQ8+a8vLeDyrqUyLbl+C/rzjNZWqfELXLRJIoLexM9s1ykztu2v5TIoK+md/6UAXNQ+Gk82n2Fra6lCv2e2EDtcW/mfMG3b0/ukn9K3D4Z1OPXIdStdWWAyRRx3qiEMZdnTaT90HvXI/8ACw/Em6SAw6X50c/ksVLkZw56duE/Wtmx1y81LxH4Zluo7cJe2kkyBHYMjBfm9iKALumeC5NM177XHJZvbi4knUvb5ny/Vd+eB9BWv4s0I+JPDlzpazGF5dpWQZypDA54+lc/4dl1pvFXiVZ723MP2gJCj5yDsyNo9PWsvRfEeq6B4M1PUNUube6aKWbyI0BMhbzmUEj+7kj6CgDb0n4f2miaJr2lWMoS31PcIwQT5IKBcc9RnJ/GtLWvDsmqeFItGSZVZDDl2HBCMCfzxXMt471iC1kE1hl2u4beCZYWAbcCX+U85XB+uRXS6D4jkutCa/1qJdPCzNGHl+RXGcKwB6Z9DQBY8QaE+tQWEMdyIRa3UdwflzuC9q26ajK6BlIZSMgjoadQBxMXge7/ALZ8+bVs6euotqKWyRAMZCAAGY9h7U3SvAY0eYsslrNAkcyKFtVWZg+ePM9fes25juh8TW0drmY6YsX9s7BIQ3mL8uweq5wcVLZ+ONVcWt1PFa+Tf2VzdQQrktCIwCob1yDz70AReC/D+rxa1fSX0d7FZrYLZQG72b1ALcLt6gZ6mujt/Cb2tjoFpHenZpUu9sr/AK0YPHt1rKbx1cEa20cMJ/s/TIrsKc/6x1J2n26Vt+GLvxBeW6z6zDZLFLCksT27HOWGSpB9PWgCfw3pD6DpDWs0qOxnllLDgAM5IH61meJfCV3rGoyXdlqQtvtNobG6R4g4aInJK+jcnnpVL4stdw+BL25t54kiiAaWN1P7wZGACOnNc74j+Imq+G7azg063sWRNLt7h0ncghnYIFz6c5z7UAdHcfD4ywXkSXwAnu7WdCU+4kCqAvHUnb1967gDAArwbSfjF4p1my+0Q2mmQ4meIh9xHyxmTr74wK2dK+J+v67eRXNhpxFos8UEtu0J3NkZdw3bHYd6AOwHg+9S61uNdbZbDVPMYW4iXKO4wTu6nHpVnRfCa6ReRzx37ymLTUsCrKOdpyGOP5V57L4t1bxN4w8MTxNDa2b6jcRRIM+YAoK5cdPfFaHh3Xn0ey8dX17NiawugrXKJkudvB2dPwoA6y08HTWXgldAivo2kEjSGWWBXRtzlipU9ucetavhnQv+Ec0SLTftclyI2Zg7gDAJJ2gDoBnAHpXkOqeMfEGr+BfFSXF/9mk0+S38qVYwryJIM4O3gdjkV0moeMtY0ez0HTIL6DUdQv5nSS5hhDKgVc7MZ5bOBQB3eu6ENal02T7S8DWN0tyNozuwCMH86ytV8H3GqeJrXVH1Lyo7eVZEWKELJgDld45KnuKv+Eb/AFfUvD0NxrlotrflmV40PGAcA/iK5zxB4zvrHxZb2liQ1pHcRW135iAKrSdOep49KANGPwTIfFM+sT6iGSWOSJoY4FTzFYdHI+9jtVCL4a7o7qG91eaeKbTRpyqI1XYitlTx1I96u2Ws6xqN9dSG80+0sxcSWsVu4zNlRw31J5x6VX8DyapdeGWE2sRPNIs/lZjHmRkSuNxHce1AGr4U8PPoi3Ly3dvdSS7U8yG3SPAUYwdvU0nirwkviOWzuY7lLe5tN4RpIVlVg2Mgq30rm9I1m503wDZTWP2dbq91RrYyEfKpaVgWK+uB09aZceMdekuIdJtbmyS9+13UEk7pkMkIB3BfU9MUAW7/AOGb3sNug1VYilsLaULaptIDbsoMfKc+ldJY6Clh4lutWe73vd20VuIioH3M8j1zUvhXVZ9b8MWGo3MaxzTx7mVTxnJHH5VzevedF8UPDfntHNBP5ogQqQ0LKhJOR1zx1oA2NS0e4t/Er+J7OP7VPHYNai03bTJ84bhjwOhql4C8P3GkpqmoXdr9kn1G6eZbYvvMKZOBn3OW9Mmq1nr+sjx6+m311bw2skri2h2BhIir2cdHznIPauq16/l0vQL+/hj8yW3geRE9SBxQBFr+jDXNPjtWmMQSeObcBnOxs4rmbz4dfap5rkX6C4a/ku4/MgV0UOMFSp6/Ws+18ReNDpF+JLaKSZIopYZ2VYywY/OoUnBwOh71LL4m1qXwTbX9jfRzzC4ZLqcQgPEi9R5Z6sO+KALmqeALjVbCw0+bVBFa2UbNEIIRGTPztfA4AUnIAqzJ4Q1STV7HVk11re9S1W2vHigU/aArbgec45/nWJqXjfVidMtdLdLp5bE3j3UUGVmIP3Qp6A9/SmX/AI58QJPFcJFDawxW1pNNayLlmaaQoV3dgMZzQB6VcwLc2k0D42yIUORngjFecad8ItPtROsmoNK8lgLSXAHD7t2/H4LwfSrGgT6wPiBr32zXI1szcrDFayoAznygw2emMj680uh3z6Bb+M7vUbnebW6LG58v52+QYJX6kYoAlf4eIdIu7a5vLNJJDEyTR2iIAydCw/iz6U+T4eRahY2kU9zbKkNy11/odusas20hTx3BOc1m6Hq+oeJ/D/iTTfEESyfZoQ6EgKzKyFgSF4Hauo8JXsFr8P8ASbu7uY0hS0QvKzYUDHcmgDa0y3urXTbeC8uvtdzGgWSfaF3n1wKp6norahrej6gswQafJI5TGd+5NuPatSKWOeFJonDxuoZWU5BB6GpKAOQbwWx1aK/W+2OupvfuAn3gV2hfy711kiCWN0J4YFeK8ttrPV9R+Id/LZRSqtrqmZbtp/kEXljMWzvnOa1rF49D8X+KpYFmaC2sopRFvJQHaScZ7mgC3ZeCLyLw9qOiXWsvNaTxtDbqIgvlKWLZPq3NQ638PhqYvZYrqMzSz29xCk8W5A0SlcMO4INZmn+Otb/sma9v7Yi3ktBPDdLBhY5GOFTGfmHI5qxYeKfFF94Y1SS3s4ZtSs777KBwG2gKWbb0LcnA70AdX4Z0eTRNLME4tPOkkaWT7JD5SZPt/WqninQtV1pUisNVW1gkjaG5ikiEisjdWAP8Q7Vy83ju/g0DSvJn+13t9fvamVLUgxhQSQU/v8dPrXZ+F9SvtU0OO41G3MFyHZGBGN204DY7Z64oA566+Hu25hn0+5tt4tY7aU3lsJtwTowz0P6VPeeBpbo6l/xMAi3l1bT4WIYURYyPxx+FV/FEupR+O9JW31tLG2NtK7LIgKDGMk56k/pSax4zvLPxRbWtkBNZJcwW12SoAUyHghup9aAJbDwNdWfidNTOoQvBHeT3Kp5H7wiVSCpbuAen0qa38FXMWiajosmsPJptxDLFDF5Sgx72LbiepIzisTwhr2oyeJNXsWkEdnbXVzKVnbdLc84Aj9FXFWfBvjLWdf1WAz2MxsLuJ5Q5h2LAQRhQ38WR+tAG74U8MzeHmuDK9kxkCqDbWwiJC92Pc/pVvUNDW88UaXqrTqBZpKoiPVywx+lQeO3nj8E6rJbTmGVYSQ4HI5Fcpqdzq4k8NrBqVpcX6PLmTGFRRFkhlB5agDt9a0Y6tLprCYRiyu0uSMZ3be1ZOreDW1O41SZb0xG+ktWyFyUELbuPc1z0/jzXJLHTBZWZkup7B7uQxQlwxVtoUDsD39K9D0u6lvtKtLq4t2t5pold4W6oxGSPwoA4yH4fXNv4mfVRqkRXzJ5Ig0A3kyr0Z+pCnoPSpU+H6/Z4LSe6DWqaT9gcgYbdu3bx+P8AKqtvZT3XxJ1rULqfzYNMEbxxDORmLPy9u5qXw/4k1PV9Vs7PU1tpbPVrF7qNYhgxANjYfXgjmgCW58J6rqvh6Wx1nVrWcI8bWuIAEXZ0LepPeug8NaQ+jaSLaRbRXLs5FpF5cYz6Dv8AU1y/h20iv/hnqFteAywq9yEBY5CqTt568YqHRtV1O08GeErCzuozc30ZVruUbwqqrN36nAxQB6PSZHrXlcHxVubVYZNQtFkSSInMIIwUldZG5/hVVUn61dttR1PUNd8FXl/tLX0MsrRKpURHZnPvkFRz6UAekUV55L4r18eIpAv2NdLj1cad5ZUmRwVJLZ6DkVPYeMdSn1yxhnS1S2vL2e2WJcmSMIOC3uaAO8ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqC7tYL61ltbmNZIJVKujdGB7VPWT4mupbHwzqV1BE0skUDMqAkEnHqOfyoApp4J8PJp0tiunr5Mrq7kuxclfunfndx25pk/hXw1bw20E9tFHHhoIw8h+cuQxBJOWJKA+vFcJoeqaunhrW1t76W5WO+hEkkAdzDbsq72j3ksSOe5wQas+ILbSbrRdKurW51G70u21VWlneSUmNNpzsIGWXOPm569aAOovvD3hPRp1uLizEcl/eAlhuO+UqQCfTgmtyPQNLhewdLRA9gpW2OTmMEYIFcv4itlksfDN3p/wBuhH2yFNxkcSCMgnDKTznvnmsrxLfXsfiO/T7ReLqaSwDSreEtseMkbztHDd856UAd0fDeknXv7a+yD7fjHmbj6YzjOM4PWobfwjoNtJfSRafGGvgVnBJIYE5IwTxk88d64vS59VGvwXj3d9i51ya3eF3JjWFY+AB6Z711vheS2ludYe2vdRucXhSQXgIWNh1WPgfLQA+LwVoMVjNZ/ZHeCYqzLJM7YK9CCTkEZ7U6fwfolzoR0W4szNYF95jkkZstnOck5reooAjghjt4I4IlCxxqFVR2A6VJRRQBTbTLNtVXUzApvFiMIl7hCQSPzArPsvCOh6deT3dtYIk84dXYsx4Y5YAE4AJ9K3KKAMCx8GaBp0V3Ha2CoLyPypyXZi6ehJPTmtuCGO3gjgiXbHGoVV9AOBUlFAHKeJJdSvludLfwodT06VQrMbmNA4+hORXN6loLavIHvvh35zCBbcZvox+7U5VeG7Yr0+igDym08Kw2MPlW/wANwiBy+Pt8f3ipUn73oSKstoszX8V6PAEizxbNpTUUUHb93IDYOPevTaKAPME0SZdcXV1+HpS8jl86ORNQQAOerbd2M1ObPUTaanAfAAKaoxa8Q38eJTjGTz6elekUUAeW6b4dOl2l3bW3w7KRXkYjuIzqCMrgduWqWTQpBpEOkr8PV+xRSecirfIGV/7wbdnP416bRQBzfhdr23i+wyeHW0q0jXKE3Ky5JPI4JNWdR8J6Hq2pJqF7YJLdIBhyxHQ5BIBwSO2a26KAMUeFNEGunWfsEf2/O7zcn72MbsZxnHfFS6f4d0nS765vbKzSK4uf9a4J55yQPQZ54rVooAyH8NaRJpD6UbKP7GzmQxjI+ctuLA9QcnOabb+FdEtRa+Tp8Sm13+UxySpf7xyeST6mtmigCvY2Vtp1lFaWkQigiG1EHQCo7jTLO6v7W+ngV7m13GGQ9U3DBx+FXKKAMaLwtosOuNrMdhGt+c5l56nqcdM+9as0UdxC8MqB45FKup6EEYIqSigDDi8IaBDbT266bH5VwAJFLMcgdByeAPanJ4U0NNLj0wadF9kjcuseTwx6nOc5raooAx7zwvol/b28Fzp0LxWylYQMrsB6gYxwaa/hXRJIWhfT4zGyRxlcn7sbbkHXsTmtqigDIfwzo8mvLrb2ETaiq7VmOSRxjOOmccZqyNJsN16TbI3205uMjIk428/gKvUUAY9h4Y0bS1ulsrGOEXS7Z9pPzjGOcn0p9z4c0q70D+w5rNG03YE8jJA2joK1aKAIba2hs7WG1t0EcMKBI0HRVAwBU1FFAFSz060sJLmS2hEb3UplmIJ+dz3pq6TYpf3V6LdftF0ixzOed6gYAI6VdooAwLbwboFot0kOnqI7lDHJGXYrtPJABOAPpSw+DdBt7GeyhsRHBO4kkCyOCzAYDZznNb1FAGI3hLRDpC6WbFfsqv5ijc24P3bdnOffNX9N0200ixjs7KLyreP7q5J/U81cooAzdV0HS9b8r+0rKK58ptybx0P+HtVW78I6Ffagl/cafG9wu3DAkD5funAOCR2rcooAzI9A0uKWCVbKPzLd5Hic5JUuSW598niotN8MaPpF09zY2ghkck8O20Z5OFzgfgK2KKAILu1gvrSW1uY1kglUq6N0INZlh4V0TTI41tNPjj8ssVOSTlhhjknJyOK2qKAMC78G6Fe21pBLZlY7QMsHlyshQMckZUjjNbNtbRWdtHbwgiONQqgkk4HueTU1FAFWHT7WC7ubqOFVmudvnP8A39owM/hVDSvC2jaJdy3Wn2YimkG0tuZsLnOBk8DPYVs0UAZ9po1hYWE1jb24S2mZ2dMk5Lfe/Oqk3hPRZtFt9IezAsrbmFFdlKfQg57mtuigDFbwpoj2sVs2nxmKG3e2Qc/LG/3xn3xyaunS7I3NpcGAebZo0cBz9xSACP0FXaKAMv8A4R7S9xb7ImTdfbDyeZv7361gReCp28bLrt1c25igkeWBYYirsWGMOehx7cmuzooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAECqBwBj6UgVVUKFAUdABxTqKAGsobGQDg5GaTYpcOVG4DAbHNPooAQKB0A9aAAOgAzS0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXN6rqGo2HizR4Y50axvS8TwGPkFVzu3f0rpK5nX/DV/rGs6dfwa09pHZP5iwLAGDN3JOfSgDpqKw7bQ7qHxXday+rXElvNCIlsiP3cZB+8PetygDmfHOt3mh6FDJp5QXl1dw2sTuuVUu2MkfTNc14v13xN4X8NCFtUtJ9Yu7zy7OURBV2BdxDjpniui8dDRpdFjg1m6ktVMyywTRqWKSIchuPSuIhbwc2oafdan4guNQngmluGWe3bbLIwAyFxwAB0FAGzoXjPU9Y1vwoDJGttqWnyy3EYXnzU44PYVvWmsXsnxL1DR3kBsotOjnRMchy2Cc/SvNfL8NWGoWbaN4r1Cya187ymNg0qqJDkjJAH0q/NfaZ/bCa3b+NbqK/NmtrPINPLeaA2c47GgD2MkhSQMn0rh9A8Ua9rGn63Ld6Ylmlo1zHFMJAxDISACv4da6nR9UtdWslmtJXlRcKXdChJwOcGsGLw1Z2d9qMK63MjX4n2229RsaU5LAdz6UAUtO+Ica6NJd6tZyW7R2kV0mGDGZHO0EAdPm7VueHPFNv4ikvIooXhltGVZFZgwO4ZBBFZk3g7RLxZLE3YMqWMdmFDAtGqNuDY+uM1q+GdMXT7SV/7Qjv2lbmWOFIwMcYAWgDlvGnjTWfDviy2tbK1FzYtZs8qKmWEhIVD9NxGaZH8RrrSfBml6prdrE15MZBcxxyBSNjlTtXv0/Suxk0GGXxJ/bDyFm+ym28oqCv3g2768Vzlz8M7WaNUj1O5hDQzW8+1QTIkjlyBn7uCeo6igC9qWs3j+LvDtrbGSOxu0klMisCJcLnaR14yDn3qKTx9GmuzaeNKujbw3q2T3e5dnmMMgY69q2W8PQtfaNciZx/ZcbxouPv7lC8/981Qk8GQyNOftTjztTGonCDqBjb9PegCrY/EOwvdfi05YWWGed7eGfeDukXqCvUexrodc1ZND0W51KSJpVgXcUU4Le3NYmkeCY9F1g3VrfEWXmyTC0MCkh35Pz/ewPStfxFow8QaFc6Y1w0CzgAyIMkDOelAHKn4oW8UF3JcaTcQGDKqGkUiRxIsZUHtyw/CmR/FGDySJNKn+0RmTzkjkBVQhXkN0YHeOnoalX4X2JW5SfULmZZ/MYZABR2kWQMPcFR9atXPgqGRIkvNWZyY5IF3xKud7K2ABjH3MYoAzZPHt++pxXFrpc8tmlrO9zbblDo0bkFge/A6VfvPiRY28sHlWss0TLC8rg8oJOmB3I70P8O4hDsttXvbdmEiOUx8yO5Zgc/XGauf8ITbW97DPp97PZxokcbxIFbeE6ckcHHBx1oAjHjO5n8S3GmWeh3NzbWsyQ3F0jjCFhkHb1I9a6PUr+DStNub+5JEFvG0rkDJwBk1X07R4dNvtSuo3ZnvphK4PRSFxgflVrULKDU9PuLG5XdBcRmORc4yCMGgDjrvxtqP9k6wsWmLDqlpZi8ijklBUxMGwxPqNvIrX8FnWH0BJdactcSneuXV8KR2I7VQtPh/bw6ZqlrdapeXkuoW4tWnlxmOJc7VAHpk/WurtLdbSzhtlOViRUHHYDFAHNeJtc1rTvEGjWOlWEVyt0zmTfKEyFGSPb1rK1TxvqGh+INWFxZ+fplqbUMwYBozJkYH97nH5Vs+MdE0/UobW8vdWn0trNiVuIpAhwwww59RVHWPD2gNp93JfasIoNTFuqyyyDkx8oQT1JoAVviJZL4nOkm3cx/axZearZPmlc5K9l6DNbvijVm0PwvqWpJ/rLeBmTIyA3QE+2SKyIPDVlbeLjdWmsTRPM32ySwGxlkONpfkZA6dK6XUbC31TTrmwul3QXEbRuAexGKAOYbUNU8NaQ+o6hf8A9ppKkSwwCMK/mucY3f3cmqcnxINtaEXWjyx38UskU9uJVwhRdxIbuCOlXYvh9ZLp91bT6lqNw8xQpNNLloghygXjHB9uagf4c20kCCXUriW4ZpXnuJFBaZpF25PYYFAFB/ii480R6LI7w4Mo89RtDFQv1zvFSXHi2+vrjwtdJBLZ2F/dCN2WVSWf5wUI6kZXr71Yg+GdlAbgjUblmnMZYsAcbCpA+h21pw+DLWKz0SD7RIx0m4aeJsD5y27II/4F+lAFW08Qa7N4/wBT0f8As2N9Pt44mEvmgFQwb5sdTnGMdsVD4f8AFGqNaa3e61bxR2djcXA81JASAjHC4/DrWrP4Ujl8VjXUv7uFiqCW3jYBJSudpbvxuPFQW/gq0jvtUkkvrqazvxIHsmYeUpc5c+5z+VAGVbfFCwa1vpru1aE20UcyKrh96OcDkcA56itLSvHul3drezX80ViLOZYpHeQGNiwyu1u9VX8E6fZ6ZdW2pam72EqpFEjxoghKn5cEDk59etaNn4ds9JsL06vdR39u7CVjdQRqkQUegGMUAXj4n0NdMj1JtVtRZSNsScyDax9Aa57X9dvYtWs57XUBb6LPEqx3saCSITbyNrnsCMAH1ro10XQ7yxt0XTrKW0U+bCoiUoCR94DpyDWRqPgKxv5o0S7u7XTgFEmnwMBDIFORxjjnrjrQBEPH1qNfTTmtybc3Rsjchv8AlsB/d64PTNN0fx5/auspZtpc1tBM80cE8kg+dovvZHYe9Pj8L2FlrbanbaxJBbm6Mktr8hQyngjJGR9BVyHwdZQtY4mlYWfnBN2MkSjByfUZ60AZVl48k1RdZtrO0i+3WEJlTEwZHGSM59qn03xXqieCbbV9W0xVvZxEsMMMoPns+Ap/2ck/hS6T4I0/w5Jc3T6ncyQtam1IuGXbHFnIGfY96ltfBVtbaE1jcarfXCpKk0M8kg3QbMbNvbAx+NAFW4+IIsrC4a70i4TULa7itZbNXBO6T7hDdCDXTaPfXeoWAnvdPksJ9xVoZGDHg9QR1Brn7Hwjp15YC5GpS3j3F7HqBuwR+8K/dHHG0DiuwoA808XeMvEGiavq9vYRxzxiFFs12ZZZiu47v9nA71etfEeq3PiDwvHcr5NtqFuZcxOMSt5e4hh1GD0rcuPDFjPPq/nTMW1ZQCOAyYXblD9Klg8M20E2iyrNIW0qIxRZx84KbefwoAzbHXfEM/jS+0yTTLb+zrcoTOs3zKrBiDjuTjp2qleeL9Uu/Dur6pYacYbCK2ma2u2cbi6ZHKehIOPpW5J4VtW8QtrCXd5FI7K0sMcuI5CoIUsMeh6ZrNHw/tljubZdV1AWEsMkS2fmDy49+SzDjJOScZoAr6d47kj0+4fWLH7LcQwQzIm8HesnC5PY5zkUyTxZLrfhjVXs7j7BqenAtJ5eJE45BBPBBrU1LwhpVwtxNeXEiJLbwwltwG3y2yrD3zTYtG01PDd/Z3OstPbXeUknLIm0nsCoAFAEHiXUtRtfB9hq1remO4UwNJtUFZdxUMD7cmuhvda0zTbiKC9v7e3mlBKJI4UsB6VRv/D9hrnhq30v7Q/2WMRGOWJhk7CNvPfpWhd6Rpt/Ok95YW1xKi7VeWIMQOvGaAGPrmlR3wsn1C2F1kKITIN2SMgY+lc5YePEv9d1LRYreN763SSSBElyJFU4IJ6A5ropNB0mW9+2vp1sbvO4T+WN4OMZB69KwdF+H1jourQahFfXczQRSQokhG0I7biOmTz3oAl8Ca5rOvaIt3q+npbM2fLkVwRIMnsOldXWNofh2LQvMEN5dzRsNqRzSZWMZzhRj3rZoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5vx4J/+EM1Fre6ktpFQHzI8A4yMjJ6fWuP1Nry6ufClvpfiN7mRZLkSX2EY/KoyDj5eDxmvT544ZYJI7hEeFlIdZACpHfOe1ZV3PoWh6IdRaK1jsbRSyNEi4UHg7ccc0Aea3PjbxFLpWkIlzsuZrKSczR+UizSK5UKd5Axx25r1PQ7m6vdDsrm+jjjupIVaVY2DKGxzgjtXNXWv+EptAhvLrTY3t1lEUFvLbJu3Mf4FPGD6g4rbg1/T0bTbWOJ4WuxiOAqFaIAHG5c5A44oA4vVvF2oQeIZvI1RUkttVhsv7KCKWmicLlweueSc9ABVvw1o1tf+OfEmqTTyT3FrdiGIyxo3l/u1I2tjIxk8fzrsprTRxq0M88FkNScZid1XzWx/dJ5OM1NA9gt7cQ2724uiQ86IV35xwWA56etAHEeBNAiez1i9eYtfzX1zF9q8pPNUByOGx39+KqWWs6jo/ww+1QeTFP9taHzUjUiJDJguQuASBya9Jigit1KwxJGrMWIRQMk9T9aYtlapbvbrbRLA+S0YQbTnrkUAec6v4jurG006ysfETaj591JFPfQ+ShQhCwXLHaOa7Twrc3934ctJtTeJ7shg7xOrqwDEA5XjOMZx3qydC0k2Bsf7Ms/shO4weSuzPrjGM1bt7aC0gWC2hjhhQYWONQqj6AUAcD4017WtL1XUZbK/ENtp9lBceRsU+azylSCTyOBWXc+LtduvEt1FazeU9texQpavNEiPEQNxIY7mJzkYr0+axtZ2kM1tDIZECOXQHco7H1HPSoZtG0y4uI7ifT7WSaPGyR4VLLjpg44oA89tPGU83xIS3hv2+w3Es1s1rO43K6LwyrtBUE+p5pbTV/FUXhC98TnVFuwqXAWzNuBtZXKoQRycAc16EdI003Rujp9qbhmDGXyl3EjvnGc1YgtoLeDyYYUjiGfkVQBycnigDy6x13XZ9K1uM67aoES3NtPcXUO/c33xlMhc9BkcGql/dDWfBGiXVxq1/Ettq/kzXEjR7o8Fhu3gEHGAAw616lHoekwpMsWmWaLP/rQsKgP/vcc1OthZpZ/ZFtYRbYx5IjGzH06UAQ6PcwXej2s9tdtdwvGClw45kH948D+Vch4h1nWrXxta6FavIYtT8uSKVQMQKh/eZ+oru440ijWONFRFGAqjAArDsPCdjY67Lq7TXNzdNuERuJS4gVvvKnoDQByjeIdV/txFi1VZbiTUpLVtOULhYQudw43AjqSeO1Q6B4pv7u5srcagjta6NPPeKzg/vg4UbvTGDXo5sLQ3ovDaw/agu0TbBvA9M9aQWFmsjyLawh3UqzCMZYHqDQBynw+g1ybSLTV9U1yS+S+tI5PJeJQI2POVI7Yx171Y8b6pc6cmkxR3psLW6u/KubxcZiXaSOoIGSOprqYoo4YliiRURAAqqMAD0Aptza295A0FzDHNE3VJFDKfwNAHktzJN4l0nwmdR1C5ZJNVeFXCKPtKDO1yCMdK2PEXhyC/wDH3h3T53n/ALOFrKUhUJ5asoGBtK9xn/61eg/ZLcJEggj2wkGMbBhCPT0p7RRtKspRTIoIViOQD1waAOPisxZfFRDHLIY5tKf922NsYV0AC8cDnpWFY+ILvztTu5vEjnVB9sWLSPKUgCMt5ZwBuHAByeua9NMMfniby180Lt345x6Z9KjWxtEu3u0toRcuNrShBvYehPWgDhvh/qmsXt/Ol7eRXNs9tHNg3SSSJIc7uFAKj2PStjxpqE1nDptut09nbXd0Iri7QgGJcZ6ngZPGTW/a6dZWLSNaWkEDSHLmKMKWPvjrUtxbw3ULQ3EKSxN1SRQwP4GgDzSx1jXtcGh2UesPbpcz3Sfa4Y1LTxxqdjYYYH/1q9F023ubTToILu7N3cIuHnKBS59cDgU9bK1jMJS3iXyQRFhANgPXHpVigDzG78WXZ+I1pY29+ILSS+ezmtpJQXYrFncqbflGcc55qx4EktrfxBqtlPrN5NqIvLki0mk3Dyw/DkY4PTvXeSafZS3C3ElpA86kFZGjBYEdDmnraW8dy9wkESzvw0gQbm+poA5r4jnb4LuyGKOHj2OBkq28YI965m6a/uvDnjPT7i/u5RpblreZmUvIDHu2uMYK57Yr0+SKOZCkiK6+jDIpn2aDMp8mP99/rPlHz/X1oA8x1zU7+y8L+HXGotDCNOWS5t4J0gmchFIZCw2nHPy9816Tps63OmWs6NIyyQq4Mn3iCAefeiXTrKeCOCazgkiix5aNGCqY6YHbFWgABgdKAPEdT1e7j8bXOgrp7/2ZJrkcjXIYfLKRvxg9iK2NJ8X31345e3W9MVpeW07JFPKrtCyZwzKANv0yTivUTawM5YwxliwYkoMkjofrTE0+zineZLWBZZG3O6xgMx9Se9AHkcOr3V34N8U6df6hPeXsVl5rSiWOWFgSQGjKj5f909K6fRbi9uD4i0G51G6cWsMMkE+FEiq8eSM4wRlT2712kWnWUEUkUVpBHHKcyKsYAY+471KsESyNIsSB3ADMFGWA6A/nQB57a6he2Xw08KrZXP2aa7ktoGlWMHCt97jGAapHxDrK2VlBd6tJBa/b7u3uNQEa71EZITPGAD3PfFemfY7Uwxw/Z4vKiIaNNgwpHQgdsVnat4fi1OyFtDd3Onr5hkZrMhC5PXdwQc5oA86lvftb+ENV1HxFNFALaaSS7BVASOAfu4yRxtq34m8UXcXiC7MGqy2q2tnDcadAAAt6zHkEEZbsOOma7+x0DTbDSbbTIrSNrW3HyJIobn1571auNPs7uSJ7m0gmeE7ozJGGKH1GelAHmlpr3iL/AITCGWW9ke0l1k2D2mE2Rp5G70znd79q9AtvEOl3mt3WjQ3anUbVQ0sBBDAHoRnqPpV37Fa7g32aHcJPNB2DIfGN31x3qlbeH7C11271pI3N9dIsbyO5bCjoqg9B9KAKHjxhH4OvZCYwFMbfvMbeJF657V5/a3mnS+LzOiwf8I21+GMgx9nEyxckH7uN3617DJGk0ZjkRXQ9VYZBqFrCze1a1a1ha3brEUG0/h0oAoeG30qXRY30WPy7BnYxgKVBO45IB7Z/CtimRxpDGscaKiKMKqjAA9BT6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA57xnaXl74eaGyjeU+fE00aHBeIOC6++VB471xGo+H9QufAmvw2+myi3uNQSaxsnUbkj3Lu+XsDycV6xRQBwfibwrbXUPhmK20eCRLa8j3p5Y2xx4+bI9KseJtCluPFvhS8srLK2ty3nyoANkYQgA+2cV2lFAHnstjc23jS8uLvw5cao8t1G9ne7l220YUDAycjB3HjrWb4a8N6xB4utry/a+We3nnEsghj8qZXJILP95hjbjPQivVKKAMPQtavdVudQiu9HuLAWsxjjklIInXsy1uUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFcP463y3Vpa2l1dvqcqMLSzt5Ci7s/612H8K+/FAHcUVTsXaK2t7W6uY5b5YV83BALHHLY9M1coAKM1x/wATNQbSvBVxfrdyWvkTwuXjzuIEi5H4jNeUt49uvEF9JrcT6kllJeRWxsrdyHcLGSwHIx2OeKAPoUkDk8Um9f7w/OvGNY1HUJ/gKt7c6lI9y86lJklIcKX4ViMfMBwa0vHOmwQ6d4QeBrhGnvLe3kKXTrvjIyQTnv60Aeql0AyWUfjTq8nXT/t3xI1bTJdPku9NtPsoBa/eMWykMchc/Nz7+leqSusMDuzBFRSxY9AAOtAElFcH4P8AGF/rWvzafcBZbcW4uI7j7O0BYFiBgEncOOtb3jCe8tvCuoXNjepaSwxM5laIvgAc4AI596AN0MG6EHHpSFlXGSBnpk15tp8up6B4a0S206W2l1PW5FJupt/loNm8sVZiScA9CMmma1qLeIvAttfXI2X1vqsdsJLeQqrMs6oSDngEeucUAemF1DBSwDHoM8mnVw/jWBF8SeEblEAuDqHlF95B2bGJHXHX1qprvjHVbbVNTks5bSHT9KnhgmjmjJlnZ8Z2nIwBu44OcGgD0OivKbX4oXt3qVjoqW0ceotdrBPJIjBD8x3KvuFwetb2o/EBfsOprp+m38d3bQSyxPd2zRxPs64Y9aAO4orzrUvGerQ2OuyWz2oaytrOSJihYbpfvZAPStnwhr1/qd/rWm6i8E0umzpGLiBCiyBkDfdycEZx1oA6pnVMbmC56ZOM06uN+JFpDN4ehumT/SLe7hMT5IKEyKD0PpWX4v8AGetaZ4kGmaLbG4eC2WeSIWzSGQlsY3AjaMd+aAPRqK890SfW3+IGpSXmrxRWjQQYtJkwQzKSFT5ux6nvVTw3rOqaTF4kvtW1mC9gtbm4KWojxKzIoY7cscLjPGPegD02ivKtP8d+JH0HWdRurUCOHThd20slqYgHOflwWO4dOeK7LwpL4hmtPO1uaymSaKOSF7dChGRkggk9PWgDo6K4nx0+rJqmgDTdTSzEl0VfzYtycDO5iCPy6VleIvGOt2FxeQ6dcWbJpenpdzyyREi6LHHyYPAwDzzQB6XSEgAknp1qG2nF3ZRTocCWMOCOeozXmNvf6qy+MVvNftpbdGuII4DHtkZlgH3Tu4x3AHUE0AeqAgjINLXkdp4x1zw94eUXMlvf/wDEqguYDFCQULtsAPPzAYzniuu8D65rWrxXqaxaMhhcCGcwGISqRn7pJ6fWgDrGdUGWYLn1OKdXD/ELSpNQjtLmJo7gWQeSTT2nMRmUjG5SOjDqM8Zrmrnx/qQuLK08NQXE9tbWEUxSS3MrzFsja75G0jb155oA9dorzjU/FPiS18U3CwtaDS4Ly0tnieMmQ+co3YbPGCR2p2j+K9X1Hxvc6YlxG2nSpP8AZZXttuHRsYB3fMAfYUAei0V5VoviXVtF8Japqd9qtvqEyea8FoItkgIfG4/MTt/Cnv408R2Wn63bzy2M2o2kVtLBKsRWMiU4IIyc49c0AepUVjaAmvRQTx69LaTSrJ+6mtlKh0wOqnoc5rC8aeLL7wrqEDbIns7q2kSBSp3G6BGxc+h3dPY0AdoWAIBIyegp1efXV1qifELwxDqJtnFxayvtjVlMThV3YO7BBPqKWw8Y31547isoZo5tJuJJoULQ7CrxjkA7iTz/ALIoA9ApiSxyfcdW+hzRKnmQumcblIz6Zrh7XQ5fAOgatqcVyLp4NOG2NlKgtH5jZPPfd+lAHd0V5fdeLfFukeHYNU1BLK4XUlt1s/ssLFopJMkhlz8wA6cjJqzbeLfEUmj2sV1BHZX1zqBtEurmAomzBIfy92R6YzQB6MSFGSQB70teX6hrOsaj4CS9uZ7ORotQMFwqxMBMokAG3DZU9+pra8Ua/q+jeIbJBJDaaIygS3bwmX5ywAU4YFQfXB5oA7bI6UVwHn6tF8UL8PrNtDYLb25EE0X3gzMNqncPmyOuD1FReHfGmta34gjZbQnSppp4Sv2dlMOwkBjIThs4OQBxmgD0SivMbDxb4qPhq58TXH9nzadsmKwxRtvi2ttTJz83fIwOlT6f4z8Q/ZniurJGlluIYrW8mia3jbzB3Ukk7frzQB6MCD0Ipa474fG8+xawL65FxcLqkoZ1UgdF6Ak4FZPiPxjrdj4rudLsZbKOOPyQgliZ2JdZCTkMOBsoA9HpNw3YyMjtXmMPxB1OTU/D/CG3vjBFcx+RhVkkj3/LJu+nGPxra0BL3/hYviAXssEpjghCPGrqdrZIBBYjgdwBQB2asrfdYHHoaUkAZJwK47wbBFZ6/wCKreAMkCXqMFLEhSUycZ961dZtY/FXhu7stO1JE87Mf2iFt+0g8jg9aANwENyCD9KWsTw1oUnh/T57V7x7vzbmScM4+6GOdvXoK26ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsHXPCOleILyG7vVuBPEhjV4Lh4jtJzj5SM1vUUAYcPhPSINej1tLdjqEcAt1meRmOwfU8n3rcoooA5/xbEbvRmsW0N9Yt7lgk0CyrHhQc5JJ9q5SDSjBfrJD8PZEk8/7UX+2x7BKF2g/l7V6XRQB5bP4ZS60e50hvAk62Ul0ZzGNTCq7Hq3Hb0FaT2d7PZafYXHglmtNPlSS2H9oqzIV+6eRz9Ca9AooA831XRJdW1E6ld+B2lvHKhz/ae0FV+7kDg9ehFd5ZvJe6apu7NrZpFKvbuwbA6YyODVyigDn9H8F6BoF+99ptgsFw6lSwdjhSc7QCcAZ7Ctm8tIL+zltbmMSQSqVdD0I9KnooAy9T8PaXq+mx6fe2qyW8WPLUEqUwMDaRyOKibwto7aLFpAskWxikWVYlJA3KwYE+vIyfWtmigCnd6ZaX8trJcwiRrWXzYck/K+CM/kTVK98K6JqOqJqV3p0Mt2pU+Yw6lfukjocds1s0UAZK+G9HW7S7FhF9oSdrlXxyJCMFvritC5toLy2lt7iJZIZVKOjDIYHqDU1FAHIX/w70SXw5eaPptumnpdmPzXjBJYI2QDk89x+NdBpWjadolsbfTbKG1iZtzLEgXJ9TV+igCnqWm2mrWbWl7F5sJZWK5I5U5ByPcVR1bwromuTRy6lp0VxJGAqu2dwAOcZHb2raooAyZfDWjT6rbapLp0DXtsoWGYr8yAdMfTtSR+GNDi1ObUo9LtVvZgRJMIxubIwc/UVr0UAYUPg3w9bQ3UMOlwRx3UflTKoI3J/d9h7CtqONYo1jRQqKAqgdgKfRQBQ1XRtO1y1FtqdpFdQhgwSQZAI71TvfCOgaibY3WlW0n2ZQkQ2YCqOi8dR7Vt0UAIFCqAAABwAKyZfDGiTX89/Jpds13OhSWYoNzKRgjPuOK16KAMxtA0poyj2MLKbcWxVlyDEDkL9KdpWh6ZokciaZZQ2qyHc4jXG41o0UAZeq+HdH1xo21PTre6aPIQyoCVzUF34R8P38kT3OkWkjRRiJCYx8qjoPoK26KAMqTw5pE0rSvYxl2nS4Y88yIMKx+gpkHhfQ7fVP7Sh0y2S93M/nKmG3N1P41sUUAY9t4X0SzvLy7t9Mt0nvQRcOF/1gPUGmWvhLQbO0ltINMgWCV1kdCMhmU5Xr6dq26KACqOo6TYat9n+3WyT/Zplni3j7jjoRV6igCnNplnPqFvfy26PdW6ssUh6oG64+tUx4X0NdWGqDTLYXwcyCcINwY9Tn1rYooAKr3tnb6hZTWd1GJYJkKSIejA9RViigCldaVYXunf2fc2sUtpgKIWXKgDp+WKyL/whZtoE+l6XDaWiTOHfzLcSqx91J5PvXSUUAc3ofg+w0rwxBolwqXkMT+Yd8YUFs5yAOmDWhf+HtJ1O8S7vdPgnnjwFd1yRg5H61qUUAZt3oGk3+oQahd6fBNdwY8qV0yy4ORj8agg8K6Ha6sdTg06GO8JZvMUY5bqcdMn161s0UAUl0qwTTG01bSEWTKVMG0bCD1GKzofBnh6Cxnso9Lh+zzkGRDk7sdOSc8dvSt6igCjpuk2Oj27QafbJbxM29lQdW9T71XufDWj3monUJ7CJ7olSZTnJ2ggfkGb861qKAMEeDfDy3EE40q3823CCJiuSuwYXHuBxmtSLT7WC+uL2OFVubgKJZO7BRgflVqigClFpdnC946QgNeHM5/vnGP5VDoeg6b4c08WGlWywW4YuVBJyx6kk1p0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWF4l1i+0a3E9taQSQqrNLLPOI1XAzj3J7Vu1zPi/TtW1Sz+yWVnpt5ayKVmivCQQT0ZcA9KANrSb8appFpfiMxi4iWTY3VcjOKuVymm2vifTNU03TkWyl0OC0VJpmY+b5gGOB6V1dAHPeNPEh8J+GbjVlgE7RsiKjNtXLMBkn0Ga5668c6vp+lwTXNrpk1ze3aWtmLW4LoSwyS57Yrb8faRJr3hC70qKa2ikuCgDXDYXAYE/oKwfEnhGyu9N0kaFc6bZXWm3S3SpuCxSNjDZx9OtABpfxJuLzVdP0u606OC7kv5bG6AckRsoyCvrn3rfufFDw/ECy8MrbKUuLR7hpieRt6ACuAbwlrdhqdrrVnfaNNqZ1GW8mSS4xGAy4CA9T9cVqXtn4im8Saf4kifQf7Tt7WSB7Y3Z2kMfvA49KANDxD4+1HStX1WGz0yCez0n7Obp3kIciQ9VHTgU2b4kvDaQg2tsb6TWP7OMAm5VNxG/HXoKzNb8N6hrGo36xaho0aatDbjUCZizRNGxPyDvn39Kw4vhZ/xcH/hJ213T/KXUmuSgk58scgf72c5oA9j1m+k0zQ72/jjWSS3geUITgMVGcVwmpfE65srSN006HzG02K9O9ztDOwXHHYZqzc+D/D5jurpfEN7ieN1Cy6huhG8EDj05rlT8P9UvdHmt73VtK81bGOwg8uYneivu3MT0OO1AHovhHxS/iE6hbXMUUd7YSiObyH3xtuGQVP0rWuNa0611JbC4u44rlojMEc4ygIGfzIqtoNho2jWaWWmC0jJA3iIjLsByT3JrnvH3gRvGF7pkscvkiASJNIHKsVK5UD/gYU/hQBpT+NdOe3tJbGVJBcXYtg0isqkh9rAH1z09abdeOLKz8Zr4elim3GFX8xY2I3FsY+nTms+DwReQ+DdA0b7ZGZ9Pu4rmeQ5xLtYswH4mr2paHrX/AAmsWt6VNaLE9slvcLcFiQocsSoHGcGgCLTPH1hNrl5pF84guY75rWHCna+PujPTcfSuvZtiFiCcDOB1rhG8EX0l7BPJLb/LrZ1Ftmc7McD612l/BNc6fcQW8xgmkjZUlAzsJHBoAzdC8U6Z4hkuYrN5FuLYgTQyoUdM5xkH6GruqarZ6NZNd30wihDBQepJJwAB3Nch4F8Iar4b1S7ub97Nknto4WaF3ZndCfnYsOpycitzxZoNxrllaGyljjvbK6S6gMwJRmXIw2OxBNAEcvjnRodFj1V/tX2V3ZM/Z23KV6lh2HvUWqeJbi3v9Ansjbz6VqcqwlsHeCwyGHbFZeveGfE+v6VbLdT6c1yjy74FeRIWRxhckcsRVqPwvqjaV4XtriW283S7hZJzCSAyqCBt4oAuahreq2XjzStKENu+mX0Uh35PmI6KT9MdK6OeUQQSSsCQiliFGTxWNfaTd3PjLStTQxC0tIJlfP3yzAAY9q3WGVI9RQByPhrx9Ya54cl1e4ils44FLzGWMhAAxHyk9elbOh+IbHX4pntDIkkLbJYZU2Oh6jIPqORXI23gnXx4T1Lw/c6laG22gWBRDlSJC4L/APjo49K2/C2h6nZ6hf6trL2/268WOMxW2SiKgwOTySaAHeLfF8XhV9M822llW7uBExRC21e5GO/tVDVPiDZ6N4jitr/dHp0tgLlZBGSwJYD5h2GDWn4r0fUtUTTptJlt47uyuRMv2jOwjGCOBWB4h8C6pr1xdXE91avNLpJsQcFQZGYFmx2HHFAHR3HjHRLXUksZrvZI2wbyp2KXGVBboCe1bxPHHNebS/Dq7OvxzsLW708PbSFZ55FZWiUKSFA2t0B5r0eQMYmEZAfadpPQHtQBxvhnxbqGqJf3mpR2VtZWxk3xo5M0JQkYcH1Azmr6ePPDzWFzeNeGOO2ZFlWSMhlL/d4689qwj4M13U77Ub3VJtPhnuNPezH2LcolZicNJkduKi0z4fX8OmGG4+xR3TXNvJJMkskhdYz0O4cewoA6Y+NdFOhyaxHNLLZxymJzHESysOuR1FULz4gWFtq+j20UM09tqcBmjmjjJz02geuc8+lZWseBdXu1me1uLXEl7NcNaySOsTK6hRnbySCM46VLF4N16y0zw3Hp97Zx3ml28lvJJJuZcPgbl45xjoaAOju/GGi2Wr/2ZNd4uQyq+FJWMt90Megz2pP+Ey0L+2m0j7aPtqyiFk2nAcjIXPTOK57UfBOrXF7qdta3FlHpeq3EdxdSMreeCu3cF7cleOeM1veH9Ak0251aW8WCT7VfG4iKjJUYAGc9+KANy5uEtLWS4k3FI13HaMn8q5fSvGloPCj63q11EkAumhDxoQPvbVGDznpXXHpXn83gW+m8Ipo63Fukran9tdzkhV8zfgepwO9AHYaTrNhrlo1zp9ws0aSNExHVWHUEdjWPqviptJ168spUi8mLThdRkthnk3MNn47af4Q8OT+HodV+0SxySX2oS3YEYwqq2MD64HNYnjz4ey+MNRjuo7lIRHZSQrlmB80nKMcdhlvzoA2bPxpYm30kaiGtLrUYkdUKkorN0Ut6nmrX/CWaW+ty6PDJJJeR5U4jOwMBnaW6A1yepeAdXutWtLlLm0lhhNsw82RwYvKGGCKBjnk5PNaz+GNTbxo2qxG1tbI7zIIZH3XBK4G9SNv4igCfwz450/XY4YHkEeov5m6BVOPkYg4PfgCptH8WQX2n6rqdzNDFY2UrKThg0aquSHB6H6VT0XwjdaZcaDI80JGnR3CyBc/MZCSMfnTbvwjeTeFvEWlrLE0up3Uk0ZyQFDbeD/3yaANO08a6Be2F1ew36mG12+cWUgru+7weee1Ub/4haRb6QdStRNdwpdLbS+XGcxseuR7VneIPCiQx65qk0rCN47RoFiRnZGhOQSo6jPp2zWb4e03XPEGgatdPFBbzT6oLu2Dq6RyBcc8jcASM9KAO2n8V6Ta6da308skcd0CYlaM7yByfl61Vu/H3hqxe2WfUkH2mNZYyFJGwnAYnsM1R1LQvEUkum6vBNp82s20UkMiSBlhZX9Op4/WsaT4a30mmXVq17ATNYG2yFIAdpPMc/wC72FAHpgYMAwOQeQawovGGhza0+kpfKbtHaNhghQ6jLLnpkDmtmCIQW8cKnIjQKCfYYrh18Eai1xG015b7H1O5vZwqclZEZFUe+DzQBvQeMdDuVmaO9BEURmOVIygOCw9Rn0qrq3j3RdN0q7vorgXf2dUJWHnJf7oz0yawNC8Eaxo4DmDS5bu3tWgtrl5pXbn+8pGAPYUlv8PdQs/DWsaFDcwNHdutzFOw2ky5BZWA6LkcYoA77Tr6LUrCK7hDhJFyA6kEfgaifWtOjubq3e6jWW1VWlVjjaGBI/RT+VJoyanHpyrqzWzXWTn7NnYB2HPJri/HHgK/8SatNdWc6RRvabMbtpMwbCsfojOPxoA6ZfGWgvdW1ul+pkuQhjwpx84yoJ7EjoKQ+MNIlurqytbpZLyFJGVCCA5QfMAehwetcpd/D68XxAskMVtPpry27kPcPG8XlKq8BRhvug81Dpfw51TT71jIbKZYmuHtrpppN4aTPVMbe/NAHYeFvFNt4k0+KRSi3YiV54UO4Rk9s10Ncd4F8JXvg60bTzdQz2TKJOFw6yn731X0712NABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHLfECxguvB2o3Elja3U1pA80IuB8qMBnP14rkI9C0W08Nafeal4X0k6lezRx2yRSMY3Zl4ZjgYGAcjBr1C+s4dRsLiyuV3QTxtHIucZUjBrnY/Aempo39mtd38qrOlxHNLPvkjdRhdpPAAHbFAGV4a8P+F9dtp3ufC9jbX1nO1tcRBMqHHcHuD2rK8U2OiaHr+n2Nt4T0gwTqWe5u/3UZOcBFbBAb2OK9A0TQrTQLJ7e08xjJIZZZZW3PI56sx9aqeI/Ctp4miEN5dXkcG3a8MMu1JBnPI/rQBwWr33hHRPE76cvhTTpVgMKzsqjzMydCq4+YKOSc062m8K3figaaPCWnGB7ySz3KuZA6ZJZlxjacdc13EnhC0/tX7fa3l5aM4jWaOCQBZQnC7sgnpxwRmnW/hO1tNWN/b3t9Ehna4a1SbETSN94kYyc5zjOKAMnxN4c8M6NoNxfr4b06XyigKtEAoXcASfYA5rgdavPDer6ZdJ4f0GxCWwjZ5VQBg/mgBcjjBHP0r2jVNOg1fS7nT7rd5FxGY32nBwfSsGPwBo0Vtc26CZY7hoS21sECIfKM46etAHJ2mo6Ppdnqt+mh6TY6zpl4LcEK2xmYZAXC7icE8AVbn8X+ItW03wzf6VDaW5v714JYpnbBKiQYPy5A+XPr2rqLvwXpV0t3/roprm6F2Zon2ukoGAyntxUEngPS5PD1toxuL0R28zTxTrORKrsSWO4eu5vzoA6WDzfs8fn7PO2jfs+7nvjPauO8U+NptB8Q6fYWsdvcpLJHHcR5bzI95wCSBtUfU811mn2EGmWENnbBhDEu1dzFj+JPJrB1bwJo+sanJe3JuVMrxySxxSlUkeP7jHHORQAy31/WtS8Rzwabp9q2lWk5triaaYrIXHUqoB4HvVPwXqHiXULzVjfvZvZxXk0UfLb0YbcL0wV5+taj+C9NbXl1ZJbyKQSCZoYp2WJ5AMbmUdTUum+E9O0rWbrVbdrnz7l2d0edjGC2MkJnA6UAcv4e8R3Gk+FPEmp6gjTz2eozIUSYuGb5QAu7lRk9Kll8eanp9ve2l9YWratDcW9vGsMreW7TDKkkjIA7/SunbwvpLaXqGmtbk21/K8067zku2MkHt0FVbfwVpMADN9onl+0R3LSzzM7O6LtXJPYDtQBJ4R8QS+IdJlmuYEhube4ktpkjYldyHBIzzg1znirXdX0TxdcXFgsM0EGmiaaKaRgAokwSoHBb612Gi6HZ6DbTwWYfbNO8772ydzHJqHUPDOm6nc3NxcxyNJc2/2aQiQjMec4x25oA5e7+Izwa+1qlkHtUmhgYYcyFnAO4YUrgA9CQa7q7M4tJTbbPP2Hy/MztzjjOOcVj/8IhpkeovewNdwSyMjSLDcuqyFQApZQcHgVv0Aed+HvE+r2HgK68QaxJbXdvFGzQrDu8xjvIwxPvge1Snxtq1qZrC6sbR9VaeGO3WKQiLbKpKsxIzxg5+lbsHgvRbeHUIhFM8V+pSVHndlCkk4UE/KMk9KrxeAdHjsLi2Y3Usk8yztdSTEzK6/dIbtgcCgDi9X8fX0Gr6OZ4mS7hu7izkhhciGWUABckjhcnPNeq2zzrZQm+MK3BUeZ5Z+Td6DNYC+AfD5tI4JrV59gkzJLIxZi/32J9T61Jq3grTdY0/S7G4luhBp0yyx4mO5tvQMx5IoA6SiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKgu7mKys5rqYkRQoXcgZOAMmgCeiud8OeMLLxPGJbK1vkt2j8xJ54CiOM44NbwniMZkEqFB1bcMfnQBJRTI5ElXdG6sPVTkUpdASCwBAyeegoAdRUXnw+YsfmpvYZVdwyR6gU4SISAHU5zjnrigB9FRpNFIxVJEZh1AYEinMwVSzEADqTQA6ioTdW6xGVp4hGOC5cYH40PdW6KGeeJVboS4ANAE1FMMiDOXUY5OT0pBNEZTEJE8wDJTcM4+lAElFR+fEWKiVCyjJG4ZAqjpWsQ6tDcSxRSxpDK0e6QYDY7g9xQBpUVElzBJF5qTRtGONwYEfnQbmBYPPM0Yi6+YXG38+lAEtFQPd20aI73ESq5wpLgBj7etTdeaAFoqH7Tbm4MAnj84DJj3jdj6daVJ4ZGKJKjMOoDAmgCWisuPXrCXX20VJc3iwfaMDlSm7HX1B7U/V9ZtNEt4Z71mWKWdIAwGQGY4GfQZ70AaNFQSXltDEsstxEkbHCszgAn2NJPe2tqivcXMUSsQFLuACfagCxRWTaeILG7vry0D+XJbTi3PmEDe5XIC+vFaP2iES+V50fmf3Nwz+VAEtFV0vrSSZ4UuoWkjG50DglR6kUkF9aXMXmwXMMke7ZuRwRn0+tAFmiq7X1oisz3MKhWKks4GD6VDqWqWuladNe3MiiKKMyYBGWAGePWgC9RVXTr+DVNNtr+2JMFzEssZIwdpGRVqgAorndE8WRa3rmpaUlhd282nkCVplAUk9MfhzWhrWs2+h2cd1dBvLeZIeOxY4BPtQBpUVVk1CyigWd7uBYWbaJDINpPpmpvOi/56p93d94dPX6UASUVF58O5V86Pcwyo3DJ+lS0AFFQi5gZ3UTxlk++A4yv19KSO6t5kd4p43VDhirghT70AT0Vh6/4ntNA0VtVaKW7tY2xKbXD7F7sfYVpRahay2UF35ypDOiujSHbkEZHX60AWqKryXtrDPHDJcxJLL9xGcAt9B3p4uIWmMImjMoGSgYbh+FAEtFZlxrthbaxZ6U8ubu73+WijP3Rk59KvXFxFaW8k8zhI41LMxOMAUAS0VgSeL9KXQrfWY5TLaztEAUxuXzGAUsO3Wtlbq3aETLPEYj0cONp/GgCaimhgwBUgg9CKyNd8Taf4eFst4ztNcyeXDDENzucZ4FAGzRVdLyB0hLOI3mUMschCvyM4x61k2Xii3u/FV74fNpcw3NtEJvMkTCSITjKn6/yoA3qKwdI8U2er6rf6YsFzbXliA0yTx7cKc4IPcHFbEd1bzLuinidScZVwefSgCais/VdWt9J0+e6ly/lLnykI3sewA9TU0N7DJbwyufJMqBxHKQrDPYj1oAtUVG88UbBXlRWboGYAmpKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACquoRtLpt1Gq7maJgB6nFWqhurqGytZbm5kWOGJS7u3RQOpoA810TwzqmmfCCW18zURqE1oVa2Y5aL5jlUUYIJBrK1TTNRuvDPiJNM03UIdLmmtDa25VkkYgr5rBTyAf6GvQrTx14cv5ZIrTU0nlSMylI0YttAzkDGTxzVPUPiLolr4bu9at3luY7WQRSRrE6srnHDAjK9epFAGt4f8PWPh+3mSwSWOO4cStG8hYIcAELnoK43x9Z3Vx4l0630y8jjbVf9BvF3ncqA7t2B+Vdc/i/RodFt9WnuWhtZ2CRmSJwxb0C4z+lZl74h8FaPdw65cT2kd1exZjuFjLPIg4OMDPHegDl9X0W7j8U3Rh029a7Nxappl3GjGOCJfv5bOAOOc9adoVtq1v4t0i2kstSWC2fUGknlRhGS7Epz34712B8XWs/iLTdKsZIpRdxmbc29dyYyCh27W9xmr8XiTS59ck0VLg/b0BPltGyhsAE4YjBxkdDQBzPw78JQabpdnq9zHcJq0kcgnMjsN25y3zKe44Ga1fHdtd3fh5I7WCe4AuY2nigzueIH5hxyfpUmleJJZDrv9rJBbJpU5RpI2LKU2K+45Ho1WNP8V6RqWjXGrQTutnbbvNaSJkKgDOcEZ6UAcRf2FvOunR2/hnU49DWaX7TZ+S+Xbb8jlc5xmsE+D9W1DSoIrvTrqSW00m5NvFIzAK7Sfu192A5r2q0u4L60hu7aRZIJlDo46MD0NT0AeU32ja1Nq+gW0kV1Jbara2yak4LKITB85B9N2SKjtND1dPiH9tuIr2Jlv5XWZLZmWSE52qZM4C4xxjgivWqKAPKPCvh/UbPxDo97cafewyXEd0L9mJZSC/yK+eBxmrP9gavbeDfFFjp8E8Mkl/I9tCFIzGSD8nqDzXp1FAHjFn4a1N9IksvIvjaXGp27ywLavbiOPPzlckkqR1q42g3VrpVtbXmj3tzo9rqt0ZbKIMS0RB8rC5yygkV63RQB4v4i0LULyS0az0i+ttJawMMNu9q0727l23HaGyrY2kE16xosMtvodjDNLJLKkKq0kibWYgdSOxrQooA8fvNP1u6+I8N//Zl7bvBqBBlgg/dvb7erP/ET6dqi0Xw1rtl9nmtbSeC9ng1ASSShhhmbMYP9K9looA8p+Hul3Nr4vFy+iX1jENHjt5JLmNgHnDZc5PrXUfES2nu/DsEcGnzX4F9A8sMS7iY1bLHHfgfrXXUUAeLT6J4gHhadDpNy+n3F9PLDZtD5k1rGRhAFJyMnnParaafdva6Jd634a1DU4o9NFv8AZthLxzhupGeMj+KvXqKAPKdP0TVLT4hTa1c6PPNpbTosEHU27mMDzcfxY+6T261VKPZ+OtPtbiFZL2bWppPtiSbgY/KJCEA5BHHB6YBr2CsyPw/pEOrvq0enW6ag+d1wqDecjB5+lAHmKeAryP4aXFzZ2c0XiV4pEcksJJI2l3FTzydowKanh/UQbi90/Rbyz0yG9tZ1s1UrJIUUh2VD6kj617HRQB4daeFta1jUrGfVNEuY7Z7i+mlgkBIUtzHu5/KpNU0TV38P6eb7RdS1KRdGktoYthJiuC3BcDp8vANe20UAcFpXiG48OQ+DvD13pszS3tosTyA8wuqjhl9OvNd7URt4WuBcGJDMq7RIVG4D0zUtAHB+ExeJ498UTT6ZewW93IjwzSxFUYKoU8/WtXx1psuraHb2sVu1wDewNIgGfkDck+1dPRQB45Po+tWGl6lp66LNJpkuqTOqRwCV1jK/L5anoC3ftTtQ8MeIZfCnhlrS3n+2tZnTb8MSHjikwNxGf4etew0UAeM6z4X1sa5NAFu4oBPCbSe0tmmKRoFAG/Pyng5BHevXp1mbT5UhYicxEIx4+bHB/OrFFAHhWn+HvECWNyJ7LUP7QWyniljS1KpcMx4zJu+Y+hq+3hfW7PS9Wt9P0yeK2msrJmiDHdK6n97j/axnIr2aigDzq8sEvvhz4jtdI8OXWmvLG4jt50IaZsfeC54pniOxvWstCurvSLrUootOkils4EJKzsi7SQPoRntXpFFAHjs2j63Z3Hhq4bS7q+1GOCCK5jkg8yJAGOW8zPysAfxoXQvEa+M3km+0wzNfNL9ptrMsrxn7oMmcAY6jHFexUUAeUeGdHvrfxfoxuNL1FLi1+1G8vZVykhbO3DdxjFei69YLqeg31m0QlMsLKqHu2OP1rSooA8c07QrqX4aSaJD4ZubS9BtI53mjI88h13MPZQDzUuqeHNYh0u4hsLGeO3ttaaVIFiMimHbjKpkbhntXr1FAHM+BLW5s/C8MN0900gkcgXMRjZQTwAp5AHaoPFWgpq/iHw3M9gtzFb3TtK5XOxdjYJP+9iutooA8s8V6Jqc3iS9ki0y4urm5ktRp91FnZaqjZfJ6L/WuhS2vF+Lj3PkTfY20dYzLt+TeJCcZ9cGuyooA841LQdUn8TeM5bW3lVb7ToI7eXJAkcA7gD61gS6FrDWt1e6Lo93Zi1Fs1tayoULzLw7bc8jB6969mooA8fTwp4guvB/ieTWopLzVpmWO2wvLBOVZR6/MefatfxjoF5qNzDPFp8908WiXCJkkHz/k2Dg/e+9+tek0UAeNeJUu4LVLrUoHmnmt7BYN0gElq4cbwVznk55/DtXscf8Aqk+gqjd6Jpd/fW97d2EE11b8xSugLJ9DWhQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVR1e3mvNHvLa32+dLCyJuOBkjjJq9RQB5hB8PdbgZhFfwRNJEV85GYPE32dYwV9fmB7jinab8PtUj07xHbzvaWx1WOHYkEjuqyJ1Y7ufmwM16bRQBwes+GfEOs6NYG6mszf2d15yQxSSRR7NuAu8fNketM0bwJNY6vo97IlrBFaQTpPbo7yh2kOer8n3rv6KAOc1Hw7JP4h0G9s2ht7bTTJvjVcEhlICgdAOa5+z8F6zD45ttWuJrS4tre5mkWeRnM7JIpATB+UBTwMdq9DooA5e20G9gl8TvIlpOmpyb4I3J2keUqbX9sjtVTw1oGu6VoOqWtzLamWdmNnbM7zRQLtwFJbkrntXZ0UAU9LiubfS7aK8aFrlIwJDAm1M/wCyOwq5RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNd0jQu7KqjqWOAKdWR4njhl8L6msyI6fZpDtc4BIU4/WgDVVlZQykEHoQetOrjvCOsWOm/DbR77Ur6KGEW6K80rgAMe2a66KRJoUlicPG6hlYHIIPQ0APpm9N+zcNxGduecU+vJv7UkHxJj19hKlib+TSWkLZjI2KFwM8Hep7UAes0VW1C4az026uY03tDC8ir/eIBOP0rzn/hJ9Ws/CtxrsuuWtxNcQI62iRj/RSzY3dckAHv3oA9PoryqTxDrkD3Gkrrschj1C1hXUXRclJBlhgcZGPyqceNNY03w9DqtyRdWlneXFpcSqoBuQMrEy/V9oOO+aAPTqKzNAOotoVm+rMhv3jDzBFwFJ52/hnH4Vxvi/xDqtrrGpR2uox2EOlWaXSqyhvtRY42nPQcY455oA7+a5gt9omnjjLcLvcDP0zU1eUDS38RfFOCS/vpJYF06O7itmiBWPcRlT6ex616hdRvJZyxxSmFyhCyKMlDjqBQBJJIkUZkkdVReSzHAFPrxCS7mg+GWutN4luLy72zlLWQruTbPgP646ce9bEnifxFo+l6jbzXZvLuO4s40k8tQy+agZgBnBxyBz3oA9XorlfBGqa3qVlejW7YxPDcFIXYKGkjxkFlBODWV481nUdI1G2lXVHs9LSMNMbZUeUMWxkqxyV7cUAd9uG7bkZ64pa81naRPicLmTxJNa2stjE6RsFCyZcAJg+v51HF4qvrv4iLp9vqEo027ee2G8x4WRF/gA+YEEH7w5oA9NBB6EGlrx7w3rV5o/h7xDeN4gkvdRtWu3WymCkZWQjzMDnHt05qVvFviyDTpGctAstxGsNxdxpuG5GZhtU9AQMGgD1yivGI/G/iq4jWzE6yPcGNllgiVZEDIWKgMcZyPyq9deJvFNxZ2MMt2mnXSaXPe3Coiu7NGwC57AHvQB6xkZx3pa8p0/Uru/8AGem6hd+IpbKG40mC6FuwUIxZgGTn1I+vNeqk4UnrgZoAWokuYJZHjjmjd0+8qsCV+o7V5noHifWNS1LTlfU/NXVxcBoEjG6y2HCkfyOe9afwt0hbXQX1CSbz7m5kcPKyAO2GPU96AO6mnit03zSpGnTc7AD9aRriFFjZpUCyEKhLDDE9APWuJ8a/YpfFPh211hof7KcztIsz4RnCHbn1/wAao6ybcWfhC60S8zpH9pRRRwMuQwLMNwJ54wce1AHpOai8+IXAgMqecV3BNw3EeuPSvPNaS7tfipbTy+JpLCzkswRCwXy2PmYCcnqSevWrKx3dr8Xwst19ohm0t5VZ4wDbjfgKCO31oA7+ivMbTX9aWXX9RtNYXU9NsbdxbI8aqZphyxBHVV6Vk/8ACaeLI/Dmo3shMcZtYZoLqeJRsdmAYBQTlcHg0AeyUV5JceJvEy2Woaet+k09jqMcD3EKKs0sTR7zsVjjIJ/KvQfCupJq3hqyvY71r1ZE/wBe0XlliCQcr2PGKANSe5gtlUzzxxBjgGRguT+NSghgCDkHoa888YaSNW+IXh+1udRdbZ45ZEtfKDKWXbnOfUVS1nxZrVlqd7cWk8K22n6hFYxacFBa4VsBm9c+gFAHqNRyyxwRNJLIsaL1ZzgD8a4vSbrxPq/iS9ni1G1j0yzvzbyWjwHcUCg5DZ+9k12N3aW99avbXUKTQuMNG4yDQAyDUbG6l8q3vIJZNu/bHIGOPXirVeXeHX0zQ/CviHW/s8dndJf3MPnRRgsP3u1VX25Ax0qbQ/FeszeCdXu7y6hS+027aIPJg+YqkEKdvG4jjjvQB6XTXdY13OwUDuTgVzXgTW7rxD4bXVLuaNpJ5GIiRcGAZ4Rvcd6z/iBrNr/YusaKyn7T/Zr3KNnAyCAAO+cmgDtuvNLXlL+LdV022msBOiTWw0uONJSA58zAkBz3689q2o9f1C38cNp+pamkUFzcPHYxRwh1kAQHaWByrA56igDvKjSWOUtsdW2nDbTnB9DXAeA7u9kvtbtb7XmnnW9nighlC7sK33wM5x7dKh0/WLnRPC3iW6gWGe6t9RkjEu3aHJYDcwyemaAPSaK8+1HW9c0bTrK2k1O3v7m8vlg+0W8IzChXPK5xnjjmtvQNfn/4R9LrxGYbGUTtCryOFEoB+VuvBI7UAdNRSAhgCDkHkGloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqt9YWmpWrWt7Ak8DY3RyDKnHqKtUUAZDeGNDfSW0ptLtfsDNvNuEwmfXFacUUcEKRRIEjRQqqBwAOgqSigAqkmk6dHCIksbcRiUzBfLGPMJyW+ue9XaKAEwMY7Vl2/hvRLT7T5GlWkf2rPn4iH7zPUH29q1aKAOY1HwLot9aWVnHaQW9ra3a3RgSMbZSOzU/U/CFvqM1jGLqW2021ZX/s+FEWJ2Vtyk8ZHOOldJRQAVl6h4e0fVbuG6v9Ot7ieH/VySJkj/H8a1KKAK0en2kN7JeR28a3MiCN5AOSo6D6CrNFFAGU3hvRGF0DpNn/AKVnzyIVBk5zye/NSy6Jpk4uRLYwOLkKJgy5D7Rhc/QdK0KKAKOm6Rp+jwNDp9pHbxu29gg+8fUnqabe6LpepTxT3un21xLF/q3ljDFec8E1oUUAZ95ommajd291eWME1xbMGhkdAWQjpg1EnhvRI9VbVF0u1F8x3GcRjfn1z6+9atFAGcmhaVFPdzJp1qsl5/x8MIhmX/e9ao2vgzw7ZxyJBpMCLI/mMOTlsEA8n0JrfooAwn8HeH5LF7J9LgaBwoYEHJC/d568Vbj0DSYURI9Pt1VITAoVAMRnqv0NaVFAGbJoOkS/ZfN0y0k+yKFty8QYxAdAuenStLFFFAFG20fTbK5lubWwtoZ5eJJI4grN9SKsW1tBaQCG2hSKIZIRFAAz7VNRQBT1DS7DVrfyNQsoLqLOdk0YYA/jSPpOnyQW0DWcPlWrrJAgQARsvQqB0xV2igDPvtD0vU7m2ub6wguJrZt0MkiAlD7Gp2srZ7v7U0CGfy/K3kc7M52/SrNFAGJY+EPD+m3j3dlpNtBO4ZWZFxkN1GOnNLa+FNAsllW30i0jEx/eDygd3Occ9sjp0raooAybvw1ot+lwt1pltMLhxJLuQHcwGAfrjjNaFtbQWdvHb20SRQxjaiIuFUewqaigCvJZW0t5DdyQI1xCCschHzKD1APviqU/hzRrnVYtUm022e/i5Scp8wPr9a1aKAK1rY21k07W8KxmeQyykfxMQASfyFWaKKAKC6LpqWU9mtjB9muHZ5YtmVdmOSSPc1Ws/C2hWFuYLXS7aKIyLKUVOC69CfcVsUUAVbTTrOxed7W2jhM7+ZLsXG9vU+9VtS8P6Rq80M2oafBcywnMbyLkr+NadFAGXf8Ah3RtTuo7q+0y1uLiI5SSSMFge3NKnh/SI9XOqrp1uL89Zwg3fX6+9adFAGbBoOk2urTarBp1vHfzjElwqAMw+tSrpVgkNzCtpEI7pi067eJCepNXaKAMBPBnh2PR5NKTSbdbOVtzoAQWPqW65/GpJvCWgXGkRaTLpVu1hFIJUgK/KGB61t0UANRFjRURQqqMADoBTqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqG5uYbO2lubiQRwxKXd26KB1NTVR1i1mvtFvbS3KCaaB40Mn3ckY5xQA2DWtOuZLaOG7ika6iM0O1sh0HUiqd74u0HT445LnVIESTIVt2RwcH9eK52LwXq+mFP7JurOKMWoRYmU4glOA7RnBKgjPHrUd94J1aSC/sLSe0S0uLu3uI5HBLqVKmTIxg52g0AdOfFehiF5DqMQVER2ycfK5IX8yDU0PiPR52Cpfw7muDbBWbBMoGSvPfFc5q/hDUbzxHcavbS2wKy2ssEchIDGLfuDYHGd/HXpTb3wRPqusTXd8Ldori8811RyDGixlEZePv5OSeOg64oA6mLXNMmheZb2Ly0nNuzs2B5gOCvPfNSwapZXWoXNhDcI91bbTNGOqbuma4y68Eanf6Smm31xaTxRLNKkiKYyZy2Y3YAdR3PrmrulaJ4h03U7q/YafNPdC3SRy7L8qLh+g6+lAG5c+JdItbqW2mvo1lidEkGfuFvug+maqnxr4dW5ubdtThEttv80HPy7Bls/QVk3vhLUZR4hgglthDq80b+Y5Ysi4w/GOuBxTYvCN+umeI43kja61BpVt90zFAjKFBPHDcckZoA37XxRot5OIYL+JpCzrtzjlQGb8gQaJPFGiRR731GEIUWQHPBVm2gj8eK53V/A91eWthb2dwsYitrmOaSWRmbdKgUEHGSAR37UXXh7xDeeEY9EaLTY2S2jiMwlYklXB4+XgED8zQB2FhqNpqcDTWcolRXKEjsR1FSXF5b2nlfaJki81xHHuONzHoB71yknhTU73wo+jNq1xpsiz7o7m1maSQpnOCzYPNXtV8P3VzYaLawTicWN1DLK9y2WlVOpJx170AX5/EejWqyNPqdrGsed5aQcYbaf14p0Gv6Tc3EEMGoW8ks6CSJFcEupzgj24Ncdb+BdYSe6uTe2a3EqXESsULhRJKH3AEcEKOnrir0XhHUbPxDZTWNzHDYW4iDsZGMkqIjLsZcbeS2c0AdOus6c1ze2wu4vNslDXKluYgRkE+2Kz7nxn4es2dZ9UgQogkPP8ADjOfpVWLw9dxeIfEWoFbSSLUoI44o2zyVTaQ/HQ+1Ylv4H1WPS9Wskmt7e3u7NYobTzXlSKTOWIZhkL6CgDp4vF+gzKrJqMeGVXGcjhm2qfxPFLJ4u0KOFpm1CPylLBn5wCrBW/IkfnWDqfgu+1HUoLpZ4IxHbW8ZUkkM0bhiCMcqQKoXHgfW/7I1a0gltXl1OScySSzvtRWfcu1duM44J9hQB0j+PPDkcwifUFR9xXDIw+bn5enX5TxWlda/plnaWd1cXSxwXcixwyNwGZug9s1zNx4X1iWDRoF+xqmnaj54bzHZmiCkLksCS3zHP0rU1XR77XtK0+21G1sHK3Ae7jJYptAIyhxnPI60AWrjxXo1tu33gZllaEoilm3L1GB6U1vGOgLAkzalEI2iMwY9kDbST6YJxWRo3gu90nU4bw6oLgw+eqeYnJV/u5I7jue9Z8vw5u5raGKTUYZHSJ9ztGcNI0okOR3TjGKAOlHjPQC0q/2jHmIZcYPAwxz9MK35VJJ4t0OLbvv4wGjjlB5wUkOEP0JrNvPDeotqOvXltJaH7fp6W0COCNjKG64HT5u1UbfwRemCa3ubmEwy6NDYBQWOyVAfnGeMZIP4UAdHN4n0WBpFkv4g0cxgcZ6SBdxX645pIPFWi3FwkEV8hlkXei4I3DGePXiufs/ATw3S3U1xC8zWZSYhSA9yVKmU/hVRPA+p2+iw6dGLCQKu5pXmlEiy4wGjb+GgDoF8eeGmmEQ1OPeTgDB55A/mRXRF155HAzXM2vhy9h1vRr6a5jmWysWt5S2S7u2Mtnv0p1n4Q+xeNbvxEurXzi5jCGzd8xKfUD/AD3oAuW/ivQ7owiHUYWM3m+WM4LeX9/8qmt/EOk3VxFbw3sTSzQfaUXPLR/3vpXH3/w/1G41HUJra+gjhlvkvLbcvMe4ETKcDPzA9j6VbuvBuoS3y6lBNbRXcNxiGLLeUbYLt8s8cZ6n3oA2V8aaA0Xmm+Cx4BDspAILbQQfTNWZPE2jxXjWj30azrMsBQ9RIwyo/ECuPfwNrDWF1aRS2drbzwputopHMXmh8llBHyDHYdanu/BmrS65cXsM1t5UupwXYDu2VSNSD26knp0oA6dfFWhvZxXa6lA0ErOiOG4JQEsPwCk/hUdx4w0G1kijn1GNGlh89A2eY8Fs/kCa5SH4cXJigZ57aFvLnjuIUBKOzK6rKOOGw3Pr+Fbd34f1e7s7yxe5tPskulC1iQJjZNtYFs4yFwRQBdg8aeH7lZWh1GNvKjMjjByqjqcelWf+Em0X99jUYCYYVnf5ukZ6N9Kx4/C+oQ3a3EVxbq82lixmypOxlzhl9eT0OOlZZ+Gz/YLiCK4gjnSOOOzuQmWUBcMrj+63pQB293qdnY6Y2o3M6x2ioHMp6BT3qgvi3Q2jZxqEWBMsBB672+6Mdee1U9W0bU9T8HX2jf6PFM0QghcOSrKABluOO9ZU3gvU7jV4tYNzbJdRXUDiHkxmKNWUAnGd3zsc47CgDrV1nTnhmmF5EI4ZjBIxbAWQHG365qOLxDo86I8eo2xV1DD94OhGR+gNZl9Ya1cabqERtdKnle4LWytlAIyOGY7T849QK5WT4b6pLp09pFcWdnFciEOIizNFsQqQrEc547DvQB6ANa0shSL+3wxAH7wckjP8uacur6e93HapewNPIMpGHBLDGePwrgrf4YXFtqqX41NZCLfyTC6nYD5ezeB/e/pWhoXga+0bUrOf7bBJFFKZJPkO5/3QTAz0wRkUAdxJIkUbO7BUUZYk8AetU11nTHRXW/tyrfdPmDn5d38iDWJpHhGbR73Wb19VutTa/wA7Le8fMUY5O3HPHOOnSufn8CarqEL+dFp9nLKLkSGKRpATIiqpHyjGNuMAdBQB6Cl9aSz+RHcxNLgnYrAnA68U6W6ggZVmmjjLAkBmAyB1NchaeG9Vt9RunEFjAr24giubeUiQc8ttKYBPOTk54p2teF9Wu9ftb+K6gu7aOGSNre7G3BZcfKyjPPegDoW8Q6MnlFtTtQJc+WTKMNjrj86vvNHHt3yKu44XJxk+1cVZ+Db5vIt9SazlsVuGmMSrkooUbYlOBldwyc9cU7xB4S1vVbzTJU1mKWG1vI5zFNbhSoU5yGHtxigDrZNQs4tnmXUK7yFXLjknOMfkfyp4u7dnCLPGWJwFDDJ4z/KvOIPh3qkUiOz2ThY1UqWY5PlSIdvHyjLgj05qxoPgTVtMv9PkuZ7V47a6M7SBmLsPLCBemOOn0AoA9GooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK4Pxpf8Aizw7pOqa5a6jp5s7ZfMS3e2JbGQMbs+9VNU1rxXpXgi58Qy6lYTKbZJIUjtipVmI5OTz1oA9Horjbm78W3SyXNpNp9jZQ26OstzGX89iuWPB+UDpzWfN451ebwHb6nYaPJJqVxbPLu2/uI9mcuzehxkDqcigD0KiuE1zxVqeneD9D1GJ7aI3oiF1fTKTFbhlzuKj1PH41m6F4u8SaqNVsdNk0/WprYxCHUIRshy33twzyV64FAHptFef22ueKrHXrrQZ5LHVb42RuYWiXyhG2cBXyeh7UsWreKdF8SaRY6xeWN+upuytBbxFHgAXJYcnKgjFAHf0Vw1l4o1u9+INrp8unmz0ea3maLzlxLKyFQWI/hHPHrRQB3NFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHL/EawutT+H2tWVlA89zNBtjjQZLHI4FZHiPTr+8+D40+Cxne9a0iT7OF+cMMZBH4UUUAZGrXeqanfx6XqOh61/YNrDGDFa2+ftb7RkM2QQo9O9da9y2o+Ab9LXRryyYWksMVlLFtfhSFAAPTpRRQBiappGq3HhTwrKNL+3jT1je806Q7DJiPHQ8EqecGsp5PEGmDV/EGieFZrI3ccdvBYKo3lhndMyKdowDjHfFFFAC6Jq17oem3slp4Q8QTazcIXkvLyFSZpOwJDcL6AUvhK8vLXVk1DVvDPiC61q7xHNfTQKI4VJ+6g3fKo/OiigDpb20upfitpd4lpObSDT5o3n2nYGZlIGfXg0UUUAf/2Q=="
ffxy0065	1	{"lines_data": [{"Word": "CC:", "Confidence": 0.768, "X1": 0.12534, "Y1": 0.1312, "X2": 0.15633, "Y2": 0.131, "X3": 0.15633, "Y3": 0.1428, "X4": 0.12534, "Y4": 0.1428, "page": 0}, {"Word": "S. Benson", "Confidence": 0.997, "X1": 0.19272, "Y1": 0.1302, "X2": 0.30323, "Y2": 0.13, "X3": 0.30323, "Y3": 0.1428, "X4": 0.19137, "Y4": 0.1418, "page": 0}, {"Word": "B. Davin", "Confidence": 0.997, "X1": 0.19272, "Y1": 0.1472, "X2": 0.29245, "Y2": 0.147, "X3": 0.29245, "Y3": 0.1598, "X4": 0.19272, "Y4": 0.1598, "page": 0}, {"Word": "L. DeLaura", "Confidence": 0.995, "X1": 0.19407, "Y1": 0.1652, "X2": 0.31402, "Y2": 0.165, "X3": 0.31402, "Y3": 0.1768, "X4": 0.19407, "Y4": 0.1758, "page": 0}, {"Word": "L. Giordano", "Confidence": 0.9745, "X1": 0.19407, "Y1": 0.1812, "X2": 0.32749, "Y2": 0.181, "X3": 0.32749, "Y3": 0.1938, "X4": 0.19407, "Y4": 0.1948, "page": 0}, {"Word": "M. Orlowsky", "Confidence": 0.9965, "X1": 0.19272, "Y1": 0.1972, "X2": 0.3248, "Y2": 0.197, "X3": 0.3248, "Y3": 0.2108, "X4": 0.19272, "Y4": 0.2108, "page": 0}, {"Word": "A. Sadovnick", "Confidence": 0.974, "X1": 0.19137, "Y1": 0.2142, "X2": 0.33962, "Y2": 0.214, "X3": 0.33962, "Y3": 0.2278, "X4": 0.19272, "Y4": 0.2298, "page": 0}, {"Word": "T. Smith", "Confidence": 0.9975, "X1": 0.19272, "Y1": 0.2312, "X2": 0.28976, "Y2": 0.231, "X3": 0.28976, "Y3": 0.2458, "X4": 0.19272, "Y4": 0.2458, "page": 0}, {"Word": "G. Telford", "Confidence": 0.997, "X1": 0.19272, "Y1": 0.2482, "X2": 0.31536, "Y2": 0.248, "X3": 0.31536, "Y3": 0.2618, "X4": 0.19272, "Y4": 0.2638, "page": 0}, {"Word": "D. West", "Confidence": 0.992, "X1": 0.19272, "Y1": 0.2662, "X2": 0.27763, "Y2": 0.266, "X3": 0.27763, "Y3": 0.2798, "X4": 0.19272, "Y4": 0.2798, "page": 0}, {"Word": "94278046", "Confidence": 0.991, "X1": 0.94744, "Y1": 0.9072, "X2": 0.94609, "Y2": 0.907, "X3": 0.91914, "Y3": 0.9068, "X4": 0.92049, "Y4": 0.8208, "page": 0}], "words_data": [{"Word": "CC:", "Confidence": 0.768, "X1": 0.12668, "Y1": 0.1312, "X2": 0.15499, "Y2": 0.131, "X3": 0.15499, "Y3": 0.1428, "X4": 0.12668, "Y4": 0.1428, "page": 0, "Index": 0}, {"Word": "S.", "Confidence": 0.997, "X1": 0.19407, "Y1": 0.1302, "X2": 0.21833, "Y2": 0.13, "X3": 0.21698, "Y3": 0.1428, "X4": 0.19407, "Y4": 0.1428, "page": 0, "Index": 1}, {"Word": "Benson", "Confidence": 0.997, "X1": 0.22911, "Y1": 0.1312, "X2": 0.29784, "Y2": 0.131, "X3": 0.29784, "Y3": 0.1438, "X4": 0.22776, "Y4": 0.1428, "page": 0, "Index": 2}, {"Word": "B.", "Confidence": 0.996, "X1": 0.19407, "Y1": 0.1482, "X2": 0.21698, "Y2": 0.148, "X3": 0.21833, "Y3": 0.1598, "X4": 0.19407, "Y4": 0.1598, "page": 0, "Index": 3}, {"Word": "Davin", "Confidence": 0.998, "X1": 0.22776, "Y1": 0.1482, "X2": 0.28437, "Y2": 0.148, "X3": 0.28437, "Y3": 0.1608, "X4": 0.22776, "Y4": 0.1598, "page": 0, "Index": 4}, {"Word": "L.", "Confidence": 0.997, "X1": 0.19542, "Y1": 0.1642, "X2": 0.21833, "Y2": 0.164, "X3": 0.21833, "Y3": 0.1768, "X4": 0.19542, "Y4": 0.1768, "page": 0, "Index": 5}, {"Word": "DeLaura", "Confidence": 0.993, "X1": 0.22776, "Y1": 0.1652, "X2": 0.30997, "Y2": 0.165, "X3": 0.30997, "Y3": 0.1768, "X4": 0.22776, "Y4": 0.1768, "page": 0, "Index": 6}, {"Word": "L.", "Confidence": 0.998, "X1": 0.19407, "Y1": 0.1822, "X2": 0.21833, "Y2": 0.182, "X3": 0.21833, "Y3": 0.1948, "X4": 0.19407, "Y4": 0.1948, "page": 0, "Index": 7}, {"Word": "Giordano", "Confidence": 0.951, "X1": 0.22776, "Y1": 0.1812, "X2": 0.3221, "Y2": 0.181, "X3": 0.3221, "Y3": 0.1938, "X4": 0.22776, "Y4": 0.1948, "page": 0, "Index": 8}, {"Word": "M.", "Confidence": 0.998, "X1": 0.19407, "Y1": 0.1982, "X2": 0.21968, "Y2": 0.198, "X3": 0.21968, "Y3": 0.2118, "X4": 0.19407, "Y4": 0.2118, "page": 0, "Index": 9}, {"Word": "Orlowsky", "Confidence": 0.995, "X1": 0.22776, "Y1": 0.1982, "X2": 0.3221, "Y2": 0.198, "X3": 0.3221, "Y3": 0.2118, "X4": 0.22642, "Y4": 0.2118, "page": 0, "Index": 10}, {"Word": "A.", "Confidence": 0.996, "X1": 0.19407, "Y1": 0.2152, "X2": 0.21833, "Y2": 0.215, "X3": 0.21968, "Y3": 0.2298, "X4": 0.19407, "Y4": 0.2308, "page": 0, "Index": 11}, {"Word": "Sadovnick", "Confidence": 0.952, "X1": 0.22776, "Y1": 0.2142, "X2": 0.33423, "Y2": 0.214, "X3": 0.33288, "Y3": 0.2288, "X4": 0.22776, "Y4": 0.2298, "page": 0, "Index": 12}, {"Word": "T.", "Confidence": 0.998, "X1": 0.19542, "Y1": 0.2322, "X2": 0.21968, "Y2": 0.232, "X3": 0.21968, "Y3": 0.2458, "X4": 0.19542, "Y4": 0.2458, "page": 0, "Index": 13}, {"Word": "Smith", "Confidence": 0.997, "X1": 0.22776, "Y1": 0.2322, "X2": 0.28706, "Y2": 0.232, "X3": 0.28571, "Y3": 0.2458, "X4": 0.22776, "Y4": 0.2458, "page": 0, "Index": 14}, {"Word": "G.", "Confidence": 0.998, "X1": 0.19407, "Y1": 0.2492, "X2": 0.21833, "Y2": 0.249, "X3": 0.21833, "Y3": 0.2638, "X4": 0.19407, "Y4": 0.2638, "page": 0, "Index": 15}, {"Word": "Telford", "Confidence": 0.996, "X1": 0.22911, "Y1": 0.2482, "X2": 0.31132, "Y2": 0.248, "X3": 0.31132, "Y3": 0.2628, "X4": 0.22911, "Y4": 0.2638, "page": 0, "Index": 16}, {"Word": "D.", "Confidence": 0.998, "X1": 0.19407, "Y1": 0.2662, "X2": 0.21833, "Y2": 0.266, "X3": 0.21833, "Y3": 0.2798, "X4": 0.19407, "Y4": 0.2798, "page": 0, "Index": 17}, {"Word": "West", "Confidence": 0.986, "X1": 0.22776, "Y1": 0.2672, "X2": 0.27358, "Y2": 0.267, "X3": 0.27358, "Y3": 0.2798, "X4": 0.22776, "Y4": 0.2798, "page": 0, "Index": 18}, {"Word": "94278046", "Confidence": 0.991, "X1": 0.94744, "Y1": 0.9052, "X2": 0.94609, "Y2": 0.905, "X3": 0.91914, "Y3": 0.9048, "X4": 0.92049, "Y4": 0.8218, "page": 0, "Index": 19}]}	"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"
ffxy0065	0	{"lines_data": [{"Word": "September 22, 1994", "Confidence": 0.94867, "X1": 0.5283, "Y1": 0.2282, "X2": 0.74394, "Y2": 0.228, "X3": 0.74394, "Y3": 0.2448, "X4": 0.5283, "Y4": 0.2458, "page": 0}, {"Word": "TO:", "Confidence": 0.934, "X1": 0.12129, "Y1": 0.3342, "X2": 0.16712, "Y2": 0.334, "X3": 0.16846, "Y3": 0.3488, "X4": 0.12129, "Y4": 0.3508, "page": 0}, {"Word": "V. Lindalcy", "Confidence": 0.8345, "X1": 0.21024, "Y1": 0.3332, "X2": 0.34771, "Y2": 0.333, "X3": 0.34771, "Y3": 0.3498, "X4": 0.21024, "Y4": 0.3508, "page": 0}, {"Word": "FROM :", "Confidence": 0.99, "X1": 0.12399, "Y1": 0.3682, "X2": 0.18733, "Y2": 0.368, "X3": 0.18733, "Y3": 0.3828, "X4": 0.12399, "Y4": 0.3818, "page": 0}, {"Word": "A. Pasheluk", "Confidence": 0.997, "X1": 0.21294, "Y1": 0.3682, "X2": 0.3504, "Y2": 0.368, "X3": 0.3504, "Y3": 0.3818, "X4": 0.21294, "Y4": 0.3818, "page": 0}, {"Word": "RE :", "Confidence": 0.9885, "X1": 0.12264, "Y1": 0.4032, "X2": 0.16038, "Y2": 0.403, "X3": 0.16038, "Y3": 0.4148, "X4": 0.12264, "Y4": 0.4158, "page": 0}, {"Word": "Kent/True - Response to Direct Mail", "Confidence": 0.99417, "X1": 0.21563, "Y1": 0.3992, "X2": 0.62534, "Y2": 0.399, "X3": 0.62534, "Y3": 0.4158, "X4": 0.21563, "Y4": 0.4168, "page": 0}, {"Word": "Program #1 - Survey", "Confidence": 0.99625, "X1": 0.21429, "Y1": 0.4192, "X2": 0.43935, "Y2": 0.419, "X3": 0.43935, "Y3": 0.4338, "X4": 0.21429, "Y4": 0.4338, "page": 0}, {"Word": "This is to forward a current count of responders to the survey", "Confidence": 0.95092, "X1": 0.12264, "Y1": 0.4692, "X2": 0.84771, "Y2": 0.469, "X3": 0.84771, "Y3": 0.4838, "X4": 0.12264, "Y4": 0.4848, "page": 0}, {"Word": "portion of the Kent and True mailings.", "Confidence": 0.99471, "X1": 0.11995, "Y1": 0.4862, "X2": 0.56334, "Y2": 0.486, "X3": 0.56334, "Y3": 0.5018, "X4": 0.11995, "Y4": 0.5028, "page": 0}, {"Word": "Recall that total budgeted/anticipated response is 25% of", "Confidence": 0.97488, "X1": 0.1186, "Y1": 0.5192, "X2": 0.78976, "Y2": 0.519, "X3": 0.78976, "Y3": 0.5338, "X4": 0.1186, "Y4": 0.5368, "page": 0}, {"Word": "circulation vs. the approximately 5.5% and 6.5% received to date", "Confidence": 0.9572, "X1": 0.12264, "Y1": 0.5352, "X2": 0.86792, "Y2": 0.535, "X3": 0.86792, "Y3": 0.5508, "X4": 0.12264, "Y4": 0.5538, "page": 0}, {"Word": "for True and Kent, respectively.", "Confidence": 0.9848, "X1": 0.1186, "Y1": 0.5542, "X2": 0.49191, "Y2": 0.554, "X3": 0.49191, "Y3": 0.5698, "X4": 0.1186, "Y4": 0.5708, "page": 0}, {"Word": "A. P.", "Confidence": 0.998, "X1": 0.52156, "Y1": 0.6722, "X2": 0.58491, "Y2": 0.672, "X3": 0.58491, "Y3": 0.6878, "X4": 0.52156, "Y4": 0.6898, "page": 0}, {"Word": "/ah", "Confidence": 0.987, "X1": 0.11725, "Y1": 0.7762, "X2": 0.15633, "Y2": 0.776, "X3": 0.15633, "Y3": 0.7898, "X4": 0.1186, "Y4": 0.7908, "page": 0}, {"Word": "KTDM", "Confidence": 0.983, "X1": 0.1159, "Y1": 0.7952, "X2": 0.17116, "Y2": 0.795, "X3": 0.17116, "Y3": 0.8078, "X4": 0.11725, "Y4": 0.8088, "page": 0}, {"Word": "attach.", "Confidence": 0.992, "X1": 0.11725, "Y1": 0.8112, "X2": 0.19946, "Y2": 0.811, "X3": 0.19946, "Y3": 0.8258, "X4": 0.11725, "Y4": 0.8258, "page": 0}, {"Word": "94278045", "Confidence": 0.994, "X1": 0.94744, "Y1": 0.9152, "X2": 0.95283, "Y2": 0.915, "X3": 0.92453, "Y3": 0.9158, "X4": 0.92049, "Y4": 0.8278, "page": 0}], "words_data": [{"Word": "September", "Confidence": 0.955, "X1": 0.531, "Y1": 0.2302, "X2": 0.63612, "Y2": 0.23, "X3": 0.63612, "Y3": 0.2458, "X4": 0.531, "Y4": 0.2468, "page": 0, "Index": 0}, {"Word": "22,", "Confidence": 0.902, "X1": 0.6469, "Y1": 0.2292, "X2": 0.68329, "Y2": 0.229, "X3": 0.68329, "Y3": 0.2458, "X4": 0.6469, "Y4": 0.2458, "page": 0, "Index": 1}, {"Word": "1994", "Confidence": 0.989, "X1": 0.69272, "Y1": 0.2292, "X2": 0.73989, "Y2": 0.229, "X3": 0.74124, "Y3": 0.2448, "X4": 0.69272, "Y4": 0.2458, "page": 0, "Index": 2}, {"Word": "TO:", "Confidence": 0.934, "X1": 0.12399, "Y1": 0.3342, "X2": 0.16307, "Y2": 0.334, "X3": 0.16442, "Y3": 0.3498, "X4": 0.12534, "Y4": 0.3508, "page": 0, "Index": 3}, {"Word": "V.", "Confidence": 0.998, "X1": 0.21563, "Y1": 0.3332, "X2": 0.24394, "Y2": 0.333, "X3": 0.24259, "Y3": 0.3508, "X4": 0.21429, "Y4": 0.3518, "page": 0, "Index": 4}, {"Word": "Lindalcy", "Confidence": 0.671, "X1": 0.25067, "Y1": 0.3342, "X2": 0.34636, "Y2": 0.334, "X3": 0.34636, "Y3": 0.3508, "X4": 0.24933, "Y4": 0.3508, "page": 0, "Index": 5}, {"Word": "FROM", "Confidence": 0.988, "X1": 0.12534, "Y1": 0.3692, "X2": 0.16846, "Y2": 0.369, "X3": 0.16846, "Y3": 0.3828, "X4": 0.12399, "Y4": 0.3818, "page": 0, "Index": 6}, {"Word": ":", "Confidence": 0.992, "X1": 0.17385, "Y1": 0.3692, "X2": 0.18464, "Y2": 0.369, "X3": 0.18464, "Y3": 0.3828, "X4": 0.17385, "Y4": 0.3828, "page": 0, "Index": 7}, {"Word": "A.", "Confidence": 0.998, "X1": 0.21563, "Y1": 0.3692, "X2": 0.23989, "Y2": 0.369, "X3": 0.23989, "Y3": 0.3818, "X4": 0.21698, "Y4": 0.3828, "page": 0, "Index": 8}, {"Word": "Pasheluk", "Confidence": 0.996, "X1": 0.25067, "Y1": 0.3682, "X2": 0.34367, "Y2": 0.368, "X3": 0.34367, "Y3": 0.3818, "X4": 0.25202, "Y4": 0.3818, "page": 0, "Index": 9}, {"Word": "RE", "Confidence": 0.998, "X1": 0.12264, "Y1": 0.4032, "X2": 0.14555, "Y2": 0.403, "X3": 0.14555, "Y3": 0.4158, "X4": 0.12399, "Y4": 0.4158, "page": 0, "Index": 10}, {"Word": ":", "Confidence": 0.979, "X1": 0.1496, "Y1": 0.4032, "X2": 0.15903, "Y2": 0.403, "X3": 0.16038, "Y3": 0.4148, "X4": 0.15094, "Y4": 0.4158, "page": 0, "Index": 11}, {"Word": "Kent/True", "Confidence": 0.994, "X1": 0.21698, "Y1": 0.4022, "X2": 0.32075, "Y2": 0.402, "X3": 0.32075, "Y3": 0.4168, "X4": 0.21698, "Y4": 0.4158, "page": 0, "Index": 12}, {"Word": "-", "Confidence": 0.998, "X1": 0.33288, "Y1": 0.4022, "X2": 0.34501, "Y2": 0.402, "X3": 0.34501, "Y3": 0.4168, "X4": 0.33288, "Y4": 0.4168, "page": 0, "Index": 13}, {"Word": "Response", "Confidence": 0.989, "X1": 0.3531, "Y1": 0.4022, "X2": 0.44879, "Y2": 0.402, "X3": 0.44879, "Y3": 0.4168, "X4": 0.3531, "Y4": 0.4168, "page": 0, "Index": 14}, {"Word": "to", "Confidence": 0.998, "X1": 0.45957, "Y1": 0.4022, "X2": 0.48248, "Y2": 0.402, "X3": 0.48383, "Y3": 0.4168, "X4": 0.45957, "Y4": 0.4168, "page": 0, "Index": 15}, {"Word": "Direct", "Confidence": 0.997, "X1": 0.49326, "Y1": 0.4012, "X2": 0.56469, "Y2": 0.401, "X3": 0.56604, "Y3": 0.4168, "X4": 0.49461, "Y4": 0.4168, "page": 0, "Index": 16}, {"Word": "Mail", "Confidence": 0.989, "X1": 0.57278, "Y1": 0.4002, "X2": 0.62264, "Y2": 0.4, "X3": 0.62399, "Y3": 0.4158, "X4": 0.57412, "Y4": 0.4168, "page": 0, "Index": 17}, {"Word": "Program", "Confidence": 0.995, "X1": 0.21563, "Y1": 0.4192, "X2": 0.2965, "Y2": 0.419, "X3": 0.29515, "Y3": 0.4338, "X4": 0.21563, "Y4": 0.4338, "page": 0, "Index": 18}, {"Word": "#1", "Confidence": 0.998, "X1": 0.30863, "Y1": 0.4192, "X2": 0.33154, "Y2": 0.419, "X3": 0.33019, "Y3": 0.4338, "X4": 0.30728, "Y4": 0.4338, "page": 0, "Index": 19}, {"Word": "-", "Confidence": 0.995, "X1": 0.34636, "Y1": 0.4202, "X2": 0.35714, "Y2": 0.42, "X3": 0.3558, "Y3": 0.4338, "X4": 0.34501, "Y4": 0.4338, "page": 0, "Index": 20}, {"Word": "Survey", "Confidence": 0.997, "X1": 0.36658, "Y1": 0.4212, "X2": 0.43666, "Y2": 0.421, "X3": 0.43531, "Y3": 0.4328, "X4": 0.36523, "Y4": 0.4338, "page": 0, "Index": 21}, {"Word": "This", "Confidence": 0.997, "X1": 0.12264, "Y1": 0.4702, "X2": 0.16846, "Y2": 0.47, "X3": 0.16846, "Y3": 0.4848, "X4": 0.12264, "Y4": 0.4848, "page": 0, "Index": 22}, {"Word": "is", "Confidence": 0.998, "X1": 0.18059, "Y1": 0.4702, "X2": 0.2035, "Y2": 0.47, "X3": 0.2035, "Y3": 0.4848, "X4": 0.18059, "Y4": 0.4848, "page": 0, "Index": 23}, {"Word": "to", "Confidence": 0.998, "X1": 0.21429, "Y1": 0.4702, "X2": 0.23854, "Y2": 0.47, "X3": 0.23854, "Y3": 0.4848, "X4": 0.21429, "Y4": 0.4848, "page": 0, "Index": 24}, {"Word": "forward", "Confidence": 0.996, "X1": 0.24933, "Y1": 0.4692, "X2": 0.33154, "Y2": 0.469, "X3": 0.33154, "Y3": 0.4848, "X4": 0.24933, "Y4": 0.4848, "page": 0, "Index": 25}, {"Word": "a", "Confidence": 0.998, "X1": 0.34232, "Y1": 0.4692, "X2": 0.35445, "Y2": 0.469, "X3": 0.35445, "Y3": 0.4848, "X4": 0.34232, "Y4": 0.4848, "page": 0, "Index": 26}, {"Word": "current", "Confidence": 0.995, "X1": 0.36523, "Y1": 0.4692, "X2": 0.44744, "Y2": 0.469, "X3": 0.44744, "Y3": 0.4838, "X4": 0.36523, "Y4": 0.4848, "page": 0, "Index": 27}, {"Word": "count", "Confidence": 0.998, "X1": 0.45822, "Y1": 0.4692, "X2": 0.51752, "Y2": 0.469, "X3": 0.51752, "Y3": 0.4838, "X4": 0.45822, "Y4": 0.4838, "page": 0, "Index": 28}, {"Word": "of", "Confidence": 0.998, "X1": 0.52695, "Y1": 0.4692, "X2": 0.55256, "Y2": 0.469, "X3": 0.55256, "Y3": 0.4838, "X4": 0.52695, "Y4": 0.4838, "page": 0, "Index": 29}, {"Word": "responders", "Confidence": 0.939, "X1": 0.56199, "Y1": 0.4692, "X2": 0.67925, "Y2": 0.469, "X3": 0.67925, "Y3": 0.4848, "X4": 0.56199, "Y4": 0.4838, "page": 0, "Index": 30}, {"Word": "to", "Confidence": 0.997, "X1": 0.69137, "Y1": 0.4692, "X2": 0.71429, "Y2": 0.469, "X3": 0.71429, "Y3": 0.4848, "X4": 0.69003, "Y4": 0.4848, "page": 0, "Index": 31}, {"Word": "the", "Confidence": 0.5, "X1": 0.72642, "Y1": 0.4692, "X2": 0.76146, "Y2": 0.469, "X3": 0.76146, "Y3": 0.4848, "X4": 0.72507, "Y4": 0.4848, "page": 0, "Index": 32}, {"Word": "survey", "Confidence": 0.997, "X1": 0.77224, "Y1": 0.4702, "X2": 0.84367, "Y2": 0.47, "X3": 0.84232, "Y3": 0.4848, "X4": 0.77089, "Y4": 0.4848, "page": 0, "Index": 33}, {"Word": "portion", "Confidence": 0.996, "X1": 0.11995, "Y1": 0.4872, "X2": 0.20216, "Y2": 0.487, "X3": 0.20216, "Y3": 0.5028, "X4": 0.11995, "Y4": 0.5038, "page": 0, "Index": 34}, {"Word": "of", "Confidence": 0.998, "X1": 0.21429, "Y1": 0.4872, "X2": 0.23989, "Y2": 0.487, "X3": 0.23989, "Y3": 0.5028, "X4": 0.21429, "Y4": 0.5028, "page": 0, "Index": 35}, {"Word": "the", "Confidence": 0.998, "X1": 0.24933, "Y1": 0.4872, "X2": 0.28571, "Y2": 0.487, "X3": 0.28571, "Y3": 0.5028, "X4": 0.24933, "Y4": 0.5028, "page": 0, "Index": 36}, {"Word": "Kent", "Confidence": 0.987, "X1": 0.29515, "Y1": 0.4862, "X2": 0.34367, "Y2": 0.486, "X3": 0.34367, "Y3": 0.5018, "X4": 0.29515, "Y4": 0.5028, "page": 0, "Index": 37}, {"Word": "and", "Confidence": 0.998, "X1": 0.3531, "Y1": 0.4862, "X2": 0.38949, "Y2": 0.486, "X3": 0.38949, "Y3": 0.5018, "X4": 0.3531, "Y4": 0.5018, "page": 0, "Index": 38}, {"Word": "True", "Confidence": 0.991, "X1": 0.40162, "Y1": 0.4862, "X2": 0.44879, "Y2": 0.486, "X3": 0.44879, "Y3": 0.5018, "X4": 0.40162, "Y4": 0.5018, "page": 0, "Index": 39}, {"Word": "mailings.", "Confidence": 0.995, "X1": 0.45822, "Y1": 0.4872, "X2": 0.56334, "Y2": 0.487, "X3": 0.56334, "Y3": 0.5028, "X4": 0.45822, "Y4": 0.5018, "page": 0, "Index": 40}, {"Word": "Recall", "Confidence": 0.991, "X1": 0.11995, "Y1": 0.5212, "X2": 0.19137, "Y2": 0.521, "X3": 0.19137, "Y3": 0.5368, "X4": 0.11995, "Y4": 0.5368, "page": 0, "Index": 41}, {"Word": "that", "Confidence": 0.988, "X1": 0.20216, "Y1": 0.5212, "X2": 0.25067, "Y2": 0.521, "X3": 0.24933, "Y3": 0.5368, "X4": 0.20081, "Y4": 0.5368, "page": 0, "Index": 42}, {"Word": "total", "Confidence": 0.995, "X1": 0.26146, "Y1": 0.5212, "X2": 0.31941, "Y2": 0.521, "X3": 0.31941, "Y3": 0.5368, "X4": 0.26011, "Y4": 0.5368, "page": 0, "Index": 43}, {"Word": "budgeted/anticipated", "Confidence": 0.901, "X1": 0.33019, "Y1": 0.5202, "X2": 0.56334, "Y2": 0.52, "X3": 0.56199, "Y3": 0.5358, "X4": 0.32884, "Y4": 0.5368, "page": 0, "Index": 44}, {"Word": "response", "Confidence": 0.994, "X1": 0.57412, "Y1": 0.5192, "X2": 0.66846, "Y2": 0.519, "X3": 0.66712, "Y3": 0.5348, "X4": 0.57278, "Y4": 0.5358, "page": 0, "Index": 45}, {"Word": "is", "Confidence": 0.998, "X1": 0.67925, "Y1": 0.5192, "X2": 0.7035, "Y2": 0.519, "X3": 0.70216, "Y3": 0.5338, "X4": 0.67925, "Y4": 0.5348, "page": 0, "Index": 46}, {"Word": "25%", "Confidence": 0.934, "X1": 0.71429, "Y1": 0.5192, "X2": 0.74933, "Y2": 0.519, "X3": 0.74798, "Y3": 0.5338, "X4": 0.71429, "Y4": 0.5338, "page": 0, "Index": 47}, {"Word": "of", "Confidence": 0.998, "X1": 0.75876, "Y1": 0.5192, "X2": 0.78571, "Y2": 0.519, "X3": 0.78437, "Y3": 0.5338, "X4": 0.75876, "Y4": 0.5338, "page": 0, "Index": 48}, {"Word": "circulation", "Confidence": 0.992, "X1": 0.12399, "Y1": 0.5382, "X2": 0.24933, "Y2": 0.538, "X3": 0.24933, "Y3": 0.5538, "X4": 0.12399, "Y4": 0.5538, "page": 0, "Index": 49}, {"Word": "vs.", "Confidence": 0.995, "X1": 0.26011, "Y1": 0.5382, "X2": 0.29919, "Y2": 0.538, "X3": 0.29919, "Y3": 0.5538, "X4": 0.26011, "Y4": 0.5538, "page": 0, "Index": 50}, {"Word": "the", "Confidence": 0.998, "X1": 0.30593, "Y1": 0.5372, "X2": 0.34232, "Y2": 0.537, "X3": 0.34232, "Y3": 0.5528, "X4": 0.30593, "Y4": 0.5538, "page": 0, "Index": 51}, {"Word": "approximately", "Confidence": 0.992, "X1": 0.3531, "Y1": 0.5372, "X2": 0.50539, "Y2": 0.537, "X3": 0.50539, "Y3": 0.5528, "X4": 0.35175, "Y4": 0.5528, "page": 0, "Index": 52}, {"Word": "5.5%", "Confidence": 0.965, "X1": 0.51482, "Y1": 0.5372, "X2": 0.56334, "Y2": 0.537, "X3": 0.56334, "Y3": 0.5528, "X4": 0.51482, "Y4": 0.5528, "page": 0, "Index": 53}, {"Word": "and", "Confidence": 0.998, "X1": 0.57278, "Y1": 0.5372, "X2": 0.60916, "Y2": 0.537, "X3": 0.60916, "Y3": 0.5528, "X4": 0.57278, "Y4": 0.5528, "page": 0, "Index": 54}, {"Word": "6.5%", "Confidence": 0.652, "X1": 0.6186, "Y1": 0.5362, "X2": 0.66712, "Y2": 0.536, "X3": 0.66712, "Y3": 0.5518, "X4": 0.61995, "Y4": 0.5528, "page": 0, "Index": 55}, {"Word": "received", "Confidence": 0.996, "X1": 0.6779, "Y1": 0.5362, "X2": 0.77224, "Y2": 0.536, "X3": 0.77224, "Y3": 0.5518, "X4": 0.6779, "Y4": 0.5518, "page": 0, "Index": 56}, {"Word": "to", "Confidence": 0.998, "X1": 0.78167, "Y1": 0.5362, "X2": 0.80593, "Y2": 0.536, "X3": 0.80593, "Y3": 0.5518, "X4": 0.78302, "Y4": 0.5518, "page": 0, "Index": 57}, {"Word": "date", "Confidence": 0.986, "X1": 0.81536, "Y1": 0.5362, "X2": 0.86388, "Y2": 0.536, "X3": 0.86523, "Y3": 0.5508, "X4": 0.81671, "Y4": 0.5518, "page": 0, "Index": 58}, {"Word": "for", "Confidence": 0.998, "X1": 0.12129, "Y1": 0.5552, "X2": 0.15633, "Y2": 0.555, "X3": 0.15499, "Y3": 0.5708, "X4": 0.11995, "Y4": 0.5708, "page": 0, "Index": 59}, {"Word": "True", "Confidence": 0.989, "X1": 0.16846, "Y1": 0.5552, "X2": 0.21563, "Y2": 0.555, "X3": 0.21429, "Y3": 0.5708, "X4": 0.16577, "Y4": 0.5708, "page": 0, "Index": 60}, {"Word": "and", "Confidence": 0.998, "X1": 0.22642, "Y1": 0.5552, "X2": 0.26146, "Y2": 0.555, "X3": 0.26011, "Y3": 0.5708, "X4": 0.22507, "Y4": 0.5708, "page": 0, "Index": 61}, {"Word": "Kent,", "Confidence": 0.951, "X1": 0.27089, "Y1": 0.5552, "X2": 0.33288, "Y2": 0.555, "X3": 0.33154, "Y3": 0.5708, "X4": 0.26954, "Y4": 0.5708, "page": 0, "Index": 62}, {"Word": "respectively.", "Confidence": 0.988, "X1": 0.34097, "Y1": 0.5542, "X2": 0.49191, "Y2": 0.554, "X3": 0.49191, "Y3": 0.5708, "X4": 0.34097, "Y4": 0.5708, "page": 0, "Index": 63}, {"Word": "A.", "Confidence": 0.998, "X1": 0.52291, "Y1": 0.6732, "X2": 0.54852, "Y2": 0.673, "X3": 0.54987, "Y3": 0.6888, "X4": 0.52426, "Y4": 0.6898, "page": 0, "Index": 64}, {"Word": "P.", "Confidence": 0.998, "X1": 0.55795, "Y1": 0.6722, "X2": 0.58356, "Y2": 0.672, "X3": 0.58491, "Y3": 0.6888, "X4": 0.5593, "Y4": 0.6888, "page": 0, "Index": 65}, {"Word": "/ah", "Confidence": 0.987, "X1": 0.11995, "Y1": 0.7762, "X2": 0.15364, "Y2": 0.776, "X3": 0.15499, "Y3": 0.7898, "X4": 0.11995, "Y4": 0.7908, "page": 0, "Index": 66}, {"Word": "KTDM", "Confidence": 0.983, "X1": 0.11725, "Y1": 0.7952, "X2": 0.16442, "Y2": 0.795, "X3": 0.16442, "Y3": 0.8088, "X4": 0.1186, "Y4": 0.8088, "page": 0, "Index": 67}, {"Word": "attach.", "Confidence": 0.992, "X1": 0.1186, "Y1": 0.8122, "X2": 0.19946, "Y2": 0.812, "X3": 0.19946, "Y3": 0.8268, "X4": 0.1186, "Y4": 0.8268, "page": 0, "Index": 68}, {"Word": "94278045", "Confidence": 0.994, "X1": 0.94879, "Y1": 0.9132, "X2": 0.95283, "Y2": 0.913, "X3": 0.92588, "Y3": 0.9128, "X4": 0.92049, "Y4": 0.8288, "page": 0, "Index": 69}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAuYDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqtfi8azcWDwpc8bDMpKDnnIBB6ZoAs0U1d20bsbsc49adQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBGk0UruiSIzxnDhWBKn0PpUlRpDHG7uiKrSHLkDlj71JQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVi+Jbm4t9NX7NJNGWkAkeBA8ix4O4ovc9Ox+lAG1RXl6eMrfw7Y390us3+qM00Vvb2t5askkTMO4CgkEZPSrs/j3U08PavfW+mebNYNGYzLFJAkysecbxkEUAeh0Vx174g1u10vUEurWC3vU05ryGRG3IGA5UjrkEjnoat2GranbeD/wC2dVFvJItiLkxwAgk7NxGff6UAdNRXA6H441PWZ0t001hNPaNMm63lRIpB0RmZQCDnqPSo/wDhKfEVtdw2uuWWn20c86WzeVMxKl4y3X26UAegggjIOaWvJvAfiDWNO8FQXl35c9p/aDWqK7MZWDSbQ24k8D0xWp/wsLUDqbwx6RK6i/8AsoiWGUlk3bTJ5m3b749utAHotFcxd6j4hfxNNpNnBaJbG2E0d5ISdhyRtKZBP1yK6RN4jUSEF8DcQOM0APorjfGdrazunmaxf2160e2ztrOYqzPnO4qOo9c8AUniS0ik0ayk1bVtQhnSHYsWnyFHmmI6gLyTnt0oA7OisrQPtMPh2y/tCYvOsQEkjkZ9t3vjGffNatABRWXr+nnUtGuLYXtzZ5UnzbZwrjA6AkHFUY1vX8DKltLLPefZQFcuA7n/AHux96AOiorzXw3c6qmv61pFrHeRQx2KyI15c/aCs57bsnb34z703QbvVtI13ynsr9oV043F8J7z7Q3mgcBFBO3Jz9fwoA9MorzLwD4gm1Lxbf8A2271I3V3axz/AGO4t3SO2O58quQBwNoz3INem0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFY+ueHLDxALU3nnpJauZIZYJWjdCRg4ZeeRWxRQBzsHgrRoLO4gaOaZrhxI9xPM0ku4cAhycgjtjpWZrnghpfCmqadpdxNLd3yqrSX91JJwD0BJJH4V2tFAHMeHfCcGnac325HmvLmAQ3Pm3DzgL/AHFL87am0nwbpWjyTND9plWWH7OY7i4eVFj/ALoViQBXQ0UAc7p3gzStNvBcxNdu6KUiWW5d0iU9lUnApl74H0XUIEiukuX2FGVvtL7gyDCtnPXHeulooA5HS/hx4d0e9gubSG4Bhbesb3Duhf8AvFScFverE3gbRp9T+2uLv/W+d5AupBDv/vbAcV01FAHLyeBNGl8Tf8JAxvPt29X4unCZHQbc4xx0rqKKKAMHV/B+h67qMeoajZmW5jj8pXEjLhc5xwRRqPg7QdWe2e8sd7W0flxFZHXYvpwRW9RQBhal4V0+/wDDa6Coe2sQU+WE4O1WDYz745+tbgAVQB0HFLRQBU1HTbTVrF7O9i8yB/vLuK/qOapWHhjSNMsJ7G0tTHbzjEi+YxJH1JyPwrYooAzbXQtMsrCWxtbOOG3mBEipwXyMZJ6k+9P0zRtP0eExWFqkKn7xHLN9WPJ/Gr9FAFGLSNPg1B7+KzhS7cYaYKNxHoTV6iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiimqwbOCDg4OPWgB1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRTVXbn5icnPJ6U6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKzNft9SutEuYNJuRbXzgCKYjOzkZP5ZrTpCMgjpmgDzY2fizTnub6PxLJex2Fx+8t7iNVWSMLyMjvmtNRr+jvp+p3Gsf2hHdSpHPZhQFG8gAxHrwSPwzW1pHhe00h75luby6+3MWmF1LvHPoMcUth4V03T50kTz5RC+63jmkLJb8Ywg7de+aAL0d/I+ry2Jsp1jSMOLk42MfQd81eqkmmWserSamqN9qkiWJm3nG0HI46d6u0AFFFFABRRRQByXio6pZatpGoWt9cJp4uFivIEC7QpzhyT74B+tHgm4vb5NT1C5vbma1lu3W1ScAbEU4yMdjXSX1lb6jZTWl1EJbeZSroe4NNXT7VNN/s9IglqI/KCISMLjGBQBZVldQykEHoQaxfGCzt4R1Q213NaTJbu6zQnDKVGePyrSsLC30yxhsrVCkEK7UUsTgfU8068s7e/tJLW6j8yCQbXQkgMPTigDB8MTjT9B0eyvNUmvL68gM0b3By7/KGYZHYbqy/BupSzWXiZoLFYtQttRmWVGnLxvIADkE9B7V0kHhvSbWWKWGzCvEhjjO9jsUjBAyeOAKLPw3pGnm4NrZrEbnJm2u3zk9SeevvQBzsPjPUrZNPuNY0yG3t72KWQCKQs6bF3cjvn2rD1PWNT1HWfB+pTWsFvb3l8oheK4beYzzhl6HI6+lehLoOmIbTFopNpnyMsTsz1xk1WPhLQmuILg6dGZbd98J3N+7b1UZwKAOduPH89rr1tp8trAouL8WoUlt2wnG/P3evauiktoYPF1tMmVlntpvMG84bDR4OPxNOj8LaJFIjrYJmOXzlBZiA+c7sE4znmpJPD2ly6gt+9qWulJKyeY+Rk5OOf0oAxz4qvbt9YOmaes66Xc/ZpI5GKvKwAJ29sc9/SoNV8cSaJqtxZahapGXtlmsSCSZ3Jx5f+9mugvPD+lX7yNcWas0hBfazLvI7nBGao3uhXN/4jsLm4NnJplkC0ULRkyCQjAOenFAGxp0t1Pp1vLewrBcugaWJTkIx7Zq1RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFVdRuZLPTri5jiEjwxs4QttBwM9atVU1O2lvdMubWGYQyTRlBIV3bcjGcd6AMHTfFU2o2huYrW2kjELSOYLkSeWQu4K2BwTWdp3xFgu5tPEltEIruB5meCcS+QFXdiQAfL6c1vWOgCw0GWwg+zx3EsXlvPHCFDHGAxUd8ViaV8O7TSAotp1UT2gtL5RGALhR0b/ZbnrQBY/wCEq1VI7HUJNGB0u9aNUZJP3sQccM46YzgcetYNh8XI9T8PW95aaW8uozXYtvsaycqNwHmHj7vI/Ot+Pwhem10+wudallsLBwyIIwryBR8gdu4H64qlpXw3t9G0eCC0uUGow7UF6YgWaMSeZtI+vegDsXvreG4t7aeZI7i4B8uMnlsDnH0q1VCayml1K0ufOjEcKsGQxAkk9w3Vav0AFFFFAHNeMtf1DQLC2l0y2gurq4nEMdvKWBkYjOFI78HrWto+orq2lW96q7DIuWTOdjd1/A1jeIfCC+JNZsLm9u3NjaAkWijGXP8AHuHIOOPzpvhrwnc+GNNv7G11MtFNK0tsHjB8gsc/8CH1oA6qs7XL2bTdEvb23WNpbeFpQsmcHAzjirVpHPFaRR3E/nzKuHk2hdx9cDpVXXNPm1XRrqwguRbvOhTzCgfAPXg+1AGVoniSa+eNLpbVvMtBdbrWTdsGAdrL1B549cGptP8AGOkajPcwLJJDPbxmZ4pkwxjHVwBnIqvH4RX/AIRi40qW5RJ5o/La6toRE20fdGB27Vl2ngHULbVbjUv7dH2iayNpmO1VQozkEe/P40AX4PHOm6xN9g06S6juJ43NvcGAGM4GdwOen1qt4U8bx39lptpqX2j7fcCRTO0GyJ2QtkA+uBnpim2ngS9h1CG+n1hGnt4Xig8m1WNQWGCWA+9T18FagbfSIpdbDf2fLIw22yjerggr7cE80AWbX4i+G7zU4rCG9zLNOYIW4KyOOwwc/iQOlaNu+ox+KbmCW8WWyeASxReWAYjnGNw6596ydG8DjRb6Aw3Vu1lbn91G1mnmADpmTqfrVxtD1w+ITqK68qwE7fI+yr/q92duf60ATy+LNNig1CZ1uAthdLaz/u+Q7EAEc8j5hzVG/wDFZ0jUru2kSW/neWJbWzt1XzdrLknHoPU1BrHge41GXUhb6zJa29/NHcSxCFW/eJtxye3yjip9X8FjVXnuPtzQX5kikguoowHi2DG33B7igDqIXaWFJGjaMsoJRuq+xqSooEkSBElk8yQDDPjG4+uKloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqOq6pa6Np0t/eM628Qy7IhYgeuBzV6sHxnFd3HhLULaxtJLq4niMaRoQDk98mgB8firS5I52EkwaGD7Q0bQsGMf94DHI+lMtPF2k3k9hFG84N/n7MzwOqyYGeCRjoK5yw0jUtKW8mlsLu/uJ9OEcLtIC0QC4MPJ/vc5rP8ABOm63peqWK3Wj3+x4Ehme7mVkt9itzHg5GSQKAPUaKwNNsni8V6tdmxniWVIlFw9wXSXAP3U/hx+tb9ABRRRQAUUUUAZd/rtjpt/b2d08iS3AZo8ISpC8sSegwOuaS28Q6XdaV/agukistxUTT/u1POOrY496wPGnhm48S6ppUflP9jgWYSypNsKlwAvHcAjJHes/VvDmu6npulLP5kf9nb0kitXXM/ACsMjHboaAO3bV9NS3guG1C1WGfiKQzKFk/3TnBqKTXtJi0uTUzqNqbKPO6dZVKA+mQevtXHReFblfDkdjLpbXofUFuHjvLhSQgIJPC4HTGBVqfwrdTR+KbWO0to7e+SP7GrAMm5VIJK4wOSKAOusdSsdTgM1heQXUQOC8MgcA+mR3rMvNdntNUuh9mWTTrO3DzSo2ZPNJ4QL06YPXuKZBeSaPpl5NNo6Wdvbxh0WFt7StjptUcc4FT+H9JXT9LJljU3V0xnuj13yNyevp0/CgChY+OLG8uxBJp+pWa5Iaa7hVI1IGSCdxxWv/wAJBo3lxSf2tY7Js+W32hcPjrjnms/Tbe8E+qteaYoSWXzIg0offxjGMcVjeD/CX9n219FqOi20c0lzJNHKXEgAY/KAMfLj2oA7BdRsXNuEvIGNyCYMSA+aBydvr+FMTV9Nkv2sE1C1a8XrbiZTIP8AgOc1xGn+HNctW8N2zWFv5el3csks4m6o/mD5Vx0G8cZ7U638EzQPbxPavNJFdm4+1C7KD75bOAM5wcYzigD0OigdKpzWHnXaz/arlNuP3aSEKfqKALlc/qXiqDTtWfTTp2oXFwsH2gfZ41YFMhSRlh0JFdBXB+J/B9/4i8TTyiQ21m+mNbpcRzsriQuG5UdRx+tAHR3PijRbGwtb2+1GC1hugPKM7hS2e2Kn1DXtJ0rT11C+1C2gtGAKyvINrZ9PX8K5PVfBtzdy2V19mWTybRLY2kd00aR7WyGU49Ov0pkvhG8j0OwgGl21w9nNLIkX2twQGxja5z75BGPSgDqF8WeHnsUvhrViLVyQspnUKxHUDPepIPEmi3WkSatBqdrJYRgl7hZBtXHr6V5xr9s3h7SNDg1JbN7g6r56QSDKrGc/KzAc/XFb0PhO7uHu9UWCzga4aCSPT4zmJgnPznHJOeuKAOlt/Feg3Wkvq0Gq2r2CMEecP8qkkAA+nJFSad4l0XVmuRYana3BtRmYxyAhBzyT6cHnpXG6j4L1PV7fU50s7HT5LuxFotorbkzvDF2IAGQBxx3rcuNAu2S8FtY2EPnaf9nCH7rPzw2AOOTQBoab4t0DV72Sz0/Vbe4uI0LsiN0Ud/p71JYeJ9D1TUJLCx1S2uLqMEtHG+Tgdcev4Vymm+C9Rh1JJW8q2gXT5LNl80yl9w4IJGQBSeHfh+dJ1XTbuS2w1oGG/wC2yOBkfwqeOfegD0OsOz8XaHfarJpkF8rXscrRGLac7l684xW5WDb2OoWGoSi2tbRraa585pWbDKrAbsADrxQBYu/EujWN39ludRhim3rGQTwrN0UnoCfQ1qggjIrj73Q9ZntNS0xYNOa1u52ZbiQEuqscklehYZwPoK66JPKhSPOdqhc/QUAcjqnjHUrTxZJothoLX8cESTXEy3KoyK3cIev51oXvii1TSLK+tJocXkqJEZ9yqcthhkDhhzx61j3/AIf8QxeN7/XNLFiyXdolr+/ZsoB1bAp1/wCHNctPDFjomjGymWIhpp7vOS2/edoHTJJ+lAHU6hq+n6Usb6hdxWySHarynaufTPQVTXxXockaOmoIwkkMSAKxZmAyQBjJ4NZ3iDTda1fTdNQWWlzTRSia4iuCxj3AHG38Tnn0p+raJf6hDp10sdqt9bK3mRBmVCW252sORjbQBpjxHo5sBff2hD9mMhiDZ5L5xtx1z7YzVLVPGOlaZo9zqXmNNHbOkcqqjBlLHA4IzVSLw9fR6RbmOCxiv4bhrjyzueN2PqSc596ffaHqut+GdQs7/wCw217dAYMCsVG3puJ5NAHRWl5DfQebbszJnGWQr+hAql4i1SfRdButRtrM3ksChhAH2l+egODzUukf2p9k/wCJqlqk2cBbbcVx9TTNdtLu90p7eyMIldl5lzjAYE9O9AGRpnjJdW163063sJdjWguJp2OFjJCnYOPmPzDPTFalj4j0vUdQmsLe4b7XCCzRSRsjFem4BgMj3FZDeFZ7GXytEeOzheOdnlLFnSWQqQVz2+XpWboXgrUtN8XJ4gleyWSS2aCeNd7ljnIYMx6nvQBuaJrc+p+ItXtTPaPaW2wQpGGEqkjneCPypNJ1LVG8XarpV/LbywwwxzwGKIoVDFhtbJOenXiqmi6Vrtr4rvdTu7TTI4rwKsrQO+/Cg7eDxn1pbLTPEUXji71WVNPFjcRpCQrMXCIWIPpk7qAOuooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxNa8WaP4fuILfUroxSzgmNAjMWx9BWjYaha6naJdWcyzQv0ZT+h9DXG+N73UE8RaDb6d9oiKs7yXC2LXCJkBVzjp378Vm+JtJl0TwzFaCXULm9u9Q+0zT6fC6kBjlyAucDHY0AemeYmGO4YXqc9KQSIybw6lMZ3A8VxGpWFimj6dc29hqb6W83m3cMYfzn+XALqfmIz1ArNjshcaZfzWOl6pFo4uISLN3aN5kUHeEVjkAkjjjODQB6QZogu4yJtxnO4Yx60oljLbQ6lsZxnnHrXk2gvZXeoeKp5dG1CLTFtbaNLSTezjgkAICT1weK2vCthYWPhGW/Sy1G41COHy7h7pJFlk6EhQew7Y9KAO9E8LKWEsZC9SGHFC3ELkBJY2J6AMDmvF7ePU5b7WlFlqL2t1pbRQFbF4ELqc4Kkk5x0PGa1dJ0xbHxPo0ttp1/GTOvnMY32KrQ478D5uvvQB6xWNH4m0qXVzpa3GLsStCEIxllVWOPwYVsnpXkNn4fvT8SbG6k0G1jjF3cu06zux6Jgn068epJ9KAPTLXW9PvNVutMhn3XdqA0se0jAP8APpWlXFTeI44fHvkjS9VdDCLczpaMYwwcn72OnPXpXa0AFFZGqWetXFzC+m6pDaQqP3iSW3mFuexyMVrDOKAMfXPE2n+H/JW78+SWUMUht4jI5A6nA7Cp9H1uw1zTIL+zlJhmUlQ42twcHIPIrlPGvkjWbWaew1xWihZYr7Shk/NnKMMH+6PzrPeLWtKs/DWp6jpc13NbmaK4js48uVfGzco79c+9AHosv2SUI0vkOCcIWwcn2oS8tSSi3EOUIUgOOD6V5pe3Ej+Ab63ufDmqwt9uZEggjJkQFs7kI5Ax3reXRrLW/BZew0qWwuGUPEtzHtlLp90v3Ocd/WgDr/tMHmmLzo/MVdxXcMgepHpUaahZSWzXCXcDQJ96QSAqPqa4O+8OanfeE9X1CO2aDWtSkSYxHBeKNSuYsg85Ck4zyWxVXwdob6xbaudUguYLG7txbm3lsRap3ywXJyfegD0n7ZbeZHH9oi3yjdGu8ZYeoHep64DwJZLqxi1e8iieTTVbTrOZOVdEYgyD0z/Su/oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiio5TIImMSq0gHyhjgE/WgCSis2wuNVmt5WvrG3t5h/q1ScurfU7Rj8qlsZNRkVze21vCw+6IpS+frlRQBdoqlaSai0rC7t7eOPHBilLHP0KiiCTUjdFZ7e2WDnDpKS3txtH86ALtFUhJqX23abe3+y7vv+ad+Pptx+tJLJqQuwsVvbNb5GXaUhsd+Nv8AWgC9RVOd9QW4RbeC3eA43M8pVh64GD/Olu3v1dBZwQSL/EZZSpH0wDQBboqrdvfIqmzhgkY/eEshUD6YBone9W2U28MLz8bleQqo9cHB/lQBaqnqWmWer2b2l9CJoGwSpJHT3HNOd737CGWGE3WPuGQ7M/XGf0qBG1b+ymZ4rT+0OcKHby+vHOM9KAF0nRdP0O1+z6dbLBGTlsEksfUk8mtCsyzbWjpchvY7Eah83liFm8s+mc80acdaNjMdTWxF3k+ULcts6cZzz1oA06KytJbXSJv7YSwU/wDLL7KX/XdTdMbXzdzDVU08W+D5Rti+7r33cdKANeis2zOsnUJvtoshac+V5O7f1GN2eOmamjXUPtbGWS2NtztVY2D+2TnH6UAXKKyWt9bOsrKt/aDTgfmg+zkyEY/v7sfpTbq2199VSS11GyisARuhe2LOR3+bcB+lAGxRWRqNvrst9E+nX9nBarjzI5bZnZvXDBhj8qNVttdmliOlahaW0YH7xZ7YyFj7EMMUAa9FZGq2+uzJANLv7O2YD96ZrYybj7fMMfrS6jb65LaQLp2oWkFwv+ueW2Lq/HYBhjv3NAGtRWTc2+uPpEMVtqFpHqAx5kz2xZG9cJuBH50+KDWBozxS31s2pEHbOICIwe3ybs/rQBp1HLFHPE0UqK8bDDKwyCKzrODWo9MmjvL60mvjnypUtyiLxxldxJ596TTbfXIrW4XUdQtLidh+5eG2MaocdwWOefpQBds7G00+3FvZ20VvCCSI4kCqM+wqzWXpMGtQpMNVv7W5Y/6swW5j2/XLHNR6Zb69DdyNqeo2dzbkHYkNsY2XnjJLHP5UAbFFZFnba7Hqkkl5qFpLYnOyGO2KuPTLbjn8qZBa+IF1gyz6lZvp24kQLakPt7Dfuxnp2oA2qKxZbXxCdY82PU7JdO3g+QbUmTb3G/djP4VLeW+tPqcMlnqFrFYjHmQyW5Z29cNuGPyoA1aKyNTttcmu4W0zULS3twP3iTWxkZuexDDHHtTtWg1qcRf2Tf2trjPmefbmXd9MMMUAatFZGp2+uTW9uum6haW8qj9801sZA5wOgDDHf1pby21x9LgjtNQtIr5cedNJbFkfjnC7hjn3NAGtRWVLb60dGSKK/tRqPG6drcmM+vybs/rT4YNVGlCKe+gN/wB50gwn/fJJ/nQBpUVm2dvqqaa8d5fQS3pztmjg2oPT5ST/ADpbCDU47OZL68gnuCT5ckcJQKMcZGTnmgDRoqnZQ3sUTC8u0nc9GSLYB+GTRawXsTubm8WZSPlAiC7f15oAuUVQs4NRiuZWu72KeE/6tFh2FfqcnNPhgvUu2eW8WSA52xiIAj05zQBcoqmIL37d5hvF+zZ/1PlDPT+9mlaG7N6si3Si2HWLy+T/AMCzQBboqpPDdvcxvDdLHCPvxmPJb8c8Ul1Beyyo1teLCg+8piDZ/HNAFyiql3DdymP7NdLBj72Y9279eKddxXUsSi1uVgfPLNHuyPpQBZoqrJFdtZLHHdKlwAMymPIPrxUwWTydvmDzMY3be/rigCSiobdJo4gs8olfJ+YLt/SnupdGUOUJGAwxke/NAD6Kr20EsG/zLqWfccjeFG36YApttbTQSyNJeTTq3RHCAL9MAH86ALVFVbe2mhmkeS8mmVuiOFAX6YAP501bSZbwzG/naMn/AFBVNg/Hbn9aALlFU3tJmuxML6dYxj9wFTafx25/Wle0ne7WZb6dIxj9yFTafxK5/WgC3RVS4tZ5p0kjvp4VXGY0VCG+uVJ/Wi6tZrgoYr6e229RGqHd9dwNAFuis3VNKk1O3ijTU72zKNuL2zKrPx0OQadqGmyX2nrarqF3asuP38DASHHqSCOfpQBoUVmXOlSXOkx2I1O9hdAoNzG6iVsepxjnvxTm0uRtG/s/+0rwPt2/agy+b9c4xn8KANGis610uS30prFtSvJmIIFzIy+aM+hAxx9KdpWnPplp5D311encW825YM304A4oAv0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFYniS21i6tYE0i/Fkwl3Ty7QzCMA5ABBGc4oA26K8x0xPEepeFJtR1HWJLu1ltC6KMQukyycYKAHaQOa63RNV1i5uJLTVNOt7aVYFljMNyZA/bnKjFAHQ0VzHg+9kutJ1C4mjkSdL2dZInuDKFZWwQpwML6DFZugeONQ1TV7OzvNKitFuldkzK/mDb6qyD+dAHc0UVysl9cR/EK2s7mzCpLbyG3mju2IIHJ3R4Az780AdVRXC+IPG2o6Nq95F/Z0CWNoqEz3Luiy7v7rBCox7nvXbQyLNCkqEMrqGBByCDQBJRXn+v6/wCJoPiKmjaGlpPG2meeYrp9ihvMxuyASeO1bGpa1rX9pw6TpdrZm9NqLiWW4kYRrzjC4GTyPagDqKKxvDusyaxaT/abdYLu1mNvOiPuXeAM7T3HNR+L31KPwvfNpTQLcCJuZmZQFxzgjkH0oA3aK4SwGqeE9DhhEUV5qN/cCOEm6leJTsJBdnyV6HgdTirCeJNZhvtR0e7gs11GCzN5BcIzGApkjD55U5B/nQB2dFeeXXibxlB4afXRp2l/Z1i80xeazOF454GD607TPiOdavbdbG1C2yxyS3ckoIKxhflkUDqpbigD0GiuK8NeLtR1XXzpd7ZGENaG4jlaFog2GA4BJJHzd8H2q1Yan4muZrwSwaakNpcFPMEjEyoOTgY+U4x3NAHTvNFHIiPIqvIcIpOCx9qkrzT7dd+ILvwnrt3BYJFLesYFDt5sSlWwPQkgc8cYr0ugAorzbxX8QNR0SeW6sLb7XYQTLC7iA7NxYAgybuCM9lNejq25Fb1GaAHUVzl/eazda7Np2mTWlrHbwxyvLcRl2csT8oUEcYXrmnRatewXH2a/lsklNiZ8xk7QwyGPJ5XpQB0NFcHN4s1Y+CtH162W0kkuZUSWEghZNzEcNn5fyNa1/ceIdM0Oa7a4sbi5WQOsflFFKn+Ddk8/7WPwoA6aiuP1fWNe0LSHvLgW9zc3M0cVvawRE+UWPzDcWG/jOOlZA8WeKIvDusT3On/Z57GJZobi5g2LOM/MuwOSD2znvQB6PRXHtfa1/ZOtRXd5bG4WxNxDJBEV8vKnjknOMdeKm8EnWZdHs7nVNXt71JrdTGqQbHB7ktuO78hQB1VFMkfy42faW2gnA6muN0y+8Rai9trA1XTksLiRU+wtH8yLuwRvz/rO2MYzQB2tFeez614gtrVvEb6pZNZNJ5KaWIsnJk2gCTOS+O2MZ4960LbXNUi0qf7bd2hvINQWAkR7QyM3A27jhiD60AdlRXnNxqniibX9caHV7SCw0mdGERt9zSqwzsY54HvVrVrTxFe+MG+weKU062+yrL9nNsr5Ab5uSffrQB3lFNU5RSCGyOo71yms32pX3iX+wNP1NNLaO2F0ZzEJGlBLLtUHgYKgnr17UAdTLLHBE8srqkaAszMcAAdzUNhqNlqlqLqwuormBiQJInDKSPcV5x4nvdW8QeCbVYNTihl/tNbWWeGLdHOu4jOD245HSu58N6J/YGixWJkhlkUlnkht1hVmPfavAoA2KK5b4gXeo6b4Tu9S03UPsc9opkGUVlk/2TnoPpWVqOpeItI8Pf2jJqlvdvfvDEhhiXy7QucFlYkBhyMbiOfyoA76ivOl8Ra7pmla7HdXdrLLaRI1tcXUsaSZfj51QkAAng96xrTxP4iCeIEfU7z/AEbTEuYHuraJWR9xBI25DKcd6APXqK8ttPE+q6W+n3EniK21yO9tpJJI0hVVgKru3ApnjPBBrTsNU1CLUNLlbxTbajFqIctbrCq7BtLBkxzgYA+agDv6p3mqWGnSQR3t5DbvcNshWRwpdvQZ6mvONB1/XVHh/UL7X0vINTvJrbyPJRBtUSbSCOSxKD25rG164j1210HUtW8QwSibVoyNOaKNTb4Y5Xd94FSACe9AHtlFeWz+JPENzfX17banZWMFpeGBLS7ljRGVTj5yfmBI5GKm1rWdVf4h22jweLLfTrW5tBM0ZSNyHyAFQnrnrzQB6ZRXmXiDX9StNbbTI/ESxCytFa4aMQrIWIJLssmBjgfdPeu28M3c1/4X0y7uJTNNNbI7yFNu4kdcdqANeiuO8aPdQahpMy+Iv7GsyzpK7BMFsZXluPWq2rayItM0lIPF0UNvNIyy6qVjcOQOFz91c/0oA7qiuY8HX817Hfo2sLrEMMwEV4sYUNkcr8vBx6j1rX1kN/ZNwy6g1hsXe1yqBjGByTg8dKALN3eW1hayXV3PHBBGMvJI2FUe5qSKWOaJZYnDxuAyspyCD3rgbnWtJk8EeII5/FEOs7bJ3d2CAIHUhBhRjJb15rG0zX9U0y0sLWy1lNTkl0J7iGAqmDKpAAXbycDPHtQB61RXl3g3xL4gu/EdlZ6jrWl3Uc0DNLBHOryBhzkBUG3HQgmvUGIVST0AzQAtFePW/jTU7q+j26+rCbVjDFBbCOSTyt5G1oiAy9PvZPHNbeueOI9Msb22bWYotTi1RIkifbvERkXII/u7GPNAHo1FebXmu3F38RG0W18Xw2lr9mEhjxG7mUsRsUkcY44OTWjr+s6noN8NPF1cXE2pRrFYutuCIpRwxYjj3oA7iivLvEuteI9H12OwbVIY7ZbNGjuLmZLcTSjO45KMD2+UYq9ceIde0jRtF8QXj/bbZ4vKvbazjzukY4jdMgHk4BHvQB6HRWR4ci1OPRoX1e4M17L+8kUqAIs8hBjrjpmtegAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqG6t0u7WW3kLhJFKsUYqcH0I5FTVzXi/xTJ4WgsZk0ya/F1cCDy4Ww4JHGB3oAsWnhPTLHw7LoUH2kWMgYEG4cuAeuGJyPwNEXhTTob/7asl55/2b7LuN1IcJj69ffrWbF43NvBdpqunPZ6hEV8m0Em9p933dpx68H0og8W6kZryxutBe31OGEzwxGYGKdBjOJMdRnkYoAuaN4K0jQzdm0+1lbsMJkmupJFct944Ynk+vWpdN8H6LpN6l3aW8iyRgrEGmdliB6hQThc+1ZGgeNb/xHYx31poM0Vo8LHzZpNv7wLnAGOV7bv0q14M17XNe0y1u9S0uC3hmgEizRz7txP8As44/OgDq652TwZpU3iJNdka8N8hJU/a5Nqg9QFzjHt0rN0bXLy5+ImsabexS2/2e0jkWPzw8W0k4YDAwT3oXxzOwk1A6O66DHN5RvmmAYjON4TH3c980Aamq+DdE1q8N1f2ryucb085wkmOm5QcHHvW8iKiBFACqMADsK4x/GWrDVry1Tw/utbN0Et19pAUo/wB0qNvJxyRXa0AY+s+GNI1+SGXULXfLDkJIrlGAPVcqQcH0ptz4V0W7tbW3msVaO1XbD8zAoPTIOar6rruqw6q9jpGii/8AKjDyyvcCJVJ6KODk4wfxFc54n8Q6trGgaONCgeP+0p/JnZLgRSREZygODg5HWgDutO02z0q0W1sbdYYVyQq+p7k9zUeq6RY63ZGz1CAT25IJQkgEj6VX8NWN1p2gWtteSzyXCr85nm81wc9C2Bmsrx94i1Hw1pFpdabBDPNNeRQFJTgEO2ODQBpR+E9Ei0mXSksV+xSuHeIsxywxg5JyOgqOLwboEOn3FjHpyC3uMecu5suB0BOc49qwfG13q48Df2nJDNY6ja3UUi29rc58z94q7SwAyCD0xVpPG72tlqH9q2CWd7ZtEoh8/crmQDZ82OPfjjFAG1pnhfRtItZ7axsUignXbIm4kMMYxyadB4a0a2laSHT4UZrYWpwvWIdF+lZnh/xc2r63daTcWscNxDEJQ0MplRgeMbsAA+1dBfu8en3Mkb7HWJmVsZwQKAMa18DeG7O6juYNMjSeI5STc2R+OentUumeENC0e9N3YWCwzkEFw7HOevU1yHg7xjqWv6c2q3109ra6dbl7iEwr5l1xuMgGOF6gY61paF8RoNcvtOghtlIvt20I7F4gASC424GQPXg0Aa8vgXw1NdNcyaTCZWk8zOTgNnOQM4H4V0QUKoAGABgVycHivUReWcV7pMcMV1fPZo6XG85UN82MdPlNamm32pXOqXsUsMJtYZiiOH+YDHHGKAIr7wZ4e1K4mnvNLhmkmGH3ZwffHTPvW3FGkMSRIMIihVHoB0p9cp4h8Zw6At+zrDL9liVxGsh3sSehwML+JoA2NT0DStYkjkv7KOZ4yCrHgjHbI6j2pmpeGtH1aO3jvrCKVLf/AFQxgKPTjtx0qjd69qqazNY2WkJPFDarcNO9xsGTuwuMHn5TST6rd6pbtbW9lhZLETyP9oKFS3RQQM54PNAEk/gjw5c6fDYSaTB9lhcvHEuVCse4was3vhjR9R02DT7uyWS0g5jj3EBfyNQeCrl7zwdps8hkLPFk+Y5dup6sev1qj46tdYfSnvdN1mXT4rOGSWVIlG6UhflGewBoA3YNF0630xdNjtI/si5xEw3D9ap/8IhoP9lS6YdNiNpMcyRnJ3c55PWsTQhrmkeGpdYutTl1dHsI7hYp/lYPtLPg44BGMD2q9H4j1WLw8mr3+jiASCIi2EuXTe4Uhj04Bz+lAGrF4e0qG/F8lmguRCIA5JPyAYC4PtTtO0HStIllksLGG3aU5YouPy9B7CsjUvGKaZJrYltSy6akLKQ33zJjA9uTUml+Jbi81mLT5bUMkkBlFxCrhUI/gbcOvvQB0tZsWhaZDqD38dlEty4GXA9PTsKfrV+2laJfagiB2toHlCnodoziuQ0Dx5qGtyR/8S6KOELavK+49J+gX3Xv60Adeujaat8b1bGAXJOTIEGSfX6+9Lc6Ppt5KZbmxt5nPVnjBNc3feNTYa9ZWPlLcx3l0LdPJRgUyGO7ceGxt5x61s77g+KxG+PJFsWTa7Dq2PmXOCeOtAFk6HpRe4Y6dalrkATnyh+8A6bvWpZ9Nsrny/PtIZPL4TegO36VRuIvJ8S2MiPKDMsgkXedpwvHHSm6wsp1TSfnIh+0chHZSTtOM4OCPYigDaChVAAAA4AFV7qwtL0AXVtFNjpvQHFYF9rOrN4ju9JsEtVW3tY7ozShiQCxG3APOdp57VQsvFeo+Io4zpa29kY7WG7nNypfcrgnauCPT73+FAHYrbQJEsSwxrGpyqBRgH6VNXlw+JeoXeh6VdRWQhl1BnxJFC04jCvt5QEHnrnoK7Twtqtzq+kvc3ctlI6zOga0YlcD1zyD6igDZlhjnjMcsayIeqsMg0020Bt/IMMfk/8APPaNv5VKCCMg5FLQBWWws1RkFrCFYAMPLGCB0BrP1bw9bajot5p0Gyz+1R+W0sMa5A/LFbNFAGVomjJpGmxWryJcSouwzeSiFh2BCgCrkVhaQvvitoUbGMqgBxVmigCutnaqEC28QEZygCD5T6j0ph0ywZtxsrcnOcmIdat0UAVpNPspXLyWkDserNGCaGsbR5RK1rCZBjDlBkY6c1ZooArS2FnPIZJbWCRz1Z4wTU6qFUKoAAGAB2p1FAEU9tBcoEnhjlUHIDqCM/jTDY2jQCA20JiByEKDaPwqxRQBHDDFBGI4Y1jQdFUYFOZVdSrAMpGCCODTqKAKq6fZIjolpAqP95RGMN9acllaxsjpbQqyDCEIAV+npViigCvHZWsMplit4kkbqyoAT+NWKKKAK0dhZxTebHawJJnO9YwD+dD2FnJK0j2sDO33mMYJNWaKAK39n2fned9kg83Od/ljOfXNTlVYglQSOhI6U6igCKa2guAomhjkCnI3qDg/jWZqegRarqFjdTXd0iWcglWCNwI3YHILDHOK2KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArifiNp2oala6Qlhb3khhvlmke0IDxhQeRn3NdtRQByi+DYr+BZ9XvJ7rUA6SR3BARoipyoAHHXr61bj8OztNPdXWqSz3kkRhjl8tQIoyckBemTgc10FFAGPomhnRdLj00XklxbRRCKNXUAqoGOo61W0Pw3caIkNvHq9xLZW4KQ27IBhccAnqcdq6GigDm7XwmLbxPca82oTS3FxCsEqFAFZF6D261Cng14lSyTVZxo6uXNiUU55zt3ddue1dVRQBz9x4beeLUYxqc6LeurHai/u8dl/T8q3IUeOFEeQyOoALkYLH1qSigDK1DSZrudprbUbizZ02P5WCD6HB6H3rOu/B0UljY2ljqFzYLZuZFaHBZnPViT36101FAFaxt5LSyigluJLh0XBlk+8/uap69oNn4h08Wl5vASRZY3Q4ZHU5Vh9DWrRQBzd/4Vk1LQzpl1rN4+Z1mabjcdrBgvsAQKjk8E2VzqWoXl1d3M/wBt8smN2G2Nk+6y+4rqKKAMTRvD76VO80mpXV2zDAEu0AD6Ac1rXEK3NvLA5YLIpUlTg4IqWigDBtvCmm2n2MQ+cPstubVcvnfESDtb1HApmm+E7XS7iN7e7uxDEcxQbxtQYIx0yRz09hXQ0UAYH/CJ2Wy1Vri8Y2ty11EzTEkOc5+o5PHvU0nh2B757tby+iLyiZo45yELAenpWzRQAVyuseANH1sXK3L3aR3UwmmjinKq7gAZP4AcV1VFAGKfDds0txIbu9/0i3Fs48442AEDHvyefeq7eDrA2kFulzfR+VAbfzEuCHeP0Y98dq6KigDL0HQrbw7pkenWck7W0fCCaTeVHoDVjU9Oh1XTZ7GdpFhnUo/lttJB6jNXKKAMMeF7MeGl0Bbm9WzVdgYTnzNv93d1x2qb+wLZtAk0aaa6mt3UoXllLSYJz972rWooA5Ww8A6RYTXsnm31wb2MRzi4uC4YDoee47Gr2meGLTTL9b1Lq+nmSHyV+0Tlwq/T1963KKAK1/ZQ6jYXFlcAmGeMxuAcHBGDWFaeBtHsIpEtftMQkjgjJWY5AhOUI9+K6aigDkv+Fe6L9tt7vzL7zLafz4B9pbbG2TkAehyeKsSeCtPl8RLrjXeo/bFOQBdNsAznbt6Y9q6WigDmNY8C6ZrmrR6jeXWoiWMgosd0yIv0Apmu+ANI8Q6mmoXk+oJMgAUQXTIox0OB3rqqKAOdPg3TG1e41QyXf2m4tPskp884aPGOnr3z61la14OJ0/TtP0zTrSe2tIhCpuJ3Rwo4AJX7w+tdvRQBw8Xwv0L+xtO0+VrvNjGyJJFO0bfMct0966CDwzpVtoD6LBb+VYupDKjEM2epJ65PrWxRQBDbW8drbRW8QIjiQIoJzwBgVNRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFYXiPxDJoP2FYtNmvpLyfyESJ1XDYyMlvoaAN2isKx8UWk9peS3qNp8liQLqOdgfLJGRyMg8elT2HiTRtUtZ7qz1CGSG3/1zZK+XxnkHBFAGtRWHYeMNA1OaaGz1KKaWGIzSIFYFUHVsEdKk0vxNo2tTSQabqEU86LuMfKsB64IBxQBsUVzPh7W9WvNa1XStXtbSOazKMj2zsVdGGRkHoal07VNZbxRd6XqNtaC2WHzoJ4GbJG7G1ge/wBKAOhoorn5vGeiW2uS6RPeCO6j2DaUY5Zs4HA+n50AdBRXIXXjSLR/F91pOszW1va/ZVubaRQ5dhkht2M9NufxrXvfE2lWENtNLO7R3C74zFE8mV67jtBwPc0AbFFc1qvjXStLl0gMZbiPVH2wywRlwBjOeB0+nNb9tcR3Vuk8W7Y4yNylT+IPIoAmorK8Qa7beHNLOoXcc8kQkSMrDGXbLMB0H1qNfE2mf2MdWlklt7UNs/fwvGxbOAApGST24oA2aK5yfxppMekahfxtNI1jH5k1v5TLKB2+UjNXdI8QWms6UdQgiuo4QoYiWB0bpngEZP4UAa1FZen67Z6nM1vCZY7jyxKI54mjYqeNwB7ZqnoGp6tealqtnqcNqv2OREjltt219y7iDk9QCPzoA6CikOcHHXtXIeH/AB1bahZBtSX7PP8AamtmZI38reGwBuPc0AdhRWQ/iTTI7H7Y0ziD7R9mLeWeJM7cY+veuf8AGXjT+ytEu7nSLhWmtZRHI5tmlj3d0JBAU8jntQB29Fc/eeMNK0+O6ed53WzA+1PFAzrESAcEgehB/Gnt4s0zEPlmeUyQrcERxEmONs4ZvQcfWgDdorCm8VWKXVjFDFcXUd5E0sU1vGXTA9/WrV7rlnYLAJjIZ7gEw26pmR8DJwvtQBp0VhQ+LdHuLcSw3DOxna28oIfM81Rkpt9QBmszwj4kvNa1vxBZ3MqPFYTokR8gxMoIyQwPcetAHYUVz+iaxJqn9o6khlbT1kMdsmwZYIMMw7nLZxUcPjKwmjvl+y30d3ZR+bLZvEBMU7MBnBB+tAHSUVztr4wsLuQwx296k7W5uIY5YCpmUDJ256kccHFL4b8Sya/EpfSb+zPl7y88YVDzjAIYmgDoaKx9P1R7zWdRt2jnhjtQgAlQKG5bLKQeVOP0qh/wm1jJcRLb2Oo3NtJIIlvIYAYc5x1znGe+MUAdPRWTFqry+JJdM8iaNI4PM3ugCyHOPlOe30rIPxA043N7BHYanKbGYw3TJACIiBnJ56Y54oA62iuc1TxjZ6VJEJLK+lgkQSC5iRfL2nnOSwJ454FLqfih9O1qOxXSr+8jeBZRJaxhsZYjnLD0oA6KisTWvEttoaxedbXU7yjIjhVSQPfcQP1qtP4x097e2+xpdXU93Gzxx2yK7qBwScnAwfegDpKK53wbqs+saD9onklkdJni3TRrG52nHzKvAP0rR1rWINC0qXUbqOZ7eHBk8pdzKM9cdwPagDRormpfGllBZvdzWV9FD8ghaWNU88t0CZbrxnnFOTxpph0/UbyVZoVsMGZH2lsHoRtYjBz60AdHRXLnxtaC2vLg6dqBjtYRMxRUcMp/ulWIJ9qtQeKbZ/JNxZXlok0JmjedFAYAbiOGODjnBoA3qKwofE8LyWsc+n31q93uFuJ0UGRlBO3hjg4BIzjpUVn4ttrqSyV7G9tlvZTDA8yKA7AE9mJ6A80AdFRXN23jG0vL+W1tbS5lEVwbZ3BQYcHB+Utux74rO1H4naBpmpvaSybkjk8qWZJYyEb/AHd24j1IFAHa0UyORZY1kQ5RwGU+oNZOuaqNOl09Ha4iW4ukiEkaKykk8K2TkA+oFAGzRWBrniiHRb+2sPsstxc3CGRFDoi7QcN8zEDIz0rQ0fUhq+lw3wt5rcSZxHMAGHPsSKAL9FZ2rNfrbobGaCABwZpZhkJGOpA9frXMHxLq7eCpdThCT3C3ghjmigYrLH5gUuEPPQn24zQB3FFcTqHiZx4O1O9s9UX7VaTCKR5YfKMR3AFdpB5weOMEkVa8B+ILzXdDRr6KY3MXD3BQKknJxjHfGM8CgDrKKqalqNtpWnzX125WGIZYgZPoAPxrGi8WBNXtrDUNLurD7YxW0lmZCJSBnbwTtOOxoA6SiuO0HUde1TX7w3lteW1lFOyR/NCYwFA4OAWOevWuxoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5jxdo97q82jLawrJFb3omnJmMbKoUjjHfmunpruqKWdgqjqScCgDzmXwPq0mlXOmK8YEd8t1HctKd92oOQshHII6Z5qaTwZe6lpups9tFY314ItxkuGnD+W24K3QYPT8a7t7qFbeSZJFkWNSTtYH8Kg07Uo9Q0qG/Mb2ySru2TYVl5xg0Ac49h4hvWvbhdP03TLwWklvbTo/mSbiQQScABeOnrVXw/4d12DxXDrOoeUkSWTWxjM5lfcWB3bsAY46Yrt1midsLIjHGcBgePWmLeWzkhbiFivXDg4oA53SLHWY/E2oand2VvDHd7I8LOWYKgwD071bitdVHiZr5oLYWrReScSHdjdnOOlbXmx7gokXcwyBkZIrPsNXe71S7sZbGe3eDBV3IKyr6rigDUrn7yy1aLW7m8sYbKWKaCNAJsgq6lueOoww/Ktf7fZ/aha/aoftBGRF5g3flVYa/pJ1KTT/AO0bYXcZUNCZAGBPQY9aAMTUPD19e67qt8Vttlzpf2KLJJIb5jk+g+b9Kw9T8GeJb3SobSPUI1WOzW3SJJ3jRGAwzErgtn0Ndzd6pFaX9pZja81w+NnmAMq4J3YPJHGKkvtUsNMWNr67htxIwRPNcLuJ7CgDjtM8I6vpfh7wxbRyWkt3o7t5gfO2RSCDg9jzXZ2BvDaKb9YVuCTuEOdoGeOvtTLjVtOtBm4vreIBN/zyAfL6/SrMM0dxCksMiyRuMq6nII9jQBneILS8vdJaLTzCLpZI5I/OB2Eq4bBx9Kw9a8P614i06P7VJa293Z3qXVoseWRgo+6+eucnp7V1Nxe2to0a3NxFC0p2oJHA3H0GetVv7d0rZeP9vg22RIuTvH7ojru9KAOXn8L61q8mrXmpzWkV1cWZtLaO33bFU85fP3jmrFvp3jB9FurKe70+1ZbVYrVrZWJDgAbmJPTArf0rX9J1xXOl6hb3YTG7yX3Yz0zWlQBwOieGPElj4nk1q7nsXDWT26QKXIRsgg7mJJyRzWh4csfFdrrt/catJprWV2/mbIN2+NgoUAE9RxXU3FxFa20txM4SKJS7sewAyTWLpHjDRvEWnzXOi3kV5JFD5phDYZcg4DDtnFAG5Ju8ttmC+Dtz0z2rzvTvCHicaaNG1C603+zpLo3EskKN5uN27aMnHXvXS+HfGWk+Iba0MV1BHezwiU2nmAunqPqK0Ydc0u41N9NhvoHvI87oVbLDHWgDidU8JeLJRPYWV/px01rxbtDOjGXIYNtJzjqKXWvB3iaaw1TSNK1Cwj02+d5iZ4iZA7HLLkHGCe/UV6NWVL4j0eHVF0yTUYFvWYIIS3zFj0H1oA4LWrfULJ9S0qx1CVJtThLTwrYGTdMybTskPyhTgdelS6n8Obyea0urYWU0zWkdvcJd78KVUAMu0j8jXYz+MfDttdvazaxaJcI5jaNpOVYdQfTrS3ni7w9YXLW13q9pFMuMxs/IyM9PpQBl3Oga1YaHpMGgy6fDeWKlMSRHyipGDgZyPzqp4m8Gal4h07T55rqzk1e0DffiIhfd1GAcj65rpbrxJo1k0S3OpW8Rlj82Pc+Ay+oNIfE2iLpqaidTtxaOdqy7uGPoPWgDlLLwVrGk+H4BpkumW+rQ3RuRsibyWLLtYMCck4J59hUOn+GfFWlHxBeSXdrPf600QDW6bRA23az8nkAV2MviXRYYbWWTUrdY7ttkDF+JD6D35pz+IdJWC9m+3wlLJtlwd3EbZxg/jQBQ1Tw7cSeEU0bSrz7JJEiqr44cDqGxzg98Vy2h/DfVtHvtS1CHVbSO5vrMW5RLclI29Rk5IruLnXtO0/TIL/ULuG2gm27XdvlJI4APeobPxZoGoJO9pqttMtum+Uo2di+poAyrfwrqg1/SNTudSt5FsbNrV0SEgyFhjcDnjoKu6NpfiDT7hIrnU7OXT49wWNLcq+OcZbNXbXxFpF9aXFzaX8M0NupaVlP3RjPNM0LxPpPiS18/TbtJgFDso6qD0zQBRtdI8Qrrs13danZSWky+W8SWxVtg3bcNnr81RaL4c1nRPs9hBrETaRbn5I3gzNt6hS2cfpWvZ+IdI1G7NraahDNOATsQ84BwfrTrTUJ5dRubO4t1iMSh1ZXzuUk/l0oAzJtK8RN4kGoR6nYraAbBCbYlvLzkjdnr71yuk6Nr8/irxPbpPPYWF9cl3823B3JtVcxvngnnqO1d6mvaVJZSXiX0LW0UnlPIDwr5xg++a0c55oA4HXfhsNZuJUN5GLRoVjj8yPfLEVXChWJ4XIBOBnrW1d6NrpktLqx1W2hvFtxBcGSAtG+DkFVz8pzmpm8ShtavNMt7NpZbTYJGMqoPnGRjPWt4dKAOZ8ReGZ9ahtCHsJLiFdrG8tBKrZ6kDgiq8Xg+4sIrSfS72G01CGIwuyW4EToxyRsHTB6Vqar4jj03VrfTRbmWeeJpQTIqKApx1PeqPiXxbN4eNi39kz3MVx9942GIz6Z70AXPC+hTeHtNms5rw3Ze4eYSMu1vmOTn8c1P4g0691XS2tLK8jtXdhud4t/A54HrnFXbG+tdStEurOZZoH+669DRe3sNhB505bbuCgKpYknpwKAMbVvDX/CQeH4rDVZYZbmJxIkyQjaGGcHacjocEVQsPBUlppF/afabOOW8ADfZ7NEjAH+z/F+Na8ninR4tMXUXuwLQy+SZMH5HzjDehzxTk8S6W9nd3XnlYrRgs29SCpIBAx3zkUAcnB4Gm0LTdauISJ7u+h8lbexjEMYGeGC5+971r6b4amu7WL+2L27uVhjaK3jmRUaMFdpYlerYJGan0PxQ+seI9T03yAsNrHHJHIAQSG7MD0NdHLIsMTyucKilifYUAYSeHJpLuzuL7U5rr7Cxe2BRV2sVZdzYHJwxqCDwtdRQ6QkmrvK2nTtKGaBPnBGAvTjAJGRzzVnQdfudbneQaf5NiUDRTNMpds4xlByuRzzW9QBxg+H1q2sRX81z5jpcfaWcQosjN6FwM4qKb4Z6WdYe+t2jhWSQzOhto3beTnIdgSOan0nxpcavrz6dHp0UaJIysXu08xQpI3eX16imf8Jy9r40l0TUrNbW3Ofs9wXyZD2GPegDsUUqiqSTgAZPeue8ReG7zXryzdNZltLe2lScQpCjZdSSDkjPfpXSVkah4j0zS72OzvJzFPKD5SFTmUjHC+p56UAZ/iDwgviD7N9ovmzCmwiSFJFbnlsEYB9xWn4f0O28O6Lb6XaNI0MIIUyNljk5qG48TafbW8Mree3mIJDGkRLop/iZeoFS3HiHTYILeUTGb7Qu6FIV3s49QB2oATX9Dj8QWAsprmeGEsGdYiP3gH8LZ6j2py6XPDpX2O31CWOQfcm8tCVHYbcYx+FVn8WaYtgt3G00waRolijiJkLL1G32pLjxDa3PhW71bT7kKqROFkdCfKccfMvXg9RQAuleGorCK9N1cyX1zfMHuJplHzEDAwAMADtUHhLwbYeDra5gsJrmRbiTzH8592DjHA7VNDrS6X4Y0++1u6R3kjiEk8SHYztjBA7Ak/rT38V6PHcXsD3WHsSon+U4QtjaM+pyOKAL2qabb6xps9hdKTDKMHBwQeoI+hrKh8LB76zu9S1C41B7Fy9qJQoEbEY3HAG44zyantfFOmXMN1I8klt9lG6VLlNjBezYPY9qx9D8SXWqeNryzE7my+zebHby2xjeLkANk/eB7UAdBp+lSafcTSfb55UldpGjdVxk+4Ge1adNZtqlsE4GcDrWNoniS31qLclrd25DOpE8RXG1iOv4UAbdFYEXi/S5r1IF+0eXIwSO6MR8l2PYP0Nb9ABRXBeOvGcum6fINFnb7TBKBLMLcyxLyMozdFbmug1jxRZaE8YvoroRFA73CQlo4x6s3agDdorndT8WwaZqqWRsL+53wCYSW0BkXBJHb6VY1TxLY6SIhLHcTSyLv8mCPe6r/eK9hQBtUVV0/ULXVbGK9spllt5RlXU1aoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArmPF2nXd2+nXUUD3VrZytJcWaMQ0wIwMDocHnBrp6p6nqNrpGnT395J5dvCu52xnA+lAHOQFbfRNQvIvC13GbpsNZ5XfJxjO3OAKo+HZL238AvY3nhy/WW3VlFvJtZpNzEjbzzjIrqtG1y21y2e4torqONSB/pFu8RORnIDAZFaWRjOeKAPP8Aw7oN3L8OmsUsZ9M1gWjW3m3DfOWIBJDZPGas2OjwamzN/wAI3JptxDbSW4mmYKpLLjICn5hnua7fIzjNQXt5b6fZTXd1KIreFS8jnooHegDg7KHWpta8OeZodzBFpweCe4Z1w2VwCBnJXjr71r22rahL4scv4f1GKF0EPnuF2Ag/eOD0q3Y+OfDmpXsVna6kkk8rBUXYwySM9xXQ7h6j86APIb7w54oufEUd/JYPJNbags7CMRrG0IbgK3DE46g11V/YG08Wy3MXhWK++0pEY7pFQeW6ltxcnkHkHPfFdpkeooyM4yM0AcZ4r0/U7nxBol7p+hx3RspfOkuPNjRsbWGwZOepB9KS/wBFvZdfl1SfRoNSiubdFS3mkU/ZnUc/e4wT3HNdrSEgdSBQB5taeFtSgudLt73QLS9hiErSzmVCI9+cRgNyyrmup8FWF7pfhW1sr+2FvPE0n7tXDAAuWGCOOhx+Fb7OqAlmCgeppksyQxGR2AXtkgZ9qAMnxPop1rS9sC24v4HWW1lnjDBHVgfwBxg/WufufBtxF4VmtYILebU765FxfS7sBmJJJ5646AHiun0LXINfsXuoIZ4RHM8DxzqAyspwQcE0mu6/ZeHrNLu/87ynkEQMUTSHcenCg0Ac74D8O6pobalPqEdvGLhl8lFRBIAB/EU+WutsXvJLbdfRRRT7j8sTllxnjkj0qnpviLT9Wury3tXk32ZAlLxsqjPoSMH8K0Furd4RMs8bRE4DhhjP1oAW5hFxbSwkAiRCpDDI5HeuU8N6Fe6FpkNgul2CMtuY57qIhWlYDg4A7nPXpXTS6haRW1xcNcR+XbqWlYNnYAMnOKSx1Ky1OBJrO5jmRkDjYwJAI4yO1AHn9j4D1Cyi8KrBa2Nu+mSyPeSRnDSll25Bxk+vNWNF8E3GnizWewhkmhuDI1z9rYE5OdwwMk+xr0OigArz6fwvrsupPeypb3NwmoLcxO0oQCJWyq4C5zjua7k3tqMZuYhltg+cfe9PrSm7thcfZzcRecf+We8bvyoA8o0uBr7xn4xgtrLR7me6mEeLh/3iYjUNxjlQSencVLAhHjvUNLtbLRru7h06K33zthywXnAIOQM8969Lkl0y0ud0r2kM7c5YqrHP60nn6VHcF/Ns0n3YLZUNn0z1zQByFz4T1CDRNB06Gw0/UTp5DyNcvsBIzwODxzWtqOi3K6jY31jp1jMI4mjktpCFSMnBLJxjPGPpXQz3ltbY8+4ii3dN7gZ/OlluYIIxJNNHHGejMwAP40AcDqngfUL/AEC509Y7RH1K9W5ndDj7GPlz5XHJ+XrxyauaXo2v6H4dm0iGw067KsUjnllKmdST88nB+bp611U+r6fbxwyS3cIjmk8tH3jaWwTjP4GpJb63jsmuhKjRgEqQ4wx9ATxQBzK6RrN34esbTUNP09p7O5iZY/NLRsijBOSODz09qojwtrkEc/2GPTrWRrV4VZR1bfuBPHcce1dpHexG0hnnZYBKBgSMOCe2ehNSfarfzmh8+PzFG5k3DIHrigDkNE0DV7a/uHu7Wxhtrq1MTrFMXZW7dVAINWvCuk6vpemppV5aWEVvBAIUuIHJeXAwCRgY/OuhN6ktvLJZlLp0BISNxyewz0FVdI1Z7/T5Lm7tWsZIpGjljkkVthGO4OO9AHLaB4PutN1Sze40+z2WCMkFwl05Y8Y+5jHPua09PTxR/wAJE11e2GnR2sqiNzHcszKBnBA289a6T7VbgRnz48S/6s7h8/09amoA8705rTWviLqVla3Ub6bZBLiS3jAAe4PBJ9R6+9eiVFHbwROzxwxo7feZVAJ+tS0Acnr/AIfudSv5fs+m6bsuIwkl5I7CVMdCAByQenNb9yt+r2i2fkGMPi480nJTH8OO+fWrtFAGF4h064v441ttP0+6JBRnuyQYwe64B/KqF54N+0eHbHTzctLcWgCiSR2UMM5IIGfoMg11lFAFHSLOXT9Kt7SaYTSRLguECg88DA9Bx+FU/EGj3GsQRRRXBWJSfMh8xoxJ6ZZeRgjtW1RQBw+meEdU0vQ5NLhmspInvjdEyl2+Uvv28g5PbJq3feGNQvru6nNzDE32qO6ttm4jKLt2uMcgiutooA5rStE1S18VX+r3c9o0V5DHGYog2UK9OSOetbt7apfWM9pL/q5o2jb6EYqxRQBynhzwrNo19BcyPbIIbT7L5dspCyDcCHbP8QAx36mt2GPUF1W5eaaFrBkXyIwpDo38WT3Bq9RQBy//AAjDyavBevBpsDQXHnebbw4llHPDHjHXnrUN/wCCo7nxpZa/byxwNEczDaWaT254ANddRQAVzeraVrN34jsr62bTfs1spCrcRszjcRuKnGAcLgV0lFAHLal4VafXLjVbUwvJcxLHLHcM4UbRgEFT+lMHhe8sbq0vtKuLaG6htvsrRNGfJMecjA5IIP511lFAHM6h4cub77FcvNbve27sxGGjjcMMEfKc596jm8N36+FdQ0yyexhub3dubY2xQwwx7knHeuqooA52w0K6m8LnRtfa1uF2CIGAMBtUDaTnvkZqo3gmObw3Lp1zeGa9kmW4kvNm0ySKflJAPoAK62igDjF8HXVzZ3sd5LZxTTxrGstujsRtbcMlz0z2qzp2j+I4/EqapqOo2MsPkmBoIoSuBnIIJ7565rqqKACsHT9N1e2uriGa6tX015JHRFQ+Zh2LEE9OpreooA5ZfDF3HYWGjxXqJpVrt6J+9cKcquegHTJ611OMUUUAcLd+Bb1rbU9MsdRhg0zUZ2uJd8ReRXYjIHOMcVFrvgDUNZl1GI6wBa320uXVi8WABtQZ27Tg9fWu/ooAwp9K1JJ7WewvII5EhWCVZIiVZQc5Xng9azdW8IXF9qUOqpPbSagLdbeR5kYKVDEkqFOQeeldfRQBl6BpI0TSIrEGE7CTmKPy15OemT/OtSiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuM+JsFpd+EntbuG/mWWRAI7JXLnDDOdvbHrxXZ0UAeY6tplsPB+j2mlR6vHoK3Ob1Y/NFz5ePQ/MRnr7dKjsNJsotC1yIRaw3huRI/Ijm84zrICchB98Lnb+tepUUAcD8N9FtItKt9TMmqSal5RiuXv94YsdpIw/YYGPxruLq2ivLZ7edd0TjDL61NRQByOl6rY3mvavbtYXYWMqymazcIwRMEqSMHvj1rlPB+j6bqXi3Vrq4i1aNjdmWxikilhiijAHI6DJPavWaKAPJ5LiewuLDSZbDUTcx6/9oLx27tGsJfOd4GMY7VT1mw1uDXtUMt/fLdXN2r25h01p2SMMNojk3BVGOoOO+c17JRQAyPPlruJJwM5rzzx/c6rc3UthaadIwSHdDKtmZjKSMna+4CMj1Jr0aigDyR47XW/E+h3OqaRqrrHpW7DwPgyg9JMcE4B4NGltM+laNf61pWoz6ZbxXEZtGty7iUyZQtGecbOAexr1uigDiPhhFNbeH763msLmyZNRnKxXC4O1m3DB7jB6074mG5fw7a29qt8WmvYkd7OMu6Jk5NdrRQB5vc6fqSeEZ/D8FpI1xYuknmrb7Y7mPOeF3Dc3qCRk1hxaZqGoeCvEDLp92wnRIoLJLAWqhg3LIm88+p4r2SigDz9NHSYalp2naE9lDdaQULyRqivKRgBsE5bnkmtDwPHZW1sLSDw5PplxDCkdxM9ukaysowcFTlucnNdhRQBl6RrK6vNqCJbTwrZ3LW++VcCUr1ZfUZ4/CtSmhQowABzninUAedaRpFjJ411Z7vw7dGO5nDQvPbIYIyo5cc8Fj3xWE/hTWJtSvbS/t5/tNxemaHUbS0j3om/I/fF9w4GMY4969iooA8i8ReGdSvtf1SOPRhMl5KNk09qkuQEUEiXeGjHHTB5ye9WbrS7BfF+uW8nh5L9rmGJI3hWNjFL5fLHJyvJB3YNeqVRg0jTrbUJb+GygjvJeJJlQBm+poA4WbRNatorKPVbf+0l+xrbkxW8cxR8853kcdORWhc2F3aw6U+oaTLq9nDAY3gKRvJHJuG1sEhTgccdK7iigDg5/CdjHolkf7Ele2tb+S7OntsckMGBAX7v8WQM8VvGKJfD7WsWgOkBDRpZqseFBB5xnaBzW9RQByN7oDeIPBKaXc2kltc24R4RIV4lTlT8pPGRis2Xw7ruoaFf3k1vZw63dyJlCFYCFcfu92OcjNegUUAcvpenm21p7+PSp7Y/ZfKkAMaLIwIIOxScnjGSRgVY0U3Mn22G+0qeCOed5MylGUqQAM4Y9celdBSdeKAOF8LQS6pqcgeO2/sjRZnt7HauS7g43g9gAduO5ya6+3uLqW+uYZbJooIseVMXB83PXAHTHvU8MENuhWGNI1JyQoxzUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRVXUILi5064gtLn7NcSIVjm2hvLJ6HB61jeDvDNx4X0yW2utZu9Vmlk8xprls4OMYUdh7UAdHRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFYJ8U20fiVdDntbmKaQHy52UGJ2xnbuBOGxzg84rcYkKdoyccCvNpPCnieTSb25DwrrL6r9ut1a6LRouRgbiuR8uVwOMGgD0uiszzNZ+3WI8i0Fq0RN2d7F1fsE7EdetadAHM6p4mvLLxGmkWuiy3hNv9paRJkQBAwB4YjJGRW3puoQarp8N7bEmKVcjPUHoQfcEEVyXiDwre6z42tL54Q2mLbGCRo72SCQEsCThB8wwOhPeujube807TLW20K3tf3TohSZiFWLPzYx/FigDVooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBCQoySAPelpksSTIUkUMp6g0+gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqK3nW4t0mVXUOMhXXaw+oqWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorN1zVotD0a51CbkQoSqZ5duwHuTQBpUVgR+I7TTrGzGuXsEF7ND5rKFIGOp/Kq2seLoNNuNCmSS3k0zUpWjNxuJx8hZSuOucYoA6iiqlhqNpqcBnsp0miDlCy9mHUfUVboAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArltXtv7c8W6bZ/vVg0w/bJvk+SRiMIuTwccn8q6msDVvF2naJdy296l2vlQ+e0i27Mm3/eAxn2oA57x/4R1fxNdxfZZC1otu0YiFwYQshP32IGSoHYUzR/CGt6ZpPhOxcWcv9ju7zN5h+fIYDbx/tfpWrJ8Q9IiVSbbVGYxiRkWxkLIrfdLDHGe1JN8RtFgktYWh1Ez3TOkcC2chfcoBYFcZBwc0AaHhXS77SrW/S+8kNPfS3KCJicK5zg5HXrW/XKy/ELw7AdPEt4yNe3BtUVoyCkoxlXH8J5HWtLSPE2la5fX9pp1yJ5LBxHOVHyhiOgPQ0AbFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVwXjDRLzXtfjW1tblZbS38y3uHI+ztKGyFdc5b8q72igDj9Uv72TwxHN/wj9619OVSWGFU3KV7k7h8vpWV4nj1B/F3hTWLPQr2aC286W4WJUDIXXaAQWHNegNcQpcJA0qCZwSqE8kDqQKJJ4YpI45JVV5TtjVjgscZwPXgGgDy/VvCGravqq/brXbDf3Fy4e3Vc2gaNFjdsn742k5Gea3fA/hl/DOravbRwzC0CQJHPKcmdgvzt1J6k9a7iigAoqlqmp22kWLXl2zLArAMwGcZOB+pq4GDDIoAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiikyD0oAWiiigAooooAKKKKACvK/iHfXsV5qaWME63EduhR/Nk+fp/qlXjcO+a9UpMDrQB5rqcNtqGt+GtUvGvRa/YZIpJY9y7X2jg45Bzmr+u2trqT+FdQjW6bT7ed/MdtwKJ5bKCw65zgZ967yigDifEd3FcafpUNrDO1rJOUMzM6qoUHhgvJB5xXPWlxqVx4V8i5g1G3SHVc3SrvMqW/JG3PJU8Z9Aa9XooA8p8SQ2t5pGvSadJq7W8lvFCIzG3lAhxloyed2Ov0re0Ro7PxuljaG6No+mKztIGKtIGGCSf4tua7iigCjpupJqSTtHDPEIZmhPnJt3Fe49R71eoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKa7pGuXdVHqTihJEkXKOrD1BzQA6iiigAooooAKKKKACiiigApqqqDCqAPQCnUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVLVra5u9Jurezn8i5kjKxy/3G7GrtFAHgeveI/7Y1Wx8O+N7PU7YWKuLgWAdhcMANkgwCSP8a634XQWltquqx6JDqyaEY4zGb8MMzZO/buwemz8q6Dx3qWq2Gn2X9gNZrqV1dpbo9yuVAb1qv4Lh8YR6ldP4n1rTbpJI8xWloB+75HzZwDjrQB29FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFVdQeNNNunlBaNYXLBTgkYOcVaqve25u7C4tw20yxMgPpkYoA8J8NaJ4B8YSW9s1vqulXDSCaAXV03+lIDyEJ4/Lmu78IaR4f8P+OtU0qx0ye0vo7VXSSS4aUTQFuTyflwwxirJ+HNtP4CsPD9zOPttjHiC+jXDxvu3Ar3HaofCfhi70TxjPd614h/tTVZrARRp5e3bCrjJP4kUAegUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU1gSpAOCR19KdTJiVhdh1Ckj8qAPNr/wAGeLdJuptd0vxVealeRuZF0+5ULFIueU68cdKn8KarrfiDxy9/qnhy70lINPaDM3KuxkU8H8DXk+q6ve3Hh+61ub4hTx6mt28Y0wOAVUvsJwD/AHeeldR8Pri00rx7ZWWk+MbzxDBdwyLcxyK5WEqAVbJJ9x2oA91ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAprsERmPRQSadSEAjB6GgD581O61TxHqV3qXh/4ZaXeWjSPGl1PGpd2UkEkbgOvtV/4cXGt+HvHFvY634Ss9KGqRyRwSW0SocqNxBIJyMCtrxJ4L1Tw5Zapqlj41v9M0eMvcG1ij3bM8sFwR3rk/hdqei3fjuzSfXNZ1a7Kv8AZFuoyqRNtOWzuP8ADkfjQB9D0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeR/EbUfHV/p2taTaeF4ZNMeMoJ1n3SFf7wUVZ8Eap4nk1LTbS/8LaRZ2giCtcxTKZVATg465Pf61V07xxoXhnxl4uj17UZYLuS6UQiQMw8sIMbcdBk1zemeFrPSdV8IeJ7G/upbnU9WZZRvOzYxc8D3GPzoA+gaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAM240DR7y8N5c6XZz3JXaZJYFZiPTJFWjZWpWFTbQlYCDEPLGIyOm30/CrFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFJS1C9vG5BIOd4fgkcigCaiiigAooooAKKKKACiiigAooooAKKKjeJJHRmGSpyOaAJKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGq6vnac4OD9adRRQAzeN+zBzjPTj86fRRQAUUUUAFFFFADFcMCQDwccjFPoooAKKKKAP/Z"
ffww0028	3	{"lines_data": [{"Word": "VANTAGE", "Confidence": 0.996, "X1": 0.44192, "Y1": 0.0272, "X2": 0.62753, "Y2": 0.027, "X3": 0.62753, "Y3": 0.0548, "X4": 0.44192, "Y4": 0.0548, "page": 0}, {"Word": "PRO SHOP", "Confidence": 0.9925, "X1": 0.44318, "Y1": 0.0552, "X2": 0.65909, "Y2": 0.055, "X3": 0.65909, "Y3": 0.0888, "X4": 0.44318, "Y4": 0.0898, "page": 0}, {"Word": "NaTe", "Confidence": 0.615, "X1": 0.44192, "Y1": 0.1212, "X2": 0.50631, "Y2": 0.121, "X3": 0.50505, "Y3": 0.1308, "X4": 0.44192, "Y4": 0.1278, "page": 0}, {"Word": "Acdress", "Confidence": 0.764, "X1": 0.44192, "Y1": 0.1482, "X2": 0.48359, "Y2": 0.148, "X3": 0.48232, "Y3": 0.1568, "X4": 0.44192, "Y4": 0.1558, "page": 0}, {"Word": "City. .", "Confidence": 0.7285, "X1": 0.44192, "Y1": 0.1782, "X2": 0.48106, "Y2": 0.178, "X3": 0.47854, "Y3": 0.1878, "X4": 0.44192, "Y4": 0.1838, "page": 0}, {"Word": "state", "Confidence": 0.655, "X1": 0.5846, "Y1": 0.1782, "X2": 0.61237, "Y2": 0.178, "X3": 0.61237, "Y3": 0.1858, "X4": 0.5846, "Y4": 0.1848, "page": 0}, {"Word": "-", "Confidence": 0.728, "X1": 0.63258, "Y1": 0.1782, "X2": 0.67298, "Y2": 0.178, "X3": 0.67172, "Y3": 0.1898, "X4": 0.63258, "Y4": 0.1878, "page": 0}, {"Word": "Attention", "Confidence": 0.613, "X1": 0.44192, "Y1": 0.2022, "X2": 0.4899, "Y2": 0.202, "X3": 0.4899, "Y3": 0.2138, "X4": 0.44192, "Y4": 0.2128, "page": 0}, {"Word": "UNIT", "Confidence": 0.422, "X1": 0.57955, "Y1": 0.2282, "X2": 0.60227, "Y2": 0.228, "X3": 0.60227, "Y3": 0.2338, "X4": 0.57955, "Y4": 0.2338, "page": 0}, {"Word": "SHIPPING!", "Confidence": 0.371, "X1": 0.62374, "Y1": 0.2272, "X2": 0.67172, "Y2": 0.227, "X3": 0.67172, "Y3": 0.2348, "X4": 0.62374, "Y4": 0.2348, "page": 0}, {"Word": "gr", "Confidence": 0.8, "X1": 0.49747, "Y1": 0.2342, "X2": 0.51894, "Y2": 0.234, "X3": 0.51768, "Y3": 0.2428, "X4": 0.49747, "Y4": 0.2418, "page": 0}, {"Word": "PRICE", "Confidence": 0.995, "X1": 0.57828, "Y1": 0.2352, "X2": 0.6048, "Y2": 0.235, "X3": 0.60606, "Y3": 0.2418, "X4": 0.57828, "Y4": 0.2418, "page": 0}, {"Word": "HANDLING", "Confidence": 0.749, "X1": 0.62374, "Y1": 0.2362, "X2": 0.67551, "Y2": 0.236, "X3": 0.67551, "Y3": 0.2428, "X4": 0.62374, "Y4": 0.2428, "page": 0}, {"Word": "Allow 6-8 weeks", "Confidence": 0.665, "X1": 0.43813, "Y1": 0.4182, "X2": 0.52273, "Y2": 0.418, "X3": 0.52273, "Y3": 0.4298, "X4": 0.43813, "Y4": 0.4298, "page": 0}, {"Word": "Subrouzl $.", "Confidence": 0.174, "X1": 0.6351, "Y1": 0.4202, "X2": 0.68939, "Y2": 0.42, "X3": 0.68939, "Y3": 0.4298, "X4": 0.6351, "Y4": 0.4298, "page": 0}, {"Word": "for de tvary", "Confidence": 0.76367, "X1": 0.43687, "Y1": 0.4302, "X2": 0.49495, "Y2": 0.43, "X3": 0.49495, "Y3": 0.4398, "X4": 0.43687, "Y4": 0.4378, "page": 0}, {"Word": "Add appropr.ale", "Confidence": 0.805, "X1": 0.5947, "Y1": 0.4422, "X2": 0.67929, "Y2": 0.442, "X3": 0.67803, "Y3": 0.4518, "X4": 0.5947, "Y4": 0.4498, "page": 0}, {"Word": "See back side for", "Confidence": 0.60475, "X1": 0.43561, "Y1": 0.4492, "X2": 0.52399, "Y2": 0.449, "X3": 0.52399, "Y3": 0.4608, "X4": 0.43561, "Y4": 0.4598, "page": 0}, {"Word": "siers tax for", "Confidence": 0.60667, "X1": 0.61869, "Y1": 0.4522, "X2": 0.67929, "Y2": 0.452, "X3": 0.67929, "Y3": 0.4608, "X4": 0.61869, "Y4": 0.4608, "page": 0}, {"Word": "ordering nformation", "Confidence": 0.5405, "X1": 0.43813, "Y1": 0.4612, "X2": 0.54545, "Y2": 0.461, "X3": 0.54545, "Y3": 0.4718, "X4": 0.43813, "Y4": 0.4708, "page": 0}, {"Word": "your slate S.", "Confidence": 0.311, "X1": 0.62879, "Y1": 0.4632, "X2": 0.69066, "Y2": 0.463, "X3": 0.69066, "Y3": 0.4728, "X4": 0.62879, "Y4": 0.4728, "page": 0}, {"Word": "Fill cut blocx be ow *", "Confidence": 0.63633, "X1": 0.43561, "Y1": 0.4922, "X2": 0.55429, "Y2": 0.492, "X3": 0.55429, "Y3": 0.5008, "X4": 0.43561, "Y4": 0.5008, "page": 0}, {"Word": "NAME", "Confidence": 0.331, "X1": 0.44697, "Y1": 0.5262, "X2": 0.48485, "Y2": 0.526, "X3": 0.48485, "Y3": 0.5338, "X4": 0.44697, "Y4": 0.5348, "page": 0}, {"Word": "ADDRESS", "Confidence": 0.629, "X1": 0.44697, "Y1": 0.5432, "X2": 0.50126, "Y2": 0.543, "X3": 0.50126, "Y3": 0.5508, "X4": 0.44697, "Y4": 0.5508, "page": 0}, {"Word": "CITY", "Confidence": 0.941, "X1": 0.44823, "Y1": 0.5602, "X2": 0.47475, "Y2": 0.56, "X3": 0.47348, "Y3": 0.5688, "X4": 0.44823, "Y4": 0.5678, "page": 0}, {"Word": "STATE __ ZIF.", "Confidence": 0.119, "X1": 0.57071, "Y1": 0.5602, "X2": 0.69571, "Y2": 0.56, "X3": 0.69571, "Y3": 0.5708, "X4": 0.57071, "Y4": 0.5708, "page": 0}, {"Word": ".ritiale for mutter.", "Confidence": 0.63867, "X1": 0.43561, "Y1": 0.5892, "X2": 0.52399, "Y2": 0.589, "X3": 0.52399, "Y3": 0.5998, "X4": 0.43561, "Y4": 0.5978, "page": 0}, {"Word": "CHECK METHOD OF PAYMENT!", "Confidence": 0.50375, "X1": 0.43561, "Y1": 0.6052, "X2": 0.6048, "Y2": 0.605, "X3": 0.6048, "Y3": 0.6148, "X4": 0.43561, "Y4": 0.6138, "page": 0}, {"Word": "\" Magte Card", "Confidence": 0.383, "X1": 0.43687, "Y1": 0.6212, "X2": 0.53409, "Y2": 0.621, "X3": 0.53283, "Y3": 0.6318, "X4": 0.43687, "Y4": 0.6298, "page": 0}, {"Word": "Visa", "Confidence": 0.675, "X1": 0.52399, "Y1": 0.6212, "X2": 0.57197, "Y2": 0.621, "X3": 0.57071, "Y3": 0.6328, "X4": 0.52273, "Y4": 0.6318, "page": 0}, {"Word": "C Amer car Express", "Confidence": 0.82325, "X1": 0.58081, "Y1": 0.6222, "X2": 0.69192, "Y2": 0.622, "X3": 0.69192, "Y3": 0.6338, "X4": 0.58081, "Y4": 0.6318, "page": 0}, {"Word": "= Chack ar wanty Greenspanab c to Vantage Pro Sieuj", "Confidence": 0.5104, "X1": 0.43308, "Y1": 0.6392, "X2": 0.71465, "Y2": 0.639, "X3": 0.71465, "Y3": 0.6488, "X4": 0.43308, "Y4": 0.6468, "page": 0}, {"Word": "C.erir Card #", "Confidence": 0.25833, "X1": 0.43308, "Y1": 0.6722, "X2": 0.50253, "Y2": 0.672, "X3": 0.50253, "Y3": 0.6838, "X4": 0.43308, "Y4": 0.6828, "page": 0}, {"Word": "ExC. Dane", "Confidence": 0.27, "X1": 0.43308, "Y1": 0.6922, "X2": 0.48737, "Y2": 0.692, "X3": 0.48737, "Y3": 0.7028, "X4": 0.43308, "Y4": 0.7018, "page": 0}, {"Word": "Signature.", "Confidence": 0.285, "X1": 0.43434, "Y1": 0.7102, "X2": 0.48611, "Y2": 0.71, "X3": 0.48611, "Y3": 0.7218, "X4": 0.43308, "Y4": 0.7208, "page": 0}, {"Word": "Phone", "Confidence": 0.902, "X1": 0.43308, "Y1": 0.7292, "X2": 0.4697, "Y2": 0.729, "X3": 0.4697, "Y3": 0.7388, "X4": 0.43434, "Y4": 0.7378, "page": 0}, {"Word": "\"certify that I am a: least 2\" years of age.", "Confidence": 0.6902, "X1": 0.43434, "Y1": 0.7562, "X2": 0.63258, "Y2": 0.756, "X3": 0.63258, "Y3": 0.7678, "X4": 0.43308, "Y4": 0.7658, "page": 0}, {"Word": "Signature", "Confidence": 0.35, "X1": 0.43182, "Y1": 0.7732, "X2": 0.48359, "Y2": 0.773, "X3": 0.48359, "Y3": 0.7838, "X4": 0.43056, "Y4": 0.7828, "page": 0}, {"Word": "Send orders c:", "Confidence": 0.65267, "X1": 0.42929, "Y1": 0.7922, "X2": 0.5101, "Y2": 0.792, "X3": 0.5101, "Y3": 0.8038, "X4": 0.42929, "Y4": 0.8038, "page": 0}, {"Word": "VANTAGE PRC SHOT c/o Glitmaster Inc.", "Confidence": 0.6645, "X1": 0.43056, "Y1": 0.8052, "X2": 0.64268, "Y2": 0.805, "X3": 0.64268, "Y3": 0.8148, "X4": 0.43056, "Y4": 0.8138, "page": 0}, {"Word": "-", "Confidence": 0.472, "X1": 0.93687, "Y1": 0.8032, "X2": 0.95581, "Y2": 0.803, "X3": 0.95455, "Y3": 0.8088, "X4": 0.93561, "Y4": 0.8098, "page": 0}, {"Word": "$825 Wel Cheun True Road. Post Office Box 17001", "Confidence": 0.51622, "X1": 0.43182, "Y1": 0.8142, "X2": 0.68434, "Y2": 0.814, "X3": 0.68434, "Y3": 0.8258, "X4": 0.43182, "Y4": 0.8258, "page": 0}, {"Word": "Milwaukee, Wiscons.r $3217", "Confidence": 0.54667, "X1": 0.43182, "Y1": 0.8262, "X2": 0.58081, "Y2": 0.826, "X3": 0.57955, "Y3": 0.8358, "X4": 0.43056, "Y4": 0.8348, "page": 0}, {"Word": "CIFTMASTER services", "Confidence": 0.9485, "X1": 0.43308, "Y1": 0.8462, "X2": 0.54672, "Y2": 0.846, "X3": 0.54672, "Y3": 0.8578, "X4": 0.43308, "Y4": 0.8568, "page": 0}, {"Word": "Cifimenes Inc. DBA Vantage Pro Shop", "Confidence": 0.76233, "X1": 0.43182, "Y1": 0.8582, "X2": 0.62626, "Y2": 0.858, "X3": 0.62626, "Y3": 0.8698, "X4": 0.43182, "Y4": 0.8678, "page": 0}, {"Word": "2044390129", "Confidence": 0.781, "X1": 0.76389, "Y1": 0.9322, "X2": 0.7601, "Y2": 0.932, "X3": 0.74242, "Y3": 0.9308, "X4": 0.74621, "Y4": 0.8308, "page": 0}], "words_data": [{"Word": "VANTAGE", "Confidence": 0.996, "X1": 0.44318, "Y1": 0.0272, "X2": 0.61869, "Y2": 0.027, "X3": 0.61869, "Y3": 0.0558, "X4": 0.44192, "Y4": 0.0548, "page": 0, "Index": 0}, {"Word": "PRO", "Confidence": 0.994, "X1": 0.44571, "Y1": 0.0562, "X2": 0.51768, "Y2": 0.056, "X3": 0.51641, "Y3": 0.0898, "X4": 0.44444, "Y4": 0.0908, "page": 0, "Index": 1}, {"Word": "SHOP", "Confidence": 0.991, "X1": 0.53535, "Y1": 0.0562, "X2": 0.65278, "Y2": 0.056, "X3": 0.65152, "Y3": 0.0898, "X4": 0.53409, "Y4": 0.0898, "page": 0, "Index": 2}, {"Word": "NaTe", "Confidence": 0.615, "X1": 0.44318, "Y1": 0.1202, "X2": 0.47348, "Y2": 0.12, "X3": 0.47348, "Y3": 0.1298, "X4": 0.44318, "Y4": 0.1278, "page": 0, "Index": 3}, {"Word": "Acdress", "Confidence": 0.764, "X1": 0.44318, "Y1": 0.1482, "X2": 0.48359, "Y2": 0.148, "X3": 0.48232, "Y3": 0.1578, "X4": 0.44192, "Y4": 0.1558, "page": 0, "Index": 4}, {"Word": "City.", "Confidence": 0.664, "X1": 0.44318, "Y1": 0.1782, "X2": 0.4697, "Y2": 0.178, "X3": 0.4697, "Y3": 0.1868, "X4": 0.44192, "Y4": 0.1848, "page": 0, "Index": 5}, {"Word": ".", "Confidence": 0.793, "X1": 0.47222, "Y1": 0.1792, "X2": 0.47854, "Y2": 0.179, "X3": 0.47854, "Y3": 0.1878, "X4": 0.47222, "Y4": 0.1868, "page": 0, "Index": 6}, {"Word": "state", "Confidence": 0.655, "X1": 0.58586, "Y1": 0.1782, "X2": 0.60985, "Y2": 0.178, "X3": 0.60985, "Y3": 0.1858, "X4": 0.58586, "Y4": 0.1848, "page": 0, "Index": 7}, {"Word": "-", "Confidence": 0.728, "X1": 0.63636, "Y1": 0.1772, "X2": 0.64899, "Y2": 0.177, "X3": 0.64773, "Y3": 0.1888, "X4": 0.63636, "Y4": 0.1878, "page": 0, "Index": 8}, {"Word": "Attention", "Confidence": 0.613, "X1": 0.44192, "Y1": 0.2032, "X2": 0.48864, "Y2": 0.203, "X3": 0.48737, "Y3": 0.2148, "X4": 0.44192, "Y4": 0.2128, "page": 0, "Index": 9}, {"Word": "UNIT", "Confidence": 0.422, "X1": 0.58081, "Y1": 0.2282, "X2": 0.60227, "Y2": 0.228, "X3": 0.60227, "Y3": 0.2338, "X4": 0.58081, "Y4": 0.2338, "page": 0, "Index": 10}, {"Word": "SHIPPING!", "Confidence": 0.371, "X1": 0.625, "Y1": 0.2282, "X2": 0.67172, "Y2": 0.228, "X3": 0.67172, "Y3": 0.2358, "X4": 0.625, "Y4": 0.2358, "page": 0, "Index": 11}, {"Word": "gr", "Confidence": 0.8, "X1": 0.5, "Y1": 0.2342, "X2": 0.51389, "Y2": 0.234, "X3": 0.51389, "Y3": 0.2428, "X4": 0.49874, "Y4": 0.2418, "page": 0, "Index": 12}, {"Word": "PRICE", "Confidence": 0.995, "X1": 0.57828, "Y1": 0.2362, "X2": 0.60227, "Y2": 0.236, "X3": 0.60227, "Y3": 0.2418, "X4": 0.57955, "Y4": 0.2428, "page": 0, "Index": 13}, {"Word": "HANDLING", "Confidence": 0.749, "X1": 0.625, "Y1": 0.2362, "X2": 0.67045, "Y2": 0.236, "X3": 0.66919, "Y3": 0.2438, "X4": 0.625, "Y4": 0.2438, "page": 0, "Index": 14}, {"Word": "Allow", "Confidence": 0.724, "X1": 0.43939, "Y1": 0.4192, "X2": 0.46717, "Y2": 0.419, "X3": 0.46591, "Y3": 0.4308, "X4": 0.43813, "Y4": 0.4298, "page": 0, "Index": 15}, {"Word": "6-8", "Confidence": 0.927, "X1": 0.4697, "Y1": 0.4192, "X2": 0.48611, "Y2": 0.419, "X3": 0.48611, "Y3": 0.4308, "X4": 0.46843, "Y4": 0.4308, "page": 0, "Index": 16}, {"Word": "weeks", "Confidence": 0.344, "X1": 0.4899, "Y1": 0.4192, "X2": 0.52399, "Y2": 0.419, "X3": 0.52273, "Y3": 0.4298, "X4": 0.48864, "Y4": 0.4308, "page": 0, "Index": 17}, {"Word": "Subrouzl", "Confidence": 0.141, "X1": 0.63636, "Y1": 0.4212, "X2": 0.67677, "Y2": 0.421, "X3": 0.67677, "Y3": 0.4308, "X4": 0.63636, "Y4": 0.4308, "page": 0, "Index": 18}, {"Word": "$.", "Confidence": 0.207, "X1": 0.67929, "Y1": 0.4212, "X2": 0.68939, "Y2": 0.421, "X3": 0.68939, "Y3": 0.4308, "X4": 0.67929, "Y4": 0.4308, "page": 0, "Index": 19}, {"Word": "for", "Confidence": 0.681, "X1": 0.43939, "Y1": 0.4292, "X2": 0.45202, "Y2": 0.429, "X3": 0.44949, "Y3": 0.4388, "X4": 0.43813, "Y4": 0.4388, "page": 0, "Index": 20}, {"Word": "de", "Confidence": 0.998, "X1": 0.45328, "Y1": 0.4302, "X2": 0.46717, "Y2": 0.43, "X3": 0.46465, "Y3": 0.4398, "X4": 0.45202, "Y4": 0.4388, "page": 0, "Index": 21}, {"Word": "tvary", "Confidence": 0.612, "X1": 0.46843, "Y1": 0.4312, "X2": 0.49621, "Y2": 0.431, "X3": 0.49369, "Y3": 0.4398, "X4": 0.46717, "Y4": 0.4398, "page": 0, "Index": 22}, {"Word": "Add", "Confidence": 0.998, "X1": 0.59722, "Y1": 0.4422, "X2": 0.61616, "Y2": 0.442, "X3": 0.6149, "Y3": 0.4508, "X4": 0.59596, "Y4": 0.4508, "page": 0, "Index": 23}, {"Word": "appropr.ale", "Confidence": 0.612, "X1": 0.61869, "Y1": 0.4432, "X2": 0.67803, "Y2": 0.443, "X3": 0.67677, "Y3": 0.4518, "X4": 0.61742, "Y4": 0.4508, "page": 0, "Index": 24}, {"Word": "See", "Confidence": 0.941, "X1": 0.43687, "Y1": 0.4492, "X2": 0.45455, "Y2": 0.449, "X3": 0.45328, "Y3": 0.4598, "X4": 0.43687, "Y4": 0.4598, "page": 0, "Index": 25}, {"Word": "back", "Confidence": 0.266, "X1": 0.45707, "Y1": 0.4492, "X2": 0.4798, "Y2": 0.449, "X3": 0.4798, "Y3": 0.4608, "X4": 0.45581, "Y4": 0.4608, "page": 0, "Index": 26}, {"Word": "side", "Confidence": 0.312, "X1": 0.48359, "Y1": 0.4502, "X2": 0.50379, "Y2": 0.45, "X3": 0.50379, "Y3": 0.4608, "X4": 0.48232, "Y4": 0.4608, "page": 0, "Index": 27}, {"Word": "for", "Confidence": 0.9, "X1": 0.50631, "Y1": 0.4502, "X2": 0.52525, "Y2": 0.45, "X3": 0.52525, "Y3": 0.4608, "X4": 0.50631, "Y4": 0.4608, "page": 0, "Index": 28}, {"Word": "siers", "Confidence": 0.044, "X1": 0.61995, "Y1": 0.4532, "X2": 0.64268, "Y2": 0.453, "X3": 0.64268, "Y3": 0.4608, "X4": 0.61995, "Y4": 0.4618, "page": 0, "Index": 29}, {"Word": "tax", "Confidence": 0.778, "X1": 0.6452, "Y1": 0.4532, "X2": 0.66035, "Y2": 0.453, "X3": 0.66035, "Y3": 0.4608, "X4": 0.6452, "Y4": 0.4608, "page": 0, "Index": 30}, {"Word": "for", "Confidence": 0.998, "X1": 0.66288, "Y1": 0.4532, "X2": 0.67929, "Y2": 0.453, "X3": 0.67929, "Y3": 0.4618, "X4": 0.66162, "Y4": 0.4608, "page": 0, "Index": 31}, {"Word": "ordering", "Confidence": 0.85, "X1": 0.43939, "Y1": 0.4612, "X2": 0.48106, "Y2": 0.461, "X3": 0.4798, "Y3": 0.4718, "X4": 0.43813, "Y4": 0.4708, "page": 0, "Index": 32}, {"Word": "nformation", "Confidence": 0.231, "X1": 0.48485, "Y1": 0.4622, "X2": 0.54167, "Y2": 0.462, "X3": 0.5404, "Y3": 0.4718, "X4": 0.48359, "Y4": 0.4718, "page": 0, "Index": 33}, {"Word": "your", "Confidence": 0.117, "X1": 0.62879, "Y1": 0.4642, "X2": 0.65025, "Y2": 0.464, "X3": 0.65025, "Y3": 0.4728, "X4": 0.63005, "Y4": 0.4728, "page": 0, "Index": 34}, {"Word": "slate", "Confidence": 0.64, "X1": 0.65152, "Y1": 0.4642, "X2": 0.67677, "Y2": 0.464, "X3": 0.67677, "Y3": 0.4728, "X4": 0.65278, "Y4": 0.4728, "page": 0, "Index": 35}, {"Word": "S.", "Confidence": 0.176, "X1": 0.67929, "Y1": 0.4642, "X2": 0.69066, "Y2": 0.464, "X3": 0.69066, "Y3": 0.4728, "X4": 0.67929, "Y4": 0.4728, "page": 0, "Index": 36}, {"Word": "Fill", "Confidence": 0.672, "X1": 0.43687, "Y1": 0.4922, "X2": 0.45202, "Y2": 0.492, "X3": 0.45202, "Y3": 0.5018, "X4": 0.43687, "Y4": 0.5018, "page": 0, "Index": 37}, {"Word": "cut", "Confidence": 0.939, "X1": 0.45455, "Y1": 0.4932, "X2": 0.47222, "Y2": 0.493, "X3": 0.47096, "Y3": 0.5018, "X4": 0.45455, "Y4": 0.5018, "page": 0, "Index": 38}, {"Word": "blocx", "Confidence": 0.609, "X1": 0.47348, "Y1": 0.4932, "X2": 0.50253, "Y2": 0.493, "X3": 0.50126, "Y3": 0.5018, "X4": 0.47348, "Y4": 0.5018, "page": 0, "Index": 39}, {"Word": "be", "Confidence": 0.817, "X1": 0.50505, "Y1": 0.4932, "X2": 0.51768, "Y2": 0.493, "X3": 0.51641, "Y3": 0.5018, "X4": 0.50379, "Y4": 0.5018, "page": 0, "Index": 40}, {"Word": "ow", "Confidence": 0.77, "X1": 0.5202, "Y1": 0.4932, "X2": 0.53409, "Y2": 0.493, "X3": 0.53283, "Y3": 0.5018, "X4": 0.51894, "Y4": 0.5018, "page": 0, "Index": 41}, {"Word": "*", "Confidence": 0.011, "X1": 0.53788, "Y1": 0.4932, "X2": 0.55429, "Y2": 0.493, "X3": 0.55303, "Y3": 0.5018, "X4": 0.53788, "Y4": 0.5018, "page": 0, "Index": 42}, {"Word": "NAME", "Confidence": 0.331, "X1": 0.44823, "Y1": 0.5262, "X2": 0.48232, "Y2": 0.526, "X3": 0.48106, "Y3": 0.5338, "X4": 0.44823, "Y4": 0.5348, "page": 0, "Index": 43}, {"Word": "ADDRESS", "Confidence": 0.629, "X1": 0.44949, "Y1": 0.5432, "X2": 0.5, "Y2": 0.543, "X3": 0.49874, "Y3": 0.5518, "X4": 0.44823, "Y4": 0.5518, "page": 0, "Index": 44}, {"Word": "CITY", "Confidence": 0.941, "X1": 0.44823, "Y1": 0.5602, "X2": 0.47475, "Y2": 0.56, "X3": 0.47348, "Y3": 0.5688, "X4": 0.44823, "Y4": 0.5678, "page": 0, "Index": 45}, {"Word": "STATE", "Confidence": 0.054, "X1": 0.57828, "Y1": 0.5612, "X2": 0.60732, "Y2": 0.561, "X3": 0.60732, "Y3": 0.5708, "X4": 0.57702, "Y4": 0.5698, "page": 0, "Index": 46}, {"Word": "__", "Confidence": 0.001, "X1": 0.60985, "Y1": 0.5612, "X2": 0.6654, "Y2": 0.561, "X3": 0.6654, "Y3": 0.5708, "X4": 0.60985, "Y4": 0.5708, "page": 0, "Index": 47}, {"Word": "ZIF.", "Confidence": 0.302, "X1": 0.67298, "Y1": 0.5602, "X2": 0.69444, "Y2": 0.56, "X3": 0.69571, "Y3": 0.5698, "X4": 0.67298, "Y4": 0.5708, "page": 0, "Index": 48}, {"Word": ".ritiale", "Confidence": 0.604, "X1": 0.43687, "Y1": 0.5882, "X2": 0.46717, "Y2": 0.588, "X3": 0.46717, "Y3": 0.5988, "X4": 0.43687, "Y4": 0.5988, "page": 0, "Index": 49}, {"Word": "for", "Confidence": 0.798, "X1": 0.4697, "Y1": 0.5892, "X2": 0.48485, "Y2": 0.589, "X3": 0.48359, "Y3": 0.5988, "X4": 0.4697, "Y4": 0.5988, "page": 0, "Index": 50}, {"Word": "mutter.", "Confidence": 0.514, "X1": 0.48737, "Y1": 0.5902, "X2": 0.52399, "Y2": 0.59, "X3": 0.52399, "Y3": 0.5998, "X4": 0.48611, "Y4": 0.5988, "page": 0, "Index": 51}, {"Word": "CHECK", "Confidence": 0.179, "X1": 0.43687, "Y1": 0.6042, "X2": 0.47222, "Y2": 0.604, "X3": 0.47222, "Y3": 0.6148, "X4": 0.43687, "Y4": 0.6148, "page": 0, "Index": 52}, {"Word": "METHOD", "Confidence": 0.634, "X1": 0.47475, "Y1": 0.6052, "X2": 0.52525, "Y2": 0.605, "X3": 0.52399, "Y3": 0.6148, "X4": 0.47475, "Y4": 0.6148, "page": 0, "Index": 53}, {"Word": "OF", "Confidence": 0.998, "X1": 0.52904, "Y1": 0.6052, "X2": 0.54545, "Y2": 0.605, "X3": 0.54545, "Y3": 0.6148, "X4": 0.52904, "Y4": 0.6148, "page": 0, "Index": 54}, {"Word": "PAYMENT!", "Confidence": 0.204, "X1": 0.54798, "Y1": 0.6062, "X2": 0.6048, "Y2": 0.606, "X3": 0.6048, "Y3": 0.6158, "X4": 0.54798, "Y4": 0.6148, "page": 0, "Index": 55}, {"Word": "\"", "Confidence": 0.033, "X1": 0.43813, "Y1": 0.6212, "X2": 0.44444, "Y2": 0.621, "X3": 0.44444, "Y3": 0.6298, "X4": 0.43687, "Y4": 0.6298, "page": 0, "Index": 56}, {"Word": "Magte", "Confidence": 0.157, "X1": 0.44823, "Y1": 0.6222, "X2": 0.47854, "Y2": 0.622, "X3": 0.47854, "Y3": 0.6308, "X4": 0.44697, "Y4": 0.6298, "page": 0, "Index": 57}, {"Word": "Card", "Confidence": 0.959, "X1": 0.48106, "Y1": 0.6222, "X2": 0.50758, "Y2": 0.622, "X3": 0.50758, "Y3": 0.6318, "X4": 0.48106, "Y4": 0.6308, "page": 0, "Index": 58}, {"Word": "Visa", "Confidence": 0.675, "X1": 0.54167, "Y1": 0.6222, "X2": 0.56566, "Y2": 0.622, "X3": 0.56566, "Y3": 0.6328, "X4": 0.5404, "Y4": 0.6328, "page": 0, "Index": 59}, {"Word": "C", "Confidence": 0.731, "X1": 0.58333, "Y1": 0.6212, "X2": 0.59217, "Y2": 0.621, "X3": 0.59217, "Y3": 0.6328, "X4": 0.58333, "Y4": 0.6328, "page": 0, "Index": 60}, {"Word": "Amer", "Confidence": 0.984, "X1": 0.59722, "Y1": 0.6222, "X2": 0.62626, "Y2": 0.622, "X3": 0.62626, "Y3": 0.6328, "X4": 0.59722, "Y4": 0.6328, "page": 0, "Index": 61}, {"Word": "car", "Confidence": 0.956, "X1": 0.62879, "Y1": 0.6232, "X2": 0.64646, "Y2": 0.623, "X3": 0.6452, "Y3": 0.6338, "X4": 0.62879, "Y4": 0.6328, "page": 0, "Index": 62}, {"Word": "Express", "Confidence": 0.622, "X1": 0.64899, "Y1": 0.6232, "X2": 0.69066, "Y2": 0.623, "X3": 0.68939, "Y3": 0.6338, "X4": 0.64773, "Y4": 0.6338, "page": 0, "Index": 63}, {"Word": "=", "Confidence": 0.207, "X1": 0.43561, "Y1": 0.6382, "X2": 0.44192, "Y2": 0.638, "X3": 0.44192, "Y3": 0.6468, "X4": 0.43434, "Y4": 0.6468, "page": 0, "Index": 64}, {"Word": "Chack", "Confidence": 0.675, "X1": 0.44823, "Y1": 0.6382, "X2": 0.4798, "Y2": 0.638, "X3": 0.4798, "Y3": 0.6478, "X4": 0.44697, "Y4": 0.6478, "page": 0, "Index": 65}, {"Word": "ar", "Confidence": 0.89, "X1": 0.48232, "Y1": 0.6382, "X2": 0.49242, "Y2": 0.638, "X3": 0.49242, "Y3": 0.6478, "X4": 0.48232, "Y4": 0.6478, "page": 0, "Index": 66}, {"Word": "wanty", "Confidence": 0.621, "X1": 0.49495, "Y1": 0.6382, "X2": 0.52904, "Y2": 0.638, "X3": 0.52904, "Y3": 0.6478, "X4": 0.49495, "Y4": 0.6478, "page": 0, "Index": 67}, {"Word": "Greenspanab", "Confidence": 0.125, "X1": 0.53157, "Y1": 0.6392, "X2": 0.59848, "Y2": 0.639, "X3": 0.59722, "Y3": 0.6488, "X4": 0.53157, "Y4": 0.6478, "page": 0, "Index": 68}, {"Word": "c", "Confidence": 0.266, "X1": 0.60101, "Y1": 0.6392, "X2": 0.60732, "Y2": 0.639, "X3": 0.60606, "Y3": 0.6488, "X4": 0.59975, "Y4": 0.6488, "page": 0, "Index": 69}, {"Word": "to", "Confidence": 0.854, "X1": 0.60859, "Y1": 0.6392, "X2": 0.61869, "Y2": 0.639, "X3": 0.61869, "Y3": 0.6488, "X4": 0.60859, "Y4": 0.6488, "page": 0, "Index": 70}, {"Word": "Vantage", "Confidence": 0.636, "X1": 0.62121, "Y1": 0.6402, "X2": 0.66288, "Y2": 0.64, "X3": 0.66288, "Y3": 0.6488, "X4": 0.62121, "Y4": 0.6488, "page": 0, "Index": 71}, {"Word": "Pro", "Confidence": 0.811, "X1": 0.6654, "Y1": 0.6402, "X2": 0.68056, "Y2": 0.64, "X3": 0.68056, "Y3": 0.6488, "X4": 0.66414, "Y4": 0.6488, "page": 0, "Index": 72}, {"Word": "Sieuj", "Confidence": 0.019, "X1": 0.68308, "Y1": 0.6402, "X2": 0.71465, "Y2": 0.64, "X3": 0.71465, "Y3": 0.6488, "X4": 0.68308, "Y4": 0.6488, "page": 0, "Index": 73}, {"Word": "C.erir", "Confidence": 0.257, "X1": 0.43434, "Y1": 0.6722, "X2": 0.46338, "Y2": 0.672, "X3": 0.46338, "Y3": 0.6838, "X4": 0.43434, "Y4": 0.6828, "page": 0, "Index": 74}, {"Word": "Card", "Confidence": 0.494, "X1": 0.46591, "Y1": 0.6722, "X2": 0.49116, "Y2": 0.672, "X3": 0.4899, "Y3": 0.6838, "X4": 0.46591, "Y4": 0.6838, "page": 0, "Index": 75}, {"Word": "#", "Confidence": 0.024, "X1": 0.49369, "Y1": 0.6732, "X2": 0.50253, "Y2": 0.673, "X3": 0.50253, "Y3": 0.6838, "X4": 0.49369, "Y4": 0.6838, "page": 0, "Index": 76}, {"Word": "ExC.", "Confidence": 0.488, "X1": 0.43308, "Y1": 0.6922, "X2": 0.45455, "Y2": 0.692, "X3": 0.45455, "Y3": 0.7028, "X4": 0.43308, "Y4": 0.7018, "page": 0, "Index": 77}, {"Word": "Dane", "Confidence": 0.052, "X1": 0.45707, "Y1": 0.6932, "X2": 0.48359, "Y2": 0.693, "X3": 0.48359, "Y3": 0.7038, "X4": 0.45707, "Y4": 0.7028, "page": 0, "Index": 78}, {"Word": "Signature.", "Confidence": 0.285, "X1": 0.43434, "Y1": 0.7112, "X2": 0.48737, "Y2": 0.711, "X3": 0.48611, "Y3": 0.7228, "X4": 0.43434, "Y4": 0.7208, "page": 0, "Index": 79}, {"Word": "Phone", "Confidence": 0.902, "X1": 0.43434, "Y1": 0.7292, "X2": 0.46843, "Y2": 0.729, "X3": 0.46843, "Y3": 0.7388, "X4": 0.43434, "Y4": 0.7378, "page": 0, "Index": 80}, {"Word": "\"certify", "Confidence": 0.577, "X1": 0.43561, "Y1": 0.7552, "X2": 0.46843, "Y2": 0.755, "X3": 0.46843, "Y3": 0.7668, "X4": 0.43434, "Y4": 0.7668, "page": 0, "Index": 81}, {"Word": "that", "Confidence": 0.073, "X1": 0.47222, "Y1": 0.7552, "X2": 0.4899, "Y2": 0.755, "X3": 0.4899, "Y3": 0.7668, "X4": 0.47096, "Y4": 0.7668, "page": 0, "Index": 82}, {"Word": "I", "Confidence": 0.251, "X1": 0.49369, "Y1": 0.7562, "X2": 0.49621, "Y2": 0.756, "X3": 0.49495, "Y3": 0.7668, "X4": 0.49242, "Y4": 0.7668, "page": 0, "Index": 83}, {"Word": "am", "Confidence": 0.822, "X1": 0.49874, "Y1": 0.7562, "X2": 0.51389, "Y2": 0.756, "X3": 0.51389, "Y3": 0.7668, "X4": 0.49874, "Y4": 0.7668, "page": 0, "Index": 84}, {"Word": "a:", "Confidence": 0.853, "X1": 0.51894, "Y1": 0.7562, "X2": 0.52652, "Y2": 0.756, "X3": 0.52525, "Y3": 0.7668, "X4": 0.51768, "Y4": 0.7668, "page": 0, "Index": 85}, {"Word": "least", "Confidence": 0.993, "X1": 0.52904, "Y1": 0.7562, "X2": 0.55303, "Y2": 0.756, "X3": 0.55177, "Y3": 0.7678, "X4": 0.52904, "Y4": 0.7668, "page": 0, "Index": 86}, {"Word": "2\"", "Confidence": 0.75, "X1": 0.55556, "Y1": 0.7562, "X2": 0.56692, "Y2": 0.756, "X3": 0.56692, "Y3": 0.7678, "X4": 0.55429, "Y4": 0.7678, "page": 0, "Index": 87}, {"Word": "years", "Confidence": 0.759, "X1": 0.56944, "Y1": 0.7562, "X2": 0.5947, "Y2": 0.756, "X3": 0.5947, "Y3": 0.7678, "X4": 0.56944, "Y4": 0.7678, "page": 0, "Index": 88}, {"Word": "of", "Confidence": 0.997, "X1": 0.59848, "Y1": 0.7572, "X2": 0.60732, "Y2": 0.757, "X3": 0.60606, "Y3": 0.7688, "X4": 0.59722, "Y4": 0.7678, "page": 0, "Index": 89}, {"Word": "age.", "Confidence": 0.827, "X1": 0.60985, "Y1": 0.7572, "X2": 0.63258, "Y2": 0.757, "X3": 0.63258, "Y3": 0.7688, "X4": 0.60985, "Y4": 0.7688, "page": 0, "Index": 90}, {"Word": "Signature", "Confidence": 0.35, "X1": 0.43308, "Y1": 0.7732, "X2": 0.48359, "Y2": 0.773, "X3": 0.48232, "Y3": 0.7848, "X4": 0.43182, "Y4": 0.7828, "page": 0, "Index": 91}, {"Word": "Send", "Confidence": 0.982, "X1": 0.43182, "Y1": 0.7932, "X2": 0.45707, "Y2": 0.793, "X3": 0.45707, "Y3": 0.8038, "X4": 0.43056, "Y4": 0.8048, "page": 0, "Index": 92}, {"Word": "orders", "Confidence": 0.602, "X1": 0.46086, "Y1": 0.7932, "X2": 0.49495, "Y2": 0.793, "X3": 0.49495, "Y3": 0.8038, "X4": 0.4596, "Y4": 0.8038, "page": 0, "Index": 93}, {"Word": "c:", "Confidence": 0.374, "X1": 0.49747, "Y1": 0.7942, "X2": 0.51136, "Y2": 0.794, "X3": 0.51136, "Y3": 0.8048, "X4": 0.49747, "Y4": 0.8038, "page": 0, "Index": 94}, {"Word": "VANTAGE", "Confidence": 0.668, "X1": 0.43308, "Y1": 0.8052, "X2": 0.48232, "Y2": 0.805, "X3": 0.48106, "Y3": 0.8148, "X4": 0.43182, "Y4": 0.8148, "page": 0, "Index": 95}, {"Word": "PRC", "Confidence": 0.882, "X1": 0.48485, "Y1": 0.8052, "X2": 0.50631, "Y2": 0.805, "X3": 0.50631, "Y3": 0.8148, "X4": 0.48359, "Y4": 0.8148, "page": 0, "Index": 96}, {"Word": "SHOT", "Confidence": 0.335, "X1": 0.5101, "Y1": 0.8052, "X2": 0.54419, "Y2": 0.805, "X3": 0.54419, "Y3": 0.8148, "X4": 0.50884, "Y4": 0.8148, "page": 0, "Index": 97}, {"Word": "c/o", "Confidence": 0.433, "X1": 0.54798, "Y1": 0.8052, "X2": 0.56439, "Y2": 0.805, "X3": 0.56313, "Y3": 0.8148, "X4": 0.54672, "Y4": 0.8148, "page": 0, "Index": 98}, {"Word": "Glitmaster", "Confidence": 0.786, "X1": 0.56692, "Y1": 0.8062, "X2": 0.61995, "Y2": 0.806, "X3": 0.61869, "Y3": 0.8148, "X4": 0.56566, "Y4": 0.8148, "page": 0, "Index": 99}, {"Word": "Inc.", "Confidence": 0.883, "X1": 0.62247, "Y1": 0.8062, "X2": 0.64268, "Y2": 0.806, "X3": 0.64268, "Y3": 0.8148, "X4": 0.62121, "Y4": 0.8148, "page": 0, "Index": 100}, {"Word": "-", "Confidence": 0.472, "X1": 0.94318, "Y1": 0.8032, "X2": 0.94823, "Y2": 0.803, "X3": 0.94823, "Y3": 0.8088, "X4": 0.94318, "Y4": 0.8098, "page": 0, "Index": 101}, {"Word": "$825", "Confidence": 0.419, "X1": 0.43308, "Y1": 0.8152, "X2": 0.45707, "Y2": 0.815, "X3": 0.45581, "Y3": 0.8258, "X4": 0.43182, "Y4": 0.8258, "page": 0, "Index": 102}, {"Word": "Wel", "Confidence": 0.149, "X1": 0.4596, "Y1": 0.8152, "X2": 0.48485, "Y2": 0.815, "X3": 0.48359, "Y3": 0.8258, "X4": 0.4596, "Y4": 0.8258, "page": 0, "Index": 103}, {"Word": "Cheun", "Confidence": 0.145, "X1": 0.48737, "Y1": 0.8152, "X2": 0.51894, "Y2": 0.815, "X3": 0.51768, "Y3": 0.8258, "X4": 0.48611, "Y4": 0.8258, "page": 0, "Index": 104}, {"Word": "True", "Confidence": 0.628, "X1": 0.52146, "Y1": 0.8152, "X2": 0.5404, "Y2": 0.815, "X3": 0.53914, "Y3": 0.8258, "X4": 0.5202, "Y4": 0.8258, "page": 0, "Index": 105}, {"Word": "Road.", "Confidence": 0.665, "X1": 0.54293, "Y1": 0.8152, "X2": 0.57323, "Y2": 0.815, "X3": 0.57197, "Y3": 0.8258, "X4": 0.54167, "Y4": 0.8258, "page": 0, "Index": 106}, {"Word": "Post", "Confidence": 0.712, "X1": 0.57576, "Y1": 0.8152, "X2": 0.59596, "Y2": 0.815, "X3": 0.5947, "Y3": 0.8258, "X4": 0.57449, "Y4": 0.8258, "page": 0, "Index": 107}, {"Word": "Office", "Confidence": 0.624, "X1": 0.59975, "Y1": 0.8152, "X2": 0.63005, "Y2": 0.815, "X3": 0.62879, "Y3": 0.8268, "X4": 0.59848, "Y4": 0.8258, "page": 0, "Index": 108}, {"Word": "Box", "Confidence": 0.449, "X1": 0.63258, "Y1": 0.8152, "X2": 0.65278, "Y2": 0.815, "X3": 0.65152, "Y3": 0.8268, "X4": 0.63131, "Y4": 0.8268, "page": 0, "Index": 109}, {"Word": "17001", "Confidence": 0.855, "X1": 0.6553, "Y1": 0.8152, "X2": 0.68561, "Y2": 0.815, "X3": 0.68434, "Y3": 0.8268, "X4": 0.65404, "Y4": 0.8268, "page": 0, "Index": 110}, {"Word": "Milwaukee,", "Confidence": 0.59, "X1": 0.43308, "Y1": 0.8262, "X2": 0.4899, "Y2": 0.826, "X3": 0.4899, "Y3": 0.8358, "X4": 0.43182, "Y4": 0.8358, "page": 0, "Index": 111}, {"Word": "Wiscons.r", "Confidence": 0.443, "X1": 0.49242, "Y1": 0.8272, "X2": 0.54545, "Y2": 0.827, "X3": 0.54419, "Y3": 0.8358, "X4": 0.49242, "Y4": 0.8358, "page": 0, "Index": 112}, {"Word": "$3217", "Confidence": 0.607, "X1": 0.54798, "Y1": 0.8272, "X2": 0.57955, "Y2": 0.827, "X3": 0.57828, "Y3": 0.8358, "X4": 0.54798, "Y4": 0.8358, "page": 0, "Index": 113}, {"Word": "CIFTMASTER", "Confidence": 0.905, "X1": 0.43434, "Y1": 0.8462, "X2": 0.49747, "Y2": 0.846, "X3": 0.49747, "Y3": 0.8578, "X4": 0.43434, "Y4": 0.8568, "page": 0, "Index": 114}, {"Word": "services", "Confidence": 0.992, "X1": 0.50126, "Y1": 0.8472, "X2": 0.54672, "Y2": 0.847, "X3": 0.54545, "Y3": 0.8578, "X4": 0.5, "Y4": 0.8578, "page": 0, "Index": 115}, {"Word": "Cifimenes", "Confidence": 0.604, "X1": 0.43182, "Y1": 0.8572, "X2": 0.48359, "Y2": 0.857, "X3": 0.48359, "Y3": 0.8688, "X4": 0.43308, "Y4": 0.8678, "page": 0, "Index": 116}, {"Word": "Inc.", "Confidence": 0.669, "X1": 0.48611, "Y1": 0.8572, "X2": 0.50631, "Y2": 0.857, "X3": 0.50631, "Y3": 0.8688, "X4": 0.48737, "Y4": 0.8688, "page": 0, "Index": 117}, {"Word": "DBA", "Confidence": 0.849, "X1": 0.50884, "Y1": 0.8572, "X2": 0.53157, "Y2": 0.857, "X3": 0.53157, "Y3": 0.8688, "X4": 0.50884, "Y4": 0.8688, "page": 0, "Index": 118}, {"Word": "Vantage", "Confidence": 0.767, "X1": 0.53535, "Y1": 0.8582, "X2": 0.57449, "Y2": 0.858, "X3": 0.57323, "Y3": 0.8688, "X4": 0.53409, "Y4": 0.8688, "page": 0, "Index": 119}, {"Word": "Pro", "Confidence": 0.7, "X1": 0.57702, "Y1": 0.8582, "X2": 0.5947, "Y2": 0.858, "X3": 0.59343, "Y3": 0.8698, "X4": 0.57702, "Y4": 0.8698, "page": 0, "Index": 120}, {"Word": "Shop", "Confidence": 0.985, "X1": 0.59722, "Y1": 0.8582, "X2": 0.625, "Y2": 0.858, "X3": 0.62374, "Y3": 0.8698, "X4": 0.59722, "Y4": 0.8698, "page": 0, "Index": 121}, {"Word": "2044390129", "Confidence": 0.781, "X1": 0.76389, "Y1": 0.9272, "X2": 0.7601, "Y2": 0.927, "X3": 0.74242, "Y3": 0.9268, "X4": 0.74747, "Y4": 0.8328, "page": 0, "Index": 122}]}	"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"
ffww0028	4	{"lines_data": [{"Word": "Warning: The Surgeon General Has Determinec", "Confidence": 0.92467, "X1": 0.55556, "Y1": 0.0412, "X2": 0.9053, "Y2": 0.041, "X3": 0.9053, "Y3": 0.0598, "X4": 0.55556, "Y4": 0.0598, "page": 0}, {"Word": "That Cigarette Smoking Is Dangerous to Your Health.", "Confidence": 0.9725, "X1": 0.55682, "Y1": 0.0612, "X2": 0.9053, "Y2": 0.061, "X3": 0.9053, "Y3": 0.0788, "X4": 0.55682, "Y4": 0.0778, "page": 0}, {"Word": "ULTRA LIGHTS. 5 mg. \"mer\". 0.5 mg. nicctine av. por cigarette Ly FTC Ter'inde", "Confidence": 0.56979, "X1": 0.48611, "Y1": 0.1222, "X2": 0.94697, "Y2": 0.122, "X3": 0.94697, "Y3": 0.1408, "X4": 0.48611, "Y4": 0.1378, "page": 0}, {"Word": "FILTER: 9 mag. \"tar\": 0.7 mg nicotine av. per cigarette. FTC \"sport MAR. '83.\"", "Confidence": 0.56014, "X1": 0.48611, "Y1": 0.1402, "X2": 0.92551, "Y2": 0.14, "X3": 0.92551, "Y3": 0.1588, "X4": 0.48611, "Y4": 0.1568, "page": 0}, {"Word": "TAGE.", "Confidence": 0.615, "X1": 0.57071, "Y1": 0.4592, "X2": 0.72475, "Y2": 0.459, "X3": 0.72348, "Y3": 0.4958, "X4": 0.57071, "Y4": 0.4948, "page": 0}, {"Word": "VANTAGE", "Confidence": 0.618, "X1": 0.84343, "Y1": 0.4992, "X2": 0.84596, "Y2": 0.499, "X3": 0.85985, "Y3": 0.4988, "X4": 0.85732, "Y4": 0.5718, "page": 0}, {"Word": "VANTAGE", "Confidence": 0.995, "X1": 0.73232, "Y1": 0.4972, "X2": 0.83838, "Y2": 0.497, "X3": 0.83586, "Y3": 0.5198, "X4": 0.7298, "Y4": 0.5118, "page": 0}, {"Word": "\u0164HEIAST\u00ddOF SUCCESS;", "Confidence": 0.4375, "X1": 0.18056, "Y1": 0.4912, "X2": 0.7197, "Y2": 0.491, "X3": 0.72096, "Y3": 0.5338, "X4": 0.18056, "Y4": 0.5348, "page": 0}, {"Word": "O", "Confidence": 0.623, "X1": 0.75758, "Y1": 0.5222, "X2": 0.82197, "Y2": 0.522, "X3": 0.82071, "Y3": 0.5888, "X4": 0.75631, "Y4": 0.5908, "page": 0}, {"Word": "VANTAGE", "Confidence": 0.942, "X1": 0.68561, "Y1": 0.5972, "X2": 0.75253, "Y2": 0.597, "X3": 0.75379, "Y3": 0.6098, "X4": 0.68687, "Y4": 0.6158, "page": 0}, {"Word": "P.O", "Confidence": 0.674, "X1": 0.13763, "Y1": 0.6732, "X2": 0.19571, "Y2": 0.673, "X3": 0.19571, "Y3": 0.6898, "X4": 0.13889, "Y4": 0.6908, "page": 0}, {"Word": "PROMOTIONAL MARKETING CIVISION", "Confidence": 0.931, "X1": 0.42045, "Y1": 0.6922, "X2": 0.63131, "Y2": 0.692, "X3": 0.63131, "Y3": 0.7018, "X4": 0.42045, "Y4": 0.7028, "page": 0}, {"Word": "Pakete, W1 53217", "Confidence": 0.61233, "X1": 0.18056, "Y1": 0.6932, "X2": 0.31692, "Y2": 0.693, "X3": 0.31818, "Y3": 0.7088, "X4": 0.18056, "Y4": 0.7118, "page": 0}, {"Word": "B2X 9450", "Confidence": 0.382, "X1": 0.42298, "Y1": 0.7032, "X2": 0.46843, "Y2": 0.703, "X3": 0.46843, "Y3": 0.7108, "X4": 0.42298, "Y4": 0.7108, "page": 0}, {"Word": "ET. PAHI, MINMERCTA #! 77", "Confidence": 0.5622, "X1": 0.42298, "Y1": 0.7112, "X2": 0.56187, "Y2": 0.711, "X3": 0.56187, "Y3": 0.7188, "X4": 0.42298, "Y4": 0.7188, "page": 0}, {"Word": "1", "Confidence": 0.995, "X1": 0.69444, "Y1": 0.7682, "X2": 0.70833, "Y2": 0.768, "X3": 0.70707, "Y3": 0.7798, "X4": 0.69318, "Y4": 0.7798, "page": 0}, {"Word": "1. 11RA JA", "Confidence": 0.161, "X1": 0.4154, "Y1": 0.7782, "X2": 0.51641, "Y2": 0.778, "X3": 0.51768, "Y3": 0.7898, "X4": 0.4154, "Y4": 0.7908, "page": 0}, {"Word": "SCHERICK AVE", "Confidence": 0.846, "X1": 0.44949, "Y1": 0.7882, "X2": 0.58207, "Y2": 0.788, "X3": 0.58333, "Y3": 0.8008, "X4": 0.44949, "Y4": 0.8018, "page": 0}, {"Word": "4. 11237", "Confidence": 0.3075, "X1": 0.61869, "Y1": 0.7982, "X2": 0.70707, "Y2": 0.798, "X3": 0.70707, "Y3": 0.8128, "X4": 0.61742, "Y4": 0.8118, "page": 0}, {"Word": "123", "Confidence": 0.391, "X1": 0.56187, "Y1": 0.8662, "X2": 0.59343, "Y2": 0.866, "X3": 0.59343, "Y3": 0.8768, "X4": 0.56061, "Y4": 0.8768, "page": 0}, {"Word": "24", "Confidence": 0.985, "X1": 0.69444, "Y1": 0.8662, "X2": 0.71591, "Y2": 0.866, "X3": 0.71591, "Y3": 0.8768, "X4": 0.69444, "Y4": 0.8768, "page": 0}, {"Word": "Or call to I-free:", "Confidence": 0.9135, "X1": 0.14141, "Y1": 0.8712, "X2": 0.26515, "Y2": 0.871, "X3": 0.26515, "Y3": 0.8858, "X4": 0.14141, "Y4": 0.8858, "page": 0}, {"Word": "2044390130", "Confidence": 0.992, "X1": 0.95581, "Y1": 0.8832, "X2": 0.95328, "Y2": 0.883, "X3": 0.93687, "Y3": 0.8828, "X4": 0.93939, "Y4": 0.7918, "page": 0}, {"Word": "1-800-558-8959.", "Confidence": 0.955, "X1": 0.13889, "Y1": 0.8872, "X2": 0.27273, "Y2": 0.887, "X3": 0.27273, "Y3": 0.9018, "X4": 0.13889, "Y4": 0.9018, "page": 0}, {"Word": "BE\"JEN POTAGE", "Confidence": 0.0605, "X1": 0.43561, "Y1": 0.8982, "X2": 0.50379, "Y2": 0.898, "X3": 0.50379, "Y3": 0.9048, "X4": 0.43561, "Y4": 0.9058, "page": 0}, {"Word": "In Wisconsin call:", "Confidence": 0.98667, "X1": 0.14015, "Y1": 0.9022, "X2": 0.2803, "Y2": 0.902, "X3": 0.2803, "Y3": 0.9168, "X4": 0.14015, "Y4": 0.9178, "page": 0}, {"Word": "GUARANTEE", "Confidence": 0.184, "X1": 0.43687, "Y1": 0.9052, "X2": 0.48737, "Y2": 0.905, "X3": 0.48737, "Y3": 0.9108, "X4": 0.43687, "Y4": 0.9108, "page": 0}, {"Word": "NOTE: F NECESSARY TO WRITE US REFLEIN WHOS LAKE", "Confidence": 0.56644, "X1": 0.45076, "Y1": 0.9182, "X2": 0.69192, "Y2": 0.918, "X3": 0.69066, "Y3": 0.9258, "X4": 0.45076, "Y4": 0.9248, "page": 0}, {"Word": "1-414-352-0425.", "Confidence": 0.856, "X1": 0.14141, "Y1": 0.9182, "X2": 0.26768, "Y2": 0.918, "X3": 0.26768, "Y3": 0.9328, "X4": 0.14141, "Y4": 0.9338, "page": 0}, {"Word": "de naler-Se en, NC. 27122.", "Confidence": 0.2942, "X1": 0.78283, "Y1": 0.9272, "X2": 0.90025, "Y2": 0.927, "X3": 0.90025, "Y3": 0.9358, "X4": 0.78283, "Y4": 0.9348, "page": 0}, {"Word": "14:150", "Confidence": 0.602, "X1": 0.22222, "Y1": 0.9432, "X2": 0.25884, "Y2": 0.943, "X3": 0.25884, "Y3": 0.9528, "X4": 0.22096, "Y4": 0.9518, "page": 0}], "words_data": [{"Word": "Warning:", "Confidence": 0.982, "X1": 0.55682, "Y1": 0.0422, "X2": 0.61869, "Y2": 0.042, "X3": 0.61995, "Y3": 0.0608, "X4": 0.55808, "Y4": 0.0608, "page": 0, "Index": 0}, {"Word": "The", "Confidence": 0.998, "X1": 0.62374, "Y1": 0.0422, "X2": 0.65152, "Y2": 0.042, "X3": 0.65152, "Y3": 0.0608, "X4": 0.62374, "Y4": 0.0608, "page": 0, "Index": 1}, {"Word": "Surgeon", "Confidence": 0.991, "X1": 0.6553, "Y1": 0.0422, "X2": 0.71717, "Y2": 0.042, "X3": 0.71717, "Y3": 0.0608, "X4": 0.65657, "Y4": 0.0608, "page": 0, "Index": 2}, {"Word": "General", "Confidence": 0.993, "X1": 0.72096, "Y1": 0.0422, "X2": 0.7803, "Y2": 0.042, "X3": 0.7803, "Y3": 0.0608, "X4": 0.72222, "Y4": 0.0608, "page": 0, "Index": 3}, {"Word": "Has", "Confidence": 0.958, "X1": 0.78409, "Y1": 0.0422, "X2": 0.81439, "Y2": 0.042, "X3": 0.81439, "Y3": 0.0608, "X4": 0.78409, "Y4": 0.0608, "page": 0, "Index": 4}, {"Word": "Determinec", "Confidence": 0.626, "X1": 0.81944, "Y1": 0.0432, "X2": 0.9053, "Y2": 0.043, "X3": 0.9053, "Y3": 0.0608, "X4": 0.81944, "Y4": 0.0608, "page": 0, "Index": 5}, {"Word": "That", "Confidence": 0.98, "X1": 0.55808, "Y1": 0.0612, "X2": 0.5846, "Y2": 0.061, "X3": 0.5846, "Y3": 0.0788, "X4": 0.55808, "Y4": 0.0788, "page": 0, "Index": 6}, {"Word": "Cigarette", "Confidence": 0.991, "X1": 0.58965, "Y1": 0.0612, "X2": 0.64773, "Y2": 0.061, "X3": 0.64773, "Y3": 0.0788, "X4": 0.58965, "Y4": 0.0788, "page": 0, "Index": 7}, {"Word": "Smoking", "Confidence": 0.997, "X1": 0.65278, "Y1": 0.0612, "X2": 0.7096, "Y2": 0.061, "X3": 0.7096, "Y3": 0.0788, "X4": 0.65278, "Y4": 0.0788, "page": 0, "Index": 8}, {"Word": "Is", "Confidence": 0.886, "X1": 0.71465, "Y1": 0.0622, "X2": 0.72475, "Y2": 0.062, "X3": 0.72475, "Y3": 0.0788, "X4": 0.71465, "Y4": 0.0788, "page": 0, "Index": 9}, {"Word": "Dangerous", "Confidence": 0.994, "X1": 0.7298, "Y1": 0.0622, "X2": 0.80051, "Y2": 0.062, "X3": 0.80051, "Y3": 0.0798, "X4": 0.7298, "Y4": 0.0788, "page": 0, "Index": 10}, {"Word": "to", "Confidence": 0.997, "X1": 0.80429, "Y1": 0.0622, "X2": 0.81818, "Y2": 0.062, "X3": 0.81818, "Y3": 0.0798, "X4": 0.80556, "Y4": 0.0798, "page": 0, "Index": 11}, {"Word": "Your", "Confidence": 0.952, "X1": 0.82323, "Y1": 0.0622, "X2": 0.84975, "Y2": 0.062, "X3": 0.84975, "Y3": 0.0798, "X4": 0.82323, "Y4": 0.0798, "page": 0, "Index": 12}, {"Word": "Health.", "Confidence": 0.983, "X1": 0.8548, "Y1": 0.0612, "X2": 0.90657, "Y2": 0.061, "X3": 0.90657, "Y3": 0.0798, "X4": 0.8548, "Y4": 0.0798, "page": 0, "Index": 13}, {"Word": "ULTRA", "Confidence": 0.662, "X1": 0.48737, "Y1": 0.1212, "X2": 0.52146, "Y2": 0.121, "X3": 0.52146, "Y3": 0.1378, "X4": 0.48611, "Y4": 0.1378, "page": 0, "Index": 14}, {"Word": "LIGHTS.", "Confidence": 0.667, "X1": 0.52652, "Y1": 0.1212, "X2": 0.56944, "Y2": 0.121, "X3": 0.56944, "Y3": 0.1378, "X4": 0.52652, "Y4": 0.1378, "page": 0, "Index": 15}, {"Word": "5", "Confidence": 0.994, "X1": 0.57323, "Y1": 0.1212, "X2": 0.58207, "Y2": 0.121, "X3": 0.58207, "Y3": 0.1378, "X4": 0.57323, "Y4": 0.1378, "page": 0, "Index": 16}, {"Word": "mg.", "Confidence": 0.912, "X1": 0.58712, "Y1": 0.1212, "X2": 0.60606, "Y2": 0.121, "X3": 0.60606, "Y3": 0.1378, "X4": 0.58712, "Y4": 0.1378, "page": 0, "Index": 17}, {"Word": "\"mer\".", "Confidence": 0.083, "X1": 0.61111, "Y1": 0.1212, "X2": 0.64015, "Y2": 0.121, "X3": 0.64015, "Y3": 0.1378, "X4": 0.60985, "Y4": 0.1378, "page": 0, "Index": 18}, {"Word": "0.5", "Confidence": 0.883, "X1": 0.6452, "Y1": 0.1212, "X2": 0.66414, "Y2": 0.121, "X3": 0.66414, "Y3": 0.1388, "X4": 0.64394, "Y4": 0.1388, "page": 0, "Index": 19}, {"Word": "mg.", "Confidence": 0.227, "X1": 0.66793, "Y1": 0.1212, "X2": 0.68813, "Y2": 0.121, "X3": 0.68687, "Y3": 0.1388, "X4": 0.66793, "Y4": 0.1388, "page": 0, "Index": 20}, {"Word": "nicctine", "Confidence": 0.628, "X1": 0.69192, "Y1": 0.1212, "X2": 0.73737, "Y2": 0.121, "X3": 0.73737, "Y3": 0.1388, "X4": 0.69192, "Y4": 0.1388, "page": 0, "Index": 21}, {"Word": "av.", "Confidence": 0.678, "X1": 0.74242, "Y1": 0.1212, "X2": 0.75758, "Y2": 0.121, "X3": 0.75758, "Y3": 0.1388, "X4": 0.74242, "Y4": 0.1388, "page": 0, "Index": 22}, {"Word": "por", "Confidence": 0.525, "X1": 0.76136, "Y1": 0.1212, "X2": 0.77904, "Y2": 0.121, "X3": 0.77904, "Y3": 0.1398, "X4": 0.76136, "Y4": 0.1388, "page": 0, "Index": 23}, {"Word": "cigarette", "Confidence": 0.39, "X1": 0.78409, "Y1": 0.1222, "X2": 0.83081, "Y2": 0.122, "X3": 0.83081, "Y3": 0.1398, "X4": 0.78409, "Y4": 0.1398, "page": 0, "Index": 24}, {"Word": "Ly", "Confidence": 0.372, "X1": 0.83586, "Y1": 0.1222, "X2": 0.84975, "Y2": 0.122, "X3": 0.85101, "Y3": 0.1398, "X4": 0.83586, "Y4": 0.1398, "page": 0, "Index": 25}, {"Word": "FTC", "Confidence": 0.802, "X1": 0.8548, "Y1": 0.1222, "X2": 0.88005, "Y2": 0.122, "X3": 0.88005, "Y3": 0.1408, "X4": 0.8548, "Y4": 0.1398, "page": 0, "Index": 26}, {"Word": "Ter'inde", "Confidence": 0.154, "X1": 0.88384, "Y1": 0.1232, "X2": 0.93687, "Y2": 0.123, "X3": 0.93687, "Y3": 0.1408, "X4": 0.8851, "Y4": 0.1408, "page": 0, "Index": 27}, {"Word": "FILTER:", "Confidence": 0.794, "X1": 0.48737, "Y1": 0.1392, "X2": 0.52525, "Y2": 0.139, "X3": 0.52525, "Y3": 0.1568, "X4": 0.48611, "Y4": 0.1558, "page": 0, "Index": 28}, {"Word": "9", "Confidence": 0.815, "X1": 0.5303, "Y1": 0.1392, "X2": 0.53914, "Y2": 0.139, "X3": 0.53914, "Y3": 0.1568, "X4": 0.5303, "Y4": 0.1568, "page": 0, "Index": 29}, {"Word": "mag.", "Confidence": 0.113, "X1": 0.54419, "Y1": 0.1392, "X2": 0.56313, "Y2": 0.139, "X3": 0.56313, "Y3": 0.1578, "X4": 0.54419, "Y4": 0.1568, "page": 0, "Index": 30}, {"Word": "\"tar\":", "Confidence": 0.468, "X1": 0.56818, "Y1": 0.1392, "X2": 0.59343, "Y2": 0.139, "X3": 0.59343, "Y3": 0.1578, "X4": 0.56818, "Y4": 0.1578, "page": 0, "Index": 31}, {"Word": "0.7", "Confidence": 0.927, "X1": 0.59848, "Y1": 0.1392, "X2": 0.61742, "Y2": 0.139, "X3": 0.61742, "Y3": 0.1578, "X4": 0.59848, "Y4": 0.1578, "page": 0, "Index": 32}, {"Word": "mg", "Confidence": 0.094, "X1": 0.62247, "Y1": 0.1392, "X2": 0.64394, "Y2": 0.139, "X3": 0.64394, "Y3": 0.1578, "X4": 0.62247, "Y4": 0.1578, "page": 0, "Index": 33}, {"Word": "FTC", "Confidence": 0.962, "X1": 0.79545, "Y1": 0.1402, "X2": 0.81818, "Y2": 0.14, "X3": 0.81818, "Y3": 0.1578, "X4": 0.79545, "Y4": 0.1588, "page": 0, "Index": 34}, {"Word": "\"sport", "Confidence": 0.258, "X1": 0.82323, "Y1": 0.1412, "X2": 0.85859, "Y2": 0.141, "X3": 0.85985, "Y3": 0.1578, "X4": 0.82323, "Y4": 0.1578, "page": 0, "Index": 35}, {"Word": "MAR.", "Confidence": 0.689, "X1": 0.86364, "Y1": 0.1412, "X2": 0.89015, "Y2": 0.141, "X3": 0.89141, "Y3": 0.1578, "X4": 0.86364, "Y4": 0.1578, "page": 0, "Index": 36}, {"Word": "'83.\"", "Confidence": 0.217, "X1": 0.8952, "Y1": 0.1412, "X2": 0.92424, "Y2": 0.141, "X3": 0.92551, "Y3": 0.1578, "X4": 0.89646, "Y4": 0.1578, "page": 0, "Index": 37}, {"Word": "nicotine", "Confidence": 0.618, "X1": 0.64773, "Y1": 0.1402, "X2": 0.69192, "Y2": 0.14, "X3": 0.69192, "Y3": 0.1588, "X4": 0.64773, "Y4": 0.1578, "page": 0, "Index": 38}, {"Word": "av.", "Confidence": 0.453, "X1": 0.69571, "Y1": 0.1402, "X2": 0.71212, "Y2": 0.14, "X3": 0.71338, "Y3": 0.1588, "X4": 0.69571, "Y4": 0.1588, "page": 0, "Index": 39}, {"Word": "per", "Confidence": 0.932, "X1": 0.71717, "Y1": 0.1402, "X2": 0.73359, "Y2": 0.14, "X3": 0.73359, "Y3": 0.1588, "X4": 0.71717, "Y4": 0.1588, "page": 0, "Index": 40}, {"Word": "cigarette.", "Confidence": 0.502, "X1": 0.73864, "Y1": 0.1402, "X2": 0.7904, "Y2": 0.14, "X3": 0.79167, "Y3": 0.1588, "X4": 0.73864, "Y4": 0.1588, "page": 0, "Index": 41}, {"Word": "TAGE.", "Confidence": 0.615, "X1": 0.59217, "Y1": 0.4622, "X2": 0.72222, "Y2": 0.462, "X3": 0.72222, "Y3": 0.4948, "X4": 0.59343, "Y4": 0.4958, "page": 0, "Index": 42}, {"Word": "VANTAGE", "Confidence": 0.618, "X1": 0.8447, "Y1": 0.5032, "X2": 0.84596, "Y2": 0.503, "X3": 0.86111, "Y3": 0.5028, "X4": 0.85732, "Y4": 0.5718, "page": 0, "Index": 43}, {"Word": "VANTAGE", "Confidence": 0.995, "X1": 0.73359, "Y1": 0.4992, "X2": 0.83712, "Y2": 0.499, "X3": 0.83586, "Y3": 0.5198, "X4": 0.73232, "Y4": 0.5128, "page": 0, "Index": 44}, {"Word": "\u0164HEIAST\u00ddOF", "Confidence": 0.234, "X1": 0.18813, "Y1": 0.4952, "X2": 0.4899, "Y2": 0.495, "X3": 0.4899, "Y3": 0.5348, "X4": 0.18687, "Y4": 0.5358, "page": 0, "Index": 45}, {"Word": "SUCCESS;", "Confidence": 0.641, "X1": 0.5, "Y1": 0.4922, "X2": 0.71843, "Y2": 0.492, "X3": 0.7197, "Y3": 0.5338, "X4": 0.50126, "Y4": 0.5338, "page": 0, "Index": 46}, {"Word": "O", "Confidence": 0.623, "X1": 0.75758, "Y1": 0.5222, "X2": 0.80556, "Y2": 0.522, "X3": 0.80934, "Y3": 0.5878, "X4": 0.7601, "Y4": 0.5898, "page": 0, "Index": 47}, {"Word": "VANTAGE", "Confidence": 0.942, "X1": 0.68561, "Y1": 0.5982, "X2": 0.75, "Y2": 0.598, "X3": 0.75, "Y3": 0.6108, "X4": 0.68813, "Y4": 0.6158, "page": 0, "Index": 48}, {"Word": "P.O", "Confidence": 0.674, "X1": 0.13763, "Y1": 0.6742, "X2": 0.1654, "Y2": 0.674, "X3": 0.16667, "Y3": 0.6908, "X4": 0.13889, "Y4": 0.6918, "page": 0, "Index": 49}, {"Word": "PROMOTIONAL", "Confidence": 0.898, "X1": 0.42298, "Y1": 0.6932, "X2": 0.50505, "Y2": 0.693, "X3": 0.50379, "Y3": 0.7028, "X4": 0.42172, "Y4": 0.7028, "page": 0, "Index": 50}, {"Word": "MARKETING", "Confidence": 0.992, "X1": 0.50631, "Y1": 0.6932, "X2": 0.57323, "Y2": 0.693, "X3": 0.57197, "Y3": 0.7028, "X4": 0.50631, "Y4": 0.7028, "page": 0, "Index": 51}, {"Word": "CIVISION", "Confidence": 0.903, "X1": 0.57576, "Y1": 0.6932, "X2": 0.62374, "Y2": 0.693, "X3": 0.62374, "Y3": 0.7028, "X4": 0.57449, "Y4": 0.7028, "page": 0, "Index": 52}, {"Word": "Pakete,", "Confidence": 0.138, "X1": 0.18182, "Y1": 0.6952, "X2": 0.23485, "Y2": 0.695, "X3": 0.23611, "Y3": 0.7098, "X4": 0.18182, "Y4": 0.7118, "page": 0, "Index": 53}, {"Word": "W1", "Confidence": 0.713, "X1": 0.24369, "Y1": 0.6942, "X2": 0.26136, "Y2": 0.694, "X3": 0.26136, "Y3": 0.7088, "X4": 0.24369, "Y4": 0.7088, "page": 0, "Index": 54}, {"Word": "53217", "Confidence": 0.986, "X1": 0.26515, "Y1": 0.6952, "X2": 0.31439, "Y2": 0.695, "X3": 0.31439, "Y3": 0.7098, "X4": 0.26515, "Y4": 0.7088, "page": 0, "Index": 55}, {"Word": "B2X", "Confidence": 0.157, "X1": 0.42424, "Y1": 0.7042, "X2": 0.44192, "Y2": 0.704, "X3": 0.44192, "Y3": 0.7108, "X4": 0.42298, "Y4": 0.7108, "page": 0, "Index": 56}, {"Word": "9450", "Confidence": 0.607, "X1": 0.44571, "Y1": 0.7042, "X2": 0.46717, "Y2": 0.704, "X3": 0.46717, "Y3": 0.7108, "X4": 0.44571, "Y4": 0.7108, "page": 0, "Index": 57}, {"Word": "ET.", "Confidence": 0.615, "X1": 0.42298, "Y1": 0.7122, "X2": 0.43813, "Y2": 0.712, "X3": 0.43813, "Y3": 0.7198, "X4": 0.42424, "Y4": 0.7188, "page": 0, "Index": 58}, {"Word": "PAHI,", "Confidence": 0.513, "X1": 0.44066, "Y1": 0.7122, "X2": 0.46717, "Y2": 0.712, "X3": 0.46717, "Y3": 0.7198, "X4": 0.44066, "Y4": 0.7198, "page": 0, "Index": 59}, {"Word": "MINMERCTA", "Confidence": 0.934, "X1": 0.4697, "Y1": 0.7122, "X2": 0.52652, "Y2": 0.712, "X3": 0.52652, "Y3": 0.7198, "X4": 0.4697, "Y4": 0.7198, "page": 0, "Index": 60}, {"Word": "#!", "Confidence": 0.067, "X1": 0.53283, "Y1": 0.7112, "X2": 0.54419, "Y2": 0.711, "X3": 0.54419, "Y3": 0.7198, "X4": 0.53283, "Y4": 0.7198, "page": 0, "Index": 61}, {"Word": "77", "Confidence": 0.682, "X1": 0.54924, "Y1": 0.7112, "X2": 0.56061, "Y2": 0.711, "X3": 0.56061, "Y3": 0.7188, "X4": 0.54798, "Y4": 0.7188, "page": 0, "Index": 62}, {"Word": "1", "Confidence": 0.995, "X1": 0.69444, "Y1": 0.7682, "X2": 0.70328, "Y2": 0.768, "X3": 0.70328, "Y3": 0.7798, "X4": 0.69444, "Y4": 0.7798, "page": 0, "Index": 63}, {"Word": "1.", "Confidence": 0.362, "X1": 0.41667, "Y1": 0.7782, "X2": 0.43561, "Y2": 0.778, "X3": 0.43434, "Y3": 0.7908, "X4": 0.41667, "Y4": 0.7908, "page": 0, "Index": 64}, {"Word": "11RA", "Confidence": 0.089, "X1": 0.43939, "Y1": 0.7782, "X2": 0.47854, "Y2": 0.778, "X3": 0.47854, "Y3": 0.7898, "X4": 0.43939, "Y4": 0.7908, "page": 0, "Index": 65}, {"Word": "JA", "Confidence": 0.032, "X1": 0.49242, "Y1": 0.7782, "X2": 0.51389, "Y2": 0.778, "X3": 0.51263, "Y3": 0.7908, "X4": 0.49116, "Y4": 0.7898, "page": 0, "Index": 66}, {"Word": "SCHERICK", "Confidence": 0.723, "X1": 0.45076, "Y1": 0.7892, "X2": 0.53914, "Y2": 0.789, "X3": 0.53788, "Y3": 0.8018, "X4": 0.45076, "Y4": 0.8028, "page": 0, "Index": 67}, {"Word": "AVE", "Confidence": 0.969, "X1": 0.55051, "Y1": 0.7892, "X2": 0.58081, "Y2": 0.789, "X3": 0.58081, "Y3": 0.8018, "X4": 0.54924, "Y4": 0.8018, "page": 0, "Index": 68}, {"Word": "4.", "Confidence": 0.009, "X1": 0.61995, "Y1": 0.7992, "X2": 0.63763, "Y2": 0.799, "X3": 0.63763, "Y3": 0.8128, "X4": 0.61869, "Y4": 0.8118, "page": 0, "Index": 69}, {"Word": "11237", "Confidence": 0.606, "X1": 0.64773, "Y1": 0.7982, "X2": 0.70328, "Y2": 0.798, "X3": 0.70328, "Y3": 0.8138, "X4": 0.64773, "Y4": 0.8128, "page": 0, "Index": 70}, {"Word": "123", "Confidence": 0.391, "X1": 0.56187, "Y1": 0.8652, "X2": 0.59091, "Y2": 0.865, "X3": 0.59091, "Y3": 0.8768, "X4": 0.56061, "Y4": 0.8758, "page": 0, "Index": 71}, {"Word": "24", "Confidence": 0.985, "X1": 0.69697, "Y1": 0.8662, "X2": 0.71465, "Y2": 0.866, "X3": 0.71465, "Y3": 0.8768, "X4": 0.69697, "Y4": 0.8768, "page": 0, "Index": 72}, {"Word": "Or", "Confidence": 0.998, "X1": 0.14141, "Y1": 0.8712, "X2": 0.16035, "Y2": 0.871, "X3": 0.16035, "Y3": 0.8858, "X4": 0.14141, "Y4": 0.8858, "page": 0, "Index": 73}, {"Word": "call", "Confidence": 0.991, "X1": 0.16414, "Y1": 0.8712, "X2": 0.19192, "Y2": 0.871, "X3": 0.19192, "Y3": 0.8858, "X4": 0.16414, "Y4": 0.8858, "page": 0, "Index": 74}, {"Word": "to", "Confidence": 0.998, "X1": 0.19571, "Y1": 0.8712, "X2": 0.21212, "Y2": 0.871, "X3": 0.21212, "Y3": 0.8858, "X4": 0.19571, "Y4": 0.8858, "page": 0, "Index": 75}, {"Word": "I-free:", "Confidence": 0.667, "X1": 0.21591, "Y1": 0.8712, "X2": 0.26389, "Y2": 0.871, "X3": 0.26515, "Y3": 0.8868, "X4": 0.21591, "Y4": 0.8858, "page": 0, "Index": 76}, {"Word": "2044390130", "Confidence": 0.992, "X1": 0.95707, "Y1": 0.8782, "X2": 0.95455, "Y2": 0.878, "X3": 0.93687, "Y3": 0.8788, "X4": 0.93939, "Y4": 0.7928, "page": 0, "Index": 77}, {"Word": "1-800-558-8959.", "Confidence": 0.955, "X1": 0.14141, "Y1": 0.8882, "X2": 0.27273, "Y2": 0.888, "X3": 0.27399, "Y3": 0.9028, "X4": 0.14141, "Y4": 0.9028, "page": 0, "Index": 78}, {"Word": "BE\"JEN", "Confidence": 0.012, "X1": 0.43561, "Y1": 0.9002, "X2": 0.46338, "Y2": 0.9, "X3": 0.46338, "Y3": 0.9058, "X4": 0.43687, "Y4": 0.9058, "page": 0, "Index": 79}, {"Word": "POTAGE", "Confidence": 0.109, "X1": 0.46717, "Y1": 0.8992, "X2": 0.50126, "Y2": 0.899, "X3": 0.50253, "Y3": 0.9058, "X4": 0.46717, "Y4": 0.9058, "page": 0, "Index": 80}, {"Word": "In", "Confidence": 0.971, "X1": 0.14015, "Y1": 0.9042, "X2": 0.15404, "Y2": 0.904, "X3": 0.15404, "Y3": 0.9178, "X4": 0.14015, "Y4": 0.9178, "page": 0, "Index": 81}, {"Word": "Wisconsin", "Confidence": 0.994, "X1": 0.15783, "Y1": 0.9042, "X2": 0.2399, "Y2": 0.904, "X3": 0.2399, "Y3": 0.9178, "X4": 0.15783, "Y4": 0.9178, "page": 0, "Index": 82}, {"Word": "call:", "Confidence": 0.995, "X1": 0.24369, "Y1": 0.9032, "X2": 0.2803, "Y2": 0.903, "X3": 0.2803, "Y3": 0.9178, "X4": 0.24369, "Y4": 0.9178, "page": 0, "Index": 83}, {"Word": "GUARANTEE", "Confidence": 0.184, "X1": 0.43813, "Y1": 0.9052, "X2": 0.48485, "Y2": 0.905, "X3": 0.48611, "Y3": 0.9118, "X4": 0.43813, "Y4": 0.9118, "page": 0, "Index": 84}, {"Word": "NOTE:", "Confidence": 0.537, "X1": 0.45328, "Y1": 0.9182, "X2": 0.48106, "Y2": 0.918, "X3": 0.48106, "Y3": 0.9248, "X4": 0.45328, "Y4": 0.9248, "page": 0, "Index": 85}, {"Word": "F", "Confidence": 0.628, "X1": 0.48359, "Y1": 0.9182, "X2": 0.48864, "Y2": 0.918, "X3": 0.48864, "Y3": 0.9248, "X4": 0.48359, "Y4": 0.9248, "page": 0, "Index": 86}, {"Word": "NECESSARY", "Confidence": 0.669, "X1": 0.49495, "Y1": 0.9182, "X2": 0.54293, "Y2": 0.918, "X3": 0.54293, "Y3": 0.9248, "X4": 0.49369, "Y4": 0.9248, "page": 0, "Index": 87}, {"Word": "TO", "Confidence": 0.961, "X1": 0.54672, "Y1": 0.9182, "X2": 0.55808, "Y2": 0.918, "X3": 0.55808, "Y3": 0.9248, "X4": 0.54672, "Y4": 0.9248, "page": 0, "Index": 88}, {"Word": "WRITE", "Confidence": 0.342, "X1": 0.56313, "Y1": 0.9182, "X2": 0.58838, "Y2": 0.918, "X3": 0.58838, "Y3": 0.9258, "X4": 0.56313, "Y4": 0.9248, "page": 0, "Index": 89}, {"Word": "US", "Confidence": 0.957, "X1": 0.59217, "Y1": 0.9182, "X2": 0.6048, "Y2": 0.918, "X3": 0.6048, "Y3": 0.9258, "X4": 0.59217, "Y4": 0.9258, "page": 0, "Index": 90}, {"Word": "REFLEIN", "Confidence": 0.282, "X1": 0.60732, "Y1": 0.9182, "X2": 0.63889, "Y2": 0.918, "X3": 0.63889, "Y3": 0.9258, "X4": 0.60732, "Y4": 0.9258, "page": 0, "Index": 91}, {"Word": "WHOS", "Confidence": 0.635, "X1": 0.6452, "Y1": 0.9182, "X2": 0.66414, "Y2": 0.918, "X3": 0.66414, "Y3": 0.9258, "X4": 0.6452, "Y4": 0.9258, "page": 0, "Index": 92}, {"Word": "LAKE", "Confidence": 0.087, "X1": 0.6654, "Y1": 0.9192, "X2": 0.68813, "Y2": 0.919, "X3": 0.68813, "Y3": 0.9258, "X4": 0.6654, "Y4": 0.9258, "page": 0, "Index": 93}, {"Word": "1-414-352-0425.", "Confidence": 0.856, "X1": 0.14268, "Y1": 0.9192, "X2": 0.26768, "Y2": 0.919, "X3": 0.26768, "Y3": 0.9338, "X4": 0.14268, "Y4": 0.9348, "page": 0, "Index": 94}, {"Word": "de", "Confidence": 0.001, "X1": 0.78283, "Y1": 0.9272, "X2": 0.7904, "Y2": 0.927, "X3": 0.7904, "Y3": 0.9358, "X4": 0.78283, "Y4": 0.9358, "page": 0, "Index": 95}, {"Word": "naler-Se", "Confidence": 0.171, "X1": 0.79167, "Y1": 0.9272, "X2": 0.83081, "Y2": 0.927, "X3": 0.83081, "Y3": 0.9358, "X4": 0.79167, "Y4": 0.9358, "page": 0, "Index": 96}, {"Word": "en,", "Confidence": 0.209, "X1": 0.83333, "Y1": 0.9272, "X2": 0.84848, "Y2": 0.927, "X3": 0.84848, "Y3": 0.9358, "X4": 0.83333, "Y4": 0.9358, "page": 0, "Index": 97}, {"Word": "NC.", "Confidence": 0.678, "X1": 0.85101, "Y1": 0.9272, "X2": 0.86869, "Y2": 0.927, "X3": 0.86869, "Y3": 0.9358, "X4": 0.84975, "Y4": 0.9358, "page": 0, "Index": 98}, {"Word": "27122.", "Confidence": 0.412, "X1": 0.87121, "Y1": 0.9282, "X2": 0.90025, "Y2": 0.928, "X3": 0.89899, "Y3": 0.9358, "X4": 0.86995, "Y4": 0.9358, "page": 0, "Index": 99}, {"Word": "14:150", "Confidence": 0.602, "X1": 0.22601, "Y1": 0.9442, "X2": 0.25884, "Y2": 0.944, "X3": 0.25884, "Y3": 0.9528, "X4": 0.22601, "Y4": 0.9518, "page": 0, "Index": 100}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAxgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigArB0zwrYaZ4g1PXBma/v3BaWQDMagABF9BxW9VdTcfbpAwX7N5a7CPvbsndn2xtoA80+LVu+lWQ8QpeyXMts6smnzyR+SAP4ghGSwODnk181an4m1jV9VOpXl/M91uDBw23BHTGK+lvjP4Oh1/QhqEVpfXOowDy4UtmyACc5K5xj3rmPDHwf0HQvBlxq3jZQLkxs7ZkwsKkcADu39aAMHwL8VPFuqXdp4asLXT5bm4+U3FwjHoD8zY7Ae1eqfETVta8P+BrK5LOzLPEmpPZLg+Tg7yp6r25461wvwB8MWzajqviNIJRbo5gsXlxkqfvH64wPxr1Lx/4g0LRvDN5Drl0IoruCSJECktISp4HvQA6xj8O+PfCsF0LWO6s7iPCNOgMi4yucnJDD1q74U8PL4X8PwaUlzLcrEWIkkJJIJz3rw34Za34h8CX1pb63b3Nv4Xv5DHBJcDCxMSSG9s19GI6ugdWDKwyCDkEUAOooooAKKKKAI5RIYnETBZCp2swyAe2RXhHjv4hfEfwhqC2V6NOgglbMV9BblgVB7gk4PtXvLuqIzscKoyT7Vy11e2PiTVLLTX0dr2wOZ3nnhKpEy/d+91JNAHJfCfW/HfiW4uL7xDLt0pY8QZt1jMrE8MOMkYz+ld/oOnapYfbv7U1M37TT74m2BNibQAuB7g1rqqooVVCqOAAOBTqACikyM4zzS0AFFFFABVTUdSs9JsZLy+uEgt4xlnc8D/Grdc5r/hjTPE2oQR6r588EKFvsZJ8ljkgMw7kc0AUfFviGdvAM2teG9UtIZGjEsE84G119Pm7n3Fcl4IvvibrOj/8JBe3VtKpGbaxdERbhe5LKPl9q6R/hJ4Uaa5dbIpHNB5KwBv3cf8AtKvY112lafHpWlWunxOzx28axqzHkgDHNAEOjXmo3lnv1TTxY3IODGsokUj1BwK0qKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKjmlWGFpWDEKMnaMmpKKAEByAfWloooAKKKKACiiigAooooAK5Px14c1jxHpBg0fV20+cKQABwxyOrDkdK6yigClpNtNZaRaW1zMZ54olSSU9XYDk1gfEmy0688BaodTTfbwwmUDJHzD7vT3rrKp6np8Wq6Zc2E+fKuIzG2OuDQBxfwWs0s/hfphXcDOXlYN2JbH9BXV+INBsvEekXGn3sSMssbIrsgYxkgjcM9xmren2UWnadbWUP+rgiWNeMZAGM1aoA+Z/jVqmu6RHY+EZ777VYrEsvnGMK0hyQoOOmMV6F8DLjX5PDV3ba082y1lEVvHMpDKuM9T1HNdD4j+GejeJfEtlrty8q3FvIrumdyyhcYUg8AcV2aoqDCqFHoBigB1FFFABRRRQAUUUUAcjrR8Taj4qh0/SLtNPsLeETXFw0YcyEtgIAenAJzXWKCFGTk45NOooA5XVfCE954kGt6frl5p05h8qWOMBkkxnBKnjjNb2mpeR2ax38iyzoxXzAMeYAeGIHQkdquUUAFFFFABRRRQBHPGZIJI1bazKVDehI61X0qzfT9Mt7SSZpniXBkbqx9auUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWfJrelRSNHJqVojqcMrTKCD+daFcB4L8O6LqOm6hcXmlWdxM2pXIMksKsx+c9zQB139v6P/ANBWy/7/AK/41L/a2nbnH2+1ynLDzV4+vNUP+EP8N/8AQC0//wAB1/wqr/wgHhX9/wD8SS1/fnMpwfm/X2oA3Bf2bBcXcB3DI/eDmn/arf8A5+Iv++xXOt8PPCjNv/saLI6YkcY+nzcU7/hX3hb/AKBK/wDf6T/4qgDoPtVv/wA/EX/fYpftVv8A894v++xXPf8ACvvC3/QJX/v9J/8AFVWk+GXhWS4M32CRcrt2LcSBfrjPWgDqftVv/wA94v8AvsUv2q3/AOe8X/fYrkbr4W+FbnH+hzxYOf3V1IP61W/4VD4U/wCed9/4GP8A40Adv9qt/wDnvF/32KPtVv8A894v++xXEf8ACofCn/PO+/8AAx/8aP8AhUPhT/nnff8AgY/+NAHb/arf/nvF/wB9ij7Vb/8APeL/AL7FcR/wqHwp/wA877/wMf8Axo/4VD4U/wCed9/4GP8A40Adv9qt/wDnvF/32KPtVv8A894v++xXEf8ACofCn/PO+/8AAx/8aP8AhUPhT/nnff8AgY/+NAHb/arf/nvF/wB9ij7Vb/8APeL/AL7FcR/wqHwp/wA877/wMf8Axo/4VD4U/wCed9/4GP8A40Adv9qt/wDnvF/32KPtVv8A894v++xXEf8ACofCn/PO+/8AAx/8aP8AhUPhT/nnff8AgY/+NAHb/arf/nvF/wB9ij7Vb/8APeL/AL7FcR/wqHwp/wA877/wMf8Axo/4VD4U/wCed9/4GP8A40Adv9qt/wDnvF/32KPtVv8A894v++xXEf8ACofCn/PO+/8AAx/8aP8AhUPhT/nnff8AgY/+NAHb/arf/nvF/wB9ij7Vb/8APeL/AL7FcR/wqHwp/wA877/wMf8Axo/4VD4U/wCed9/4GP8A40Adv9qt/wDnvF/32KFnhdgqyxsT2DAmuI/4VD4U/wCed9/4GP8A40+H4T+GbeVZYRqCSL0Zb18j9aAO5ork38B2YtJoLbVdYtxKAGdLwlsegznH4Vlf8KntP+hl8R/+Bx/woA9Borhbb4X2EBcya7r84IwA983yn1GKvf8ACvdJ/wCfzVv/AAOk/wAaAOsork/+Fe6T/wA/mrf+B0n+NH/CvdJ/5/NW/wDA6T/GgDrKK5P/AIV7pP8Az+at/wCB0n+NH/CvdJ/5/NW/8DpP8aAOsork/wDhXuk/8/mrf+B0n+NH/CvdJ/5/NW/8DpP8aAOspAQehB+lcp/wr3Sf+fzVv/A6T/GoJPh5olpazOt1qqIqljtvpPTr1oA7OisPwfKJvCenSLLLKpjO2SU5ZhuOCT64rcoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK8A8RfHzVdF8S6jYW1hYXdrDMVhcls4Hrg4JrkYvjD481vxVC+nTYaVwkdhFGChHpz/ADNAH1bRXifjn4r+M/DWnW5m8Kppck74WeWdZlOOSAF6Z969H8CeKH8Y+FLXWXsmtGlLKUJyDg4yD6UAdLRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFITgZpkMqzxLKmdrDIyCD+RoAkrk/h//wAgS+/7Cd1/6MNdZXJ/D/8A5Al9/wBhO6/9GGgDrKKKxr3xDbWGrS2M6ODHZNebx3VSQw+vH60AbNFYej+J7LW7DTL2zVzFqCs0ecZXaOQ3vWz5ibd29cdM5oAfRTPMQsVDqWHbPNRQTs1uslwggYkjaXB6E45+nNAFiims6LjcyjPTJ606gAormZ/E+oQ69/Za+G76QE5WcSx7CgIBbBbOOfrW3Y30V8kjICuyRoyCeflOM0AW6KaGDE4IOODg9Kydd10aNFCkVrJd3tyxW2tY2CmUgZPJ4GB60AbFFUNI1IarpsV35EluzDDwyfejYdVP0q9uHqKAFoopAQVyCMetAC0UmQOtLQAUVza+L7dtZjsjY3a28sxt47xlAjaX+6Oc/jjFdFuXJG4ZHJGaAHUU0OrAkMCB1waXIIyCMetAC0VG8iornIJUZIB5qOxu0vrOK5RSqyDIB60AWKKzJdat4FujIkgW2mSFtq5JLbcYH/AhWnQAUUVma5rlr4f08Xl2szq0ixJHCm93ZugAoA06Kqaffx6laLcRRzRg8FJkKOp9CDVksq4yQMnAyetADqKTIzjPI7UtABRTXYqhYKWx2HU06gAopNwJxkZHaloAKzPEUrweHNRljcI627kMRkDjrWnWZ4hRZPD1/GwyrQspHsaAIvCtpHZeFNLt4pPMRbZCH/vZGSf1rYqppkKW+lWkMYwkcKKo9AFGKt0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVizeJtLi8UQ+G5ZT/AGhPAZ1XjbtBxjOevtW1Xnnj74cN4l1K013R7lbPXLZk2TOTsKqSeQOp6UAc/wDGn4eWV94YOraTp6RXtmSzrbxfNKh65x6da8s+DHhj/hIPGyTfbmtG0/FwNjAOxB6AHt619W20Uv2CKK8ZZZvLCykDhjjn8K8Z0W58I/Dvxf4gMsedYe5MVpBECWKsoYKB2yeKAO68V/D+18Y+JLC51aSSbS7aBwbQOVUyEjDce2fyFdBYz6LpkSaVaXNnCLZMC3WVQUHuM5qjp48Tnw+Z7x7X+1GYyrbhcIq9oy3rjq3rXlOoeGtc8YfFHTRrnhf+zdPRG82S2c/vFH99x15GMelAHs0PiDR7i7jtYNTtJriTOyOKUOTjr0rTrB0jwZ4c0K7+16Xo9ra3G0r5kafNj61vUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVxmufFHwtoN9LZXN+GuY1yUQZ59M+tdDpWuafrOkx6nZXMclq658wNwD3BPtQBpUUgIIBByD0NLQAUUUUAFcn8P/8AkCX3/YTuv/RhrrK5P4f/APIEvv8AsJ3X/ow0AdZXFePLGJ7jS7yUkhnay2dmMpXg+3yH867Wq1z9kbYt0YflYOokI4I6EZoA8qt7htEm1vRo7SVk0qNyGRiCwnbK4x0AHU9hWlpGnWl1pcdiwtZrRNXjYLZuWi4APXJ79ea9FEFu/mOIo280YdsD5x7+tNtLCzsIfJtLaKCPdu2xoAM+tAHnmjabbL4ivtUMGL4668ImOdxj8pfl+lWrrSbLV7W0TUohKkFrezIsmdquJBhiB1wDXfGGMkExrkNuHHf1+tMX7O7Fl8piuUJGDjPUUAeT+NPKl1qaS9O14Rp/9niRtpDGUb9g7nGM4r1aCWR7meNvL2Jt2bWy3I5yO1Y2t+ErTXruOa8mlMaMjrHxhSjAgqeq5I5x1rfWNFdmVQGbGTjk4oAy5f8AkbLf/rzf/wBCWub0+wtrfWlv4Igl3cTXSSSL1cAEgH8a7jy0Mgk2jeBgNjnFNWCJWBEaggkg46E9aAPK/hXcXcusMZzFG0mnq88aTl3ll3nMkgx8rdsda7bxZJpgSxi1CdrSWSUm1vBgCCQDOSx4GemD1rbgsrW1kkkt7aKJ5W3OyIAWPqaS6t7S+jNrdxQzK3JikAbPvg0AcfLryvplld3l7bxxvHdJ5wby45SFwrDJ79qwvCObvVdOuJZZJHh0Ayxkucbi+N3ucV6TNpWn3FolpNZW8lvHjZE0YKr9B2p6WFrCuIYI4iI/KUooBC+g9qAPNNRuYD4U1t9Ovg0kmn2xldZyVSViwYsRnb71NYSRXGkWdvqz2VrpX9osgSG7JjRPJJC7+Aw3ZPHFdZoPhdNLF8100Fw13hGVIQilBnAI7nk5PetV9H02SySyext2tUOVhMY2g+oH4mgDjktrbUdOEMu+WGCymktZBKfuhm2NnPPCqQa7TTHZ9LtWZizGJSSep4qSO0t4o1jjgjVFTy1VVAAX0+lSqoRQqgADgAUAcGPEA0+fRtOgubY3E+qNFPbsQXVSSc46j61n6N5kniPVptlrERDdJI0dwXlmw/y71/gwOma9AOj6ab77cbG3+15z53ljdn1zUken2cU808VrCss3ErqgBf6nvQB5xqVqNH8Ha0NJiMTSWNpMyxsRuZmIck9sjqfSo9BsJdX02xtL2eJbQ6pI6W9lMWjWNV4j3fxDPPFenm3h2svlJhlCMMcFfT6c02CytbaKOKC3ijSPlFRQAv0oA8ztb4J8SdlvHbwrcG5ilXeTOwReN65wF/u8V6D4e/5ANn/uH+Zqx/Zlj9uN79kh+1EYM2wbiPrVlEWNAiKFUdAB0oA8/msbufW9Uu01u4a0i1S3V7NI02k/u+CcZ4yKXVWli+Ilj5bWyiS5XeTfEykeU3Ai7Lxz69a71YY1LlY1Bc7mwOp9TVdtLsGvxfNZwG7HSYoN44x1+lAHMeGbyE+J9StTeR3Nxt3B4ZN4Zd7cuP4XHTHtUnxBmit9M0qWaRYo01W3LO5wAMnkmulttOsrOaWa2tYYZJjmRkQAuff1p13ZW1/AYLu3jniJB2SKGGfoaAON1m8I8P6xeWs0UsMt3GEcXASN1JUEbx0HYmrWjaZY3mkaZdaq0DS2900tpsuS6IxJ2qrfx+1dINKsBYmxFnALQ9Ydg2/lT1sbRIIoFtohDCQ0aBRhCOQQO1AHlHh+6vbu41udntkdVv0lmFyWuJAHbYCn8IXsfpW9qmhQwWlnapdXXk22mXEg3zMSzkD5mOc5B5FdtHpdhDcTTx2UCSzAiV1jALg9cnvU7QRP96ND8pXkdj1H0oA5ddOTSPCU8ttcSEywwsSXJwRtBIPvVc2yf8JKb7fL541Lyv8AWHbt8vpjpjmuxMUZi8oopjxjbjjFJ5EW7d5a7t27OO/rQB5B4b1HUZr3VpvtEMbLFf8Amus5eabbIRGWXHybe3qDXpHhz+yxbyDSrqKeMBRJsm8zD47nJ7YrSh06yt5ZpYbSCOSf/WsqAF/r60Wen2enIyWdrDbqx3MIkCgn14oAtVna7/yA7z/rka0azdeIGhXpJAHlHrQBbsv+PG3/AOuS/wAhU9QWf/Hjb/8AXNf5VPQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRVPU4rubS7qKwlWK7eJhDIwyFbHBoA5fxJ8RtO0VdRgtLa61HULFd0tvbxMQnHVm6AV8svqGteM/HiXsGTqt7cqYgn8DZ+XHsK+tvCHhdPDmgC0uJBc3k+XvLhusznqT/KvM9A8NaTpn7RN1FptuBBBZmfYmdsMjDBH+fWgD17QotSt9Ds4tXnjn1BYwJ5IxgM1TeXe/2oZPOj+xeUB5W35t+Tzn0xVyigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACobgTm2kFsUWcqfLLj5Q3bNOlkjhjaSR1RFBLMxwAB3JpysrqGUggjII70Ac5D4K8OW95d6ncaXZyXd1h7maSMFSw6kA8Cq9qfCvjPS7vSbDbJZWkvlypbBolDegK4Bqv8AFLU9M0zwRcnVRM0E7CFVgk2MWPTnI4FZ/wAJ9U8LJ4XttJ0W+ia4iBaeNyokLZ6nBwfqM0Ad/bW6WlrFbxZ8uJAi5OTgDA5qaiigAooooAK5P4f/APIEvv8AsJ3X/ow11lcn8P8A/kCX3/YTuv8A0YaAOsrjviBbQy2ujvJErMdUgQkjnad2R9K7GszWdGi1qK1jlkeMW9ylyu3uVzgH25oAp3Fxf2OqL5C2S6WHSNxubzdx9B0Fc7L43v7jULzS7UWKXywzPGvm7zEU6F8eo9OldjJpayGb9/IvmTLL8uBjHb6Vhaf4IXTbyWaLU5vKcTAReUnBkOSc4ycHpQBJr1/fWnw3vL+R0+2rp5kZkyF3Feo71R1O1tvDWlx6xaR73K2sDW7OdjEyqPMPcsN3Wukl0dbvw6+kXkzTrJAYJJSoBYYxnA4zXOw/D/MNwt/rl9fPKtuivKFGxYX3gADjkjk9aAK1h421W91tEWytvsFxFdtbrvIk3QMFw3GACaLDxnqupWRFnHptzd/bY7fMMzGNFYZOTjOV6cVSsfCt23i+WNY7630+KG6QeZtMcZmIOY2xlieSc9OldPY+FWtbmOeXU5ZmSZZSPKVQ21doBx+dAGCnj3ULjXrrSYbezSXdNBbs0jEiWNd2XAHCnPFWrfXPEcJsbvUBp5tP7Mku7lIS25iNpG3I46j9a0NO8Hrp2o3FzHqM7QzzSzNAVH3nGDlupA7Cph4X3WUFtLqEziOzksy2xRvR8YJ9xgUAJ4S8RP4jtbicvZyKkgCNaSl1wVBwSR1Gay7e1hsfFDR6q8zTXF481heIxwQR/qW9MDsetdJo2lyaVA0Ul2bgEKF/dqgUAY4ArOt/Cn2bUpZxqM7Wkl214bVlUjzD6N1xnJxQBzsHjTxJdXLJHptgkexrnLzNuWFW24Ix1PY9K2F8UXtxrksNvbQnT4JY7aZixEgkcZBAxgqMjvU9v4Ls7W6aaGeRQ1obVkwMEFi2765NNTwi8OqyXEOoMttNcx3M0PlgszIMKN3YcZ6ZoAxLDxbD/wAI+JYrZ7m2t71LWSR3ZSZmn2nB7hc5P4Ctp/El/Dczyy2kBsljuDEEkPmFoWwc5GAD9aafAlj5BhS4kjV5Y5pBGqgO6S+YrEevYnuKuajoEbabcBGndxFc7VjA3EynccZ4yD0oAt6Pf3l5JeRXsEMMkDoAInLDDIG6kD1rjZfEN9pDeIZbZo2kGqCEPdu3lRgqMDjOMnj0zXQ+DzeyxX1zeRXcZllXZ9qhETkKirkqCe4NTXfhkTQ3SW17LbNdTtNMwRW35GNpB7YoAZqc9zd+EY5buLyJ5RH5sccmdpJGQGFZD3b+H/FOsQWSr9nXTorkrPM21W3spbJJwMcnHpXQSeHo/wDhGE0SC6mhWONUSfhnUjoeeDVK28IyRw3pu9XuLy8uvLH2mWNAUVDlVAAAxnr60AYqeNdVvrK1/stNNuJ9k8s83mN5RSIjOzjJzuA596t33i3UzbaXqem21rJptw0Czh2bzUMnPAAwMAjr61etfBkMN493LeyyzPBPAx2KoxKQTgDpjaAKwNW0K7tZ9H0LTW1N7eN4GkcQgwlY+DufPy8AcAdcUAPsPiNPd297ffZ7VraOCWWKBJSZV2Ng7+MDNW73xrf2dmt2LS1mjtkhe+jSU7kEv3QmRyQOucVatfAy22mXWl/2nK1hLG8aR+UoZQxyct/FjtxTr3wPBdLLCl28VtcrAtyqqC0gi+7g9s9+KALGn+KTfQCRbNsm7uLYKGyT5QY5/Hb+tWPDWsXes2s09xFAIxJ+6lgk3K6+nqGXofcVTh8Gi3DJFqtzHEZridVRVDK8oIyG9snFaWi6KdJa7ka6aeS5cO/yBFBChcgDucZJ7mgDPGuaqI5UW0tprhr6SCBPMKjy1JyzHHUcfnU9zenU/Cy6nDbvLLEBOkMbkZZT0z370kmg3omMtvfRI63Uk8e6EkYfqp56+hrTsdNSx0lLBXZlVCpc9ST1P60AcnB4lvIhayx6Swv9XWSZYpbjCpHGuRn0JHYV0cOqzS6BDqht1UyW6y+WX6EgErnp+NUNR8JLd/YWhvHiks4ZIFJTcGV12nPTnFWotDuLW102zttTkjtLOOOJ4zGCZQmMc9s45oAZ4X1268QW95czWS20EV1JbxESbmkCMVLHjjkVy+l6tdx6JBbrHd3Ktq7x/bFPyhfNbuecDGK7XRNHi0Owe0hkeRWnlmy3XLuXI/Nqq2Phq3sNKXT0mkZFumudxAzuLlsfTJoAyx42Z7v7NBZJcSyRSyQpHMMjZ2fPCk0+PWbnUYLKZxDHIt55bLbzeYp+XOCR70tx4Oknia3/ALSK2vkPEIhCPnLHOXOfmx6cVZsvDLwCEz3KDy7gzmO3i2Ifk2hcEnAHWgDmYtf8QONN1e7s7dnis7yWeNJmVAisoBxjluMV6DY3aX+n295ECI54llXPXDDI/nWND4VhTTGsXuXZPs09qpC4wkjZ/MYxWppli2nWcNmJd8MESRR5XBAVQOT3zigC7XO+OvL/AOEK1TzWZU8oZK9fvCuirmfiD/yIerf9ch/6EKAN+z/48oP+ua/yqeobT/jyg/65r/KpqACiiigCCa5igeJZCQZW2LgE8/0qeiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK56x0a3svGmo6hBbFHvLdDNLjO5gcAZzxx2xiuhqMQxiZpggEjAKW7kDtQBJRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFW4FrdibT5mRy8fzw7vmKHjOOuOvNWQAoAHAHArx/x9aeLrT4hW914PuLl726tMzRyqphEaMPlUn3OSPevS/Dx1OPw5ZNrsqHUBCDcsAFAbuPTigCDxNoUPiK2h0+7sbe6s2bdIZmb5COhAGM9+4ri4/gR4TiuHuI3vo5S5dDFPsCegGOwr0XTNStdXsI72zcvBJnaxGM4OKTVSBpN3m5a1/dN+/UZMfH3vwoA5jwhoOtWMMh1DxXcagscxWONVUoqg8KSRknHB5rrpriG2RWnmjiVmCguwALHoOe9fH3h/xJqfhrxytwLy6v7a0u2aXYzFZAScsR79a9K+IHxs0bVNDudJ07S7i5juFwtxPmNQQfvLjkkEAg5oA9yn1Owtl3z3tvEobYS8qqN3pyetSyXMUVq90zgwohkLLyNoGc18Kf2pfmKVXuJHjm+95hLAkdxnv712Fj4i8eeN57PQrbUp3+RhDGpESlQMEZHXigD6k0XxdoPiRH/sjVILl0XcyK2GUepB5rN+HCuPDU7SNuL6hcsGyPmHmHnivPPg94Bk0C/1HULm7DXkMLW89vGcrG55wT3OK9L+HylfA+ngjBzLkEf9NXoA6eiiigAooooAKKKKACiiigAooooAKKKKAGq4ZmXB+X1HBp1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFc149Bk8F6hCMAyqqAsQACWHXNdLWB4x2nw1cRvF5iSMiMN2MAsOaANq3Qx20SEglUAOOnSpaaqhVCjoBgU6gAooooAKKYhIAV2UyYyccfpT6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArJ8R67B4b0SbU7mOR4oioIRcnkgA/TmtasvXtDtPEWky6ZemZbeQqWMT7W4ORz+FAFi7E81lvsXjWdtuyRhkBSRn9M1PPBHc28kE6CSORSjq3RgeorI8M6DLoFlPby3895vmZ0aZtxRMAKv4AD8c1uUAQ2ttBZWsdtbRLFBGoVEUYCj0FeaeMfiRP4O8bWltqls7aRLbMzeUu4licD6/wD169KtlnWIi4dHfcTlRgYzxWJ4t8LWXiixhhurSKZ4plkUucEAHnB/pQBY0rTNGntjqVtpUEDagiyy7oQGYEcbvwNfOnxxtp4fFdrpNppiw2NpADbeRFjcG69PQqa+o0RURUUAKowABwBXHeLfHPhvw1dLHqGyTUMYiXyS+M9twBx16UAfKz+ENes9Ai1660yU6YJNp3ZU/iOoB9a6LwTHeeMPFWlaTp91PpUNsjfNCxbYM5OD1yfeu78S/EPVPFHjS28Frpb2ulTzrDcRuh8yaLIOf9kY5r13SfBOg6Hq51PTbIW9wYBAdhwpQdOPX3oAseGvDlt4a0f+z4Zpbgs7PLNMcvIx6kmsqP4e2NvvW11XWbeJnZ/KivGCqWOTgduTVHxJ8S18M6pNb3fh7VZLOJSftsUWYyR2/wDr1qeB/Fk/i/Spb2fR7nTdsm1FnH+sUjIYUAM/4QSH/oPa9/4Gn/Cj/hBIf+g9r3/gaf8ACusooA4248ACVAIfEuvQt6i7LZ/MVUf4cXTRBV8Z+IFcMSW88HI7DGK72igDz7/hWl//ANDz4g/7+r/hR/wrS/8A+h58Qf8Af1f8K9BooA8+/wCFaX//AEPPiD/v6v8AhR/wrS//AOh58Qf9/V/wr0GigDz7/hWl/wD9Dz4g/wC/q/4Uf8K0v/8AoefEH/f1f8K9BooA8+/4Vpf/APQ8+IP+/q/4Uf8ACtL/AP6HnxB/39X/AAr0GigDz7/hWl//ANDz4g/7+r/hR/wrS/8A+h58Qf8Af1f8K9BooA8+/wCFaX//AEPPiD/v6v8AhSv8N7+Ryx8ca/k+kij+legUUAeff8K0v/8AoefEH/f1f8KP+FaX/wD0PPiD/v6v+Feg0UAeff8ACtL/AP6HnxB/39X/AAo/4Vpf/wDQ8+IP+/q/4V6DRQB59/wrS/8A+h58Qf8Af1f8Kkt/h3qNtOsqeN9dLL0DupH4jFd7SAgjg5oA5IeEdYVmb/hMtU+b1RP8KX/hE9Z/6HHU/wDv2n+FdbRQByX/AAies/8AQ46n/wB+0/wo/wCET1n/AKHHU/8Av2n+FdbRQByX/CJ6z/0OOp/9+0/wo/4RPWf+hx1P/v2n+FdbRQByX/CJ6z/0OOp/9+0/wpkvg/V5YyjeM9VAPdVQH+VdhRQB59/wrS+/6HnxB/39X/Cj/hWl/wD9Dz4g/wC/q/4V6DRQBxUHgfVbdNieNdZIyD8+wnj8KnXwjrCLtHjLVD9UQn+VddRQByX/AAies/8AQ46n/wB+0/wqEeCtWWRX/wCE01gkdiEx+WK7OigDg7j4eajcuHfxvroIGPkdQP5VF/wrK6Zk87xnrkyKwYxyOpVsHPIxXoNFADVGFAJyQOvrTqKKACiiigCL7PH9q+07f3oTZnPbOaloooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACoLu8t7C1e5uplihjGWdjgCp6QgEYIzQBR0rVrLWrP7XYSmW33FQ+0qGI9M9RV+kAAGAMUtABRRRQAUUUUAFFFFABRRWNp97cXWv6nC8V1FDbBEQSxgRyEjJZG6n0oAreLPGWkeDbBLrVbgx+aSsShCxdgM44Bx9a4j4T+KNK8YyarPNp+zU5ro3UitGXjQABVKsRgHH49TXomrRWE89nDfWMN15zPGhkQNt+QsevqFxXO+GNZ06HQrxNC0OK1jsl8xoFdVDcuCcgHJ+T9aAM8wwj49KRbRlho2/eqAEMXxknqeOK9HrhZNdFj4ga9m0YG8n077Q7JOCVgQ9ASoyfmzjOK2m8WWg8SWGjCGQveQGUS5GEOAQre5BzQBvOiyIUdVZTwQwyDSgADAqOSeOOWKNjhpSQo9cDNZdxrpS5e1gtGmuBN5KLvCgkJvJJ7DHsaANmisBPEubRpp7CeCRLcTvFIQGX5iu38x19Kdd6/LZXlzHPYj7PDAJ/NWYEsCxUDaQMcj1oA3aKoabe3F4JRcWZtnRhgb94YEZBBwKjGpyPrcmnpAm2NVZ5GmwfmBPC456etAGnRUcs8Vum+aVI06bnYAfrTBeWzQmcXEJhBwZA42j8elAE9FRSTxR27Tu6iJVLF+ox61Vt9Z027cpDews/mGLbuwS46gA9SPagC/RVdry2VN3nxkZK8ODkjqB7+1R2GpWupxGS1dmVcBsoVIJGcHI9CKALlFY9xr8Vvqn2JrW4KiRI2nUDYrMPlB5z+nerEmpFdWFhHazSNsWR5FK7UBJAzk57HoKANCims6oPmYLn1OKRJEckI6sV4IBzigB9FFV5bgrgRRtO28I4jYZTPc5P/16ALFFRGeLYz+am1ThjuGAfQ01rgFtsO2VgwDhXGUB7mgCeiovtMGx38+PYn3m3jC/X0p4YEAggg8gigB1NVFQYVQo64AxTFnicZWVGHqGB74/nUtABRTUdJEDI6sp6FTkU6gAoqMvzhRuOcHBHy/WnFgoJYgDuTQA6iiovtEPmtF5qeYmCybhkZ6ZFAEtFMWRGZlV1LL94A8j61n2mt2l3ql/p6MUnsmVZN+ADuXdxzzx1oA06KQEEZHSsC28VQ3Wi32qxWN0ba0MgJIXL7CQ20Z7YPXFAHQUVzf/AAl0P2C2uxpt6VniM4RVUssY/iPzfoOa37eeO5to7iIlo5FDqSMZBGRxQBLRTQwYnBBwcHHamTTeUpIRpGGPkTGcE4z/AJ9KAJaKKrG8jGoLZEHzWjMgPbGcUAWaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKjmljgheaVwkaDczHoBUlVNStUvtLurSRSyzRMhAOM5FAHK6B8TtB1/Wr/TY5kt2tZRHG80igTk/3RXa18qWnwt8dWGtRa5pukKoiud8Mbuu4ANgZX0r6e0qe8udMglv7QWl2V/eQhw4U+xFAF2iiigAooooA57xFFJHf6TqEVpcXP2aWQMkABIDRsucEjuRXH+GLDVdC0y4tLnRrppNRtsbolUiIkynDnPX5lr0a/wBSstMhWa+uY7eNm2hpGwCfSkg1SwuU3w3UTjO3Kt327sflzQB534x8Pte31nPc264h0h44Gkl8tRc5BVSc9eD7Vai0LXP7Zj15ZYjam4iaW0SJWeQIoQMr549cVf1a90nxVNe6TeS2sujJAC8yS/Osu7HTtjir/hpNF8M6DZ6bDqqzRPl4pJXyXBP8s8UAX9eu5rD7Hdw6dcXxSQgx26guAVIzyRWPdR3kd39vGnXbxPd7ikWPMVWhKbuvYnnmuwz3rOg1eG61P7JbtHLGqEvIsgyrZ4Xb15GTn2oA4g+GrjWbOGbU7G6e7trMCFpXO4N5rEAnPJ2hc5rq76K4iv7m6WzNyn2KNBHgHeQ7ZX8jmt6igDC0iOe3YRJ9sFv5jYSdQdowMAHOcZ6VSvLWRPEMbW+lyea91HJJcqfkZACDk54I9MV1VFAGRrlk16LJBD5qLcBnBGRjaeT+OK5cabcWFrZrPbCO1H2cSoRkZELg8Dr8xXNd/WZrmn6bqOnGPVgv2VGEhLPsAI75/GgCPw7Ik3h+zj2thIERty8H5R09RzUGu2uIMW+nicmOU7VQcsV4ye2T3rVW4tIbSOQTQpb4ARt4C47YPSpkkSVFeN1dGGQynINAHLaTpMv2fw888G4whpJA0ar5LFMY49DxnrXTF4opVj4V5SSAB1IH+FTUmB6UAcnqKyLrkkIgmZ7i7tpIyqErtXliT0GMGoNatbS+120vxY3Iv1EQtJwW243HcGUcDAz19RXaVClxC9xJbpIpmjALoOqg9M0AZHiSCWaK2EUbvhnztH+wa57SLWSz8P8Ah+a8hnRk2m4DAk5+bGV656V31Ub6ys9T229x8zRkOArEMvvxQBJa+WtqscQAVVGAqlQAeRgVxFtp2pQyQtBG8atFb7lwRmTzJSWP4Yz+Fd7FGsMKRIMKihVGewqSgDzyyiVNK0yO/sLnNrcJ9ubYxV5PLIJx1YA8E+ta97HL/bJFtA6xs0D7kQjI5zk/lXWUUAeT67pGsy2ln/Z6SW7rLG8khi3qoBfJZf4u3Fdokd5a/D8oyM96lk2VdeS+09h79hXSUUAedaCuqx3lpaTq1xDdTyPLdi28tSUO4Arj5Qc8e4rpPFs7S+BdVmg3ozWjlP4WBx+hrfDqWZQwJXqAelRXlpBf2c1pcxiSCZSjoe4NAHn+tpqFx4e0r+w2MCSW7RzEQOWJKj7oGMNnPJ4ruNLsYrO2UqjCaVVaZ2+8zBQMn3q5FGkMSRIMIihVHoB0p9AHK3UVs2qQtp8FwJEnVZ5ArBSNxJHPXknmuVujct4auRp6SrOIYFLGJmw+x9x2/wAWenpyD2r1MjIway9P0/StFllS2ZIpJQC4aXJIUYHBPQUAea2VhrQ026m8uSKdXsmV543ZQFg+b5QcnDHoO9dhoUUcVxcPfQu0jWkJaR4W+YAc/r2rqzNEELmRNo6ncMU8sAu4kADnNAHH+G4tUh8S6mtxOWsndpIo/JIPOMFnPXvgDpTNNs0l8W+Kre6gkUXflCJ9hAZfKw2G6V2MciSoHjdXU9GU5Bp9AHPeDrS6tNDCXiusu8oFY5+VAEU/iEB/Guc8PaHPZ+BvEDMt39pu/tmLeR2Kjl9uxT0zkdOteiUUAcZYNNpdno081pMwTThEVCE/PxhT6Zrq1Xz7RDNDsYqGMZOdpx0/CpwQRkHNLQBxN5ZXFp4IT7HCsV2LlWy8bMABPnLKOSMfpU/h20eaaP7crvI+nxZkKMgJEjk4z07cemK6S+e8W0ZtPSGS4yAolYhcZ5yR7ZqaEyLCgndDLjDFeAT7UAeYNbSi/vRqEc6ltRma0ZwwAPnAgg9ANueta0kon3LcPLby/ZWSWTDoFkZ+MMvr7V2Gq6XZa3YSWF/EJreTG9MkZ9OlYNv8P9KsnLWlzqEAdPLkAuWIdPQ5oAueELTULHRVt9T1FL24DEhlcvtTPygseSfeugrjrf4f2um6jFPo+oXem223E1vC+RKexJPI/CtjQtM1LS2vEvtVk1CKSXfAZRh41/un1HvQBs0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRUUaOjSFpWcMcqpA+UegqWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDwbxj8Stc8HfFa5ikQX1p9nCW9rHlQS3TP8AtZpdL+LGtL8RLdvE1ndaRpc0RjhtmiIBZiAGYn3716DeaP4c1z4nwz3PmNq+lWwkSJhhGDHhh64rotb8Pab4htUttSt1ljVw3QZ4OcZ6gfSgDUBz0paQAAYHaloAKKKKAOI+IkVzOfDsVn5H2htUUJ9oXdHnY/3h6VW0SOS38QXC3BiB/thjhCNq5tRkD8c8V3U1rBcNE00KSNC++Msudjeo9DzUNzpljeJtuLWKQb9/Kj72MZ+uOKAODtIVS38Vm3igWT+20CllwvWPrjtmn63a6srwgjTcR2SG8jSM7Svm/wDLP0P1ruTpdgYZoTaQ+XO2+Vdow7ccn1PA/KiLTLKGEQx2yCMLswRn5c5xz2zQAyG6+1W9ynkyRCImMM+MMMdR7VxmgPOnjqwt3WERjSJPmhfcJMSJhj6dT+ZrvIreGAyeVEqeY258D7x9TUVtpljZzSTW1pDFLJ990QAn8aAOY1jVtUsbjUrmK7TyYZvJjhMXTEHmZznrn9KteE9c1HXIpJ7xYIogkLJs6tuiVm+mCxrbuNKsrpZVmt1cSvvcEnk7duf++eKxYvCyprPmmG0+wJCIIUXesioFA2nBweR1POOKANXV9Nl1O3WOC+ltWB+/HzkcZH6VzGs69f6EblA807y3BW3hVAXCBc5X1UHqT2rt1AVQoGABgVk6h4Y0fVGka9shKzuHJLsDkDAwQePoOtAGJpd3qniq21P/AE5bRbe5EcJgQhshFY7ieoyw/KtDUbJVsNDsryQXapcIkryjIkKxvyw6dRmtex02z01Jls4BEsz+ZIAT8zYAz+QH5VDNoWn3Oltps8JktWYuVLsDktuzkHI5NAHHaCli/wAOJI9RSF4Y7ueOBZhlVbzWWMAe2QBXcaZZR6dpltZwqFjhjCgDpUY0XTvs8EH2SPyoCpjQjIUrnB9+p61foA4W28T6reXmqqjwRpZvOqqY87ghXHf/AGq2otRvjrVkrXFq9ndI37tVIdGCg9c+uf0q/FoWmQvcPHaIpuCxlOT8xbG788Csebwda3PiddUlijESJgKkkm5yMYzzgAY7DmgDU1q5vYfsMNjJFHJcXIiZ5VLALsZjgevy1ivrGpR6/d2Rt4ISwhSO6MfDMUZm3HuBjHtmuqlgimeJpEDGJt6E/wAJwRn8iaz7rw5pN8s63FmrrPt8wb2G7b93oePwoAyV1jVfOvGkltxErPDEscZYqwXIYnPTNTC71GHw7YXLT27X1x5Mby+VxljycZ9D0q/F4d06HUJLyOJleSLymRZGEZGMZ25xnHGakXQtNWO3jFt8luVMS72wpXp37UAc9o/im+v/ABDDp0wAURguUt3Ksfnyd/Rfujg1oa/rdzp2p6fbW5DCdgHRYWkfBZRk4+6uCfmNaEWgaZBfx3sVtsuIxhWV2A79RnB+8eo70690axv7y3u7iImeA/I6OVJGc7Tg8jODg+lAGdout3Oqazd2/wC6a2tYxHIygg+eGYMPpgA/jVPxhr+qaITNYfZjDBCs0qSqcuC4XAI6da6GLTLS3uvtEMIjcs7ts4DM2MkjueBWbrHhW013VYLq+eVoIo9vkJIyq53Z+bHUe1AGO3iLXJN8EEcIunniVDJA6xRqzgEFv4jg54roPEF9d2VjCti0C3dxOkMZmztBY8nA5PGakttBsbWaaRVlcyyrLiSVmCMvTaCeB7VYv7CLUbfyZi6gMGVkbDKw6EGgDmtU1XULMX62CWiX/mhDLIpKNthEhyBz6gfhVM+K9Whs76ed7Im008zMsCO4WUKCdzdByfu9cVt6xoL3FhLFY4EszfO7vhvubMhsHnGM8c80+Lwppqx3Qkjc/bIBDcosjBJOMFtvTcR39qAMqz8RalNe2dnLPbGZYEkuhHCxDF13DB/h49asRahr0einVJZrN4ltXcxhGDNJk457DGK1T4c077fb3ipIksKBMJKwVwBgbgDhsDpmnpodolt9mBm+z+U0XlGQlcMc/nQBH4d1G81HS9+o24gu45XicAEB9pxuUHnB61k6TpkV5quoT3OmwyqbiaP7S75bbn7uOwrXsvD9pYX0d3A8/mJG8e15SwbcwYsQe+RV+2tYrQSCIEeZI0jZPcnmgDjbLT7RrTTLZ4/3E8s5lUscNt6E89q6pIIzowghxdR+XtXe/Eg9zVa98N2F9pqWMgmSFXLgxSlG56jcOcHPNaVrbRWdrHbQJshjUKi5zgCgDkrrWLjQ59H0W2sYLB7t5DjmREVRngL6/pUd54g121uLmbdZNamWaKGPYwcFEyCx7810t/odhqcsUtzEzSwtuR1kZWX1GQeh7jpWXF4K083d9dXbzzy3TSYBmYLErDB2LnAOO9AFa11XXpNT/s+WWy3QeeZpERvnCqhTaOx/eDP0qyt3qEnw9uLy/mjN41jLIZIFKgfKSMZ71e0zw3p2kgfZllZsOGeWVnZ923JYnqflH5VYttHtbTSG0xPNa1KsmJHLHa2cjJ7c0Aeb6Jr0smi+H9Hje9W4guVMkrdWjU/xn0bNbVtqkj3WtTR6i8v2i3kkSANxbmM7cD0J5NdN/wAI1pv2qS4EbrJIkaHa2BhPu4HaprjRbS6igjkD4hDBcNjIYEHPr1oA53wjNNL4j1cSGWACC3Is5H3FchiZB1GGPHH92q+s2n2LXJBF9rmyiTFzIdluzTnnGec9AB0ArqoNFtLXU5dQhDrcSxxxOd3DKm7aMf8AAjTNQ0K01G7S5ledHCqrCOTAdVbcAw74P86AM2K0aPXGW2mm2XMcztcPKGDseiqO2z+tamgWV5p2h2tpf3RubqNMSSn+I5qCHw3Y2hcwyTxIXMiorgCMltzbeMgE9a14v9Uvz7/9r1oAfRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTWUMpU9CMUAZFvYaNe6++tW7RzX8EZtGdJM7BnJUjsa2a86sfhZH4f1WXV/D2s3lveySNI0dw3mQyZPIZf69a9Bi8zyU83b5u0b9vTPfHtQAxLmN52gLKs6jcY9w3BckA49Diuf8AiFc3dn4D1a7sbk21zBD5iSB9uMEZGfcZFas+jW02uWur5ZLuCNotynHmI38LeoB5HvXNePLwnVPDGjSKj2mpXxS4iZciRVXcAfbOKALnw51e+17wJpupalKstzOhZmC7e/FdXUcMMVvCsUMaxxqMKiDAA+lSUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARTjNvINhfKH5P73HSsTwdokmgeHYrOWSR5S7SMHctsLHO0ewroKKACiiuasNdgbxvquhvK/wBpSGKeNCCV2EEHHYcj9aAOlooooAKKKKACiiigAooooAKKKKACiiigBu4BgMjJ6CnVC1vE9ylwyAyoCqtnoD1qagAoqrcWfnzwyieWLy2DMqNgOB2PtVqgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQkKMkgAdzS1k+JdNu9Y8PXmn2V2bS4nUKswH3RkZ/TI/GgDV60tRW8RgtooixYogXce+BUtABRRRQAUUUUAFFFFABRRXN+I9f/srWNBsQJAb66KFgMJtCnIJ+pGB7UAdE7rHG0jHCqCxPoBTYZkuIUmibcjjKn1FZ3iS5a08OahMm7eIWCbVydx4HH1IqfR4ZLfRrKGb/AFqQIH/3sc/rQBeooooAKKKKACo5olnheJiwVwVJU4P4GpKKAMbXNdXw/aT3U9nczW0MPmboE3ksDjbj1OR+teAS/FifxP8AE7QH1KBLDTLC8bYjD51LArlyfw+lfTFeIfGv4Z295Zz+KNMRYbiBN1zGq4Eoz1453c/pQB7YjrIgdGDKwyGByCKfXg8vjzS9C+EtmPDfiJor9GQeRckSTejDHYele16Tcfa9HsrjzPM8yBGL/wB4lRzQBdooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKxNM0eS18Q6vqk4iL3ZjSIr1EaLwD77i36VpXl9a6dbNc3txFbwJ96SRgoH4mp0dZEV0YMrAEEdCKAHUyRS8bKGKkggMOo96fRQBVsIJ7axihubg3EyjDSkY3VapqBggDsGbuQMZp1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUhIAyTgUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFcX8Qtcl0H/hH7lWVYH1SOOfd/dZWH16mgDtKKarBlDKcgjINOoAKKKKACiiigAooooAK888ZahIPiJ4SsG0trmIyySByyYzt5wpPVeDmvQ68c8XQalrHx00Kyt5GgitIBcbwQpKg/NgjkjnGPrQB1Hxalvk8EtHp06xXEtxEoGSGcbuQuOp6V2GmvJJplq0yuspiXeHGDnHORXM+O23DRbM2yTLc3yoWfYRH33bWBz+Fdeq7UC+gxQAh371wRt/iz1pPMHneVjB27h7/wCf61JUUyyGNjDsEuPlLjI/SgBJbhIZI0YSEyHau1CwB9yBx+NLL5uF8oIfmG7ce3fHvUgzjmloAYwYlSrAAHkEZzTXlKSogjdg+fmA4XjvTnD7T5ZUN/tDIocMcbWxyCeM5HpQA+obq3jvLWW3mBMcqFGx1wamooA+RPiR8LdR8DyC/wDNjudNmkwki8MpPO0j+tfQ/wAL/E1n4l8FWUlqjI1qiwSoVwAwHbk5FdHrOj2euaZNZXsEUqOpC+YgbYxGAwz3FeF6Jq9z8FvFH9h6hPJc6Fcku0v2XYQ/qnJ3CgD6FoqG1uI7u1huYjmOVA6k+hGRU1AGPo2vwaxJfwKjQ3FjcNBNG/Yg8HPQ5GD+NbFeMXk3hrWtFl0+11K6sNW1LVZVVWuizeaWwxZVYBkwuADXsNtEYLaKIncUQKTjGcDFAE1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUxmKlRtJycEjt9acOeaAFoopruEQsxwBQBB5lxG0zSqrRgjyvLBLH2IqKS9uI5LZP7PnbzSA7KykRcHJbntx0z1p0MtzFZvLdqrSAlgkAJ+XsBnqcU2Wa5glmld4/s5VREAjFlYnHOOo5HpigC9RWbJqcwt4pIdNupWkwdpCqVG4A5yfTJ/CtEUALRRRQAUUUUAFFMaQKyg5+bpxT6ACiiigAopCMgiqmnWcWn2otIpHfYSTvkLtknPck0AXKKKKACiiigAooooA5Px94OXxposNgZvLMdwkvXAZQfmB4PbNdPbwR21vFbwrtjiQIijsAMAVIWCjJIA96WgAooqrqMrwaZdTRnDxwuyn0IBIoAtUVgeCrue/8AB2mXVzL5s0sIZ3weTk+tb9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRWfquqx6VAkskUsgdtuI1zj3NAHG/E/xVo2mafFo1/Jem4vmXy47QkMRuHBI/lXd2mPsUGCxHlrguMHp39656KHS/FGpWOqzWM4NkS1tJMgVWY8ZHr7V1FAEMFwk8e9QQu5lG7jOCRx+VTVi2Wl3Ka9d6hcNEsbAJDFHk8D+I56N1HHatqgBruqIzscKoyT6CuS0DxTc63411rTUWFbDT0RVIOXdzzu9MYrotW8/wDsi7FtG0kxiYIqEZJIxxniuV+Gfg5vCXh5xeLnU7uQy3LltxPPAz7CgDt6KKKACiiigAooooAK8r+NumvqelaHblv3UuoxxNiLcRnPIPUeleqV4/8AF2/1G38V+FYrMJ5f2jeSOW3DPBHpjNAHqumWy2el2tsqlViiVACMYwPSrdQWswubSKYdHQN0x+hqegAooooAKKKKACiiigArxPUItNvf2joYrqGXMVqMKiZ3yYBDMR/Dj174r2yvHI4kn/aUJExLw2LM2M+gwp/Bu1AGr8SL6yg8WeFBGjy6jFeZZIM+aseOw6EV6YjbkVsEZGcHrXjvie9S5/aB8PQ20sSy2lsRKH7k5OB74NeyUAFFFFAEcQlG7zSh+Y7doI47Z96koooAKKarK2dpBwcH2NOoAbuXdt3DdjOM806meUnnGXaPMK7d3fHpT6AIovN+fzQg+Y7dv93tn3ryv4yfDibxXax6ppzf6dbjawkkIQRjknAB5r1mkIBBB70AeIfBP4hQyQQ+ENQKx3FuGW3kZiTMd2doz0wM1634i1+x8M6JPquouUtocZwMkknAAr5/+IXh++8D/EeHxfb2GdKjnjcyZADSHORgVL408V3Xxhhi0rwvpN4fspM07ySBV29Bx0688+lAFX4S+EdQ1vxtH4ljBh0qG4lljJ+bLdMc+zdfavphw207CA3bPSvNvgckEXw+SGJ5HkjuHWbf0D+g9hwK9LoAgieQIi3G0SsSBszj/OKnoooAKKKKACimM23bhScnHHb3p9ABRRRQBE80SSpG8iLI+dik8tj0qWmNGjMGKAsvQkcim3FxHawNNKcIuMnGepxQBLRVee7ht5YIpXw87bIxjqcZpstxNHfwwrbM0DozPPuGEIxgEe/P5UAWqKpNfgXk1r5ZV1RWRm+6+eOPxq4M45oAWqt1dNFG3kRiaYceXuxj6ntTbaWMr+6uRImWZi55HP8AKsuPVQ90L2KW3fTpJBDvjyH3524b1oA0GngvYrdftYikcghEkGWI6rg9Rwanmurey8qORtm8hIwFJ59OOlEllFJcwT7QGhJK4UdwR/WsfWo5P7SsBJe3MEDzqEEDYMj8na3+zhTn60AdDSHoazrjVo4dSSxSJpZmAZtrD5Qe571dneSOBmiiMrgcIGC5/E0AMiE0tqBLuikOc4IJ61JDH5USxl2fH8TnJNMt1fYHkDq5GCrNnH5VI6h1wSRyDwcUAQxS3Ej3EckPk7TiN9wYOMdfb6UWcVzFEVubn7Q5OQ2wLgenFTsyouWIAHcmnUAFFMVtzMNpG09T3rL13XodDiiaSCaeSVtqRxLkn1oA16jmEhhfyiBJg7c9M0y1lmmgDzwGCTuhcNj8RU9AHPa7cyWVjZ3V3GZAHCTwxswU5Gc++CO9QaZ4tbWdbSz03TZ2sVjDy3kg2oM9FX1NbepR3EtrLFFDHMJF2bXOAM9Sfb2pmlafFo+kwWi7FWJcMyjAJ9aANCuD8ReJPGGg6s8sWhQX2jtMqIYnJmAI54Hv3NdPf3mo28V60VmHVEX7MVcEux65HYDiue8MQeM4LK4i15YZbqSfzROJgVC/3Ao6UAacni2G2ttMku9PvI5NR2+VHGofbn+8cjHUVia9deKoPE0eo6RHby6ZGnlskl0USVjxgjnBBHb1rbvPDr3MQYSyLOGJjAmYRxc8YH09K868Qr4vnvkstIa4l+zFhP8AZp2C8AHPI5JJx+FAHsdu0z28bToscpUF1U5APcA1LXnHw2l8WTXd0fEMd1DCqDyI7lizEHvnpnNeg3Ima3cQFRKR8pboKAJqKzY5mW8MFwkjMZSYnAO0YUdfSrvnxC4FuXHmld4TvtzjNAGB48vr3TPBt/e2EhjmhCuWU4O3cN2D64rW0i/h1TSLS+gYtFPErqT15HeuY+LFlc3/AMONVgtX2vsDMc4G0HJzUnwuXHw50ZiGG6ENhmz+XtQBl/Gu9ay+HV0VjkZnkRQ6MV2HPDHHpXTeDNZg13wlp17BdfacwqkkmOS4A3Z981h/F6zmvPhxqS26kyKoOAoY4zg/oazvhZ4D1XwWkom1FLmwuoklWPDK0bkcjHTv+lAHplc/43eSPwTrEkUSystqx2sMgjv+ldBXKfEqZbf4c67KwJAtjkA4JyQOtAGb8H7mW6+HllI6KibmWMA5OAe/b8K72uF+EMU0Xw00sS26QZUsioc5Ungn3Nd1QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVR1fTIdY0u40+53eTOu1trFT+Yq9THXejLkrkEZHUUAfPFzp974Q8ZaNYz63cHT/NWewiZmWOR84O7OSCD2PFfRI6DPWueg0vQdXtYZJVg1eTT2aNZpAJGVweR6ZrV069a/tjL9kntlDFVSddrEDvjsKALtFFFABRRRQAUUUUAFFFFABRRRQAV478S1e1+KnhG+kEk0O2RUiiQFtwU9O5OSOK9LvLnWLaa4khs7e5tQmYlWRhJuCngjGOTjoa5/wAc2lzdal4Wkt9OW5uYtQ3b2+7ENhzk4OBwO3btQB2cLFoUYgglQSD1FSU1clQWAz3xTqACiiigAqte3tvp1q1zdSCOFcbmPbJqZkVmViOV6c1Hd2dvf2r213DHNC4wySKGB/A0ASRSxzRLJE6ujDIZTkEU+obW1gsrdLe2hSGFBhURQoH4CpqACvIdHR7j9o3WZVjQC3sVVyTzyFwR+HWvXSQBk9K8a8I+JtKvvjX4mlt4LiYzIkUc0cXmAbPlY5HKg8UAdxrXg19W8X6drbT2vlWZz5L2+WPvvBzmumma5EqCGOJo8HeXYgj0xxViigBBnAz170tFRT3ENrEZZ5UijXq7sAB+JoAkYZUjJGe4qnb2LQgeZeXE5DbgXI/LgdK898T/ABx8MeHrz7Lb+bqcqlhJ9mxtQjsScA/hmuVT9pS2KNv8Oyh8HaBcAgntnigD3cKBnAxnk4qvPZi4iWN5phg53K2Cea+d5/2iPEN47Qadolqkr8RglpGB+gxmmy+J/iBdaJbeI7rxdZaf58pW3sioUsVOCMEY4z0JoA+kZF3JjcV6HIrA1Lxx4a0kTfa9Xt1aH76q24g55GB9K+bptT+LWpyyxO+tHz8hkWMqCGB6YHTAPSk8MfDywublo/F95d6TJMM2zyR4WVwSGTJ6sD6UAer67+0D4asEI0uGfUJAcDC7F/M1ia3+0Ta+Vb/2NZSCQrum85cgNj7o56Z71wWofDewt9bt7IXeqwR3Ss0RnsMbdvUElhn8M8VLoej6Hp8dxeanbJPb6e+2VJV2tdIpyGjU4IPY54PrQBe8R/FbWPiJZRaFZ6NGjyA+Yo/ebvl6jIyMda5bwr4t1PwXpOrQpYSOmpweWrSZVVHILdOTzivVPhzd+FZvF9y0FnZQR3rCKOCWIFkcDICMCRyFBwcc9DVn4m/Dm/1TZcRNaw20M6RWixKEjgiJAYy5PPzdAo5zQBb8D+PvD3hbwVYw6hajT55UDrHDmXz/AJRl8jgE45HavQ9I8ZaJrbTx2t0VkgQPKkqlCgPfmvmVtATwxqUUVn4m0ma/e3fzEKF4wTztViMZIIHHOc1Q1jxNrmi+IWW4srSC9iDpI32faZkdcYYZwVx0oA+qn8YeG7RxBJrdmGEZk5mB+UdSTUOneP8AwpqhItNesnZWKlTKAcj618y3+p6YdG0jybK0sr23jR7l40R3uyzcFOoGB1BxUmk6SPE97Pqx0+ISQ3UccUEYRIJeCxU4OckAnI460AfWTX9oiBmuYtp6HeOaWW8toP8AWzxpwG+ZgOCcZ/OvJNH+H0l1pNvcR2EUckvm+cJN8UqKwCrsYfKCCD9Qfeu7TR00PQZ4WjuNb3soS2nZHPb5VLYGBgnmgDpG8ttpYjg7hzUU1/aW7hJrmKNmGQGcDIrg/EFvrtrHJJDopvDdPFFGIXJECHAYMN2fxWty78K6WsBieC4ljmZd0aZfkEEYY5Krx0zQB0ss0UEbSSyKiL1ZjgCs6a8stSii+y6usYZyFaCVTvI6jnPrXC+L4YNX8EanLcW2sW7pKxezDqrStkfxdCuPQ9K8x8PeDdRgkkZ9MubawNlIS1wskhtLhVBJX5QNzEDHX60AfTYI2jnPv60pAYYOCPSvE57XW/L0vSNU8UX66vfRLKEtYVSOHaRsDEDI68+uDVLS9X+IFvfa5HHqK+dED9kintWcXXl8MUK5HPsaAPeCASMgEjke1DKHUqwBUjBBrx258fa9pkdhLEtve69dRlbrSiyq6HHykIGJHPUcmuS8T/ErxDOLeLRluYb+4iZboeYSscoYcRjPbj/vqgD6MlWUqoiZUIYZyM/L3FV1e/YXAaCFNpYQkPncMfKSMcc14BB8WvGul20Fhdx2N5KwUfaAdrK5GTG/OA3Y+lJdeN/Et7rkWl6elxHciHbcR/aS+xyQC52sdgUnocn2oA9cig8W3cCre22nxTbP3kqS4LnPC4APGKzLPwv4l0u+u3tDaNbKzz2sLzsVEjDGPu8fyryzxT8UvF1hqH2K1ntoowfKc+bvO4YGS2RtBxkcCsx/jL4hOrIC7Qog2yC1lMoc+o3EjH0/OgD6It7rxM1pA8+l2yTCQiSP7Vn5cdc4wfp7Crtlc6rPYzS3mmxQXSZ8mITBwx2+o6c5FfNeueP/AByt9Fbve3sJRPtQUqsTNCQW5IJGMfjUx8WfEnTfJ1d7yefTZpIzGwdShypO1fUDnJ/2etAHuWqaPef8JDbanb6HbX11GhIuprny2Qk/cAA5AycZror2O/eO3ktSglRgXjZ8I3HIJwTXzT4n+IXxC0fU/LuNQkga4RHgKJGVdDkZGGZR+FdyvxF8T2lknmz6dLLawwqzbg6XMrj7m5ejfhgdzQB7RCrrGA5y/U/Wq+pz3dtYSS2Np9ruFxth8wJu9eTXnvifxn420HRrK+TQbKSWSEGe2SRpJFfOMKFHIrhLn42+NLfVoYrrQFtkQJLPAIGZ/KJ68kYz2zQB7cuoXk+qPp91oc4tTgi53o0Z6HBGcjn27Vf1CS+itS2n28U8w6RySbAfxxXjdr8d31e5htNLsVS6lZVLXpVI1GOduGJJJxxVvVviL4507Sob6LSdOuIZ5khjI3qzOwztCnk46ZoA9SspdXa4jF7bW6RtGSxik3bGzwOevFadeN3nxK8b2uuwaS+gafbTShF3XE+BvYZ4wScUy8+MWseF9Slg8R6Tb3FspMaz6c+4F+DzuOAOf0oA9nqmJLoX+025+zsv+s3j5SD6dea8mm+ObXGh3uo2GgXKrartYzYK7yRgAg8gd/Tiq3h349rdaPfX2s2MEb27AJDBMA7g+gY89aAPbT04rn1vb5dZuUfQLohtqrP5yGNlHfGeK5jWPibqGj2MdzN4UvnWaH7RG8DrIqxZ6uQcKcdsmubl+P6CFNQTw3eDSSwjNwzLnf3A5x+tAHtCuzQh/LIYjOwnkH0piCdY3YsruTlVIwFHpkdfrXg0v7R/+nxmHSCbPPzhuJMe3OKvW/7R+nySASaBdAfMTslUkADIPOPfP9aAPT21vWYNeWwl8PzPaSSER3sUilAoXILDqDkH9K5o/ERtG1WWzm8K6xDpgk2RXIgJBbqSc8gHNcyv7SGjEsW0W9C9sOuT/SoV/aP0038YOi3CWjR/vG3KXD57DOCMfjQB6KfiJo6xGVob/wAoADetq7Dd/dGBz61vPq0Xk74o5XJiEqZQqGB6DceM+1eTD9ojSnULbaNdysBkjcqY9a17L46+HLnS2v5IZ4lRcvEWUyA5A+6D0560AdtZ+IvtH2oTaddW5gTzBuAbzF253JjqO31qPWfFFpoVvaXd3YXrfaRtHlQF2TjOGx0rirn4/eEbfO37VNyQPLj6jGc8478U27+P/hW2hDpFdzuQjBEVejDnnPBHcGgDR8d6xFrXwi1PUJLXULWJ0O2MrtkYZwCfRT1+lTfBiRn+GWmhnBIDYA/hGeK5HUv2gvDl9pN/bjSbxy8ZjSOQLiTcCOcHgU3wz8cvDeneGrOyXSpoLiFApt4ANg55IY/nzQB6F8T7WS7+HOtRw/fEBYfPsxjnrWv4VjMfhLSFJOfscROWLHlQepryDxF8fNNvtPms9L0tZ2khYML37u7ptwM7vzqpoX7QiafpEVlqmjM15BiIeQQsYUDHOST2oA+gq5b4jTy23w81yaHy/MW2OPMAK9R2PFZa/Frwwwtm/tG12TDLfvwCnX+E4PPH51r3d/oHibRZbLUJIjZ3Un2cK0oxITyu0qe45FAFL4V3xv8A4c6Q7RrG0cXllV6cd67Os/RdHtdB0qHTrLeIIRhd5ya0KACiiigAooooAKKKKACiiigAooooAKKKKACqOq20N7YPaz3LwJJgFkcK3BzgGr1c/wCIvDdr4ma2t9SBNjbyCUIr48x/Q98D2NAGX4S8R6Fe69qmiaNamI2Z3TSAYWRs4JHr9a7Sq1rYWlkgW2toogF2/IoHFWaACiio5ZY4IzJK6oijJZjgCgCg+v6cmvJohmP294/NEe0/d9c9K064jSbay8SeOW8VWV7BNBaW5skWPJJJO7J9K7egAooooAjllSGF5XOERSzHHQCq1ndT3Ukpa28u3GPJkL5Mg9cdquHnijpQAtQ3EjxW7tEu6THyg9Ce2fapScAmqemaimqWhuY4Z4k3sgEybWODjOPT0oAwdMsPErKtzezQ21w7HzIYpy8ahsZIBXqMZHaqPxD+0SJolja6lJaXU12dpWYxeYFQkgsPfBxXc15/4u00ar8QPDaR3kEktsJJX0+YErsII8zjuCQBmgDqWi1o6daxRXFstx5YE85Un5uOVHfv1rOR/F1pNchorK+i89VgLP5beXjljgYznnFdMo2oF44GOOlZWurrMtoYNHMEUsoKm4kbmL0YL3+lABFFfRagt1e6pGtuRtFqEUKGOMDceT3/ADqlrXjrw5oMbNeajGzKu4xwfvGA9SF6fjXMwfCSK41J7vWtcvdRVsSGIny1E2CN424x1rsLTw9oulaRHZG2t/s6KqlpwCWx0LE9TQBf0+/h1K1W5txII26eYhUn35q3WLf+IdA8PWQa71C0tYEwoXeOOnQD6isPU/iv4P0uFZZNVWZGAKmBd2cigDs2DHbtbbg5PHUelMigMTuxlkfdjhjwMZ6fn+lcFZ/GjwffzCG2upmfYztvQIFAGTyT+lY8/wAbLG9v2g0kQQ20EQlurm+OCgJH3FB+c85xntQB60Rng15r4G0m1sviD4wuhMlvJ9pEYtIiqps2hlYr689frXkOu/FbxhFdXK2viiGSADMTRwbDIGJ6AjjH+FcJFqGp654hku5buU3l0zNLIrFS/HI49RxQB9ia3428OeHcDVNWt4HKb1TO5mGccAVwmtftBeF9PYJp0NzqJK53IvlqD6fNz+lePn4c3GpWtzd21ykUdvhCLm4DMzZ7YHI57Vhjwze2d49vJp4uHy6CMNuYMBwPl556gYoA7zUv2g/ElzLJJptta2kQP+rlAkIHHQ8Z71xOpeIfE3il1vtZvZry3DqrQtL5aYPAO0YAGT1rYtfCPn2ep3zWtktvA6OLch1nPQskannA5BJqjrkccel2GpBdKtnmdXhtUkaUpF0wwJIxkZIPPNAF/SfBOkeK9LmTQ/ti63BIEktriUFGJPJBC9ByOvarFtpGleCNWefWdIu7m/tb8BIIiJIRHsyQcjLHnuMVzN5Z3mhwvqEF7GszkKTZsQo35bBPGCOOMYxVK+udUuvsk9xdXFze3CbYmE28lPuhcDkGgDuba/kutRa60vwfNJuuBdWs5ttwLnopKrtCHuKkvp7ay8SzN4g8Pytql0HWGxeYeWsjYAbBGFHYY9Oc1xOjya9p+pDT4/tUL7wrwvvAUnplRzWle2Vrd6ddXNtdPqN4SBPLOrK9qwOflGSWXAIyRxgUAenaZ4u8U6l4tS0u/CS3cmmyEqZGSIopUYUvjaSN2QPQ1Pf+K9esPiH9lu/DtvcSXMMEps1cziwAIBbO3AJHJwO4rz7wrbXVnfLrd5eQXFrbzJHIJi7QhypBLHruAA6DuBXY201nZyzXHg/VCmqalMLL7ZcytKmAScIxHynjAB7UAbPiHVdTv4ob+40ZLu5EDRRM18q20gY4yFwGyeg6cikXStX13SYZZ/D2j2N9bwiM2l05YtCOi4OVBJ79awvFNla2Npromm+3a3LIqtH5LeVaIvPVRwT1rD0kyXtpN4iF3HfXTQ7PLkt/tGZQPulQvyrtHBzQBY+Imm6Zoo0i8sbewtdSgkR5xYz5UdWCkcAHrggHpXvk5t/F/gje6iGC9t1kZZ13bBw3IB9q+cfFEEVpolvo7rYxatJdrPNbQoYgMoSN+7ggZ7Y6mvW/h74httS+El0lo0dve2ttL5/lxYVGbcQwA9vT0oA8m03QJ7bWNRiS3juzpt29zFYRQlxtVhltxP3cfwk5PFV5/Bkt3b39/rTXUE0f71IlAc7CcBVJycY4xkCqnhXUrzT7HULy1GlymGQRzxXbHfeKzfdAJ7fhW5f6Xf3V7ZDTdLW6hnCyyGRGii2dduOgAzjOTQBs6f4F0238HQa7pFvdvqxLeTDcqrNHGPvMVOBvxnH8q3LJNP1uysb2GTVtFnswjW8KwARb1wGkkCrjnuCScZq5o9rqOk3On6ZpGp6XHbSvJEYokWaSKQrwCxHKjvmsjUPA2p6TazRa54n0/TrS9uBK8PlPsds4JLDgZGeOBzQB1/8AwlF2+l6jPZanpbWTiO0tfs42xwTFfnds87dzYArtNO8o2RsWtzAjbkQo2RKMcuCOmc9zmvGLK30q3kvtLtZNHto7WaGaALbm5jaUjLAScliQv3eMZrU8N+KPEmqeItYjs7NptMtbGX7JM9sYWZjyoHbrQB6Pohm0TTprW+vXvpInJjJm8yRweg5xz+NP07xDGPIt9QnVbyeR9kZKKyoORuAY44r5l8OeMdcttSZItCS/2TNcCJYS7o+CNwbk4zXaeE9E1y98Ka+NWsLOwivUMvm3A8t8k92PTnoDQB6f4xuL3UvN0uzit1Pki5tLiZwYZZUbJjcc8Y5968+Rtb1nwKn7m5vr66vyJrWO6aNUDbScggnbjGAOMH8K5KO31zSfDTRWDLeacWWS5SWzMkfmrkKFJzndg5I4qHxFdXeleM7JdRkjfULfT4tn2RCVgkH3QyqRkqBjn2zQB7Z4J0a/0OHTbTVr3ff+XI8iBFk2ruyFaU/NxkYrr5MxlGtYj8pKlFA6D05wM185WXii81vxy+tz6fHb4kjglkI3nPyqWwRtbBXPHSupl1/xN4cvbKykvYZr7VLxrhp4oh5cVu3Us2Nu4kZ6UAYvi65tdG+I/wDbOhaZqU18ZWR3mKiFWC/OqADJIB9evrWPr1tZR2sOozjVIrTTbgSwpcGNjNvYHBGAwJwfvZ4xWf8AEMalY+I7madUma+ZmgljyRsP8a44BPOfpWDc+JILyOFLm3luGiB815W3CQgYVivY9B1oA9Dm8OTeItMuNTs5rq3lvJzNa6dbzLGpU/vNi/L/AKzZye3IFck2l67YeJ51is5IZ5pPPisLuNT5yKGyXAOMAZqjYahqt19l09o4bQzS+dbTy5Ro8gAFCSPlxwOfWpzZ3S3l3DqTRfbUzNNfQ3fmOY2/hADYck9uvNAEuua9peqwtZWNp9mnu3SK4SNyY1deN8aBRwemCfwqleaddeENdEcri2kMWYfJdTvBxndnleM8HmrSeFodX0qfUVWLSWt7gpMkiyKIwBx1ByT2HFZt7HDp8KWdwt9OFkWR/NgMZCt9c9T0oA1tS0bW4L5o4Jy1r9mjeEeS7LMGGFTBGC3OD2rprTQfF2mX8LQW1jd/YQmnefcAIkQkUfuyq/ePz43c9a0Yk0PQtS0/UNLS+udRsraGaTz5TGjRlSG3biCvXjgjgDvXdzTaTe/DS4utKEN3DdyPcS/abgRtGxBbIxnDjAIUUAeDTeE9bivZNCnMUksTSlGhlLDK8MgOMKMg9cdKh0V9VeODTre2eW5ZmSylgfy2Vl5bkDc3cc12sumwabp8ukajoGpTXMpE0MlvduXuZHwVYjA4AJyccd67bw9Hc6hrSXL6T/wjn9kxeXJcxSxyrIvXYc8A/hnmgDk7/wAV+N9N8KwQMsy2e9VuJpkYyR7sYQZIYkYOfrWpql+/jrVpLaztNch1NII45pziO2jYjKs68nbznGT1rvWN7q4e10m9KRzhrhFkykixt8ueRxg8iuUtPDVzd22qWkovB52oLbeZduzG4KKcyOVwQpXIHbOKAOD1b4X6pY3F1Pe3lm1zHGsyQCZl8xiMfeAAUjacdMmtzwr9hgWw8PSWuoyRX0cb31sXZzvYD5wRyq8gnHoOa3/sVhoslvFO15c2kEhM8Fm7z+erZxuU/dKtjHtVRde17VfFT+IItGvrbTrWdLaGJUMcsoJ4LAj7mOvpQB1knw8ceJ9L1ibVriRtOiAaXaAHAJAVgvzEgd6oXvw2sXhjudO067mlu9REtwZ5kO1OQWAPGMHgYzXo1hJbTxyyW7CQyFiyj7uc8j0JzxmuE19J7C8ltE1e/lSVjMttax5FttUnaSBwCccUAYsfw01PQ/B2sWWixJIdSdoWtZ5NwiiyRvVsjLYAOKqeEvhk+leCNTtXvrS6l1QAAzExpCgHJPc8+hxwOcVoQePYjol1DaWt3aQ7zbyRGMlkldeBGCQT0Zu3WsWeSDxZbyXT6bqd5PZJ5LwTfIsI5QHK8tkrzj1oA6a18EWWr+GpdA/t2O4aFF2/ZJ3j3ELtIddx446Y61y2nfABYrueLVtSYWTqfKSCQ/6z+HOR2Heq/hm2v/BPiu1ubiFrSH7PIbpEUkTurEMq7jkt0xjHSmeOfHXiKy1gXFtqFhcxSwiP7HEp86FCdxLKchW9TnigDH1f4L+Iba7srOwsHuoVRppy8yiPOeFVgA2SMVwt74W1Sxt7qS/tXsY4iWWKTqDn7uT7V7a/xGu7SwtluLO2S5j2yx2pnbz3ZuhaMDDdjnNeX+NNR02/8Z36a1a3drO0we4aNlOCE+6FxxnjvxQByt3pkb3yRWBaRHiVkCISWbA+UcnJz1x0/CoX0uYaebpI7iTy2xPiBtkQIGMt6+1eh6Dq2neJZNN0i40EwW0RP2e8iIjaNI13yEFQNzEA/nVHxHpEujw61ZaR4jt763mnQfZIsvNLEBuBJHZe/PagDg4NPvLm2muILaWSGABpZEUkIPUntWve+Fru10Ky1swyrp1zL5IlZCvOMkjJzjrz04qGS91O302CF43tbOSIEKVZUuVBz/wLmu41SBbnwHB/Z+szx6PczIkkHlNJFDIuNxZzyg+bgd6AOc1jTPC9rrbaXp9+ZYNqn+0JWLLnbuOFUdz8vSqV3p+jXC3n2CWSK4jm8u3gkOfNXIGcnBBOfbpXcWvwQvrnT3urfVbefaA5dEdRGnJ3YIy2QOgrmZdL06DUXktHudaFrIJb+FLcxoBjBI53cMcUAZ154XvYbGXU7Ozn+w2m1LiW4ZMeb0YADqM/WptO0280zRpNceyVreWJoz5s5j3FjgFFQgnHvxWemoObPUYzI/2aWQOsTE7WYZx26gH1rS8Pbho2o3Uunz37ylbaLIfy42P8RK9/QUAU9Eu38N65aXNzZSvHwXV1KMyEYIGe3vXrXhTwto+peI7jxBJo17Fpt3I6QxSQLNHvcFckgk7cuOcY78YrjJvAniWzgtJtUlnjuLtSiRSRtJ8rEKckZxkGu++HWk23hH/S9duJbW9N/La20KNKVKFQDsXGDg4wfQGgCS/+C8um+El0+zeK4vXmSb7TIVXy5CQCE4yRgcAnHNdjoGiyaZrlla3UscEkMePs9pEkXnkf8tXAYllzkf0qLUPGOnar9ssV3T+TEbsGSN0YSRncIwuPvBdp/XFaGhao+q6zbalDazPLcxKJsxlUhTHZmHJz6YoA7csQwG1iD37Cn1VW5jmvZLZDIJIMF/lIU5HHPerVABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXPXmiX1/4qtr64vMaXaJuitY8gvL/ef1A7CuhooAKKKCcUAFcv8QLe0ufBt6l7BdTwAByltJsfg5zu7AdT7CuorkPiGtlL4fjtr+8ltrWaZUkMBw7jPIH4Z4oA5n4J6Xe6doN1I0EUdjPMWiJkLyPjoW7DHTHtXodjrOn6tNLFYX0Ur25AmRCCVz0B9KpaNFpdt4fmbw6qSQ4YrsY/O4HPPrms7wXpefBQU6eulXl2shl8rh9xJ+Ytjk0AdPDe2tzcT28M6STW5AlRTkoTyM1ZrgvAfgi68J3l1dXmszXM14MPBKQxJBPzbupOPyzXe0AFGaZJIkUTySMFRAWZj2A61zXhjxJY+L5bq+tLefybSZoYbhshJR3ZR39KAOooqjqWrWWkQCe+nWGIsF3t0BPTPpWC1nqlsg1afxCXG8lEWAeUY2YbQRnJOMc+5oA6ysnUzpOjG58RXyJG8EGyS4xlljznH51auYryS5ge3uVjiQ5kQpkuPTPam6vpkGs6Rd6bcgmG5iMb49DQB5hqH7Qnhe1bba2t3d4kKkoAox2bntU0Xxqt7u6vFs9Gup7WHAjuowXRnK5CnHQk8VPF8BvB0IJj+3K5XaSZgQR3GCK14/AE+k2Mdr4d1ltPVNwBe3WQkHoG6Zx2JoA87174veKtWSTQNK8OXdhrL/KylN5xg5x6ex9q4PVbDVLWKzuPGHiK8U3S5a2DMzx8EKW5x2r6L0fwpqmlaVKja4LnVZZjI9/PbBmKn+HGeB+NefeK/gfqGr6g89rrSTfa7jzLiS5jJdAeflOTwD0HvQBwHhHwXD4uvNSeO31G/srQkxyGXBk6bcZ7nH5Vz3jTX4L3WRbW+g2umw2JaEW6c5PQlu2a+kZfAV7B4TtfD+ka+LDyoViknS3BkkAz3zkda5y6+BwuLq8mOsI32sR+ZvtQWyvUg54J70AfOWm6emoJcJ5qRyRxtIuckvgfdA96jeBkthAyOJ/MGF7AEcfieK97P7OwhZvI8RCNWkDANbjKgHsc1c1H4F3d7BHaR+IIUtd4Z8WYV2Izhsg8tzjsMUAeA3eg6xbktd2kqlVQncQcBs7e/fB/KoETUNJuzJHvgmicxFlP3WxyM17wP2err7O8J8TkrJIGbMGThc4wc571Hb/s3kIn2nxESchnRIflJ78k/rQBxdr4xsP+EetdF1HRFF7bRGH7W3IA7MTWjptxpOn6XFrUR1O+iE2xksnG6IsOAx654yK9Kb4f6xFpF1o/2PR5rAIFjKw7ZJ1BGEY8FSBk7hWZ4d+GGv8Ahi1u77SnhhvDcO8VhLIJIWTGF3HHJHXNAHnsus6hDZprOkyR3c0k5eUy3W+5RVOSjL6ELk015BrkdzqrRwxIsZmbSpZV2/M+FK8bgBkHHtXbR+C/HF7rVncPoOiacRlri6hVdzk5B4z6V0t78GrHW783ur3z+aDhUtUCIVyOvH1AHagDyXU9O0tra5tr3WrC1jWVlmYZ3tKpySIx95ScY9BQt1pcOiaDLply+n63PKSVt48xuq8Kx3dDkV7dafCLwrawSwvbPciRy5kuDvkGccBvTr+dWrT4X+FrK0gt4bJtsDmSNiwLBiMZzjNAHzJp9zdahr9xqupavcW141xumnCnDKPvHI7+grpbrUW0XTE0V7JbNrrE322OHNzOC+cMDz91gffFe4n4UeFBFepBaSwfbF2TNHKckd8ZzjPekl+Gdi14L1NQuRdptEUzojsiqu0Dkc0AcUZptFtYLTSdCMRv233C3C/vZZMFlKA8ZIXBHUVs674EGq+GDd2FyI7qPMkcTwgIWJBIxxyOQD+FQ6lovjrQ5prnT2bVnQrIHkSMmYr0GM5XALDjJOaVdc8R67bxprHw9vDPgrnzWSIEYbJAOcEg9vQUAcVqui6gUSyt73+yta1eRYrm1ldlSRh/EpHGCADg81KfDGteFpPsOk30MmqX0ZS5dLjaquOMFR36YrvrPxJOumGXXfBVzYCCQLHtg8wgHgNvYfKc45rnJvGV/psyf8UjOt5iRkmghDGQ5wCSVzu9TnFAGZqnhnUvFGm20Ov6PqX9toClzM8mIkReFlH97qM/Suk+Dej/ANkp4h0m708RIHjBkMhZJ0wwyM9qqaT408XanqVxNF4VupJXQRSFpP3UKnHOfXg8YqtoXiPXNK8f6pfeIdNuLPTr6NUtLeUqIkJPGT0GQrGgDzTxTe2Nt41vbOXTiNBW9aERJhNpVsMUPY12cHiXUI/FV2llpGrrYNDh40mH+rVQVYE8L6nHUVwXjfT/ACdVvHktvKn81rgxm580vG+Cr5Hy9x0rqND0DVo/DsUbafqkV40QuYrmOdyJUIAbBAKgBOxNAHV2fiiTxBLNHpNojGRRM1xBKuYZEGQh3YGWHUjrVHxV4k8SLeRW9n4euJNXEQnn8xVmhkiUAHavTAIH61j6fPq/h1dUsPDHhqe6s5B5kd2UPnbQPvYK9OcGqVz418Y6jpz3D27Riwk8uJY0KXCEqd3zBeV4JIwKAF0fxRqzTW1xp3huaK5eaScyIx8kEkqWC4xuGMDP0r1T4f8AjGLVLC90u6kSK8EUtxJs+UwJ0/ef3X6k4ry7Rvib4zs9EubbTNEieG0X99JLCXZCWJy3Azznir/gPXNXTxpNrupaQYf7Rs5JZ5GhbbONwyQOw6jHegDPg1vwppOtXR0GXWor+YbTNbXKEE5y2C3rVu6+Kuna5ajSfGGiXN88LMu62k2Ej+EsBwTjrXnHiXVptW8V3WpSWEMH73i3SHYgVTwCv061b8LX91Brj3un6JHdSRh5GjAO1Y8fMPyzigD0PV/H2izaJBo2nSXtt4ftLVkV47gLNKxK/KAepGTn8cVzukX6WnjF9fMFmYhEgSOaQFXyoxuJ/wCWhwGP41VF+9rbXWrf8IZbf2TfI3lHaX8lh8oIbt1HHeuXGq6rd6jLeLtLzqVIKDZtA+6M9AAMDvigD3C+0fU9Taxlg8N2uj+VbzyXO2RWSRSASyjs2OQT615bY6nqMOtR2WkzXkpmkERS4k2rjP3fTafWoPDvivxRoGo/2nGLm6jaNomjuS7xsrYz3+nNQtfa3e6uV+yzSarJIUTao6FeFAx2FAFy+g1ebUI7Arfvdrcn7JAjh4lJOMB/zpNS+H2u6YVmlt8CeQRRp5isXkyNyYHfPatH/hK9Y8H6U3hq60a0QuisWbLuzHnJIPB+nSsu28X63otjZtFNcgG7FwRPyGZfTOTzuGT7CgCXxx4c1iy1ZRdabLAgxGigHGOvyr0Veo444q4fhzrd0UkullEwjMkcishRkUgbQR/FyKzpPiH4iuNan1MlZLi4n89QwZlXAwFC5xgDiqGo+KfEGpTo11K+VhSAoE2qyjkAj1OOcYzQB30/gLXYtJvb6ae+t9EdFlmt5Z1kkyB96QdPpXE6idde6t5pLyRrVmWC3uJJFIIXlQTVQ+Itamlu0aS58q5G2W3hZlXpwMc8D0rMsL2bTLxZViR2QnMUyblP1FAHout/D/XLOyiv59RuY1uIxEHujlXVscbh25/IZrc0qPR9G8EJa3XiXR5bqC6D22IWeISbcESevB69q891D4ieJ9Rmhll1B4/JQrGsa4VQQVyAc84JFUl8SXX9gTaPPbJLZzSi4yww4lC7Q27uPagD122+IE1na2t7q1/ZS6hcAxQfIMw5I/eg9NmBjB71LoHh/QbW6lh1Tx/ZXds7Nc3NkrbULNzuz6jtXgTyySKiu7MEG1QTnaPQU0owUMVIU9Djg0AfTlzq/hXyjPZeKNOtZIpUWGeKZgZ4xyUk9enbiq2m+P8ATNM8XX5vtf065025jd45EkZvm4+VienGcCvmtSVYEdQcipJJpJmdncks249gT64oA+wYNd0e1js7jTLm0uVn8tYkikUOyk7evouCTmty41XQXuleW/hWbyBcY8zG6LnnHcda+IytxHtcrIuOFbBGPYVdt5dZu5QbeS9me3iP3WZjHH3+i/pQB9eDTbHXdJi/4RnWPstnJIrvJaSZ+UHJCjtk9am1TwrLca1a6za3Wbu2O1IpCVjZD1DbeWPcE18p6L4s1/wk0c+namUfefMtWUkD/eHp+NbXh74l+ObC3kTTZHuYzM0rGSNpPmYHjOenoKAPU/Fwg8MeJ5LmK+s189AghePKWkzMuZnHfg4z2yKwZ9A1fR7PxBrGlagEvLaRnmtQxYSCVRgoy9gWOB6ivMl+IXiUXn2ua7FxIX3Hz4w6sO6kHqvT8hXSw/HLxHZKIrC00+C2CKPLaLcSwUDcTnk5GaAOoPw51a6ihfVJbm5muLNZxIC5eKbDHjHr3P0rn9P8PXmgeLrXSW1K3vIb1BLcCUeW5DDaV3NzkVNZftA+KlcG6srK6jC4dVjKEj6g8VU1H4tRalfXF9d+ErGaeeJRG8jMxRl4BHt7UAb3haw0W31rT9XvL+BJLVpo3/efvdoJWPr1J6CnXvhKS/8AGOvWKwR6nfabPDdRTX9xlPIwCytjlie9clpvjrSovFNrq114aicQBvKiJzvYjGCSMYB5HHFd6/xbvbHX3iudCi0ySaZfMukhEhitxjc25eXP6CgCO/8ABSW76d5tp/Z0l1IfJn0suY1DIxdFU9HbleeCMVRt/A8ourRHiYD7epiiuGCXCxsf3hm2djjAHvXUaT8ZtP1nxO1rPtNisQaMyQYAkTcXk3Hp8oBAxnJxWx4d1e81t9Y8QaZEs6SAW1shUW/2lVY5lLHnPJ7UAcHr/wAPfEGv+KbPTHsY4tOETvAslwRHAucYCj7vsBXpd34L8PWPh2w0WbR1upiip5cLFBIyjJJPTr61tqy6DpMs0lmZra0tvMWSM+bKTnJUZ5OPrWTYak11rNstxHcNIsS3cL7mjEjSHbtePnBAI9u9AG1oJZLG2kuLK7t3kyFiuJN7xgcAcdBj+VY17pek6Lqdxqf9m20NvLE4MsJzLJI0mWXA4wQB/Ku4ByATVcPBBLHbKoUyZYKq8epJ9OTQB5B8U/BWi2XgS4Oj6fZ2qmc3MsrttWI4GQPc8ACtH4P6RYXPwxtNtkQ3n+ex8wZlkU8E46D61ufFq2gb4ZayhjAJUOAgxl9wOeKy/gZbW1p8PI5EKiWVzJMBnI9M59vSgDqZIfKv3urvTrpsggGOfzdu4Y4QdPrWVqvhS38X7PtdpqFuqpsgunuNskOP4gnYkjrXVXlhFqVs6KzxrcKN00TlZBjoVNNkiu4YLiAyK0PkrHbncRIWwQSzYxzxz9aAPLfEHwje91JY9O1LUkiit5CjC4BAm2qAD3G7vmup0TT9d0zQbSS30+Nb55PLkjkOPKTGM9cHpn8a6pUaydYbaGIPNK0jFieRxuJOOvPAqT7LcjVzdC8b7OY9htinGezZ/OgCv4fm1aaykGswJFdJKyjYflZc8EVrUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWD4gNrqujahZJqTwGEAzvbsN6AckZ7EgVq38skOn3EkKNJKsbFFTGSccYzxXiw0CbSvhzr2tXIkbVWZrl2umAZiy9Dg4xz0/lQB3um+LYfEXim3sdMW6+x28TStdeWTG7A7dpJGORyCDzXmnxM8TaVaeP4P7QuNQvbS1uUW5sXYJEnyghk2/MSNxPPXOK2vDHiC0+HPwz0OVdNu7251Z90dvDJvYkrnjjgcdAO9eQ2Gr2OueMoIdZgis7Q6i1xcXEqFpQueI2YgnAIAx70AfXGmG2fToHs4BDbsoaNFUKNp6HAqS4mh0+xkncBIYULEKOgHoKpXV9Hb21okSSiG5KxRSQqCUyOCR0AwOtVfFGi32uaXHY2l+LZGcfaNyZMidwD2PvQAQaRFqHiC28RySGRFtAtpEy48rfyzfUjA/OrmpazbaZdWVq6ySXF7L5UccQBboSWIz90Y5P0qhrlzrVqLPT9ES3eeRcNNcglUAwCxAIrjvCWl6tYeJ9d13xB4gm1T+z4TGqiMrGpZQ77R04AXp60Adb4rt75tCj07To7grcyiOeZGLPFGTlj6nPT6E1ZspPsGoQ6PptrB9ht4szuJMNET90BMc569q529+KWiW3h37ZdiWC5KfvbVTukhBBwSVGOw+mRWB8D4r9o9bv7u0vIo72ZZbd7hi+6PoAGPJxQBqWnhiz1bxUvijXLq5hh83ZY6benYBIDw2Cfmz1Ar0nAx0rxLxT4in/4WxolzcLBe6VDI1tEkW4COY93z1I65Feu61LGmlyxySmIz4hRwCcM3A6e5oA0aKx9C03U9Nt0iv8AVTflUCl3jwxbJJbI9c9O2BTNd8SW2gvbJNbXM7XBIUQqOMDPO4gdj70AbdFZeg60mvaPHqSWs9rFISUS4AVioPDEdgetS2Os6dqc88NldxzvAcSBOcH69D+FAF+iiigDB1Dwpp+p6kb+d7pLjC7HhnZNmOnAOD+INKPDrRyQtDrGpoEffIGlDebxjByOB9MVu0UAcrqPgPS9SdnmudTDHcRtvpAFJHXAPan2fhKbTre2itNe1LEG0YnYSB8dd2Rk5+vFdPRQByp0fxb5ci/8JRbZbGxhp3K85/v88cVYOk+ItjeX4iQOYVQb7MEBx1bG4dfSuiooAwb3RtXvbEQf8JBNayjH762gQFvlwchs9+eMVe0zTTp8Z8y7uLqVgN8kz5yQOw6CtCigArG1iPxE7gaNPp0SFME3SOx3Z6jB9MVs0UAcZcaD41vFkJ8XW9oznhbewDBBnjBZvT1FZ1/4K8ZXtvHGfHsivE4kR0sVQkgdCQ3I9sV6JRQB53D4I8aQR7U+IU/JLHNhGeT16mtC30XxydpuPFNkjIuwCOx3Bxn7xyww304rtKKAMhv7cto7VEW0vTuRZ5GYwnH8TAYbPsM1r0UUAZt/FqziT7DPZqCBsWeJjg98kH+lZF1J42SYpa22iyRjJEjySKTx024OMn3rqaKAOftpvFQtCbiy0rzwOiXDgMf++OK47xXoHjbxNe2DTaZocljauzvaTTFlkPQEttz74wPxr1GigD4f8Y22oWPim+tdShEM0MpVYVYska54VM/w46V9AeCfFfjnWdCtJNM8NWYsI7VY0aeby1dhxlTzkY7YH1rkvHfwj8V6/wCP57iBzc2dzJu+1SMAIVJPGOuAK7HRfFCfCjTLLw14qiKQR7xb6hAuUkAOQCvUHnrzQBNc+JfijZsqL4Qsbhv3hYxSnAAxgD/Jz7VWh8bfESK13nwPJM7M6tGz4YHggnC4xzivULDWLHUtIh1W2nBspk8xJGG0bfXnpWTB8QPCl1fJZQ65avcyOsaRc7mZugHHegDzi58Z/EWO6Sa0+Hv2aISfPGFz5gbqCQBzk5z781uaP8RtZudRGn634Iv7QpE7u6RGReBlVXjGSPfqK9NkkSJC8jqijqzHAFKrK6hlIIIyCOc0AeV3PjjRvMkWTwDqTPIjeYzaV1J6AnHT1Nc1r3xB8P8Ah0aja6X4YkjnufLM7RboUkBXnblTjHToM171gVHLbwzpslhjdT2ZQRQB8y2/j9zY/Z7zwpdy6fbW7tbxTXBCJHtwAflXcAw69azpfHng6FraODwStxDDEBskvJAm9h8x2HI4JbB9K+qZLO2mgMMlvE8R6oyAqe/Sqn/CP6N/0CrL/vwv+FAHzxc/GTSrpo3l8LW584COWMTOoVF4UcDBxzVKz+KGiWly10PCsYuIyG5vpdsh6DCMGA4r6KvPB3hu/KfatD0+XZyu63Xj9KbJ4K8MTbPM0DTm2JsXNuvC+nSgDwPTPFmh3MkV3a+B7e5gifzXW3kmle2J5Zmyu3HHatLxJ478HeIreO3TwhLdeWrXEzTlo3jXI5UrkkY5xwOK9gh+HnhW2S5S20eG3Fyu2TySUyPbB4/CsFfgv4ahWYW1xqcDTRGFyl23KH+Hnt7UAect4x8O6JDY/ZPB+nXFukBkS5W6fKJuPGWUHJ54HrRqfxS0HVrtoD4XgvIL11j2XGY/LVflRi4BJJBzx0969Hsvg5oUFktne32p6hBH/qY7i4O2LgD5QMDoKsL8JfD4t5Ld59RaGTO6P7SwXk9gOnQUAcZoXjTwFpcyfatNj0+URmQXEEryh9vG3J+YnPABFYlp428Bar44We/8LW9pmfcl5cO/zqf4mTGPwNeg3vwU8O3dnBape6nDHETgC43ZHXb8wOBnnis6T4CaNJGY213WChIOPMTt0/hoAoanqnwhttOlcWdjd7tkZgtGLOy788DjoefpSXvjX4VxWC2tppkV3GdskkaWzFYlBGcnHH0HBP1zWtp/wI0DT57aVNU1UtbszRkSqpBI7EDippPgZ4YaBo0mvoy0qSFxKN2QMHqO/U/SgDkdai+G0GkPfaf4ZTVzK2IRaNL80nUq2OEG3nA/KnWE3w81zTfD9hcWjQoscsn2K3zKYHPJ8zC7se/rXfaf8LNP0zS7WwtNW1OBIJTI0kMoR5QRwrMB0Hat2LwbosLq4tmJCbTmRvn925+Y/WgDz3T9H+E2p6XPMkunShuqOywSBh6BiCDx9KjuPCXwmvrhphAIpQNpjglbaXYEqARlS3BwAccGvST4N8NGModC08qW3EG3Xk+vSn2/hTQbXZ5Gk2qBJROm2MfK4GAR6UAcbqPgzwZC1lqF3qRjc3MUsTXMuVfbhdpjPy89CcZBroZdP8HWGoXN6X02znNuIZisiRjy25GQMYz6962pdC0ucr5tjBJtG0B1yMZz0PvzVP8A4Qzw2XdzoliWddrEwg5HpQByOn/DTQYrCVWls9SeW2ZVLxg5DPnfndkntnPbitTw/wDD3w3o1lDZpsuJLeQsGJVXBznadvJA9+fWt1PCegRRlE0q1VSAuAgHA6D6CmJ4P8PJM066Vb+axyXK5bPTrQBjap8OdAu9I+xR6VYttYeWrphUyxJbIwxOGP8AFjp0rl2+Fek6Np5nv9S0xJYwcvJYIU5Y7cjOTgemPxrudR8DaHqMEsTQSwGQAb7eZ0ZcHPGDxXK3vwT0i+niml1zW2dAoYtdbiwX7oyRxj2oAwLDwd4PVbwz6vpN2bnjzIVa3EOV4G1X+ZeOnrXFWPhTStP1hIYLlobqFi9s99byol3yeq7SAB/Dyc969S/4UhpCvJ5Wua0iMuFQXPCH1HHX/Goj8DrEkE+KfEBx0/0kf4UAcTFoGhyXcd7cXeNSiiZ447ZTdRy44bcgQbDnsBU+tWXh3xIq3YgvLKTe1vHBFbSMbqD5SHRSvyjPDYHSu7tPg3YQTRtN4j1+4jiBCRtd7QM+6gGrqfCfRYbBbG3vtUitxIH2rcknjsGPKg+xFAFqw0jwy+m26WGm2sAdowxltMNgKMjLrxwB19+5pmpeHtKuLm2A8QfZw0bLaQDydpLAgbRtyV5PyjrUt58OdHv9cXU7i4v327QLf7QRFhVAHy/h+tXdK8DaDpNtawpZi4+yOz273J8xoc9QpPIHtQAyPwm0Phi20WDUXgCurXEsS8yjPzKAxO0H9KbdWP2PWYdXbWrGDTreEQNHPbpnd0z5mQQfam3HgLTZpGeK91S2LStLi3vZEAJ5wBnAFUrL4WeH7Ez7JdQdZ23yrJdMwY5zn6k0AdZavD9mia2nje35O4NuDc9jn1qK8jmW5S6S5tYIY1zM8kWWKjkjdkYFcjc/CfRpdOtbO3vL+2W3Z23Ry8yFmz8+Rg47VzWp/BK/vJ4RF4u1BbUuVmidif3ZPRcHGcdcjrQB2vjaPQ/EPgO/W8v4Fs3iZo5/NAXcAdpB78+nWsr4S2GmWPhSBNP1lL9HjVpIysYaMnsdvP4GuBvv2etVmneKDxIGsFb9zHMrMwXtnnGce1YsPwM8e6b5jWGpWsXOQIbp0LY6dqAPoASXF291babrdmZIpAGRYg7QDH3SA3B+tVb2z8XG0lNlqunLcFdqCW2baOeuQc5xXiUXhb4weHLma8tHmuCWVpCsys0uOmQTkgZp9/8AE34l6RY/2ddaC0T28SB52ikd8k8MzAkZODQB7Bp8fj6OF3vpdEmlcLtRPMURcc84O7nB7Vds28Xs7LeppKBCuGiLt5oz83Bxt4+teG6J8bfFDeKxe6lp7z2MifZ/scCFVD54IJ/iycc16Zo3xestX0w37aXPaxrceQRNIMnAySuBzjPTjqKAPRImlKEzIqtk4CtnjtUtZmi6/pviG1a50y5E8ana2AQVPoc1p0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFVNS1G20qwlvbt9kMQyxq3XhfxM1mC++KOiaFqN7/AMSTIF3alyik88t7dKAOR1H4meL/ABVrWoW2iRb0dmWEpECUjGcYPY471ofDVBqvw/8AFMOpu8hELq0jklkULyMk8dKyf+EstvAOveLNP0O3t3tbh9kM6SbWiXHRPWsWHx1b2Pw/l8PWFgIbu/JW9unP3wTnI/DigDuz4r8H2Pgi006z1u/S/iiVoAMqFYkdwTt6c81f8G3Ol2t5b+GbfWdPuL2RSbmWWzR0uJH+YKrj5icZyT6VZTwroeifCCFtOt7S51m9tmiiugBuld+u3PUCvNPBNuvhHxHea3dot0mkbV3RPhRK4wAc9hzk9sUAel/EzTPFOv8Aiew8OaPfrDZKFZVRiCpx8xOPTsCc16NYaTrkOn6ZBqeqxH7CVeWaAFPO2/wsM424rlLZ5tEVPG+szl4byNZXtrQ4SJyvLEn73AAridY+JepeKtL1ePSo7xtNtJBcTTk7C8WeY+Puj+dAHd654t0vwtpOoeKGdNWvWmFsm1NgCknCjuBgHPriuz0C8t9c8N21/DBLDBcRB/IbjAK42/SvO/FkEGpeHdIim0Iy3d/GrRW8agBmAG3Jz2Vjiu0j1K+s/COoSW9iyG0WSK0TkuQi4UsD3JH48UAclp0mgeJIBa6fDGYNBmkuZ0lIIkdQ21S2OF5J/AViT/GCbxHpP9iadp62l5PN9mnuc5ggjJxuU8ZOK6/RINK8GeArmfVmS1ubmFp7wEAvlyRnb3wWrwuJF1fVZPB3hl1ls55w0t4FP78g8MQPugA9qAPafAmjeFrSW61K2v7vVDp4MTajeNmNMfeVPYeuK5Hxj8cI7q9g0/SLURNBegvNO5CMqn5WyvYnkj0rofH13/wg/wAPU8N+HYY2vPI3Toq5KxfxyEe5715B8OrHwteeJJbvxHM8lnBbmdvMG1Gk5JB9R6epoA9j13xtcR+C9LutVv4bKeW8hMxtpsNJB5gzIgHO0rjiuut9Z8MePrS4061uPt8AUh3jVgF4HRscHn+dfKWs6pFP4tutT0rTz9gi2tb292u9UjAAXIPb0r3X4LXMmh/DTUr67s5yVu2l8mKLLsGVMbV980Ad5qmlTReDo9DtNiF0W2B3n5U7kc5Jx2rzzxNr0vhD7J4F8GW1yb5IS9zLGoLJH1Zlz1bvmvTJL1Y/C0mpG0uIJPLaVIph+8R26D2OSK4WXRb+HTLHWhdrceKL9vK3zJjy0cbWCjqAooAX4ZazeaL4B1K81xdUlaC4klDXSYeRTjG0Mep9K3vCeoaN4kmbXbWZpb+6A82OKVsRKr4UMuflOCM+uD6Ua94Y1a/8AS6Httr2fy40j85yu3HU7h39K1PCng7SvCOjC20u2WCV0HmysdzM3Xk98EmgCS11PU0k1WbV4Es7WKX/AEMB1Z5UCjP4kg4HXmuM8SePrPw/4f1DUNCluNTvXulElvcyvmEn0Q87eD04rfuPD0Oo2dyItUfVr+2WSJ0nlGws3IVgPu445HNRReD7OAWusalpTahrPlBJCjcRjbghR6UAZ/gTxv4l8YajFPLowtNJAYPI3BLYGOvP5V6NLNHBGZJZEjQdWcgAfiaw7jxRoGj2lws15DbpZxK8yj/lmDwM4714p8U/ijp2taAml6Bqjskjn7TmM/OMHHP1AoA9c1f4m+EdGDrPrMDzL0iiy7Mc4wMDHUGsiD41+D5mf99dhQcK/kEq4AycH2rw+Lw1baLoel61HrWgXhZllkhmP7xWPOzJ9s/iK6SaHwB4lixDef2VaAtK8Ee1TG/3fvdSG60Aeh6j8cfDNmitbrNd+Ym6MJgEn0I7V1Vh460K8isjLeJbS3iBoklyAxIzgMRgkV8r3H2DULWxhtZLDTpbOAo0puM/aBnnIxwxr0fRvEHhy48B2dnqdvbatqFgzzWlobjB2KRnnoGxkgUAeu3fxC8N2VzJBLeuWQHJSF3U4xwCAeeavxeKNJl0Max9p8uyK7t8qlMDJHQ47g14rD8ftNtI51g8NKsRUm3UyAndx970FY/if4r+Jtd8J6hYTaHbWkDbd8i9URjx8p9QetAHq6fG3wS28m+nVFOA7QHaxx0B9atWfxd8IX95b2ttezSPcOEjIgbaWPbNfPF3rsei+Gv7N0azHks6yvJdRBpo5Cq5cEcBT0GfSsyO+1fTNLgtftkCJMBcRTJKCYQQcjjoTQB9npc28ih0njZWbaCHBBPp9ahm1TT7dlE99bxFuVDyqM84459a+TbDT/FVh4WsvEFnrE/lxT+dFAu4+WT1c9hXJ6vrWq6ldbr/AFCa5MbNsdmOOTkkexPNAH2/d6lZ2Nkby5uYorbbuEjsACMZ49eK8o1P9oTw/a6iYLO1nuIFwTPjG71AXsfevn5vEXiLV1tdOfUru5VZFEELSZAYcLgVUfSL9omneLBMhQqxAYtznj8DQB9KWP7QXhS4ihN1DeW0kjMGXaHCAdCSPWnah8ffCtvFK1kJ7l0UlVK7N5z0H19a+X2h8kK0gDCRMrtPQ+9WNMYrewx/ZFuC7YCGPcWzxgCgD2vUPjv4gvIoxo2iOpnZwDLGzAA427SvUjnNRHxN8Z7q8ixp8hU5RdsCojZyM9vQ1zEnizxHofhmx0wWAszcFha3UmUZAGI78Ajp9KjtPG3jPUbT7VJrkl1LHMrJZiX55B1OFHbGaAOv1T4lfEHR9TOl30UMM9nGxaaK1eRZm28Ke341r+Ateb4ua/dP4is4GttLCS29vsGN5JBLev0rg9D8VeNI9bj1acSanZ3fmqbcsSnTJHA+Ujp7VufAiylufEms659tNpBbZMtrGcK+cn5vYUAe+32iWGopax3EOYrWQSRRqSqgjpkDqPaqV/4R0e+1Cxv2sreO5s5RKkiwrk46DJH0/KvAPEvx88TXF5c2+lJb2duJGRHC73Kg4Bya5cfF/wAdEgDXZs/QUAexftAa1fWPh610+3Sf7PdljM6D5TtxgEjkcnPvXgMHifxBaNZTHULxo7UjyFkdigAOQAOhHtXtsFt8V/EnhaXRr6C0jEqA/a5yPMdX54xxwOK871n4SeJNGhtU1K5tkM7MsMe8sMjHGRwM8UAbUvibxDq/wjj1Gzu7lr601RzO9sSGjVhkZx25rA/4XB42t1aIagY8BRtMYyuMev611ngL4S65O91Fdanbw2ZRTJHG3mfOezLxg4qhrnwm8rUp7a11eGRpckPPCVZWU8jjouO9AHqGg+Pdc/4R7TdVvrdNTiukLzfZtivCegG3PTPUnpXaWfizS7y6S3E3luyIwLkbdzAnZkHG4YORXzPr3w+1rwdaWUqme7W4Uea8bssK/PjYe5B4rNbwT4rm1hbO3t2gmlZphEsxCQg5x8x4HAOO/FAH2KGVhkMCM44p1fPPg++8d2NylpqF5ZvFcOFdr18lArAAj1POR6129x8SdU0/SJppdBkja3uzbDzCcyjHylB1JPWgD0+iuP0Hx14f1vy3h1qEXRRPOti2AjY5GD0561cufGui2GqPp1/qFrbXGRsVpQcqQSGPp0oA6Sis+x1azvYgYruGTkqCrj58dSB+dWTcEeWRE2xs7mPGwDuaAJ6KqXt2bWykuEAcIMkjnH4Dk15brPxS1zw74j+zX+lLLpxtvPae3iclAc4Jz29aAPXaK4xPif4WNibl9UtwfJ85Yw4LMNu48evUYrYsvFWjXtlBdLfW6pNKIVBkB+c8hfqR2oA26KglvIIYZJmkGyP75HOKc08SQ+c8irHgHcTgc0AS0VF9ohMhjEqbwASuecHpWXqfinRdHt5p76/jijhGXznigDZorjoPib4YvFdrK7lulVihMELMAQu6qlt8TrO6ZD/ZWo2sIfEs11CURFzjOfr/AFoA7yiuTb4leEEYo+uWyuDgKSQT9B3ovPiHoVnbvcF7iSFOGeOBiFPHX86AOsork9F8f6Xr+qfYNPt75z5jIJXt2WMhRktuPbtXWUAFFFFABRVK+1bT9MMYvryG3804TzHC7j7VYgniuIhLDIskZyAyHI44oAloprOqFQf4jgfWlJABJ6CgBaKarK6hlOVPQ06gAooooAKKKY+4phCAx6E0APppRGzuUHPXIpcgHGetLQBX+xWuCPs0OC277g65zn60JZWsfCW0SjJPCDrRNeW1tLFFPcRxySkiNXYAtjk4qFtY05LlrZr2ATLjcm8ZGRkZ/AGgC1FDFCCIo0QHrtGKkpqurqGUgqRkEd6dQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8rfEa40t/ijr91eTyMLaDECEjJmGAAAf4Rya+qa+YP2gXtj4rtfs0VuQYj5kyDLFwxBVjnt6EcUAZi+HpYPhUdXZWme7mWeXc4J2huwwT+orL1ySy8W+K9Fi0oTJ9pWOBreWMAxHOOqgbsjnNbcHi1rv4XW+j6VZTDULVXSe8MY+6f4Q2cjivOLKZ4nRrRLhb9ZA0UsT4K49ABnPvmgD2T4ra2PDvxI8OwlWfTtIjikjtV+VRg4JBHXoPy965XVPFN94h1ya1Fk9pYeI54jMDHjfhwFdD9Bz75qB/h/4l1iy/tfV5vs0jfvJbjU7lVxHjIbBJb9K7LRr7w9pjeH4ZPGS3t1pSu0SW2mNMu0nJUknJxzg9s0AXfFfjnU9G1b/hDIILG8s7iJbeF5TnyTjZ6dvpUV5qemeDvB83gfREGoa3etsmEWGYbuSAR94jnFct4pv/AAR4m8W3Op3HiLU4jNJgNHpwCouP94H9M10/ww8PeEYfEsur6Zrq6jDZRb5zf2phEWTgMrHjOaALHgLUJPF3xQt7rULiWy/siIQ2emTLl8BME9OOnNdl4o+JNrLqY8N6LDPdXrybJp4o94tcMuXI7gZP5VmT+Irrw9q9/wCINT0eYvO/2azSwjjnTB/jMigEE4Hyk1o+CtIt/h34Wv8AxJ4nuNmoX7faLt3TLRkk4QYyT15/+tQByXxo8faYtpceGDp6XOpGNd92MKIgcMMd847e9Yvwe8K3Oizy+MdZnbTNOto2wZPlMo9RkcjtUXhzwXpvxB8RXviHV7+W1sZ7o+Tb7zJLMACTknkDAznFZfxW8a2epTReG9DtVt9J0792p27WZh1GOw/nQBn+K/iNJrXja81WKEPZyR/ZvJZjtkjHTPcetbl34j8I23wjfTrN0XWLt/NEHlBzD83K7scDHYmvJlCENuYg9uOteoQ6Z4J8O/DW51Ga7j1fWr9DDAEUhbdyvIwe4z1P4UAN03xfeeK9c0C1sfDtpd6hANkkIiCRzgLhdx54XrX0Z4U0/UNOspm1QotzcSCRlVgVQ7QNq4GAowABXy/8H7SW8+ItgIbu5tmjy5e3j3FgOqn0BHU12XxX13UdV8R2P9heJXuC0wjh0u2V0kicY5Ydzk96APQbzVtV8U+LLvwVewQQWtpJFLc3cc+15V+8oVcHqQPyroNL8KXKeNbzxHqUylwvk2kUcjFRHjG5geNx9qnii0XwxbHW9Ze0t764RBc3cihSzYAwM5I/OuY1j4t6fqEc+leEIW1fWmJjjgEbBCP4m3dCAOetAFzx34kl8OLZTaZrUJkt5C01gSJJLgMeB7AHv2qloNx428VX9u+vaYbLSTuE0CvsLcnaQQc/Ud8ioPBPwig0Zo9c1Upea0+X8qbmKLd1XBzkjJ5rpfGfjiLwrbNHb2j3N58ipGFIX5sheQPb8hQBDa+FX0fxA11prR2UMk/mTCN3ZrgEdCCMEj1B4FdVqVzawWrfbp4obWRSjM77TzxgGvH9R+IWozeHEF7f3Wm+ILK4YzRQWZEb4ziMljhgcDlcnnpTfFvxTuV8HLq9gT5s8sflRXNoNirt+dct945HbpQBw/iv4eayPF15Y6WNQi0OVspLM7yI3Ge3X2rEg+GOqSzKJWa2thlmuJoXUBc45BGQcc4969V8PfEpvGcEaWt02iapEwabFss8LpjGTgAgjtnGKx/EXxH8beCPE2oWHiC3i1OxdAIwEEcZBGAwOD78HvQB51d/DjxHYxxXVjbNqMDltsttGzKQM88jkHBxW74R8XXOja/NbeKtBjvIXhEckclqqvEgYAsABz/9altdc0mbTNS1Wy8TT6ZfOrSHTJYyyltrKFRhgEYZuwwcVj+HfGsVjqYm10TXqPbtDLIqxyOyEfKoLLkHsTk0AXPif4Em0HWxqds0B0rUpd1uY/lEef4CO2BWf4l8H6x4U0m3ubsQNFeqrSGJlYr6D1XIrWubv4ea5a3JF1rOmSxri0tpJGlRnx944Bxk1yqr4mv9NvbeN7q6sLYedO3LIoXuWPp6UAdT4J1rwTbKr6vp2JbUZRpiHD7mAKheM4BJyfSrXir4paXqtwkOm6MLaydY4rnKIXkjXjaDzxjofapPAXwRv/FmlpquoXv9n2UwzBhN7uPXGRgV10f7POgpM0E/ieVpiQFRURSOeeMnPFAHnNtL4flsp4x4gu0gvioltTEicIAQrMTx1IyPSuc1PTNNspPOtNQE0LRho/L+bZJ12MfYd+le3Qfs4aUt4om166kjXDOi24UsPTdk1o+IPg14LvZrPSbK5/su9WM4wd7Sj1IJHNAHMaHq3hPT/AVzpuueMpryK8RQ1pB1hzjOAB2rjviBJ4Yh1LTL3Rp4LorEokscEoqjpubj5iOortpv2f8ASLfCzeMI43LgYeJRx/311rnbr4S6BaSbpPH2mLE27ZlfmODjoD60AeerLp72j3MKS29/FIJFVWyjKW7d1xxjrRFeTarrFv8AaSXQP8qO3QdcFuv4mvRdL+C48Q6lew6b4r065W3kKu0UbHb6ZwMA9eh7V3dn+z9YtpuzVNVea9SLZDJDEqKhBJBYfx9uvYUAcbY+H/CFvrE/2i/uYE02IOkV3Ev79W6+XnGSO1bfh3x18PfD72OmyQx3jQsxW+a2w0ZY5AJI7dzWbq3wP8UT3Sm41XSktrdQI7lsoz8/xcZz9TWRH8FfENzNKH1DR5PNJCzfacsWHYAdz/WgD1u78d+BvEl5c6dqVzpk9vasskUkhBUgg5PPXBwDj1qlpfi34WaaI72CXT1uoWZS6QbCDnBYKe3TBrzWD4J6/aTW9zJbafqUUa/6TbRXwiKNz95iMD8Kk0f4G67feLIk1SyFhpDs0rNFcLLtQHhAR3PTOPegDU8TfEXTrHUFvvD83mWs1rIPsMMRWHzHJyWOPvYIyBisfStH8baq1vpcdlLo0WtMfMlCiNHiHPQDdwPfvXrPjzX/AA98NPCdpaR6Zb3UxURWtuwXOAMFySD6DnHWvCPC3xI1TT/GthquqXtzd2sTsvlyyFhGjcHGemOPyoA3fjD4YsfCOl+HtHtXhZ4Y3LvsxJISeWJ9M8da858OlB4j04v5OwXCE+epaPGf4gOSK+gvi54GuPHdpa+INCuxdPDCMW+4BfLPO7JPB9sc15F8LI7I+OrK31DT5rhmlVVKsV8k55Zhg8flQB6FD8fbo3sFmdKt48qYJHj3EowOAVGMke3vXV/8Lc0u01MWmqTWxRbeSVmdGDxSg8IQRxnt3rw3xXokKePtU0/wuZri3gYlmjViUC8uT1PB7+1U/sn9maqJvFFtf3drd2/mK8blHf0bLDt7igD6J0D4hWerXrm01HSUkYl3hJZXfK8A/LziuRl+NKTTXk8NlZ2WpxLsXz2ciXB5AOMYx24zXm2ialYJO1po+nateXl3mNRJKoITr8uBnPvkVT07V9YtNXaSKzgmMLMF+3ICFxweWOM9uc0AfQTeNbfVtAi1CO/0S4kkgylvLMUcnuuw8Bu3J9DVTUPFFhpVrpFve32lwRrOy3UNzudmYBiuXXgAcjPIzxXg9r4yWDVBeT6XbBo2dglqoiGSMAdCMd+OprbvtU1PxpqD3aWnmWaJEywSXMSMHUfwZHT5skY+tAHvd74z+HZnia71HTJJUXzE6NtBA59ugrlNY+IWgWRu/tOtWNzHfndA1grPJb/3WIIIzXjM/iy6svFN1fXVtZyzS2zWs4tdgjYEAZGAVzgDoOtQ6Hqmj2kM4m0lDLJkW8k0zAjJ/vAAAjHU/lQB31p4/wDCml6UUvIRq8s5dJyI/LkAY8E5UcYHbua7Gx8R/De9NxIl7bytfQLEYbrG6MLGFVFyM/iO9eA6u39uXFzqOn6WbW3t0HnYl8znONxY4ySSOgrMNhdJpq37RMts0nlLIeAzYyQPXHf6igD6Zi8Q/DnTFjtljtbGeJNrI8pWWKTgFef59DV2bWPBGrXUNta69PKJCYWS2vTnJ9VPUfSvlFmZ2LMxYnqScmrFpey2VzBcQAJLCcqwyDn1yDQB9WweFNE0/VZFTxNqQkm+7FLckiPHBx0xWlN4f0WbRLrSR4hm8yciKWdrhHkOf4efX0r5Ak1C6meVpp5JTLy/mOTk+vXrTTdXMkisZ5WdcbTuORjpigD6Bm/Zz0xink+Ipl5YuzRKcg9AOar3H7PF1Gkcem+KT5YbzCsiFQGHRgFJ5968Rl1XW4H2TX+oRtjOGmcH+dbWjePNfsHeQ6rdMIrVoYtzBtuXDDgnn5u/J/CgD3PRfhnceGPtF/rvie5uoCgRo/NcJxgDPOevpTZYZfE0tzby+NJoLXKGARgCIEHlWyM/hmvKtL+NHiK1kj/tOK11SJXDkTphifqOB27dqsy6z4J8V3cxktZtGlum3S7SXhUjoQq4AJ9TxQB7toGr+GrG5u9PPiC0uL1HCMrsA6kdhnk+tZdt4bvNQtZ9Lu/FUMlrcXDXUQEStM8B/hYt2BI7V4pc+CfD8cto994on869UmCOO0aV2wcAE5xn2rFXSPEE+onT9M+3lCwELuSG2nAwzAkKPmGQTgUAfUNro/h/w3qdzewX9va3t4hzvdVRsAAHaMDjH6mqWsz23iyym0e38UWRcRbpo4lG2ToSHIPCkEcDmvCdKe00HXNOtvFumxzWE1vKsk8l15wkO04ZcH5ey0aV8LfFGr3a3mixDTrO6jMkG+7AkMeOCQDnB4/OgD0bw74I+HjRvb6hqVveat5YLS+cylMcZjzXSQ6/4P0e3j0hPGEUi5DBLh1mP0z+FeE6l4c1fTtehm/sGKRWItXtYJmkSWQDDEkHPXk9s0Wvwv8AFd3o19fro0AaPK+SzlZRtPzFUz79T+FAH0drXxE8N+G9PknuL0S+SyK6wgFvn6HHf/61cVc/FTw3eX81/Y+ILiFfJBaGbjcQxwqA4wepOfUV5J4D0n+0NO1hZNK+0lAnnSyzpGsUQYFsbv4sgDI/rXXax8KdT8Q6S+rabpdhErKkttHZyjEyso4JPGVPsM5NACv+0Nq9tfHy7KC6tSnyrJ8jAnpkqTU9j+0bqD3kS3ulW0VvuHmOjMzBe+B61w+n/D/xU9vcWv8AZMMc6lolWcKH45YjJ6ds/gK5vUdJu9Bvfs+radtdo8Km/HPZuKAPcP8AhcvgnxRqUa69os6JED5MkoDrnPoOn1rurz4neEdIsIXtLu3aNy6pHEQmSozjHA5OB9TXyrp/hjXtQKPZ6ZduDIqB1jOFY9Mnt9a1/EPgPxVok1vbahEZpJdzJHFOJiMDJOATgn9aAPaLL9onQprl0u9NureILkPkMc5xjA9ueKt23x50eaG6mfSb8xRMioUjyXBGSfbHvXzjaJa2Zt7u5spblI5Cs8MpKK57AEc/Wux8LfE1fDuoJMLGaWM26xNBJdMIS44LsuDkbe1AHvmn/F/wffIGOoC3UQCaQzfL5ZJxtP8Ate1VNZ8S+GNVsZrmDxy9pGjKkxt51AIPTAIznB7eleGa9qi+J7i71J7S3XSluI/tMtj+5G08KmGUZYHnOK3tF8F+DZvidDpk8+/S5rRLm3IuhtY4+ZXOBnJB6YoA9PuPEHgie30wHxxOkaGQIUvAGlLEcucdu31qDVdU8HWukGxj8VX80kju6eTfgyZC46/3eK5/WfgXY6hMi6FFa29kZVJu2u2kby/4sJtxnr37VJb/AAR0uHUf7Q03UL9LS5WSJINmCuRjJcZwvfp6CgDi/G/iK/0Wxso9F8U6qVfO6C6fEqqOjAgcqexBOa5bTfG/jGV00+PXdQGfugfMwP8AOuw+Ifwq1LTte0iDSUlvEuYhGqySNIFdeo3HoDnParek+B/F3ge7k1C5itboXrC1cwXBEqM3Aw38OPWgCLQtb1XS/EVxrPjXxDqEUlgitbwq423DMPuY6dKyLT4seNLa61CS21S2kjNyZhHMwckE8InqMccVl+P/AAjq2na3Izfbb+Xyw905jdxAxP3d/IPGOc960PD2ha3ceD5rgaFGIIQrNekmF0jDZJwRhywJAPpQBJeaT8RfGmvxtfi7eWHbKrRodsKvnkY+mK7rw/8AA7WY703eq+IpEY4B8gkuwwRyT35/nXe6X4r8Gv4fiuLfWbeKOJftDItz+8jG7JBGckAsRis7X9YPifTLvTfBGoodTndo5JmuWXyguGJUHPXPBFAHV+F9H1DRdO+zX2pNe7QFjyOFA6c963qyPDtpd6ZoGn2N9I01zHCFkk68gc5Pf61r0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfNvxQ8W6FdeJH0uLRZ9S1Ozu3T/SWxEzE4KhEwSOmDkH1zX0lXzF8QtT0Dwt4p1aXTYftviOe6aU3Uq5S1yeiKeCw9aAJ/DWsaimkXFxqWt6R4d0obhJZ2dvF9olI42FMZz7tmsZfixbaRqROh+G9L+yoNq3E9uEuXHcsyYAJ9hWN/Y+rfEC+l1iGGEuyH7R9nXGJFXPzAnq3rXFOjRuyOCGU4IPY0Aekaivhn4gX7Xdrq1xo+qyLl4tTlMkLtwAqSdR/wKuV8U2GqaXeW9nq2mRWVxDCFDxoFE65OHyOG9Mj0rn69C0HxhZa3p6eG/GWZ7UjZaaiRmWzPbnqVz1FAHAKFIbcxBxxgZya9O1PXdI0n4WaZomlTwG81EBr+WNVD7c/ccjmuI1nQLjQdZFnchZIXOYJxnZMhOA6kdR3qDWLS0ttXkg02Q3FumArKS24457Dv7UAfSUk+h+H/Aun674e1iK3W2VUZY8NHcyED5ZAMEkH0wa47xFfQfFSKzZ7uW21OxVjdaI7bWm2rkmE4PzHsDWFfJ4q8UeHNM0LSvBMtnbQASI0YdQzcEuckDJx39abF4D8c6n4pi1G+W10W8jVXjuJpUjBZcAdDkt70AX/AAFdD4eeHNU8U6ppdz/pEos7IOuHQfNnk4x0PQdRXk2pXrajqNxeOoVpnLkD3NfRPjTTk8aeG4rS88X2NnNo8e7VY4FMkRYnAbjvn+deWDwH4YlIjg+IOmvM3CK1tIoJ7DPagDgEALqGbapIBOM4FaeuWmmWV1HDpl+96gQGSQx7FLEZ+Xnpzj8K6TxH8JvFXh2J7h7MXlmkYka4tm3KAfbr+lcORjigD1D4K3c+l61rGpxG2Ag06XPnlgAeCpJA4GQByah+F8Wk3XjCbXtW1iz002e6aKKRvvyY689RyeM59K4uyk1Sx0y4a2S9jhvB5RkiLBJADypxw3X9a9M+F/waPiW3j1nXvOgsN5CW20q0wx1z1Az/ACoA7PTdSPxY8Zul3ppuvCtorLHI8ZRXk9T8/wCRxXo+n+HPDHhG3Wa0sbSxRGJEpHKluD8x55qa9eHwv4YlbR9LM4towIbS2ABY9AP8a4rX/Cfif4k6HYx6s9tokWd81sqebJnPGG/hOO3NAHN+OPi/r9jBJc6ENNSwM5to3d1kmdh1YKCQF+orzLxB4t8e6XqUTapqc8cksCvHGNpj8thkALjHQ+lekyfs3W/nReV4hmEQJ8wNEM/hV+b9nu0vZ2mv/EmoXMnl7FZwCRgYXr2HpQB5L4Y+I+raVczxvaWOoveSqztepnb7LyFWvX30rT/ir4euNNvIbfSdTsmBTygvyL2yOuMfh6VQ/wCGbNP/AOg/df8Afta1NI+Cdxol7cy2nii7Ed1AYZflw7enI9KAPMIfAOneH5NVj1fXvJv7RRLCbJwwePPcHGfw6VqeGfHcerald+Hb67l1PTb1FS3TUokJ8zHOW3DHPTqeld7Y/AXSYnkOo6jcX5k6vISrgY6ZB6VmD9nW1guVubTxDdQSq4dCsY+TnsetAHiXi/w1qnhjW5LbVLNbd5MvGEGEK5IGOo7dM1W0m60VLSe31axuJSx3RTW0oR0OMYOQQR04r33X/gXf61bW8cniu5uZYmY+beAyYBxwBnjpXORfs26m2/zNftVwxC4gY5HY9eKAM34dfBlPFFmmt6nfGHSmJMcUePMcD1J4HvxR8RfHmkWOkv4O8FokOljcl3Iq48xs8gHqenJr2rwP4P1Lw14RuPD+oalHdRfMlu8SFCiMO/fOTXietfADxRaLdXFlPbXqqxZI1Yh3Gffv+NAHYaP4/uPDPwBsNTt2Sa9jkNrEJBkA7u4BHRa8k8N6d4q8f+MPPsZpJL8N5st1IxVYx7kdPTArr7P4OfEDVtAt9NvJra0sbdzLFbyychm6k4HXivQG06T4PfB+5ltntBrRxvnI4kctwBnrhc4H1oAvvqvijVdBTR9C8Q6JPr1qM6hKjN+7GeAvByeCCf5V5npfhPVPip4rvr++1+0s72zmEUkMIO8qvVlGcge9JpPjnQPB3hN5tKkbUfE+sLuujtwkJbqv1GeAK9C+F3wwXR7W213WctqkiFkjGVEStztb+8eaAPPfEt18PfDWpN4dfT7vVPLOLu+E6mQtnoG56egx9a9e8C+BPBthodte6TZw3q3Cb1urgLK5B7Z6DHQgVt3Xgbwzd21zA+i2ai5QpI0cQViD15HNZ/hT4e2fhG8MlnqepTWyqVhtZpyY4snnAoA4/wAfeJbD4RKkfhjR7CO81JvMnUk4AXodgPTk+lZ3gP47nVdSuofFT2VjAsW+GSJGALDqDknt0rq/HvwjsPHWqRajNqd1bzonl4XDLt64APTrXHT/ALNlp5D/AGfX5hLj5fMiBXPvigDrJ/EOifFTwfqP9mWBvHsn3CC8YxKWAOCSucjHOK+YyGhtproaj5N1bXG2K2QtkZzllPQAEV6V4YvJ/g14yvdL8SQzy2N1GFDwsRG4PG7HcYP4VqeNvgu+ryRa74KMU1leAP8AZs7duR94E9vagDxq21jU7N3e2v7mJnbc5SUjcfU+vWvpj4CwX83hO71jUL+W6kvrjC+Y5YqEGOp/zwK8l0f4GeMdSuo47u2TT4WBLSTMDtwRxgd+ePpXvnw28HX/AIH0WbSbvVY76HzPMhCR7PLz94decmgDw/8AaCvbi4+IK28iOsFtbIsZOdrZG4kdu+PwryavV/jxbaZB4wi+xajNc3LxlriJ5DIsRLHgEnj/AHe1eUUAetfBLxxb6B4gk02/jkkXUikSTbs7COAMHtXpXjTwx4N8G+Fda1FkWG+vfMjW5Kb5A8nIVRkDjt6V84eH9J1fV9Xht9Dt5pr0HenlcFSO+e1e83Pw31fVtEtZfiH4zeOCN1f7PuUKvGMFj1btQB5R4L8e/wDCJ6hG8dlEN5MdxeIGM7RlsnALbc+mRTtR02fxZeareeHzq2pwo6MgmVmkBfJcEKCvBHqO1ev+KfCPwl8MabY2usxmIqheHy5HMsqk8kkdfxq/4Ls/h3qmlXWheFr67jN1i4lSKaRZUIGAS3b6ZoA+aIb3UtFvD5M09ndQkqSpKOh7jPUfSn30l8tjAl3JcAy5lVJEwGUnhg38WTmvVvEPwv8AGWh+Kjeabar4ghdDiS4jV+D2YMeT71x2teEfHkly6X+h3rFgNqrHvCKDwqkZwB6UAcUhAPKhsgjB/nVyx1XUtGuhJZXk9rNGSAY3IIz1H6CtYeA/FUUil/Dt8w4O3yjyPwrW1TQfEWoWEdtD4FFmyEEzQW772wO5JNAHDMxdyzHJJyTUlvcPbTCVApYZxuGce9dT/wAIr4oVXWPwpMoZAvNsWII7gnkE1Ha+EPFMF2s8nhi6nAcM0cluSrAdvoaAMCyu/IuA8rOyA7inBDHtkHg1Z1O+sbqzgFrDNbyl3eaEPmFc4xsByR3zk12niDStQv4Ivsfw9kszH8xdIXBA/u4HDD3PNcu+k61BqRvbjw/PtMh3RfZTs57AY4oA56itiXRdV8/zv7FvFiBGE+ztjHUA8eldFbaxZ2X2ptR8ERMjxERFoSnlPg4bpyM44NAHH210lpOsyRJKQuCsoyM+uKet+0U4vIWZLzcW3KAoX3UDoamu7rz3jJ02KHBDOI49u4/0HtVywTStQ1BH1Z3soSQpFtbcAepxigDOub661m/E2p38kspAUzzsXIA6epqC4ijhkCxzpMpUHcoIAPpzXQ6gNBtt8UBlvwhAheO38jIB5L9STjI/Ksee9kngSL7DbptYHckADH2J70AZ9XrSeSwnQSgm2kKmWMH5ZFB6HB5qO7uzdyK5gghwMYhjCA++BWwNcsl0z7MdLtXzEyrmMbo37MG6n6GgDRvltLB31vw/rUCo7b47eZMzwkcgcg4ORxg/jWl4Z8e6fp9xaXWoQOb2KV55LyOINLI7HncdwDLjPBzzXGfb7SS2ljm0+PfsxC8R2lGyOT/erNoA9u8YTeDPFfiSyvPPt43nRcjISOMY+7KVbOQFOCvHQGujvbPw9d6hYW/hPxfb6TOii2Lh5GuHdR8qEMfudfavnF9m87M7M8butTebJaX/AJkFyfNjfKzxkjn1B60AfVXhO80rTI7p9S8T2w1CZi0sKTgDAGNwU8g9+K5XWPHll4U0u4sI5ftbXTKlxePdiaV1bJztDDHynAwfrXg1vbi61RIpNQii805NzITtGfXvXcv4A8K+Qq/8J9Zfa0TfP+5YqMgYC+p59aAOh8aahpH/AAiWm/2BrEEBngWG4SK46Kx3MCuSeqgdB9a6HRpfD6/Cq+Gm6jfD+zrZXEzXW2RGds5wjcAN2I/OuRm+GvgqK1mt4vHFnLqHkh0LHainIz06jGeOvSq134E07SNDvZLDxvZXQdGaW0jm2CdBkovu2eeaAOh8JWOpvdzXmp+LEGoeQsgkknV9kIPG45JOR/Ccc07VX8H2aTPrerRa/LIoRLyKFTcQM33STvwQPcZFcXpnwuvdRSxmi1/TI7e7i86Qmf5okHUle+Dx1ptx8NYbfxEmlt4n07y5QSk7Er0GTuU9Pb1oA9V0fxX4c0DwddX8/ioa5MluFFpcBQzMCcAAjd6dyBWXrfj7QL7wuD4dgjXVb6WO4uYVm8tkdSvOTjnPQKelcNdfCmAXcEGneLdKvhIcER53A57LzmuQ1XQH0vUbq2jvbacQTmJJEfHmEdwO340Aex+NNQ0iTwX/AGdaTW9prUrmRtLRC8jtIArKSMjcDk5zk4HrXlqWfhu0leC8upJJIkjYvbwEjcD86kO4/QflWU+lao7pdyja8srKskkoDFgMk8nPfrVAwyyRyznBVGAclucn+dAHSXegvAlosGoBLDVwZLZXkCAENgeaCcL9eayL1rSHTobRFU30M0gmlTlWXjGGzyOvaqMaTXUkcEYaRycIg5/KvSfhZ4UupvFM39paapt4I3yLiEOhkC7gp/D0oA5HRPGHifRk+z6Rqt7CmM+VGxYYBz92tS0+Kniy0sru1/tOSRLhcAklTEd27cm3GDk1614f0aLX2tdK1L4f3GmEMzvqNq6xEKxbAOPmwQdpGeldlp/wm8N2/hubSLmxgl8wMonEY8xAScYY85+tAHhdh8ZfFMlvDZXmqsmG4uto3c8Zb1A68Uyz+IPjye4kOn+IZ76OBg7qygEjdjOOuPp0Feza/wDBrw9N4Xt7HTbPyp7NvMWQAGSXnJDE9Se2eOa4S7+E6r46t4rbV59NTU4JJIkaII6FQMowBwQfQUAcrrvxX8by37mTUkt/Ik8tvsioUGR0GQSe/Oal0H43eJ9HuHimmh1CzeQAfao8FUB7bcYyPrWnYfB2XUm1eWS5gW3tZDAHilC7ZFxlyh6DB6ZrSj+Dmhw+ItK08a+t6s0coaLh9r4JU5XgD69SAO9AHD+IfFPhnxb4qfUL7TLnT7R4ihFnsLAgfK2MAE5657V0/hzxh4R8GapayafqeoTWSW8cklusZAklxyT8+N2CB0xxXZ2vwO8JaG8l7rl0Ws4ZQyNNNtDrtXhun8W7j3q7H4g+FM3iCPRIrLSmeNdsMzQr5RJPK7sdaAOi+GWv3viLQ576azmitJZ3e3mnmLNIpPoegH1xXc1RsEjhRYLOCCOwRB5JhYY+gA4Aq9QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8pePPClvrXxC1k6XrdmbhrpvNt7t/JKOTyFJ4Ye9fVtfGvjvTb7Vfilr1vYWs1zM184CRIWPX2oAu6FpWv+F72bT9Ts7uLSr4iOaeBS6gryrqV64NU/GtvJqFja+IDBtkaRrW8cgIWlX7pEf8IKgV1WlaR4m8G2ET6h45ttFhCbnsvO8yVR6BMHmtuxfwx4xlOv29xd3s+nKv2yyvIg73YzxJtUgEjtxQB4tpug6trDbdO065uj/wBMoyR+ddvbfCC/tT5niLWdL0eAFQfMnDvk9to6GtW51TxJqR1OLwl4hSG3V2I0mGIW02OASqYz6cA5rz6x8P6/4j8QNp0Vrcz6izfvBJncp7lielAHr2it4A1LTF8M3GoX2vTaeJJ7MOnlZ2jmNSOoOMj61zr/ABmGnxPBpPhHSrFw2CzJvbjjnPerVp8NLXwfc2l7rF1qlzd7wYhpUOFjcHHMjYGQR0rX8TfC/wAF3WmLrMHiZNNmu3LD7VKjozfxD5e+euM0AcDrHxI8aazp6XlzrUkESyeXHHbjywxxz09K5yzu0u2urjVNUuxNFGXtwMuZJcjAJPQdzXUSfDvSbF0XUvHGjRrINyeQzS5HrwOKT/hCfCP/AEP9j/34egDF8E+Im0DxLFNP+8srr/R72N+RJExwc/Tr+FU/FGkP4e8T3lhkYil3RMvQqeVI/DFdF/wgWj3V0ItO8b6LIu3cTcM0X8xXX+KPh7qniLwxolzpF3p+q3VlAba5ltrhSZNp+XBOMnHH4UAeaWHi/wAR2WojUYNUuWmjAB8xyylfQqeCPatrXX8PeKbW1vNLguYvElycXNnBFmEtnlwe3HOBWdH8PPE/9ox2l3pdzZqzbWnnjIjQepb0r1nw1L4f+DNtaNrMJuNTv1ctcwhXCqDgAZOQD1zjnNAHoPgnwjNo/gvS7PWBDFf2gkChdpQFvUdGPQ/WsH4g/E6fwjoq6Wiwr4gnA8oQfPHGmcBj9cEYrhviz8XrTxBYjRdB8zylkDyXeduSMEbCD9Qa828KWN74l8Y6ZaGW4ldpk3ScuyIDyeewoA+pdEudN8DaVomkXV1LLcaiWfzpTyzkBmz+eAK7RF25+Zjk55PSvn3xnFqGvfFJY/7YWLQ9F8mXz2YFY2wuQMclia+gYJEmgjkjYOjKCGHcUASUUUUAFRG4hEwhMqCUjIQsMkfSparPYWkl4l29vG1wgwshHzAfWgCzRRRQBR1bVLXRdLuNRvn2W1uu92AyQKsW9xDdwLPBKskbjKspyDWb4n8P2ninw/c6PfPIlvcbd7RnDDBB/pTvDmi2fh7QrbTLBi1rCDsJOeCc/wBaANFLiGRiqSozAkEKwJBHWpaz9O0XTtJMxsbVITNIZXIJJLHqcmtCgArgfi94VfxT4GnjgR2urVvtESr/ABEAgg+2Dn8K7sJiQvubkYxnilZQ6lWAKkYIPegD4UjsrjT9dt7a6iaOVJkyCP8AaHI9RX3Rbf8AHpD/ALi/yrh/Enwk8NeI7+K+dJrW6ixh4G4OOg2njA9q7qNPLiRAc7VAz9KAH0UUUAFFFFAHl/xu8Nadq3g59TuQY7myI2ThS21SeQQOorhfgZ49eykk8P6jNJLbSOq2rYLGMntjsvv2r6FuLeG7t3guIklhkG10cZDD0IrM0bwvofh4S/2RplvaGVtzmNeSfqaANcnAzXzNJ8Uf+Ea+LfiPVpI7i8gYNbQ2/mYVSCoz6D7p/OvpPy5Taukku6QqRvRcfTAr4d8TQXFt4m1GG6EgmWdgfNTYx54JA9Rg0AehS+BtV+Imjaj46M9payTyuYbJEwZMHAA9zz9azh8FvGNoLe6u9NWS1MkfmLDKGcKSM8fSuT0bxXq+hz2r2107Q20wmS3kOULD2r22y/aOtDJH9s0eRUZgHMb5KDuff6UAdN4l8Q+G/hJo6WWj6UjanJFmKGNMsQOrO3XAr5r13xTq/ibU2vdWvZZ2Zs7SflUZ4AHSvTLP4wRS+Nru71WSK40lfMELtZBpWjI4j68A1y+ieBtU8Y+JW1DR9Ik/sWS9HzOu1EQtkj6AelAHYfGeOHW/C/hTXrG2lcyWzLI6qTtUBevpzmqv7Ot8kHjG+tGlINxbZVNudxU9c9sZ/WveLvV/C2lSQeG7q4srdp0MSWZwAV28gjsMV57a+Fvhv4N8SNq8GuSLeRsXW0gnDEZ52hVGSPagD2WiuB8X+KNUl0q1fwkskuoM6sYniwu1ugfOMZrymXx18XI7m9iaBUNoxE+YAFTv1z0oA+lKK8KbxD47tPDmlarqvinTbH+1ZFVI5otrRo3G/n0zn8qjt/F/iwXwitfH3hq7SPa7mb5BgjOCfqccc0Ae80V4V4p+I3jvw3b2zvceH7t7h2CR2e522r1J56VzmkfGT4g6lcyyW1paXEfLbPL2qo6Yzn1oA+mKaUQ9VU/hXzrc/F34kxX8mmnRLdbsMI9qQMxDN93v3rTvfHvxb0i0ikvfDttglY8+USzMeBwD3NAHu3lof4F/Ko5LW3mUiS3icHsyA14k3ir4xSNHnQ4EZmfEQj2sQBjuemea3BrfxTi1G201NKsJWeMNJcMr7Isjjc2ACeucZoA9NOl6eetjbHtzCv8AhR/ZWnf8+Fr/AN+V/wAK8/K/Fm6DwsNFtXjkDJOrkpIvoV5P8q6iCy8TyaBeQXeqWaapKP3E8EJCRceh60AbH9lad/z4Wv8A35X/AAo/srTv+fC1/wC/K/4Vzz6N4l1K1iju9fjtmjbd52nrtL/7JDAjFR6bB4ynlY3Gr6eIY8x8WbhnYHBJBI4wOCOuaANU+EPDrSBzotiWAxnyRUf/AAhHhj/oA2H/AH5FV9UtfFU2mi1tbq1Mru3mXCZjZU/hCjkA+pqPULfxrHpVmumXmlPeIuLg3KNtY+oxQA6b4c+EJ4pY5PD9kVlbc2I8c1WHws8FLbTwJoFqizptZlHzAex7Goo4/iLLp1xDcSaIl0wIjniL4X8CKs3Wn+N5JLd7bWdNiCcyo9uzBzjB79D1oAxl+BvgVQw/s6Y7hjJnbj6U3/hRfgX/AJ8Lj/wIaur0ceJX05m1drFLtnJVIQSqrzgE9z0OaryHxet+yQiwa1aJlDyAhkfs2ATke1AHPy/A/wACyvu/s2VOMYSdgKH+CHgVokj/ALNlGzPzCZgTn1Petzwte+K75Zl1+wt7MxYVZIznzSOpAzwDWlq/9vDa+ki0bDqDHPn5l3Dcc9uM0Acefgb4FKBf7OmGCTnz2yaT/hRXgX/nwuP/AAIavQLiWaGJ5AqsARgc9Kzrq/v4rK0vlijjjMZM8L8sGK/KARx97j8RQBw178BfCk4AtJb+0whQbJiw5+v8qwZP2cLGV98niO8ZvVolJrq/EfjXxLp9gEs/D9wL0AEuYvMj+bpwDu68dK5w+L/i9EWEnhSGVWUhTGhBB7Hr+lAFeH9nKyt7mOSPxFeKBndtjCtj2Iqnd/s3Box9m18mUuSzTRdR26d67Dwj4y1UaRa2V9Z397q0k0iM0sWwcHnkcALz7122u31/aWAGnwwPeSkJEZ5NsYckcHue/T0oA+eZ/wBnzxUbpl+22csKj5ZC5yQOgx24qKX4CeL4zPBBNatCUVxl8CRscr7YJNe9pdeLE060MtlYm7ZW88CXCo2DjHqAcfXmqNj4h8XXsokj8PWb2kkYMciX6Hnn5jg/d6dOaAPCovgH41DysBaRsi7kIn+8fQelQ3ngX4meHLL7KI7qS1uGy8drNvGcjkkcjtzX0RqviTVdEtRPceHbu7UMFb7CVkOT3C5zjPtVjTPEr6pJCqaPqECvF5rPcRhBHzgqc9x1xQB4Z4i17xf4V1W2lHhp7a++xtEtzHNJPuLAAMT03Ljp71HH8Z/GiWARtGkfUEj2G5MT4xuznZjGccZr6Cg1qC4jkbyZgY42kJaMhSFOOGPHNY8fjzQrjSJdRtEnuNud8CW58z5cZyCO2etAHm9z8dY7zTLO4srW4j1iGQ+ZpxRis64x94fnXHa18WPEWvvb21zozRXVvOLhDCjCRAOgAxnFej61rfhfwv49Gt3mhXoc26EXUUAaJEIwHUqeM9DxUV18VPClrdXmu6bol3JqMyiFLiaB1EwAyFB5x+QoA4XSbf4meKEv9OsrSS207UFLTNcoEDAnqWPJavY/hz4U1Pw7oxtNZFszRsDEYjuOQxJYsfXI49qk+H3xDi8dWF3cDT5bIWpVXaQjaxI5wfwrt6AOL+Ifg6bxxYWeki9mtLXzDLM8agg4xgEH6nFfPunfDLWrDxnLb3VneR2dpIWFytuXEig9gPUV9TLc3w1YwyW0YtDGNsofkvluMfQD86qXfiBItSXTLWET3r5wnmKAuOTu5yOCPzoA5n4a6Lc6PPrCuLqK0aYC3t5g2FAH3gW6k16DWL4c1DVNSspp9V042EgndI4mOSUB4P41tUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfJ/j7x/4gsvGeu2Onyx6aguWR2tYlSRwD/E45J/GvrCvnzxp4fh8fa1d2Hh3wwbW8S/ZbnVpTtjkA6kE8k9eBQB4RJLJc3DSTSs8kjZZ3bJJPcmu88D2+veFvEkOu2AU6fCypcXcn7uF0bG4AvjP4elehP8ADDwl4C0G6n1/WreW/kUGN5IgzR46+XGTyfrXOal8RdOmvrSy0DSG1nUFRYYL7UQXbeeAUi+6MZoA0YYNE+IHxVm1GytLt44HBke1ZYI1UN/ri+dxOOwGfeux1Dx74HstROh6VqEsN3NjzNQtWU72A+VXlYMTk8Z5x7VI4t4rGHwLf3TyeJNYt997cwRZMQOT2wABjHYV8167pFzoGuXemXask9tKUOeCfQ/iMGgDs/HPjC9bUZdKm0p4VgkLNHqFw9y24jrydoH0FWNK12PUvh9dfatEsLmPSZt/liFhlJOCdwYbee/P0rOu2/4S7wB9v+zq2qaHshmkQcyWxGFZhnqDxmmfD6TzrLxPpYdFe80uTYXYjleeB3oAbJ/wgmvPDHAt54enI2s8h+0QE+pPDD8Aaw9Z8M32jRx3JMd1YTf6q8tzujf2z2PHQ4NYo5I7V3ket6f4HurZdDv/AO2be7tgNStp4wImLAfKO/GTz1oA4KvWPhl4X/4SvwhqVkt69lKNQhKToTlcqc9x2FaXgv4MR+LJ/wC2rvz9P0eU74rUj96eeVyQPl9D3rrl0Wy8MeGfEkfhYy6dBJPHF9p1N9ibhwxQsM47c9ecUAdNr+q2fw18Eyy22p+bNtAhF5M0xd+mRls49hXjuq+NfCfxIeOPxFYzaTqpj8tNRikLxIc9WU/w1hXGn+D2muG1rxXfXV0rHiztQY89wpZuR78U6Lw34B1Jo7XT/FN9Bdy4CG8tVWMH0Yg8fWgDJ8S+AtW8PQm+UJfaOzYh1G2IaKQdjx0545rK8Oa/d+Gdai1Sz2maNWUK33TuUjn1HOce1dNBqHin4W6wLS7RZLSZAzW7t5lvcxkdVPTv1FXvEfhPRdf0CXxV4PlSOKJQ19pbMd9ueMle5XJoA5DRdfuNO16HUDbx3ZE/nG1YYSR+3A96+htO8W+O7jT4rXUtDuNMe6mVotQJRkijPJDg4xgdO5ryT4RDw5aa7c634gugi6aglggK7jIxzyB3xV/4qfFKPxmkVrpUt5BZoxEkLgBJMHKtxzn2oA3L74i+MLHVZZ1uZdQ0aCYq05jSNjgYYhVb7pzkZ617Hpk8cdudbmlvJSbdfKtS+9xkFvuqSMsCMZ9K8z+FulXmv2emtBpzaZ4ftwy3A80l7yTAyTkcKT3H0rvtd8O3Oj+Xd+HZ7i2Msyi6jUNOWXbjKqzYUgDrQB0Oma6t/p5vLi0msR5Zl8qcr5mwdSVUkis228faNqkW7RXl1OQSBDFAu1uvJ+fAOPbmsrxN4RY+Zq0Gt6vBK1ottKluqySTY6HB78k8Y55rO8J2nieHwhCmnWEdvLC3lxtqiD7Qyg/eO3AHHPOT70AeiSapYxTRQy3cMcswzGjuAW5xx681P9ojJkAcM0f31Xkj8BWalhqCadCj3VvPfI4YzSQALjPIAHSry2irudWZZH5Z1PU4x+OO1AGD4v1tLTwzdfZrpY7qXbBGMDeGdgv3SRz82ayPBesQaH4Okh1G3vbO201/K826y7uMZ3fLnC88YJFdSmjI1k9vdSGUlywlA2uBnIGetRaTodvpdtd2sFnbRQPKzoqpndnnLZPPP8qAF0zxPperWM97bzOtvByzzRtGNuMhhuAyCOhqLTPGOgaxf/YbHUY5rnaW8sAg4H1FRHw5Le/Pqc0JnMfkyPaK8W+MHIH3uOa1dO0q00uIpbR7dxJJPJ/OgDHHjO3Hii40SbTtRiaNQyXBtnMcvrggdB6ms7TfFkfifxutnpMswstOhaS4kaNlWVm4CYIGMdc12+BTFRFZiqgFuSQOtAD6KKq3Wo2NiVF5eW9uW+750qpn6ZNAFqivMfGHxJuLbWrXQfC0+m32o3eERd5bYxPcj5RxT5PFvxCs5EiuvB1s+YTIZIbksoORweOvPSgD0uivIpPiX44a8MMXgWZEDsS8hOBEMYIOQCeT3rlNS/aL1KGYx22iQrtKnM5YEjv8uePbmgD6IrK8QR6pNpUkWj3UdreH7s0kW9VA65Ga+Xtc+NHifXr23Ju2061UgSxWbFd43ZJz1zj3r6S8Ha2niXw1DqcVpdW6SLsT7S2WkA4DfQ+tAHMfC7xTa3mm31nqGuG71eO5czidtrdQvyr0C54GK+ePiTb3cXj7V3urdoTJcMUVmySvGDnJ7YP416FcfC74jxeK7vWtOe1glkkfY32kt8hJ4+YHt2qbUv2fvEV7bQ3Emv21xeCNUMckZUKAOgbnPp0oA8Kor2CH9nXxTJv8y+06PBwMux3D16Vp237NmovADc+ILaKXuscBcfmSP5UAcX4E8W+HNKSKw8R+HrW9tfNZjc+XmRQR06jIzXpt/evdJ9v0b4nWel6K0xhtoUtAioQM7eR6d/pWJcfs3amJJvs+uWrIFHleZEQWPfOOn61X/wCGcvEREanWLDb/ABD5/l+nHNAHGeNbWyg1a2upfFy+JJZJf9IKKw2KMHgk45yenpXb6BfaRf6pNofw80j7HeTsobVpJQ7xxY+Yorcjr2rZH7N0H9m+W2vN9szkSiD5fpjPTFJp/wACfEXhvWIb/QPFEUMgBR5WgIZVPXAyQf0oA9L0bwneWegRaNqfiG7vSjGRpVcpKw3ZA3Zzjt/WtDxJ4W0/xLpDabfSzLCygHZJt3EdC397Febaj8NviS99Bc23jrzpIgcPIGjIz2wM5H1rkNW+EPxMu7xzNqqXoLbvMa8YAk9eCOKALHx3sxpGh+GNJOoNdPbxuvzKNzAYG49/b0rw+vWLv4KfEO/8v7W1tN5a7U33RO0eg4rOvPgd45tI1ddOhuCTjbDOpI9+cUAXfgZoOn674wmOp/Zp0t7dvLtpwG3EnqAeOP619E2vg/w2rpMPD1jFLC5CP9nQH/e4ryz4IeE9Q8LeIdSj17SprW9khU28jDKlcncAwJGenFe5l1V1Unls4HrQBkWWgadpz3Ny1ra+dNKJpJVh2kkfdJ5PI9affR2dtdW179gM0zyhBKiFim4feOO2B/KtR1DoVPQjB5pQAAAOgoAyNTmtrAw3RgtGjeTyZppZVTy1JOeT157VrIysgZCCpGQR0IqOSOCQCORI2DHcFYA5PrinqUDeWuAVAOB2FADXnijljieRVkkzsUnlsdcU7y03FioywwT6imB4ZZSoKNJGendadLNHBE0s0iRxqMszsAAPcmgBkSW1mkdvEI4lOQkY4z3OBU9MHlyBJBtburDnr3Bp9ABRRTFZi7ArgDoc9aAH0UUUAFRSO6tGFiZwzYYggbR681LRQA1EVF2ooA9BWB411bU9C8J32p6Tbw3FzbJ5m2ZsKFH3j74HaugPSuI+KUhf4Xa00ymJmgI27wDnPAzQB4fe/tAeLbi/Se3W1trdQA0CpuDHucnnmrtj+0BrYu4JNQg3xRshaOEqvmAIQwJI7thuPpXjdFAH2z4P8TQ+MtLi1m3s5baNtyATfeIzx0OMVdkg1WTXJUef/iWSwbU8sBWif1z3JrE+FMTRfDPQw8aoxtwfl7jsT712lAHO6T4St9J1Nr9dQ1CeZiciWbKHIxyoAHvn2re8pNxO3JJ3c84Pt6UrMQ6gLkHqc9KfQBG8McrozorMhypI6HGKEijjAEaKgAwAoxgelSUUAFQXEkkSK0UDTEsAVVgMD15NT0UARMp8xGAyehyxGB9O/QUhtoDMsxhTzFBUNtGQD1H44qaigDkPHuiX2sabaQ6c1qPLmDSRToD5qjnap6g8dga5rT/G9vf6pNp9z4NltNRjtWkRJ0G5wowAoxk/h2rsPFVneXf2FrPSYb54pCwke5MLQEjG5eDk1yUPgfXZNfm1do7SN5CqhZbmR327cMGYD5gfQYoA2fBcmmyeHL0zaVDZRRMRPB/rNoAzgnaM459TW7o/ifTNZ02fUbW4Q2UU5hWYnCtgDkZ9zj8KXTdEey0uSxNyyRtjaIflEXqq98fWtE2kflLHEPKVXD4jAGcHP60AJfQy3FlLHbyLHOyEI5/hJ4yK4XSvBFjo2tTapdT3tzqU3mBYklYozHDEg4GCeO+O1dc+kSC5iuYr6YTrJud3AbenPyY4wO496txWSRlyHcu5JZhhSxPrgDPSgBNLhlg0y3ind3lVPmZzk596uVBb2sVqrrEpG9y7ZJOSep5qegAooooAKKKKACiiigAooooAKKKKACiiigAr59+JvxY1Wx16bw34U2QiFtkksMWZPMH3gv8AiK+gq+M/iOtzpHxR1p4i1vMt20sTIcEA8gj8DQBy19e3l/dyT308s07MS7SsSc9+te8/CHwfpugeFn8b6uYvPKM1sZjtWMDoee5I4Neb6FbD4j6/pukzW8FtqDyEzXka4EkYGTuUdW966P436xHa39h4R0yd0sNNgVZLdeF39s+vH86AOZ0Lx9e2nxMXxPeTPmaY/aBGfvRn+Ee3Ar0P49eD45rS18Y2QQiRUjuimcPkfK49u35V4JX1F8KtVtvHnwvuNAvg0s9pGbaUy85DA7GH06fhQB4b8O9RNtrlzp7FfJ1O0ltXD/dyVJUn6EVleG7eZ/EcVtCW8070GzqeDxUkFpceHPGy289s8sthd4eJVJLbW6fjXoPh34eXVr4lTXNfuRpEEtwWgto2zcSb84CgcjrQB5LBbT3NwtvBC8szHCxopLE+mBXv/wAMvgiLd4NZ8URpIdqyQ2R/hb/bHftxXpXgzwJoXhmxjktNKEV0WLGWfDy9+p7cVwvxT+MkGkxz6L4dnEuocpNcDlYwQQQD/eBxQB2nif4g6R4bawsIZIpZryY2qeU4227DgFh2AJ6e1eIarqurT+BPF6eIrmV79tShRVk7cE4A7DFeVNcTPMZWlcyFt5Ytzu9frXpXxA1F7nwN4bumjC3OqIbm9kUYEzqNik++BQB5hT0CHO4kcHGPWmVJBM9vKskZw46HGaAPRPCmqv4y0ebwZrM3muIi+kzyEboZVGRGCecN0xXJaDr2q+Dtd+12TGK4iJjlikX5WHdWU9aoaXfSaZqtpfxEiS2mWVSDg5U5roviRaW9v41u57WQyQXypeoT6SqHx+tAGr458PW9/p8PjXw/GTpt+T9ogjT/AI9ZB94HHQE5xXMeFJoI/Eml+bZLc7btGZCw+cf3eePzrc+HHif+ytSl0S+bdo+rj7Ncof4CeFce4JFYviTQ7jwp4rvNJ3ea9tJtjk2/eHUMKAPpLxxqtnocFrqmr6m9pYJCrQaPb4SR5Mj7xHVR6dKyfhl4z8ReNteS41S2uY9PhVxbSW67IWYAgiT+8cYx75rzHwd4H1fxw0eu6vfONHtP9dcXLFtwU5KqPpXp9j8YtKgbTNF0LR4jcXNy1v5ETgJEd21W9wetAHrF3qVjYTW8V3dRQyXL+XCrtgu3oPWqthql3date2c+mzW8cDYjmbG2VexB/p2rz65+EF5rXiAazrnia5lmS4E8UMCYROQSoz0zjHFeg6HPZ3Ngv2C9kuIYJHiYu2TuBwQc+lAGtRRRQBHNKsEDyuQFRSSWOBWX4Y1z/hI9At9U+zNbGbdmJmyVIJHX8KPFMEtx4Y1BILj7PKIWZZdudpAz0/CsL4b3RXww9nPq0epS2MrpJcxj5SD8w/IGgDtaKrWqzDzTM24NISnP8ParNABRRRQAVnajoemauytqFlDc7VKqJVDAA9cVo0UAeJ6b8HryD4jz6xFPDY2VrOslosKnp1x/jXtY6c1HNKIUDFGbJAwgyealoAzNevLuw0mS6srY3UsRBMCjLSLnlR71z2keEdN1myttV8RaBCNWZGEiTgOUyT8vpjHT0FdCfEOjrNJC+pWySRnaweQLz+NObXdJVI2Oo2pWQkKRKpzjr3oA4K9+A/gq6nWWK2ubbByyRzHDc+9ei29rFYaelrbKI4oYwkajsAOKqHxHogdUOrWW5skDz1/xpL/xHpGnWj3M+o2wVU3485cke3NAFDwXql9qWisb+G5E0M0kfnTJs84BjggdcAYHPpXSVFBNHcW8c8RzHIgdT6gjIqWgAooooAKKKKACsS/8X+HtMvfsV7rNnBc5AMbygEZ9fStuvPpdG07QLm7m1jQotQgmuGm+2x23mOobs/fI9fTFAHeW7RvArRSeZGwyr7t2R9e9S15t8NLq9uNX1z7Na3UHhzzAbFbkYKt/EFB52+lek0AFFISB1paAEwPSmTSxwxmSVwqjuakrnPHV6uneDtQvHs5LtYU3tHG+1sA9Qe2KANi01G1vy32WZZlXGXTlc+mfX2pLm8SJW2vHhCPNZzwgyMg+hweK+fdF+MdtY6nqE+n6dHY2cyDbDKCQZscszDufStub43afbWUNjf29xLPdKTdyfZwhgVgMcfxdTz9KAPbx5aCNQAB91MD2/wABUTSS/bkjUR+VsJYkncDnjHqOtfP1n8TdEuPDsVve6vqUVpbzIi2ewGV0C4P7wc4Hr1q7pHxh0TTNGZhp+qWSusvkSyN5/mOcDhj0xjOKAPbb+7XTyZltJJXK8sgHQds+vtUdnqMeqx+XLaOiSruVJBncnqw7fSvENP8AjTY2+s3V1davqNxCkSRwx/ZUCy45JI/hbPeuptvjLpd1rtzpc3n2avGq29x5YZQzDILEfdxnvxQB6rJJHawF3+SNB2HQfhTfNyyMfMXKk7dv868hPx10iOFbG5E4vo3KTSRKrL8h5wTwd2D09araj8bdPm1mNrW+urO2txIZraW2AZyv3Rk+vPHUUAezR3kMnQsD5YkwVIIWplYMoYHIPIrxHTfjzpl5bxWt1LcWt26gtcmBXQOf4dvp711Wj/F7w9dsY7y+jiKR8uEbazDqBQB6NRXLad410bWJoPsOphluGaONDHggqNzE56DHrS3Hj7QbJWN5dNEFuDbbvLYgsBng+mCOaAOoqOWVIYmlkOEUZJxniuD1D4t6Haave6TawXt7fW0ZYLbwl1f5c9R26c1e8Iya9NYyaz4tljtZJP8AVWoYKkKDOCf9o55/CgDq7W5S8tY7iNXVHGQHXafxFcT8SfFXhTTtDm0zXrlpVuPka3tpcSevOORXDeLvirrHibVf+Ec8AxTmYSFWvY/4gP7voPeuE+IHwu8QeH9GHiXVtRS9mmkH2nruVm6ZJ6+lAHDa+2itqZbQUuksiowtyQXB78is10KYzjkA8GmVMrwi2dGhzKSCsm4/KPTHegD7T8BXVjN4H0VbOeB1W0jUiNgcMFGR9c10iMx3blxgkDnqPWvjDwFe6+viKwsNInuFimu42kjTOw4PJP4V9oDO0Z696AGCZWlMYDZHtxUlFFABRRRQBFFGyb90jPuYkbsfKPQVLRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXyb8b4d3jSLUAIB9rt1LGF9wLKSrfjkV9ZV8sfEOwN5o6MZ0nv4tcubXCL2ZsqPUDnp70AWvhFp/9i6BrnjCZo4JIYTb2ck52pvYdcn8q5PxCt94n8Lp4ruvKa4t5/sl3KD80zHlWPbpxXWfFvUBofhnw74LtZ8fZbYSXaxnGWI4DAfnyK4zwrFrOr6FrOg6bY3F9HOI5fLiXd5bqwwx9BjIoA5EDPFe0fBjRfFGh6qutzFdP0KX5Ln7W/liVccFQepB7+9Z8OleFfhj5c3iELrPiNTvjsrdwYYfTzMjk5zx+lYtxqXjT4ua5DDGjTGHAWOBdkUCk9T6dOp9KAPZviKbnw7rUF74X8NQXer6urI16ELPG3ABA6e+a3/BHgM6Nt1nXpzqHiKUEy3MjbhHnso7fWup0S3u9P0CyttSnWa6ggVZ5R0ZgOTXz38S/jTfanc3OjeH2a2skfa9wCVkkIPIBB4GfTmgDp/i38XILG3l0HQLkSXTkx3NxE+DFjqAfWvnJ3aR2d2LOxJJJ5J9amvfO+2SNPC0UrHeyMDkZ578+9VqALulWEmqavZ2EQJe4mWIAdeTivUfiEba58PanaWccTWei30NrbGI5CDZ83Pu3WsPwBpcWlabqPjHU90EFpA6ac7cCa5YFQB645/yKfoCy3fwi8VuEaSQ3sLnAyehyaAPOqKKKACu7+Jyhbzw/h8k6Ja5GMbTt6VxVssTXUKzOUiLgOwGcLnk10nxC1+HxF4uubq0mMtlGqQWzbSvyKoA4PT1oA5ZWKkEEgjkEdq9R8SafqfjH4eaN4qtraWWfTomtL6QD5mC/dfPcAcV5cACQCce9eq6FPq974K8WaFpl613DbRRXCPFnYUH3lHTqM8Y5xQBm+HNV1C+t7LwNaSmWG5uI2e7t2YlFOCUxkDAPU/WvpDTPh14V0m8t7230e1W9hA2zBSPmH8QGTg1zPwd8E6Vo3hu11uC3nGp3cGJJZwV+U4OAvp7962tM8MavqPiWTXfEV3JDJA4S1s7K5cQFFOQ7j+InPT2oA7VXViwU5KnB9jUVtZ21p5n2eFIvNcyPsGNzHqT71PRQAUUUUAc14/1O30jwNq13dRl4hAU2g92+UfqRWT8IdLl0r4c6dHMYi0wacGM5BViSOfoa6bxFoFn4n0O40i/Mn2afbv8tsNwwI5+oq/a20VnaRW0K7YokCIvoAMCgCaiisHU/GXh/Rb2S11PVLe0ljUMRM4XIPTHrQBukhRkkD60AgjI5FfJXxM+J+oeJ/EEsel388GkwEpAImMZkHGWbB55HFehfs/eML/Ulv8AQdQmkuPJXz4ZZXLMBwCvPbpQB7pRRRQAU122IWwTgZwBkmnVS1WN5NOlCS3EbAZBtyA/HYZ4oA5DxHbafqUNtPe+DDqFk0mOIQJlJGd23ggDBzn2rCh+Fnw/1a4d1gurSWViqWjTFDGQfm2KfX+Vawi1K88Pwy/2i73V0rtewtIAY4TkEIM4yuACeckH1rzrVPCkg0yw1u6E9pcLaCS2vIdQSIEgZYsGA2sQe2aAOtu/gf4P022urz7Ff3vO4QpMAUX2z1rjvD/w20TxR41gfS2nOhWMStK0swlLuD/qzj7vuK9C+HN9r/jPwMz68/lpIxW2uYjiSRBwSw6e3vXc6NoeneH9OSx0y1jt4F7IOWPqT3NAF6KJIYkijULGihVUdgOgrnPF3jvQ/BUMEmr3DK05wkca7nI7nA7e/vXTV418ddN1zVI9Lt9F0trzf5iyPFbeY6jA43dgf6UAb0Hxw8ET3Sw/2hIgZN/mPCwUcZxn1rSb4seCUBP9vWxARX4PXJxj6+orwvw94O8S6ZdabFrHhm4+yQyCZXW1WfOc/K6jlj7Z444rdHhwnXEu7zwhrF5FtdCBpiJjn5SVGAcDn1oA9Dk+N3hFbmSCNr2cxk/NDbMykDqQR1FSH4z+FjZi6QX8kPOWW1b5cDJzx6A1maVdWOlag8kPg/xIrSKwab7GNn3cfKn8Ofb8ajg1MWGmXmmW/wAPvEDrO24s8aEyFgQST0HH8zxQBePx28ICNJD/AGgEfO1vsrYbHXFaZ+K2gnTbW/httTntrgMUeKzdhkHBB461wFxpl/NodhpDeCteisDNIVEU0W+LcT8u7ZuVc4Jz29cVoXzeIWt4tPt/CGuWz2MQWyNneBI2HAZpGGAWznt36UAdMfjL4eXbmz1Ybvu5sn5/So7r42+E7JR9q+3QyE48qS2ZXx64PaiPX9YTUbOOfwXrskoUAhnheJeOTvz1/EVkXmpWt5qst7ffDLXbq5DOFkkhWTIIwcbj09B0HagDO1y68LeIbx9Q0/4k3OltfJ5n2ZpfkjYDHIPKdelMXTruK2Ux/GJApIVSzIRnuPzIoXSrG2vjff8ACvPECPfRmOcBIpVCcAHaQdrDAI6VVg8IeGbOC/sf+EH8UTQyum2UwgswHOVOAU7gjuDQBveHLi58PaxHqetfEyy1DSXj2pHJIo3k/wAscV6DZ+LfDGsLJFa6zp9yAPnQSqRj3FeL634Q8GR6LDYx+HvE1vdjebaR7M5d2xgOQOQDiqFl8OtHuooJ7yw1KymeBd0UFlMyxvxnOev596AMT4jeBrqz+IE+m6JFd3UN2oulSKPgM2eBjjA9ax9Q8N+LfBerZuLZpWkiDPIqCdCnoScjjFfRfhu/0rxFE2i6jpssV/ZJ5OZYGhLxjgFCecYxkZqeT4faZaLqZsbu9jnv43RImuT5UZZcErHwOnrmgD5ni8OW+oeKbHSbS4mbT7lwU3lFfcww2OcHkcc4q9qV/d+Cr2bQVs4dRsSd0UGoxBzGSeSAp4JPvXrVj8HNZsrrTb211XT7K80xRHBJFAZBIvOWcN0bntxW3f8Awsl13WLjVdc1dJ7p1RIjBAYggX/gRJJwO/GKAPG0tNNXTLDUNS8Km31BisVlBGGEd0/U+Yh5xz1Fdnp15f6LrVzouv8Ah7w1p1nNbBpCQVEqHOEQ87nAzxXa2HwylfQ9Ps9X1KW4u7K+N0twtxIxYdAMscrxjOK6LxL4Qg8S2VtBPcSwvbyK8ckeMoQMHaTyMjvQB83+EIrbUJ9TttP8GDVIWlZxIs586CMthQPTGRmoZ9BtrTxuyamEvLedA5e9uPKeRty7iMZOckgDvzXuvhr4dTeG/E1xexzmWKSLCyI/l/Oclt0ajDc9DnvWVP8ACBtZB1bXLmS61ySSRmD3DLDGMsU2YyV/hPXjJoA8VtPD6alr+sIqw2GnadvZ2LB1jXzMdTy2M9vQVqaR8QtWTWn0zw9pVtdLOghtreSJXAkH/LReByeuK9Y8K/CQ2MmqXGsLbSTXySx4DvJs3McNlj83GOuDxW/4L+Fmg+DSLmOJbnUMDNxIo+U+qD+H86AOY8PfDjXdZ03V7zxRdNY6hqUSxxxWm1VjAXAJAHX2zXWeG/h+dFMbXmu32p7Dny5wnlk7Qv3cH09an8V/Ejw34QhkN9fJJdL0tYCGkJ+nb8a8l1L4r+M/Hd8+n+CdMnt7Y4V5Qm6QA8ZZvuqKAPT/ABP4w8H+Aonu5Y7QX3CCC1RPOb246Ae9eSJY+OfjNq5nneXTtBV8qGyqBfYdWJB+ldf4R+BNnaTnUfFlz/al8ziQIHJTP+0Tyx/zzXsMMUdvCkMMaxxooVUUYCgdABQBznhnwloPgHRZEsYhGiKXnuZDl3wOST/Svnb4u/EGLxXq/wBn0jUruXSgBuhdQsZYdCvc/jX1ZNDFcQvFNGskbjDI4yGHoRXgvx88IaNp2jWerafZWtnP5vluIRs3gj+6OOPWgD5+ooq9pFgdT1iysAcfaJ0izkDGSB3oA7v4Q+Op/C3iKDT/ALNFLaX86pIxX50JwAQf6V9bA5rgPC3wh8LeFdRTUrWGee6VcI1y4cIfUDA5rv6ACiiigBqurFgpyVOD7GnUUUAMaRUKhjjccD3NKzqmCzAZOBn1p1YviLw7D4itYopby8tGjcMstrMUb3HpQBp3UTXFpNDHK0LyIVWROqEjqPcVHplpLY6bb2s13JdyxIFaeUANIfU4o06wi0ywhs4XldIlwHmkLu3uSepq3QBy9l42tL7XDpa6bqcbAZM8tsyxgZwPmPY9q6c5KkA4OODTdx8wLsOMZ3dqfQAyISCJRKwZ8clRgGn0UxN5UbwA3cA5FAD6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBCQASeAOpr5p8JavHLrHim41QPe2Wl3Y1RQpBcurFeGPbGOPavpYgEEEZBry7wt4Y0/wxpt9BqlgZp9evZVS1aMHcmSVB9BgDP1oA8ntfCmp/FLxJqXifUpU0nR2cu1zOABtHRVBxnjvXR3nirw74S+HWqL4KjeBprkWYvJMs852kswz0xR42fS7spb+MfEaWEVsNtvo+jKH8odMuTxnFRaBongTxlPYaFo+m6/dWlvkyXDSbI4mbqzDpk47UAeWeG/D2qeNvEkVjAZZZp3/e3DhnCDuzGvrPw34a0H4ceGpFhKQxRr5lzcyEBpCByST+gpNJ0Lw18MvDdzLAotrSPMk88h3O31PU/SvG/iLPrXxBaafw/rttqWkR7WTT4X2SjkjJQ/eIyefTFAHQaJ8azr/wATotNERj0O4Btokbb87k8OxPTI4xmvIvid4cj8LePdQsISTCzCePJ5CvzisGXTNZ0WSO8nsLy0McgKSSRMgDDkcke1e4+PtOsPiF8K7TxjZHF5Yw/v2K/M+0YZT9DzQB5V4s02MeHvDeuCSRp9Qt3SfeSfmjbaCCfbH5Vm+F/DN14n1T7NCyw28SmW5uJDhYYhjcx9cA9K6/wov/CUfDHW/DrNB9rsJFvbRp5NgVc4cAn27VyMXizUrfwnJ4cgMUVnLN5srIuHkPozdx049qANbxz4rt9VS10LSIUg0PTMrbqq4MjYAZz9SM/jSPNPovwxitsSKdZuTNuV+PLj+XBHuc1y+m6dc6tqdtp9nGZLm4kEca+pNdN8Q7tE1e30K1kV7LR4VtYyrbgzDl2z7tmgDjqKKKACiiigAr0r4R3sMV1rlnNdywrc6bNuCJ1CrnO7OVI+lea12Pw/gZ7nW5gyhYtJuC2T6rjigD1f4a/GyGePS/DmrWTi5LJbRXERGzHRdw7dq926818OaZrcNjoOpafJYQzS3JR4Lhh88DKeqn6ZrZi+KvjKN7XGuXXlW5XEYcgMBjhu56UAfZLOqY3MFz0ycUoIIyDkGvLbeRPiV4Z0y21e6s44poElM1tcYnjuM/dAzxlfx61q23jTwr4QvH8L3OpXCS2UQIkunL7/APZVsnn2oA76iq0F/a3OwRTxs7qHCBxux9Ks0AFFFFAETzxRMoklRCxwoZgMn2rz74xw6avga+uLmO2M+0ICyAyMCeApyD1rS8VfD7T/ABJq0OqNqF5Z6lEoW3lgl27CO4Hc9a851X4IeJdW1tr3UfFYuo4zlJLgMz7V5UHnFAHPeFfgDf69oNvqV/qn9nvONywGAswX35GK9Dtrzwr8HX0nw9BF5+o3zqLicKTJtPG84BOMjAUUutfEPWPC3gKTVr+KyNzLL9msEgB2MF43nJzjg14loWv6p4v+Kuj3+p38i3El2gWRBnyxnIVR6e3vQB9Ojw/rUtlOkviq9E0rlkkigiURqTwoBU9u5NZ0Og+O7G1mSDxbaXkhYtH9rsBn6Eqw/lXbEEptyQcYzXLalD41txMumXGmXcRH7sXCskg9twOM++KAJrI+MYkT7bHpM7LFhvLd03Pnr0OBjtXG+OvHfjrwxYvdp4XtVs4wPMuhOZgufbAI+pFa9/4g+IGmGCU+F7S5tFGJlgujJMcDqOgrzH4k/EXxjd2M2kNoVxYWc0YWWRoGy4IGRnkDncOtACN+0Vdky40C3+aJkXdKTtJJxxjGMEZHfFZGsfGqfWIbSKXSlWKCcyGPchVkIxswU6CvLZbeRY1nEMqwOSEdxwcdeehqbSNPfVdYs7CNXLXEyx4RctgnkgfSgD2wa9rnhL4N2Wt6bqV1FPe3bsIpIVdEVjwBx8oH+RWj4G+KHiXxZ4evtPguLb/hIrRDNE0sOVuUHVcAgBq4741+IZ31eLwwgVbXTo0XgYLHb3rzLTNSutJ1GC+s5minhcMrL7UAdpr3xe8cao0ttPqTWaglHitkEeCMgjI5/Wubg8Y+JLd98eu6hnIPNwxHBz3NaPjmwtRdWeuWAC2WrQ+eE7pIOJAew+bJ/GuSoA6vTPiF4qsru3aPxBdxrHIWy7eYBu4OVPX6V7bongzxN4h0mLVbH4mXksF0hbIi+6TyRjdwc/lXzPXs/wAAde1uDxF/Y0aSyaRMrSSfu8rGwHB3dqAO8ufhP4qu2ikm+IuotNGflOxgAPoGpY/hZ4wimeVPiPqAd1CsfLPQdP469brNl8QaPC7pLqtkjxnDq06gqffnigDzZ/hZ4weJo2+I+oFGTYR5Z6f9908/DPxrGi+V8Rr3ciLGo8ogYHr83616GPEmhmTy/wC17HdkDHnr1PTvTm8Q6KsxibVrESA4Km4XIP0zQBwVn4E8f2VwXT4hyup4Pm2wk4+jEjNWj4Q+IO1ox8QPkxw39npuz9c13kGoWVzGklvdwSpISqMkgIY+gx1pft9mSALqHnIHzjnHWgDz3/hDPiDLMJJfiCyFdpAjslAJHXIzjH86ePCPxD+0Pnx+vlghlP2BMk4wQR6dK9A+22uFP2mH5unzjnjNVpte0i2dkn1SyiZThledQQfxNAHEr4W+JBWEv47gDH/W409Dt+nr+lQReD/iS1/I83jyNYVOYylmpLfVegrsp/GPhu3aJZNcsMyuEQCZWyT0HFbYYMoIIIPQigDzNPAXjhLo3C/ESbezFiDZqVyfbOMVX1vwd8R/s4vLHxqLu7gVvLhNokIbIwRkd/SvVaKAPF7Xxv8AErwvE7+I/Ckl9anJV7Zgzp0AB25yPqM0/TP2gtLuLtYtT0W8sYS2DPneqD1Ixn0r2QgEYIzVW50yxvLaS3uLSCSGRSro0YIYHtQBQ0PxZoXiO3E2lanBcAjO0Nhh9VPIrTkvLWJWaS4iQLyxZwAPrXOx/DnwhA26DQbOFxyHiTawPsRWLqPwY8IX5LeRdQszFnaO5fLZ65yaAOquvFfh6ygeW41vT0RF3H/SFJx9Acmubf4y+BFkMf8AbYYg4+WFzn9Kfp/wg8E6egH9jR3DbQpa5YyZ9+a2LHwH4V0y5FzZaBYQzDo6wjIoA808TfHc7zZeE9IuLydwNk8sTYz6BAMmvPfFHj74nS6X5uqm606wuztXZb+T07A43D86+qltoFIKwxgjoQgryP4l+E/HHjjU/sFrFYW+kWjiSGRn+aRsdT6Y6UAcX8JvhTa+K7eXXPEnnyQFv3UJYqZfVmPXFfQWi6BpXh2xWz0qyitYVAGI15bHqepPPeuM+GKeN8XTeKlSGCNEht4ggBO3I3DH+TWhqvj6G28RHSNLSLUrlIXMsELfOr/wjPTHUEdaAO2orG8M3Gt3ejRz6/aW9peud3kQEkIvYEnvWzQAV4N+0hqbx2ekab5KlJWaUyFASCOMA9ute8188ftJ3C/b9Dt/LTd5cj7/AOIDIGPpQB4PW94LayTxpoz6i6paLdxtIzdAAe/tWDTnYM7MFCgnOB0FAH2xY+PvCeoytDba9Yl1UEhpQnH1bFbdnqFlqEbPZXcFyinDNDIHAP4V8FgkdK+iv2c7XUP7L1G7e/3WBfYlqDnD9Sx9KAPdKKgiuoJ55oI5A0kJAkX+7npS3VzDZ2stzcSCOGJS7u3RQOpoAmqvNe21vcQQTTxpNOSIkZgGcgZOB3pbW6hvbSG6t33wzIJI29VIyDVW4i07+1baS4jg+2AMYHcjcOgO3PPTHSgDRooqOWWOCMySyKiDqzHAH40ASUVnXuuaXpyI11fQxh32LzklvTA57ipr+8+wWMl0IJrgoMiKFcu3sBQAt7cTW0SPDaSXLM4UrGQNoJ5Y5PQVaqOF2kgR3jMbMoJQ9V9qkoATIzjvS1SGmwjWDqe+TzjD5G3d8oGQc49eOtXaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8c+JXxGm0HxxoOnwbVtIphLcSqwJfnaU9uetewvnY2Dg44PpXy/P4V1r4j+I7mGwFpJBFdPJeXSx+Vhy2GHJPUcgUAc5ovgrV/iD4xvjYQFbRrp2muHOUjBOcZ7nFfTGj6N4a+Gfh+QRyR2Vtw00s0nLsB79asww6D8PPCRIWKzsbSLLkDlyB19STXyz8RPiFf+O9X3vmHT4WP2e3zwvufUmgC98UviPN431oJZPLFpMA2xRk43nuzCuBgnmtpRJBK8cg6MjEEflUVFAHYxfEnxR/YkmmXV0L6xZDHtuoxJsz3BPQjtXp/wA1capo+r+FL0LJbBDLGjAchuGHv614+Ndii8DNoKQRmSa8+0yTEfMoC4C9Onervw38Rf8Iz440+/knaG2L+XOVGcoeCKAMzxLpVz4c8SalpUivD5UrJtz1TOV+oxisWvTfi5epf3GmPcywS6zGZkuzEQTs3AxZx/smuZ8P2mm6dH/bmsSRyLbS4i07OJJ3GCNw7J6n8KAN3RbePwFoE2vX52a7dxmLTbY/fhVhzMw7ZBwPrXnru0js7klmOST3NX9c1q88QavPqV9JvnlIzjooAwAPYCs6gAooooAKKKKACvQfDsH9n/AAm8S6mxKNdTRWaEgfMuctivPwCxAAyTwBXeeOJk0vwx4c8MR5WW3gN1eJj/AJaycjnv8tAHBjrzWzZE3z3enWFpOxugnkwRKJGLr7nnHLdPasWr+j38mmava3cdxNB5cilpIWwwXPOPwoA9B+HWkyeFfH1mPFayaUHQmFbheHY/L9O55NelJ8OPhv4p1ueW11qW6u1ctLHHd7sEn9Bmqp0zwp8Xmfy5L6a8tbREGpP+7VpcZ2lcdeR0rp/hh8Mk8DpcXE1z9onuQOGjAMeOooA6rQ/CGjeH5jPYWu24aMRtKWJZgPrWpeXVpbiKO6lRPtDiKMMcb2PQCsXxH4y07w64t5N01465SFPXtk9s1S0q6Xxfa2F5rGlGyms7jzEjeU8SLwCpHDDkc9OaAOk1PTYdVsmtLhpBExBby3Kk45xke9W02hdqnO3jrWXZ3F/Bc3i6q0CW/m5tpQduVJwFPvx+tX4YYVkeaLrLgsQcgn1oAkeJHZGZQWQ5UntVXVVhfSroXDukIjJdkbB2gZODV2sHxRrC6PoOp3c8QW3gtWfzWI2lugXHWgD560wr8YfiktnezPDo8CMYYEO0rGo4UY4z71leONO034bfEe1Ph6Z5DaBJTHIxJV/96uL0rV7/AE3VDdac7R3MoZBs4PzcYGPrS69p+qaZqr2+srKL0qrt5r7iQwyDn6GgD3TTf2kbP7KBqeiTfaBjJt5BtPHvW7Z/tB+EZ0j86K9gdjgq0e4L+Ir5aqSGJp544lxudgoz0yTigD7Gtviz4JuZvKGu28bf9NCQPzrN+Jst14k8CSweGo/7RebDq9tOuRg+nU9/yrwvXfgz4o0LQH1iZbaa3jTzJBFJllX19/wrhrbUr+yI+y3lzAR08uVl/kaAN2+8GeMrK1jiu9F1JIMnYpjJGe+AK6f4ReHLiDxo2r6pG9laaPGZ5ZJ1KBWIwoP5msiy+LfjWwthBDrMhRVVQZFDEBRgcmpNX+LnirWtAudIvbiBobnAkkSIK7KOxP5UActr2oS6r4gv72ebzXmnZjJngjPb2r6cXwx4Xsfg8WFnY+W2n7/tEgBJcr1Leua+UK9n1vXIX/Zy0e1ieXzGuPIbDYGVJJz6igDjHu1vvhW9m/zy6XqQaMr/AM85FIJ+mQPzri67zwTh/BvjSNlRh9gVhkZIIcYIrm/DfhzUfFGsQ6dptu8srn5io4Re5JoA1/h/4RvvGHiG2tLe0WS2iffcSPkIF4yCf6V9g2NhYaJpwitreC1t4Y+fLUKAAOTWV4K8IWHgrw/FplkNzfemlb70j9yf6CvK/jR8UEigGg+HtTVpH3JetEM4UjhQ3r16UAUPif8AGx5pJtG8LzbYhxJfo3LH0T2xxXiUd4ds4mDymXqTIRz2J9earLjcN2cd8V0Wm+FJLrSLjWL24Ww0xQywTTDmeUDKoo6nPcjpQBz29+DuPHI5oaWR5C7Oxc/xE80yigC3DqV9bKiw3k8axksgSQgKT1Ip39r6jkH7dcZByP3h60+a1ljtbeH7NG0kqiVHibcxU9iBUc2lahbkiaxuEIxkNERjPSgBz6xqTzec1/cmTOd3mH0x/Sp9O0zWfEt8YbG3ub65blggLH6k11fw3+GV/wCNtVV7hHt9KhfFxL0bpnaAfX1r6Z0rQ/Dfw90OY2scVlaIN8s0h+ZsDuep6dKAPPfA/wAEbTTrcS+KLWzuJAgICM2Q2cncenHA4966/wAYfEbRfAVjbBohcqT5aQwSruUDjoe1eS+OPjvf3d7cWnhplSwIUJPJHhycENwexz3rxq6u7i9nae5meWRjksxzQB9Fv+0joojby9EvS+OMuuM12Xw3+JMHxBgvClhJaS2m3zAWDKd2cY/Kvlzwv4M1jxhNNFpEMUrwrucPKqcfj1r3D4aeHrj4Uvdz+KdQtrVNQKQwwId5ZgeGJHTrj8aAPbqKw5/F/h611P8As6fWLSO7CljG0oBABwc+h9quWuuaVfMy2mo2s7LjIjlDEflQBoUUmRnGaCQO9AC0UUUAFRPItvG8k8yqgJO5sKFFVdX1ix0LTpL/AFCbyreP7zYJP4AcmvmD4o/EXUvGOqfZdMW7h0eLhECMplP95h/SgD1Px/8AFbwqfD97ptnq0slzI3klrP7yepB7jtUPhG78EeDvDE2taMZ7y5uhkyXAJldgM8/3Rk81yPw6+Dun3l3E/iO6U3QjS5/s5eoQ/wB/0zx0ru/GPijw14RvLPwrbafCs10nl/K2wQK52g7iDjufbFAGz4F8aar4x0+fVpdJezs4lYRxnlp2HdT+BFQeFtY8e6jrJuNd02203RQsj/P/AK3GflB9MCuC8S/EH/hBDBoXgm4TUUAkNw7qZSJHOVIYccZ6CmWg+InjPwxPd67rEekeH/IPny+WC8ijqcDn+VAHv6ujoHRgykZBByCK+a/2jJ4ZfFGmJHKjslswcKc7eR1rk9BuL5vG1np1pqGq6rpX2gRoI5pIxKn58Uz4taammfEC+jiSUQkKV8wHP3RkZPXHrQBw1FFFABX0h+zjp8aaDql+QfMknEYOeMAeleF+GPCer+Lr97PR7cTSRgM+5woUE4zzX0l8IPAuteCLe/g1YIfPcNGYptyjjkY9fegDofDlyf8AhNPEkH71g0iNnduRcDGP9k89KsfEW1F58P8AWojK0S/ZmYsgycLyQPyqh4H0/UbXXPE13qFmbf7VfFo8vu3KAADWz40LDwVrJVQx+yScFS2flPYUAS6VMYfDOkmGKR1aGFcAZKggcmqev+E4dd1/RtUllKnTZGcIScMCPT8vypfDutWuqW9xp+nklLGKOHzgRhmKfw/TjnpmvOPEB13TL+a28T63rEulywKf9DjVAzliQqyDkHt6mgD1+5bUBcwi1S3MBP7wyE7gPbFY83hKPU7VrfW7641CMz+cIydiAA8LgdQK5rSdZl8PeHY71NTudSt0iVI7K4h2SqSflBY87ueSa7nSZr+4tWm1CEQO75SIEEouBgEgkE9aAJksLSPbi3iyOQSoJzxz+gq1WF4n8PP4ksorT+0J7OJZVkfyMhnAIONwIxxkfjWrZWq2VnFbK8jrGoUNI2WPuT3NAFiiiigAooqnf6pY6YsTX11FbiVxHH5jY3MTgAUAVNP8SaVquoS2NjdCaaEEvtU4XBwRn1rXqGFIADJCsYD9WQDn8qmoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGsNylckZGMjrXPi20jwR4euXhlhtl+eVprqTmWUgnLMepNdFXyZ8XPHF54o8TXun20so0mzk2rEehZflL+2aAK/wAQvGWr/EO9a5tba6GlWajMKfOiNjlzgdD7153XpNnZ+JNP0PQdYS0NxoMKl5XtIwj7S3zJIw+Zv5V0viT4W23jKxXxT4IMKpcoZX05mAYHP8PofagDxGiuxHw214SyRzvp1t5U3kSGa+iUI2ASDz2BpqfDzUnW4P8AaeiKIM9dRj+f/d5oA5ClBwc+ldU/w68SiOKSC0gukkXcrW91G4x74aoZvAPim3tpbh9Gn8uNdzlCrYH0BJoA6rwFqml654yeDVLaxVtQsfIRvJAEMyL8jDPc7R07159q093c6tdSX87T3QkKySN1Yrx/StvwXKdF8Twajdl7X7KpnUvGctt5IAI61N8RLFYfEg1SFdtprES38CkjKh+qnHoQaAOQooooAKKKKACiinIjSOFRSzE4AAyTQB0vgjSxea0b+4iLWGmIbu4boBt5UE+7YrK17WbjxBrl3qt1jzrmQuwXoPQCuy1G2utG+G82m2MK5W5Q6xcJIDlmXMceOo28g+9ed0AFFFem/B34fL4y1t768fbp+nurOmOZWOSFz+AJoA6v4LfDi6cQeKNVT/RM77ODzSpLZH7wgcYx617jqviPStDuLaHU7uO1NydsLSHAds9B707U7vT/AA9oM93PGkdlaR7iiBQMDsAcCvk34i/Ee+8c6qNwEWnW0hNtCowwHqT60AfQPij4R6H4n1HUNUummkvLtUVHDYEIHdfX8ay/BieJ/Bl7c+H7q2jv9Lt7dp7d1fMiAMAQx6Z5zgU3wH47ttd8GPa/aJlltolhjzMTcvJjjhVAx6frXN+KvCh8N+Cr/wAT3er6uNY1NRHKkkgViGb7h2jHQDP6UAe2g6drVrB56W9wrgSpG+HHTg4+h/Wr0McUUSxwoiRrwFQAAe2BXz9pHhU6nb6beeDtR1KyuZ7SMzPOsgiEo7grxkbT14xin6RqfizwRZPNLq63d5Pfta/Yr6NgsjlgocNjJHfOe544oA9t8RapJo+izXVvGstySEgjbOHkY4AOOcU2406K88PXFpqFvGxuISbmJTuUsRzjPvWZJ9vTT7Ce/t21C9tEJl+xFWxKRj7jEcDtzmm6LBHqepS3M0V/BPbfu5I7iIIshI68Ehhz2oA8O+G3w70TxHq1/JcXtza3Wn3XmLbMqq3lA8Egg98CuK+JWtrr/j7VLuNdsaSmBPcJ8oP6V3PxSstc8DeL7y60Jng0/VLbymEMOURO6ZIIHOTxXjWc8mgBK1PDumy6x4j07T4V3PPcIgGO2ef0rLr2T4C+E1vtdbxHcSxeRYkpHHvw5lI4OPTFAH0nFaxpYpalVMaxiPbjjAGK8N8a/ACa+v5L/wAO30Y8w5a2ueAp/wBkgdK90gnE6btjxk9FcYOPXFNu7yCyiEtwzKhOMhC38gaAPllfgH42a5aIw2aqM4lM42np+Pf07GvQ9C/Z50ZdGUa3dXL6i6fOYJAEjb2yOa9nEqsqMoYhzwdp/X0rm9U8feH9L1T+zpdRtvtSPieN5QhiXBO454Pbgc80AePaj+zfffa5m03Wrf7N/wAsxOrb/wAcDFcPruqJpXw/TwbOqy3lvqDytNCwZABxjPrX0e3xH8J32hXd5BrMAiWJuXJU5weMdc+1fM/jAXraRoyNZXMUMxllieQDExZuq46/iSaALHw6iv7jT/FEFg5MkmnbRCo3FiXXBxg5xzX0L8MPAKeCdA8ubypby42yyyrk4bB4GewB/U1z/wAD/AV74Y0yfV9RYLNqMSbIMcxp1+b3PFaXxY+JEfg3TVs7NpP7UuVJhePaVjwRndnPr0xQBmfGP4njw1bSaBpm7+1J4wzTK2BAp+nO7ivmB3aR2dyWZiSSe5q1dTXuq3M99P5s8rsXlk255Pr6VToA1fDx0cazCde+0/2eOX+zAFyew57VseItT1bxrqf+gafO+n2imOztbeA7YogeOFzz0yayPD2gXniXV4tNsTCJnBbdNIEQAckkmvoKeH4l6TothYaLF4cthboi7LeUF5hxyd4Awe9AHzU0bp95GXBxyO/pSpBLI21InY9cBSa98134ffEfxA1hJcp4eBs5vOSKFQoLMRksNuCOK6a1074l6Xez3UGi+FnM5VSsYZSmBgnOASOPegDxnwHYiy1CDULXxRY6XqnKCC7t5CQCcf3dpzX0HpWjePBciTVPEGjzWpAY+VZkk/mRxXRaVps81tHca7Y6YdSAwz20eVA9AW5qj43fWl8N3Nt4eWIX7xkR71J+UdQMcA46UAS+IvF+heFNJnvbq6gHlpvWCN13yegUd6+VPG/xH1vxvdv9slEVgGzFaJ91Rk4J9Tz1rup/EE3hnwVeaJ4p8GO1/NDIsN+6bvOOMbmY8jHHccY4rxSgAooooA9k/Z2t7afxfqLTxxu6WmY94BwSwzj8K+iL3RtJ1WZHvLSG5eNw67+drL0OPUZr55/Z80KDUde1C/kkmSW0iAjaNsY3HnP4V9FWmkWNlIskEAWRQQGLEnk5PJ9ePyFAHKa58I/CPiDWP7UvLKRbhm3yCKTashznLCrUPw08NWRd9NtHsJ2cuJbdyrKT2HtXYVQjtL1NXluTqDPaSIALVo1whHdWHP1zmgDxjVfGGj/DfVpYpr7VtZ1yAkmGSZhApbrye+PwrynxH8SvEuvarLdJqN5aW5kLxW8UxAjz2yMZr69n0XS7qZprjTrSWVuryQqxP4kVWuNF0C1t5J5tKsVjjUszfZlOAPwoA+XPCnjP4kXeoBdGvr+/eBNzQuPMXaOcHP0+tfR3gfxxZeLdFt5mlhh1Eria23qGDjhsLnOM+tUZm8Ha1pV/ZaXq0OmtdxqJpbNhC6gc88YHB5rgx8I9J8D6taa2/iYwPDKJYVuDgSbWywyoyfkI4HfPagDoviF478UeBnNzc6Tpt7pc0hS3dHcMp4I3jGOmaw9L/aE0OfH9o+H7i3QKN8kW2QBv0r0LxDd+DfEXh5P7cu7eTTiBcAPKyZAxhsAg4+YfnXDXXwj8BeJIobzSdWW009huVLd1O4+u58t+FAHS+HvjF4R8Q6lHZWz3ENxKwRPNhxvJ6DIzTdX8H+Bta8Uy67qxf7TCFMguXKQMBkdGGD05wfSvOH+AviLR9Xg1Hw5q9lceTKJIWnG0rjkE8EGtfXT428O+H5W8V2Oma1aXl2F8m3iZpYwwJYoQAB07g0AewaRY6HBaK2j21itu/KtbIu1vfI61HfWWlaboOoLLYrJYkSTTwKu7fk7m4Pqa8Cl8T/EKNNOvrTQLjTdJtZGLG3gAZ03ZbdwSOnp2rt4fiZqN7r9lPH4T1MGWJo1je5VFkUt8rbWA5yDQBVv/AIy+G/CenxWmleF72BgMxwzQC3UD1ycmvDPGvi+78a+IJNVuoYocjakaD7q9gT3r3rxhoVr4+s4rfVtTj0W8D7LW1eRWZpNvPmcDn6GvnjxBoNx4f1u902V0nNpJsaaLlDxkc0AZNFFFAHqfwJjll8asn2Lzrcp+8mCtmE/wncDxk+vWvqyvlP4GW93L4tlmt0uZIoUVpY4Z1QNzxuU/eA5NfVlAGbZzTf2tfW8txHIo2vGgZdyKR3A5/E1R8cSvB4H1qWJwjraSEMTgD5T3qbSLB7XVtVuJIbYNcShllhUBioHAc9Saj8aTR2/grWZpcbEtJGbK7uNp7ZFAFfSL/S7rw5HDZ3qwRizj23SkDAKcMCc8jvmuMS11XQrPytVk1LXrRJ91oVVcMocYZySSccEYA4ya7HRtJs5dLs7qLTrCzVoFeOWBAHjDLkkHGO4/WpdZ1TwtbWcerapd2LRWwZUmZgxGeCBjrnGMUAcLqfjvxndeMrfTtI8Os1mkZMglwFnYf3ZGwMfqa9D8MT69c6OsviK0trS+LH91bvuVV7ZPrUFiug+IdDtZFslSzJ/0ZJovKYYPBUHBFa93fWmm2/m3U6QRAfec4HAoAtUVjW/ifTb+2iuNMkbUIpHVd1su4KGONxzjgY57irV9qa2NzZwG1uZjdSGMNDHuWPjOXPYUAX6KhuLqC0jMlxMkSKMku2OK5LX/AIlaFot9Hp0cy3l/Iu9YYmJ4xnkgHBoA7OqWoaXY6rEsd9aRXCqdy+YoO0+o9K84j+KOs61PHp/h/wANzPezMB5lyrrDACDy7Y6jHapYYPiVJreJPEWkqgCgwR2rMuSMsM44Ix1z3oA7/R9ItNC0qHTrFWW3hBChmyeTk/qa0KrWdv8AZ7dVY5lIBkO4tlu/J5xVmgAooooAKKKKACiiigAooooAKKKKACiiigAooooAZLJ5ULyEZCKWx9BXyD8QphdeIYLmwtfs0l7YrNcEEKJS3JPpX1+yhlKsMgjBFfMvxMuLbwv8X4ZVsY5rOO1RPsoQEbShGADQA34WD/hJ/BHibwjLe+XI8QuLYNn5SvX8PavPfDvijVvB2tfa9MuWR42KOp+66g8gj3xWh8P/ABOvhnxzb35iP2WSQxyoFywRjjA9+aufFbwkvhbxhItsWezvV+0wluSN3UH8aAO/1HRNA+MukT6xoG2y8TxKGuLRmwspx6d/9725rw/ULC60q/msb2F4biFtrowwQak0zVL/AETUIr3T7iW3uYmBV0JHTsfWvXp59B+MekKXeOx8ZW8JY8BEusHpnucAfnQB4us0qDCyOB7Malh1C8t23Q3UyH1VyKZc201pcyW08bRyxMUdGGCCO1Q0AeheA/HN1B4jtLTXLn7VpkxMMgnUOVDAgEEjIwTmu18QeEbPTvh7aReNGuLaS3vTb2VzCgdoYWyVDf3hxk46V4UjtG6upwykEH3r3zWVg8S+BL27mlubq61DSIr+KNiSsckB2SFfTrz9TQB5PdeC702c+oaTNDqlhGSd9ucyBeeWTqOlczVux1G80y48+xupbeXBG6NsEj0PrXVxano/jCeO11a2g0y/KFIr22Xakkh6eaOgHuKAOJorZ8QeGtQ8N3ggvURlYbo54m3xyD1VhwaxqACpra5ms7mO4t5GjmjYMjqcFSOhFQ0UAWrnULu7muJZ53drh98vPDt6kVVoq5pem3Gr6pbafagGe5kEcYJwMmgDU8IeE9R8Y67DpmnoMk5kkYfLGvcmvsTQ9F03wloEdrbxW9rBCgMrqNqk92JPv61keAvBOn+BdEjgihH2uSPdd3JOcsAMjPp6V478afiXb61MNC0O7ke2jJW6kQ4WQgjAHqOKAMj4tfEu48Uah/ZmnXeNKiUB1jyBI+ec+oH9K8roooAuabql7o99He6fcyW9zEcpJGcEGvTfB3xa1268S21t4g1CCfT53AlNxArbcA4x0xzXlO5fL27Pmzndnt6UygD6uudR+z6bqF34Z1y1vrtkKbYY0xbx5JXaB6c569K5n4U6H4kutbtdb1y3gu9Oazfy7hmDsW35GfVuv04rh/BPgq3vPC82o3FzMNUvhJFpVpHI0ZdkUszHHUYyB9MV0mheIG8G/CvTvKe7Wd5ftlym8gbfN2qqntuAJx3x70AdTF8c9Es9buLW60+e2t3kbbceVjcQ2MkZ9B1p+lfHTStU8Ty6ey+Ra7yttLsJ8/0zz8teK6r9s+IPiO71G2NvBbh/lE8wjUAnOBnpSeO9G0vQ9Tso9OmtXBtIxL9nlLDzMHc2frQB9SzeItL/ALJju3nguYSxWWGL9+zMRyqAdcE9u1c5rXhPwHrGjJqt14ddI3cyEwWzRy8HncBzjivDPDXh+8S2t7/T/EcsU6u25LQFmggGN8hHYYP410Vl8ZfF1lbXn2JE1bStPVYzdzxbWILYVnI7mgC7c/BrwvqOpXFvpfiSa3mWPzfKng+VQ2SoB9hgEda5LXPhV4v8Lmaax33ltC4BmsywO7/d68V6TF8XZ7nw7BdrFo9nfSyLFHBKS5fOOSR90c5ya7iLxtaXOkG50m80+7k2FpITJtbPO4gdxnGB6UAfMdn4n8Y6Lqqakt5ffaLRNpMuXCL0wQeMfWtTUPjH4x1Ozmtbm9haKUAECBeOuccd817FoI0KW61a68UHR7ZrlVjmhSckHI6EHgj6d63f+FU+ALlFlh0m1PmYZSHOCD6c0AeBaf8AGfxrp1rHbxakjxxoEUSRKcAH6fhXLXmoXXiXXLjUdUvYhdTHe8kowrHgY4r1yX4Q6ZeeLNSsrqObTLcyH7E9swlVk55cHleSv5GuGl+F+t3N7rH9lwPNZWMm2GVxg3K7sAp69j9KAMWfTF0jxPbaebq2vEd4xKbd90bBiMrmvribwRoN++lTz2hK6cg+ywhyI4z67ema8j8C/AObzFvvFErQsjK8UFvIM8c/Me1e5X2owaRBbrIHcyOsMaqMsxoA534i+NLXwb4bnlM6xX80bLZqykhnx+XFfHuo6jdarfS3l5KZJ5W3Mx7n6V1XxQ8WTeK/Gt7MGkW0gcwwxM3AC8E49Sc1zGmaRqGs3LW2nWktzMqGQpGMnaOpoA9z+A7eHbTwxf3OpXdnFcvcFGWd1BMe0dQe2a7LWNP+GWoWl1PqcmhNJsYGWEqrhe2MHORXzTceD/EVnpzX9xpF3DaqdrSOmAD1rCoA9nT4d+ANcJudC8ZpZIqAGKc4Ib6sQapf8IBqem3gvLHx1olxMoK5lusfLjHQ5z6YrzSx0XU9TiklsbC4uI4/vtGhIX611fgH4aav4z1GNvs7w6ZHKFuJ2+XjPIXPU4oA3vB0XxI8WG7h0i/Mdj5gimuCQqKQD938D29a+nNNtprPTba2nna4mjjCvK3VyByar6No2neGdGisLCFILWBOe2cDlj78cmquva1c2mh3c+k2b31+i7YoIcMdxHysfboaAH+JfEmmeF9Je/1S4EMGQvB+Yk+g7mvOrL48+FzJJFM92kIXETeXlzzjk56968N8e634r1TVzD4qWWK5jOVhZNgUH0HpXI0AfaFz4i8L+KNDvLCHVbO4MsJiKswJBZT1zXxveW/2W+uLcOriKRk3qeGwcZFaFroGvtbx3drp175UuAksaNhs8cEflXWaF8I/E949tcXekyCF5QhhdvLZhgHJP8IwevtQBzXhjwfrXi29+zaVZvLtGWkIwij69M17tof7Peg2MTza7fTXZ4IVW8pEHue9dpa6X4f+Henx3UGnXQd0EeyBWmYYHTj+deIfEzxb4s8UM7nSdQ07SrflchkGO5btQB754L0Lw3o1ndL4bQCAzFJCsm8Fh1wcmumdmXGFBGfmOcYHrXzz4G8Z3Wh+Go9J8GaFc6xcLD599P8AwpK3oPavSdK8Yatc6FNc+J9NOgPAoOZZ1QTn2zyB1oA6a68VaLaSGOa/iWTAYJnlgemPzqa516wtL+KyluFE8iF1j5LYHXjHT8a+cfEXi3T7bUJdU0S8VpzKInD3XmmVBgjAx8qhsnI9K6zwzb6s+j3N5pV5canrl9/ozSSJ5kMK55fc3OME0Aey22u6Xd3f2WG/t2uOoi8wbiPUDrVwyxtMYOS+3cRtOMfXpXjnhz4Uah/Zl1qWrT3MHigSN5d0lwdpUfdIC/ypthrvj/w/4msrLWLtbrT5JNvmtCd8o4+QD+9QB6Nr/gfRPEcUgvbVfMZCiyp8rIDjOCPXArldS+D0Gp3P2mXxFqgliQC2G8FIW2gEgH1x0965fW/H/jGctOnhXUI1kDxQvA7gDggsVx1+bIz6CrejeN9Z0rSkS68PalNbyWpykiNJPNNyCXbsp4H4CgDR1T4Ya7FqD6ppeqWV3duoi8u/tlZPLxj36Cs/4i6NpeneDbXTxoEf9tSpttvs0bCNXzlsY7+gq9qnxbfRrPT4I9IeC+WFJp7CUHJjZRgI3YgnvUsHxr8Ialp8UuqWt1BMrhhA0JcqR/ECOKAOf0XxjrHhvw3sl0rUZJbQRomwZMpC5KyA/cXnqBzWn4W+L1zq00llq3h+8VwQHmjb5IwdxyxP3fSrmm33hr4j6xPb2NlfW7uPMv5G3wuUAwoz3UntXd2Hg/w/piBbTS4I8AAnBO7Hrnr+NADFv9Q1DQ726t0ghGN1qUIlLKBk7h0yeRitGxmN/plrdiDyZJY1fZKmGTPJBHY1bhhit4/LhjWNBztUYFK7hELHsM4HU0AeR+K/glH4k8UyasNWmhimmDPEOw/i2ntVg6N4F8EaPNpWt2CQWsrieRrmcTGZl+6cdT9MYrm/iB8TPGUmo3Gj6Ho9zZRcIJSmZm9xj7teT6jr95eamLvVdEE5ih8kpMH+8f42J5zmgD2yPxl8GYldY9PslEi7WAsuo64rZHjn4VXOmMzy6b5TAqYXtsMR06Yr5rivtFeTF1pBiBXZvjmb5TjG7Hf1xV++j8ESxwx2E+qQyu5Ekk6hlQdjgcnNAHp1xd+ENZ8SaOvgLTF+0i8DXixo0QMQPHI6Dqfwr6EH3RxivA/g5p0vhnUnmtQl7Z6wNltKQY2/d8sSD0Hzcete+0Ac54bnim1TXRGGBW72kEg8hRk8dOvQ1J43Mw8Ea15H+t+ySbeAedp9aqeFNDuNL1vxHeTxGP7de+ZH8+Q6hQA2Ox61qeJbS6v/AAzqVpZBDczW7pGH+6WI4zQBieK7k6R8MrhgDIUs1jBL+X2AzkdPwrhfhxH4Ng+HtrruqmOWZZ9tw9wdwWZm4+UnHfg+nNem3kFsvhP7BfASZtREY2cFmYLwM+ue9eJW/wAMLXxF4Igltrh9N1liYzYuSkbSK3Vh6470Aeua5Y+FNRS2u9avLdRKgWFvtRjRgP7vNaz+HdGvbEQy2kdzbOFbbIS6tgYB59q+bdT+DPjm2ijdmjvYoP4VmLeX9Af6Usfj3x94a1WGe8tpniiURKHhYRsi46fgKAPp7TtMtNKtEtrOERxLwB175q5Xj2n/ALQnh2e5livLO6tkVlCSEA7gcAnHbB/SvQNN8V6Lq17i11aAsGaIQ+YPnIwcj8KAJvEPhbS/E0CxajCW2hlV1YggHrXB6p8MfAXheyF/dWNxO+5YovMmZyXJ+UdfXitnxXo/jbVdXkn0HW4LKxiiUwoBkyP/ABBj2Fcpa+GvHcd2974pEepW8asypFNkqw5Bx3FAHdeEo9O0aR9HtNKe0vHRbu6RF/doWOAN3T8B2rppJbWyUs7JEG3OeOuBkn8hXj3h3xf8QfEPiBY5dEW3tLcszy+UVLrghRz16iu2/wCEvnXRL65l0DUFewcRBSgZpjwMr7HNAHZggjIpa8k1j4jeLLBUeHwzP5j3G0W7xlsRDqxZf0q94O+JMuvXGNSguNMaON5ZY5oTsYbsDa/X8KAPTaKhtrmK7i8yFiyZxnGKmoAKKKKACiiigAooooAKKKKACiiigAooooAiuHMdrK6/eVCR9QK+b/HEN54p8T+GNUuY4tOttQhjV9RQbijbTkHJwMdq+j7oA2kwJwDG2T6cV4Pqtrd2ml2VjbXGmXTWiQXVpcQyIs8wXkgqzZ2hc4wDQB5DaTyWt5qWkW91ZCKaQ5u7hACdhyNrfw5Ir2rXNWv/ABZ8DoNc0827ahaLtvGaJGbavDAZBxxg8V5RLpx1P4h3xsdQsNPcyNPC942yNsjOOQRnk9a9i+DOi39hpmv+HdYsiI58SLcJ80MqsuDtcfKeo6GgDwvT/G2q6eqqI7KcK29fPtUYg5z1xTk8ZTx6z/aKadYIVdXjjSLaIyvQqRznPPvVu4+Hesp4gv7BY0htLadozfXLeVBgHA+duM8jjrWtp3wqi1iJotO8X6Jcaipx9lWUjcfQMRz+AoAWDxTonie6uotX0S2S4vZA6yiUqVnYYLluyEj7uDWfPFoXhwtp2u+GbprxgSJ0u+Np6Mgxg/nVB/BPi7Sdf+xpo96L63cMrRRlgOeGDDjHvXf6V4VvvE922l+KUsbeaaArZ7LqISwTE5LeWGyd3cfkKAODjk8CC0HmQa204XnBjClvzr1v4Q3Nr4g+HWs6K04W7iSaGFpFz9nikTrkc7cg5968e8QeBPEHhwPLeWLPaoxH2qAiSPg45ZcgH2Ndb8BbuKHx9LazFyt3ZyRBFBIY8HnHsDzQByt14StILmOKLxPo8+8MdySHAI7HjjPaoZPAniSO0e6/suV4EG4vHhuPXisjVYkg1e9ijXaiTuqj0AY02zv7vT7qO5s7mWCaM5V42IIoA6rQPEQ06yl8NeJrWWTRZm3MuzEtu/ZkJ6e471leJ/DM3h65idZUudOuwZLS6jOVkT/EcZFakfxFv73914ls7bXbbIO2dRHIMekigH8811nhfRLTxjo93pGgSrMkqNKbG/V82MnZo5BwQe+ccdqAPIK6jwx4B8QeLGVtPsnFruKtdSjbEnGeTWzplh4Y8G3+pWvjHT7291SDdHDbIpWEnnDFsgkHjB9KyJviJ4ok0ZtHTVXi00x+ULeNFACf3cgZ/WgDa1bwf4X8J5TU9eXVr4SBfsenHkDvuY9K968A/Dzw3o1pb6za6U0V3cRK4W4kEpiz6HHBry/4J/DObUL6LxPq8BWzhO61ikXPnN/ewew7ete8eJ9ft/C/hy81a4AKW8ZKpuC727KPrQBz/wAQviJpPga2tzdRfa7qVsLbRuA6qQfmIPbtXzxa3Hw+1y/nW+hvtIaeVWWVW8xI8g7uP97H0Fcpr+uXfiHWbnUryWV3lclRI+8oueFB9BWXQB3d38OHubSW68Mavaa7HHIVaK3yJVXGQSp/HpXE3FvNaTvBcRPFKhwyOuCD9KfZ3lxp93Fd2kzwzxMHR1OCpHQ13sHjHRvFdulh4ys9t2yhP7cg5lGPu7k6EepoA86rp/A/hlfEmuYui0el2iG4vphxsiXk8+p6fjWb4g0mHR9YmtLa8S8t0I2XEZBDg8joSM+2a9D1Rf8AhBPg9a6aQP7T8RN58pDYMcIHA465z9OaAMybxP8A8JJ8TdKuNIkk0mxtxHbW/IzDEBhj6cjdWp8UNein8NaTaW0ElvHdk3CAPlWhX92mRx1CbuneuU+Hmj2Wr+KbOLUJbMWjzCJ47iXYWyCeP++cfUipPihfR3fjy/gt0WO0siLS3jXoqINox+WaAOZ0q1t77VLa1urtLOCVwr3EgysY9TXoF98INTnjtbrw6w1WylKo0sJ5J/v4PRa8zrt/DfxV8U+G7lZIbwXMSxLCIJxlAq9AAMYoA9L0L4AmJFFx4oeC5ddtzBagfdzyuc5rm/iF8MxoXi/StE0CaeKx1fbGRNL8ocN/F68c101l8bPDNjoX9qLpUSeJbk/6SlvBwTnqWOOMe9XNZ1S2+KfwtiupbvTrLWrfNwirON6MrEYx94bh29cUAVoP2bLQQt53iCVpDH8u2AABvXryKwr39nvVbFo3i1q3EQwJZSrALk9sc46V3vw5+K+laj4Uhh1vUbS01O2xARM+wSYB2tk+oHNd7o+op4k02Rri2tngLFP3cyzRyAHqCOCKAPGIf2cvMhD3HiTDjO8iD5c9iCTyK0G+BWsS3Nsf+E1uTAkQXIDBlwOAoBxjmvavItQ3lFI8kE7D0x0PHpVHWr+HQ9NbUWhmeODAZLePe208fd9BwePSgD5+1b4S63pl5NK3jS2jLyeTA8lw6vKcZCtjoeD+Vd78PvhPe6DePea5qzX4VV+yLFPIBEe564wePyrb0XwVZ3evQeKwUiMmbhYY0OHdwcuwflSQeg6YrvSwRSWIAAyT6CgBQMDFYPiDSoNUMTy3jxKsckahM4yy43Eg9hUut+JbHRLJ7iUyzbcApbRGVlyMgkDoK46bxnBrHgK7vLLS9VSGeUwRfZ7ImQHu+0NyM570AcFY/BzwjfK/meLfNnF0Y3aMDBJ/hwe/vzXReDfhXB4O8d2mq2Grrd22ZYHjIwynZ19+f5isa3+IGkW8NsogvDPJK0dwskEnUgKXwXO1hyOCDWvqWpeGPD+oeGXsdOne6mvfLS7mMqJbqXw5w5PJz+PJzQB0Pxus57z4b3K20MssqTI2IwSQvOenavlSw0u71HU7fT4IXNxcSCNFKnqTivuu6uYbS0luZ3CwxoXdsZwAOTXHeFtIXWb9PFeo2MEU3zrYIsYVkiJzvbHVm/SgA0TwNFpXhC08MwyeVHtBv5ovleUnkgH3PH0rsra1gs7ZLe2iSKGMbVRBgAVNRQBVv7u1sdPuLq9kSO1ijLSs/wB0KBzmuR+GzQajY6pr8Du8WpXsjRFhgCNDsQAdhha4H49eKNes7i20CxDxWN7FiRgmfPJONgJHbjoc8it3X9Sv/hn8H9DNvMq3ts0CPG+B5gwSyf8A1xQAfHLwVJ4h8Npqthbh76wyzbR8zx9x746180aTpdxq+pw2MCMXkcKSBnbzya+0/C3iOy8XeG7fU7V0dJkxIinOxv4lNZXhb4baF4T1K/vrNZJZrt9584hhHznCjHr3oA6HRdJi0fQrHS0CslrCkYIXAJUdcfXmrLXtul7HZmVftDoXWPvtGMn9RXNfEPxV/wAIn4Uu76G7tIb4ITBHPz5p9AAQSea4P4K6jr/i3WdU8Ua3P5iiIWkJEYVeu4gY9OPXrQB1/wAVvGU3gvwi13ZPGuoTSLHAHGR6k478fzr5/wBS+KfjHxpp7eHZhBP9tdUCQw4ZjngDmu0/aSvYJL3RLJZFM0SSSOoIyA2MZH4VQ+E/hyPw9oN/4+1eyaQW6f6BCUO52/vD69OlAHrPww8M2Xg7Qzoonjk1XatxeAAblLDgH2GDXl/7R8ZXWdJkWSTLwsvl4O04Oc56Zrpvgpqmp69r3ibVtUjlSa5dGCuDhRzhRnsK3vHfhyHxL8QvCFrcc28Hn3Ei5+8F2kD88UAct8JPhDa2tpa+I9djE11IPMt7dhlEUrwXBHJ5NdR4l+LHhnQbhdMiu1IctBJJabSbVumSvoK1/id4lPhXwLfXlvcCC9KiO2wRu3EgZAPXA5r5B1bWL3XL5r3UJVluGABYRqmfwUAUAfR2k3l3LqXn+H/iZaX0btvktr8A5GPmxjpXfyXFpr2pafFb6rAxt8XcsEJDbwD8pz6bq+PLXwp4hvLWO6tNGv54JRlJIYGZSPqBXuP7PXhu609tZ1G8WWGX5bU28iFWXB3ZOaAPcpA5jYRkB8HaT0BrhrGx+JEaF7rVtIkk3lTGbdgoXswYHOfbFa3ibUtLG2yn8VR6LdKQ52zxK5U+ocHiuR1nx/pngfRxex+I/wDhJJZJhGYjcxFkXaTkBAO4A/GgDnvF/wAJ9c1m8uda03UQ11OnlXET5yzbgG256DPPbgVDa/BfxJYaPbTaX4gjjuljJlikTepYHIC5B4rotC+O/hG6t4lvBLYXMjEugiJQMe+4fXrXfrfWHiSw3aVra7Qw/fWcqMQeuDkH8qAOb8BeG9f0totS1jUDcXF1Dtuo5YgrIVJ27SO3tXfVXhSQSNJI7cgAJkEDHf8AGrFABXnfxi0XX9a8JQxeHlna5juBI6wSFGK4I4weevSvRK8u+OWt6noHhKyvNKvZbSf7Yo3xnGRg8H1FAHiUPg74maXJNew6dq0chU75BksR3561V1LxX4zmQ2eoxTmRAqOz22JML0BOP5irkXxc8cR26XQ8RSyOkmGie3TbjsScfpXc6V8V/iBd2+V0fTLvygnmSEFSd3Tvjp19BzQBykfxJ06WxXT9d8F2c0II8x0XZIcAKDnAwcZ+prqfAuj+C/GVzBc6f4fvra20VjI+7ErXLMwKq2OoHPFLr3xfNpcG31jwTpM5dR5u24SYqDn5WIU4bg8ZrtfhN4i8Ja9Lqb+HdCbSrkBGuVwNrA5C4wfY8YFAHYX2saJ4eS1lu3SwiKERoYioGe2AODx0qG68ZaQ+iz3thqljvVCUM7lVyPXvXSEAjBAP1qOS3hlRkkhjdGGCrKCCKAMjQ/Eum6tHFAmp2M9+IlaWO3lDAEjt3xUet+KtK0qcadM0lxfTL8lnboXkcH2HT61k6rB4asfFOmw/8IvPJfNIhju7OyISHngs64AHqOa1/wC2YE8YrpMOlTNLJCZJr5Ix5a46Kzdc+xoAxtC8IvbLN5QnsbK6BdklnMtwCewZshAB2HOa86+JNv4j8O3M134a82TTFnSWUxF3aFowAQ5P8J68dcmvfa4DxZ4c8YanrB/sXWxaaZcAeerEMyY4O1SuMEYyCaAPJIPjj4qg1ldVv7A/2ayiLyFQhB3JBPVq6LTP2grLUNWuk1fSo4tMC7oSTuf3BHQk+1O8U6V4vtAtt4k0xvEPh63uVMZtnWEsvYsijIx35ApdI+D3hnxS0+oWcvk6bOwaL7O+4rxgoCTwVPUkHNAGa3iT4WePbyR9WsTotyEAExwgcZOR8vGf8aztN+G3hPUdWi/sfxytykWXkjVgkkabcblOecHH4V1z/s4aCZHKaxfqhHygqpIPPU9+35Vxniv4C63pVzG3h9n1G2KDezlUZWJxjGeexzQBr3fhvxp8PvC1zqek+K471Vw1xBvL7FDDaVyfzpug/H7U5pbO31a3jTLgTSxwkgr7DPX9K8+ufAXjnw6IbqTSb0LJJtCxZfcQehC549M111p8X7fRNJgsbnwLZi5j3JIXGz8tyls+vNAHttt8S/CNzIIjrdpHPtLNG0gyuBk5I4rpra+tLyFZra5imibkOjgg18cavrPhXW4maHRTo05YnMErSg8HqG9TWNo/iLUtCm3WV3LHGSCyA8EZ98gH3oA+58DrTTFGeqKfwr568N/tCTxARa7Zh03AeZGeQu36c8j9a9Btfjh4JubfzTfTRYALq8DZXP8AP8KAPR6Kx9J8UaJrhZdN1O2uWVtpVJAT+VbFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEVyhktZUX7zIQPqRXzjapFonxf8MWl6PKKWiW1wY3wrPgghj0Izwa+k6+X/AI3XumT+LrTVtIvZJZ4v3cyCJlWN0PZiMZ9qALPjW/h8K61e6T4n8M6bfW10geyltxskRN3/AD0AzkCt74fCHwzrsOpNqdxp3hrVP3Om2N3NudnYfeIBwFBzyarfFm8tbaTwh4lu9Nj1FHtdrxykmNztBGce/NcTbaDrniy5/wCEqvmttI0WD94swIEcSqfuxoDnPtQB2HjTQL7xzqEmjaZ4ivr3ULAuZLS7h8qEhWPzKw+UnkDn07VyF54d8NeAVC67cz6l4hQK4sbVikMRPI3SYyeMHivYta12x1nRNYS7lmXRGtobiK9sPkkEbcHcOpAYEnn2xXmUl0ktlb6T4nWPWdDljJstZtEzPbgHq/8AFjsQew4oA0IvGmp/FXw3e6IJV03VLRDcWy2zMiXEaj5o255PpXjUVxdWN4s0UskNzE+Q6sQysPeu1s9MuPhz450nV7ofatKWYSw3cB+SaM5AOex56Grvxh8KQ6Lr0OsabEF0jVUE0RU5AcjLD9c0Adv4A8aWHinSJNDubpNK1D/Xu5/1dxIMckHjBA+YY561hjR4vD/jyw1yxRbW5tLlX1KzAPlrGxAM0WOsOG/CvHopnglWSNirDuDXvvhHWofH3hC4tjdN/wAJVp8DvbIkYVmQA/Ln+JWyAQfagDyv4k6dcab481MXEcEZuJPtCCBiybX+YEE/WuSrvfijYeXq1jqMMzT2tzbIiyu5ZmkQBXBz0w2RUvwz+Hg8W6hLeasZLbQ7Rd88x+UP/sg/1oAz/A/w51fxtcl4V+zabGT517KPkXHUD1Ndlrfj7RPBOjT+GPAsRMrqUudVJw5b1Ujr3+naofiN8SbQ2EXhXwi4j0eCPy5JQCGkPoD6e/evIaAPYdN8QaV4u8BEeKrY3MunyGO41FQTcxq/+rfP8QDZBB7YrM8AfCq78ReJYZJ1Sfw/GxeS6jYhJgDjavGc56j61jfC9Lm68YRaYlvJcWmoRtbXcaHGImGC3/Aev4V9W+GPDun+DfDkGlWjkW0GSXlbqxOSST6k0AXLu4svDmgyTlPKsrKHOyNfuqo6AV8kfED4ian4z1a6Au7hNIL5gtGbChR0LAcE17T8T/iBHbajN4YtnWVbiykFwgTkEruRlbuMdq+X6ACiiigAoopQCTgUAdh8OvCp8V+I47e5MqabbgzXMqj5UA55PQZqv8QdeXxD4xvbiCZpLKJhBaDssajAx7cV6BbpJ8OPgvPPNEIdZ15jGitwyxEdePbmvM/BulQ654x0nTLkObe5uUSTZ12k8/pQB69ofh7SPB/w8tPEN3bI+vWttJeqDjCCX5Y9/HPQYHOCSa8ImlaaZ5XJLOxYknPJr334za1bWHhGHTtOs0gW9mFt5yOHEtvABtwfTc2Mexr5+oAKfGhkkVFxliAM00AngUoRyrMFOF6nHSgC7f6Td6bfNaXKKJBwCHBVvoehqiCR3q1e+cWh86ZpP3S7CTnA9KqUAFeh/C/4g3/hXWILSfU/J0V5AZ4pF3jHfb6GuBggluZ0hhjaSVzhUUZJNerWnw38M+GtFj1Dx1q8lveyR+ammQECTHZT15P4UAe06nr3h34gaLeaPoviSKO7KqyyxuyMhB4IzjNQ2XgqaaKxhPiKXWtEjlYy292Q+8YYEFl+9hucHuK8R0u/+G91fwJ/wi2tWsMkmz7THeO+w+uAOT7V9NaBb29v4fs4bK4lmtxEBHLIPnYdicjrQBbsxGlsBEgit0G2NNmzYo46enFVtU17TNINsl9ew27XbFIPMPDsBnGa4j4g/Emy8D2trpy3jXOpMy+aAFZ1TuzDGMmvCtW+JF34t1GNNfSO4sot4to8CPyyxGCWUdsdRQB7cPhpY679qurm4i1FLp8m5W7lJdOy/eIGOneq5MXhKzNtoeu6bYadFK1vtniuJSj9WBw2FPviuO0P4p63oGnLp0ljB5cLjE26QosZHHLD9a0NI+M8/wBv1FNUtdJurRNro8Uoj5Y4wcqdx/CgDs9O8ReCm0to7vV9MzG3mPIA4JkJADqX5JyO2aveK9L0XVo7aPUr22+xWr/bHaa5ZXDAZXGDyvc/SuH1Tx94c1iW1tIYrCe3nB3QPL5bwup3KwfbgDJPHtXRaH4Mu/EmtReJfEkUkSoFa1szMWKEdzg7dp5+UDpQB6UBFPbgYWSJ1+oYVIFCqAAABwAKAAoAAwB0FBIAyaAFrC0XxJa65quq21m++KxdYixUjL/NuAz1AwK5Pxr8XtF8L3j6chlmvUUswiUHB9OeOfWvNNK+Mep6RfajrMmjSXFndqqqzvt2uM4OBxyTzgUAeu+MvBcXifxBod1NclY7SYO0Pkbg4BDff/h6D61X+J/gaXxvYWFrCi/uZCTJ5xUxgkAkLghuM9cUvgHxxrvjK2jvJ/Dos7FycXJm4bGei9fxrupnMURdY2kIx8q9TQByPg7wNYeAIGhsr+/lgnIVopTvXf8A3gAOP5V2Vc14i8QXmn2BSxs45NRkVtkUtwse0dA3PB57VyGjfFe6OowaJq+kxpqSlYpXjulKu5GcqAMY/GgDwr4n6jqmo+NtT+2rdJbxXTrBHPnCjgcZ7Hbmvo34QaE2g/DjTopARLcg3Tg/7fT/AMdxWFrWueGda1+aK4sf7S1YRiGDTmYtG7e5GVzyMHtivQLO7nttIhN1p0dhGiFfKFwuI1AwozgDnpQB4Nqfhyb4o/GrUBD5i6ZYyKlxK53DavGFHGN2D+tbXjj4zzeEtc/sLw3aWEtrZJ5LiVG+Vl4wMEDFdTo9tZ2VpqujaVGmhanfozo97N5tw/q7AHgAE4ya87m/Z8v52dofFFhcXDEkqUOWPfnJoA7j4S/FHVPHWr39jqNnaQiCASo1uGGfmxg5Jrv9U+zReI9FnlaNJC0sMbN1JZCdoPvj9K8r+HHw98VfDvV9Rvns7XURLbrGiRXOwk7snqParvjOXxv4r0M2tto1na3dtdrPFLDfq5XbkgEY+9QBe+Pei3eq+AlubXcwsZxNKg7pggn8Mivly1t3vLyG2jBLzSBFAGeScV9P6T4+8UxaLHF4l8HT3RGY557eWMq//AM8n2Fc2ut/DHT9QbXf+ET1OG9jfd5TWrBI2B+8B90UAev6TaQeFPBVvb5/d2Fn8xYYztXJzVH4dq7+EYb+Xb5uoyvduVPGWPH6AV5hr37QumXlrPZWuiXLxSYUvJKFyueeB0/OpIf2jtKt4Ehi8N3CxooVVFwuAB+FAHm/xm1Map8Sr90GEhVYQQwOdueeCe5NcrpPhvWddvVtNN064uJ2j8wIq4yvrk8Yr2pvj94ddizeECWJySXTJ/8AHaZovxv0I+NZNRutMmsrOSzS2XaFcxlWJ7AcHNAHjmteEtf8O4OraTdWqno7plf++hxVCy1O+06TfZ3c0Df7DkV6p8W/iH4e8YxxQ6bHqDtFwsrSFYj/AMA6E+/WvJ0tppIHmVMxoQGOR1PSgD339n3XtW1bVNYh1DULi6RIEZRNIW2nd2z06173XgH7O+mz2Wra99oTZIkUaEbgevzDp7V65ofildX8Qaxo0ljLaz6c4ALnImU/xLx06fnQB0dUdT0fTtZt1t9TsYLuFW3BJ4w4B9cGs7/hMdEX+1zJdiOPSHVLyRlO1C3Tkda1bTULS+0+K/triOS0lQSJMD8pU980AcNf/BTwNfOH/sprcjPEEzKD+GawZv2ftHjt5Y9O1zVbUyZBBdWUg9QQAM8cda9fDAqGBBBGQQeKdQB866l+zfqCGRtN16CUYG1J4ipJ9yCf5V2nwh+G2r+A7rVJNUntZBdJGqeQxONpbOcgeterUUAFFFFABSYFLRQAVk6/qkujaeL5LeW4jjb97HEoLbfXJIwB36/StakIBGCMigDz3V/iVb2Wm3E1xod3cWzlY4mAASfzOFHzYOOx4rhR4o0PT7W013T7C20vWLW+eA6YGaFHG0jDYyD1zkDrivd5beGZAksKOgIIDKCBXGeIZLbS0n1O58Km5+yygwiMht5Zgu4DHBOT+VAGdb/FS5SwuTqPhTU4L222iWOPayZYEqQxIyDjtmuo0zxZZT2tuNSZNPvpAga1lcbgzDgcdz6davXMmn3e2yul2vIocoVI4xnr04xVGXwloF5PE0sAnktplnTfIWKOOh60AWbjxDa2l+lrdARbhne8icfhnP6VQNj4V8XvMkunWl8IGDF5IQeWGcgnn61tNp9t/aT3bxb3eIRlmOQqg9AO2c1T1HR55ltV07UX02GEkusCLh19ORQBh3fwu8CzkrJoVojMwJ2ZU5J6cHgVz19+z/4Su5WkjlvrclicROuMcYGCO2P1ruNO1/S7vUZ7aHVVuZbWL9+20BFII5LAYzz0zWrPfQW1o1zKzCJTywQnvjoOaAPFNS/Zv09llbTNauEYIfLjnRWBbHGWGOM+1ed6p8EPG+mlvL0+O8UNgG2lBz74OK+sbe7guhIYX3eW5jfgjDDqKsUAfOvwj8CeI/Dvi2G/1fR76GIEou2RNgJH3mGegr6KoooAKKKKACiiigAooooAKKKKACiiigAooooAZNv8l/Lxv2nbn1xxXhEVxq/xPk8Q+FNUSy0+6tGBWJYRu3g8nd717jqFut3p11bs7ossTIXj+8uQRke9fOutaNOnieDX7y9u7eytp1sr65g/cTLgfJK46cjBOaAOP1zW9Sk0TSdMnid7XQpmR0mcFJXVuw69OKxPE+p6nq13/alxaGytL8l4YIsrEQuASo6V2vxE+GniL/hITfafG2r214hmjmt4+SAByQOM/TrXm+oSajH5enag0y/Y9yJBLwYsnJGO1AHsng6Ma98M7WyhZEnmFxpUsvJwrAyRqR6l+9eSaXrereGNSaSyuHgmQmN0YZUjurKeCK7/AODniGfSofEVvE/zC0F3Gm0tkxsM+uPlJrjvH2nw6Z431OC3l82F5fOR/VXAcf8AoVAHXaL4y8Pz6RdW+pQeXbyfNNprH9wScAyRd1cdcdK6zUtG1HXfAEnh6wiGp2ViPtFlfySCNfKPRST/ABp3HevAK7PwP44v/Dly9i2LnTrweTLBMxKqp6lQTgGgDkkh/wBLWCVtnz7HP93nBr3HRvhj4YsdUtptJ+InlX28CIwldxYngdeee1cR45+G174flN/psNxdaS6LKJdmTGG6BiOD+FHwf8LTeJfHlo2Slvp7LdSvj+6wwv1Jx+tAHrmo/Ar+17iGW/8AEtzMsP3IvIUIB1IA9+9T+MNM0PWtIh8P6f4tg06KIiE2FqF/etnABHWvSPEFzc2mh3ctjJGt6sTPAJOjMo3Y/EA14fY6RbfEfxvo/ifRpUikikVtRt/KC+Qy8nJH3tx6GgC1P+zlpttayTy+IbkLGhZv3K9hXhsumrc682naSJrgNL5UO5fnY5xyBX198S7m/t/AmpJpdrc3F5OnlRrboWYbu/HauC+DPwuuNDkXxJrsRjv3B+zwP1jBGCze5oA6r4XfDiHwNpBe42S6rcAGeQDIX0VT6V0XiKKbVh/Ydrdz2U8sRmNwkQdVAOMHPGT/AErckkSGJpHYKigsxJ4AFcR8MfElx4p03WL+eXzIxqcqQcY2xgDaP1oA5zUvhdEk1lcX/jCcajAJTHPLEmTGR8wx3Ayfzrgrv4Y+BrGyurv/AITNbx44mdII2RS7Y4Fd38QbjV5vid4dFnpd9cWNllbiRbdmi/ecHkdeDz9K8I8b+E9R8Na9eJPp9xBZmZvIkdflZSeMHpQBS8O6Zp2t+KLewu737BYzOQZ3I/drg4zmvWLD4J+E9VuhbWHjUXM5BYRxqhOB1rwuvZ/2ddHS78V3+qM5BsoAqqO5c4/kDQBral8AvD+jwrNqPix7WNm2q0saqCfSotF+Dfhi51qzOn+JRqwilV54I9v3B6ke+Kv/ALSGplbDR9LUZy7TucdOy8/99flVH4CaBLFa3euuxS3kzG0gbG1U5IP1/pQB2Xif4c3HxJeGe+vJ9Ks7XMVtaCIFgBwWOfXHHtXmHhzwtF4e8beJLa1nkluNOg+z2VwVz+/kwi8Dv8x/Kvd/BHjW28aRanNaoyx2l0YV3DBI7H8a85+J1yfh9qcetW8C3E19qP2kRnhBtiKjcR1OWyB7UAcNe+FdU+IHjp9C0kItjo8S2jXBJ2KF4Zj/ALTNuroLn4Y/DfQbpdO1vxa4v88qGC7c9jjpXqXwo023tfAFldx5NxqIa6uJTgszsTnmvCviF8JvE2j6td6lDHLqlnNK8nnRgtIoyT84+n4UAdHrXwh8K6Zqem/ZvFDW0d0pkVpGQgIB94HvmptO+DfhvVpJbLT/ABybl5PneKJUJbHcivDrq9u7pYYrqeWQW6eXEshz5a+g9BXuf7N+k5n1jVmjPCrAjEcc8mgA1L4B+H9HiSXUvFr2sbttVpY1UE+lZ1v8HfDF/qtpp+meLHvpZyxfyFQ+UqjO4+2cD8auftG67I9/pmhIyeUiG4kAOW3HgZ9OM1sfs/eD3sLG68RXkTJPcqI7dWA/1fB3evJ/lQBsaH8MNB+HVpc6hNq8S3sh8uC+u41xBkfwg8Z61yV78MvDXiTWGnu/iILy+uG6koWY+g5rd+PcOtataadpGmaTdXsRzPI8MTMEPQcjj1qf4TfDKx0iyttX1C1kbUJIgZYLqDiJs8Fc9DQB1fgfwPY+BtI/s9547syTl4pZIxuyeg+tbkmp30lzbW9lppZJGPmTs42RBTgjjqfQVqPPDHPFAzASSZ2L64HNYXjTxLB4N8J3urtGGMQxHGONzscAfmaAPLvGngnwbp2rSan428T3c91O/mJFgBjHnhQB27ZqHQvAPwo8bSCHQby7SeMF3iMhDlc46Ht/jXnfiTWrrxh8P7XVb4o97p1+9uzg/N5cgLrn15DAegFVPhLPLD8T9EEUjIHmKNtONy7TwfbigD0D4g+HtZ8E6C8LI2saXMSJLiUkNEn8KsRTfC/wGtfEXhiw1afVLizmuo/MaERhgoJ4x+FevfEuMSeANUUojMyKq7gMAlgAefrWxo1iujeGrOzXcwtrdV45JIFAHj1v8O/CGiajHFqfiqyuprNDEsF2ifJzuGQO4Ofzr2XRryG9sFlgvre8Q9JIMbf0r5SvPBfiXxN43uJ7nS9QggvLtma5mtmAVSeCePSvp3wj4SsPBmipp9gzlAAXZyDlu56dzQBdutRv4NVW2i0xp7cxhjOsqjBJxjaeaqeIdW0u1j+xajrMFgJ4mVlaQK5BGMg9qv6Tq9rrME09qWKRTyQMWGPmRip/DIr56+L/AMOPFV14rvtctreTULGb5l8o7miAH3dvXFAHWz/DTSfD8k/jGz1V9SKQFraO5w6OcYHI+8Pata5+E0etXtrd314PsTIrTWCR7EJzkkY79q5Pwn8O/Gt5pfh1NWvI49GtJlnFluKyBSeQ34dq9+oAy57vTPD1hFC0kNvHHHiGLcFLAYGFHc5IH41yVx44i17xCvhPS5prLVJLdpJZuD9mOAcY6Fufw5qv8YNWtdI8NPdNYQT3Wxo47iQA/Zyw4IB7k9Poa88+AGlzax4o1PxNeSyNJAnlBsDDs/Jz9AB+dAGj4zTWvCdt5Op+IL/VtWvE8q28qNRs5zgAjJz39KxfCfwW8Sa8s19rt/NpUcxDBfvSuexPpXtWkaXPquvS+INViZHhd4bGB14SMHhyP7x9fSuG+Jvxli8O38+haVG0l2g2zXAI/dE9h6mgC1a6D4c8BaSmjv4qksLueTdHdrgNuxjk4I9KXU/Bsd74flv9e8X3ms2DR5t/mCDcTxt2/eJIAxXguseL7qfatlNcGzkQiSK7KybpD95sds8flXuPwOstWv8AwklxqrRyaYtw8lnEygktnDEg8AA9MepoAzPAvgbXbk319d6TFYC9hMSXVzcO06xk8jHbIrsNM0nwx4PmiTU9ehkuYyXt/tMwzH9P/r10njKbTF8OXEOp6u2mQyjAnjkCPkc4XPc+leQ/2R4Ck0vS5rjWrjzLx2y1+FUzAcNncMr7HNAHrAlvW099RstY06WGQHZIyYQ56fMDVe58HSahp622oTwXGJBKcxbcnBzkjB71wvg3TbXTJrfw6mvW9xaTXwmGmhlmdAvzD5lPA4BOa9kndIoJHeQRoqklz/CPWgDyXWvgrpGoXvm2GvT6ZEhOYYZMqHyeeTweQKov8NPGWlBYvDPi43VvNIRcC52kJj1655zxXG+IfBUp+3y6X4qk1K9a5LmMNIpkyegUDDHPcGvofwxpEWh+HbOxjA3JEpkYc73xyxPck0Aedr8NfDUNwLfxVe6dcanfLwwiELlzxlcda5HX/gTo9lK1tZeJ1TUJhm2tbkAF/bjmvWfHOkSak2nSR6etwkLs00gjVpEUDjZkjnPpUum+HNPn8XSeIHnlubmO2jgSO4j/ANR33KT0J70AeMaf+z/JbWE934m1uKwiTG1ogGAHfcT07VeuPgXop8NyalaeKFltYwZjceWu3aPvfMOwAP417H4m0K+1QwT6ffGGaP5GikAaGRGI3b1I5IAOPesvUvAlrrPhGXQ5nXShLI0jrp7YQgEhcg9sYJHHIoA+StXZLeVtOtNQ+22EMhaGQJtBz3weaqebGbYZeb7QrAL02BR+ua9rv/2cbzzwNN1yCWHcAxmQqwB6njPbFcvq/wADfF+lxzSrFbXMSNhPLlG6QeynnPtQB3P7NrTPDr7sQULx5J67sGur8Z6zbfD/AMa2/iS5kc2mo27Ws0YySHUblYD07Gsb4A6LqOhQa3b6nayW0ztDII34O0g4OK7/AMdeCbTx1osWnXVw9uIplmWRFBPGQRz6g0AeO30sS/D6x0y5vfs154v1Br24mnO3yYd2SW9eAMfWt7wtqaN8JvFeh218t2uk+dBBORjfFjIPH44/CuvufhvBqHje01bUDBc6XZWAtILN0zyO5HT1/SsTVfhtNp2ta5daBYKNP1DTjB9kjlCgTE/ewTjHFAGR4M8YzXPwz1jQ9faa31HTrMtmTKs0JHyn1rLl03xFoPw9svEml+MNQX7W0Ma27sHRQ7bevXitr4seA9VvtFtNY0OJxfxWi299FETvnQADGB97FWPFkEtr8F9AtpA0ciz2ivG8e1shxkY7YoAl1vXvEnwv8KXdxrOuQ6xqNzKi2QkQjAGd4x9MV2Vr460wfD+28V30qxW8kAdwvJ39CoHc5yK838Qahqniz4rvJoWjQ6xa6DA0Tw3L+XGZGyGPPU+n0NcWlzetpNloOq2b2Vvo+uI91bJ2SVsjOeDg5H0NAHqsfxjLyfam8K6suj+WH+2mPoO5x6V0Gq/FDwpo9jYXlxqO+C+BMDQoXyB1zjpVXXtR8Z2k91DpPhrTtT0XylEW+4CMV2jcu3vzmvMPEHiiLU7LwwLHwlDBc2+qNGLQbcF1+8g9iaAPbvD/AIw0LxQZV0fUI7poQDIqggrnpnNbtcX4H1KLUbnUGPhKfQbpWAlMkIUS/QjrXaUAchfePtPh1mDS7bbLcvdfZnDts2kMoOB3+9XX14Rf2/h/SPjKNTRp9TmS5L3q4+WyZyqoR/e+ZgD6VW+I/wATfEHhHx3Nb2EkT28bB1R8kcqMq386APoCkIB6jNfPmi/tGzARprGjiRiTve2OOO2Aa7XTPjv4P1CXypWu7SQtgCWEkY9SRnAoA9NZVb7yg8Y5FNSGKOR5EjVXfG5gOTjpWHpPjfw3rkbSafq1vKqttJ3YwcZ71uRzRS/6uRH7/KQaAM/XtJfWtPW0S6e2Hmq7Og5Kg8j8ajk0ue3tkt7G4ZLSOAxiDAJYnvuNWmj1BZ0MdxC0ZPzh0IIGP4ce/PNZMi+LraMNG+mXrtIcowaIKnY55yaAMVPANzZaFqFrZ6gpuLr5gZIQFU55GB1GOK3fDdjrGlpNbapPDcwl/wBw8ancBznf26AdKdb6trK6hHa3mikLI3E8EgZEXIHzd89elbUkyxMituy5wMAmgB4VVJwoGTk4HWnVmy6/pEErRS6lbI6nBVpACDnb/MYq5FcwTMwilRyuMhWzjIyP0oAmooooAKKKKACiiigAooooAKKKKACiiigAooooAguoPtVpNAWZPNjZNynBGRjINeNeGND8JeHtavvC+t+IZdV1LUWWGS0k3mPOSV6/xe+a9pkfy42faW2gnCjk/Svmn4ladLovxasNc06GS0S8ZJ4pnQ7Xm7gjqMng/WgD0rSvHmo6z4U1yDQLCJNY0ZmhWFxmN1UkAjnrgdK801C80Hxrb2lzq9nbHW57Ri5guUtmaVXwQS3yk47HmtS2v7zwx8W9VtZbmLTYNcgy08pBSOQrncoPBGeORWePhhr2i+I57nVINM1DSwu4XV4/lwpv5LBQRyMdOM0AZXgDwlqumeOtPmV0wjhLy33hXCOCCMH764xyuRWT8UILdtSs76NUS5kR4LuMSZZJInKDK9V+QIak17xlp9h4sL6Np2n3Wn2gCW2VlCg5BLr82QTirNz4kjF/ca9f+FrKbSdSnjn8mcF3xgqxSQHIyVbg0AeaUdDXtWo6D4B8U3wm0GynS18gbxp0m6aN+5aFhyo9VNcJd+AdQkmkbQpY9YgD4AtsmZR2LxnlfSgD2X4aeOH1Sz0myMv22T7M1vfWiW5ygX7j7uF6cY/Gu68DaPBpEusRW09nLb/az5Yt4NhjB+Yhm/jPPX2ry/TLnTPg14PeK5l87xRqMPnrbkBlhbBCg914b+deqfDnTG0jwRYJPKzXFyDdTbyOHk+YgY7c0AQa94iS4v8AVNGjIils0iLE4Jk81WUKPxK/rXmvwF0WNPFXiLUIZZPIgb7PGjHBOTklhVvxL4u1u58Y6xoVj4TiXWAhMNysuySaJGDI3PDdBx9a7r4U6VeaZ4LgOp6fDZ6jM7PMEQBmBPyl8d8UAdPeQak+q2k1veJFYRBjcQeXl5T2w3YVd85MxqzBXcZVGOCePSpay3TTrzXI5GCvd2Ckq27/AFZcYx9SM0AYXxR1iLRfh1rE8gYmWA26beu5/lH86qfCHQP+Ef8Ah3p8bsjS3Q+1Oy5538jOe4GB+FUvi7ZT67p2i6FbCRlvdRjE/ljIES/eJ9hkGu+RY4bL7LayRo0UW1ATkLxgZHpQB4Bqnxs8SwfEG506zFp9g+1i2jSSPdtG7buyCMmoPjzPqFxFpDzujogkhnaPKoZAwPCk+n1rStfgDeSaxFqkviW2kk+0Cd1WAnJDZIzurY8efDrxD4ni1S0tBG8f9opc2rzsAArJhwp5OAQKAPmevqr4B6ENM8A/b3QibUJmkJIwdi/Kv9T+NecW/wAE7SyeW313xHFFf4BhtLZN7tk4BI64Jr6K0Wwg0bRLLTISgjtoViGCOcDrQB8zfFy4uPF/xWOl2FvI11ERZrGTwzAnkeg5/SvXrrwYbD4X2vhG01e30ieRAbiSVwWbPLgYI6mtPQ/hno2keMb3xK08t5f3ErSxmZs+SWznbj2OOayfiV8NNP8AGGp2t1c61PZXcmILdCu6M45Ix6nk9aALXwp8Gf8ACF2moWiazaajHO6yfuByhAxzya85/aRlT+2NGi2/P5LtnngZHvj9K9F+G3w4m+H99f5vhd29zEmJCNpDA8jHpS+P/AM3i3xV4euvIgmsLeX/AE1ZTjMYOcDjPPPegDxb4b/GG98FwDTb6Fr3S85RA2HiJPOCeo9q+lPDPijSvF+kDUdJmMtuWKMGUqykdQQa8L8a/AbV38RSz+GY7c6dKN4ieTZ5R/uj2rtvCiaH8GvB8lrrerW41SfNzJArElmxgKo644xmgDzL496do+n+MYRp0Kw3UsXmXSouFJJ4Pp0r2H4KaLNo3w4s/tAAe6drjGMEK3QGvn/WdbuPij4+sR9mjtWuJFhC7yRjOScn27V9ZNFFpvh820WWW3t/LULyeFxQB4vrXhf/AIWL8Tr/AFO8UQaBo/7qecOpMpQbioPp/LmvTfh1qEureF/7SKeVbXNxI1pFjHlwg7UXHTouePWvPNQik8M+HpdM06aR1jVbIpJlVlurkjcxwedqk9R6V6/oGkxaFoFjpULs6WsKxhm6nA60ARXMOvNrEb213Yppv8cbwMZTxzht2OvtWlAJljxO6O4/iVcA/hUteZ/GD4hP4M0WK3024iGrXJ+VGUkrH3b2OelAG9putwan8RNRs4L0SrZWar5SEFVYtyfY9q86/aOv7uPStJ09DH9klkaSTJG/cuAuBnOOTXD/AAa8bWuh+OLqXWZlRNTTY9w+AEbOcnsATXrvxW8BT/EHRLO70a8Rri3BaJC/7uZWwevrxwaAPAvDiNd/D3xXbbSRD9nugQM4IYr6ejGuu/Z+8Lrqfii41q5hLQ6emImPTzW/wGfzq14U+FPi630DW9PmthZSX8sFu7PIpHkBiXYYPPQccda908HeGbHwl4bt9J09/MjiyXlOMyMTyTj3oAv6xo9rrlolreBmhWVZSoONxU5APtms/wAX+I4/DGhPdBHe4f8AdW0SRly0h6DA7VsxXUMxk2uP3blGyR1FOeGGZo3eNHKHchIB2n1FAHC+Ftf8X3etyW2uQ6ctqkULGSFHVt8nIUckH61j/E74pWHh1bnSIoXmvdny/eVdxBHPHOMqcdDn2rb+Inj3S/DOi3UA1F4dRdGSI26h2jfGQGz93PvXzBaQa7478SQCRbrUJ5pFV2BLFVyMnnoMfhQB3Pwe8c+IdK1GbT4bCXUtPuJPMkwcCFyeW3dAD719MwXsFxLJCkg86MAyR91yMisXSfC2meEtNuT4f0uKO4eMEx7yolYDjJ5x9az9EGr2V5qHiHxTNBaGZRDBZRybljUHIwxxlmPagDeluJm8R29qmPJW3aV+ec5wP51oTzR20Ek0zqkaKWZ2OAAO5NQWUkV3Gt+qSKZU4Esex1X0I6iuW+KNn4h1HwZc2Ph2FZZ7j93MmQGMZByFyQM9PwoA+c/ih4/n8aa7JFGdmmW8p8iPOcnAUtn3xkfWvc/gZ4fj0j4ewXZVvP1FjPJlsjHRcenAFeUeDvgf4jvddtn1+x+x6bHIGmDSKWcDnAAz16V6R8UPiLZeCdEj8P6C0P23yxEFifBtlA4PHfjoaAPWGxDA2wYCqSAOK+GtfllvvFGoyYZ5Jbp8DO4k7j3HWvrvwL4x0zxj4dg8m/Sa9WELdRn5XDYwTj0968H8Y/BPxPZeIp20W0fUbKZjLHIrKrLk52tkjmgDzjUtFv8ASRbtfW7RCcEpnqcHBGOxBr7Q8GW0Fn4I0WKCNY4xZRNtX1Kgk/mTXztoHwU8RXcwuPEofTtNhVmkPmK8nAzgDJHJr274c+L9K1zRU0qC5T7bp4Ns0DnDlEO1Wx7gDOO9AHkHj/xf4dfxVHdI+oagYZ2aWKdx5e4YwAnG3GOuM9c1xWs6jo+sfY7+e6urh/Nc3FudsbRx9Qqvj5ifXFev/FLwtfLdxPpHgexvLJWDvLbrtdx/ErKuCee4rgdC+DHiHXtVNxe2B0TSWJkYzOCyJ6Adc/XFAHW/s/6LF/bus6uh8yNY1jhYnftDHOC394AYNel/EfxzH4G0VLs20d1JKxRYHfbkevuOlR/C/wAKr4T8MTWiOJUluXljlIwzpwAW/WuY+MPgzxP42ubS20ywtGtLYb0nefa5Y9QRjpwKAMb/AIaNhmTyrbw6wnYYTzblVTPucdKs+B/jxptxG1l4lzaS+YfKnUbk2knAJA4wO+K57wn8BdQXXbU+JGtJLMKzXFtDO3mKCCFOQB1I9e1QeIPg5rkGrHTdL0RZ9PyxiuxMmTnJXcTgjGeevagD6RtrqC8t0uLaVJYXGVdGyCPrXDeKfFNz4X8VRSsYntZ4ghjuL1IkHPBUMPvevPSrnhixj+H3gGwsNRu0+0Iu0b34aVuiL681leP/AAZq/ivQ7SW1aCPVdm2TIwoB54JORg0Adlo/iPSNe3jTdQtrmSIAypDKH2Z9xWlKqbGZyq/KQXOOBXjfwv8Ahfr/AIa8Uyapq94VgiRvJiik+V2f72V9P/rV6nqUQ1qxvdOt7lEPMM+6Pdwy8jqOxHNAFPRtHtoJJrqz1W8uJGkfzDJLuTdnBG3GABgYAp11Drep6Y6iSPTLmOUlGCrOJVHTg425/SvOtf8ACUvgrSIF0rxdqtvdXBC7JGUxy7VGeuNnHfNZEXg7xlrVq0F34juBK4DWcaXbeUuDkiTJLMeh70AeheBh4oj1fWYvE0sLOpjNuIlUDYc9SP613NedfDNvEsFzqmneJ1SS8tSm273ZaVTnH4DFei0AFFZuta7pvh3TZNQ1W7S2tk6s3Un0A6k183+LPjz4g1SaW30Upp1oHOyVBmVgCcZJ4GRQB9M3F/Z2jBbi6hhJ5AkkC5/Oq76no9wBHJe2UoJGFaRW57cV8O6hquoarcm51C9nuZj/ABzSFj+tV0leN1dHZWU5BB5BoA+9YrW3gkkkhgjjeTBdkUAsffHXqawtW8D6FrV7Pd3tqzSXEJglAchXU9yOmRjg18veHvi54u0G8gkbVJr22jJLW9yxcOD1BJ5/WvofwJ8VdD8Z28MPmraaqQA1o5+83P3D/EOKAM6f4P7pFitfF+u2+ndDaeeWGPQHPA/A0eI/hQ15d6HN4evodMGkgmPzIjIWfOdx55Pua9OooA5HwfB40try/h8U3NndQAr9lnt12lvXI7V1p6GlooA+fbG80nUvF9roMtzLFqLalKs8TQFQyCd5gS/U5wgA5rH+OHh5B4ivtXTUQxXyw9qzKNmVAGBuzyB6V19nrdh4n+OduRFZxQWjTxRFcLPLPGACXxyRgkAdMA1B8SPhb4g8R+ItTvdPs9PmS68p4p5JSske0YK4xg5/pQB4P4b1SLRfEmn6nPbi4itplkeI9GA7c1t3uv2k/jqXVdNgghSd22K/Malhj5tw6DPNbv8AwoXxx/z7Wf8A4ED/AAqaP4H+PYpEdLax3IMDMqnj8RQBFYeFfDup+NNRto7uK50m3sgTcQybAs20DIGCWG7PQHiqanxL4T1KIeHtTuJZWQM7RF2Rwg3Hh1HACnI9K6yL4dfFGC3hghh0qFYmD7o1iVmIOQSQuSR2rrRoXxPvIxBfrpgjjYnzQ3myEMpRgu/OODntQB5npvxs8cacPOup1u7diwHmxADcfRgO3pXUaV+0heRwquq6HHM4HL28uzP4HP8AOsPWvhF8Q7yELJFDcW9sCIIxKgbb2GAAM/jXJ3Xwx8a2DIZvDt227keWok/PaTQB7dpf7Qvh+9lt4ruyuLMyORIzEMsYxwcjrk8V6VonifRfEVn9q0vUIbiLdtypwQfTB5718Xahaatp9/515p0tpKrYCvbbVBA6YIxVeye4hmSSK7No5YFHJZRkHrkehoA+5ZtMsLl/MmsreR8FQzxKTgnPXHrSxabZwXDTx28aysclwOa+S9M+KHj9HQW+o3V0pIVFMe5cqQcDA9B+Rr0DQ/ix41m1mytXisNRtp13PNHbyAR44bJUHoQegNAHv9FUNN1D+0YRPGim3ZVaOVWyHyOeMAjBq/QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBBefaBZXH2Tb9p8tvK39N+OM+2cV4xrZtvEenaNqGp3thZ6lo18z6rBdvkRnPzBV56kcV634iaVPDOqtCWEos5ShTqDsOMe9fPVp9i8R+Fje26wPr2oWhspbKU/NcyRn/AFoPUNj86APN/Fs1sfF9/Pp999ttTOXhm55UnIHPpX0VptzbfFj4Oy2skixXccQSTZn93IgyvX1xz9a8+8U6VpFp4FsZfD2g2d3b2e1tTnLEzRS4wVYdQKxvhF4x1DQb7U7G0iimS5gaVbeRsAsozhfcjIoA8ydSjsp/hJFej6BcprngO60eexsxJHGyWkyriVnU78FsHsT3rn/Hqac3iFb3Srd7e1vYEuREy4CM2cqPYVn6Bqdvps5luIpJNkiSKFl29DyMdyRxQAzSdcvtF81bHCXDspSZR+8jYH+E9s17n4eudHtdPi8UeLpEtfE1uhkRY4mieUY+Uuo4c96xPB/wmitkPirxPew2OngfaLZBIGPPzKWPQ49K6LxOvw/8cE38Ml5qV5DGqH7FNtc7RgAIfX2oA8/1n+yvH00moXV0LTXmwFkxttr0D0J+64GRjvxXIeIo7vRdautNjluk+xuYnJlYgnPBHtjpXStoHgqLMV9qviDSn8wiGO7s8op9cj071k3Giar4x8X6hbaVeR6tOkYcSp8nnoiqowD1IGPyNAHe+BNfu/iB4g0iC5Npb3+k28iCVMrLcxlCoXPTgnP417R4F8HxeENFMG+SS6ncyTySSbyT2A9hXDfBr4XXPhfdr2sqY9QlQpHbnrEueSfc8V63e3cdhYzXcqu0cKF2CLuYgeg70AZXjDW38O+EtS1WJPMltoS6LjOT2zXx/eeKdS13XUu9UvX2b/mTzGCqmclRjnHJr2W88eT2/wASIdS1i4jstGu4zbJZlg77T92SRP4efWvM/Enhm+1z4lXuk6PpYW5di4jjOFcfe3jPQEEGgDM8Wx2NnrO7QNbkvbKT5ogHffFwOGz3zmvTPhp8MdW1vQLyfWpbqzhvHjEbFiJfLXJJGemSR+Vdr8PvhzpXgLQpbvxGLSTUXBlleTDLGifNhc+mMk1V8ZfGBtH8MQ3unWqefdXEkdoS25HhU48zjpz0FAHO/EXTfDvwx0nTrawtZrrUZ5i/nzXLb0QEE9PXoKPG/wAY/EOiz29hpVnDbQXFnHLDJIC7/MvY9Dg14teXGpa2Z9Svbpp2U/M0suW+gBr3uy0ix17xd8PxfW5liGkPLsJ43Jjbn8aAMrRvgvc6rpi674l8Q3NrqF0DMVjILbSN3Oec9TgV5P4hibTtav7bTdWurmztnCLLK5Rmz/s/XNe5fGXxZL4b8T+HGtbrMkEnnPb7QQF+7k9+QSPSsXW/hVB4x8c61qFtcnTdMSKK4aV03K5dNzFT6AUAV/gQk0Ftr3iW4uJJhaReTFEzE5YjP68D8aofHLxLqcup6TpM0nlvbW6zyGNiD5jj29K7LwZaadoXhHT9I0e+j1ZdT1UCS4gGwxhcMdw69F/WvIfHc8niP4r6hHCzzebei3iDcHAO0D6UAbOr+J9etfh5o13Pqjz3F9cl/wB424qkXCDH16+tZ2kfGTxnpRk/4mTXSuwbbcfNtwc8egPSqnxJu7e78YfYbBlFpYxR2kagYVSow3655rnLS1tPNkF48hSLPmeSVz1xxnrQB7V4c/aDjW4jXWtJVAxJlngcnJOOQp+g/Ku9l1r4ceOIbq4lnsppAoikmkjxIq5wOSOhzx9a+Vm0udLKS5YBVXaQCwyQxIHHrxVWOZog4Ukbhjgkd85oA+hNQ+BOhX0yy6BrD2rSOzx7iWAXAKgd/wAaxtO+F/iPQPiNpNj/AGrNd2rp9ouJIpCuEU8qQT3OBXk+k6jr0d9HcaXcXrXFud6mIs233xX0J8ErzVvEDa14i1aYy3kskdvl0IwqjJA9KAKeq+E7jxr4wTQ/t5s4LR2v73YAsvmMflAwMHaCBn3r1fw9oMXh/TLezjnknMMSxebIcswGTz+JNP0zRV0+7u7oys8tzIWPPABxgfpU2s6tZ6HpFzqd/N5VtboXd8Zx9B3NAGJ8QPFS+EPClzqStF9o+5EkhPzMfTHNfHOr6xf65qEl9qN1LcTueXkYk49PpXSfEfx1deN/ELTtJ/oMGY7ZACBtz94j1NcpFbGWKRzIibV3KHOC/PRfU0AV66Gy8X+INDeOPTNevEiiXCBJCFGRyMfjWR+9tYpYpA8TSKp2smMjOe9dt4A8A6n8Q9ZSS4DxaZCAs1yFA4A4UepOKAPTPB2n+MfG/hrRn1fUrt7C4u5J7iXzSpeBQFEfHPLbj9M16tqmq6T4N0OMysIYYwIbeFQWZ2x8qqByScUXF3o3gXwvF5z/AGbTrNFiQdT6AD1Nc3pWjReItesvGmoLNKJlAsLSQjbBHyVkx3Yg9+RmgCPQvh2LvWZfEfiWdry+ncSxQBmWOFeylc4bj1rpvEniTSPB+jPPfTLbxrG3lRrwWIH3V963JG2Rs+M7RnrivB28N+Ivi14y+3axG1n4bsZ2SKMnDOAeQvrnHWgDzrTfDuu/E3xXK9tDP9keYyPPcMTsQkclj949K+mdG8HaD4U8NS6da26rb+UwmlbAeQHOctWqkWm+HdIZgI7a0to/mc4GAB1J/AV8/fFL4xvqksuj+HpGWy2tHPMf+WuRggD29fagDjr/AOKPiuPUbiPTtZvLezEjCGESlti54AJ5r2D4XeBdUu4rHxT4l1S9nuj+8gtpnJCKf7wPr1rgfgr8PLjXtaj16+iZNNtG3R70BE7+nPYetfQfirxTp3hDQp9QvZEHlJmOEEBpD0AAoAy/iP4xsfCfhe7aaWM3k0RW3gY8uTxnHoK8P0bxr8RRf6fpel64t2b6FZlMirIIUyQdxbJAGDmuP8U+JNR+I3i5bh0EbzssVvBuJWMHtXqLfDTUvA/hOc2rWbajqFs0N3eXF2IkgQjlEB6n39qALHiv4pRaP4f+zab4hl1DVVjaIzRtgGRmIdiMfdXHy8968n0LwvceL/Pvm1KITed++V2XfzzuGSM//WrC1nR7vQtSksL1UEyANlHDKQRkEEdQRTtBBOvWON2BOjHaMnAOTwevSgDoLvSYdFR7zw1rN9Ld2Yzdv5XkeXzgY+bJqSL4reOhD5aa9dsAOvUj8a2vGV9pq63qTKLyO6l2xtClssaSxkZ3EHo1cX4b1m60bVHltFiYSRvGyTAEFSCD14zigCbVPG/ijWoxHqGtXs0ZG3aZDg/gOtXLXw7qWmNb6wmsR2dpKp2ahHIfv7QWTA+bcM4PvWYdcmkihTz5I1txmEBFI3BcVHdatqrWgsb2eU2kkpuTHxgsx+Zh7nFAHYaZ8UPHNpaXD23iJZkiZYwtyFZiOgK7v1rKvfG3i3xFZXi3/iObyYl3NCZdvmZOMKB1rGt7u01HMOr3U0UcUTeQ0UQPzY4Dd8H1qvFo17cWwlt7O6kOcELAxH54oA3IdQ8apoJ1KPU9RTT4pFgDfaGGCegAzWePGficHP8Ab2o5H/Tw3+NEWleI4oIwLe7iiaUbPM+Ub+nQ1rWnws8Y6hEJrfSHkVhu4de/40ALd/ETxLKttetqN/HehQq3IuGw6qTxt6dTV+2+K/jJooLebxPKkcuQ8m0F4+eMnGf/AK1Ft8FvHV24jOl+Uo6GWUAClv8A4J+N7BVZtOjmUgkmKYMFA9fSgDJu/E13eXd0up63dX5Vt8E7SuFD+oGeK6rRPG3xE03UtPtIL+fUjfQebFA7q5I+p6YxXJN8OPFHlu8enCfbjKwyq7fkDWV/ZOvWM3m/YdQhkh/iETgpj3oA9on8Y/EG4v4Z7jw7fi3jcJOkUreWwU4fIBxn/AV3Fnq/h/wtYTeLTrOqXlnqTfdfMik/MQQO33SPpivm688eeKb1PLn1q72795VX2jdgDJx34rRs/it4tsrMWcd7C1sqhVieBWUDnoMd8nNAHoHi258U/FLUNItF0Oex0qeRntZmcgPH/ecdjj+ddxo/wetNNmt2bxHq7S2uGiUTYWMkc446GvPfCPx71K1+yWWuWsU1urFZLxEO9FPTCjj0r1K1+Kvhq/uYYrGaeS5llWMqYSCy/wB4D0oAq/Cq6Mt74ktZZJpri0vPKM8jlhIvOMZ6d+lekSOscbSOQFUEknsK86+GXiHUde1nxOt95SpbXKpFHHGF2D5uuO/FJ8bPEp0HwLLbwvtub8+Sh3bSoxkkflj8aAPA/ij46n8aeJ5HRmXT7UmO3j6cZ5Y+5P6YrhsZ4FDMWYsxySck19D/AAd+EsMdtD4j8QW6SySqHtLduVVSMhyPX2oA8r0b4VeMddt4bm00iRbeb7ssxCDHqc8/pWxffAnxraW6Sx2tvcsQC0cMo3A56c4zX1iqhVCqAFHAA7U6gD4R1jQtT0C8NpqtlLazjnbIOo9R69Kp29zNaXEdxbyvFNGdyOhwVPqDX3Hr/hrSfE2nvZarZxzxOBzjDD6HqK+UviR8N77wJqQYnz9NuGP2ecfntb0Iz+NAHsvwe+KUnimM6JrMif2nCgMUnedR1J9xXr9fBem6jdaTqMF9ZTNFcQuHRlOORX2f4G8WW3jLwvbapBkPjZMhH3ZB1oA6WkPQ0tB6UAeLeFLt9b8exPF4Sh32V9dLcayqBMAM4VRjGTggHOa9prx7w3c+LbT4kx6AsUNrpEUlxeTRKQZHRnfa7H3YjA9q9hoAKKKKACiiigAooooAiltoJxiWGN+/zKDWTN4Q8O3BQy6JYPsYsuYF4J69q26KAONvvhf4Vvb5LttPEUiKyqsTFUAIIPy9M89ayz8G/D8d+l1Z3F7aGPISOKQbFBOSMEV6GC3mEbTtABDZ60+gCrYWhsrRLcztNs4DMoBx6YAAq1RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBWvy66dctHE0riJisa9XODgD3NfMHi/wtovhvVvDMmnTaja/aWP2q9/ijk3YIx2ZT1HpX03q14dP0e9vQMm3geUDHXapP8ASvlj4heK9Y8SaFYXN7pKWdlcOZoJYCSkknRyfQ+1AG54mS4Hge9v7q/gs9QeV4J5YEcG9UcBJR0VyMEHvXCeGFstPm0jWl1ER3sepJG9txny+u4e3bn1r134eajp/wASPCeqeHtQsPsyxQIHkikHzFRw7E/MWz354rwPUrQabqtzapPHKIJWVZYmyrYPBBoA9r+L3hqKSwmhso2lutOY3hLJt2Wj5wqdiqtn86wfgx8OtO8Zf2peaukj2kK+RGq8fOwzuB9QMfnXTaZ4jj8caBoljo1yP+Elji+xXkdzA0iSW5A3M5GRgHBBznP1rrNUjuvhz4MsvDfhS2t7rVp1b55JEjLn+JtpILHkAY9qAOC+O2qLYWOi+FdORRplvFvDK2clSV2n6Y/WvFIpZIZVkidkkU5VlOCD7GvQNP8ADfiPxhb3Gi3KwQ32nXLTzyX0pWWNG+9kHnaCCfxpx0H4feHrZv7Z1241q8LbfJ0jARPfeww34UAYlp8QNaVVh1NotYtUUqsF+vmBQepB6g/jXq3wu8F6b4j1+PxfZ2N7pNnCSUh835ZJc/wHrsA4IPrXN+BIrnxTrJsPDPhrTLXT4htkvr2Azui8nLE/LuPYYr6asrSCws4rW2iSKKNcKiKFA/AcCgCxXnvxg8Saz4b8GPPo0Ehkmfy5LhRnyFx1+p9a7i/uJLfTri4gRZZYkZlQtgEjtntVC4sH1lrW4N4PsDwkT2exXjnDDufb2oA+TPB/gXXfHutKVEqwyPumvpQSo9Tnua+lHtNJ8A6C1/Io1DVbKy2m4cATyxqeM+gGQM1J4i1mw8D+CtRuNBsrc/2eNvkRLhUb/axzXzVZfEPV7rxlHqurXsklvMxjuYQSUMLcMoUnGMfyoA0fF/jPW/GtqNdQvDb2x8m5to5dyxBuAccHawyDXRv4Q0zxFottaWOq28lnOzDT7g5VLe5YhngI64PJHFZb6Hb+B/GlxpVy01z4d121aO2kiXf5itzGcDqytjoP50z4caJ4rg1+5srS0nk0tJ9l2VAGwqSA8Yfo4I4OPrQB5xf2c2n3EtlcZWaGRleMqRtIOM819O+AbG8ls/DGtSARW9tojo7yfd3FuASfbmqWtfD22s9BvfE+qzLqOu28Enz+WHjnXoodMfeC9SMcjNc/eeK5/DHwQ0WeK5na91BwFR8lAi53L83bFAHHTQXHxC+L0FjrF6jRzytEslswcLGpbAH5d/WvcPiPq6eFfDGk6VYSrCbm5htEjODuhBAYY9MYH4184eA7W91z4haYsU80cz3AeSaLgqo5Y8dBivcVg074q+KNQsnuhNYaPeJLGfnSYZBDqG7DcoxQBes/CWleB/E+ta7ZOIdPt9MEgtxnbFIRgnr1IUfnXivw5kiPinU/Ed4fMXToJLpVY8vIxwnX3Ndv4n1Xxb4T8P8AiOw121a5tr0LaWd913hQF5Gc/dBOT3NUfhr4RjbwVJql1GzJdymWTDqpEEOWxg9dzCgDiPiJp1rpOp2dpH5b3bWyz3kgbLea/wAxU/TNPs/DkPiLQLiaDUbdtQ05U/cRRnMkGCWYADJZSefauW1a/k1TVru+lPzTyl/oCeB+VbHgjXG0TxJAzzPFZ3X+j3ew4Jibg89sdc+1AGfd+HNZsI3lutMuoY1jEpd4iBsJADc9skfnT/DfhvUvFWsRabpkDSyuQWIHEa55Y+wrb8W3fiHR9Zk0G71Ge7tbZitusknmLJE2GQn1yNpx7CvSbSd/h54KsNIs9JA8Y6+CzRhMkIzEAZBG3jsDwRQAzT/N8Pahb+DPA0Hm6lDLG2ramoG5xn5lXP8ACK9v8OaDb+HtOa1hO5pZWmlb+87HJPtWF4C8A6b4T0i2b7Msmpsu+a5lQGQM3JAPYfia7SgBrMqKWYgKBkk9hXy38Y/iW/ifUX0TTXA0q2k+aRGz57DvxwV6Yrsvjn8RbvTW/wCEW0t2ikmjDXMykhgp6KOO/PIr54EUjMQFOQCT9KAI6keUllKjbtAwAenvTWRl+8pH1Fe5+BfgZZ6/4MTUtXuZ4Lu8USWxhYEIhHBZSOT+NAHn3gjwbq/xF1/y/OfyYgDPdS5YIo6D6+gr6wgj0rwX4YVHkS3sLOP5nOB/kk1V8K+FtJ8CeHRaWu1UiUvPcuoDSEdWY1zdkLz4kasbm9gQeD4H3WqE83rA4DMOoUEHjjtQBc0SyvPF+tv4g1yxkgsIPl02ymOQRjPnMvTcckDPQV2qkWwii2EhmKrsTCqO2cdB2ptwtxHAiWKQBg6grJkKEzzjHfGcVaoAyLq2udSunt50jGnA7XVtwd+OxHak1vX9J8KaWLnUZ1traNcJnvgcKPU+1UvEnjPQ/DFtdXd9ebpLZVElvGwZxu+6dvv618qeOPiDq/je/ZrybZZxufIt0yFUZ4yO596AOk8ffFm/8aM+nWqC10XzQQTw7AZ4Y5wQRzisrw74Et/GfiSGx0Ge5ltEw13dyw7EXJzhRzjjOM965XQLS+1HW7Oy06ETXMsgWONl3KSe5B4r7E8D+ELXwf4ctbFYoPtixgXFxGoBkbOeuMkc8ZoA0dPsbDwp4aitIMx2VhBjJ5O1RyT718z+INR1/wCMvjEQafasLK3bYh2fLAp6s7DtxXZ+O/FGtePvFMng7w5MLfTYATfXO9SpVT8zFgT8o9OuauaDptvJog0vwerNots2b/VGHlyXrZ/1SMMHaD1z2oA6bwP4E8OeEtLtZmlg1G/U7o7ggffPykJ+PHNec/Hu71OW5t7OYXptxicAwhYQMEdQSSwzjtXpkWjaPLrFrqFxq0sN2gjUw285FuCnIWPI56cgHJrD8S+Cte+JevQXN8g0rQ4H2GIyZluUzncMD5cjs35UAeITaXH4j8I/2zZyl9S05Vjv4CAAIuFjdB36YPvVew8AeIby3F3NYSWdljP2m6IiTB6HLYyK99OkeD/AFtbi1vNHsgUBuF1FfNuJV3BiODxwegXqBVbRtX8G6743g0/T531uOdJ7qdr8NIkPTCorYCgc8bT9aAPNn8HXF9cWrJ400i81BkES+XmUbVGFXhT0z3qFfgh4qDbr1Eh3SbVEamRm564UcD64r6XttJsfsUTaKsGnxSfNvtrdFYg+nHH5VrxqUjVS7OQMFmxk+/FAHzpofwHmvHePUX1CGOOTCMyxqpX1xuzzgdq7/wAO/Bjw5p63CanpkN2qy/6O8kzO3l84DcADqelen5FQyXMEMscUs0aSSZ2KzAFsdcDvQBz1p4C8H6YSYNB0+Mvyd6bs4/3s1Y/4SjwvYTixXVNPhl7QxuoP5Csi68ceBbjUI5bnUraSS2ZkS4ZWMSMRyN+NuePWqTeKvCGgeILW3h0Lyft2Ps9/a2amOYnn5WTk+tAGve3PhnUYxPLpbaltGFK2bTd+gOK6O0tLW1hVbW2jgTaAFRAuB2FeYat8XWg1t9NgSyslUfLcX4mVJDnGBhMjHfNWZNf8cppV2pjhmu2j8yzu7K1aW2lXg4BBLBsE4yoGaAPT6rSXFoX+zSzQlpBjy2YZYemK8qun8c33h0JLrdhptvqETBE1HdFdRMASQGQAHGMg46VzuoHW7HQbWeS+0G1aI7v7SeymLS5GRl3Q4J9c96AOy1bw94A16WWLS7yxstURwplspNjKQfusFIrh9ft/iZ8O4Zri21F9W0o5kdmUypGM55zz9e1TeHLKyutPWU3V9qWvXUoubmayVrcRxY43jb86n2Uk1v6PfeLRcGbTbeLUrC4YottcSko0YPzFMRqq/wC6efagDyyP4jWN5dRx6/4L0i4cvy0MJiYA+gB5J960NaT4X39gZjZavoVyigRQbATKC2d2Ccd8ZyOleka78N9O8eaS2qWGjnQdXRjGguYymQp4OFPA9DivJPiZo3iDTJIU1XT7pY40SEXTSmaOYoCNysclc8nbxQBHY6BphSZ/DfjKwG8jdbagghd8N8oywI/I1A+i+JLC6hvNQ0q+NtZZKT2Q3LknOQw4x9K4Kt3w/wCL9c8MTNJpd/JEGUqY2O5CD/snigD3P9nq4+1DxLcbpG8y4jbMhy3IPU1Q/aTuwI9Cs+clpJenHGB1/Gt/4FeIX8Q2WrSy6fY2s0Txq8lpF5fm8HlgOM/Sub/aStZnuNEugh8pElUtg9SVoA8Z8MaW2teJ9N01dmbi4RDv6Yzzn8K+5IIUt7eOGNQqIoVVA4AAr43+FJRfifoJkKhfPP3umdrY/WvsxiQpI6gUAeJfFz4vXWg38nh7w+Qt4oxcXJ58snsvvXkZ+Jnj2C6WN9fvPMBHyNt59O1Yfiq7mvvFWp3NwzmZ7ly24YOc+may7eZre4SZQjMhyA6hgfqD1oA+rPhl8VU8YSvpGpwLaazApyoPyy46ke/qK7Dxh4bg8WeGL3SJ8L5yfu3xko45BH4/pmvkDSfElxYeJNL1rbEr2csY8uBRHuVT0OOuRxX2xbzCe2jnAwJEDAHtkZoA+D9RsJ9L1K4sbpCk9vIY3U9iDivXP2ffFElj4lm0GeYi2vELxKx4Eg9PqKw/jjox0r4j3c4JMd8i3Ck+p4I/MGuT8F30OmeM9HvLhykMV0jOw7DNAH3DQelMR1kRXQhlYAgjuDTz0oA8S0LTvEdj8W0n1LWDI95cyubBPmdbdQ4RnIHyr93A969trxbwZb+INL+L+pXWr6ZqTwX3mQR3j/PEo3s6/N0C7QBj1r2jOOTQA1Wy7LtIxjk9DT6QHPIpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAyfE+P8AhFNYz0+xTZx/uGvkG68RW9x8PINBeW4ae3v3mhRgNqRlRxnvzX2Pq1p9v0e9s8kefbvFkdfmUjj86+KbXTbvTfF0Njc6d5lxFcBWtbhM7hnoQfagDvvgTp17J4judRtZwI4Ymjmg3EFwynbwOvNcPcTQ2uo6xZanookvppHWJt7I8EhPHAOCOehr0HRbub4afFW6sbeW3isryMMTdMY0VGG7jb3HIFa3g/wLZ+I/iDq3ii41ETaTp935iu4z55HzfMT2A70AdN8O/CUXwy8GXuv6uYU1SaEvh5dqhcZWPJ4ySK4DwZ41j8QfEK/ur+KxttSvyGsb24UOlq6rgAAkDkd/Wu38M+Lm+InxP1ezJM+hRWbRRQMMwuNwyzA9zziuR8R+E/hvoGt6lpd1Pr0N6kgmEkEAKQIcH5fVecZNAGf4nfxx4a8dSTpqtvqeq39uUkFvErhkHBUxkeg9KxtJk0vxhfQ6LN4V8rWbiUILmwkMIT1LRkFeO/St3x5qNqbLTLvTtUU+INOmFqs9u4L3UZAKyEjoexHrXsnw38G3GhWLanrUsV3rN2AzXHlgOqkZ2lupoA2fBPg6x8EaAmmWZLsTvmmYYaRvU1q65qP9j6DqGpBA5tbd5ghON21ScZ/CtCs+/wBKh1GT/SXkeHy2RoN3yNkjkjuRjj6mgDyH4Yap421me1vZHQaRdXk81zGYAuARn73cFj0HvXsWo3i6XpdxeGIukEZfy0wCQB0GeK878XfFPQ/DFvdaNp9yV1S0aNAvk7lOCu4fXGfxrR8U/ETwjbaVc6bq2omOWeAq8KxsXGR+VAHCab4k8JaprN9eaVqdzp8NyN+p2OoJutpyeMF8naT0BFeb/EXwJJ4c1eC601VuNK1M77Q258wAnqgI64JwPWujsvh7rNxdR3ejeHrj+xr60EbpJMo3k9H5/A4r1v4b/Dy88I6fPbatqC6gjSBoIiuUi2nIK55BoAw/AngiXV/CGhHxTG0Z0l/Otl27coeQsm4dj+XrVT4zePV8OLaaXoF4IL8SiW5SJduUI3DJHqTnj1rrPGuq+KrG9s4LLRPtmmSzFLiS3c7xERggrnrgk/gK8V+OOkLpWtaIhn82YackbkrgtsJAJ9Tj+VAHGXXibxJ4lCabJc3N2JJ2ljgTLtubqAeTj2r1rxikd78BII5tMbT7nSriOH7PK/zIehJ4HXPSsH9n/wAPpqHiy51mb/VabFlcrkb2759h/Op/jZqUrPC9vfGODVQJp7EgZzGSqsSOfzoA7D4E+ETpnha7125tWhv7wMkEkg5EQHBA9Cf5Vi/Bh7pLrxxqqhkdUYq6j5d4Lnp09K9Nt9STSfhBa3jsqCPTEwzdASgAz+dZPwS0ttP+H8UzREtfXEszuwxlc4U+pBx+tAHL+OfGp1S28Hada309xBqilL0xR7Gk3YjPHUENuOOnFanxY+y+Dfg/BodmrbZNltGx67RyST61o+L9DsdR8e6RPbkQXNhaySxsNvlmVn2qCPXcWP4VxXxyZta01Jba/ed9GlEF9br91WYcSEdueKAPBKKK9S8N/DfQLqXRrLXtaubXUdYi862jhjG1RnChs85PagDV8NL/AMJbbaBr+rX0LWWgZS5tmkXKrGoKNtPJLnav4CvVvBvhe7vdbuPGXiS3C6rcHFnAWyLWDHyr6bvWrXgn4Z6P4Q0iazaOO9lll3vPLGNzAMCin6EA/Wu36UALXnPxc8eS+DfDmzT5Y11O5O2LLAsg7ttPWuy1rX7HQbdZb2Tbv3bB/eKjJr408Y+J7vxd4kudUu9oLnaiqMBVHQUAXNI8Z/2ffPqF3Yx6hfSNmSW5w4PzBgcEdRzyD6V2tx8WrS+1qO5i8NWd5PK6hlnjjA2jHAyCQevO7HNeSQ3DQ5wkbZ/voG7Y7/WpdO0+81W+isrC3knuZThI4xkk0Aey2niHUPiN8QLfQ0torWzbMk8U9vBN5SgAkK2zOM4HWvoqGOO3t0iQKkcagAAYAArivhx4DtvCfh+0+1Wdt/a20mWdE+bntk81b1vU7nW9SufDOkYDJGDeXLAFYgx+5g/xEUAZmpxXnj/W20+GR4fDNq2LmVCQL5ujRZBBAHqK7m1s4LKCGGCMJHDGI0UHooxgfpUel6bb6PplvYWiBIYV2qAAP5VdoAh89EaKOZ40lkztTfyxHXHrxXB/E34mQeA7NII7d5tRuUJhBHyL2yT/AEq78QPFp8MQWf2LTotR1eZyltBvAdMqctjrjjmvmzxhoni/UtWm1fV4Gna5JdZEcbMDqqg88DtigDm9b13UfEOqTajqVwZbiY5Y4wPoAOBWaFLMABkk4FTT2txalRcQSwlhuUSIVyPUZr2H4M/C6TWbi38TaqAthDJughZc+cR3IP8ADQB33wf+GCeFrOPXNQZZdRuoQVjKDECnng+pHWp/iV4n1m71GHwV4Wi36hfRnz7lXGII+jA+nB6/THWur8aeJx4Z0lBBay3F9eMbezhiGd0pHAPOQK5XTfAl/wCGPCOo3EF4ZNdv4t15eOdzx+qx++OBk9QKAOMGhpbn/hWnhObffTYl1nVA33QOGTj8OM16peaXp+k+Dx4b024Niu0W5ktow7RFhksw/hyM8n1rkdL1fwl8M9Mms7af7T4juU86VJm3zSSMcbHZQeQc8D0NIb9PFGhPd+J5JPDGZFa7iVxEt6vGAc5YgDAoAteE18AeFZVstLljvNQA+e4eZXJbocMTgfRRXH+O/iF8QL3XJtI0LSNQ063jcw5jtyzSHPDB8YAIx0/Out0XWfBBvvs3gzwumpSdZJbeAIkePV2Fb/jPxFqnh7QjqNzBpSwMwSS3nlYMynrtYdT+FAHzxYfCzxPr9s9/9q00NhnlWe9XegB5LgZ2/jXqPw9+G9z4Dvru/vtQs5rybTpGSKJdxjHGCCfvZPHaucsvjRcfZ5rbTfCdg8s5JljVMR+X0Ge5z6k961Ph3rd/rOs+L7vUUME6JEqWoctHCpfDKo5A7UAe4aRbtaaPaQM+9kiUFsYycenar1Mi4hQf7Ip9AHO6h4OsNQvZL03epwXT8iSG9kUIexC52/pXF+J/B3iK2uNP1s+Kby6GlNuhUaeksoyMNnaV3AjrXq1FAHi0vhzRZvF2oXsWmJqsF+VMdgk22Iuo+dmjA+RuuN3BOeRWdP4Yt9d1JLfTdAubK3jk2sq6f5Wzb15dmVj7YH1r3dYo1YsqKGPUgc0+gDzm08KeKlCWf9pWcNhBB5cZ8j55QQcZAOEK+qnmrGh+B9esdPIuvFt8Lpl2hIgjQpzzhWXnIrvq5bx/4xTwP4Yk1ZrY3D7xHGmcDcemfagCO28CW0Wm/wBmT391Pp7xlJrd9pWRj1IyMpx2UgVizeBvhjbGOC4GnqbUnMct9z9HBbnHvXgeq/Erxp4t1VoINQuoxdSBYrO1Yqo54AxXoWi/s8XF3G1x4g1uVJpAG2QDLAnk7i2c0Aeo23jjwJYxRw22t6XEkSiNFRgAqjsParVv4+8ITSpBB4g0/exwqiUDmvI9T8KfCLwRcPZ6zc3V9eog3xBmLA+uFwBWYw+CeqFIkTUtN6kTMGCn2zk0AfRVpqdhfkizvra4K9fJlV8fkakvLO3v7WS2uoUmgkUq6OMggjBrw3TfgnpV9ZjUPCnjO6LZIEyEFR7fLgg1katd/FH4W3EN5eag+qaUgEeXcvER6MDyp96AOh8afACyv3nvvDU4s5iMrZuP3ZPseq9/WvAta0DU/D1/JZapZy28yMV+dThsd1PQj6V9D+EPj9pesXUNlrdp/Z88jbROjZiz2znkV6pqGj6XrcA+2WlvcqyEI7oGIBHUGgDxr9mwJ/ZmukE7vOjyMcdDWx+0Do7X/g+3vldwLOUsyqucgjuc8Cus8DfD6y8BvqS2F1NNDeOrhZQMpjPGR161s+K9GTX/AAvqOlv/AMt4So+vUfrQB8S6XeHTtWs71c5t5kl46/KQa+6dOvItQ022vIHDxTxLIrA9QRmvg+eF7a4kglXbJGxRl9CDg19B/AXx8k1qPCl/IfOjy9pI7jBXj5B79TQBxPxo8FXWjeNZdRihVbDUn3xyZwqv/ECegrzTeIkaPy4y4fPmZJIx2HOMV9va3otjr1o2kajYm5tJkYtI5zsPbBPINeF63+z59mvCbDxHax2xJIW7wrKM9M55oA8i0bT7nX9dsNNhIM1zMsanb0yepxX3HBbLFZRW74cIgQ5HBwK848AfC7RfANxNf3WoRXeohVUySEKsIJ7Dtk9zXo73UcNnLczMqRRKzOQ2QAucn8hQB84/tGX0E3irTbSNsy29r+8HpuYkfpXjlr/x9w/9dF/nW/4+15fEnjfVNUjcvDLMRESf4Bwv6CqfhOwXVPFulWLsAk1yikkZ4zQB9t6Z/wAgmy/64J/6CKtHkGmxosUaxoAqKAqgdgKcw3KR0yMUAeN+E9MuYPitdRaFreoz6LbvJJfJJ/x7iRicRJ24LHP0r2CcK0TI8ZkRxtZcdQeufaqWh6JZ6BpiWNlHtQEs7H70jnlmY9yTXnvjXxn4w8H+IyLbSbfUNLuMyRks5dFVRuzjhe+KAPSEWNGSGIvbxwkKq4AV+Ogzz+VXK8n8E+P/ABf4lUN/wjMP2LzjELiW4KlCOoYHkn6V6Va6paXNw9olzC93CP30UbZKHjOfzoAvUVHI5TaflC5+Yk4wKaUBulfzWyEI8vdwcnrj8KAH5fzBwNmOuec0+ikPHNAC0xy4A2AE5GcnHHenAgjIORS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBS1a4mtdGvbi2AM8UDvHkZG4KSP1r5r+Kdte6L420LxFqsMH2i4himuY4FO3evDDJ69K+jvETmPwzqrh2QrZykMvUYQ8j3r5c17x1d+M/ActvrCxtcadLCttKuN7kghiwzznA6CgDW+IF3ZfE/wAQ+HpvDitNd3EPlz2qrhogG/iPQcV6H4h8S2fhU2Pw903T2ubm9szBlXG5XYbV3ev+AqPwJosHgf4VSeJhpivq7WZlbAwzL1Ue1eY/Ck3Pij4uwarfuZWiL3crux+XAOPyOOKAPX/Cuj2fwq0vQ9LkgW41TWLsQzzL0BIJOD6DA4rhvirqGpaN4/m12IwXUFvF9ke1mwPkdcjjqy5J59RUPjX4hp4y8TxWGnuI7LTbxJoLyHPnHAIYov8AFz2rnfHUM/j/AOLZs9K2SCdYkjkA427ASWPtzQBL8GPA3/CV+Jm1W8jxp1i4kIxw8mchR9OtfVYAAwOgrG8K+HLTwr4etNKs0ULCgDuBgyNjlj7mtk8DNAC1l6nqq2U0Nv5c3mTsESQRFlBOcZI+lcR4o+K+m6Lpt5d2skk93buYXsHXYyHdjcSfzHrXGfD34iz+KtU8jXfEsttcCbfDamJVilUEYXdkfMSelAHJfDqTRJviDrLeKIHv5MO0fyFwWVuSR9MflXuN6uj+MoNa06PSYjcWDCGOaRBneQCGHcYzXhcdhqHhb45/YtIWaWVrnau4AFlcZbnkYGTz6CvqK0020s57i5gt0jnuSGndersBjJoAz/Culapo2jJZarqY1CWM4SXywhC9gfWuA+JfxPfTzHoXhqaOTU7pzD5iMN0DgjqD65616hqDXiWhaxiSWcEfI7YDDPIz615pe+GNPT4qTx3+nxMmu2pkhueA9vKi4YA9DkH9KAOfF949vLjQ7eXxKyQ3xMUzwRqr20yjOHz1Gf0xWtHb69f28OneM9Jsr+wdmsXvZAEmVgWCOO+1sLz6tXReKPAtlc+F7mOa4uHaLE5mj+WUmNcKBjpxkfTHpTdU0OPVLzTrGWS5+xahpZtvPRjkOhV0Y88HqaAOW0CS18L+GZrPwtpVwzalcyxyLcSASRLHhXb/AGgOa858Z2llrnhrU/ElpDORb6ktrFPIflaELgBfx/nXqGm/2fB4i8RQaXZeamj2rwJvlyWdgWk9xuJ6j0rmTpNu3wT2YkgjudRge4t2VsWwL85zyfrQBS+I/iic+FvC/hC3gz9osbeV3J65AAA/I17WETRoNE0qCYwtII4/J3cLHGuWx+O0H1zXmGieFtM8W/FqTUbS5jn0nRPKgjj3ZDFF4x6qGxW58VvE08F3ZaNbW8m6W7gRpRGchdwdsN6cLmgBtraR2+s3L3cbSyx31zqNwrzAuiRkiNR7EsTj1rzHwdqsXiTx5r+m6jBJs1+OSMgvnY4yyk+vIrs/H3i/Tx4a8T3+nR4u7q5XSjKr5VkUZLD65IrwTStQn0nVrXULdzHLbyrIrD2NAGlovh2fUPGdvogTzD9p2SdgFB+Yn04FeseCPCa+Mvijf68kjLo2kXKpbgtnds4VR7cZq74c8M/bviZq1/pSJHDdaT50RJyGaZcE+3JJr2Tw54esfC+iW+l2ESpHEoDMBgyN3Y+5oA16qalqFvpenXF9cyKkUKF2LHA4HSrdeQ/E3UIPG2lX/hnSmZr6x1GCOdVbJ8tuGbA6gFgD7igCp418ZPq3gGe+vtOhghudP8y1kLbiHdsBQexKjNfNbKy43KRkZGR1Fd58T9P1rSNa/s+6t7qDSbYLBZb8iORUGAw7EmuEeWSTbvdm2jaMnoPSgC3ElgLHLNPJePkKiDCoe2fXPt6V718EfhottHaeL76ZvOdW+zwqSNnOCW/DIxXM/Bf4aPr2ox+INVhI023bMKsMedIOn4D+lfTaIkaBURVUdAowKAEkBaJ1VtrEEA+hrH8NeH4/DummDznuLiRjJPPIcl2Pf6Vt0UAITgE4zjtXm/xG+Kth4R094LGeKbWvkZbZhkBSedxHTgGpvih8RLHwbpbWuTLqVwh8qBcjj1J7Cvma/tPts1tPK8r3WoOXO4lmjJY/KF5LA8c0ASP4z1vVPFltrF9qEz3Ky8OsmwopPKqf4RjivRF8dxLJpr3ulJqtxaFiv2e58zaGPPmf3s5H5V57Y+FcS3MGpuLWbBSEShly45Yjjnbgg+5FNh8O3d3r9nYaLcxu16yoghmJZeOd44K456igD2ZLOL4o+OLW6h0+NdF04eTOZ4jmU/e2kdsZ4Ne1RRW2nWSQxLFBBEoVF4VVA6CsXwX4Wi8IeGrfS0kM0q/PNMesjnqa8O+J/wARPE134i1DRtNSWKztk2zwiEsVx/ESRxQAmveNLbRfEuoalDctr+sq7iFgrG2sPQp6kDr+Navhy28T/ETwu9xq+q372UbfZ7RrZShmdjzI/cqmSK4v4aaF4l8Utc6TbHyNGu28y9uGhHzgHkBvXnoK+kJdKfw/4ZTTPDcEabV8mCOSTaqbictnuRkmgD5z8UC48P67F4c8I3T310jiWe6jQPK1wQA2G6gZHT1rptC+DupXph1vxxrRtxHJ5j2877mKrzyScCvStB0bRvANnHALE3OqzSkF4l82eUMxO88ZC/yqXVrXXrw302q6TYXdmqxi1tXnwuT94sSM56UAM0fxV4cRn0rwhbQyhPmYwRER9euR1+tYPxG03whf61p934u1V4BEq/6PG58t8BiR9c4967e0+1aZB5NvolpawQ2/G1wBuwTtGB0zxmvnPxHeeJZNX1Uy+FCLi+LqjSRtIY48YOwdO4w1AG/rtjpfhYy6jpusabFaX0MSwwy2ZcOiYbHH8WcA1W+ETHUPFfiFbaVHWe1WTEcZjTPmKfunpjmvPpvD/iLUY7u7voJohbReaftC+XuGQuFGACeRwK6/4H/aIfFOpkREp/Z8quM4YHGRx36UAfVUYxGo9hTqhs2D2UDDoY1P6VNQAUUUUAFFFFABXL+P/CEfjbwtNpLTmCQsJIpOoDjpn2rqKKAPizXfCHibwFrEclxbzQvFJugu4QSrEHqCK9a8JftDWzRQ2viazeOUYU3cHKn3K/4V7pPbwXMZjnhjlQ9VdQw/WuK1H4QeCdSlklk0dIpHGCYWKYPqB0zQB554q0b4a/EC/fVbTxVFY6lcOFbzG4Yjj7p6VUT4B2txAqx+MLeSJCcAAEA9+9dDefs5eH5Xka11S9gBHyKwD7T9eM1mJ+zrcxrhPFUqjrhYiP60Adb4Q0/wl8KtOuLSfxLC005V5jLKMZA7KOnWsH4g/Gvw7J4cuNP0bGo3F2jRksuEiBH3uep9PpWcP2bt84efxI7gkbz5HJH1JrptI+APhLTyzXhub9j08xtqgfQUAfNOj6DqniC/is9Ns5Z5pSQoVePxPQV9peFNKuNF8L6dp11cyXE8EKq8knXOOn4dKs6RoWl6DZra6XYw2sK5wqL69eetXmkRGVWYAscKCetAD6KKieVY5IkbOZGKrgZ7E/h0oA+ffjF8KNQm1qTX/D9m08U6mS7iQjKMO4HoR/I14dDLcafeJLE0kFxCwZWGVZSK+9yARgjIrgPGnwj8PeMBJc+V9i1FgMXMI649V6GgDjvA3x8sbqCOy8UJ9mnVcfa0GUf6jsa9GvLHRvEsaXkWsgwOQyGGVdpwc/0FfKfjfwNqngbVhZ3+2SJxuhnj+7IP6H2rnUuriJdkc8qL6K5AoA+y9RXRdHs5NS1LWv8ARolXzzI6t5gU8BvWvFPiX8YxrFrdaD4dj8nTpGIluRw0wODx6c5rx+S6uJV2yTyuvozkioaACvY/gF4QbVPEcmv3MO60sRiInoZT/gK858LeFdT8W6zDp+m27vuYCSQD5Y17sTX2P4V8N2fhTw/baTZKAkYy7AffY9WoA26KKKACsHXvEFno9zbW97ZXUsV1mPzYoTIqk9FbHrW9Xivxd+IHirw/qsGm6LBHDGxytwuJHc4HG3+Hr+NAHb6Nq3h2JtSe2uJ4o5Jmkk85fLWNlHIXPStmDUdCtpojFc2qzXmCrgjdLkZGSOvFeI6X8S9Y8QxyQ6l4OXVBHYFmwmC7Kfmb6Hpgc1p6F8QLO41iPTrTwtcabaM2+4llTcYiq8qgA47Y+tAHrN54fMkNtFaXtxbpHcebKBIT5ikksv6/pUUmhPN4m/tRy4MWPJZZSBgrtYMO/qPesTS/Hun6yz2DajFYXcm+K3O7dg8bd2QMSY52/Wrnha/14G8tNRurHVBbfKlxbyKrs2SMMueDigDobEX8FtIl6y3EiZ2SINu8dhjse1RWOt2uoy3FvHHMstuwjlR4yME+h6Ee4rQVmLHhduB0POaVd53bwBzxg9qAKNyttO9oReSQ+XN8ixvtEhH8JHce1SRXouohPZPFPDv2Eg4xhsN+VWfJi+X92vyncOOh9aa9rC0EkPlgRyAhwvGc9elAEisrKGUgg9CD1p1cknhO5tNVS8j8Q3qQRjyoLQbVjRecL/tdua3oLW9j1DzZL7zLfyFTyfLA+cE5fPuMDHtQBfooooAKKKKACiiigAooooAKKKKACiiigAooooAwvGUF5deDtWgsDILmS2dUEce9mJGMAe/Svk2P4beOIpVlTw5qAdWDA+V0Ir7D1S+/szSru/8ALMgtoWlKA4LBRkjP0FePn9pHRR/zBL3/AL+LQB5zd6X8Xb+DyLmDXXiwV2cgYIxjis/SfB/xJ0KSWTS9J1W0eVNjtFHgsvpXq3/DSOif9AS9/wC/i0f8NI6J/wBAS9/7+LQB5Pp/gv4i6TMZrDRdSglJ3b0i+bP1/GrVh4c+KOl3U1zYaXqltPPjzHihClsfQV6d/wANI6J/0BL3/v4tH/DSOif9AS9/7+LQBwXlfGj0178qDF8aDwRr35V3v/DSOif9AS9/7+LR/wANI6J/0BL3/v4tAHj1x8O/Hl3PJPcaDqcsshy7uhJY+9Rj4Z+NlYEeHNQBHIIjNey/8NI6J/0BL3/v4tH/AA0jon/QEvf+/i0AeZxaD8VYb/7dHYawLvaE87ZlgAMAA9uOKv8AlfGj0178q73/AIaR0T/oCXv/AH8Wj/hpHRP+gJe/9/FoA4LyvjR6a9+VNa2+MjsjPHrjMhypKZKn244rv/8AhpHRP+gJe/8AfxaP+GkdE/6Al7/38WgDgWg+MzMpK69lTkcGo47L4xRIirFruEyVyCSPxPNehf8ADSOif9AS9/7+LR/w0jon/QEvf+/i0AebWuifFixvLq8tbPWori6bdPIi4Mh9TT7vSvi7f2k1rd2+uTQTDEkbg4Yelejf8NI6J/0BL3/v4tH/AA0jon/QEvf+/i0AeZaT4e+KmhW7W+l6frFpEzFisSYyauGy+MRk8xodcZ+eWXJHTpnp0Feg/wDDSOif9AS9/wC/i0f8NI6J/wBAS9/7+LQB5lqfgz4jX2l28FxY6lcxO7TPb+SQI3JPJ4wSevHrWUfhx44aFYT4cv8AYpJA8nufevYv+GkdE/6Al7/38Wj/AIaR0T/oCXv/AH8WgDzaw0T4saXGI7Gy1m3UIsYCJj5R0H0FXPK+NHpr35V3v/DSOif9AS9/7+LR/wANI6J/0BL3/v4tAHBGL40Htr35Vl6f4X+KGlX097Y6drMN1PxLMqnc/fknrXqP/DSOif8AQEvf+/i0f8NI6J/0BL3/AL+LQB5dq/hf4oa/5f8Aa2nazeCP7glBIH4dKyv+FY+Nf+hbv/8Av0a9m/4aR0T/AKAl7/38Wj/hpHRP+gJe/wDfxaAPO7PTvi/p9nFaWkGtw28S7Y40XAUegqfyvjR6a9+Vd7/w0jon/QEvf+/i0f8ADSOif9AS9/7+LQBwXlfGj0178qQw/GdlIK69gjB4rvv+GkdE/wCgJe/9/Fo/4aR0T/oCXv8A38WgDyfU/BfxH1mdJ9S0jVrqVBtV5VLED0qOPwH8QIdQjvotB1FLqMqySCHBUjof0r1z/hpHRP8AoCXv/fxaP+GkdE/6Al7/AN/FoA8wl8M/FCa8t7uTTdXa4t3d4pCnKMxyxH1qOz8KfEzT9Um1Oz0rVYb2bPmTJHhmycmvU/8AhpHRP+gJe/8AfxaP+GkdE/6Al7/38WgDgvK+NHpr35Vmp4Z+KMcl7IunauHvhi6bZzKPRjXp/wDw0jon/QEvf+/i0f8ADSOif9AS9/7+LQB5xp2kfFvSLJLLT7TWra2jztjjTAGasmH4zspUrr2CMHg133/DSOif9AS9/wC/i0f8NI6J/wBAS9/7+LQB559g+L5nSc2+tGZF2LIY8sF9AcZxU3lfGj0178q73/hpHRP+gJe/9/Fo/wCGkdE/6Al7/wB/FoA87bTvjA90LlotfMoUpnJxj0x0ptnpPxbsBi1tdah4Iyic4znH0z2r0b/hpHRP+gJe/wDfxaP+GkdE/wCgJe/9/FoA88m0/wCMFxIjzQa5IUOV3LnB9f1rOHhL4ljVzqy6XqyagetwiFWP5V6p/wANI6J/0BL3/v4tH/DSOif9AS9/7+LQBc8B+LvHtmsen+KvDGpXEWQq3kcPzr/vDuPcV68p3KDgjIzzXiv/AA0jon/QEvf+/i0f8NI6J/0BL3/v4tAHtlFch4N+I+geNbcGxuBDdj79pMQJB9P734V19ABRRRQAUUUUAFFFFABRRRQAUVnrrFm19e2ay5uLONZZkxyFbOD7/dNcpZfFTRb/AFzRtNjguk/teAy28rqByGZdpHb7p5oA7umNGjspZFJU5UkdPpXn1z8RxeaX4mhsQltqukT+SqyfOGXzAgfHGRyeK5q+8U+JbWfW7i/8Qp5GjNHEIobURCeSRfl3NkkAE/pQB7O7rGhd2CqoySTgCsu78S6JY6Z/aVzqtolkX2CfzQULemR3rxvSNfufGGnWXhq91CS6uLBZpb4R3OEvSp+SMyH+E5/Sq9zc2ttcrpdx4ctNKtRewyvMlybm3tpdjFcx7dp4ByB3xQB7tpup2WsWKXun3CXFtJnZIhyGxxxVysTwnJFN4Zs5ILlLmNgxWWO38hW+Y9E/hFbdAHlXxQ+Et1461O31Gy1OO3ljj8toplJUj1BHf8K8R1X4P+NtLuzD/Y0t2uTtltsOrD145H419h0UAfFv/CsfGv8A0Ld//wB+jXe+Hf2eNXvY7e41q/isY25kgQb5FHp6frX0rRQBz/hLwfpPgzSVsNLh2g4MsrcvK3qxroKKKACiiigAr5p+NHiLxA3iu/0iLzJNPhMckbJEwMTBQThlxnr3z1r6Wri9e+Jvg/w9q82marfeVdxY3p5DNjIyOQPSgD5psfiH4y069e8t7mQTNCIVJi+VFHov3c++KZrPjzxXrYVriWSKcNuM9sjROwxjBKkAjv0r6H/4XN8Pf+gkP/AZ/wDCj/hc3w9/6CQ/8Bn/AMKAPlWSbVZGLSS3jMZPNJZmJ3/3vr71etdb1+xbdaz3UJJDN5e5d5HdsfePPU19Of8AC5vh7/0Eh/4DP/hR/wALm+Hv/QSH/gM/+FAHgej/ABP8caJO0lveSyo2N0U8RdTgYz6j8DW1/wAL08fb93l2mMY2/ZWx9etexf8AC5vh7/0Eh/4DP/hR/wALm+Hv/QSH/gM/+FAHjkfxy8fpnK2z5/vWp4/I0P8AHLx80iMFtlCkkqtqcNx35r2P/hc3w9/6CQ/8Bn/wo/4XN8Pf+gkP/AZ/8KAPH1+OnjsRFWgtHbduDtatwPTrSr8dvHgYEwWZAPI+ytz+tev/APC5vh7/ANBIf+Az/wCFH/C5vh7/ANBIf+Az/wCFAHR+DNau9d0NLu+ktGnbBYWm7YuRnGT1NdHXM+GPHHh7xXNLDolw0xiAZ/3LIAD06iumoAKKKKACiiigAooooAKKKKACiiigAooooAxfFziPwfq7MjOPskg2qcZJUj8q+HG++eMc19u+OGZPA2tmONpG+ySAIvU5GK+JmtbgNgwSg5xgoevpQBDRUyW08hISCViBkhUJwKVbO6cgLbTMSMjCE8etACi2zZNdCWP5XCGPPzcjrj0pkYiKOHLBsZUjkfSpXs7hYwfss67c7yUOKRrW8hhbfbzJGcbi0ZA9qAH3NxbTRwrFaCExxBSVYne3djn+VVlRnJ2joMn6VPDDdR7bhbaRlHRjGStSQTXdtujMTtG5DSRsnDemaAKNS5i8zO1tmOmec4/xp0kUkjySLbuqZzgKcKD2qSFZUicLaF2JADlCSvbH45oAjmtnhxkHoC2R90nt+lQVI6yglXVwT1BBpm1v7p/KgCZhHIpaNRHtGSpbOfpUFP8ALcFTsbnpx1pxSaaU/IzSHqAOaAIqs2csNvOJZoBOE5ETEhW+uOaZFHJuDrCzheSNpI/Gnsl3eMH8uSXaAgIQnAA4HHtQBCcuzFVwOTgdhT7l43nLRKFTA4UEDp70qJOUKRwuSSclVOfpUtvLHbx3Ec9l5sjrtVmJUxn1AoAhtmjWdPNRXQnBDEgfXitS8tLAQ28MF1E0oOC0YzvBY8nOMYH86yvs8+zzPJk2f3tpx+dDQTIoLxOoPAJUigCaa0a2lbzFZogxUNwN3JGR+Iq1HqVlFpC2o0qF7rzCzXMhJJU9AB0qjtlDKksTthflU5GAeePzzTjJOVKqhVH/AIVXg0AVwCTgd6kaIgFQGLpnf3AFWI7lEsJraSySSRiNkxyGj55+tVAHHQMM0APeRWWMCNVKLgkfxHJOT/L8K0UvtMk1Q3N1pY+zFQPs8EpQZ24znk9eapWdxNY3UdxEimRDld6bhn6GrCX8f2e4jn0+GWSXO2XBVkJOcjH8qAKQ8suxIYLztA/So6n81hbeSsQGTlmxyfSodrf3T+VADtmIw+4cnGM808wmNk89HRXXcvGMjsRntmotrf3T+VSSPLLt8xnbau1c84HpQABGTY7xEowO3OQG7fzolMZKmJSvyjcCe/elVz8okRpEUYCkkAUxgSxKoQOw9KAGjgirmpXVrdXO+0s1tYsLhAxbkKATk+pBP41WYu+3K9BjgUza390/lQBLBJHE6u8QkKsGCsflIHUH61ITFczXMpiMYILJHEPlU56c9qrbW/un8qs2sy25lL2yzF4yi7s/KT396AIjIDbiLy0yGzvxyfb6VLY+QJybiEyxhGJCkjBx14qttb+6fyqSJ5YZFkjLK6nIIFAG54eu7BvEKteaCNQt5RtFpEzKQRjlcc9v1Na+sa74LfXIp7DwxJHaQZBgM5xMc87/AMM4xXGpNPHP5yO6S5zvXg5NWrrUXubS1gS1hhEEZjLxphpcnJLHuaAGXV3bzXomisYoYg5byVJII3E4J69OPwrpbe70DXL5LW18LtDdSvH5a287EHH3gQc8Hk1ycck0SuqEgOu1hjqK1PC+uSeGfEFtq8dsJ5LfJRGJAzj2oA9ButL8C2ei6pLPHA99aXAZI7Vnb5CwAU7vriuPvtQ0e+iAtPDsccwtnLG1lZlUnozA5wVAPtzWpN8R47m6e5uPCmkySPIZGOxhuz2b1FVNY8evqNhLbWWhWOlPKNkktkpVmToUP+yaAMdbvSo5rFpNKdIBzLl8mUbQpIJ/2gxFXLWTSI4BaSaFNc+bcrNHKXKzeQBllAHByOc+1U9YtbBrGyvtNlby2QRy20jEvE464z1B68dM1Y/4Sh5Z7Ga706K4a0haBQWZQVIOOnTGTigDQbWfC66nMLTw7btatGAguZXypA5PBzmsT7Pp8mmXt1GlwJI2wiiLcgDHjLdsdvWp08QQxaVHZpotssscjOt0CfMwf4Se4rOkvmkZv3O1HYNJGrEK+OxFAGu2r2tmlnPpdoLK9jSPfeQyFtrjJ3AdmPGfpXtnw/8AjfDdpZ6V4oR7e5YbVv24SQ9t3oa8IbVNOa7ab+wYghIIiEzhRiqmqX39o3zzparbRsciGMkqv0z7YoA+7VdXUMpDKRkEHginV8m+BvjFrXhICzuI2vtNLDEUjktEvfaf8a+l/DfirSPFenLeaVdpMuAXT+KM+jDsaANuiiigAooooAzr/UTps0clwFFm5CNJ3jY9CfY1o1na5HZy6FfLfgG18ljLk44Az/SuF+Enj+38U6bNpss5N9ZuQgkbLyQ5+Vj6n1oAo/E6PWdG8RWeo6DA7yaxCdMuPLBypJyrZHTHPJrAuPC2oGSXWo7KG3stG1OFbZpcic20OFKoWIGDlm5610PxU8U3lloviGCyu5LWezW0MToQG3O7Z2/gtc1e6m+v6da2ltdJrs40+xVkkZjGbgykMWx0+Uc+1AF+58Kx619gvIdQtbK8vtVncL5wJu7Yy79mVyCR1xU+s6Lpdl4hv9U1y/J0e61REezNuCskirhQzH+Gsvw98PvFH/CR2Wui2FpbabeFo9Llyq/N99oz0C5Y4z6V11/4C1fxOkNpq7W1nYw3MtziBy7yOxyrHPHHpQBz+qt4NeSKGXRrZlvbuMtBHe7vJ4ILBU5U46is7+1pvsU0HhfWbXTdNtYTdRW62673y7Lgs/Viqk13ek/CnTbLUF1K5mSS/W4EwkghWIAAEbQB65ya0L7wh4R0jTbm+vtOgmSCACRp+SwTJH48n86AMXW/iPbeCbPw9p+oXTXt5d7GlmWNU/dn+Jh2PI/I16UjrIiupyrAEH2r4c8VeIZvFHiG51SZBGJCFjiB4jRRhVH4Cvpf4NeMl17wP5V3IputMXypPmyzIBwxH5j8KAO81XWbPR1je8uIolkO1FZgGdvRc9aoWnjLR7rUG05rgQ6gHKLaycO/oV7EH1rjP+FqfDzxNd/Y9WUIIGJR72H5Qehwe1dFpVz4Cv72zvtNn0x7qAGO3kVgHUegzz3oA37DW7a9LRvm2uVYg285UOOcZwD0ORirNtqFleySx211DM8LbZVjcMUPoQOlYsnhCwnvYLrzXKxXn2xFGDlsEEE9SMkHHqBVBfCF7p0+r3WnX5V7rJhRFCsv3mwW7ku3ftQB2dFedjxB4i0KTS9O1IxTXNzcJGgYFpJIzncxK8Ar0NeiUAFFFFABXxr8V7qW7+JesyStGSJdg2dgBgA8DkDrX11q+taboNi17ql5Fa268F5GwM+lfFni/VrfXPFmp6nao6Q3M7Ooc5PJoAw6fJs3HZnb2z1plFAEqiLyH3FvNyNoHTHfNNj2CRTICUz8wBwSPanGRedsajKheecH1pWuZmZGLklF2KfQelADnNqGn2JKVP8AqtzDI+vrUtvBbSqm95Ey4UucbR61Sqyn2X7Ph2m8zBOBjbntQBIYLVpGSOZgFRyS/QkZwB9aqrt2tuznHy49femU9G2k/KGyCOe1AEkYt+PMMg+U524+92/DpXc+CPAOn+LJ5rS51KfT7uII2x4gQ4bpiuDPl5TBbGPm/wDrV3fg/wAYaD4U8TLqYt9RubeOMBYmZMl+eWPoM8UAfRngbwPN4MtjbLewTxMAGZYAjtgYGTnFdpXK+C/GsXjO2mube0EMKYAPnrISfQgdK6qgAooooAKKKKACiiigAooooAKKKKACiiigDM17W9P8O6PNqeqyeXZxY8xthbqcDge5rg2+Lvw0dgzTxlgdwJsT19fu9a7zX9EtvEWh3elXf+ouE2sQASvuM8Zry3/hnHw1/wBBTUvzT/CgDVj+LnwzictFPEjMMFlsSCR6fdpyfGD4bRkFLpFIG0FbJhgen3elZH/DOPhr/oKal+af4Uf8M4+Gv+gpqX5p/hQBsN8Yvhw6MjXasr/eU2bEH68US/GD4b3EZjmukkjPVXsmI/Iisf8A4Zx8Nf8AQU1L80/wo/4Zx8Nf9BTUvzT/AAoA1h8XvhqsHkLcxiH/AJ5iybb+W3FNb4s/DFmy0sBOMZNgen/fNZf/AAzj4a/6Cmpfmn+FH/DOPhr/AKCmpfmn+FAGmPix8MArKJIArdV+wHB/8dpV+LXwyTO2aFQTu4sCOfX7vsKy/wDhnHw1/wBBTUvzT/Cj/hnHw1/0FNS/NP8ACgDQf4p/CyRizm2Zj1ZtPJP/AKDSf8LQ+FP920/8F3/2NUP+GcfDX/QU1L80/wAKP+GcfDX/AEFNS/NP8KAND/hafwr+X/j2+X7v/EuPH/jtOX4q/C2OTzEa2V+u4aeQfz21m/8ADOPhr/oKal+af4Uf8M4+Gv8AoKal+af4UAaSfFb4XRqQjW6g5yF08jOev8NOh+LXwytxiCaGIE5wliRz68LWX/wzj4a/6Cmpfmn+FH/DOPhr/oKal+af4UAacfxY+GETZjkgQk5ytgR/7LTG+Kfwrdiz/ZWY8ljp2Sf/AB2s/wD4Zx8Nf9BTUvzT/Cj/AIZx8Nf9BTUvzT/CgDU/4W18MfK8nzYfK/ufYDt/LbSSfFf4YSqFkkgdQcgNYEgH/vmsz/hnHw1/0FNS/NP8KP8AhnHw1/0FNS/NP8KANJvit8LmcOzW5cDAY6ecgdP7tJ/wtP4WDbg23ynI/wCJeeP/AB2s7/hnHw1/0FNS/NP8KP8AhnHw1/0FNS/NP8KAL5+KPwqJyRaE/wDYO/8AsaP+FofCn+7af+C7/wCxqh/wzj4a/wCgpqX5p/hR/wAM4+Gv+gpqX5p/hQBfHxP+FJONtp/4Lv8A7Gny/Ez4VQyFD9hYjumn5H57azf+GcfDX/QU1L80/wAKP+GcfDX/AEFNS/NP8KANuPx98LJEVxPpK5G7DWqg9PTHWj/hPvhb5hj8/ScgZz9lXH57axP+GcfDX/QU1L80/wAKP+GcfDX/AEFNS/NP8KAOhHjb4XFA/wBr0MZGcGFM/liqqfET4VvKIxJpoJ7mzAH57ayP+GcfDX/QU1L80/wo/wCGcfDX/QU1L80/woA0X+JvwqTbkWRyM8afn/2Wnz/En4VQMFJ098jOY7EMB+S1l/8ADOPhr/oKal+af4Uf8M4+Gv8AoKal+af4UAbB+IfwsFolx5mmEOcbBZjePqu3IqR/HvwtScRGfSDld25bVSv0zjr7Vh/8M4+Gv+gpqX5p/hR/wzj4a/6Cmpfmn+FAGm3xJ+FaXDRE2BKkjcLAFTj0O3Bpg+J/wqZgNtmMnGTp3H/oNZ//AAzj4a/6Cmpfmn+FH/DOPhr/AKCmpfmn+FAGgfif8KQxXFmcHGRp3H/oNSxfEb4X3F2lrBHaSTOwVAmn53E+ny1lf8M4+Gv+gpqX5p/hSj9nPw2DkarqQPrlP8KANyTx18MYZhDM2mRS7ijI9moKEHBDDbx+NV3+I/wrSLeX08jnhbEE8HHTbWY/7OnhyRiz6tqjMepLISf0pv8Awzj4a/6Cmpfmn+FAF/8A4Wh8Kf7tp/4Lv/safH8TPhVJnH2JcYHzafjr/wABrN/4Zx8Nf9BTUvzT/Cj/AIZx8Nf9BTUvzT/CgDcj8e/CySQoLjSFIOMtbKB+eKn/AOE0+F3/AD+aF/36T/CubP7OPhvacapqIPYkp/hWfJ+zXYkjyvEU6jvutgf/AGagDtP+E0+F3/P5oX/fpP8ACj/hNPhd/wA/mhf9+k/wriP+Gabb/oZZf/AUf/FUf8M023/Qyy/+Ao/+KoA7f/hNPhd/z+aF/wB+k/wo/wCE0+F3/P5oX/fpP8K4yD9muwWTM/iG4dPRLcKfzyaY37NVruO3xJKBngG1H/xVAHbf8Jp8Lv8An80L/v0n+FH/AAmnwu/5/NC/79J/hXGD9mux3qT4in2Y+YfZxkn67qaP2arMKwPiOYsfun7MOP8Ax6gDtf8AhNPhd/z+aF/36T/CrVp8QPh5ZLI9nq+k24ON/khUz6ZwOa8+/wCGabb/AKGWX/wFH/xVOT9muzBO/wARzEY4xbAc/wDfVAHq1l448MajqC2FprdlNcsu5Y1lGSMZroa8HX9myBGDJ4mmVgcgi1HH/j1es+F9G1bQ7AWeo62dURFxHJJBscfU7jmgDfooqOWVIYXlkO1EUsx9AOtAHk3x38WRaT4aj0eNi1zet86qxUrGO+R7187eF/Ed94U1+31bT3AmhPIPRlPUH6itL4i+J38WeNL7UN7NbhzHbgjGIxwOK5qG1uLg/uIJJO3yKT/KgD7E0weEfFsVn4pZLOa4khG4vJkAgHKsp4JGSORRfeOfAnha3E32/T4VlbaRZorEn3CCvmPSvht4z1UhbXQr1FZtu6VTGoPvuxXZ2P7O3iedx9svtPtkK5yHZyD6YAoA9A1j9oTwxZOF063u9QOPvKvlqOP9rmuL1T9o7V7i3KabpFtaynP7yRzJj8OK6Sw/Zw0dbNBqGsXclzj52gVVTPsCCa6vTPgp4H00hm0x7pwQc3EpbkewwKAPCLv4xePtW3CK/aJSu0i1gA/HvzWda6D8QPFEpiWDWLlbgbm81nEbAnqc8Yr6ubQItJ014vDNhpllcEjBkh+QjPOdvNYl7p/xFudot9Z0O0ABB2Wztn8zQB4dpXwC8W3kjfbzaadGP4pJQ2fwXNejeCvh5Y/DnU/7TuPFlo8c0Xk3EMgUI+ewJP8ASotW+F/xD1tCl/46DoRgoitGpH0UCubb9nDWG+94gtD9UegD2D+0PAR6zaB+UVA1DwEp3LNoIb1AiBrx3/hmzVv+g7Z/9+2o/wCGbNW/6Dtn/wB+2oA9wtPEPhq2hSK21ewWNmO0C4Bye+OanXxRoLzCJdYsTIeiidcnjPrXhH/DNurf9B6z/wC/bUf8M26t1/t6z/79tQB72dZ0Z3jY39kz7iIyZFJyODirB1SwUvm9txsGW/eDgV8+/wDDN+sf9B+z/wC+Hpf+GcNZ/wChhtf++HoA96tvEGj3rYttUs5TgnCTKeB+NWF1KxcEreW5wcHEg618+D9m7V16a/aD6I9L/wAM46yOniC1/wC+HoA9t1iz8M6wY01cWNzt+4s0gI644Gff9aof8IX4E/6BOlfp/jXjz/s5a5lsa7ZthcrlX5Pp/Klb9nPXAmV1+0Lem16APYP+EL8Cf9AnSv0/xo/4QvwJ/wBAnSv0/wAa8em/Z015IXMWu2jyAfKpDgE/Wqv/AAzz4p3OP7VscBQVO9+T3HTtQB7X/wAIX4E/6BOlfp/jR/whfgT/AKBOlfp/jXikn7PPipYi0eqWLPgYUyOPXPOO3H50w/s9eLfMiA1GwKMB5jea/wAp78Y5xQB7d/whfgT/AKBOlfp/jTW8E+A3AB0nS+Dngj/GvD5P2fPGIkYJe6eyg8HzmGR/3zTf+GffGn/P3p//AH/b/wCJoA90/wCEL8Cf9AnSv0/xqpcfDv4fXTlpNK04EjHyyY9PQ+1eLf8ADPvjT/n70/8A7/t/8TR/wz740/5+9P8A+/7f/E0Ae0TfDr4fTwGFtK08KXL5WTBz9c9PanQ/Dz4fQrtXSdOI/wBp8+nv7V4r/wAM++NP+fvT/wDv+3/xNKv7P3jMEE3WnEDt578/+O0AfRWiaNoekLKNGtLW3EhBk8jHPpmteuW8C6BNoGhR295YWlteqixyPbSFxKFGAxJA5rqaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorH1zxRovhuJZNW1CG23glFdvmbHoKANiiuas/H/AIVvbSK5j1yyVJVDBZJQrD6jtWzDqunXBUQ39tIX+6EmUk/TmgC5RRTNx8zbtOMZ3dvpQA+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKQkDrQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVm67pK67o1xpj3U9tHcLteSAgNt7jJB69K0qKAOJ074TeCdNVPL0G3mdV2lrjMm73IbjP4V1Gn6PpukweRp9hbWsX92GMKP0q9RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfIHxl1J9Q+Jepp9oaaG3ZY4wTkJ8oyB+NfX9fH/xk0ubTfiVqTPbeTFckSxEZw4IGSPxoA4Cpo7q4iYNHPKjL0KuQRUNFAHX2XxQ8Z2FstvBr10I16BjuI/E10th8fvGVrkXBtLobQBvi2ke+R1ryuigD3O0/aR1FI41u9Ct5HH33SQrn6CpP+GlL3/oX4P+/wA1eEhS3QE4GaSgD6di+PujSeFLnUnjSPU1fbDYEklunJPp1rqNL+JukTeBLfxJqU8Fs0q820cm5t+fugdc18dU9JHRlZWIZTuUg9D60AfXZ13x7rVut9oui2djZkZSPUHPmyDqDgdM1mat8Tte0+60HS4vD0Mus6kjGS0efBiYHAz6A8nntXg2l/FTxnpJUQa5PIgOdk2HU/nzSTePb7VPGEPiLUpJIbuKPaklkqhgwGA3zcde1AH1V4Z1HxPfS3C+INFttORVBiMNx5m898+lczdfEbV7vx3qXhnw9pNrePYReY8k05TJAGR+ZxWL4I+NPh46bHY61q9412AWa6vIgoYn+H5eOK848ParbXGoeIdUbxXZaH/aVxIJB5TPOYidx2HtnNAHoKfHa4l0q3ZNCH9oy3xszGZD5eeOQfxrpIviHqmneNYPD3iHSra2WaAzi5t5i6ooHJbPQV4J4l8U6Jaz6NF4QW6WPSnaTzboA+bITkuR/jWbrfju/wBf825u4lOpzp5ct4HIPl/3FXoBjg9c0AfRUHjrX/F89yngzTIPslrIUa/vWxHKRxhAOvrmn+HPiJdL4lufC/i22gsdUgQyieN/3MidcgnpxXzTB478TWmmQ6ba6vPb2kJykcOEAP4DNZOoatqGrXIudQvJrmYLt3yNk49KAPrHxR8VtE0cW9tp17Z3d3c7grGYCOEAfec+ntXC2n7QjW1nqKaja21xeQuFtWttwjmGeTk9ABXz3RQB9CS/tKQ/ZD5Xh+T7TjjdMNmf51zcn7RPihgwSysEJzg7ScV4/RQB6FefGvxzeBP+JqsG3P8AqIgufrXPat458Ta46tf61dybegEhUD8q56igD6I+CfxOutRni8LatulkVMWkwGSFUchj3+te7180/s4xQv4p1SR0zMlsuxsdAW5r6WoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqne3F1Hb77G2W6k3YKGQKMdzk0AXKK5+HWdZCySXnh6eGNACPLmSVnPoAp9a2I7gyeSRBKokUsdy42dOD6Hn9KALFFZ0eqboBJJZ3MOZjEFdOeDjd7L71bWcN5uUdQhxllwD7j1oAmorL1TxDpmixRy6hceSjgFSVJ/lVpdQt3S2dHLrcgGNlUkEYz+FAFqiqFzrFjaTrDPcKjNnk9B9T0FWBeWxDETxkJ975hx9aAJ6KrpfWsmdlxE2OThxxVigAoopgkQ9HU/jQA+iiigAooooAKKKKACiiigAooooAKyLrxRoVjcvb3Wq2sUyHDI8gBFa9UpdI0yeVpJdOtJJGOWZoFJJ9zigBmna3pmrFxp99BcmPG8RuDitCsHT7K1tPFN6La1hgBto8+VGFzyfSt6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArJ1bw1omusG1TS7W7cKUDSxgsAewPUVrUUAec6l8KPh1IVhlsILR15wlyUY/XJrH1b9nzwpdx7rG6vLBgOu8SL9SD/AI1sX+nzap4t8UWdtYWd1JLZW6Frx8KmRJggBST37joK39XtUg0bSNLvZs2ryx29yw4DgIcAnsCwFAHgmr/AbVo7groOrWGpoTwnmhJAPUjOP1rlNb+FvjHQvmutFnkjAyZLceao+u3OK+o/Eukaba2Ntd28UVne280a20sQ2tksAV4+8CM8Vc1bxl4c0NXGpazZwyRqWaMyAvx/sjn8KAPiN45raRkkR4nHDKwIP0NRV7R4x+K3hq+mnjsPD0N85uxMt3dIvK/LlQCMgHbivM9Z8QRaqm2LRNMsMnLG1iYE857k4/CgDDooooAKKKKACiiigAooooAKKKKACiiigAq1bade3pxa2k82Tj93GW59OKrA4INejeEPjH4g8NXca3BjvbD5VeBo1UhR/dIAwceuaAMvSvhX401aTZDoVzEM4L3A8oDj/axXR2f7P3jO43+f9htcYx5k+d3/AHyDX0voWs2viDQ7TVrMnyLmMOoPUeoPuK0qAPNfhZ8L28BR3NzeXcdzf3SqreWp2oB2BPX8q9KoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArD1O0aOVWhW+SDaS32NlHzZ/ukZOfWtykPQ84oAyNPsmREuxcai5wcQXDKM/UYH86lWz1Ceed7q+McLgrHDAoBQZ4YscknGPak0Wawe2kSx1D7aFlfe5m8xg2eR7Y6Y9q1KAKV1p0F4sUdzCk8aA/6zk59atGNDF5WPk27cD0p9FADERY41RR8qgADrxT6QnAJxmmQu0sSu0bRk9VbGR+VAFOX+0zqaosdo2nFfnZmbzM+mMYI/Gpxp9mBIBaQASffHlj5vrxzVmkJAGTQBVTTbCLPl2VsmeDtiUZ/SrdMilSaNZI3DowyGB4NPoArNaI8szu8jCWMRtGWO3HPQdjzWRB4K0C2hlhisnVJWVnH2mUklTkc7sjrXQVT1KCe6snht5pIJGxiWNgrLjnjII7Y6dDQBzFxp2lnVJFg1rU4713aLZa3LyCLJ6lSGC49xisaa18WaZ4kM8PiVb+1t9oa2upIoVfPHJXLAj6DJrvLaRDFHa3IRrkj96q/ONwwfmIAAJ68gVhX1no82r3sF5oKwxYSea/kt42jnIPQk5JP4UAalvdagNJe4msZlupGJ8hJ0cqOxVjgY70yy1e/kW2SXRL9Q+FaWRovl5AywDfjxS6j4d0rXGtbmaPcYUIgZT8oBH93ofxFWvssNqkVna3BtAUbakSLyfXBHUdaANGoJru3txmaeOPnHzsBUf2yC3W3jluQzzABC3WQ+vHFUJp7Yag8N9dWDoZMCOVArAkfKAScE9aALw1G0mzHb3ls8xB2r5gOT+FOt7yGWVrbz4XuolBljjbJXPt1ArFj8POdWmurm20qWEhkhC2m2RUI4BbJzz1wBWvp2n22nwYgtLe3d+ZBCoAJ/rQBLAtx587TOuzdiJV7Lgcn3zn9KsVDHbRQyzSRqQ0zBn5JycY/DgVNQAUUUUAZ0VsV124ud6EPCibc8jBPNaNFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTXYIjMeigmgDn9X1zwx4VubjUdSvbWzuJwiSszfO4XO3gc9zXlPif43eGoDf2el6S+pieTe0sz4jLgAAgHnHHt0rxbxnq0mt+MNVvpHYiS5fYCScKDgdenArBoA6S+8ca/d3HmJqV3AgOVjW4dgp9RuJIrn5ppbiVpZpGkkY5ZmOSTUdFABRRVu10y/vNv2aznmDOEBSMkbjwBn15oAqUV3Gi/C3xDq2o3VpPGli1qm+U3BwcYz8o/iP0rc8P8Aw90K50hNSujq1yiwSTS4t/Lh+UcYfvk8UAeWAEnAq9YaLqeqTrDY2FxcSMQoEcZPJ9+gr6O8F6F4am1bTRF4OaLMPm/aZ7VgI3AyBuPDZ9TXoviDTFbw9eJYbbSYL5iyQoFOVOe30oA+ZdJ+CHjPUbkxXFklggGfMuHGD7ADOa6mf9m/UktyYtftXnxxG0JUE/XNep3mqxahq+meIbN7mWytGjiAXiNxOMFj/ugqT6ZNX7uGQ3tje3WPNm1IeT5b7lWMRuF5HHI5+poA+c9X+CPjTTLgRw2Ud7GRnzYJBgex3Yrk9T8IeIdHn8m+0e7jftiMsD9CMivsbxZpr6ppKQLZfbQJ0d7fzfL3qM5+b8aqjTtO1XwZHbR6R5tui/u7J5MYKk8bs+tAHxY8MsZIeN1I4O5SMVHX2VZ6ZoeteD0F7ZW7wxb4p4BGMFlyNmepwcYPfFcrb/C3Q4/BzX2r6Pb/ANoqHZNhJCxlvkU+pC4FAHy/RX1d4j+EXgi4tYoYdPFneTkRwGBiMt1JI74GayLv9nLw/Ksf2bVL2Bh94kK278+lAHzRRXtuu/s6atbuW0TUYbuPHCT/ACNn69K8v17whrvhu7kt9S06ePyzzIEJQ+4bpigD6S+AdzLcfDSNJGBWC6ljTjovDfzY16hXlP7Pn/JN2/6/ZP8A0Fa9WoAKKKKACiiigAooooAqnUbIO6G8t9yZ3r5q5XHrzxSm+s1hWZrqARNwHMg2n6GuQ/4Qq5WPUbpL24F7cM4iXeNsQY8leOuPWnxeH77S723kjsk1KGFZYiZpRvbdtIfB+XsR9KAOwFxAW2iaMnbvxuH3fX6e9Rm+tB5ebuAeZgp+8HzfT1rnpNFvRZaaUtLZrp0FregthRAeWA9cdB9TWdF4bvtOkukttNinhuraKKLfKM2xVdp6/nxQB17app8chje+tVcHBUzKCD6YzUovLVpmhW5iMijLIHGQPcVyXiDwrc3+n6hHbwwvPNDAkchwCWVgWOe3Aq3c6TeXssKfZEtTAWYzRsMTAqRtPfv3oA6Xzo+vmJyu77w6ev0pEmilVGjlRw43KVYHcPUetchpvhvVrPfarNFFaixWCGTJZkJ27xg9uDg+9WYNP1DS9ZtY7PTYzpdrHJFEscgUgOUPQ+mGoA6dpY0kSNpEDvnapYZOOuB3pouYGj8wTRlN23cGGM+mfWuY8QaJqt74nsNT0/ylNpbuEaVzt3swyCB2xzn2FRR+EZk077FEY4YIriW5WDG6OVmOVz3GDzQB1f2u28/yPtEXnAZ8veN2Pp1psl9aRKWkuoEUYJLSADnpXHWegaxJq8msX0JW4Z0X7MkwMWNuC475HXFZ1/4Q1lvD40tUa4c3MFybnzVWRQr5ZBn+6BxQB351TT9yqb+13N90ecuT9OamFzAc4njOAGPzjgHofoa5FPDdzJqnh+6e3yllFcJO07K0hLBdhOOD0P0qvP4Y1SK3E9pDE14Yba3cNLgNGpG/8uSKAO2+1W/n+R58fnEZ8veN2Pp1pGu7ZJxA9xEsx5EZcBj+HWuV0rR9T0y7SD7OJVF68z3jupLxtk4x1BHSrOp6XdXGqXbLpcF1HcCHZLLJtCbc56c/lQB0fnwkE+amF6ncOKja+tE277qBdzFVzIBkg4IHvmuaPh7URJZ7Xj8h2dL2MtyU80upH8j7Maybnw9rv20yw2iB/tRkSRZVwyGViVdTx905GOc0Ad219aKELXUChyQuZB8xHBA9amDozlQwLL1APIri9K0DUdO0OSzubNbp5nnATeu2LdI7BsnnJDDp6VpDStQt57eW1XbJGY4ZnaT/AF0QHX6jpQBs3v8AaGIxYfZwcneZwxAGOwBHeq6jXcNuk07OPlxG/X3+atHDeYDu+XHIx3p9AEcPm+SnnlDLj5tgIXPtmpKKKACoEd1JW4aPLMdgUEce+e9T0140kXa6gj3oAzZNE0+beBbRRqy7Q8PyOOcnke9aYGBUdvbxWsXlwoETcWwPUnJ/U1LQAUUUUAFFFFADCWD4wNmOue9KhYxguoDEcgHNNliSZNki7lyDj3ByP1FSUAIFCgBQAB2FLRRQAUnTmlqG5jM1pNGFVi6MoVjgHI6H2oAgthOt5MPssMcDHcJUfLOfUjH9aku7SO8SNJWcBJBINjlckeuOo9qbZ2r20MEYZUjiiCeUgyoPsTzUrwiS4SRlU+WDtPcE9f0oAgm06Ge6hnaSYPC5dQspA5GMEDqPaoYNMjhut/228kcfNskuGYYz6HtU07LazSXkyqsSRYaTksOemPSqFrERc6hqMMpur4qEEHmYRMZKgZ6Z4JoA2DHmRWzwoPy4H50SQRSkGSNGIORkZwapSTakbdDHBbpMyIfLkc8Nn5xkdcDp71clLtG6xOqygcZ5APvQAqHMsg3k4x8uPu0yUTmaExPGIwT5gYEkjHGPTmqN04aGaaG+OVI3lHXahA9/5Vath59nBJJ5gcJ1cYbOMEkUAPtJLiSJjcxrHIHYAKc/KDwfyqxVDSLdrXT0ia/kvsMxE8jAkgnpkenSr9ABRRRQA0MpYgEEjqM9KdVaGdZLu4iCYMe3Leuc1ZoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQjPWlooA+Nfivo8eifEjVreCJooJJBMgbvuAJI9sk1xVfZvj34d6X4704R3GIL2PmG6RRuHsfUc9KxtI+BngzTPLea2nvZVIbdcS8E49BgYoA+XNK0PVdcuDBplhcXcoGSsMZbA9TXq/h/9njW7x4pNavYLGA8tHH88g/p+tfRdhpWn6XF5VhZW9qn92GMIP0q5QB5rpnwO8F6fbhJbSW7lxzJNJzn1AHSus/4RHRlb91beTF5qzeTE21PMUghsDvwPat6igDJl8PafM8bvG5kjuGuUfdyHPX8COMVHD4X06C3e1jEosnVkNpv/AHWG6jHX9a2qKAMaHQlsrN4LS8vApj8tA02fLH+zkdRWokWLdYXYyYUKS3VuMZNS0UAZEPhzTLfQJdEihKWMqujoDyQ2c8/jVhtItGjsYwjLHYsGhVWwAQpUZ9eDV+igChqemnUYlRb26tSpyHt3Cn8cg1BNoUb2UFrBeXdqkLZzBIAX9Q2Qc5rWooA57U/CkN/Z2trBf3tils5kBtnALtnOWyDk55q2mhj+wzplzfXd0G+9PKw8w85xkDHt0rWooArGzjN8l2xJdI/LQHoozkke54/KrNFFABUVxbw3UDwzxJLE4wyOuQR9KlooAp6bpdjo9illp1rHbWyZ2xxjAGauUUUAFFFFABRRRQAUUUUAcXplnqUN7rbX1neTRnd5ahwBMCcjYd3XHsKsS2mp3FpYzWFtcW6oxEtrNNtYxFuVzk/N3Bz04qgPDN40uumS4v5RdEvB+/kj24IwoIfA/DFdFb2f2TQZdPgW8zHGUVnl3SMSM/KzE55PegChro13+2LcaUjsjIMlyBGmCScnrzwOnbioIbHWbewtYpEuZL8GQLL54dFyxO5+mcjA6cfhTBZ6/o6aZaWlvJfwwOXmla62lQW6fNkvhSep64rYv/tNzbPFbRXSSpIpDEgBh5g3YOfQH8DQBNoUM8Fiwn8wbpGZFkJLKpPAOa1KwNekvNR8O30Wli5juwQilMK4ORnBPFY62viKa8Sa4FyqtgbEcAJhCOcHnJwTQB29FeeLB4wka0tpGnVrVoC84wFmARySRnn5toIz296dpOn6/MyXGqy3yTrZOqLuOd7NJ1CnbkLs6n0xQB6DRXARaDqUFva2WoSXj6dbAsXtp5fOmmOCpzknbywwTjitK+0ea1vrzU9Oiv57wwfu4pLthGzMcEbSdowPyoA62isfw9/aP9hxpqVu0F0m5SrSiQkdjuHWsiyt9YMFpFJfy+YL8vJI1s4DRj+Drx9TxQB19FZOs6ab6WylR7lJYZgQYZSqgH724AjcMDHfrS6VYXVnNeNPcyyxyS/uY5G3bFAx19+vtQBq0UUUAFFFFABRRRQBUa8C6rHZY5eFpM/Qgf1q3VB/M/t2LGzy/s7Z4+bOR39Kv0AFNcMUIU7WxwcZxTqKAK1xbNcGEi4li8tw58sgb8fwn2qzUVx/qHPls+BnapwTT1JZQSCCRnB7UAQ3lu11aSQLPLAzjAkiIDL9M1Xuba/eS2NtehESYNKrJkunzZXPbqv5VoUUAFFFFABRRRQAUUUUAFFFFADFcMzAA/KcHIp9MVw27APBxyCKildhcwoHIVg2VEZOen8XRf60ATggkgEZHWlrJtdAtLMDyZLnduDFmmYsxGcZJ69cflV67u47KAzTCQoDg+XGzn8lBNAFikwBTUcSRq68qwBBx2qGS/tor2GzeUC4mBMad2AGTQBOVBIJAJHQ46UBQCSAAT1OOtV59RsrZ9k95BE/915AD+tWQQRkHigCBrG0eGSFraIxy/6xNgw319am2KI9gA24xj2p1I2dpx1xxmgCtYafa6XaLa2cIhgUkhFJIBJyevuatVFb+d9nT7QEE2Pn2HIz7VLQAUUUUAZGnf8AIf1f/tl/Jq16yNO/5D+r/wDbL+TVr0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGZJKB4kgi8tObV234+YfMOPpV2a5gtjGJpUj81xGm443MegHvWHrl62katbai1ld3UJhaErax72BJByRkccVnT+I9O1qa1t7vw7rTBZldDLaAKrdAx+btmgDs6KKKACiioLuOea1kjt5zBMw+WTaG2n6GgCeio4g6wosrBpAo3MBgE9zinMSFJAyccD1oAdRUcTO8StImxyMlc5wfTNSUAFFFFABRRWdpWkx6V9r8u4uJvtM7TnznLbSey+g9qANGopvN2fuQhfI+90x3qWigArMnsLr7YLq2vpRmVWeGQ5j24wQO49frWnRQAUUUUAFRSwRTPG0iBjG25Cex9f1qWigDP1bTF1Oyktw/kvINplVRuVe+D2OO9XUTZGqAkhQBk9afRQBThe/OoXCzRQLZqF8l1Yl2PfI6CrLqrL83QEHr6U+igBqsHQMpyCMg06iigAooooAyNO/5D+r/wDbL+TVr1kad/yH9X/7ZfyategAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAorK8QazDoWj3F9IQTGuVTPLH2FJrF9eW2mwPZLCbmaWKJfNJ2jcwBJxz3oA1qKit/OFvH9oKGbaN+z7ue+M9qe27aduN2OM+tADqKy9G1CS9hnjuZLZru2lMU627Eqp7DkA9K1KACiiojNEJxCZFErKWCZ5IHU4/GgCWiqMN60ur3VmVAWGNGDdzuz/hV6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEJAGScClprKrqVYAg9jTqACiiigAooqOeITwvEWZQwxlDgj6GgCSop2dIsoUDZAy5wK5pvBbNKXHiPXVBOQouFwPb7tX5vDVteaS+nX9zd3kTyiUvJLhwRjGCuOOKANoZwM9e9LTVUKoUdAMU6gAoqteWi3sPlNJLGM5zE20/nWJN4RWVGVdb1iIlidyXAyPb7vSgC7p3/ACH9X/7ZfyatesnRNCj0RJwt5d3ck7BnkunDNwOBwBxWtQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBzev8AgrSvEmp2V/ftc+dZsGiEcxCZBzyvQ1sX9l9tSBd+zyp45emc7WBx+lXKKACquoJeSafOthLHFdlD5TyruUN2yB2q1RQBz/h3RtR0zTruS+uYJtWvHMs0kSkRB8YGB1x0pPDukatY2t1Lq+pJc6hdSb3aJSI4wOAqAngYroaKAOU8IeHdY0KfWH1TWH1Bby5823Dknyk545/DgelP0XQ9YTxBcatrt3Z3MqI0Fn9mjZNkTNk7snk8L+VdRRQBzyWWvReK5rxH086ZMFVgd4mAUHp26muhoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorF8Sa9/YNisqWlxdSyHCxwLkgcZY54AGaANqimQv5kKP/eUH8xUF/eJp9jNdSK7LGudqLkn6CgC1RWVoepT6lokV5d2/wBnny4liBzsZWII/SrdxdRRadLdtMsUSxlzKeQoxnJoAtUVh+Hta/tm2ubtJ4J7FXxb3MWQsi45PPoc1d03UhqInP2eaHypCg81cbx2YeoNAF+is6TUiutW9ioGJEdmzww24wQPTmp5bnyL6CKR1CT5SMYOS4BP5YBoAtUVjXOtSWviK202SzZbadDtu2cBTJ1CAdScAmtmgAooooAKxvEom/soNFBcXCLIrTQ27AO6c5Az17cVs0hAYEHoRigDm/CepQajpt3LaWNxb28czIkMoAbgcgAEjr70eGL63vLvUo7WxurJIJFSSO4XGXwSSvJGPWt61tYLK3WC3jEca9FH86WC2htUZII1RWYsQO5PU0ATUUUUAFFFFABRRRQAUUUUAFFFFABWNpMbx6xrW66aYNcIwRmz5X7tflHoO/41rsNykHPI7VzOheBNL8P63carZT3zT3CkSLNcM6EnHOD34FAHUUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRSAg5wQccGloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqveWqXtpLbuSFkUqSOoqxWBqniVNM1+w017S7dLhWLTRWzuiHooLKMDnPWgCzqus2PhzT0mvmlW3RcF0iZwoA6nHStON1ljSRDlXAYH2Nc94ojuLy60jTUj32tzc5ug0RZTGo3FSe2cd66MAAAAYAoAzV0x4tHu7KK42vN5xWUrnYXZj0743Vl6Tps/h7wcum3eptdmzAQzCDJKZGF285+Xj8a6C6kjitZXlDGNUJYKCSRjnAHJrIstdeXTtQvmtbl7e2lYRYhKySqMZIQ8nByB64oAbpFhbPpdxBYNJb6fKCkduYShhPRgAeeeabpumRaR4haKHVHaOW1G2ylbcRtON4J7dqVNXk13wtc3lra6hYs6lY/Oh2S9fvBT/AFrmNE0C80b4jwyy6lqepLLp7mWa6jG2M5GFBAAH0oA6ubS7WbxhBqaSOl5DaPE67SVdGIxz0yCKpaZpN0mvxXmra6t9NFHItrbiIRhQSAzEZ+YjGM+5qp4evIZvFWoNHqGu3BaM4hvLZo4I8H+ElRk/0pmi2ep3HiqHV9XWV4ntytigTAtmbmQMDzk44PTHFAFjxDY6Nd+JNNglvZ4dX89LqBIyzDCggkjoARkE+9dDe6xYafMkV1cpE74Az78CuY1O+Fn8UdOeS3u2ibT2h8yO3d0Ds4IBYDA6d60tQ8W6ZZ6+mhXVpeNdTbTEBas6SA9wwGMDvnFAHQvIkSF3YKg5JJwBT65bxXa6jcTWs1lNI6WZE8tkF+S5UHlSccnHQZ610VpcLd2kNwiuiyoHCyKVYAjoQehoAnqNJY5E3o6spOMg8VW1O7lsbCSeC1kuZQVCQp1Ykgd+nWucsrq+NhrUMmjzWqWcvnW4mIfzFPznaF445AGTQB1aTxSyyRo4Z4yA4H8JNEU8cxcIc7G2tx0NYOgzXH/CPzavdQOJ7vdcGKNfmC/wjB74pfDN99tkum/tC+uR8p2XVoYfL9h8oz79aAOiooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiubm12+tvEF3DJbQyaXbxxl5ImJmjZs8smOV46j06UAdJRWbpGprqsE08bRyQrMyRSxnKyKO4P6fhWlQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARxxRxbvLQLuYs2B1J71JRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXN+I7rVY7u0jsrScQCRXku45V2oM4Ksh5YH2rpKoXuk2l/PFLcq7mMgqnmELkHIJXoaAK+q6/b6VeWdrNDO0l3IIomVDs3H+83QfjWq670K5IyMZHBFQ3lnb39q9tcxiSJxhlNJNZxz2q27NIEUbcq5B6Y6jmgCj4c8waOscs8s5imliEkrbmKrIyjJ7nAFR3uuSWw1VLa0+3XFiqMLWB/3j7gDg5GB37nitC20+3tLA2cIdYTu/jO7LEknPXOSai0/R7LTJZ5baM+bOQZZHYszYGBknngUAZ+k6qP+EZOqST/ambMj7MgKc8oAemOlbit5kIdeCy5Ge2RVQ6RZfZbu2WLbFdMWlVSRknqR6VFpWiRaTZtax3V5OhbduuJ2kYewJ5x7UAZmgXms6hrN8NQSGO3sWMEbQvkTscEsV7YBA/Gk/ty6j8S22j3KtHK07sjBflnh2MQR6FTgH6Vu2mn2tlNdS28QR7qXzZiD95sAZ/ICnz2kM9xbzyLmS3Ysh9CQQf0JoAsUmBnOBmlooAKKKKACiiigAooooAKKKKACsHxLqb6dZtvYwRSbVW5GflfcODjpkd63qr3lnBf2kltcxh4ZBhlPfnNAFDWZNZTyDpEcEu9gkglOBGD/AB++PTvWqgYIocgtgZI7mhVCqFHQDAp1AGV4iLx6DdzJeS2jQxmQSxYzwOnII5q5KVNgzSO6qY8llOGHHUe9Vdc0ddc02Sxkurm3jkBVzbvtJB6is+Pwo0XhWTQhrWpN5gIa8kkDTYPUAn24oA2p54raxeeSby4kTcZDzgY61k+Gbu7vVvZpTcPZNKDaPcKFZlxycYBAz0zzTNO8JxWXhs6Lcalf3se7Pnzy5kHOQMjsKvaXpMmnm5MmpXd4JmBUTsD5Y9FxQBYNxIuri22ExPAZN3oQQMfjn9KybOG//wCErl8rUHm0+GEiaORwx81iCAABxhff+KrunaKtheS3T3l1dTOCimd8+Wmc7QPwHPWrNppttY3V5cQIVkvJBLMc5ywULn8lFAFyiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKw5r2+m1e4tLGzt/3SL5ks7Eb89AABkgc5+tblcr4r1jSbCW1ivIFuJJJQrLFMqyxgfODgkEjKg9e1AGvo05e3ltzaRWxtpDEUhIKE4ByPTr0rTrC8KXGjXWiiXQm3WjSNuzndvz827POc1u0AFFFFABRRRQAUUwsBIFweQTnHAp9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXMeJdO8NveWM+saVHcyzTeVHL5W7adp+8R0GAa6eub1bQYdT1+zmGo3MUkL+c8KScFQrLwO3L8+tAGlokGlW+moNGjgSzYll8j7pOeT+daVZPhzT7DTNIW202V5LZXfDO2TncQR0HfNa1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVg69qup6de6fDYWkN19qlCMjOysq/xN0IwB6kVvVlnS5D4kGqG5ZohbeSsB6K27JYe5GB+FAFy5vrazaJbiZIzM4SMMfvMewpL2+ttOtWubuZIYlIG52wMngD6k1neINGuNctGsvtaw2kuBKBH85Gc/K2eD+BqbWysOlFjsOx02mSLzADuGDjI5oAc2sQW2h/2tfhrOBY/NkEoOYx7gUul67petwrNpt9DcoVDZjbPB9fSrUUUhtBHdtHM5BDkJtVvwJNRzQSR2EkWm+RBMFIiLJlFPuARxQBbpqsrDKkEe1c74VS9/4R6UT3Tyak0shmeaMAJJnptB+6Owz0qj4DvNbni1a11k2oltLtokEERTI65PJ65oA62Mykv5qqBu+Xac5X39+tS1zOiW3iu21y7/ALVudOn0uQs8RhV1lVjjC4JIwAPzrpqAMyfU3N1ZxWUaTpJM0c7EkeWFBycY65wKjvPFOgaddNa3utWFvcLjdFLcKrD8CarW3ht4fGVzrrXztE8HlQ2gUBIySC7e5JGanvfCnh/Urtru90WwuLhsbpZbdWY49SRQBrRyJLGskbh0YAqynII9RTicDNNjjSGNY41VEUBVVRgADsKzNej1uWyRNCms4rgyAO90jMAncgAjmgC/a3MV5bRzwnMbjjIwfcEdjUxIAJPAHWsqexv4vDwtNPu1W/ijXZPKuQ7jBO4Ds2Dn61T8jxRJ4Umjln0/+3JFIDKjeQmfQdTx+tAG/HIksavG4dGGQynIIp9Ynhaz1fT9FitNZltZbiIbVe2UqpX3B71t0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVz+r6Rd3Ble31QWayTRSMwTBAQ5K5BGQ3APtmugrK1WwuLzyfKnXalxFIY5AMbVbJAI5yffPSgBvhtlfRIpFv7e+Lu7tPbnMZZmJIXk8DOPwrXrN0bTotNs2jis7ezDyNI0Nv8AcBPXsM569BWlQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWD4th1O40Mx6VAs9x50bGNnCblDAkZIPYVvUUAY2o6PB4n0FLPWLZ4hKFeSKOYgo3oGXHSqmneHIvCOizw+HrZppS2/y7m4Zt57jcc44rpKKAOZjj1oaLqV6tksGp3LBktVmBC4AH3sYyRz0qfwrDPbac8M2jLphV87ROJfMJ6sTgc5rfooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuU1TRbibVkuJtOTU180mEvOY/s6lcEY6EZH611dc28nipL67S3hsZbXzT5Lzllfbt9BwQGoAveHLKXTtDt7aWPymXcRFv3+UCxITPfAIH4VrVnaIdUOj2/wDbIhGoAESmH7hOTgj6jBrRoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK5fTppvEl3qUrXk9va2t01rFFCQp3IBuZjznJPA9qjsfEU9nqmqaVexyztZzwpDIuC0iSrld3QZBB/DFAHWUVmahrMWmWttJcxSCa5kEMUC4LNIQSFz07HnNE+pz22mm7msHjKn5o2mjG0euS2P1oA06K4e71lr7xPpktncyC1m0q6k2q/wApZSoB44yOeas6Nq91Z/Cu01dgbq5i00THzXxvIXOWY/qaAOvorm4fFQkWRFsZZLm3gSa7SN1KxBlyPmJw3AzxUniC+Fz4Ivr2wuNoktS8MytjGRwc9qAOgormbvWVs/Ch8m8ik1GKzVtiyqX3bRk8n8eaSz8Qw2ME1vcW16v2OBJ5ppSHG1ySTuBwcYJwO3SgDp6K5j/hN9LjkkSc+WBEZkbzEIcAgYyDwxLDg4NWLLxVZ3guVWN2ntwjPDCyzNtY4BGwnvn8qAN+ikByAfWloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACo5pFhheVgSqKWOBk4AqSqeqLevplwmnmH7WyERefnZn3xzQA61vBe6dHdwKcSpvQPx9M1W0rUZ76O4M8CRmGQpmOTerY64rMsLLxBD4RNlcR6e2oImxAkziNh7nbkfgKu6BDrENrKuqx2ETbh5MdluKquO5YDJ/CgCa01q1vdQe0icrKqb/LkRkYjOCRkcitOub0rw5dx67LresXy3d4A0VssSFEgiYglcZ+Y8dTXSUAFFFFABRRRQAUUUUAFFFFABWZbanLLq9xYS2xURIJFmVtyEEkAH0bjOK0XBKMB1x64rC0Kw1CzE9rdWlnFZsCVMc7ySOxJyXLKO1AF7TdYt9T3iPMbhm2o5GXQMQHA/unHBrRrkNH8CWGheLpdYsRKsb2ogCPcM4X5s4APQYxjmuvoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACub/tpre7vjeRX8Y3+XGghLKEH8YI9cn8hXSVzF5fX7Xk4Os6fpwhkKxRSLu8wbf4skeo6elAF7wvcXFz4ft5Ll5pHy6iSePY7qGIVmHYkAH8a2aztGvptQ0yO4nWNZNzo3ltlW2sV3KfQ4yPrWjQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBiRaPdafe3txp1zGsd3IJGgljyivjDMMEHJwPypLfw5FFG7PM0lzLdC5mm2gGRl4UY6AAYH4VLdyzxeIbBPtDCCRJd0fABwBgmqutXy39rbW+m6h8txciCSa0lUug2knaeeQQM+1AFzW9HTV4rf94Y57WdbiB+oDjPUdxgmqep6BPrUdn/aBtJmgkZjGY2MTZGAdpPJHvxVW3urnUbC100X0iSTGZHuI2xKgQjGfR+Rmo/tOq3DRaPHfMrG5khkuiB5nlooPH+0fWgB9n4ONrdWMv2qPba2k9ttjh27vMYHPXjFX7fw4kPgpfDjTlkFmbQy7ecFducVH4f1YSy6lp1xcmSTT7jyBLKQGkG0EE+p5qkNTlg8RSRX+p3MCyXgitoDAPLddgIG7Hc7u9AD4vC13ayXkkF5AHvoEt7gNESAEUqCgzwcdjnmtSfRV/wCEYbR7R1hAgEMbFchcDg471i/2y0fiRbe81a6tme9aKGA248uVQuQu7H45z2qO48QXKa2IY7zDm++z+VJHiHZ/v4+9j360AW7nwLpUyz3cdrBHrM0HltfbOd2ACcZx26Vag8OEPqRurtpxf28ULLtwE2KQSPY5zip9e1Ca20syWUqGTzVRiCGZVJ5Kju3oKyv7fki0KeaW6dUjvBbtcSR4eOMkfOVxx1PagCzJ4Tt7zSprG+ttOYsQUkjtQPmyDuYHgkkAkdDU+naE+m2cyWUenWM0jqd9paBAQCM5GeSRke2awbTxDdywa7YxXklx/Z1xbxx3cce52Ryu7jGGIG7mrltrW3R3kTWpLlWvvs8lxNCI2thj7pGAOMDk+tAHYUVg6Draajfajp6Sm4+wOifaOP3m5Q2eOO/at6gAooooAKKKKACiiigAooooAKKKKACiiigAoqlql7JYWD3EVu1w6lQI1OCckD+tR3E2qqV+zWlu4I53ykYP5UAaNFYst5rkUTyNp9phFLH/AEg9vwp48Q6ei2a3MywTXNv9oVG7LgE89O/40Aa9FY9v4n0i6eFIbre8sXmqoRshd23J445OOfetBb21aZoRcRmRcbl3DIz0oAsUVzsfjfw7JPHCmpRl5JGjA2t1Xrk44HvWpJq1hFbTXDXKGOEZkwckcZ6daAL1FQQ3UNxapcxuDC6hwx44/HpUUmp2UMVxI9zHttl3y4OSi4znA9qALlFVbe9ivbKO7tCJo5QGU9OD6+n0qiNS1Yfe0U59rkf4UAbFFczeeI9XtOf+EWvJhzkxTIQMfXFa1rrFrPYW13NIlt58YkEczgEDHP5UAaFFUjq2nCOST7dblI13uRIDtHqakivrWeBJormJo5AWVgwwQOtAFmikBBGQcg96WgAooooAKKoanfSWaQCGFZZp5REis20ZwTyfoDTI7jVFgleexiMgxsSObO78SOKANKisG61vUbO2e4l0SQxpy22dSQPXpWvFdwymNRIokdA4jLDdj1xQBPRSEgDJOAKqxanYz25niu4XiCliyuCMDqfwoAt0VnWeuabfTiC3vInmKCTywwJ2noauiWNiQHU4GTg9B60ASUVDBdW90C1vPFKB1Mbhv5UqXEMrOscyMUO1wrA7T6H0oAloqJJ4pC4SVGKHDAMDtPofSnq6vnawOODg5xQA6iiigAooooAKKKKACiiigAooooAKKr3ks8Nuz20AnkBGIy+3PrzS2ss00CvPB5Eh6pu3Y/GgCeiiigAooooAKKKKACiiigAqleaVp2oSRyXtjbXDxZ2NLEGK564z0q7RQA1EWNAiKFUDAAGAKdRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBTnsvP1G1ut+BAHBXHXcAP6Vk6t4YWaK1k0ZodPvbSYzQuI8plhhtyjrkUyXXpNOe48yGW6MupraRKpA27kUjJPbOfzrQ0nWU1Se/t/KaKexn8iVScgnaGBB9MMKAMmPwpeWlgktnqSx6yZGmmumj3JK7ABgV7DgdPSpX8N3qWEL2+qFdXjkaX7S0Y2OzcMCnpiqdzqmp3Gg3Wn6a7Nq8M72/mNjKbfmDEe4x0/vVoR3zajb2MyXJCRQGa48k9SFxtz9c8UAT6f4egit92oLDdXsjmWaYJtDOcDIHbgCq02gX2pahAdWu4Z7G2uDcwRIhVtwPybj3C5P14q1ba9Zme2si5WaW3jlj85wC6t3HqR3x61KdaCWT3stsyWiO26YyKVEagkyHnpx060AUv7F1S8urf+07+Ca1t7gzoEh2ux52A9hjPbrVSLwhMCtjLcxPo8VyLmGHafMVgcgFu/JrQn8TQWcdpJdW8kUd0rtC+5SGKruC8HqygkfQ1TbxiLd4he6VdWwmtXuYizK28KMleD1waALWs+Go7y2Q6eyWd7DOLiGXbld4/vDuKLbRbuCxvZGnt5NUuyDLK0X7s44A2+gGfzpravb6xpllc2108cctzEA1vIrHJP3SR27Gpm8QMtzKDYS/Zo7gW7XG9cBjjnbnOORQAy00a907S2WzuLYajNKJbidosJIe4CjoMDAp+n6TeWmmXKzz291qFzIZZJHixGTwANo7BQB+FW9Q1MWUtvbxwtPc3BYRxKwBIUZJyeAB/UVl6v4pfQ9JfUL7TXjSMMXQzxhuPTnnI9KALVtpN5aWKrDdQreSSq9xMIQA4HUADpxgCtquGvLm6l1nWLqO4dbc6fbmOPzOVYtknHbg9a6uzvXnubi3a1njEATErj5ZcjPy+uO9AF6iiigAooooAKKKKACiiigAooooAKKKKAKmo20l3aGGKQRsXRtxXPAYEj9Kt1m6xctaw2zKxG65RDg44NX2ljQ4Z1U+5xQBDfMFsZ8kDMbAZPXg1wmp6zplhaWUd5p815KmnwyL5bDK8cbQfUj+VX/F0Op3OpWd5A9u+l2AeaWISEyyttIAVR1x15p5mb7Dpkb6Q15FLaQKAkO4vlcEMx+6FyD+dACJpmkpZ3WsXllLFJLaNGZGnG+ZWBZgAOhrDS+8NT3CacdL1GCG0vW2zRMceZHgbmI529ua6OWe4vLWwgt9AMtvFcIssc6lPIVRyy7vvEE9uoBqrBdeIbXT7a5OjW0txI8huwsWxlj52AAZ3HJ5/OgBmp6BoGn3Fvbf2bc3A1BZUcRtn5SQzFvxqGV9Mju7aV9JYXEciW5mScNsjP3WJHBPA4PNa7T61eJZ+baC0mRiJ2WPepUpn5SeQM9eO1Zn2e/slL5lZY7YSlYbDJebP3guOTjjFAFi4n0PStHbw7dx3EIuLeWV4hIWJ5yy7x/EckgfWsvTbbS5dYtNOj0qcySxSwz3AufMFuFRVCFh97Ixiu4tYBeWEEl/axee6qzqyDhse/epINNsrZ0eC1ijZM7SqgEZ60AVooLTQ7eC3gzGk1ye2dzvljn0yc1qVka6QDphJwPtqf+gtWtkeooAiuwzWc4Q4YxsAffFedapoCatZeH4LnVJLeU2ckRghQGWXKEtgnp0P5ivSSRg9D7Vxnie4ubXVrO4t9HspntbWWaOaVsSRsB91cdR1zQBn2nh6wsvE1xaWl48M9/aKY4zbhmtygXLMTwc5HHqTV+bT9OjvLaG6WQOpltluROqgvIp3sYx0zj+VWbXULm6nguLq3tJb1Ef7M8G87gSQ2MgcYC5Jqpqmj6fc6rElxokdy13G8txcxxSFQ6j5eRwD19M0AaeneIY20uMRQTSyRM8BViAxKDr+OP1rR8P6ymvaNDqCRGLzMgxlgxUg4IJFc5LPcrDayPopja3BaKOK2ZizbenH3c9MmnW+o+J7exgt4fD9tBOwV8RtiJVLfMOnBAz9TQB2tFVrW6F15uIZo/Lcp+8Qru4ByM9Rz1qzQBlaz/wAfWkf9fo/9AetWsnWmC3GkliAPto5J/wBh601ljfhHVsehzQBzniXX7a1iutOkguizQEmZYSYkyOAW7E1csdGgGpQ6yzu0/wBjSBVP3UHUke5rP8Qand2kN7ZNZXNyk8bNFNGo8tBjlWOeMe/WtKxu7j7bDasIktxbIVzne7Y5x2wOPzoAn+wR20d1K1xcusiNuEkhYKPYVw8WmaDby6Xp0NpdR/aIZIVlScDMTLlnYe/6Yrr9P1a6vdYvbGfTJYbeHISd0YLLzjjIxXPvZvFeRpBZaWdkriSZnkxESAoT6kfhQAlhP4fVU0mxV/K0yBiLjeEJC5BGcZP1qP8AtfSPC9umpPd3UlnNYFwmfN2op+9u79f1qxcx3aajdXlp4ZD3MSskdwzkByccbc8g+uKexnvIbex1HSLFPMka1niLYXyyNw2jvk+lAFbwvo9lpv7xL+eaa5TdDM6hREHDOAFHXgnr6VY1HSrFUW+hvbqQXbsu2A5aZ2ABH0wvT2puiWq3Or3IvNJt7eeC2G1kdxnO4Yxnpgnn3rNs9Xl/s9rd/DonSA+aJLeQmNJcvyCTuPTqP71ACHTRZW9w1/qFxbETSXKTeSQF3lMqR/FjOD9fau2hvdLsz5QnijdwGJ6BiR1rl01+Sxs5pLvwveyxJdTQx/Zo2lzGMfOwPODj9KdJeaJql/Na31jIUEioAdw2ArnJHGAM44oA7OC6gulLQSLIoxkr09anrL0azSyjmihjkjhV8IjyBwAB2x0+hrUoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDIuvD1ldyxSSmTMd6t8uG/wCWgXaO3THaptO0eHTb3UbqJ3Z7+cTyZ6AhFXA/BRVe4gmh1+C7N9c/ZvLk8yJioiQYHJ79upz3puo+IbCC2TyNRs98z+WsjTrtQ46k57en0oAspo0Ca9Jq4ZvOeERbP4Rg/e+p4GfQCqmj+FdP0KDUIrMOBfSNI5Y5K57D2GTxWXb6hLe+CbO8g1dpbiIxiWWF1O9iwBDdcde2Kd4o8T21o8tlDq1vZ3Nu0bTCV1VmVugXJ/M0AXrrwyl5d6WZnhe2sFXaGhHm7lxgiTPyjjkY5qRtClkjm0+S5RtFmtnha28siQFs5O/PTBIxj8a0RqNjLN9mS8geZlyI1lG8jGcgZz0rm9E1B5pNdtbdtQEkK5it71v3ucEbkyfuEgY565oAsx+FZp5EXUr5Li3tUZLJEi2GPcu0luSGIHQ4HU1py6RmSzkjn2taxPEpZAwO4AZP5VzvhYOlxfae+pax/aqQRtImouJFTcDhkxwRnPftVzSr9NN1HVYbzVZZLO3KH7ReuoQOwyVV+Bj27UAXrDw+ttp8EEptlljuBcO1pbiFXYHIyoJ/OpU0JRZz28ly8hmuvtJcqAQcghfp8oFV7yC51OeeW31Ux2ywBrf7M4PzHnccdR6DpWTqnjCK10IRjU7S21P7KZWM0ihhjjO04ySe3vQB0GraVJfSQXVpc/Zr62DiGRlLJ8wwQy5GRwO/asHWPA8uuMJb7UIpJpbX7NcE24IAw3zRgn5Gy3XngVd8Ria50s39lrclsixboBb7SssnVef4gemB1rP8RahqunalbXUrakNOhsGkufsESP8AvNw5O70HYUAX18JEXd5cNelmuLSG1AMeNojOc9ec1tWtvdw3dy812Jbd9vkxbAPKwMHnvk1Yt5Flt45FJKugYFuuCO9S0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcf4q8SW2meGdWv9Q05ry3sbhUMUfUgFSGz2xmvOLn4++FLxi9x4ZuZ2UARmRY2OPTk8V0/xFnkg+HXizyvvSXOzG3dkHbXy5/ZWobEf7BdbZBlD5LYYe3HNAHtM/x18OiT9x4IhdMdXZFP5BTWi/7SNlFHElt4bl2hAGUzhQp9BgHj8q8OHhnXiMjRNSwf+nV/8KP+EZ1//oCal/4Cv/hQB7b/AMNLR/8AQtN/4Ff/AGNWP+Gh59yL/wAIjcbnClR55y277uPl79q8K/4RnX/+gJqX/gK/+FeoWnjTV4dLs7K48BXkz2ttHbR3AikVwqoVJ+71ySR6ZoA61PjxqchcJ4GvmKHa22Rjg+h+Sq11+0TNZSeXdeEp4HxnbLOVP5Fa5aDxhr9rp0dhF4S1ZoYpIGjaRZC+Izkhjs5yfyrnPFb6x4i1Ca6h8L6pb+bcm4KNblsEjoCEBxQB6g/7QN5Hbm4fwZdrCACZDMQuD3zspF/aEumjWRfB10Udd6sJjhlzjI+XpkgVxfjjxT4g8YeHtN0lPCGoWi2iqrSGB3L4UDj5BjpV3RPGmr6R4f0/TX8C3881nGsa3BicNgSiQgfJwDgD8KAOlufjxPLFILrwNcPHCQX8xyQh7E5TjrS3Hx18OX0cRvfDurB1Xbtjk2gewwwz+Vc2fEc1xeWks/hXXraGzuRcxwWdsUSUkgsJBt+bBHB7+1OuPiA9s8bX2lajC8Fz59sDZNGFyTuBBf5sg8enagCVviZ4IMhJ0rxQCW6f2i/X0/1ldPD+0N4ft4UiTRNVCRqFG7aSAPUls1xTeO/DyXR+z6Pqm2W+jvZpbgK77lYcDjOMZHWoNf8AiMl/pniC3sbCaOa/kQW7m1A2RFcSKTycnAGfbtQB6HJ+0R4eUgxaTqcqEA7gigZ7jrUUn7RmiKCBomp7yPlDbBk/nXmPgrxw/h3w7NpFxp97cNJdLLFsXIQYI4B77trY9RUuv6nrWpah4durfQdZeTSkUSTS2rB5237ieAcccUAd9D+0JdTuqQ+DrqRm+6FmJJ/8dqyfjpq4/wCZD1H/AL6b/wCIrGn+KGt/2v8A2hbeAb2OZflD+U4LJgYDfLzjn86xX8beJJNNubV/Ceql5pC/mFJMj94Hx932xQB1cv7QV3BcJbzeDbqOeQ4SNpiGb6DZzSr+0BeujOvgu7Kqu5iJTgLzyfk6cH8q891XVdY1D4jW3iyLwjqcIilSV7bynO5lPOGCDGeO1XtT8RanqGlX2nDwdrS289skMSPvYRupYiQnZkn5vUUAdXL8eTqdmHl8Dy3VrvABaTem7oP4MZ5/Wlg+NMFgs0j+Abi0h2lJZIvlI9idox+dcNousa3pHhCHRP8AhEdRklivFuRc+Q4JUMGKY2HGdo5zWgniTU3vH8zwfqsdtNcPNKI4Gz80ew4GwAnvzQB0Evxh8H3NqEuPDutKDgsEuWxn0zv5FdHZftCeF2JjuNP1K0RVwhaNWz7cGuS1n4l2x8N22iT+GNTtJIRGI5ZY8F1QjBKkDk4rkPHXjOLxdpGlLHpMtvqEEkrzMseEyxGNoA747+9AHr91+0H4YgiQw2OpTSMcFPKCkfmaZL+0L4bSAyDTdTL4XKmNRyeozntXF2vxK0e4t9JOs6TdXd5bGPdOYypjIjILjH3vmPQ+5rO8XeLdH13wtfWMLaj9pMySW6LblFbCgN5hyd3QkcUAd4P2jtAJwNG1Mn6J/wDFU4ftF6GcY0PVDnp8qf8AxVeYeG/FWmeH7jT7yWwu7ySKwNq8X2dUCFj8x3ck8dDXbaZ8StFNlYWUGi6qI7VHiWZbcsVLA4ztIJPPYigDXb9o7QEOG0bUwfQhP/iqms/2ivC80pW4sNRt0xneUVufTANeN/ErWbLxT4jj1PTLe7UeQsUiSwbcFe45Oc571xf2W4/54S/98GgD6wtPjp4HumIe+nt8d5YG/pmpYvi18OIZ5Z4tUgSaU5kdbVwzn3O3mvkdlZDhlIPoRTaAPubw74m0fxTZSXmi3QuIEfYzhCvzfiBWzXjv7On/ACJN9/19n+VexUAFFFFABSE4FLRQBDJcRxWrXMhZY1Us2VOQB7daqTa5p1tJDHNdIrzfcXueVGMeuWX86uRLIisJZPMJYkHGMDsK5698Fafe63d6s7bbqeJI1by0JjKkHcMjknavXPSgDWi1mzmuBChl3HOCYXA4AJ5Ix0NOsdUgv2KxrKrBd2HQjjOM56fh1qhbeGore9hn+23UiQxlI4nZdqkjBIOM846ZxT4vDsFpA0OnzvZK6gOYVUMxH8ROOtAGnBcw3KyGJ9wjcxt2wR1FV49XsZbqe2W5QSQsqOG4GWGQAT1/Cq1hobWdjLayX9xOJdxkdgoZmJ5PA9OKypfh/pL60NSTemJA4txgRA4AOFHrgUAdPLcwW5QTTRx722pvYDcfQepqlJr+lRXcVq99D5squy4bIwuN2T0GMjrWOfCEl7pj2mqancTl7lp2Ib/pqroBnptChePeopfAcMuoQX5v5hcQIyRny0IwduMgjB+7+tAHQ2+safdxq9tdxylkMiqhyzL6heppbbVLa5UEGSLLbQJ42jLHrwGAzWZpnhg6ZqMF1HeErHB5ToIwvmH1Yj07CrV1oiz38E6TFIkbdJERkOwOVIPYgj8aALg1KxbysXkB80lY/wB4PnI7D1pRqFmwUi7hIZyi4kHLDqPrWFceGb67Np5+poBFMZZPLtwu/wCZSoxnAwF5PJPtSf8ACM6g1hDYPrAFqA8cqLbKC0ZGFAJ5DAdTznmgDbl1S0itTciTzow2z9wpkO70wuTTrTULW8jjeGT/AFgJVHBVuOvynms6HSL+LREtft0DXsTZhuPswCr6fID1xxTbLQLi01CO6l1J7kYzN5iYZnAwCCMYGP4cGgDeopqb8fOVJz2GOKdQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAUpbAy6rBe/aZVSOJ42gGNj7iOT7jH6mpZrG0nj8uW2hdM52sgIzViigDJh0C1t9ETS4fkiXb8yqASQwP8ASm6r4Z0nV1kNzZQGVyCZTGC3B9TWxRQBRu9PE1syWzi1nC7Y5441LR/TIxVGDQJY5ry7k1CWTULhBEt15aBokHIUADGMknn1rcooAxItCuUe9uG1WZ724QRpOUX9yo/urjHqfrVXRfCf9m2klne6g+p2bY2wTwRhUOck/KBn8a6WigDEutBka583T7+SwUxCJ0ijUggdCMjgj2p2oeGNK1O0eK6tIZJXi8szvGGfpjOT3rZooA5vVvDE97NaNYavPpkNqpEcNvFGVye+GB5xU2oaHf39gbM65cxxyQiKVkjTc/8AeOccE+1b1FAFeC3MBQLKxjSMIEPqO+fWrFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGPo2lT2K6gLyZbj7TeSTpkZ2ox+VefQYFankQ4A8pMDp8o4qSigBNq/3R+VG1f7o/KlooATav8AdH5UbV/uj8qWigBNq/3R+VG1f7o/KlooATav90flRtX+6PypaKAE2r/dH5UxoIpPvxI31UGpKKAIfstv/wA+8X/fAo+y2/8Az7xf98CpqKAIRa24ORBF/wB8Cpdq/wB0flS0UAJtX+6Pyo2r/dH5UtFACbV/uj8qNq/3R+VLRQAm1f7o/Kjav90flS0UARtBDIcvEjEeqg037Lb/APPvF/3wKmooAh+y2/8Az7xf98Cj7Lb/APPvF/3wKmooAh+y2/8Az7xf98ClW3hX7sUY+iipaKAIfstv/wA8Iv8AvgUfZbf/AJ94v++BU1FAGZN4e0a4kMk2l2buerNCpP8AKsdvhr4Ld2ZvDenFmOSfJFdXRQBnaPoWlaBbNbaTYwWcLNuZIV2gn1rRoooAKKKKACsvXU1V9PA0cw/aRIu5ZiQrJn5hkcg4rUooAwUtdZOlT2yuls4mVLco+9hCCMkserEZrKEHi9LqaMyrJH5MBRyQB5gK7+nOOGJ+tdnRQBwmk2njSa9jl1G9lgiVizxjyyHYYG37vCE5I71dvbTW/t0N2sHn3e1cqkmyFAOuD97J9DkGuuooA4mRfGX9htJAsX9oE7cSMcKN45xn+7Tl07xYLxL2XVpmAuU32aJGIzHkBsHG7pk9a7SigDD1Iajc2UV1ZCaKUwMDBvA5YDGf9pTzn2PrUd/JdxX1vE9ndXKS+WqNBJtEbDlmc5469uvSugooA5LxNdX7TaW1pb6mIpZdshtzjy+erjOT/KrT2WpI6XFu86MbhmeN52dTHg4yCeOew9q6OigDgfM1GcWUaxa1AtzeFlk3sWhjXZkON3QkNjOeDXeIwdFYAjIzz1p1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHM+I/Ey6f5tjaRXcuohVkRIoGYMM8gNjGcA96oaVf+IJPLlk+0PtUCWGWDBJMkgYj6ALj1GK7WigDE8O6ld6nbXEs8cgiWTbC8kJiZxjnKn3yKZpsurtBP9tZ2laEug8nYEbJwuc8npW9RQB5/e6/qNxpM1xF9riSMRwbntnw02CH4UbsZxyBjpWxpF5rNxq8ct5G8Vi0fkopx80ijJbHUchhz6CuoooAKKKKAKOqC5NmPssjpIJFOUXJIzyMViRJ4kuL/AFSO4JhhLRG1eNlAC7juweeSMda6migDk9cfVrCO+mt7268pTC6N5HmBF+beBtGT0BPHGah8L6jrl7q7pfrIsMcP7yOSMrsY7dvzYw2Rk5FdlRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADDv3jAG3uc80+iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqKESiPExUvk8r0x2qWigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k="
ffww0028	1	{"lines_data": [{"Word": "2044390127", "Confidence": 0.993, "X1": 0.625, "Y1": 0.03813, "X2": 0.719, "Y2": 0.03793, "X3": 0.718, "Y3": 0.05543, "X4": 0.625, "Y4": 0.04784, "page": 0}, {"Word": "PORLINEA", "Confidence": 0.133, "X1": 0.913, "Y1": 0.25052, "X2": 0.878, "Y2": 0.25032, "X3": 0.869, "Y3": 0.24253, "X4": 0.904, "Y4": 0.17806, "page": 0}, {"Word": "PGA TOUR", "Confidence": 0.5095, "X1": 0.906, "Y1": 0.26316, "X2": 0.942, "Y2": 0.26296, "X3": 0.953, "Y3": 0.27414, "X4": 0.917, "Y4": 0.33482, "page": 0}, {"Word": "O", "Confidence": 0.882, "X1": 0.93, "Y1": 0.2935, "X2": 0.908, "Y2": 0.2933, "X3": 0.888, "Y3": 0.27414, "X4": 0.909, "Y4": 0.23242, "page": 0}, {"Word": "Call toll-free: 1 800-558-8954", "Confidence": 0.87725, "X1": 0.981, "Y1": 0.48693, "X2": 0.98, "Y2": 0.48673, "X3": 0.996, "Y3": 0.48526, "X4": 0.997, "Y4": 0.73558, "page": 0}, {"Word": ".", "Confidence": 0.896, "X1": 0.808, "Y1": 0.54634, "X2": 0.808, "Y2": 0.54614, "X3": 0.799, "Y3": 0.54468, "X4": 0.799, "Y4": 0.52445, "page": 0}, {"Word": "IVANTAGE", "Confidence": 0.616, "X1": 0.822, "Y1": 0.54255, "X2": 0.824, "Y2": 0.54235, "X3": 0.815, "Y3": 0.54215, "X4": 0.813, "Y4": 0.47262, "page": 0}], "words_data": [{"Word": "2044390127", "Confidence": 0.993, "X1": 0.626, "Y1": 0.03939, "X2": 0.718, "Y2": 0.03919, "X3": 0.716, "Y3": 0.05543, "X4": 0.626, "Y4": 0.0491, "page": 0, "Index": 0}, {"Word": "PORLINEA", "Confidence": 0.133, "X1": 0.912, "Y1": 0.24925, "X2": 0.879, "Y2": 0.24905, "X3": 0.87, "Y3": 0.24253, "X4": 0.903, "Y4": 0.18058, "page": 0, "Index": 1}, {"Word": "O", "Confidence": 0.882, "X1": 0.929, "Y1": 0.26695, "X2": 0.921, "Y2": 0.26675, "X3": 0.9, "Y3": 0.25012, "X4": 0.908, "Y4": 0.23495, "page": 0, "Index": 2}, {"Word": "TOUR", "Confidence": 0.739, "X1": 0.922, "Y1": 0.26442, "X2": 0.942, "Y2": 0.26422, "X3": 0.953, "Y3": 0.2754, "X4": 0.933, "Y4": 0.30827, "page": 0, "Index": 3}, {"Word": "PGA", "Confidence": 0.28, "X1": 0.909, "Y1": 0.30108, "X2": 0.921, "Y2": 0.30088, "X3": 0.931, "Y3": 0.3108, "X4": 0.92, "Y4": 0.33103, "page": 0, "Index": 4}, {"Word": "800-558-8954", "Confidence": 0.581, "X1": 0.982, "Y1": 0.48945, "X2": 0.981, "Y2": 0.48925, "X3": 0.997, "Y3": 0.48779, "X4": 0.997, "Y4": 0.60789, "page": 0, "Index": 5}, {"Word": ".", "Confidence": 0.896, "X1": 0.808, "Y1": 0.54255, "X2": 0.808, "Y2": 0.54235, "X3": 0.799, "Y3": 0.54215, "X4": 0.799, "Y4": 0.53583, "page": 0, "Index": 6}, {"Word": "IVANTAGE", "Confidence": 0.616, "X1": 0.822, "Y1": 0.54129, "X2": 0.824, "Y2": 0.54109, "X3": 0.815, "Y3": 0.53962, "X4": 0.813, "Y4": 0.47388, "page": 0, "Index": 7}, {"Word": "1", "Confidence": 0.996, "X1": 0.982, "Y1": 0.61335, "X2": 0.982, "Y2": 0.61315, "X3": 0.997, "Y3": 0.61295, "X4": 0.997, "Y4": 0.6218, "page": 0, "Index": 8}, {"Word": "toll-free:", "Confidence": 0.941, "X1": 0.982, "Y1": 0.62725, "X2": 0.982, "Y2": 0.62705, "X3": 0.997, "Y3": 0.62685, "X4": 0.997, "Y4": 0.70018, "page": 0, "Index": 9}, {"Word": "Call", "Confidence": 0.991, "X1": 0.982, "Y1": 0.70437, "X2": 0.982, "Y2": 0.70417, "X3": 0.997, "Y3": 0.70397, "X4": 0.997, "Y4": 0.73684, "page": 0, "Index": 10}]}	"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"
ffww0028	2	{"lines_data": [{"Word": "VANTAGE", "Confidence": 0.991, "X1": 0.59848, "Y1": 0.5512, "X2": 0.67172, "Y2": 0.551, "X3": 0.67172, "Y3": 0.5668, "X4": 0.59848, "Y4": 0.5688, "page": 0}, {"Word": "O", "Confidence": 0.597, "X1": 0.66919, "Y1": 0.6222, "X2": 0.69949, "Y2": 0.622, "X3": 0.66414, "Y3": 0.6318, "X4": 0.64141, "Y4": 0.5838, "page": 0}, {"Word": "2044390128", "Confidence": 0.847, "X1": 0.95707, "Y1": 0.9092, "X2": 0.95581, "Y2": 0.909, "X3": 0.93939, "Y3": 0.9078, "X4": 0.93939, "Y4": 0.8158, "page": 0}], "words_data": [{"Word": "VANTAGE", "Confidence": 0.991, "X1": 0.59848, "Y1": 0.5522, "X2": 0.67045, "Y2": 0.552, "X3": 0.67172, "Y3": 0.5668, "X4": 0.59975, "Y4": 0.5698, "page": 0, "Index": 0}, {"Word": "O", "Confidence": 0.597, "X1": 0.68434, "Y1": 0.6112, "X2": 0.69444, "Y2": 0.611, "X3": 0.65909, "Y3": 0.6228, "X4": 0.65025, "Y4": 0.6048, "page": 0, "Index": 1}, {"Word": "2044390128", "Confidence": 0.847, "X1": 0.95707, "Y1": 0.9062, "X2": 0.95581, "Y2": 0.906, "X3": 0.93939, "Y3": 0.9068, "X4": 0.93939, "Y4": 0.8168, "page": 0, "Index": 2}]}	"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"
ffww0028	0	{"lines_data": [{"Word": "2044390126", "Confidence": 0.991, "X1": 0.819, "Y1": 0.03813, "X2": 0.912, "Y2": 0.03793, "X3": 0.911, "Y3": 0.05669, "X4": 0.818, "Y4": 0.0491, "page": 0}, {"Word": "Photography Location: Tournament Players Club, Ponte Vedra, Florida", "Confidence": 0.80063, "X1": 0.967, "Y1": 0.05456, "X2": 0.964, "Y2": 0.05436, "X3": 0.979, "Y3": 0.05416, "X4": 0.983, "Y4": 0.53962, "page": 0}, {"Word": "PRO SHOP", "Confidence": 0.992, "X1": 0.138, "Y1": 0.19489, "X2": 0.138, "Y2": 0.19469, "X3": 0.184, "Y3": 0.19449, "X4": 0.185, "Y4": 0.56364, "page": 0}, {"Word": "VANTAGE", "Confidence": 0.993, "X1": 0.079, "Y1": 0.21512, "X2": 0.077, "Y2": 0.21492, "X3": 0.13, "Y3": 0.21472, "X4": 0.131, "Y4": 0.53583, "page": 0}, {"Word": "VANTAGE", "Confidence": 0.993, "X1": 0.589, "Y1": 0.20374, "X2": 0.656, "Y2": 0.20354, "X3": 0.657, "Y3": 0.22104, "X4": 0.59, "Y4": 0.22862, "page": 0}, {"Word": "-GOF-", "Confidence": 0.7, "X1": 0.599, "Y1": 0.22144, "X2": 0.646, "Y2": 0.22124, "X3": 0.647, "Y3": 0.23368, "X4": 0.599, "Y4": 0.24253, "page": 0}, {"Word": "O", "Confidence": 0.817, "X1": 0.609, "Y1": 0.25431, "X2": 0.638, "Y2": 0.25411, "X3": 0.642, "Y3": 0.28804, "X4": 0.614, "Y4": 0.2931, "page": 0}, {"Word": "VANTAGE", "Confidence": 0.776, "X1": 0.833, "Y1": 0.3466, "X2": 0.838, "Y2": 0.3464, "X3": 0.857, "Y3": 0.34873, "X4": 0.853, "Y4": 0.42205, "page": 0}, {"Word": "K", "Confidence": 0.719, "X1": 0.597, "Y1": 0.38579, "X2": 0.616, "Y2": 0.38559, "X3": 0.615, "Y3": 0.41194, "X4": 0.597, "Y4": 0.41067, "page": 0}, {"Word": "VANTAGE", "Confidence": 0.667, "X1": 0.674, "Y1": 0.60323, "X2": 0.666, "Y2": 0.60303, "X3": 0.684, "Y3": 0.60031, "X4": 0.693, "Y4": 0.67869, "page": 0}, {"Word": "=", "Confidence": 0.96, "X1": 0.887, "Y1": 0.59438, "X2": 0.914, "Y2": 0.59418, "X3": 0.914, "Y3": 0.61548, "X4": 0.887, "Y4": 0.61674, "page": 0}], "words_data": [{"Word": "2044390126", "Confidence": 0.991, "X1": 0.82, "Y1": 0.03939, "X2": 0.91, "Y2": 0.03919, "X3": 0.909, "Y3": 0.05669, "X4": 0.819, "Y4": 0.05037, "page": 0, "Index": 0}, {"Word": "Florida", "Confidence": 0.057, "X1": 0.965, "Y1": 0.05583, "X2": 0.964, "Y2": 0.05563, "X3": 0.979, "Y3": 0.05416, "X4": 0.98, "Y4": 0.10599, "page": 0, "Index": 1}, {"Word": "Vedra,", "Confidence": 0.993, "X1": 0.965, "Y1": 0.11019, "X2": 0.965, "Y2": 0.10999, "X3": 0.98, "Y3": 0.10979, "X4": 0.98, "Y4": 0.15404, "page": 0, "Index": 2}, {"Word": "Ponte", "Confidence": 0.622, "X1": 0.965, "Y1": 0.15949, "X2": 0.965, "Y2": 0.15929, "X3": 0.98, "Y3": 0.15783, "X4": 0.981, "Y4": 0.19955, "page": 0, "Index": 3}, {"Word": "Club,", "Confidence": 0.941, "X1": 0.966, "Y1": 0.20374, "X2": 0.965, "Y2": 0.20354, "X3": 0.981, "Y3": 0.20334, "X4": 0.981, "Y4": 0.23874, "page": 0, "Index": 4}, {"Word": "SHOP", "Confidence": 0.99, "X1": 0.138, "Y1": 0.21385, "X2": 0.138, "Y2": 0.21365, "X3": 0.184, "Y3": 0.21219, "X4": 0.185, "Y4": 0.40562, "page": 0, "Index": 5}, {"Word": "VANTAGE", "Confidence": 0.993, "X1": 0.59, "Y1": 0.20374, "X2": 0.654, "Y2": 0.20354, "X3": 0.655, "Y3": 0.2223, "X4": 0.59, "Y4": 0.22989, "page": 0, "Index": 6}, {"Word": "VANTAGE", "Confidence": 0.993, "X1": 0.08, "Y1": 0.2265, "X2": 0.077, "Y2": 0.2263, "X3": 0.13, "Y3": 0.22862, "X4": 0.13, "Y4": 0.53457, "page": 0, "Index": 7}, {"Word": "-GOF-", "Confidence": 0.7, "X1": 0.6, "Y1": 0.2227, "X2": 0.644, "Y2": 0.2225, "X3": 0.645, "Y3": 0.23495, "X4": 0.6, "Y4": 0.24253, "page": 0, "Index": 8}, {"Word": "Players", "Confidence": 0.963, "X1": 0.966, "Y1": 0.24419, "X2": 0.966, "Y2": 0.24399, "X3": 0.981, "Y3": 0.24379, "X4": 0.981, "Y4": 0.2931, "page": 0, "Index": 9}, {"Word": "O", "Confidence": 0.817, "X1": 0.609, "Y1": 0.25684, "X2": 0.624, "Y2": 0.25664, "X3": 0.628, "Y3": 0.28931, "X4": 0.613, "Y4": 0.2931, "page": 0, "Index": 10}, {"Word": "Tournament", "Confidence": 0.883, "X1": 0.967, "Y1": 0.29729, "X2": 0.966, "Y2": 0.29709, "X3": 0.982, "Y3": 0.29689, "X4": 0.982, "Y4": 0.37907, "page": 0, "Index": 11}, {"Word": "VANTAGE", "Confidence": 0.776, "X1": 0.833, "Y1": 0.34913, "X2": 0.838, "Y2": 0.34893, "X3": 0.857, "Y3": 0.35125, "X4": 0.853, "Y4": 0.42079, "page": 0, "Index": 12}, {"Word": "Location:", "Confidence": 0.955, "X1": 0.967, "Y1": 0.38326, "X2": 0.967, "Y2": 0.38306, "X3": 0.982, "Y3": 0.38286, "X4": 0.982, "Y4": 0.44733, "page": 0, "Index": 13}, {"Word": "K", "Confidence": 0.719, "X1": 0.6, "Y1": 0.38579, "X2": 0.614, "Y2": 0.38559, "X3": 0.613, "Y3": 0.41194, "X4": 0.599, "Y4": 0.41067, "page": 0, "Index": 14}, {"Word": "PRO", "Confidence": 0.994, "X1": 0.138, "Y1": 0.44647, "X2": 0.138, "Y2": 0.44627, "X3": 0.185, "Y3": 0.44607, "X4": 0.186, "Y4": 0.56491, "page": 0, "Index": 15}, {"Word": "Photography", "Confidence": 0.991, "X1": 0.968, "Y1": 0.45153, "X2": 0.967, "Y2": 0.45133, "X3": 0.982, "Y3": 0.45113, "X4": 0.982, "Y4": 0.53962, "page": 0, "Index": 16}, {"Word": "VANTAGE", "Confidence": 0.667, "X1": 0.674, "Y1": 0.61335, "X2": 0.667, "Y2": 0.61315, "X3": 0.685, "Y3": 0.60916, "X4": 0.693, "Y4": 0.67616, "page": 0, "Index": 17}, {"Word": "=", "Confidence": 0.96, "X1": 0.901, "Y1": 0.59438, "X2": 0.913, "Y2": 0.59418, "X3": 0.913, "Y3": 0.61674, "X4": 0.902, "Y4": 0.61674, "page": 0, "Index": 18}]}	"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"
ffwk0051	1	{"lines_data": [{"Word": "CCTION B. The Director of the Department of 7)rozh ahah", "Confidence": 0.4054, "X1": 0.00524, "Y1": 0.0172, "X2": 0.28178, "Y2": 0.017, "X3": 0.28178, "Y3": 0.0258, "X4": 0.00524, "Y4": 0.0278, "page": 0}, {"Word": "the dish", "Confidence": 0.5235, "X1": 0.28309, "Y1": 0.0182, "X2": 0.3211, "Y2": 0.018, "X3": 0.3211, "Y3": 0.0258, "X4": 0.28309, "Y4": 0.0258, "page": 0}, {"Word": "Fand Accounts", "Confidence": 0.1625, "X1": 0.42333, "Y1": 0.0172, "X2": 0.49017, "Y2": 0.017, "X3": 0.49017, "Y3": 0.0258, "X4": 0.42333, "Y4": 0.0248, "page": 0}, {"Word": "lefle ", "Confidence": 0.532, "X1": 0.66317, "Y1": 0.0072, "X2": 0.73919, "Y2": 0.007, "X3": 0.73657, "Y3": 0.0248, "X4": 0.66317, "Y4": 0.0158, "page": 0}, {"Word": "Tier of the Disease Surveillesee and Research Fund Account. The me", "Confidence": 0.50564, "X1": 0.0, "Y1": 0.0262, "X2": 0.30799, "Y2": 0.026, "X3": 0.30799, "Y3": 0.0338, "X4": 0.0, "Y4": 0.0358, "page": 0}, {"Word": "[7] twenty percent (10%) shall be deposited in the Senior Citizens Fund", "Confidence": 0.55092, "X1": 0.41153, "Y1": 0.0232, "X2": 0.73788, "Y2": 0.023, "X3": 0.73788, "Y3": 0.0348, "X4": 0.41153, "Y4": 0.0348, "page": 0}, {"Word": "wat chall saly be erpended for the following purport", "Confidence": 0.54122, "X1": 0.01311, "Y1": 0.0342, "X2": 0.24771, "Y2": 0.034, "X3": 0.24771, "Y3": 0.0418, "X4": 0.01311, "Y4": 0.0428, "page": 0}, {"Word": "Accant;", "Confidence": 0.176, "X1": 0.42464, "Y1": 0.0342, "X2": 0.46658, "Y2": 0.034, "X3": 0.46658, "Y3": 0.0418, "X4": 0.42464, "Y4": 0.0408, "page": 0}, {"Word": "(1) to fand the Cancer Registry of Arkansas as specified in Arkansas Code", "Confidence": 0.56808, "X1": 0.02752, "Y1": 0.0412, "X2": 0.35125, "Y2": 0.041, "X3": 0.35256, "Y3": 0.0498, "X4": 0.02752, "Y4": 0.0518, "page": 0}, {"Word": "() fifteen percent (15%) shall be deposited in the Health Education", "Confidence": 0.59582, "X1": 0.41153, "Y1": 0.0402, "X2": 0.73657, "Y2": 0.04, "X3": 0.73657, "Y3": 0.0498, "X4": 0.41153, "Y4": 0.0508, "page": 0}, {"Word": "Fund Account;", "Confidence": 0.163, "X1": 0.42333, "Y1": 0.0502, "X2": 0.49279, "Y2": 0.05, "X3": 0.49279, "Y3": 0.0568, "X4": 0.42333, "Y4": 0.0568, "page": 0}, {"Word": "Chi to fand sequisitio and dissemination of data on health esto loroest und", "Confidence": 0.38862, "X1": 0.02883, "Y1": 0.0572, "X2": 0.35649, "Y2": 0.057, "X3": 0.35649, "Y3": 0.0648, "X4": 0.02883, "Y4": 0.0668, "page": 0}, {"Word": "20-15-201 et aryl;", "Confidence": 0.234, "X1": 0.03801, "Y1": 0.0512, "X2": 0.12582, "Y2": 0.051, "X3": 0.12582, "Y3": 0.0588, "X4": 0.03801, "Y4": 0.0588, "page": 0}, {"Word": "(1) ten percent (101) shall be deposited In the ChiMren's Serviern", "Confidence": 0.61209, "X1": 0.41284, "Y1": 0.0562, "X2": 0.73788, "Y2": 0.056, "X3": 0.73788, "Y3": 0.0668, "X4": 0.41284, "Y4": 0.0668, "page": 0}, {"Word": "( for ether disense and cancer research, including, but not limited", "Confidence": 0.41455, "X1": 0.02883, "Y1": 0.0652, "X2": 0.35518, "Y2": 0.065, "X3": 0.35518, "Y3": 0.0728, "X4": 0.02883, "Y4": 0.0748, "page": 0}, {"Word": "Food Armant:", "Confidence": 0.444, "X1": 0.42464, "Y1": 0.0662, "X2": 0.49541, "Y2": 0.066, "X3": 0.49541, "Y3": 0.0738, "X4": 0.42464, "Y4": 0.0728, "page": 0}, {"Word": "to, surveys of bebavises, such as tobaces use, which affect risk for", "Confidence": 0.49675, "X1": 0.04194, "Y1": 0.0732, "X2": 0.35649, "Y2": 0.073, "X3": 0.35649, "Y3": 0.0808, "X4": 0.04194, "Y4": 0.0828, "page": 0}, {"Word": "W) five percent (5%) shall be deposited In the Disease Surveillance and", "Confidence": 0.58467, "X1": 0.41415, "Y1": 0.0712, "X2": 0.73919, "Y2": 0.071, "X3": 0.73919, "Y3": 0.0808, "X4": 0.41415, "Y4": 0.0818, "page": 0}, {"Word": "LECTION 10. In addition to the taand levied by Arkansas Code 36-57-208 and", "Confidence": 0.53069, "X1": 0.0, "Y1": 0.0882, "X2": 0.35518, "Y2": 0.088, "X3": 0.35649, "Y3": 0.0968, "X4": 0.0, "Y4": 0.0988, "page": 0}, {"Word": "SECTION 13. This act shall take effect on January 1, 1993, and the taxes bevind", "Confidence": 0.6222, "X1": 0.38139, "Y1": 0.0872, "X2": 0.73788, "Y2": 0.087, "X3": 0.73788, "Y3": 0.0978, "X4": 0.38139, "Y4": 0.0978, "page": 0}, {"Word": "Rateorch Fund Accounts", "Confidence": 0.31333, "X1": 0.42464, "Y1": 0.0822, "X2": 0.53735, "Y2": 0.082, "X3": 0.53735, "Y3": 0.0898, "X4": 0.42464, "Y4": 0.0878, "page": 0}, {"Word": "Arkansas Code 26-57-802, there Is hereby levied an carise tax of twelve and one-", "Confidence": 0.5605, "X1": 0.0, "Y1": 0.0972, "X2": 0.35518, "Y2": 0.097, "X3": 0.35649, "Y3": 0.1048, "X4": 0.0, "Y4": 0.1068, "page": 0}, {"Word": "by this ack shall become effective the same day.", "Confidence": 0.45689, "X1": 0.38139, "Y1": 0.0972, "X2": 0.58847, "Y2": 0.097, "X3": 0.58847, "Y3": 0.1048, "X4": 0.38139, "Y4": 0.1038, "page": 0}, {"Word": "half millie for each cigarette cold in this State, The tax shall be levied and", "Confidence": 0.61413, "X1": 0.0, "Y1": 0.1032, "X2": 0.35518, "Y2": 0.103, "X3": 0.35518, "Y3": 0.1118, "X4": 0.0, "Y4": 0.1138, "page": 0}, {"Word": "SECTION 14. The Departament of Finance and Administration shall enforce this", "Confidence": 0.64291, "X1": 0.38139, "Y1": 0.1032, "X2": 0.73919, "Y2": 0.103, "X3": 0.73919, "Y3": 0.1128, "X4": 0.38139, "Y4": 0.1128, "page": 0}, {"Word": "collected in the sense manner at prescribed in Arkansas Code 25-57-201 et arn.", "Confidence": 0.58269, "X1": 0.0, "Y1": 0.1132, "X2": 0.33421, "Y2": 0.113, "X3": 0.33421, "Y3": 0.1198, "X4": 0.0, "Y4": 0.1218, "page": 0}, {"Word": "SECTION 11. In addition to the taxes levied by Arkansas Code 25-57-208 and", "Confidence": 0.54792, "X1": 0.0, "Y1": 0.1202, "X2": 0.35518, "Y2": 0.12, "X3": 0.35518, "Y3": 0.1278, "X4": 0.0, "Y4": 0.1298, "page": 0}, {"Word": "ict and promalgate rules and regulatkiss necessary to Implement this Act.", "Confidence": 0.83073, "X1": 0.38401, "Y1": 0.1122, "X2": 0.70904, "Y2": 0.112, "X3": 0.70904, "Y3": 0.1198, "X4": 0.38401, "Y4": 0.1198, "page": 0}, {"Word": "Arkansas Cod. 25-57-802, there Is hereby levied an excise tax upon the sale of", "Confidence": 0.61314, "X1": 0.0, "Y1": 0.1272, "X2": 0.35518, "Y2": 0.127, "X3": 0.35518, "Y3": 0.1358, "X4": 0.0, "Y4": 0.1378, "page": 0}, {"Word": "prescribed in the Arkanaas Tax Procedure Act.", "Confidence": 0.54543, "X1": 0.38139, "Y1": 0.1282, "X2": 0.58453, "Y2": 0.128, "X3": 0.58453, "Y3": 0.1358, "X4": 0.38139, "Y4": 0.1358, "page": 0}, {"Word": "SECTION 15. Persons vialating this act shall be punished lo the same manner as", "Confidence": 0.63286, "X1": 0.3827, "Y1": 0.1202, "X2": 0.7405, "Y2": 0.12, "X3": 0.7405, "Y3": 0.1288, "X4": 0.3827, "Y4": 0.1278, "page": 0}, {"Word": "ichacco products fa this State. The rate of the tox shall be established by the", "Confidence": 0.587, "X1": 0.0, "Y1": 0.1352, "X2": 0.35649, "Y2": 0.135, "X3": 0.35649, "Y3": 0.1438, "X4": 0.0, "Y4": 0.1458, "page": 0}, {"Word": "SECTION 14. Alt provisions of this act of a general and permanent nature are", "Confidence": 0.4225, "X1": 0.38139, "Y1": 0.1352, "X2": 0.73788, "Y2": 0.135, "X3": 0.73788, "Y3": 0.1438, "X4": 0.38139, "Y4": 0.1438, "page": 0}, {"Word": "Department of Finance and Administration in an amount equivalent to the", "Confidence": 0.70436, "X1": 0.0, "Y1": 0.1442, "X2": 0.35649, "Y2": 0.144, "X3": 0.35649, "Y3": 0.1518, "X4": 0.0, "Y4": 0.1538, "page": 0}, {"Word": "Amseodstory to the Arkansas Code of 1987 Annotated and the Arkansas Cede", "Confidence": 0.70842, "X1": 0.3827, "Y1": 0.1432, "X2": 0.7405, "Y2": 0.143, "X3": 0.7405, "Y3": 0.1518, "X4": 0.3827, "Y4": 0.1518, "page": 0}, {"Word": "combined rate of Lex en cigarettes prescribed by this act and Arkansas Code", "Confidence": 0.73146, "X1": 0.0, "Y1": 0.1522, "X2": 0.35649, "Y2": 0.152, "X3": 0.35649, "Y3": 0.1598, "X4": 0.0, "Y4": 0.1608, "page": 0}, {"Word": "Seetkina 27-57-204 mnd 25-57-802.", "Confidence": 0.32875, "X1": 0.0, "Y1": 0.1602, "X2": 0.14548, "Y2": 0.16, "X3": 0.14548, "Y3": 0.1678, "X4": 0.0, "Y4": 0.1688, "page": 0}, {"Word": "SECTION 17. If chy previcine of this act er the application thereof to any porsogt", "Confidence": 0.4992, "X1": 0.38139, "Y1": 0.1602, "X2": 0.73919, "Y2": 0.16, "X3": 0.73919, "Y3": 0.1678, "X4": 0.38139, "Y4": 0.1668, "page": 0}, {"Word": "Revision Commission shall incorporate the same in the Cado.", "Confidence": 0.75011, "X1": 0.3827, "Y1": 0.1522, "X2": 0.64744, "Y2": 0.152, "X3": 0.64744, "Y3": 0.1588, "X4": 0.3827, "Y4": 0.1588, "page": 0}, {"Word": "SECTION 12. After providing for the these percent (29) debadion for credit to the", "Confidence": 0.67736, "X1": 0.0, "Y1": 0.1672, "X2": 0.35518, "Y2": 0.167, "X3": 0.35518, "Y3": 0.1748, "X4": 0.0, "Y4": 0.1768, "page": 0}, {"Word": "ar circumstance la held invalid, such larvalidity shall not affect other provisions or", "Confidence": 0.51546, "X1": 0.3827, "Y1": 0.1682, "X2": 0.7405, "Y2": 0.168, "X3": 0.7405, "Y3": 0.1758, "X4": 0.3827, "Y4": 0.1748, "page": 0}, {"Word": "Conathetional Officers Yund and the State Central Services Yund as provited in", "Confidence": 0.63675, "X1": 0.0, "Y1": 0.1762, "X2": 0.35518, "Y2": 0.176, "X3": 0.35518, "Y3": 0.1838, "X4": 0.0, "Y4": 0.1848, "page": 0}, {"Word": "egyikallons of the art which can be given effect without the invalld provinien or", "Confidence": 0.5555, "X1": 0.38401, "Y1": 0.1752, "X2": 0.73919, "Y2": 0.175, "X3": 0.73919, "Y3": 0.1838, "X4": 0.38401, "Y4": 0.1838, "page": 0}, {"Word": "Section 19-5-20309(2KA1, all maandles collected under this act shall be deposited", "Confidence": 0.48827, "X1": 0.0, "Y1": 0.1842, "X2": 0.346, "Y2": 0.184, "X3": 0.346, "Y3": 0.1918, "X4": 0.0, "Y4": 0.1928, "page": 0}, {"Word": "gpikation, and to this end the provisions of this act are declared to be soverable.", "Confidence": 0.72933, "X1": 0.38925, "Y1": 0.1842, "X2": 0.73526, "Y2": 0.184, "X3": 0.73526, "Y3": 0.1908, "X4": 0.38925, "Y4": 0.1898, "page": 0}, {"Word": "special revenues feto the Cigarette and Telances Products Surtax Fund socording", "Confidence": 0.59882, "X1": 0.0, "Y1": 0.1912, "X2": 0.35518, "Y2": 0.191, "X3": 0.35518, "Y3": 0.1988, "X4": 0.0, "Y4": 0.2008, "page": 0}, {"Word": "the following formelt", "Confidence": 0.424, "X1": 0.0, "Y1": 0.2002, "X2": 0.09436, "Y2": 0.2, "X3": 0.09436, "Y3": 0.2078, "X4": 0.0, "Y4": 0.2088, "page": 0}, {"Word": "SECTIONS 18. All laws and parte of laws in conflict with this ad are hereby", "Confidence": 0.6078, "X1": 0.38139, "Y1": 0.1902, "X2": 0.73919, "Y2": 0.19, "X3": 0.73919, "Y3": 0.1998, "X4": 0.38139, "Y4": 0.1978, "page": 0}, {"Word": "mepenled.", "Confidence": 0.192, "X1": 0.3827, "Y1": 0.1992, "X2": 0.42595, "Y2": 0.199, "X3": 0.42595, "Y3": 0.2068, "X4": 0.3827, "Y4": 0.2078, "page": 0}, {"Word": "(1) fifty percent (80%) ahall be deposited in the Medical Services", "Confidence": 0.61318, "X1": 0.02752, "Y1": 0.2062, "X2": 0.35387, "Y2": 0.206, "X3": 0.35387, "Y3": 0.2148, "X4": 0.02752, "Y4": 0.2178, "page": 0}, {"Word": "And by Bis, our petition,order that the santa be subined to the people el said stata, In the and that the sama may be adopted or rejected by the veta of the legal volors ef said stato", "Confidence": 0.52824, "X1": 0.0, "Y1": 0.2312, "X2": 0.73919, "Y2": 0.231, "X3": 0.73919, "Y3": 0.2408, "X4": 0.0, "Y4": 0.2418, "page": 0}, {"Word": "at the regular ganaral election to be held in said stata en the ard day of November 1982; and each of us fer himself sayt I have personaly signed th's petitlong I am a legel votar ef", "Confidence": 0.57441, "X1": 0.0, "Y1": 0.2402, "X2": 0.7405, "Y2": 0.24, "X3": 0.7405, "Y3": 0.2488, "X4": 0.0, "Y4": 0.2498, "page": 0}, {"Word": "State of Ar", "Confidence": 0.77133, "X1": 0.0118, "Y1": 0.2492, "X2": 0.05898, "Y2": 0.249, "X3": 0.05898, "Y3": 0.2568, "X4": 0.0118, "Y4": 0.2578, "page": 0}, {"Word": "as and my printed name, date of blin, residence, ard chy or toves of residanes ans correctly wirinen after my signature.", "Confidence": 0.51986, "X1": 0.07864, "Y1": 0.2482, "X2": 0.55832, "Y2": 0.248, "X3": 0.55832, "Y3": 0.2558, "X4": 0.07864, "Y4": 0.2558, "page": 0}, {"Word": "SIGNATURE", "Confidence": 0.992, "X1": 0.05242, "Y1": 0.2662, "X2": 0.12975, "Y2": 0.266, "X3": 0.12975, "Y3": 0.2768, "X4": 0.05242, "Y4": 0.2778, "page": 0}, {"Word": "PRINTED NAME", "Confidence": 0.99, "X1": 0.24115, "Y1": 0.2652, "X2": 0.33552, "Y2": 0.265, "X3": 0.33552, "Y3": 0.2768, "X4": 0.24115, "Y4": 0.2778, "page": 0}, {"Word": "RESIDENCE", "Confidence": 0.991, "X1": 0.43644, "Y1": 0.2642, "X2": 0.5059, "Y2": 0.264, "X3": 0.5059, "Y3": 0.2748, "X4": 0.43644, "Y4": 0.2768, "page": 0}, {"Word": "CITY OR TOWN", "Confidence": 0.991, "X1": 0.57274, "Y1": 0.2622, "X2": 0.66579, "Y2": 0.262, "X3": 0.66579, "Y3": 0.2738, "X4": 0.57274, "Y4": 0.2738, "page": 0}, {"Word": "BIRTH-", "Confidence": 0.623, "X1": 0.69069, "Y1": 0.2632, "X2": 0.73001, "Y2": 0.263, "X3": 0.73001, "Y3": 0.2728, "X4": 0.68938, "Y4": 0.2728, "page": 0}, {"Word": "DAY", "Confidence": 0.99, "X1": 0.69463, "Y1": 0.2732, "X2": 0.72477, "Y2": 0.273, "X3": 0.72346, "Y3": 0.2828, "X4": 0.69332, "Y4": 0.2828, "page": 0}, {"Word": "This Brock Phiva Brockton Decha Pscityari 1995/1995", "Confidence": 0.51057, "X1": 0.00131, "Y1": 0.2852, "X2": 0.76671, "Y2": 0.285, "X3": 0.76671, "Y3": 0.3048, "X4": 0.00131, "Y4": 0.3048, "page": 0}, {"Word": "2 Katie Swill Katie & Williams", "Confidence": 0.39017, "X1": 0.00917, "Y1": 0.3072, "X2": 0.38008, "Y2": 0.307, "X3": 0.38008, "Y3": 0.3228, "X4": 0.00917, "Y4": 0.3238, "page": 0}, {"Word": "4.04. Duck 91630", "Confidence": 0.255, "X1": 0.41022, "Y1": 0.3042, "X2": 0.55439, "Y2": 0.304, "X3": 0.5557, "Y3": 0.3188, "X4": 0.41022, "Y4": 0.3228, "page": 0}, {"Word": "ark ane", "Confidence": 0.351, "X1": 0.55832, "Y1": 0.3072, "X2": 0.63958, "Y2": 0.307, "X3": 0.64089, "Y3": 0.3208, "X4": 0.55832, "Y4": 0.3238, "page": 0}, {"Word": "792-197", "Confidence": 0.58, "X1": 0.68283, "Y1": 0.3092, "X2": 0.75754, "Y2": 0.309, "X3": 0.75623, "Y3": 0.3228, "X4": 0.68152, "Y4": 0.3208, "page": 0}, {"Word": "3 Quilla Francese", "Confidence": 0.632, "X1": 0.0118, "Y1": 0.3262, "X2": 0.18349, "Y2": 0.326, "X3": 0.18349, "Y3": 0.3418, "X4": 0.0118, "Y4": 0.3398, "page": 0}, {"Word": "Quella FlamurE", "Confidence": 0.6205, "X1": 0.18742, "Y1": 0.3242, "X2": 0.3709, "Y2": 0.324, "X3": 0.3709, "Y3": 0.3398, "X4": 0.18742, "Y4": 0.3398, "page": 0}, {"Word": "aux cotips 11 1926", "Confidence": 0.24475, "X1": 0.56094, "Y1": 0.3262, "X2": 0.74967, "Y2": 0.326, "X3": 0.74967, "Y3": 0.3418, "X4": 0.56094, "Y4": 0.3418, "page": 0}, {"Word": "Cecelia B. JONES", "Confidence": 0.78067, "X1": 0.19004, "Y1": 0.3412, "X2": 0.3578, "Y2": 0.341, "X3": 0.3578, "Y3": 0.3568, "X4": 0.19004, "Y4": 0.3578, "page": 0}, {"Word": "4. cealia& Jones", "Confidence": 0.12867, "X1": 0.0, "Y1": 0.3432, "X2": 0.17824, "Y2": 0.343, "X3": 0.17824, "Y3": 0.3598, "X4": 0.0, "Y4": 0.3568, "page": 0}, {"Word": "8. Frania B", "Confidence": 0.52267, "X1": 0.01442, "Y1": 0.3612, "X2": 0.14679, "Y2": 0.361, "X3": 0.14679, "Y3": 0.3778, "X4": 0.01311, "Y4": 0.3758, "page": 0}, {"Word": "Framing bille", "Confidence": 0.3205, "X1": 0.19266, "Y1": 0.3592, "X2": 0.37615, "Y2": 0.359, "X3": 0.37746, "Y3": 0.3758, "X4": 0.19266, "Y4": 0.3798, "page": 0}, {"Word": "Tillar", "Confidence": 0.102, "X1": 0.55046, "Y1": 0.3642, "X2": 0.66317, "Y2": 0.364, "X3": 0.66055, "Y3": 0.3798, "X4": 0.54915, "Y4": 0.3728, "page": 0}, {"Word": "8. Ithil fer", "Confidence": 0.633, "X1": 0.00786, "Y1": 0.3782, "X2": 0.173, "Y2": 0.378, "X3": 0.17169, "Y3": 0.3948, "X4": 0.00655, "Y4": 0.3918, "page": 0}, {"Word": "Ethie Leeboy", "Confidence": 0.495, "X1": 0.19135, "Y1": 0.3752, "X2": 0.4443, "Y2": 0.375, "X3": 0.4443, "Y3": 0.3918, "X4": 0.19135, "Y4": 0.3928, "page": 0}, {"Word": "Silear", "Confidence": 0.601, "X1": 0.55308, "Y1": 0.3792, "X2": 0.68283, "Y2": 0.379, "X3": 0.68152, "Y3": 0.3948, "X4": 0.55177, "Y4": 0.3908, "page": 0}, {"Word": "218-1917", "Confidence": 0.573, "X1": 0.68021, "Y1": 0.3762, "X2": 0.77064, "Y2": 0.376, "X3": 0.76933, "Y3": 0.3938, "X4": 0.68021, "Y4": 0.3918, "page": 0}, {"Word": "7.", "Confidence": 0.945, "X1": 0.01311, "Y1": 0.3952, "X2": 0.03014, "Y2": 0.395, "X3": 0.02883, "Y3": 0.4078, "X4": 0.01311, "Y4": 0.4078, "page": 0}, {"Word": "8", "Confidence": 0.171, "X1": 0.01442, "Y1": 0.4142, "X2": 0.03014, "Y2": 0.414, "X3": 0.02883, "Y3": 0.4258, "X4": 0.01442, "Y4": 0.4268, "page": 0}, {"Word": "9.", "Confidence": 0.89, "X1": 0.01573, "Y1": 0.4322, "X2": 0.02883, "Y2": 0.432, "X3": 0.02752, "Y3": 0.4418, "X4": 0.01573, "Y4": 0.4428, "page": 0}, {"Word": "10.", "Confidence": 0.807, "X1": 0.0118, "Y1": 0.4502, "X2": 0.02883, "Y2": 0.45, "X3": 0.02883, "Y3": 0.4598, "X4": 0.0118, "Y4": 0.4608, "page": 0}, {"Word": "11.", "Confidence": 0.965, "X1": 0.0118, "Y1": 0.4672, "X2": 0.03014, "Y2": 0.467, "X3": 0.02883, "Y3": 0.4778, "X4": 0.0118, "Y4": 0.4788, "page": 0}, {"Word": "12.", "Confidence": 0.824, "X1": 0.01311, "Y1": 0.4852, "X2": 0.03014, "Y2": 0.485, "X3": 0.03014, "Y3": 0.4958, "X4": 0.01311, "Y4": 0.4968, "page": 0}, {"Word": "13.", "Confidence": 0.932, "X1": 0.01311, "Y1": 0.5042, "X2": 0.03014, "Y2": 0.504, "X3": 0.03014, "Y3": 0.5128, "X4": 0.01311, "Y4": 0.5128, "page": 0}, {"Word": "14.", "Confidence": 0.97, "X1": 0.0118, "Y1": 0.5212, "X2": 0.03014, "Y2": 0.521, "X3": 0.03014, "Y3": 0.5318, "X4": 0.0118, "Y4": 0.5308, "page": 0}, {"Word": "15.", "Confidence": 0.995, "X1": 0.0118, "Y1": 0.5392, "X2": 0.03145, "Y2": 0.539, "X3": 0.03014, "Y3": 0.5488, "X4": 0.0118, "Y4": 0.5488, "page": 0}, {"Word": "16.", "Confidence": 0.883, "X1": 0.01311, "Y1": 0.5562, "X2": 0.03014, "Y2": 0.556, "X3": 0.02883, "Y3": 0.5668, "X4": 0.01311, "Y4": 0.5658, "page": 0}, {"Word": "17.", "Confidence": 0.994, "X1": 0.01442, "Y1": 0.5742, "X2": 0.03014, "Y2": 0.574, "X3": 0.02883, "Y3": 0.5838, "X4": 0.01311, "Y4": 0.5838, "page": 0}, {"Word": "18", "Confidence": 0.997, "X1": 0.01311, "Y1": 0.5922, "X2": 0.02752, "Y2": 0.592, "X3": 0.02621, "Y3": 0.6008, "X4": 0.01311, "Y4": 0.6018, "page": 0}, {"Word": "19.", "Confidence": 0.992, "X1": 0.01311, "Y1": 0.6102, "X2": 0.03014, "Y2": 0.61, "X3": 0.02883, "Y3": 0.6198, "X4": 0.01311, "Y4": 0.6198, "page": 0}, {"Word": "20.", "Confidence": 0.894, "X1": 0.01048, "Y1": 0.6282, "X2": 0.03014, "Y2": 0.628, "X3": 0.03014, "Y3": 0.6368, "X4": 0.01048, "Y4": 0.6368, "page": 0}, {"Word": "21.", "Confidence": 0.885, "X1": 0.0118, "Y1": 0.6452, "X2": 0.02883, "Y2": 0.645, "X3": 0.02752, "Y3": 0.6548, "X4": 0.01048, "Y4": 0.6548, "page": 0}, {"Word": "22", "Confidence": 0.998, "X1": 0.01048, "Y1": 0.6642, "X2": 0.02883, "Y2": 0.664, "X3": 0.02883, "Y3": 0.6728, "X4": 0.01048, "Y4": 0.6728, "page": 0}, {"Word": "23.", "Confidence": 0.941, "X1": 0.01048, "Y1": 0.6812, "X2": 0.03277, "Y2": 0.681, "X3": 0.03145, "Y3": 0.6908, "X4": 0.01048, "Y4": 0.6908, "page": 0}, {"Word": "24.", "Confidence": 0.981, "X1": 0.0118, "Y1": 0.6982, "X2": 0.03145, "Y2": 0.698, "X3": 0.03014, "Y3": 0.7078, "X4": 0.01048, "Y4": 0.7078, "page": 0}, {"Word": "25.", "Confidence": 0.668, "X1": 0.01048, "Y1": 0.7152, "X2": 0.03145, "Y2": 0.715, "X3": 0.03145, "Y3": 0.7258, "X4": 0.01048, "Y4": 0.7258, "page": 0}, {"Word": "AFFIDAVIT", "Confidence": 0.991, "X1": 0.3329, "Y1": 0.7352, "X2": 0.40891, "Y2": 0.735, "X3": 0.40891, "Y3": 0.7478, "X4": 0.3329, "Y4": 0.7478, "page": 0}, {"Word": "STATE OF ARKANSAS", "Confidence": 0.74933, "X1": 0.00393, "Y1": 0.7482, "X2": 0.12582, "Y2": 0.748, "X3": 0.12582, "Y3": 0.7598, "X4": 0.00393, "Y4": 0.7588, "page": 0}, {"Word": "COUNTY OF Purcola Ss", "Confidence": 0.554, "X1": 0.00524, "Y1": 0.7552, "X2": 0.20708, "Y2": 0.755, "X3": 0.20708, "Y3": 0.7708, "X4": 0.00524, "Y4": 0.7718, "page": 0}, {"Word": "skry being first dely sworn, state that the foregoing persona algoed this sheet of the foregoing petition and each of", "Confidence": 0.66165, "X1": 0.09567, "Y1": 0.7782, "X2": 0.74312, "Y2": 0.778, "X3": 0.74312, "Y3": 0.7948, "X4": 0.09567, "Y4": 0.7928, "page": 0}, {"Word": "these signed his name thereinte in fig presence. I believe that each hgs stated Kle sffime, date of birth, residence end town of residence correctly, and", "Confidence": 0.59938, "X1": 0.00393, "Y1": 0.7932, "X2": 0.74181, "Y2": 0.793, "X3": 0.74181, "Y3": 0.8048, "X4": 0.00393, "Y4": 0.8018, "page": 0}, {"Word": "that each signer is a legal voter of the Stata ef Arkansas,", "Confidence": 0.66508, "X1": 0.00262, "Y1": 0.7932, "X2": 0.36959, "Y2": 0.793, "X3": 0.3709, "Y3": 0.8098, "X4": 0.00262, "Y4": 0.8148, "page": 0}, {"Word": "Dechan Onaty Cuando", "Confidence": 0.27433, "X1": 0.26868, "Y1": 0.8122, "X2": 0.41678, "Y2": 0.812, "X3": 0.41678, "Y3": 0.8258, "X4": 0.26868, "Y4": 0.8238, "page": 0}, {"Word": "County.", "Confidence": 0.732, "X1": 0.48755, "Y1": 0.8022, "X2": 0.53997, "Y2": 0.802, "X3": 0.53997, "Y3": 0.8198, "X4": 0.48755, "Y4": 0.8198, "page": 0}, {"Word": "Claudans L. Race", "Confidence": 0.21667, "X1": 0.45216, "Y1": 0.8102, "X2": 0.67235, "Y2": 0.81, "X3": 0.67235, "Y3": 0.8448, "X4": 0.45216, "Y4": 0.8428, "page": 0}, {"Word": "R+7, Ba 315 Nithereis", "Confidence": 0.2415, "X1": 0.46789, "Y1": 0.8452, "X2": 0.71953, "Y2": 0.845, "X3": 0.71822, "Y3": 0.8698, "X4": 0.46789, "Y4": 0.8688, "page": 0}, {"Word": "1st", "Confidence": 0.704, "X1": 0.27785, "Y1": 0.8632, "X2": 0.31848, "Y2": 0.863, "X3": 0.31979, "Y3": 0.8858, "X4": 0.27785, "Y4": 0.8908, "page": 0}, {"Word": "day of June Dersar AR 71639", "Confidence": 0.62033, "X1": 0.35387, "Y1": 0.8672, "X2": 0.67759, "Y2": 0.867, "X3": 0.6789, "Y3": 0.8918, "X4": 0.35387, "Y4": 0.8958, "page": 0}, {"Word": ".1992.", "Confidence": 0.687, "X1": 0.69594, "Y1": 0.8822, "X2": 0.73657, "Y2": 0.882, "X3": 0.73657, "Y3": 0.8918, "X4": 0.69594, "Y4": 0.8918, "page": 0}, {"Word": "NOTARY PUBLIC", "Confidence": 0.3605, "X1": 0.32896, "Y1": 0.9022, "X2": 0.41284, "Y2": 0.902, "X3": 0.41284, "Y3": 0.9138, "X4": 0.32896, "Y4": 0.9138, "page": 0}, {"Word": "My Commission Explose 9-25-99", "Confidence": 0.604, "X1": 0.00131, "Y1": 0.9082, "X2": 0.22674, "Y2": 0.908, "X3": 0.22805, "Y3": 0.9268, "X4": 0.00131, "Y4": 0.9338, "page": 0}, {"Word": "Please Return When Completed TO:", "Confidence": 0.7608, "X1": 0.33159, "Y1": 0.9202, "X2": 0.5308, "Y2": 0.92, "X3": 0.5308, "Y3": 0.9328, "X4": 0.33159, "Y4": 0.9308, "page": 0}, {"Word": "COALITION FOR A HEALTHIER ARKANSAS", "Confidence": 0.9494, "X1": 0.3329, "Y1": 0.9292, "X2": 0.57929, "Y2": 0.929, "X3": 0.57929, "Y3": 0.9388, "X4": 0.3329, "Y4": 0.9378, "page": 0}, {"Word": "1100 N. University, Suite 243", "Confidence": 0.6206, "X1": 0.3329, "Y1": 0.9392, "X2": 0.48886, "Y2": 0.939, "X3": 0.48886, "Y3": 0.9478, "X4": 0.3329, "Y4": 0.9468, "page": 0}, {"Word": "Little Rock, AR 72245", "Confidence": 0.7885, "X1": 0.33159, "Y1": 0.9472, "X2": 0.44954, "Y2": 0.947, "X3": 0.44954, "Y3": 0.9558, "X4": 0.33159, "Y4": 0.9558, "page": 0}, {"Word": "001302", "Confidence": 0.994, "X1": 0.60813, "Y1": 0.9322, "X2": 0.70118, "Y2": 0.932, "X3": 0.69987, "Y3": 0.9508, "X4": 0.60682, "Y4": 0.9478, "page": 0}, {"Word": "PHONE OS-SMOK", "Confidence": 0.7415, "X1": 0.33028, "Y1": 0.9562, "X2": 0.43381, "Y2": 0.956, "X3": 0.43512, "Y3": 0.9648, "X4": 0.33028, "Y4": 0.9648, "page": 0}], "words_data": [{"Word": "CCTION", "Confidence": 0.842, "X1": 0.00655, "Y1": 0.0202, "X2": 0.03932, "Y2": 0.02, "X3": 0.03932, "Y3": 0.0278, "X4": 0.00524, "Y4": 0.0278, "page": 0, "Index": 0}, {"Word": "B.", "Confidence": 0.023, "X1": 0.04325, "Y1": 0.0192, "X2": 0.05242, "Y2": 0.019, "X3": 0.05242, "Y3": 0.0278, "X4": 0.04194, "Y4": 0.0278, "page": 0, "Index": 1}, {"Word": "The", "Confidence": 0.235, "X1": 0.05505, "Y1": 0.0192, "X2": 0.07208, "Y2": 0.019, "X3": 0.07208, "Y3": 0.0278, "X4": 0.05505, "Y4": 0.0278, "page": 0, "Index": 2}, {"Word": "Director", "Confidence": 0.544, "X1": 0.07471, "Y1": 0.0192, "X2": 0.1114, "Y2": 0.019, "X3": 0.11009, "Y3": 0.0278, "X4": 0.07339, "Y4": 0.0278, "page": 0, "Index": 3}, {"Word": "of", "Confidence": 0.907, "X1": 0.11402, "Y1": 0.0192, "X2": 0.1232, "Y2": 0.019, "X3": 0.12189, "Y3": 0.0278, "X4": 0.11271, "Y4": 0.0278, "page": 0, "Index": 4}, {"Word": "the", "Confidence": 0.996, "X1": 0.12451, "Y1": 0.0192, "X2": 0.14024, "Y2": 0.019, "X3": 0.14024, "Y3": 0.0278, "X4": 0.12451, "Y4": 0.0278, "page": 0, "Index": 5}, {"Word": "Department", "Confidence": 0.471, "X1": 0.14286, "Y1": 0.0182, "X2": 0.1979, "Y2": 0.018, "X3": 0.1979, "Y3": 0.0278, "X4": 0.14286, "Y4": 0.0278, "page": 0, "Index": 6}, {"Word": "of", "Confidence": 0.029, "X1": 0.20052, "Y1": 0.0182, "X2": 0.21101, "Y2": 0.018, "X3": 0.2097, "Y3": 0.0278, "X4": 0.20052, "Y4": 0.0278, "page": 0, "Index": 7}, {"Word": "7)rozh", "Confidence": 0.003, "X1": 0.21363, "Y1": 0.0182, "X2": 0.24377, "Y2": 0.018, "X3": 0.24377, "Y3": 0.0268, "X4": 0.21232, "Y4": 0.0268, "page": 0, "Index": 8}, {"Word": "ahah", "Confidence": 0.004, "X1": 0.2464, "Y1": 0.0182, "X2": 0.26868, "Y2": 0.018, "X3": 0.26868, "Y3": 0.0268, "X4": 0.2464, "Y4": 0.0268, "page": 0, "Index": 9}, {"Word": "the", "Confidence": 0.998, "X1": 0.28571, "Y1": 0.0192, "X2": 0.30144, "Y2": 0.019, "X3": 0.30013, "Y3": 0.0258, "X4": 0.2844, "Y4": 0.0258, "page": 0, "Index": 10}, {"Word": "dish", "Confidence": 0.049, "X1": 0.30406, "Y1": 0.0192, "X2": 0.3211, "Y2": 0.019, "X3": 0.31979, "Y3": 0.0268, "X4": 0.30275, "Y4": 0.0258, "page": 0, "Index": 11}, {"Word": "Fand", "Confidence": 0.229, "X1": 0.42595, "Y1": 0.0172, "X2": 0.44954, "Y2": 0.017, "X3": 0.44954, "Y3": 0.0248, "X4": 0.42595, "Y4": 0.0248, "page": 0, "Index": 12}, {"Word": "Accounts", "Confidence": 0.096, "X1": 0.45216, "Y1": 0.0182, "X2": 0.49148, "Y2": 0.018, "X3": 0.49148, "Y3": 0.0258, "X4": 0.45216, "Y4": 0.0248, "page": 0, "Index": 13}, {"Word": "lefle", "Confidence": 0.637, "X1": 0.66317, "Y1": 0.0052, "X2": 0.7156, "Y2": 0.005, "X3": 0.71429, "Y3": 0.0218, "X4": 0.66317, "Y4": 0.0178, "page": 0, "Index": 14}, {"Word": "", "Confidence": 0.427, "X1": 0.71953, "Y1": 0.0072, "X2": 0.73394, "Y2": 0.007, "X3": 0.73263, "Y3": 0.0248, "X4": 0.71953, "Y4": 0.0228, "page": 0, "Index": 15}, {"Word": "Tier", "Confidence": 0.084, "X1": 0.00393, "Y1": 0.0282, "X2": 0.02097, "Y2": 0.028, "X3": 0.02097, "Y3": 0.0358, "X4": 0.00393, "Y4": 0.0358, "page": 0, "Index": 16}, {"Word": "of", "Confidence": 0.795, "X1": 0.02359, "Y1": 0.0282, "X2": 0.03277, "Y2": 0.028, "X3": 0.03145, "Y3": 0.0358, "X4": 0.02359, "Y4": 0.0358, "page": 0, "Index": 17}, {"Word": "the", "Confidence": 0.993, "X1": 0.03408, "Y1": 0.0282, "X2": 0.04849, "Y2": 0.028, "X3": 0.04849, "Y3": 0.0358, "X4": 0.03408, "Y4": 0.0358, "page": 0, "Index": 18}, {"Word": "Disease", "Confidence": 0.192, "X1": 0.0498, "Y1": 0.0272, "X2": 0.08388, "Y2": 0.027, "X3": 0.08257, "Y3": 0.0358, "X4": 0.0498, "Y4": 0.0358, "page": 0, "Index": 19}, {"Word": "Surveillesee", "Confidence": 0.574, "X1": 0.08519, "Y1": 0.0272, "X2": 0.14024, "Y2": 0.027, "X3": 0.13893, "Y3": 0.0348, "X4": 0.08519, "Y4": 0.0358, "page": 0, "Index": 20}, {"Word": "and", "Confidence": 0.152, "X1": 0.14155, "Y1": 0.0272, "X2": 0.15858, "Y2": 0.027, "X3": 0.15727, "Y3": 0.0348, "X4": 0.14155, "Y4": 0.0348, "page": 0, "Index": 21}, {"Word": "Research", "Confidence": 0.606, "X1": 0.16121, "Y1": 0.0272, "X2": 0.20183, "Y2": 0.027, "X3": 0.20052, "Y3": 0.0348, "X4": 0.1599, "Y4": 0.0348, "page": 0, "Index": 22}, {"Word": "Fund", "Confidence": 0.643, "X1": 0.20446, "Y1": 0.0272, "X2": 0.22805, "Y2": 0.027, "X3": 0.22674, "Y3": 0.0348, "X4": 0.20315, "Y4": 0.0348, "page": 0, "Index": 23}, {"Word": "Account.", "Confidence": 0.611, "X1": 0.23067, "Y1": 0.0272, "X2": 0.26999, "Y2": 0.027, "X3": 0.26868, "Y3": 0.0348, "X4": 0.22936, "Y4": 0.0348, "page": 0, "Index": 24}, {"Word": "The", "Confidence": 0.908, "X1": 0.27261, "Y1": 0.0272, "X2": 0.28965, "Y2": 0.027, "X3": 0.28834, "Y3": 0.0348, "X4": 0.2713, "Y4": 0.0348, "page": 0, "Index": 25}, {"Word": "me", "Confidence": 0.004, "X1": 0.29096, "Y1": 0.0272, "X2": 0.30668, "Y2": 0.027, "X3": 0.30537, "Y3": 0.0338, "X4": 0.28965, "Y4": 0.0338, "page": 0, "Index": 26}, {"Word": "[7]", "Confidence": 0.041, "X1": 0.41284, "Y1": 0.0272, "X2": 0.42333, "Y2": 0.027, "X3": 0.42333, "Y3": 0.0338, "X4": 0.41284, "Y4": 0.0338, "page": 0, "Index": 27}, {"Word": "twenty", "Confidence": 0.209, "X1": 0.42595, "Y1": 0.0262, "X2": 0.45609, "Y2": 0.026, "X3": 0.45609, "Y3": 0.0338, "X4": 0.42595, "Y4": 0.0338, "page": 0, "Index": 28}, {"Word": "percent", "Confidence": 0.482, "X1": 0.45872, "Y1": 0.0252, "X2": 0.49279, "Y2": 0.025, "X3": 0.49279, "Y3": 0.0348, "X4": 0.45872, "Y4": 0.0338, "page": 0, "Index": 29}, {"Word": "(10%)", "Confidence": 0.572, "X1": 0.49541, "Y1": 0.0252, "X2": 0.52163, "Y2": 0.025, "X3": 0.52163, "Y3": 0.0348, "X4": 0.49541, "Y4": 0.0348, "page": 0, "Index": 30}, {"Word": "shall", "Confidence": 0.62, "X1": 0.52425, "Y1": 0.0242, "X2": 0.54653, "Y2": 0.024, "X3": 0.54653, "Y3": 0.0348, "X4": 0.52425, "Y4": 0.0348, "page": 0, "Index": 31}, {"Word": "be", "Confidence": 0.925, "X1": 0.54915, "Y1": 0.0242, "X2": 0.56094, "Y2": 0.024, "X3": 0.56094, "Y3": 0.0348, "X4": 0.54915, "Y4": 0.0348, "page": 0, "Index": 32}, {"Word": "deposited", "Confidence": 0.722, "X1": 0.56356, "Y1": 0.0242, "X2": 0.60682, "Y2": 0.024, "X3": 0.60682, "Y3": 0.0348, "X4": 0.56356, "Y4": 0.0348, "page": 0, "Index": 33}, {"Word": "in", "Confidence": 0.956, "X1": 0.60944, "Y1": 0.0242, "X2": 0.61992, "Y2": 0.024, "X3": 0.61992, "Y3": 0.0348, "X4": 0.60944, "Y4": 0.0348, "page": 0, "Index": 34}, {"Word": "the", "Confidence": 0.603, "X1": 0.62254, "Y1": 0.0242, "X2": 0.63696, "Y2": 0.024, "X3": 0.63696, "Y3": 0.0348, "X4": 0.62254, "Y4": 0.0348, "page": 0, "Index": 35}, {"Word": "Senior", "Confidence": 0.612, "X1": 0.63958, "Y1": 0.0242, "X2": 0.66972, "Y2": 0.024, "X3": 0.66972, "Y3": 0.0348, "X4": 0.63958, "Y4": 0.0348, "page": 0, "Index": 36}, {"Word": "Citizens", "Confidence": 0.311, "X1": 0.67235, "Y1": 0.0242, "X2": 0.70904, "Y2": 0.024, "X3": 0.70904, "Y3": 0.0348, "X4": 0.67235, "Y4": 0.0348, "page": 0, "Index": 37}, {"Word": "Fund", "Confidence": 0.558, "X1": 0.71166, "Y1": 0.0252, "X2": 0.73657, "Y2": 0.025, "X3": 0.73657, "Y3": 0.0348, "X4": 0.71166, "Y4": 0.0348, "page": 0, "Index": 38}, {"Word": "wat", "Confidence": 0.243, "X1": 0.01311, "Y1": 0.0362, "X2": 0.02883, "Y2": 0.036, "X3": 0.02752, "Y3": 0.0438, "X4": 0.01311, "Y4": 0.0438, "page": 0, "Index": 39}, {"Word": "chall", "Confidence": 0.654, "X1": 0.03014, "Y1": 0.0362, "X2": 0.05111, "Y2": 0.036, "X3": 0.05111, "Y3": 0.0438, "X4": 0.03014, "Y4": 0.0438, "page": 0, "Index": 40}, {"Word": "saly", "Confidence": 0.653, "X1": 0.05374, "Y1": 0.0352, "X2": 0.07077, "Y2": 0.035, "X3": 0.07077, "Y3": 0.0428, "X4": 0.05242, "Y4": 0.0428, "page": 0, "Index": 41}, {"Word": "be", "Confidence": 0.849, "X1": 0.07339, "Y1": 0.0352, "X2": 0.08388, "Y2": 0.035, "X3": 0.08257, "Y3": 0.0428, "X4": 0.07339, "Y4": 0.0428, "page": 0, "Index": 42}, {"Word": "erpended", "Confidence": 0.151, "X1": 0.08519, "Y1": 0.0352, "X2": 0.12713, "Y2": 0.035, "X3": 0.12582, "Y3": 0.0428, "X4": 0.08519, "Y4": 0.0428, "page": 0, "Index": 43}, {"Word": "for", "Confidence": 0.678, "X1": 0.12844, "Y1": 0.0352, "X2": 0.14155, "Y2": 0.035, "X3": 0.14024, "Y3": 0.0428, "X4": 0.12844, "Y4": 0.0428, "page": 0, "Index": 44}, {"Word": "the", "Confidence": 0.998, "X1": 0.14286, "Y1": 0.0352, "X2": 0.15727, "Y2": 0.035, "X3": 0.15596, "Y3": 0.0428, "X4": 0.14286, "Y4": 0.0428, "page": 0, "Index": 45}, {"Word": "following", "Confidence": 0.111, "X1": 0.15858, "Y1": 0.0352, "X2": 0.20052, "Y2": 0.035, "X3": 0.19921, "Y3": 0.0428, "X4": 0.15858, "Y4": 0.0428, "page": 0, "Index": 46}, {"Word": "purport", "Confidence": 0.534, "X1": 0.20315, "Y1": 0.0352, "X2": 0.24377, "Y2": 0.035, "X3": 0.24246, "Y3": 0.0428, "X4": 0.20183, "Y4": 0.0428, "page": 0, "Index": 47}, {"Word": "Accant;", "Confidence": 0.176, "X1": 0.42595, "Y1": 0.0352, "X2": 0.46658, "Y2": 0.035, "X3": 0.46527, "Y3": 0.0418, "X4": 0.42595, "Y4": 0.0408, "page": 0, "Index": 48}, {"Word": "(1)", "Confidence": 0.228, "X1": 0.02883, "Y1": 0.0432, "X2": 0.03932, "Y2": 0.043, "X3": 0.03932, "Y3": 0.0508, "X4": 0.02883, "Y4": 0.0508, "page": 0, "Index": 49}, {"Word": "to", "Confidence": 0.297, "X1": 0.04063, "Y1": 0.0432, "X2": 0.0498, "Y2": 0.043, "X3": 0.0498, "Y3": 0.0508, "X4": 0.04063, "Y4": 0.0508, "page": 0, "Index": 50}, {"Word": "fand", "Confidence": 0.703, "X1": 0.05242, "Y1": 0.0432, "X2": 0.07208, "Y2": 0.043, "X3": 0.07208, "Y3": 0.0508, "X4": 0.05242, "Y4": 0.0508, "page": 0, "Index": 51}, {"Word": "the", "Confidence": 0.8, "X1": 0.07471, "Y1": 0.0432, "X2": 0.08912, "Y2": 0.043, "X3": 0.08912, "Y3": 0.0508, "X4": 0.07471, "Y4": 0.0508, "page": 0, "Index": 52}, {"Word": "Cancer", "Confidence": 0.363, "X1": 0.09174, "Y1": 0.0432, "X2": 0.12189, "Y2": 0.043, "X3": 0.12189, "Y3": 0.0518, "X4": 0.09174, "Y4": 0.0508, "page": 0, "Index": 53}, {"Word": "Registry", "Confidence": 0.616, "X1": 0.12451, "Y1": 0.0432, "X2": 0.16121, "Y2": 0.043, "X3": 0.16121, "Y3": 0.0518, "X4": 0.12451, "Y4": 0.0518, "page": 0, "Index": 54}, {"Word": "of", "Confidence": 0.607, "X1": 0.16383, "Y1": 0.0432, "X2": 0.173, "Y2": 0.043, "X3": 0.17169, "Y3": 0.0508, "X4": 0.16383, "Y4": 0.0518, "page": 0, "Index": 55}, {"Word": "Arkansas", "Confidence": 0.269, "X1": 0.17431, "Y1": 0.0432, "X2": 0.21756, "Y2": 0.043, "X3": 0.21756, "Y3": 0.0508, "X4": 0.17431, "Y4": 0.0508, "page": 0, "Index": 56}, {"Word": "as", "Confidence": 0.71, "X1": 0.22018, "Y1": 0.0432, "X2": 0.22936, "Y2": 0.043, "X3": 0.22936, "Y3": 0.0508, "X4": 0.22018, "Y4": 0.0508, "page": 0, "Index": 57}, {"Word": "specified", "Confidence": 0.606, "X1": 0.23198, "Y1": 0.0422, "X2": 0.26999, "Y2": 0.042, "X3": 0.26999, "Y3": 0.0508, "X4": 0.23198, "Y4": 0.0508, "page": 0, "Index": 58}, {"Word": "in", "Confidence": 0.975, "X1": 0.27261, "Y1": 0.0422, "X2": 0.28178, "Y2": 0.042, "X3": 0.28178, "Y3": 0.0508, "X4": 0.27261, "Y4": 0.0508, "page": 0, "Index": 59}, {"Word": "Arkansas", "Confidence": 0.365, "X1": 0.28309, "Y1": 0.0422, "X2": 0.32503, "Y2": 0.042, "X3": 0.32503, "Y3": 0.0498, "X4": 0.28309, "Y4": 0.0508, "page": 0, "Index": 60}, {"Word": "Code", "Confidence": 0.846, "X1": 0.32765, "Y1": 0.0412, "X2": 0.35125, "Y2": 0.041, "X3": 0.35125, "Y3": 0.0498, "X4": 0.32765, "Y4": 0.0498, "page": 0, "Index": 61}, {"Word": "()", "Confidence": 0.367, "X1": 0.41284, "Y1": 0.0422, "X2": 0.42333, "Y2": 0.042, "X3": 0.42333, "Y3": 0.0498, "X4": 0.41284, "Y4": 0.0498, "page": 0, "Index": 62}, {"Word": "fifteen", "Confidence": 0.15, "X1": 0.42595, "Y1": 0.0422, "X2": 0.45609, "Y2": 0.042, "X3": 0.45609, "Y3": 0.0498, "X4": 0.42595, "Y4": 0.0498, "page": 0, "Index": 63}, {"Word": "Fund", "Confidence": 0.061, "X1": 0.42595, "Y1": 0.0502, "X2": 0.44954, "Y2": 0.05, "X3": 0.44954, "Y3": 0.0568, "X4": 0.42595, "Y4": 0.0578, "page": 0, "Index": 64}, {"Word": "Account;", "Confidence": 0.265, "X1": 0.45216, "Y1": 0.0502, "X2": 0.49148, "Y2": 0.05, "X3": 0.49148, "Y3": 0.0578, "X4": 0.45216, "Y4": 0.0568, "page": 0, "Index": 65}, {"Word": "percent", "Confidence": 0.483, "X1": 0.45872, "Y1": 0.0412, "X2": 0.49541, "Y2": 0.041, "X3": 0.49541, "Y3": 0.0498, "X4": 0.45872, "Y4": 0.0498, "page": 0, "Index": 66}, {"Word": "(15%)", "Confidence": 0.607, "X1": 0.49803, "Y1": 0.0412, "X2": 0.52556, "Y2": 0.041, "X3": 0.52556, "Y3": 0.0498, "X4": 0.49803, "Y4": 0.0498, "page": 0, "Index": 67}, {"Word": "shall", "Confidence": 0.627, "X1": 0.52818, "Y1": 0.0412, "X2": 0.55308, "Y2": 0.041, "X3": 0.55308, "Y3": 0.0508, "X4": 0.52818, "Y4": 0.0498, "page": 0, "Index": 68}, {"Word": "be", "Confidence": 0.926, "X1": 0.55439, "Y1": 0.0412, "X2": 0.5675, "Y2": 0.041, "X3": 0.5675, "Y3": 0.0508, "X4": 0.5557, "Y4": 0.0508, "page": 0, "Index": 69}, {"Word": "deposited", "Confidence": 0.467, "X1": 0.57012, "Y1": 0.0402, "X2": 0.61599, "Y2": 0.04, "X3": 0.61599, "Y3": 0.0508, "X4": 0.57012, "Y4": 0.0508, "page": 0, "Index": 70}, {"Word": "in", "Confidence": 0.997, "X1": 0.61861, "Y1": 0.0402, "X2": 0.63041, "Y2": 0.04, "X3": 0.63041, "Y3": 0.0508, "X4": 0.61861, "Y4": 0.0508, "page": 0, "Index": 71}, {"Word": "the", "Confidence": 0.859, "X1": 0.63303, "Y1": 0.0402, "X2": 0.64875, "Y2": 0.04, "X3": 0.64875, "Y3": 0.0508, "X4": 0.63303, "Y4": 0.0508, "page": 0, "Index": 72}, {"Word": "Health", "Confidence": 0.803, "X1": 0.65138, "Y1": 0.0402, "X2": 0.68545, "Y2": 0.04, "X3": 0.68545, "Y3": 0.0508, "X4": 0.65138, "Y4": 0.0508, "page": 0, "Index": 73}, {"Word": "Education", "Confidence": 0.268, "X1": 0.68807, "Y1": 0.0402, "X2": 0.73657, "Y2": 0.04, "X3": 0.73657, "Y3": 0.0508, "X4": 0.68807, "Y4": 0.0508, "page": 0, "Index": 74}, {"Word": "Chi", "Confidence": 0.019, "X1": 0.02883, "Y1": 0.0602, "X2": 0.03932, "Y2": 0.06, "X3": 0.03932, "Y3": 0.0678, "X4": 0.02883, "Y4": 0.0678, "page": 0, "Index": 75}, {"Word": "20-15-201", "Confidence": 0.656, "X1": 0.04194, "Y1": 0.0512, "X2": 0.08388, "Y2": 0.051, "X3": 0.08388, "Y3": 0.0588, "X4": 0.04194, "Y4": 0.0588, "page": 0, "Index": 76}, {"Word": "to", "Confidence": 0.462, "X1": 0.04194, "Y1": 0.0602, "X2": 0.0498, "Y2": 0.06, "X3": 0.0498, "Y3": 0.0678, "X4": 0.04194, "Y4": 0.0678, "page": 0, "Index": 77}, {"Word": "fand", "Confidence": 0.961, "X1": 0.05242, "Y1": 0.0602, "X2": 0.07208, "Y2": 0.06, "X3": 0.07208, "Y3": 0.0678, "X4": 0.05242, "Y4": 0.0678, "page": 0, "Index": 78}, {"Word": "sequisitio", "Confidence": 0.242, "X1": 0.07471, "Y1": 0.0592, "X2": 0.12189, "Y2": 0.059, "X3": 0.12189, "Y3": 0.0668, "X4": 0.07471, "Y4": 0.0678, "page": 0, "Index": 79}, {"Word": "et", "Confidence": 0.042, "X1": 0.08519, "Y1": 0.0512, "X2": 0.09436, "Y2": 0.051, "X3": 0.09436, "Y3": 0.0588, "X4": 0.0865, "Y4": 0.0588, "page": 0, "Index": 80}, {"Word": "aryl;", "Confidence": 0.004, "X1": 0.09699, "Y1": 0.0512, "X2": 0.11927, "Y2": 0.051, "X3": 0.11927, "Y3": 0.0588, "X4": 0.09699, "Y4": 0.0588, "page": 0, "Index": 81}, {"Word": "and", "Confidence": 0.277, "X1": 0.1232, "Y1": 0.0592, "X2": 0.14024, "Y2": 0.059, "X3": 0.14024, "Y3": 0.0668, "X4": 0.1232, "Y4": 0.0668, "page": 0, "Index": 82}, {"Word": "dissemination", "Confidence": 0.381, "X1": 0.14286, "Y1": 0.0582, "X2": 0.20446, "Y2": 0.058, "X3": 0.20446, "Y3": 0.0668, "X4": 0.14286, "Y4": 0.0668, "page": 0, "Index": 83}, {"Word": "of", "Confidence": 0.732, "X1": 0.20708, "Y1": 0.0582, "X2": 0.21494, "Y2": 0.058, "X3": 0.21494, "Y3": 0.0668, "X4": 0.20577, "Y4": 0.0668, "page": 0, "Index": 84}, {"Word": "data", "Confidence": 0.652, "X1": 0.21756, "Y1": 0.0582, "X2": 0.23722, "Y2": 0.058, "X3": 0.23591, "Y3": 0.0668, "X4": 0.21625, "Y4": 0.0668, "page": 0, "Index": 85}, {"Word": "on", "Confidence": 0.601, "X1": 0.23853, "Y1": 0.0582, "X2": 0.24902, "Y2": 0.058, "X3": 0.24902, "Y3": 0.0668, "X4": 0.23853, "Y4": 0.0668, "page": 0, "Index": 86}, {"Word": "health", "Confidence": 0.619, "X1": 0.25164, "Y1": 0.0582, "X2": 0.27916, "Y2": 0.058, "X3": 0.27916, "Y3": 0.0658, "X4": 0.25164, "Y4": 0.0668, "page": 0, "Index": 87}, {"Word": "esto", "Confidence": 0.059, "X1": 0.28178, "Y1": 0.0582, "X2": 0.30013, "Y2": 0.058, "X3": 0.30013, "Y3": 0.0658, "X4": 0.28178, "Y4": 0.0658, "page": 0, "Index": 88}, {"Word": "loroest", "Confidence": 0.032, "X1": 0.30144, "Y1": 0.0582, "X2": 0.33159, "Y2": 0.058, "X3": 0.33159, "Y3": 0.0658, "X4": 0.30144, "Y4": 0.0658, "page": 0, "Index": 89}, {"Word": "und", "Confidence": 0.015, "X1": 0.3329, "Y1": 0.0582, "X2": 0.35125, "Y2": 0.058, "X3": 0.35125, "Y3": 0.0658, "X4": 0.3329, "Y4": 0.0658, "page": 0, "Index": 90}, {"Word": "(1)", "Confidence": 0.345, "X1": 0.41415, "Y1": 0.0582, "X2": 0.42333, "Y2": 0.058, "X3": 0.42333, "Y3": 0.0658, "X4": 0.41415, "Y4": 0.0658, "page": 0, "Index": 91}, {"Word": "ten", "Confidence": 0.58, "X1": 0.42595, "Y1": 0.0582, "X2": 0.44168, "Y2": 0.058, "X3": 0.44168, "Y3": 0.0658, "X4": 0.42595, "Y4": 0.0658, "page": 0, "Index": 92}, {"Word": "percent", "Confidence": 0.45, "X1": 0.4443, "Y1": 0.0572, "X2": 0.48231, "Y2": 0.057, "X3": 0.48231, "Y3": 0.0658, "X4": 0.44561, "Y4": 0.0658, "page": 0, "Index": 93}, {"Word": "(101)", "Confidence": 0.308, "X1": 0.48493, "Y1": 0.0572, "X2": 0.51376, "Y2": 0.057, "X3": 0.51376, "Y3": 0.0658, "X4": 0.48493, "Y4": 0.0658, "page": 0, "Index": 94}, {"Word": "shall", "Confidence": 0.601, "X1": 0.51638, "Y1": 0.0562, "X2": 0.53997, "Y2": 0.056, "X3": 0.53997, "Y3": 0.0658, "X4": 0.51638, "Y4": 0.0658, "page": 0, "Index": 95}, {"Word": "be", "Confidence": 0.898, "X1": 0.5426, "Y1": 0.0562, "X2": 0.5557, "Y2": 0.056, "X3": 0.5557, "Y3": 0.0658, "X4": 0.5426, "Y4": 0.0658, "page": 0, "Index": 96}, {"Word": "deposited", "Confidence": 0.333, "X1": 0.55832, "Y1": 0.0562, "X2": 0.6055, "Y2": 0.056, "X3": 0.6055, "Y3": 0.0658, "X4": 0.55832, "Y4": 0.0658, "page": 0, "Index": 97}, {"Word": "In", "Confidence": 0.956, "X1": 0.60813, "Y1": 0.0562, "X2": 0.61992, "Y2": 0.056, "X3": 0.61992, "Y3": 0.0668, "X4": 0.60813, "Y4": 0.0658, "page": 0, "Index": 98}, {"Word": "the", "Confidence": 0.955, "X1": 0.62254, "Y1": 0.0562, "X2": 0.63958, "Y2": 0.056, "X3": 0.63958, "Y3": 0.0668, "X4": 0.62254, "Y4": 0.0668, "page": 0, "Index": 99}, {"Word": "ChiMren's", "Confidence": 0.674, "X1": 0.6422, "Y1": 0.0562, "X2": 0.69332, "Y2": 0.056, "X3": 0.69332, "Y3": 0.0668, "X4": 0.6422, "Y4": 0.0668, "page": 0, "Index": 100}, {"Word": "Serviern", "Confidence": 0.633, "X1": 0.69594, "Y1": 0.0572, "X2": 0.73788, "Y2": 0.057, "X3": 0.73788, "Y3": 0.0668, "X4": 0.69463, "Y4": 0.0668, "page": 0, "Index": 101}, {"Word": "(", "Confidence": 0.003, "X1": 0.03014, "Y1": 0.0682, "X2": 0.03539, "Y2": 0.068, "X3": 0.03408, "Y3": 0.0748, "X4": 0.02883, "Y4": 0.0748, "page": 0, "Index": 102}, {"Word": "for", "Confidence": 0.231, "X1": 0.04194, "Y1": 0.0682, "X2": 0.05636, "Y2": 0.068, "X3": 0.05636, "Y3": 0.0748, "X4": 0.04194, "Y4": 0.0748, "page": 0, "Index": 103}, {"Word": "ether", "Confidence": 0.768, "X1": 0.05898, "Y1": 0.0672, "X2": 0.08519, "Y2": 0.067, "X3": 0.08519, "Y3": 0.0748, "X4": 0.05767, "Y4": 0.0748, "page": 0, "Index": 104}, {"Word": "disense", "Confidence": 0.75, "X1": 0.0865, "Y1": 0.0672, "X2": 0.12189, "Y2": 0.067, "X3": 0.12189, "Y3": 0.0748, "X4": 0.0865, "Y4": 0.0748, "page": 0, "Index": 105}, {"Word": "and", "Confidence": 0.998, "X1": 0.12451, "Y1": 0.0672, "X2": 0.14286, "Y2": 0.067, "X3": 0.14286, "Y3": 0.0748, "X4": 0.1232, "Y4": 0.0748, "page": 0, "Index": 106}, {"Word": "cancer", "Confidence": 0.061, "X1": 0.14417, "Y1": 0.0672, "X2": 0.17693, "Y2": 0.067, "X3": 0.17693, "Y3": 0.0748, "X4": 0.14417, "Y4": 0.0748, "page": 0, "Index": 107}, {"Word": "research,", "Confidence": 0.283, "X1": 0.17955, "Y1": 0.0672, "X2": 0.22543, "Y2": 0.067, "X3": 0.22543, "Y3": 0.0738, "X4": 0.17955, "Y4": 0.0748, "page": 0, "Index": 108}, {"Word": "including,", "Confidence": 0.225, "X1": 0.22674, "Y1": 0.0662, "X2": 0.27523, "Y2": 0.066, "X3": 0.27523, "Y3": 0.0738, "X4": 0.22674, "Y4": 0.0738, "page": 0, "Index": 109}, {"Word": "but", "Confidence": 0.238, "X1": 0.27654, "Y1": 0.0662, "X2": 0.29489, "Y2": 0.066, "X3": 0.29489, "Y3": 0.0738, "X4": 0.27654, "Y4": 0.0738, "page": 0, "Index": 110}, {"Word": "not", "Confidence": 0.187, "X1": 0.29751, "Y1": 0.0662, "X2": 0.31324, "Y2": 0.066, "X3": 0.31324, "Y3": 0.0738, "X4": 0.29751, "Y4": 0.0738, "page": 0, "Index": 111}, {"Word": "limited", "Confidence": 0.816, "X1": 0.31455, "Y1": 0.0652, "X2": 0.34993, "Y2": 0.065, "X3": 0.34993, "Y3": 0.0728, "X4": 0.31586, "Y4": 0.0738, "page": 0, "Index": 112}, {"Word": "Food", "Confidence": 0.641, "X1": 0.42595, "Y1": 0.0662, "X2": 0.44954, "Y2": 0.066, "X3": 0.44954, "Y3": 0.0738, "X4": 0.42595, "Y4": 0.0728, "page": 0, "Index": 113}, {"Word": "Armant:", "Confidence": 0.247, "X1": 0.45216, "Y1": 0.0672, "X2": 0.49279, "Y2": 0.067, "X3": 0.49148, "Y3": 0.0738, "X4": 0.45216, "Y4": 0.0738, "page": 0, "Index": 114}, {"Word": "to,", "Confidence": 0.617, "X1": 0.04325, "Y1": 0.0762, "X2": 0.05505, "Y2": 0.076, "X3": 0.05374, "Y3": 0.0838, "X4": 0.04194, "Y4": 0.0838, "page": 0, "Index": 115}, {"Word": "surveys", "Confidence": 0.604, "X1": 0.05636, "Y1": 0.0762, "X2": 0.09305, "Y2": 0.076, "X3": 0.09305, "Y3": 0.0828, "X4": 0.05636, "Y4": 0.0838, "page": 0, "Index": 116}, {"Word": "of", "Confidence": 0.773, "X1": 0.09436, "Y1": 0.0752, "X2": 0.10485, "Y2": 0.075, "X3": 0.10485, "Y3": 0.0828, "X4": 0.09436, "Y4": 0.0828, "page": 0, "Index": 117}, {"Word": "bebavises,", "Confidence": 0.313, "X1": 0.10747, "Y1": 0.0752, "X2": 0.15465, "Y2": 0.075, "X3": 0.15465, "Y3": 0.0818, "X4": 0.10616, "Y4": 0.0828, "page": 0, "Index": 118}, {"Word": "such", "Confidence": 0.336, "X1": 0.15596, "Y1": 0.0752, "X2": 0.17824, "Y2": 0.075, "X3": 0.17693, "Y3": 0.0818, "X4": 0.15596, "Y4": 0.0818, "page": 0, "Index": 119}, {"Word": "as", "Confidence": 0.626, "X1": 0.18218, "Y1": 0.0742, "X2": 0.19397, "Y2": 0.074, "X3": 0.19397, "Y3": 0.0818, "X4": 0.18218, "Y4": 0.0818, "page": 0, "Index": 120}, {"Word": "tobaces", "Confidence": 0.513, "X1": 0.19659, "Y1": 0.0742, "X2": 0.23198, "Y2": 0.074, "X3": 0.23198, "Y3": 0.0818, "X4": 0.19659, "Y4": 0.0818, "page": 0, "Index": 121}, {"Word": "use,", "Confidence": 0.503, "X1": 0.23329, "Y1": 0.0742, "X2": 0.25295, "Y2": 0.074, "X3": 0.25295, "Y3": 0.0818, "X4": 0.23329, "Y4": 0.0818, "page": 0, "Index": 122}, {"Word": "which", "Confidence": 0.785, "X1": 0.25557, "Y1": 0.0742, "X2": 0.28178, "Y2": 0.074, "X3": 0.28178, "Y3": 0.0818, "X4": 0.25557, "Y4": 0.0818, "page": 0, "Index": 123}, {"Word": "affect", "Confidence": 0.321, "X1": 0.28571, "Y1": 0.0742, "X2": 0.31193, "Y2": 0.074, "X3": 0.31193, "Y3": 0.0818, "X4": 0.28571, "Y4": 0.0818, "page": 0, "Index": 124}, {"Word": "risk", "Confidence": 0.506, "X1": 0.31455, "Y1": 0.0742, "X2": 0.3329, "Y2": 0.074, "X3": 0.3329, "Y3": 0.0818, "X4": 0.31455, "Y4": 0.0818, "page": 0, "Index": 125}, {"Word": "for", "Confidence": 0.064, "X1": 0.33683, "Y1": 0.0742, "X2": 0.35125, "Y2": 0.074, "X3": 0.35125, "Y3": 0.0808, "X4": 0.33683, "Y4": 0.0818, "page": 0, "Index": 126}, {"Word": "W)", "Confidence": 0.001, "X1": 0.41415, "Y1": 0.0742, "X2": 0.42333, "Y2": 0.074, "X3": 0.42333, "Y3": 0.0808, "X4": 0.41415, "Y4": 0.0808, "page": 0, "Index": 127}, {"Word": "five", "Confidence": 0.791, "X1": 0.42595, "Y1": 0.0742, "X2": 0.44299, "Y2": 0.074, "X3": 0.44299, "Y3": 0.0808, "X4": 0.42595, "Y4": 0.0808, "page": 0, "Index": 128}, {"Word": "percent", "Confidence": 0.201, "X1": 0.44561, "Y1": 0.0732, "X2": 0.47969, "Y2": 0.073, "X3": 0.47969, "Y3": 0.0808, "X4": 0.44561, "Y4": 0.0808, "page": 0, "Index": 129}, {"Word": "(5%)", "Confidence": 0.167, "X1": 0.48231, "Y1": 0.0732, "X2": 0.50328, "Y2": 0.073, "X3": 0.50328, "Y3": 0.0808, "X4": 0.48231, "Y4": 0.0808, "page": 0, "Index": 130}, {"Word": "shall", "Confidence": 0.754, "X1": 0.5059, "Y1": 0.0722, "X2": 0.52818, "Y2": 0.072, "X3": 0.52818, "Y3": 0.0808, "X4": 0.5059, "Y4": 0.0808, "page": 0, "Index": 131}, {"Word": "be", "Confidence": 0.886, "X1": 0.5308, "Y1": 0.0722, "X2": 0.5426, "Y2": 0.072, "X3": 0.5426, "Y3": 0.0808, "X4": 0.5308, "Y4": 0.0808, "page": 0, "Index": 132}, {"Word": "deposited", "Confidence": 0.316, "X1": 0.54522, "Y1": 0.0722, "X2": 0.58847, "Y2": 0.072, "X3": 0.58847, "Y3": 0.0808, "X4": 0.54522, "Y4": 0.0808, "page": 0, "Index": 133}, {"Word": "In", "Confidence": 0.957, "X1": 0.59109, "Y1": 0.0722, "X2": 0.60157, "Y2": 0.072, "X3": 0.60157, "Y3": 0.0818, "X4": 0.58978, "Y4": 0.0808, "page": 0, "Index": 134}, {"Word": "the", "Confidence": 0.998, "X1": 0.60419, "Y1": 0.0722, "X2": 0.62123, "Y2": 0.072, "X3": 0.61992, "Y3": 0.0818, "X4": 0.60419, "Y4": 0.0818, "page": 0, "Index": 135}, {"Word": "Disease", "Confidence": 0.645, "X1": 0.62254, "Y1": 0.0722, "X2": 0.65793, "Y2": 0.072, "X3": 0.65793, "Y3": 0.0818, "X4": 0.62254, "Y4": 0.0818, "page": 0, "Index": 136}, {"Word": "Surveillance", "Confidence": 0.309, "X1": 0.66055, "Y1": 0.0732, "X2": 0.71691, "Y2": 0.073, "X3": 0.71691, "Y3": 0.0818, "X4": 0.66055, "Y4": 0.0818, "page": 0, "Index": 137}, {"Word": "and", "Confidence": 0.991, "X1": 0.71953, "Y1": 0.0732, "X2": 0.73657, "Y2": 0.073, "X3": 0.73657, "Y3": 0.0818, "X4": 0.71822, "Y4": 0.0818, "page": 0, "Index": 138}, {"Word": "addition", "Confidence": 0.143, "X1": 0.07471, "Y1": 0.0902, "X2": 0.1114, "Y2": 0.09, "X3": 0.11009, "Y3": 0.0978, "X4": 0.07339, "Y4": 0.0988, "page": 0, "Index": 139}, {"Word": "to", "Confidence": 0.674, "X1": 0.11271, "Y1": 0.0902, "X2": 0.1232, "Y2": 0.09, "X3": 0.12189, "Y3": 0.0978, "X4": 0.11271, "Y4": 0.0978, "page": 0, "Index": 140}, {"Word": "the", "Confidence": 0.958, "X1": 0.12582, "Y1": 0.0902, "X2": 0.14024, "Y2": 0.09, "X3": 0.14024, "Y3": 0.0978, "X4": 0.12451, "Y4": 0.0978, "page": 0, "Index": 141}, {"Word": "taand", "Confidence": 0.153, "X1": 0.14286, "Y1": 0.0902, "X2": 0.16776, "Y2": 0.09, "X3": 0.16776, "Y3": 0.0978, "X4": 0.14155, "Y4": 0.0978, "page": 0, "Index": 142}, {"Word": "levied", "Confidence": 0.365, "X1": 0.17038, "Y1": 0.0892, "X2": 0.19921, "Y2": 0.089, "X3": 0.1979, "Y3": 0.0978, "X4": 0.17038, "Y4": 0.0978, "page": 0, "Index": 143}, {"Word": "by", "Confidence": 0.883, "X1": 0.20052, "Y1": 0.0892, "X2": 0.21363, "Y2": 0.089, "X3": 0.21232, "Y3": 0.0978, "X4": 0.20052, "Y4": 0.0978, "page": 0, "Index": 144}, {"Word": "Arkansas", "Confidence": 0.414, "X1": 0.21494, "Y1": 0.0892, "X2": 0.2595, "Y2": 0.089, "X3": 0.25819, "Y3": 0.0978, "X4": 0.21494, "Y4": 0.0978, "page": 0, "Index": 145}, {"Word": "Code", "Confidence": 0.502, "X1": 0.26081, "Y1": 0.0892, "X2": 0.28309, "Y2": 0.089, "X3": 0.28309, "Y3": 0.0978, "X4": 0.26081, "Y4": 0.0978, "page": 0, "Index": 146}, {"Word": "36-57-208", "Confidence": 0.474, "X1": 0.28571, "Y1": 0.0892, "X2": 0.33028, "Y2": 0.089, "X3": 0.33028, "Y3": 0.0968, "X4": 0.28571, "Y4": 0.0978, "page": 0, "Index": 147}, {"Word": "and", "Confidence": 0.348, "X1": 0.3329, "Y1": 0.0892, "X2": 0.35125, "Y2": 0.089, "X3": 0.34993, "Y3": 0.0968, "X4": 0.3329, "Y4": 0.0968, "page": 0, "Index": 148}, {"Word": "SECTION", "Confidence": 0.626, "X1": 0.3827, "Y1": 0.0892, "X2": 0.42464, "Y2": 0.089, "X3": 0.42333, "Y3": 0.0968, "X4": 0.3827, "Y4": 0.0958, "page": 0, "Index": 149}, {"Word": "Rateorch", "Confidence": 0.119, "X1": 0.42595, "Y1": 0.0812, "X2": 0.46527, "Y2": 0.081, "X3": 0.46527, "Y3": 0.0888, "X4": 0.42595, "Y4": 0.0888, "page": 0, "Index": 150}, {"Word": "13.", "Confidence": 0.821, "X1": 0.42726, "Y1": 0.0892, "X2": 0.44168, "Y2": 0.089, "X3": 0.44037, "Y3": 0.0968, "X4": 0.42595, "Y4": 0.0968, "page": 0, "Index": 151}, {"Word": "This", "Confidence": 0.717, "X1": 0.4443, "Y1": 0.0892, "X2": 0.46265, "Y2": 0.089, "X3": 0.46134, "Y3": 0.0968, "X4": 0.44299, "Y4": 0.0968, "page": 0, "Index": 152}, {"Word": "act", "Confidence": 0.669, "X1": 0.46527, "Y1": 0.0892, "X2": 0.47837, "Y2": 0.089, "X3": 0.47706, "Y3": 0.0968, "X4": 0.46396, "Y4": 0.0968, "page": 0, "Index": 153}, {"Word": "Fund", "Confidence": 0.806, "X1": 0.46789, "Y1": 0.0812, "X2": 0.49148, "Y2": 0.081, "X3": 0.49148, "Y3": 0.0888, "X4": 0.46789, "Y4": 0.0888, "page": 0, "Index": 154}, {"Word": "shall", "Confidence": 0.625, "X1": 0.481, "Y1": 0.0882, "X2": 0.50328, "Y2": 0.088, "X3": 0.50197, "Y3": 0.0968, "X4": 0.47969, "Y4": 0.0968, "page": 0, "Index": 155}, {"Word": "Accounts", "Confidence": 0.015, "X1": 0.4941, "Y1": 0.0832, "X2": 0.53473, "Y2": 0.083, "X3": 0.53473, "Y3": 0.0908, "X4": 0.4941, "Y4": 0.0888, "page": 0, "Index": 156}, {"Word": "take", "Confidence": 0.754, "X1": 0.5059, "Y1": 0.0882, "X2": 0.52687, "Y2": 0.088, "X3": 0.52556, "Y3": 0.0968, "X4": 0.50459, "Y4": 0.0968, "page": 0, "Index": 157}, {"Word": "effect", "Confidence": 0.634, "X1": 0.52949, "Y1": 0.0882, "X2": 0.55308, "Y2": 0.088, "X3": 0.55177, "Y3": 0.0968, "X4": 0.52818, "Y4": 0.0968, "page": 0, "Index": 158}, {"Word": "on", "Confidence": 0.699, "X1": 0.5557, "Y1": 0.0882, "X2": 0.5675, "Y2": 0.088, "X3": 0.56619, "Y3": 0.0968, "X4": 0.55439, "Y4": 0.0968, "page": 0, "Index": 159}, {"Word": "January", "Confidence": 0.681, "X1": 0.57012, "Y1": 0.0882, "X2": 0.60813, "Y2": 0.088, "X3": 0.60682, "Y3": 0.0968, "X4": 0.56881, "Y4": 0.0968, "page": 0, "Index": 160}, {"Word": "1,", "Confidence": 0.663, "X1": 0.60944, "Y1": 0.0882, "X2": 0.61992, "Y2": 0.088, "X3": 0.61861, "Y3": 0.0978, "X4": 0.60944, "Y4": 0.0968, "page": 0, "Index": 161}, {"Word": "1993,", "Confidence": 0.722, "X1": 0.62123, "Y1": 0.0882, "X2": 0.64613, "Y2": 0.088, "X3": 0.64482, "Y3": 0.0978, "X4": 0.61992, "Y4": 0.0978, "page": 0, "Index": 162}, {"Word": "and", "Confidence": 0.085, "X1": 0.64744, "Y1": 0.0882, "X2": 0.66579, "Y2": 0.088, "X3": 0.66448, "Y3": 0.0978, "X4": 0.64744, "Y4": 0.0978, "page": 0, "Index": 163}, {"Word": "the", "Confidence": 0.643, "X1": 0.6671, "Y1": 0.0882, "X2": 0.68283, "Y2": 0.088, "X3": 0.68152, "Y3": 0.0978, "X4": 0.66579, "Y4": 0.0978, "page": 0, "Index": 164}, {"Word": "taxes", "Confidence": 0.363, "X1": 0.68414, "Y1": 0.0882, "X2": 0.70773, "Y2": 0.088, "X3": 0.70642, "Y3": 0.0978, "X4": 0.68283, "Y4": 0.0978, "page": 0, "Index": 165}, {"Word": "bevind", "Confidence": 0.631, "X1": 0.70904, "Y1": 0.0882, "X2": 0.73788, "Y2": 0.088, "X3": 0.73657, "Y3": 0.0978, "X4": 0.70773, "Y4": 0.0978, "page": 0, "Index": 166}, {"Word": "Arkansas", "Confidence": 0.616, "X1": 0.0, "Y1": 0.0992, "X2": 0.0367, "Y2": 0.099, "X3": 0.0367, "Y3": 0.1058, "X4": 0.0, "Y4": 0.1068, "page": 0, "Index": 167}, {"Word": "LECTION", "Confidence": 0.406, "X1": 0.00131, "Y1": 0.0912, "X2": 0.03932, "Y2": 0.091, "X3": 0.03932, "Y3": 0.0988, "X4": 0.00131, "Y4": 0.0988, "page": 0, "Index": 168}, {"Word": "Code", "Confidence": 0.619, "X1": 0.03932, "Y1": 0.0992, "X2": 0.0616, "Y2": 0.099, "X3": 0.0616, "Y3": 0.1058, "X4": 0.03932, "Y4": 0.1058, "page": 0, "Index": 169}, {"Word": "10.", "Confidence": 0.684, "X1": 0.04456, "Y1": 0.0902, "X2": 0.05767, "Y2": 0.09, "X3": 0.05767, "Y3": 0.0988, "X4": 0.04325, "Y4": 0.0988, "page": 0, "Index": 170}, {"Word": "In", "Confidence": 0.895, "X1": 0.06029, "Y1": 0.0902, "X2": 0.07208, "Y2": 0.09, "X3": 0.07077, "Y3": 0.0988, "X4": 0.05898, "Y4": 0.0988, "page": 0, "Index": 171}, {"Word": "26-57-802,", "Confidence": 0.413, "X1": 0.06422, "Y1": 0.0982, "X2": 0.10878, "Y2": 0.098, "X3": 0.10878, "Y3": 0.1058, "X4": 0.06422, "Y4": 0.1058, "page": 0, "Index": 172}, {"Word": "there", "Confidence": 0.684, "X1": 0.1114, "Y1": 0.0982, "X2": 0.13499, "Y2": 0.098, "X3": 0.13499, "Y3": 0.1058, "X4": 0.1114, "Y4": 0.1058, "page": 0, "Index": 173}, {"Word": "Is", "Confidence": 0.198, "X1": 0.1363, "Y1": 0.0982, "X2": 0.14548, "Y2": 0.098, "X3": 0.14548, "Y3": 0.1058, "X4": 0.1363, "Y4": 0.1058, "page": 0, "Index": 174}, {"Word": "hereby", "Confidence": 0.672, "X1": 0.14679, "Y1": 0.0982, "X2": 0.17824, "Y2": 0.098, "X3": 0.17824, "Y3": 0.1048, "X4": 0.14679, "Y4": 0.1058, "page": 0, "Index": 175}, {"Word": "levied", "Confidence": 0.657, "X1": 0.17955, "Y1": 0.0982, "X2": 0.20839, "Y2": 0.098, "X3": 0.20839, "Y3": 0.1048, "X4": 0.17955, "Y4": 0.1048, "page": 0, "Index": 176}, {"Word": "an", "Confidence": 0.796, "X1": 0.2097, "Y1": 0.0982, "X2": 0.22149, "Y2": 0.098, "X3": 0.22018, "Y3": 0.1048, "X4": 0.2097, "Y4": 0.1048, "page": 0, "Index": 177}, {"Word": "carise", "Confidence": 0.6, "X1": 0.22412, "Y1": 0.0982, "X2": 0.25033, "Y2": 0.098, "X3": 0.25033, "Y3": 0.1048, "X4": 0.22412, "Y4": 0.1048, "page": 0, "Index": 178}, {"Word": "tax", "Confidence": 0.188, "X1": 0.25295, "Y1": 0.0982, "X2": 0.26737, "Y2": 0.098, "X3": 0.26737, "Y3": 0.1048, "X4": 0.25295, "Y4": 0.1048, "page": 0, "Index": 179}, {"Word": "of", "Confidence": 0.777, "X1": 0.26999, "Y1": 0.0982, "X2": 0.27785, "Y2": 0.098, "X3": 0.27785, "Y3": 0.1048, "X4": 0.26999, "Y4": 0.1048, "page": 0, "Index": 180}, {"Word": "twelve", "Confidence": 0.039, "X1": 0.28047, "Y1": 0.0972, "X2": 0.30931, "Y2": 0.097, "X3": 0.30931, "Y3": 0.1048, "X4": 0.28047, "Y4": 0.1048, "page": 0, "Index": 181}, {"Word": "and", "Confidence": 0.941, "X1": 0.31193, "Y1": 0.0982, "X2": 0.32896, "Y2": 0.098, "X3": 0.32896, "Y3": 0.1048, "X4": 0.31193, "Y4": 0.1048, "page": 0, "Index": 182}, {"Word": "one-", "Confidence": 0.647, "X1": 0.33159, "Y1": 0.0982, "X2": 0.35387, "Y2": 0.098, "X3": 0.35256, "Y3": 0.1058, "X4": 0.33159, "Y4": 0.1048, "page": 0, "Index": 183}, {"Word": "by", "Confidence": 0.686, "X1": 0.3827, "Y1": 0.0972, "X2": 0.39056, "Y2": 0.097, "X3": 0.39056, "Y3": 0.1038, "X4": 0.3827, "Y4": 0.1038, "page": 0, "Index": 184}, {"Word": "this", "Confidence": 0.11, "X1": 0.39318, "Y1": 0.0972, "X2": 0.41022, "Y2": 0.097, "X3": 0.41022, "Y3": 0.1038, "X4": 0.39187, "Y4": 0.1038, "page": 0, "Index": 185}, {"Word": "ack", "Confidence": 0.561, "X1": 0.41153, "Y1": 0.0972, "X2": 0.42464, "Y2": 0.097, "X3": 0.42464, "Y3": 0.1038, "X4": 0.41153, "Y4": 0.1038, "page": 0, "Index": 186}, {"Word": "shall", "Confidence": 0.443, "X1": 0.42726, "Y1": 0.0972, "X2": 0.44823, "Y2": 0.097, "X3": 0.44823, "Y3": 0.1038, "X4": 0.42595, "Y4": 0.1038, "page": 0, "Index": 187}, {"Word": "become", "Confidence": 0.477, "X1": 0.45085, "Y1": 0.0972, "X2": 0.48231, "Y2": 0.097, "X3": 0.48231, "Y3": 0.1038, "X4": 0.44954, "Y4": 0.1038, "page": 0, "Index": 188}, {"Word": "effective", "Confidence": 0.338, "X1": 0.48493, "Y1": 0.0972, "X2": 0.52031, "Y2": 0.097, "X3": 0.52031, "Y3": 0.1048, "X4": 0.48362, "Y4": 0.1038, "page": 0, "Index": 189}, {"Word": "the", "Confidence": 0.903, "X1": 0.52294, "Y1": 0.0972, "X2": 0.53735, "Y2": 0.097, "X3": 0.53735, "Y3": 0.1048, "X4": 0.52294, "Y4": 0.1048, "page": 0, "Index": 190}, {"Word": "same", "Confidence": 0.051, "X1": 0.53997, "Y1": 0.0972, "X2": 0.56225, "Y2": 0.097, "X3": 0.56225, "Y3": 0.1048, "X4": 0.53866, "Y4": 0.1048, "page": 0, "Index": 191}, {"Word": "day.", "Confidence": 0.543, "X1": 0.56488, "Y1": 0.0982, "X2": 0.58716, "Y2": 0.098, "X3": 0.58716, "Y3": 0.1048, "X4": 0.56356, "Y4": 0.1048, "page": 0, "Index": 192}, {"Word": "half", "Confidence": 0.707, "X1": 0.0, "Y1": 0.1072, "X2": 0.01573, "Y2": 0.107, "X3": 0.01573, "Y3": 0.1138, "X4": 0.0, "Y4": 0.1138, "page": 0, "Index": 193}, {"Word": "millie", "Confidence": 0.369, "X1": 0.01835, "Y1": 0.1072, "X2": 0.04063, "Y2": 0.107, "X3": 0.04063, "Y3": 0.1138, "X4": 0.01835, "Y4": 0.1138, "page": 0, "Index": 194}, {"Word": "for", "Confidence": 0.71, "X1": 0.04325, "Y1": 0.1062, "X2": 0.05767, "Y2": 0.106, "X3": 0.05767, "Y3": 0.1138, "X4": 0.04325, "Y4": 0.1138, "page": 0, "Index": 195}, {"Word": "each", "Confidence": 0.597, "X1": 0.06029, "Y1": 0.1062, "X2": 0.08126, "Y2": 0.106, "X3": 0.08126, "Y3": 0.1138, "X4": 0.06029, "Y4": 0.1138, "page": 0, "Index": 196}, {"Word": "cigarette", "Confidence": 0.621, "X1": 0.08388, "Y1": 0.1062, "X2": 0.12713, "Y2": 0.106, "X3": 0.12713, "Y3": 0.1138, "X4": 0.08388, "Y4": 0.1138, "page": 0, "Index": 197}, {"Word": "cold", "Confidence": 0.612, "X1": 0.12844, "Y1": 0.1062, "X2": 0.1481, "Y2": 0.106, "X3": 0.1481, "Y3": 0.1138, "X4": 0.12844, "Y4": 0.1138, "page": 0, "Index": 198}, {"Word": "in", "Confidence": 0.996, "X1": 0.14941, "Y1": 0.1062, "X2": 0.16121, "Y2": 0.106, "X3": 0.16121, "Y3": 0.1138, "X4": 0.14941, "Y4": 0.1138, "page": 0, "Index": 199}, {"Word": "this", "Confidence": 0.285, "X1": 0.16383, "Y1": 0.1062, "X2": 0.18349, "Y2": 0.106, "X3": 0.18349, "Y3": 0.1138, "X4": 0.16383, "Y4": 0.1138, "page": 0, "Index": 200}, {"Word": "State,", "Confidence": 0.635, "X1": 0.18611, "Y1": 0.1052, "X2": 0.21756, "Y2": 0.105, "X3": 0.21756, "Y3": 0.1128, "X4": 0.18611, "Y4": 0.1138, "page": 0, "Index": 201}, {"Word": "The", "Confidence": 0.439, "X1": 0.2228, "Y1": 0.1052, "X2": 0.23984, "Y2": 0.105, "X3": 0.23984, "Y3": 0.1128, "X4": 0.2228, "Y4": 0.1128, "page": 0, "Index": 202}, {"Word": "tax", "Confidence": 0.638, "X1": 0.24246, "Y1": 0.1052, "X2": 0.25819, "Y2": 0.105, "X3": 0.25819, "Y3": 0.1128, "X4": 0.24246, "Y4": 0.1128, "page": 0, "Index": 203}, {"Word": "shall", "Confidence": 0.655, "X1": 0.26081, "Y1": 0.1052, "X2": 0.2844, "Y2": 0.105, "X3": 0.2844, "Y3": 0.1128, "X4": 0.26081, "Y4": 0.1128, "page": 0, "Index": 204}, {"Word": "be", "Confidence": 0.604, "X1": 0.28702, "Y1": 0.1042, "X2": 0.29882, "Y2": 0.104, "X3": 0.29882, "Y3": 0.1128, "X4": 0.28702, "Y4": 0.1128, "page": 0, "Index": 205}, {"Word": "levied", "Confidence": 0.897, "X1": 0.30144, "Y1": 0.1042, "X2": 0.33028, "Y2": 0.104, "X3": 0.33028, "Y3": 0.1118, "X4": 0.30144, "Y4": 0.1128, "page": 0, "Index": 206}, {"Word": "and", "Confidence": 0.447, "X1": 0.3329, "Y1": 0.1042, "X2": 0.35125, "Y2": 0.104, "X3": 0.35125, "Y3": 0.1118, "X4": 0.3329, "Y4": 0.1118, "page": 0, "Index": 207}, {"Word": "SECTION", "Confidence": 0.777, "X1": 0.3827, "Y1": 0.1052, "X2": 0.42333, "Y2": 0.105, "X3": 0.42333, "Y3": 0.1118, "X4": 0.3827, "Y4": 0.1118, "page": 0, "Index": 208}, {"Word": "14.", "Confidence": 0.905, "X1": 0.42726, "Y1": 0.1042, "X2": 0.44168, "Y2": 0.104, "X3": 0.44168, "Y3": 0.1118, "X4": 0.42726, "Y4": 0.1118, "page": 0, "Index": 209}, {"Word": "The", "Confidence": 0.998, "X1": 0.4443, "Y1": 0.1042, "X2": 0.46134, "Y2": 0.104, "X3": 0.46003, "Y3": 0.1118, "X4": 0.4443, "Y4": 0.1118, "page": 0, "Index": 210}, {"Word": "Departament", "Confidence": 0.217, "X1": 0.46265, "Y1": 0.1042, "X2": 0.51769, "Y2": 0.104, "X3": 0.51769, "Y3": 0.1128, "X4": 0.46265, "Y4": 0.1118, "page": 0, "Index": 211}, {"Word": "of", "Confidence": 0.859, "X1": 0.52031, "Y1": 0.1042, "X2": 0.52949, "Y2": 0.104, "X3": 0.52818, "Y3": 0.1128, "X4": 0.519, "Y4": 0.1128, "page": 0, "Index": 212}, {"Word": "Finance", "Confidence": 0.615, "X1": 0.5308, "Y1": 0.1042, "X2": 0.5675, "Y2": 0.104, "X3": 0.5675, "Y3": 0.1128, "X4": 0.5308, "Y4": 0.1128, "page": 0, "Index": 213}, {"Word": "and", "Confidence": 0.877, "X1": 0.57012, "Y1": 0.1042, "X2": 0.58847, "Y2": 0.104, "X3": 0.58716, "Y3": 0.1128, "X4": 0.57012, "Y4": 0.1128, "page": 0, "Index": 214}, {"Word": "Administration", "Confidence": 0.251, "X1": 0.59109, "Y1": 0.1032, "X2": 0.65793, "Y2": 0.103, "X3": 0.65793, "Y3": 0.1128, "X4": 0.58978, "Y4": 0.1128, "page": 0, "Index": 215}, {"Word": "shall", "Confidence": 0.625, "X1": 0.66055, "Y1": 0.1032, "X2": 0.68283, "Y2": 0.103, "X3": 0.68283, "Y3": 0.1128, "X4": 0.66055, "Y4": 0.1128, "page": 0, "Index": 216}, {"Word": "enforce", "Confidence": 0.062, "X1": 0.68545, "Y1": 0.1032, "X2": 0.71691, "Y2": 0.103, "X3": 0.71691, "Y3": 0.1128, "X4": 0.68414, "Y4": 0.1128, "page": 0, "Index": 217}, {"Word": "this", "Confidence": 0.886, "X1": 0.71953, "Y1": 0.1032, "X2": 0.73919, "Y2": 0.103, "X3": 0.73919, "Y3": 0.1128, "X4": 0.71822, "Y4": 0.1128, "page": 0, "Index": 218}, {"Word": "collected", "Confidence": 0.253, "X1": 0.0, "Y1": 0.1152, "X2": 0.03277, "Y2": 0.115, "X3": 0.03277, "Y3": 0.1218, "X4": 0.0, "Y4": 0.1228, "page": 0, "Index": 219}, {"Word": "in", "Confidence": 0.727, "X1": 0.03539, "Y1": 0.1152, "X2": 0.04456, "Y2": 0.115, "X3": 0.04456, "Y3": 0.1218, "X4": 0.03539, "Y4": 0.1218, "page": 0, "Index": 220}, {"Word": "the", "Confidence": 0.998, "X1": 0.04587, "Y1": 0.1142, "X2": 0.05898, "Y2": 0.114, "X3": 0.05898, "Y3": 0.1218, "X4": 0.04587, "Y4": 0.1218, "page": 0, "Index": 221}, {"Word": "sense", "Confidence": 0.657, "X1": 0.0616, "Y1": 0.1142, "X2": 0.08519, "Y2": 0.114, "X3": 0.08519, "Y3": 0.1218, "X4": 0.0616, "Y4": 0.1218, "page": 0, "Index": 222}, {"Word": "manner", "Confidence": 0.624, "X1": 0.0865, "Y1": 0.1142, "X2": 0.12058, "Y2": 0.114, "X3": 0.12058, "Y3": 0.1218, "X4": 0.0865, "Y4": 0.1218, "page": 0, "Index": 223}, {"Word": "at", "Confidence": 0.84, "X1": 0.12189, "Y1": 0.1142, "X2": 0.13237, "Y2": 0.114, "X3": 0.13237, "Y3": 0.1218, "X4": 0.12189, "Y4": 0.1218, "page": 0, "Index": 224}, {"Word": "prescribed", "Confidence": 0.251, "X1": 0.13368, "Y1": 0.1132, "X2": 0.17955, "Y2": 0.113, "X3": 0.17955, "Y3": 0.1208, "X4": 0.13368, "Y4": 0.1218, "page": 0, "Index": 225}, {"Word": "in", "Confidence": 0.887, "X1": 0.18218, "Y1": 0.1132, "X2": 0.19135, "Y2": 0.113, "X3": 0.19135, "Y3": 0.1208, "X4": 0.18218, "Y4": 0.1208, "page": 0, "Index": 226}, {"Word": "Arkansas", "Confidence": 0.542, "X1": 0.19397, "Y1": 0.1132, "X2": 0.2346, "Y2": 0.113, "X3": 0.2346, "Y3": 0.1208, "X4": 0.19397, "Y4": 0.1208, "page": 0, "Index": 227}, {"Word": "Code", "Confidence": 0.663, "X1": 0.23722, "Y1": 0.1132, "X2": 0.25819, "Y2": 0.113, "X3": 0.25819, "Y3": 0.1208, "X4": 0.23722, "Y4": 0.1208, "page": 0, "Index": 228}, {"Word": "25-57-201", "Confidence": 0.502, "X1": 0.26081, "Y1": 0.1132, "X2": 0.30275, "Y2": 0.113, "X3": 0.30275, "Y3": 0.1198, "X4": 0.26081, "Y4": 0.1208, "page": 0, "Index": 229}, {"Word": "et", "Confidence": 0.626, "X1": 0.30537, "Y1": 0.1132, "X2": 0.31324, "Y2": 0.113, "X3": 0.31324, "Y3": 0.1198, "X4": 0.30537, "Y4": 0.1198, "page": 0, "Index": 230}, {"Word": "arn.", "Confidence": 0.005, "X1": 0.31586, "Y1": 0.1132, "X2": 0.33421, "Y2": 0.113, "X3": 0.33421, "Y3": 0.1198, "X4": 0.31586, "Y4": 0.1198, "page": 0, "Index": 231}, {"Word": "SECTION", "Confidence": 0.751, "X1": 0.38401, "Y1": 0.1202, "X2": 0.42333, "Y2": 0.12, "X3": 0.42202, "Y3": 0.1278, "X4": 0.38401, "Y4": 0.1268, "page": 0, "Index": 232}, {"Word": "ict", "Confidence": 0.688, "X1": 0.38532, "Y1": 0.1132, "X2": 0.3945, "Y2": 0.113, "X3": 0.3945, "Y3": 0.1208, "X4": 0.38532, "Y4": 0.1208, "page": 0, "Index": 233}, {"Word": "and", "Confidence": 0.995, "X1": 0.39712, "Y1": 0.1132, "X2": 0.41284, "Y2": 0.113, "X3": 0.41153, "Y3": 0.1208, "X4": 0.39581, "Y4": 0.1208, "page": 0, "Index": 234}, {"Word": "promalgate", "Confidence": 0.547, "X1": 0.41415, "Y1": 0.1132, "X2": 0.46265, "Y2": 0.113, "X3": 0.46265, "Y3": 0.1198, "X4": 0.41415, "Y4": 0.1208, "page": 0, "Index": 235}, {"Word": "15.", "Confidence": 0.716, "X1": 0.42726, "Y1": 0.1202, "X2": 0.44037, "Y2": 0.12, "X3": 0.43906, "Y3": 0.1278, "X4": 0.42726, "Y4": 0.1278, "page": 0, "Index": 236}, {"Word": "Persons", "Confidence": 0.635, "X1": 0.44168, "Y1": 0.1202, "X2": 0.47706, "Y2": 0.12, "X3": 0.47706, "Y3": 0.1278, "X4": 0.44168, "Y4": 0.1278, "page": 0, "Index": 237}, {"Word": "rules", "Confidence": 0.998, "X1": 0.46527, "Y1": 0.1122, "X2": 0.48755, "Y2": 0.112, "X3": 0.48755, "Y3": 0.1198, "X4": 0.46527, "Y4": 0.1198, "page": 0, "Index": 238}, {"Word": "and", "Confidence": 1, "X1": 0.49017, "Y1": 0.1122, "X2": 0.5059, "Y2": 0.112, "X3": 0.5059, "Y3": 0.1198, "X4": 0.48886, "Y4": 0.1198, "page": 0, "Index": 239}, {"Word": "regulatkiss", "Confidence": 0.085, "X1": 0.50852, "Y1": 0.1122, "X2": 0.55832, "Y2": 0.112, "X3": 0.55701, "Y3": 0.1198, "X4": 0.50852, "Y4": 0.1198, "page": 0, "Index": 240}, {"Word": "necessary", "Confidence": 1, "X1": 0.55963, "Y1": 0.1122, "X2": 0.60288, "Y2": 0.112, "X3": 0.60288, "Y3": 0.1198, "X4": 0.55963, "Y4": 0.1198, "page": 0, "Index": 241}, {"Word": "to", "Confidence": 1, "X1": 0.6055, "Y1": 0.1122, "X2": 0.61337, "Y2": 0.112, "X3": 0.61337, "Y3": 0.1198, "X4": 0.60419, "Y4": 0.1198, "page": 0, "Index": 242}, {"Word": "Implement", "Confidence": 1, "X1": 0.61599, "Y1": 0.1122, "X2": 0.66317, "Y2": 0.112, "X3": 0.66317, "Y3": 0.1198, "X4": 0.61599, "Y4": 0.1198, "page": 0, "Index": 243}, {"Word": "this", "Confidence": 0.986, "X1": 0.66579, "Y1": 0.1122, "X2": 0.68283, "Y2": 0.112, "X3": 0.68283, "Y3": 0.1198, "X4": 0.66448, "Y4": 0.1198, "page": 0, "Index": 244}, {"Word": "Act.", "Confidence": 0.839, "X1": 0.68545, "Y1": 0.1122, "X2": 0.70642, "Y2": 0.112, "X3": 0.70511, "Y3": 0.1198, "X4": 0.68414, "Y4": 0.1198, "page": 0, "Index": 245}, {"Word": "SECTION", "Confidence": 0.473, "X1": 0.0, "Y1": 0.1222, "X2": 0.03932, "Y2": 0.122, "X3": 0.03932, "Y3": 0.1298, "X4": 0.0, "Y4": 0.1298, "page": 0, "Index": 246}, {"Word": "Arkansas", "Confidence": 0.602, "X1": 0.0, "Y1": 0.1302, "X2": 0.03801, "Y2": 0.13, "X3": 0.03932, "Y3": 0.1378, "X4": 0.0, "Y4": 0.1378, "page": 0, "Index": 247}, {"Word": "Cod.", "Confidence": 0.13, "X1": 0.04063, "Y1": 0.1302, "X2": 0.06291, "Y2": 0.13, "X3": 0.06291, "Y3": 0.1378, "X4": 0.04063, "Y4": 0.1378, "page": 0, "Index": 248}, {"Word": "11.", "Confidence": 0.769, "X1": 0.04456, "Y1": 0.1222, "X2": 0.05767, "Y2": 0.122, "X3": 0.05767, "Y3": 0.1298, "X4": 0.04456, "Y4": 0.1298, "page": 0, "Index": 249}, {"Word": "In", "Confidence": 0.931, "X1": 0.05898, "Y1": 0.1222, "X2": 0.07077, "Y2": 0.122, "X3": 0.07077, "Y3": 0.1298, "X4": 0.05898, "Y4": 0.1298, "page": 0, "Index": 250}, {"Word": "25-57-802,", "Confidence": 0.679, "X1": 0.06553, "Y1": 0.1302, "X2": 0.11271, "Y2": 0.13, "X3": 0.11271, "Y3": 0.1378, "X4": 0.06553, "Y4": 0.1378, "page": 0, "Index": 251}, {"Word": "addition", "Confidence": 0.283, "X1": 0.07471, "Y1": 0.1222, "X2": 0.11009, "Y2": 0.122, "X3": 0.11009, "Y3": 0.1298, "X4": 0.07471, "Y4": 0.1298, "page": 0, "Index": 252}, {"Word": "to", "Confidence": 0.179, "X1": 0.11271, "Y1": 0.1212, "X2": 0.1232, "Y2": 0.121, "X3": 0.1232, "Y3": 0.1298, "X4": 0.11271, "Y4": 0.1298, "page": 0, "Index": 253}, {"Word": "there", "Confidence": 0.941, "X1": 0.11402, "Y1": 0.1302, "X2": 0.13761, "Y2": 0.13, "X3": 0.13893, "Y3": 0.1368, "X4": 0.11402, "Y4": 0.1378, "page": 0, "Index": 254}, {"Word": "the", "Confidence": 0.832, "X1": 0.12451, "Y1": 0.1212, "X2": 0.14024, "Y2": 0.121, "X3": 0.14024, "Y3": 0.1298, "X4": 0.12451, "Y4": 0.1298, "page": 0, "Index": 255}, {"Word": "Is", "Confidence": 0.224, "X1": 0.14024, "Y1": 0.1302, "X2": 0.14941, "Y2": 0.13, "X3": 0.14941, "Y3": 0.1368, "X4": 0.14024, "Y4": 0.1368, "page": 0, "Index": 256}, {"Word": "taxes", "Confidence": 0.203, "X1": 0.14286, "Y1": 0.1212, "X2": 0.16776, "Y2": 0.121, "X3": 0.16776, "Y3": 0.1288, "X4": 0.14286, "Y4": 0.1288, "page": 0, "Index": 257}, {"Word": "hereby", "Confidence": 0.1, "X1": 0.15072, "Y1": 0.1292, "X2": 0.18218, "Y2": 0.129, "X3": 0.18349, "Y3": 0.1368, "X4": 0.15072, "Y4": 0.1368, "page": 0, "Index": 258}, {"Word": "levied", "Confidence": 0.846, "X1": 0.16907, "Y1": 0.1212, "X2": 0.1979, "Y2": 0.121, "X3": 0.1979, "Y3": 0.1288, "X4": 0.16907, "Y4": 0.1288, "page": 0, "Index": 259}, {"Word": "levied", "Confidence": 0.849, "X1": 0.1848, "Y1": 0.1292, "X2": 0.21363, "Y2": 0.129, "X3": 0.21363, "Y3": 0.1368, "X4": 0.1848, "Y4": 0.1368, "page": 0, "Index": 260}, {"Word": "by", "Confidence": 0.97, "X1": 0.20052, "Y1": 0.1212, "X2": 0.21363, "Y2": 0.121, "X3": 0.21363, "Y3": 0.1288, "X4": 0.20052, "Y4": 0.1288, "page": 0, "Index": 261}, {"Word": "Arkansas", "Confidence": 0.613, "X1": 0.21494, "Y1": 0.1212, "X2": 0.25819, "Y2": 0.121, "X3": 0.25819, "Y3": 0.1288, "X4": 0.21494, "Y4": 0.1288, "page": 0, "Index": 262}, {"Word": "an", "Confidence": 0.968, "X1": 0.21625, "Y1": 0.1292, "X2": 0.22805, "Y2": 0.129, "X3": 0.22805, "Y3": 0.1368, "X4": 0.21625, "Y4": 0.1368, "page": 0, "Index": 263}, {"Word": "excise", "Confidence": 0.492, "X1": 0.22936, "Y1": 0.1292, "X2": 0.25688, "Y2": 0.129, "X3": 0.25819, "Y3": 0.1368, "X4": 0.23067, "Y4": 0.1368, "page": 0, "Index": 264}, {"Word": "Code", "Confidence": 0.188, "X1": 0.2595, "Y1": 0.1212, "X2": 0.2844, "Y2": 0.121, "X3": 0.2844, "Y3": 0.1288, "X4": 0.2595, "Y4": 0.1288, "page": 0, "Index": 265}, {"Word": "tax", "Confidence": 0.588, "X1": 0.2595, "Y1": 0.1292, "X2": 0.27523, "Y2": 0.129, "X3": 0.27523, "Y3": 0.1368, "X4": 0.2595, "Y4": 0.1368, "page": 0, "Index": 266}, {"Word": "upon", "Confidence": 0.492, "X1": 0.27785, "Y1": 0.1292, "X2": 0.30013, "Y2": 0.129, "X3": 0.30013, "Y3": 0.1368, "X4": 0.27785, "Y4": 0.1368, "page": 0, "Index": 267}, {"Word": "25-57-208", "Confidence": 0.646, "X1": 0.28571, "Y1": 0.1202, "X2": 0.33028, "Y2": 0.12, "X3": 0.33028, "Y3": 0.1288, "X4": 0.28571, "Y4": 0.1288, "page": 0, "Index": 268}, {"Word": "the", "Confidence": 0.998, "X1": 0.30144, "Y1": 0.1282, "X2": 0.31848, "Y2": 0.128, "X3": 0.31848, "Y3": 0.1368, "X4": 0.30275, "Y4": 0.1368, "page": 0, "Index": 269}, {"Word": "sale", "Confidence": 0.857, "X1": 0.31979, "Y1": 0.1282, "X2": 0.33945, "Y2": 0.128, "X3": 0.33945, "Y3": 0.1368, "X4": 0.3211, "Y4": 0.1368, "page": 0, "Index": 270}, {"Word": "and", "Confidence": 0.19, "X1": 0.33159, "Y1": 0.1202, "X2": 0.35125, "Y2": 0.12, "X3": 0.35125, "Y3": 0.1288, "X4": 0.33159, "Y4": 0.1288, "page": 0, "Index": 271}, {"Word": "of", "Confidence": 0.664, "X1": 0.34207, "Y1": 0.1282, "X2": 0.35256, "Y2": 0.128, "X3": 0.35256, "Y3": 0.1368, "X4": 0.34207, "Y4": 0.1368, "page": 0, "Index": 272}, {"Word": "prescribed", "Confidence": 0.299, "X1": 0.3827, "Y1": 0.1282, "X2": 0.42464, "Y2": 0.128, "X3": 0.42464, "Y3": 0.1368, "X4": 0.3827, "Y4": 0.1368, "page": 0, "Index": 273}, {"Word": "in", "Confidence": 0.85, "X1": 0.42595, "Y1": 0.1282, "X2": 0.43512, "Y2": 0.128, "X3": 0.43512, "Y3": 0.1368, "X4": 0.42595, "Y4": 0.1368, "page": 0, "Index": 274}, {"Word": "the", "Confidence": 0.981, "X1": 0.43775, "Y1": 0.1282, "X2": 0.45216, "Y2": 0.128, "X3": 0.45216, "Y3": 0.1358, "X4": 0.43775, "Y4": 0.1368, "page": 0, "Index": 275}, {"Word": "Arkanaas", "Confidence": 0.474, "X1": 0.45478, "Y1": 0.1282, "X2": 0.49672, "Y2": 0.128, "X3": 0.49672, "Y3": 0.1358, "X4": 0.45478, "Y4": 0.1358, "page": 0, "Index": 276}, {"Word": "vialating", "Confidence": 0.656, "X1": 0.47969, "Y1": 0.1202, "X2": 0.51769, "Y2": 0.12, "X3": 0.51769, "Y3": 0.1288, "X4": 0.47837, "Y4": 0.1278, "page": 0, "Index": 277}, {"Word": "Tax", "Confidence": 0.331, "X1": 0.49934, "Y1": 0.1282, "X2": 0.51507, "Y2": 0.128, "X3": 0.51507, "Y3": 0.1358, "X4": 0.49934, "Y4": 0.1358, "page": 0, "Index": 278}, {"Word": "Procedure", "Confidence": 0.355, "X1": 0.51769, "Y1": 0.1282, "X2": 0.56225, "Y2": 0.128, "X3": 0.56225, "Y3": 0.1368, "X4": 0.51769, "Y4": 0.1358, "page": 0, "Index": 279}, {"Word": "this", "Confidence": 0.881, "X1": 0.52031, "Y1": 0.1202, "X2": 0.53735, "Y2": 0.12, "X3": 0.53735, "Y3": 0.1288, "X4": 0.519, "Y4": 0.1288, "page": 0, "Index": 280}, {"Word": "act", "Confidence": 0.804, "X1": 0.53997, "Y1": 0.1202, "X2": 0.55308, "Y2": 0.12, "X3": 0.55308, "Y3": 0.1288, "X4": 0.53866, "Y4": 0.1288, "page": 0, "Index": 281}, {"Word": "shall", "Confidence": 0.602, "X1": 0.5557, "Y1": 0.1202, "X2": 0.57798, "Y2": 0.12, "X3": 0.57667, "Y3": 0.1288, "X4": 0.5557, "Y4": 0.1288, "page": 0, "Index": 282}, {"Word": "Act.", "Confidence": 0.528, "X1": 0.56356, "Y1": 0.1282, "X2": 0.58453, "Y2": 0.128, "X3": 0.58453, "Y3": 0.1368, "X4": 0.56356, "Y4": 0.1368, "page": 0, "Index": 283}, {"Word": "be", "Confidence": 0.972, "X1": 0.57929, "Y1": 0.1202, "X2": 0.59109, "Y2": 0.12, "X3": 0.58978, "Y3": 0.1288, "X4": 0.57929, "Y4": 0.1288, "page": 0, "Index": 284}, {"Word": "punished", "Confidence": 0.618, "X1": 0.5924, "Y1": 0.1202, "X2": 0.63434, "Y2": 0.12, "X3": 0.63303, "Y3": 0.1288, "X4": 0.5924, "Y4": 0.1288, "page": 0, "Index": 285}, {"Word": "lo", "Confidence": 0.094, "X1": 0.63696, "Y1": 0.1202, "X2": 0.64613, "Y2": 0.12, "X3": 0.64482, "Y3": 0.1288, "X4": 0.63565, "Y4": 0.1288, "page": 0, "Index": 286}, {"Word": "the", "Confidence": 0.857, "X1": 0.64744, "Y1": 0.1202, "X2": 0.66317, "Y2": 0.12, "X3": 0.66186, "Y3": 0.1288, "X4": 0.64744, "Y4": 0.1288, "page": 0, "Index": 287}, {"Word": "same", "Confidence": 0.796, "X1": 0.66579, "Y1": 0.1202, "X2": 0.68807, "Y2": 0.12, "X3": 0.68807, "Y3": 0.1288, "X4": 0.66448, "Y4": 0.1288, "page": 0, "Index": 288}, {"Word": "manner", "Confidence": 0.412, "X1": 0.69069, "Y1": 0.1212, "X2": 0.72346, "Y2": 0.121, "X3": 0.72346, "Y3": 0.1288, "X4": 0.68938, "Y4": 0.1288, "page": 0, "Index": 289}, {"Word": "as", "Confidence": 0.066, "X1": 0.72608, "Y1": 0.1212, "X2": 0.73919, "Y2": 0.121, "X3": 0.73788, "Y3": 0.1288, "X4": 0.72477, "Y4": 0.1288, "page": 0, "Index": 290}, {"Word": "ichacco", "Confidence": 0.309, "X1": 0.0, "Y1": 0.1382, "X2": 0.02883, "Y2": 0.138, "X3": 0.02883, "Y3": 0.1458, "X4": 0.0, "Y4": 0.1458, "page": 0, "Index": 291}, {"Word": "products", "Confidence": 0.348, "X1": 0.03145, "Y1": 0.1382, "X2": 0.07077, "Y2": 0.138, "X3": 0.07077, "Y3": 0.1458, "X4": 0.03145, "Y4": 0.1458, "page": 0, "Index": 292}, {"Word": "fa", "Confidence": 0.026, "X1": 0.07208, "Y1": 0.1382, "X2": 0.08257, "Y2": 0.138, "X3": 0.08257, "Y3": 0.1458, "X4": 0.07208, "Y4": 0.1458, "page": 0, "Index": 293}, {"Word": "this", "Confidence": 0.61, "X1": 0.08388, "Y1": 0.1382, "X2": 0.10223, "Y2": 0.138, "X3": 0.10354, "Y3": 0.1458, "X4": 0.08519, "Y4": 0.1458, "page": 0, "Index": 294}, {"Word": "State.", "Confidence": 0.68, "X1": 0.10485, "Y1": 0.1372, "X2": 0.1363, "Y2": 0.137, "X3": 0.1363, "Y3": 0.1458, "X4": 0.10485, "Y4": 0.1458, "page": 0, "Index": 295}, {"Word": "The", "Confidence": 0.994, "X1": 0.13893, "Y1": 0.1372, "X2": 0.15596, "Y2": 0.137, "X3": 0.15596, "Y3": 0.1458, "X4": 0.14024, "Y4": 0.1458, "page": 0, "Index": 296}, {"Word": "rate", "Confidence": 0.643, "X1": 0.15858, "Y1": 0.1372, "X2": 0.17824, "Y2": 0.137, "X3": 0.17955, "Y3": 0.1448, "X4": 0.15858, "Y4": 0.1458, "page": 0, "Index": 297}, {"Word": "of", "Confidence": 0.884, "X1": 0.18087, "Y1": 0.1372, "X2": 0.19135, "Y2": 0.137, "X3": 0.19135, "Y3": 0.1448, "X4": 0.18087, "Y4": 0.1448, "page": 0, "Index": 298}, {"Word": "the", "Confidence": 0.998, "X1": 0.19266, "Y1": 0.1372, "X2": 0.20839, "Y2": 0.137, "X3": 0.20839, "Y3": 0.1448, "X4": 0.19397, "Y4": 0.1448, "page": 0, "Index": 299}, {"Word": "tox", "Confidence": 0.614, "X1": 0.21101, "Y1": 0.1372, "X2": 0.22674, "Y2": 0.137, "X3": 0.22674, "Y3": 0.1448, "X4": 0.21101, "Y4": 0.1448, "page": 0, "Index": 300}, {"Word": "shall", "Confidence": 0.586, "X1": 0.22805, "Y1": 0.1372, "X2": 0.25164, "Y2": 0.137, "X3": 0.25164, "Y3": 0.1448, "X4": 0.22805, "Y4": 0.1448, "page": 0, "Index": 301}, {"Word": "be", "Confidence": 0.944, "X1": 0.25426, "Y1": 0.1372, "X2": 0.26474, "Y2": 0.137, "X3": 0.26474, "Y3": 0.1448, "X4": 0.25426, "Y4": 0.1448, "page": 0, "Index": 302}, {"Word": "established", "Confidence": 0.18, "X1": 0.26737, "Y1": 0.1362, "X2": 0.31717, "Y2": 0.136, "X3": 0.31848, "Y3": 0.1438, "X4": 0.26737, "Y4": 0.1448, "page": 0, "Index": 303}, {"Word": "by", "Confidence": 0.252, "X1": 0.31979, "Y1": 0.1362, "X2": 0.33159, "Y2": 0.136, "X3": 0.3329, "Y3": 0.1438, "X4": 0.31979, "Y4": 0.1438, "page": 0, "Index": 304}, {"Word": "the", "Confidence": 0.737, "X1": 0.33421, "Y1": 0.1362, "X2": 0.35125, "Y2": 0.136, "X3": 0.35125, "Y3": 0.1438, "X4": 0.33421, "Y4": 0.1438, "page": 0, "Index": 305}, {"Word": "SECTION", "Confidence": 0.614, "X1": 0.3827, "Y1": 0.1362, "X2": 0.42333, "Y2": 0.136, "X3": 0.42333, "Y3": 0.1438, "X4": 0.3827, "Y4": 0.1438, "page": 0, "Index": 306}, {"Word": "14.", "Confidence": 0.037, "X1": 0.42857, "Y1": 0.1362, "X2": 0.44299, "Y2": 0.136, "X3": 0.44299, "Y3": 0.1438, "X4": 0.42726, "Y4": 0.1438, "page": 0, "Index": 307}, {"Word": "Alt", "Confidence": 0.029, "X1": 0.4443, "Y1": 0.1362, "X2": 0.45872, "Y2": 0.136, "X3": 0.45872, "Y3": 0.1438, "X4": 0.4443, "Y4": 0.1438, "page": 0, "Index": 308}, {"Word": "provisions", "Confidence": 0.191, "X1": 0.46003, "Y1": 0.1362, "X2": 0.50852, "Y2": 0.136, "X3": 0.50721, "Y3": 0.1438, "X4": 0.46003, "Y4": 0.1438, "page": 0, "Index": 309}, {"Word": "of", "Confidence": 0.68, "X1": 0.50983, "Y1": 0.1362, "X2": 0.519, "Y2": 0.136, "X3": 0.519, "Y3": 0.1438, "X4": 0.50983, "Y4": 0.1438, "page": 0, "Index": 310}, {"Word": "this", "Confidence": 0.887, "X1": 0.52163, "Y1": 0.1362, "X2": 0.53997, "Y2": 0.136, "X3": 0.53997, "Y3": 0.1438, "X4": 0.52163, "Y4": 0.1438, "page": 0, "Index": 311}, {"Word": "act", "Confidence": 0.051, "X1": 0.5426, "Y1": 0.1362, "X2": 0.55701, "Y2": 0.136, "X3": 0.5557, "Y3": 0.1438, "X4": 0.54128, "Y4": 0.1438, "page": 0, "Index": 312}, {"Word": "of", "Confidence": 0.822, "X1": 0.55832, "Y1": 0.1362, "X2": 0.56881, "Y2": 0.136, "X3": 0.56881, "Y3": 0.1438, "X4": 0.55832, "Y4": 0.1438, "page": 0, "Index": 313}, {"Word": "a", "Confidence": 0.025, "X1": 0.57143, "Y1": 0.1362, "X2": 0.57798, "Y2": 0.136, "X3": 0.57667, "Y3": 0.1438, "X4": 0.57012, "Y4": 0.1438, "page": 0, "Index": 314}, {"Word": "general", "Confidence": 0.575, "X1": 0.5806, "Y1": 0.1362, "X2": 0.61599, "Y2": 0.136, "X3": 0.61468, "Y3": 0.1438, "X4": 0.5806, "Y4": 0.1438, "page": 0, "Index": 315}, {"Word": "and", "Confidence": 0.657, "X1": 0.6173, "Y1": 0.1362, "X2": 0.63565, "Y2": 0.136, "X3": 0.63565, "Y3": 0.1438, "X4": 0.6173, "Y4": 0.1438, "page": 0, "Index": 316}, {"Word": "permanent", "Confidence": 0.073, "X1": 0.63827, "Y1": 0.1362, "X2": 0.68676, "Y2": 0.136, "X3": 0.68676, "Y3": 0.1438, "X4": 0.63696, "Y4": 0.1438, "page": 0, "Index": 317}, {"Word": "nature", "Confidence": 0.629, "X1": 0.68938, "Y1": 0.1362, "X2": 0.71953, "Y2": 0.136, "X3": 0.71822, "Y3": 0.1438, "X4": 0.68938, "Y4": 0.1438, "page": 0, "Index": 318}, {"Word": "are", "Confidence": 0.645, "X1": 0.72084, "Y1": 0.1362, "X2": 0.73919, "Y2": 0.136, "X3": 0.73788, "Y3": 0.1438, "X4": 0.72084, "Y4": 0.1438, "page": 0, "Index": 319}, {"Word": "Department", "Confidence": 0.541, "X1": 0.0, "Y1": 0.1462, "X2": 0.05242, "Y2": 0.146, "X3": 0.05242, "Y3": 0.1538, "X4": 0.0, "Y4": 0.1548, "page": 0, "Index": 320}, {"Word": "of", "Confidence": 0.991, "X1": 0.05374, "Y1": 0.1462, "X2": 0.06553, "Y2": 0.146, "X3": 0.06553, "Y3": 0.1538, "X4": 0.05505, "Y4": 0.1538, "page": 0, "Index": 321}, {"Word": "Finance", "Confidence": 0.451, "X1": 0.06684, "Y1": 0.1462, "X2": 0.10485, "Y2": 0.146, "X3": 0.10616, "Y3": 0.1538, "X4": 0.06684, "Y4": 0.1538, "page": 0, "Index": 322}, {"Word": "and", "Confidence": 0.567, "X1": 0.10747, "Y1": 0.1462, "X2": 0.12451, "Y2": 0.146, "X3": 0.12451, "Y3": 0.1528, "X4": 0.10747, "Y4": 0.1538, "page": 0, "Index": 323}, {"Word": "Administration", "Confidence": 0.667, "X1": 0.12713, "Y1": 0.1452, "X2": 0.20052, "Y2": 0.145, "X3": 0.20052, "Y3": 0.1528, "X4": 0.12844, "Y4": 0.1528, "page": 0, "Index": 324}, {"Word": "in", "Confidence": 0.997, "X1": 0.20315, "Y1": 0.1452, "X2": 0.21363, "Y2": 0.145, "X3": 0.21363, "Y3": 0.1528, "X4": 0.20315, "Y4": 0.1528, "page": 0, "Index": 325}, {"Word": "an", "Confidence": 0.84, "X1": 0.21625, "Y1": 0.1452, "X2": 0.22805, "Y2": 0.145, "X3": 0.22805, "Y3": 0.1528, "X4": 0.21625, "Y4": 0.1528, "page": 0, "Index": 326}, {"Word": "amount", "Confidence": 0.643, "X1": 0.23198, "Y1": 0.1452, "X2": 0.26737, "Y2": 0.145, "X3": 0.26737, "Y3": 0.1528, "X4": 0.23198, "Y4": 0.1528, "page": 0, "Index": 327}, {"Word": "equivalent", "Confidence": 0.676, "X1": 0.26999, "Y1": 0.1452, "X2": 0.31979, "Y2": 0.145, "X3": 0.3211, "Y3": 0.1518, "X4": 0.26999, "Y4": 0.1528, "page": 0, "Index": 328}, {"Word": "to", "Confidence": 0.489, "X1": 0.32241, "Y1": 0.1452, "X2": 0.3329, "Y2": 0.145, "X3": 0.3329, "Y3": 0.1518, "X4": 0.32241, "Y4": 0.1518, "page": 0, "Index": 329}, {"Word": "the", "Confidence": 0.886, "X1": 0.33552, "Y1": 0.1452, "X2": 0.35256, "Y2": 0.145, "X3": 0.35256, "Y3": 0.1518, "X4": 0.33552, "Y4": 0.1518, "page": 0, "Index": 330}, {"Word": "Amseodstory", "Confidence": 0.574, "X1": 0.38401, "Y1": 0.1442, "X2": 0.43381, "Y2": 0.144, "X3": 0.43381, "Y3": 0.1518, "X4": 0.38401, "Y4": 0.1518, "page": 0, "Index": 331}, {"Word": "to", "Confidence": 0.519, "X1": 0.43644, "Y1": 0.1442, "X2": 0.44692, "Y2": 0.144, "X3": 0.44692, "Y3": 0.1518, "X4": 0.43644, "Y4": 0.1518, "page": 0, "Index": 332}, {"Word": "the", "Confidence": 0.998, "X1": 0.44954, "Y1": 0.1442, "X2": 0.46527, "Y2": 0.144, "X3": 0.46527, "Y3": 0.1518, "X4": 0.44954, "Y4": 0.1518, "page": 0, "Index": 333}, {"Word": "Arkansas", "Confidence": 0.631, "X1": 0.46789, "Y1": 0.1442, "X2": 0.51245, "Y2": 0.144, "X3": 0.51114, "Y3": 0.1518, "X4": 0.46789, "Y4": 0.1518, "page": 0, "Index": 334}, {"Word": "Code", "Confidence": 0.835, "X1": 0.51376, "Y1": 0.1442, "X2": 0.53735, "Y2": 0.144, "X3": 0.53735, "Y3": 0.1518, "X4": 0.51376, "Y4": 0.1518, "page": 0, "Index": 335}, {"Word": "of", "Confidence": 0.962, "X1": 0.53997, "Y1": 0.1442, "X2": 0.55046, "Y2": 0.144, "X3": 0.55046, "Y3": 0.1518, "X4": 0.53866, "Y4": 0.1518, "page": 0, "Index": 336}, {"Word": "1987", "Confidence": 0.657, "X1": 0.55308, "Y1": 0.1442, "X2": 0.57667, "Y2": 0.144, "X3": 0.57536, "Y3": 0.1518, "X4": 0.55177, "Y4": 0.1518, "page": 0, "Index": 337}, {"Word": "Annotated", "Confidence": 0.615, "X1": 0.57798, "Y1": 0.1442, "X2": 0.62647, "Y2": 0.144, "X3": 0.62647, "Y3": 0.1518, "X4": 0.57798, "Y4": 0.1518, "page": 0, "Index": 338}, {"Word": "and", "Confidence": 0.085, "X1": 0.6291, "Y1": 0.1442, "X2": 0.64744, "Y2": 0.144, "X3": 0.64613, "Y3": 0.1518, "X4": 0.6291, "Y4": 0.1518, "page": 0, "Index": 339}, {"Word": "the", "Confidence": 0.998, "X1": 0.65007, "Y1": 0.1442, "X2": 0.66579, "Y2": 0.144, "X3": 0.66579, "Y3": 0.1518, "X4": 0.65007, "Y4": 0.1518, "page": 0, "Index": 340}, {"Word": "Arkansas", "Confidence": 0.686, "X1": 0.66841, "Y1": 0.1442, "X2": 0.71166, "Y2": 0.144, "X3": 0.71166, "Y3": 0.1518, "X4": 0.6671, "Y4": 0.1518, "page": 0, "Index": 341}, {"Word": "Cede", "Confidence": 0.941, "X1": 0.71429, "Y1": 0.1452, "X2": 0.73788, "Y2": 0.145, "X3": 0.73788, "Y3": 0.1528, "X4": 0.71298, "Y4": 0.1518, "page": 0, "Index": 342}, {"Word": "combined", "Confidence": 0.496, "X1": 0.0, "Y1": 0.1542, "X2": 0.03932, "Y2": 0.154, "X3": 0.03932, "Y3": 0.1608, "X4": 0.0, "Y4": 0.1608, "page": 0, "Index": 343}, {"Word": "rate", "Confidence": 0.637, "X1": 0.04194, "Y1": 0.1542, "X2": 0.0616, "Y2": 0.154, "X3": 0.0616, "Y3": 0.1618, "X4": 0.04194, "Y4": 0.1618, "page": 0, "Index": 344}, {"Word": "of", "Confidence": 0.997, "X1": 0.06422, "Y1": 0.1532, "X2": 0.07339, "Y2": 0.153, "X3": 0.07339, "Y3": 0.1618, "X4": 0.06422, "Y4": 0.1618, "page": 0, "Index": 345}, {"Word": "Lex", "Confidence": 0.571, "X1": 0.07602, "Y1": 0.1532, "X2": 0.09174, "Y2": 0.153, "X3": 0.09174, "Y3": 0.1618, "X4": 0.07602, "Y4": 0.1618, "page": 0, "Index": 346}, {"Word": "en", "Confidence": 0.637, "X1": 0.09436, "Y1": 0.1532, "X2": 0.10485, "Y2": 0.153, "X3": 0.10485, "Y3": 0.1618, "X4": 0.09436, "Y4": 0.1618, "page": 0, "Index": 347}, {"Word": "cigarettes", "Confidence": 0.643, "X1": 0.10878, "Y1": 0.1532, "X2": 0.15334, "Y2": 0.153, "X3": 0.15334, "Y3": 0.1608, "X4": 0.10878, "Y4": 0.1618, "page": 0, "Index": 348}, {"Word": "prescribed", "Confidence": 0.813, "X1": 0.15596, "Y1": 0.1532, "X2": 0.20577, "Y2": 0.153, "X3": 0.20577, "Y3": 0.1608, "X4": 0.15596, "Y4": 0.1608, "page": 0, "Index": 349}, {"Word": "by", "Confidence": 0.991, "X1": 0.20708, "Y1": 0.1532, "X2": 0.22018, "Y2": 0.153, "X3": 0.22018, "Y3": 0.1608, "X4": 0.20708, "Y4": 0.1608, "page": 0, "Index": 350}, {"Word": "this", "Confidence": 0.844, "X1": 0.22149, "Y1": 0.1532, "X2": 0.24115, "Y2": 0.153, "X3": 0.24115, "Y3": 0.1608, "X4": 0.22149, "Y4": 0.1608, "page": 0, "Index": 351}, {"Word": "act", "Confidence": 0.344, "X1": 0.24246, "Y1": 0.1532, "X2": 0.25819, "Y2": 0.153, "X3": 0.25819, "Y3": 0.1608, "X4": 0.24246, "Y4": 0.1608, "page": 0, "Index": 352}, {"Word": "and", "Confidence": 0.971, "X1": 0.26081, "Y1": 0.1532, "X2": 0.27785, "Y2": 0.153, "X3": 0.27785, "Y3": 0.1608, "X4": 0.26081, "Y4": 0.1608, "page": 0, "Index": 353}, {"Word": "Arkansas", "Confidence": 0.602, "X1": 0.28047, "Y1": 0.1522, "X2": 0.32503, "Y2": 0.152, "X3": 0.32503, "Y3": 0.1598, "X4": 0.28047, "Y4": 0.1608, "page": 0, "Index": 354}, {"Word": "Code", "Confidence": 0.963, "X1": 0.32634, "Y1": 0.1522, "X2": 0.35125, "Y2": 0.152, "X3": 0.35125, "Y3": 0.1598, "X4": 0.32634, "Y4": 0.1598, "page": 0, "Index": 355}, {"Word": "Revision", "Confidence": 0.618, "X1": 0.3827, "Y1": 0.1522, "X2": 0.41678, "Y2": 0.152, "X3": 0.41678, "Y3": 0.1598, "X4": 0.38401, "Y4": 0.1598, "page": 0, "Index": 356}, {"Word": "SECTION", "Confidence": 0.85, "X1": 0.3827, "Y1": 0.1602, "X2": 0.42333, "Y2": 0.16, "X3": 0.42333, "Y3": 0.1678, "X4": 0.3827, "Y4": 0.1678, "page": 0, "Index": 357}, {"Word": "Commission", "Confidence": 0.401, "X1": 0.4194, "Y1": 0.1522, "X2": 0.47182, "Y2": 0.152, "X3": 0.47182, "Y3": 0.1598, "X4": 0.4194, "Y4": 0.1598, "page": 0, "Index": 358}, {"Word": "17.", "Confidence": 0.687, "X1": 0.42726, "Y1": 0.1602, "X2": 0.44037, "Y2": 0.16, "X3": 0.44037, "Y3": 0.1678, "X4": 0.42726, "Y4": 0.1678, "page": 0, "Index": 359}, {"Word": "If", "Confidence": 0.148, "X1": 0.44299, "Y1": 0.1602, "X2": 0.45216, "Y2": 0.16, "X3": 0.45216, "Y3": 0.1678, "X4": 0.44299, "Y4": 0.1678, "page": 0, "Index": 360}, {"Word": "chy", "Confidence": 0.209, "X1": 0.45478, "Y1": 0.1602, "X2": 0.47051, "Y2": 0.16, "X3": 0.47051, "Y3": 0.1678, "X4": 0.45347, "Y4": 0.1678, "page": 0, "Index": 361}, {"Word": "previcine", "Confidence": 0.098, "X1": 0.47313, "Y1": 0.1602, "X2": 0.51245, "Y2": 0.16, "X3": 0.51245, "Y3": 0.1678, "X4": 0.47182, "Y4": 0.1678, "page": 0, "Index": 362}, {"Word": "shall", "Confidence": 0.699, "X1": 0.47444, "Y1": 0.1522, "X2": 0.49541, "Y2": 0.152, "X3": 0.49541, "Y3": 0.1598, "X4": 0.47444, "Y4": 0.1598, "page": 0, "Index": 363}, {"Word": "incorporate", "Confidence": 0.596, "X1": 0.49803, "Y1": 0.1522, "X2": 0.54784, "Y2": 0.152, "X3": 0.54784, "Y3": 0.1598, "X4": 0.49803, "Y4": 0.1598, "page": 0, "Index": 364}, {"Word": "of", "Confidence": 0.636, "X1": 0.51507, "Y1": 0.1602, "X2": 0.52425, "Y2": 0.16, "X3": 0.52425, "Y3": 0.1678, "X4": 0.51507, "Y4": 0.1678, "page": 0, "Index": 365}, {"Word": "this", "Confidence": 0.52, "X1": 0.52556, "Y1": 0.1602, "X2": 0.54391, "Y2": 0.16, "X3": 0.54391, "Y3": 0.1678, "X4": 0.52556, "Y4": 0.1678, "page": 0, "Index": 366}, {"Word": "act", "Confidence": 0.202, "X1": 0.54653, "Y1": 0.1602, "X2": 0.56094, "Y2": 0.16, "X3": 0.56094, "Y3": 0.1678, "X4": 0.54653, "Y4": 0.1678, "page": 0, "Index": 367}, {"Word": "the", "Confidence": 0.994, "X1": 0.54915, "Y1": 0.1522, "X2": 0.56488, "Y2": 0.152, "X3": 0.56488, "Y3": 0.1598, "X4": 0.54915, "Y4": 0.1598, "page": 0, "Index": 368}, {"Word": "er", "Confidence": 0.558, "X1": 0.56356, "Y1": 0.1602, "X2": 0.57274, "Y2": 0.16, "X3": 0.57274, "Y3": 0.1678, "X4": 0.56225, "Y4": 0.1678, "page": 0, "Index": 369}, {"Word": "same", "Confidence": 0.9, "X1": 0.56619, "Y1": 0.1522, "X2": 0.58978, "Y2": 0.152, "X3": 0.58978, "Y3": 0.1598, "X4": 0.56619, "Y4": 0.1598, "page": 0, "Index": 370}, {"Word": "the", "Confidence": 0.998, "X1": 0.57536, "Y1": 0.1602, "X2": 0.59109, "Y2": 0.16, "X3": 0.58978, "Y3": 0.1678, "X4": 0.57536, "Y4": 0.1678, "page": 0, "Index": 371}, {"Word": "in", "Confidence": 0.955, "X1": 0.5924, "Y1": 0.1522, "X2": 0.60157, "Y2": 0.152, "X3": 0.60157, "Y3": 0.1598, "X4": 0.5924, "Y4": 0.1598, "page": 0, "Index": 372}, {"Word": "application", "Confidence": 0.238, "X1": 0.5924, "Y1": 0.1602, "X2": 0.6422, "Y2": 0.16, "X3": 0.6422, "Y3": 0.1678, "X4": 0.5924, "Y4": 0.1678, "page": 0, "Index": 373}, {"Word": "the", "Confidence": 0.994, "X1": 0.60288, "Y1": 0.1522, "X2": 0.61861, "Y2": 0.152, "X3": 0.6173, "Y3": 0.1598, "X4": 0.60288, "Y4": 0.1598, "page": 0, "Index": 374}, {"Word": "Cado.", "Confidence": 0.594, "X1": 0.61992, "Y1": 0.1522, "X2": 0.64875, "Y2": 0.152, "X3": 0.64744, "Y3": 0.1598, "X4": 0.61992, "Y4": 0.1598, "page": 0, "Index": 375}, {"Word": "Seetkina", "Confidence": 0.052, "X1": 0.0, "Y1": 0.1622, "X2": 0.03408, "Y2": 0.162, "X3": 0.03408, "Y3": 0.1688, "X4": 0.0, "Y4": 0.1688, "page": 0, "Index": 376}, {"Word": "SECTION", "Confidence": 0.798, "X1": 0.0, "Y1": 0.1692, "X2": 0.04063, "Y2": 0.169, "X3": 0.04063, "Y3": 0.1768, "X4": 0.0, "Y4": 0.1778, "page": 0, "Index": 377}, {"Word": "27-57-204", "Confidence": 0.481, "X1": 0.03539, "Y1": 0.1622, "X2": 0.07733, "Y2": 0.162, "X3": 0.07733, "Y3": 0.1688, "X4": 0.03539, "Y4": 0.1688, "page": 0, "Index": 378}, {"Word": "12.", "Confidence": 0.852, "X1": 0.04325, "Y1": 0.1692, "X2": 0.05505, "Y2": 0.169, "X3": 0.05505, "Y3": 0.1768, "X4": 0.04325, "Y4": 0.1768, "page": 0, "Index": 379}, {"Word": "After", "Confidence": 0.782, "X1": 0.05767, "Y1": 0.1692, "X2": 0.07995, "Y2": 0.169, "X3": 0.07995, "Y3": 0.1768, "X4": 0.05767, "Y4": 0.1768, "page": 0, "Index": 380}, {"Word": "mnd", "Confidence": 0.171, "X1": 0.07995, "Y1": 0.1612, "X2": 0.09567, "Y2": 0.161, "X3": 0.09567, "Y3": 0.1688, "X4": 0.07995, "Y4": 0.1688, "page": 0, "Index": 381}, {"Word": "providing", "Confidence": 0.482, "X1": 0.08257, "Y1": 0.1692, "X2": 0.1232, "Y2": 0.169, "X3": 0.1232, "Y3": 0.1768, "X4": 0.08257, "Y4": 0.1768, "page": 0, "Index": 382}, {"Word": "25-57-802.", "Confidence": 0.611, "X1": 0.0983, "Y1": 0.1612, "X2": 0.14548, "Y2": 0.161, "X3": 0.14548, "Y3": 0.1688, "X4": 0.0983, "Y4": 0.1688, "page": 0, "Index": 383}, {"Word": "for", "Confidence": 0.609, "X1": 0.12582, "Y1": 0.1692, "X2": 0.13761, "Y2": 0.169, "X3": 0.13761, "Y3": 0.1768, "X4": 0.12582, "Y4": 0.1768, "page": 0, "Index": 384}, {"Word": "the", "Confidence": 0.997, "X1": 0.13893, "Y1": 0.1692, "X2": 0.15465, "Y2": 0.169, "X3": 0.15334, "Y3": 0.1768, "X4": 0.13893, "Y4": 0.1768, "page": 0, "Index": 385}, {"Word": "these", "Confidence": 0.669, "X1": 0.15596, "Y1": 0.1682, "X2": 0.17955, "Y2": 0.168, "X3": 0.17955, "Y3": 0.1768, "X4": 0.15596, "Y4": 0.1768, "page": 0, "Index": 386}, {"Word": "percent", "Confidence": 0.504, "X1": 0.18218, "Y1": 0.1682, "X2": 0.21625, "Y2": 0.168, "X3": 0.21625, "Y3": 0.1768, "X4": 0.18218, "Y4": 0.1768, "page": 0, "Index": 387}, {"Word": "(29)", "Confidence": 0.059, "X1": 0.21887, "Y1": 0.1682, "X2": 0.23722, "Y2": 0.168, "X3": 0.23722, "Y3": 0.1768, "X4": 0.21887, "Y4": 0.1768, "page": 0, "Index": 388}, {"Word": "debadion", "Confidence": 0.649, "X1": 0.23984, "Y1": 0.1682, "X2": 0.28178, "Y2": 0.168, "X3": 0.28178, "Y3": 0.1758, "X4": 0.23984, "Y4": 0.1768, "page": 0, "Index": 389}, {"Word": "for", "Confidence": 0.558, "X1": 0.28309, "Y1": 0.1682, "X2": 0.2962, "Y2": 0.168, "X3": 0.2962, "Y3": 0.1758, "X4": 0.28309, "Y4": 0.1758, "page": 0, "Index": 390}, {"Word": "credit", "Confidence": 0.628, "X1": 0.29751, "Y1": 0.1682, "X2": 0.32372, "Y2": 0.168, "X3": 0.32372, "Y3": 0.1758, "X4": 0.29751, "Y4": 0.1758, "page": 0, "Index": 391}, {"Word": "to", "Confidence": 0.915, "X1": 0.32503, "Y1": 0.1672, "X2": 0.33421, "Y2": 0.167, "X3": 0.33421, "Y3": 0.1758, "X4": 0.32503, "Y4": 0.1758, "page": 0, "Index": 392}, {"Word": "the", "Confidence": 0.981, "X1": 0.33683, "Y1": 0.1672, "X2": 0.35256, "Y2": 0.167, "X3": 0.35256, "Y3": 0.1758, "X4": 0.33683, "Y4": 0.1758, "page": 0, "Index": 393}, {"Word": "ar", "Confidence": 0.781, "X1": 0.38401, "Y1": 0.1682, "X2": 0.39056, "Y2": 0.168, "X3": 0.39056, "Y3": 0.1758, "X4": 0.38401, "Y4": 0.1758, "page": 0, "Index": 394}, {"Word": "circumstance", "Confidence": 0.157, "X1": 0.39187, "Y1": 0.1682, "X2": 0.44954, "Y2": 0.168, "X3": 0.44954, "Y3": 0.1758, "X4": 0.39187, "Y4": 0.1758, "page": 0, "Index": 395}, {"Word": "la", "Confidence": 0.685, "X1": 0.45085, "Y1": 0.1682, "X2": 0.45872, "Y2": 0.168, "X3": 0.45872, "Y3": 0.1758, "X4": 0.45085, "Y4": 0.1758, "page": 0, "Index": 396}, {"Word": "held", "Confidence": 0.726, "X1": 0.46134, "Y1": 0.1682, "X2": 0.481, "Y2": 0.168, "X3": 0.481, "Y3": 0.1758, "X4": 0.46134, "Y4": 0.1758, "page": 0, "Index": 397}, {"Word": "invalid,", "Confidence": 0.275, "X1": 0.48231, "Y1": 0.1682, "X2": 0.51769, "Y2": 0.168, "X3": 0.51769, "Y3": 0.1758, "X4": 0.48231, "Y4": 0.1758, "page": 0, "Index": 398}, {"Word": "such", "Confidence": 0.603, "X1": 0.519, "Y1": 0.1682, "X2": 0.53997, "Y2": 0.168, "X3": 0.53997, "Y3": 0.1758, "X4": 0.519, "Y4": 0.1758, "page": 0, "Index": 399}, {"Word": "larvalidity", "Confidence": 0.595, "X1": 0.54128, "Y1": 0.1682, "X2": 0.58453, "Y2": 0.168, "X3": 0.58453, "Y3": 0.1758, "X4": 0.54128, "Y4": 0.1758, "page": 0, "Index": 400}, {"Word": "shall", "Confidence": 0.536, "X1": 0.58716, "Y1": 0.1682, "X2": 0.60944, "Y2": 0.168, "X3": 0.60944, "Y3": 0.1758, "X4": 0.58716, "Y4": 0.1758, "page": 0, "Index": 401}, {"Word": "not", "Confidence": 0.312, "X1": 0.61206, "Y1": 0.1682, "X2": 0.62647, "Y2": 0.168, "X3": 0.62647, "Y3": 0.1758, "X4": 0.61206, "Y4": 0.1758, "page": 0, "Index": 402}, {"Word": "affect", "Confidence": 0.087, "X1": 0.6291, "Y1": 0.1682, "X2": 0.654, "Y2": 0.168, "X3": 0.654, "Y3": 0.1758, "X4": 0.6291, "Y4": 0.1758, "page": 0, "Index": 403}, {"Word": "thereof", "Confidence": 0.377, "X1": 0.64351, "Y1": 0.1602, "X2": 0.67628, "Y2": 0.16, "X3": 0.67628, "Y3": 0.1688, "X4": 0.64351, "Y4": 0.1678, "page": 0, "Index": 404}, {"Word": "other", "Confidence": 0.627, "X1": 0.65531, "Y1": 0.1692, "X2": 0.6789, "Y2": 0.169, "X3": 0.6789, "Y3": 0.1758, "X4": 0.65531, "Y4": 0.1758, "page": 0, "Index": 405}, {"Word": "to", "Confidence": 0.92, "X1": 0.67759, "Y1": 0.1602, "X2": 0.68807, "Y2": 0.16, "X3": 0.68807, "Y3": 0.1688, "X4": 0.67759, "Y4": 0.1688, "page": 0, "Index": 406}, {"Word": "provisions", "Confidence": 0.476, "X1": 0.68152, "Y1": 0.1692, "X2": 0.72608, "Y2": 0.169, "X3": 0.72477, "Y3": 0.1768, "X4": 0.68021, "Y4": 0.1758, "page": 0, "Index": 407}, {"Word": "any", "Confidence": 0.968, "X1": 0.68938, "Y1": 0.1602, "X2": 0.70642, "Y2": 0.16, "X3": 0.70642, "Y3": 0.1688, "X4": 0.68938, "Y4": 0.1688, "page": 0, "Index": 408}, {"Word": "porsogt", "Confidence": 0.079, "X1": 0.70773, "Y1": 0.1602, "X2": 0.7405, "Y2": 0.16, "X3": 0.7405, "Y3": 0.1688, "X4": 0.70773, "Y4": 0.1688, "page": 0, "Index": 409}, {"Word": "or", "Confidence": 0.841, "X1": 0.72739, "Y1": 0.1692, "X2": 0.73919, "Y2": 0.169, "X3": 0.73788, "Y3": 0.1768, "X4": 0.72739, "Y4": 0.1768, "page": 0, "Index": 410}, {"Word": "Conathetional", "Confidence": 0.406, "X1": 0.0, "Y1": 0.1772, "X2": 0.05898, "Y2": 0.177, "X3": 0.05898, "Y3": 0.1848, "X4": 0.0, "Y4": 0.1858, "page": 0, "Index": 411}, {"Word": "Officers", "Confidence": 0.02, "X1": 0.0616, "Y1": 0.1772, "X2": 0.09567, "Y2": 0.177, "X3": 0.09567, "Y3": 0.1848, "X4": 0.0616, "Y4": 0.1848, "page": 0, "Index": 412}, {"Word": "Yund", "Confidence": 0.67, "X1": 0.0983, "Y1": 0.1772, "X2": 0.12189, "Y2": 0.177, "X3": 0.12058, "Y3": 0.1848, "X4": 0.0983, "Y4": 0.1848, "page": 0, "Index": 413}, {"Word": "and", "Confidence": 0.483, "X1": 0.1232, "Y1": 0.1772, "X2": 0.14024, "Y2": 0.177, "X3": 0.14024, "Y3": 0.1848, "X4": 0.1232, "Y4": 0.1848, "page": 0, "Index": 414}, {"Word": "the", "Confidence": 0.991, "X1": 0.14155, "Y1": 0.1772, "X2": 0.15727, "Y2": 0.177, "X3": 0.15727, "Y3": 0.1848, "X4": 0.14155, "Y4": 0.1848, "page": 0, "Index": 415}, {"Word": "State", "Confidence": 0.795, "X1": 0.1599, "Y1": 0.1772, "X2": 0.1848, "Y2": 0.177, "X3": 0.18349, "Y3": 0.1848, "X4": 0.15858, "Y4": 0.1848, "page": 0, "Index": 416}, {"Word": "Central", "Confidence": 0.63, "X1": 0.18611, "Y1": 0.1772, "X2": 0.22149, "Y2": 0.177, "X3": 0.22149, "Y3": 0.1848, "X4": 0.18611, "Y4": 0.1848, "page": 0, "Index": 417}, {"Word": "Services", "Confidence": 0.665, "X1": 0.22412, "Y1": 0.1772, "X2": 0.26081, "Y2": 0.177, "X3": 0.2595, "Y3": 0.1848, "X4": 0.2228, "Y4": 0.1848, "page": 0, "Index": 418}, {"Word": "Yund", "Confidence": 0.679, "X1": 0.26212, "Y1": 0.1772, "X2": 0.28571, "Y2": 0.177, "X3": 0.28571, "Y3": 0.1848, "X4": 0.26212, "Y4": 0.1848, "page": 0, "Index": 419}, {"Word": "as", "Confidence": 0.686, "X1": 0.28834, "Y1": 0.1772, "X2": 0.29882, "Y2": 0.177, "X3": 0.29751, "Y3": 0.1848, "X4": 0.28702, "Y4": 0.1848, "page": 0, "Index": 420}, {"Word": "provited", "Confidence": 0.653, "X1": 0.30013, "Y1": 0.1772, "X2": 0.33945, "Y2": 0.177, "X3": 0.33814, "Y3": 0.1838, "X4": 0.30013, "Y4": 0.1848, "page": 0, "Index": 421}, {"Word": "in", "Confidence": 0.963, "X1": 0.34076, "Y1": 0.1772, "X2": 0.35125, "Y2": 0.177, "X3": 0.34993, "Y3": 0.1838, "X4": 0.34076, "Y4": 0.1838, "page": 0, "Index": 422}, {"Word": "egyikallons", "Confidence": 0.132, "X1": 0.38532, "Y1": 0.1762, "X2": 0.4325, "Y2": 0.176, "X3": 0.43381, "Y3": 0.1838, "X4": 0.38532, "Y4": 0.1838, "page": 0, "Index": 423}, {"Word": "of", "Confidence": 0.312, "X1": 0.43512, "Y1": 0.1762, "X2": 0.4443, "Y2": 0.176, "X3": 0.4443, "Y3": 0.1838, "X4": 0.43512, "Y4": 0.1838, "page": 0, "Index": 424}, {"Word": "the", "Confidence": 0.674, "X1": 0.44692, "Y1": 0.1762, "X2": 0.46265, "Y2": 0.176, "X3": 0.46265, "Y3": 0.1838, "X4": 0.44692, "Y4": 0.1838, "page": 0, "Index": 425}, {"Word": "art", "Confidence": 0.469, "X1": 0.46396, "Y1": 0.1762, "X2": 0.47837, "Y2": 0.176, "X3": 0.47837, "Y3": 0.1838, "X4": 0.46396, "Y4": 0.1838, "page": 0, "Index": 426}, {"Word": "which", "Confidence": 0.651, "X1": 0.481, "Y1": 0.1752, "X2": 0.50721, "Y2": 0.175, "X3": 0.50721, "Y3": 0.1838, "X4": 0.481, "Y4": 0.1838, "page": 0, "Index": 427}, {"Word": "can", "Confidence": 0.126, "X1": 0.51114, "Y1": 0.1752, "X2": 0.52687, "Y2": 0.175, "X3": 0.52556, "Y3": 0.1838, "X4": 0.51114, "Y4": 0.1838, "page": 0, "Index": 428}, {"Word": "be", "Confidence": 0.938, "X1": 0.52818, "Y1": 0.1752, "X2": 0.53997, "Y2": 0.175, "X3": 0.53997, "Y3": 0.1838, "X4": 0.52818, "Y4": 0.1838, "page": 0, "Index": 429}, {"Word": "given", "Confidence": 0.599, "X1": 0.5426, "Y1": 0.1752, "X2": 0.56619, "Y2": 0.175, "X3": 0.56619, "Y3": 0.1838, "X4": 0.5426, "Y4": 0.1838, "page": 0, "Index": 430}, {"Word": "effect", "Confidence": 0.612, "X1": 0.57012, "Y1": 0.1762, "X2": 0.59502, "Y2": 0.176, "X3": 0.59371, "Y3": 0.1838, "X4": 0.56881, "Y4": 0.1838, "page": 0, "Index": 431}, {"Word": "without", "Confidence": 0.603, "X1": 0.59633, "Y1": 0.1762, "X2": 0.63172, "Y2": 0.176, "X3": 0.63172, "Y3": 0.1838, "X4": 0.59633, "Y4": 0.1838, "page": 0, "Index": 432}, {"Word": "the", "Confidence": 0.991, "X1": 0.63434, "Y1": 0.1762, "X2": 0.64875, "Y2": 0.176, "X3": 0.64875, "Y3": 0.1838, "X4": 0.63434, "Y4": 0.1838, "page": 0, "Index": 433}, {"Word": "invalld", "Confidence": 0.615, "X1": 0.65138, "Y1": 0.1762, "X2": 0.68283, "Y2": 0.176, "X3": 0.68283, "Y3": 0.1848, "X4": 0.65138, "Y4": 0.1838, "page": 0, "Index": 434}, {"Word": "provinien", "Confidence": 0.447, "X1": 0.68545, "Y1": 0.1772, "X2": 0.72608, "Y2": 0.177, "X3": 0.72477, "Y3": 0.1848, "X4": 0.68545, "Y4": 0.1848, "page": 0, "Index": 435}, {"Word": "or", "Confidence": 0.608, "X1": 0.7287, "Y1": 0.1772, "X2": 0.73919, "Y2": 0.177, "X3": 0.73919, "Y3": 0.1848, "X4": 0.72739, "Y4": 0.1848, "page": 0, "Index": 436}, {"Word": "Section", "Confidence": 0.62, "X1": 0.0, "Y1": 0.1852, "X2": 0.03014, "Y2": 0.185, "X3": 0.03014, "Y3": 0.1928, "X4": 0.0, "Y4": 0.1938, "page": 0, "Index": 437}, {"Word": "19-5-20309(2KA1,", "Confidence": 0.441, "X1": 0.03145, "Y1": 0.1852, "X2": 0.10747, "Y2": 0.185, "X3": 0.10616, "Y3": 0.1928, "X4": 0.03145, "Y4": 0.1928, "page": 0, "Index": 438}, {"Word": "all", "Confidence": 0.717, "X1": 0.10878, "Y1": 0.1852, "X2": 0.12058, "Y2": 0.185, "X3": 0.12058, "Y3": 0.1928, "X4": 0.10878, "Y4": 0.1928, "page": 0, "Index": 439}, {"Word": "maandles", "Confidence": 0.11, "X1": 0.1232, "Y1": 0.1852, "X2": 0.15334, "Y2": 0.185, "X3": 0.15334, "Y3": 0.1918, "X4": 0.12189, "Y4": 0.1928, "page": 0, "Index": 440}, {"Word": "collected", "Confidence": 0.217, "X1": 0.15596, "Y1": 0.1852, "X2": 0.19397, "Y2": 0.185, "X3": 0.19397, "Y3": 0.1918, "X4": 0.15465, "Y4": 0.1918, "page": 0, "Index": 441}, {"Word": "under", "Confidence": 0.522, "X1": 0.19659, "Y1": 0.1852, "X2": 0.2228, "Y2": 0.185, "X3": 0.2228, "Y3": 0.1918, "X4": 0.19528, "Y4": 0.1918, "page": 0, "Index": 442}, {"Word": "this", "Confidence": 0.019, "X1": 0.22543, "Y1": 0.1852, "X2": 0.24377, "Y2": 0.185, "X3": 0.24246, "Y3": 0.1918, "X4": 0.22412, "Y4": 0.1918, "page": 0, "Index": 443}, {"Word": "act", "Confidence": 0.665, "X1": 0.2464, "Y1": 0.1852, "X2": 0.25819, "Y2": 0.185, "X3": 0.25819, "Y3": 0.1918, "X4": 0.24509, "Y4": 0.1918, "page": 0, "Index": 444}, {"Word": "shall", "Confidence": 0.628, "X1": 0.26081, "Y1": 0.1852, "X2": 0.28309, "Y2": 0.185, "X3": 0.28178, "Y3": 0.1918, "X4": 0.2595, "Y4": 0.1918, "page": 0, "Index": 445}, {"Word": "be", "Confidence": 0.957, "X1": 0.2844, "Y1": 0.1852, "X2": 0.2962, "Y2": 0.185, "X3": 0.29489, "Y3": 0.1918, "X4": 0.28309, "Y4": 0.1918, "page": 0, "Index": 446}, {"Word": "deposited", "Confidence": 0.475, "X1": 0.29751, "Y1": 0.1852, "X2": 0.34076, "Y2": 0.185, "X3": 0.33945, "Y3": 0.1918, "X4": 0.2962, "Y4": 0.1918, "page": 0, "Index": 447}, {"Word": "gpikation,", "Confidence": 0.323, "X1": 0.39056, "Y1": 0.1842, "X2": 0.43119, "Y2": 0.184, "X3": 0.43119, "Y3": 0.1908, "X4": 0.39056, "Y4": 0.1908, "page": 0, "Index": 448}, {"Word": "and", "Confidence": 0.83, "X1": 0.43381, "Y1": 0.1832, "X2": 0.44954, "Y2": 0.183, "X3": 0.44954, "Y3": 0.1908, "X4": 0.43381, "Y4": 0.1908, "page": 0, "Index": 449}, {"Word": "to", "Confidence": 0.432, "X1": 0.45216, "Y1": 0.1832, "X2": 0.46003, "Y2": 0.183, "X3": 0.46003, "Y3": 0.1908, "X4": 0.45216, "Y4": 0.1908, "page": 0, "Index": 450}, {"Word": "this", "Confidence": 0.885, "X1": 0.46265, "Y1": 0.1832, "X2": 0.47969, "Y2": 0.183, "X3": 0.47969, "Y3": 0.1908, "X4": 0.46265, "Y4": 0.1908, "page": 0, "Index": 451}, {"Word": "end", "Confidence": 0.955, "X1": 0.48231, "Y1": 0.1832, "X2": 0.49803, "Y2": 0.183, "X3": 0.49803, "Y3": 0.1908, "X4": 0.48231, "Y4": 0.1908, "page": 0, "Index": 452}, {"Word": "the", "Confidence": 0.969, "X1": 0.50066, "Y1": 0.1832, "X2": 0.51507, "Y2": 0.183, "X3": 0.51507, "Y3": 0.1908, "X4": 0.50066, "Y4": 0.1908, "page": 0, "Index": 453}, {"Word": "provisions", "Confidence": 0.208, "X1": 0.51638, "Y1": 0.1842, "X2": 0.56094, "Y2": 0.184, "X3": 0.56094, "Y3": 0.1918, "X4": 0.51638, "Y4": 0.1908, "page": 0, "Index": 454}, {"Word": "of", "Confidence": 0.858, "X1": 0.56356, "Y1": 0.1842, "X2": 0.57274, "Y2": 0.184, "X3": 0.57143, "Y3": 0.1918, "X4": 0.56356, "Y4": 0.1918, "page": 0, "Index": 455}, {"Word": "this", "Confidence": 0.668, "X1": 0.57405, "Y1": 0.1842, "X2": 0.59109, "Y2": 0.184, "X3": 0.59109, "Y3": 0.1918, "X4": 0.57405, "Y4": 0.1918, "page": 0, "Index": 456}, {"Word": "act", "Confidence": 0.631, "X1": 0.59371, "Y1": 0.1842, "X2": 0.60682, "Y2": 0.184, "X3": 0.60682, "Y3": 0.1918, "X4": 0.5924, "Y4": 0.1918, "page": 0, "Index": 457}, {"Word": "are", "Confidence": 0.982, "X1": 0.60944, "Y1": 0.1842, "X2": 0.62385, "Y2": 0.184, "X3": 0.62385, "Y3": 0.1918, "X4": 0.60944, "Y4": 0.1918, "page": 0, "Index": 458}, {"Word": "declared", "Confidence": 0.647, "X1": 0.62647, "Y1": 0.1842, "X2": 0.66317, "Y2": 0.184, "X3": 0.66317, "Y3": 0.1918, "X4": 0.62647, "Y4": 0.1918, "page": 0, "Index": 459}, {"Word": "to", "Confidence": 0.955, "X1": 0.66579, "Y1": 0.1842, "X2": 0.67366, "Y2": 0.184, "X3": 0.67366, "Y3": 0.1918, "X4": 0.66448, "Y4": 0.1918, "page": 0, "Index": 460}, {"Word": "be", "Confidence": 0.996, "X1": 0.67628, "Y1": 0.1842, "X2": 0.68676, "Y2": 0.184, "X3": 0.68545, "Y3": 0.1918, "X4": 0.67497, "Y4": 0.1918, "page": 0, "Index": 461}, {"Word": "soverable.", "Confidence": 0.601, "X1": 0.68807, "Y1": 0.1842, "X2": 0.73526, "Y2": 0.184, "X3": 0.73526, "Y3": 0.1918, "X4": 0.68807, "Y4": 0.1918, "page": 0, "Index": 462}, {"Word": "special", "Confidence": 0.614, "X1": 0.0, "Y1": 0.1932, "X2": 0.02752, "Y2": 0.193, "X3": 0.02752, "Y3": 0.2008, "X4": 0.0, "Y4": 0.2008, "page": 0, "Index": 463}, {"Word": "revenues", "Confidence": 0.613, "X1": 0.03014, "Y1": 0.1932, "X2": 0.06946, "Y2": 0.193, "X3": 0.06946, "Y3": 0.2008, "X4": 0.03014, "Y4": 0.2008, "page": 0, "Index": 464}, {"Word": "formelt", "Confidence": 0.282, "X1": 0.05505, "Y1": 0.2002, "X2": 0.09174, "Y2": 0.2, "X3": 0.09043, "Y3": 0.2078, "X4": 0.05374, "Y4": 0.2088, "page": 0, "Index": 465}, {"Word": "feto", "Confidence": 0.792, "X1": 0.07077, "Y1": 0.1932, "X2": 0.08912, "Y2": 0.193, "X3": 0.08912, "Y3": 0.2008, "X4": 0.07077, "Y4": 0.2008, "page": 0, "Index": 466}, {"Word": "the", "Confidence": 0.998, "X1": 0.09174, "Y1": 0.1932, "X2": 0.10616, "Y2": 0.193, "X3": 0.10616, "Y3": 0.2008, "X4": 0.09174, "Y4": 0.2008, "page": 0, "Index": 467}, {"Word": "Cigarette", "Confidence": 0.324, "X1": 0.10878, "Y1": 0.1932, "X2": 0.14941, "Y2": 0.193, "X3": 0.14941, "Y3": 0.2008, "X4": 0.10878, "Y4": 0.2008, "page": 0, "Index": 468}, {"Word": "and", "Confidence": 0.958, "X1": 0.15072, "Y1": 0.1932, "X2": 0.16907, "Y2": 0.193, "X3": 0.16907, "Y3": 0.1998, "X4": 0.15072, "Y4": 0.2008, "page": 0, "Index": 469}, {"Word": "Telances", "Confidence": 0.089, "X1": 0.17169, "Y1": 0.1932, "X2": 0.20708, "Y2": 0.193, "X3": 0.20708, "Y3": 0.1998, "X4": 0.17169, "Y4": 0.1998, "page": 0, "Index": 470}, {"Word": "Products", "Confidence": 0.213, "X1": 0.20839, "Y1": 0.1922, "X2": 0.24902, "Y2": 0.192, "X3": 0.24771, "Y3": 0.1998, "X4": 0.20839, "Y4": 0.1998, "page": 0, "Index": 471}, {"Word": "Surtax", "Confidence": 0.612, "X1": 0.25033, "Y1": 0.1922, "X2": 0.28047, "Y2": 0.192, "X3": 0.28047, "Y3": 0.1998, "X4": 0.25033, "Y4": 0.1998, "page": 0, "Index": 472}, {"Word": "Fund", "Confidence": 0.955, "X1": 0.28309, "Y1": 0.1922, "X2": 0.30668, "Y2": 0.192, "X3": 0.30668, "Y3": 0.1998, "X4": 0.28309, "Y4": 0.1998, "page": 0, "Index": 473}, {"Word": "socording", "Confidence": 0.419, "X1": 0.30931, "Y1": 0.1912, "X2": 0.35256, "Y2": 0.191, "X3": 0.35256, "Y3": 0.1988, "X4": 0.30931, "Y4": 0.1998, "page": 0, "Index": 474}, {"Word": "SECTIONS", "Confidence": 0.851, "X1": 0.3827, "Y1": 0.1902, "X2": 0.4325, "Y2": 0.19, "X3": 0.4325, "Y3": 0.1988, "X4": 0.3827, "Y4": 0.1988, "page": 0, "Index": 475}, {"Word": "mepenled.", "Confidence": 0.192, "X1": 0.38401, "Y1": 0.2002, "X2": 0.42464, "Y2": 0.2, "X3": 0.42464, "Y3": 0.2078, "X4": 0.38401, "Y4": 0.2078, "page": 0, "Index": 476}, {"Word": "18.", "Confidence": 0.623, "X1": 0.43644, "Y1": 0.1902, "X2": 0.44954, "Y2": 0.19, "X3": 0.44954, "Y3": 0.1988, "X4": 0.43512, "Y4": 0.1988, "page": 0, "Index": 477}, {"Word": "All", "Confidence": 0.72, "X1": 0.45216, "Y1": 0.1902, "X2": 0.46658, "Y2": 0.19, "X3": 0.46527, "Y3": 0.1988, "X4": 0.45216, "Y4": 0.1988, "page": 0, "Index": 478}, {"Word": "laws", "Confidence": 0.124, "X1": 0.46789, "Y1": 0.1912, "X2": 0.49148, "Y2": 0.191, "X3": 0.49017, "Y3": 0.1988, "X4": 0.46789, "Y4": 0.1988, "page": 0, "Index": 479}, {"Word": "and", "Confidence": 0.228, "X1": 0.4941, "Y1": 0.1912, "X2": 0.51245, "Y2": 0.191, "X3": 0.51114, "Y3": 0.1998, "X4": 0.49279, "Y4": 0.1988, "page": 0, "Index": 480}, {"Word": "parte", "Confidence": 0.63, "X1": 0.51507, "Y1": 0.1912, "X2": 0.53866, "Y2": 0.191, "X3": 0.53866, "Y3": 0.1998, "X4": 0.51376, "Y4": 0.1998, "page": 0, "Index": 481}, {"Word": "of", "Confidence": 0.253, "X1": 0.54128, "Y1": 0.1912, "X2": 0.55046, "Y2": 0.191, "X3": 0.55046, "Y3": 0.1998, "X4": 0.53997, "Y4": 0.1998, "page": 0, "Index": 482}, {"Word": "laws", "Confidence": 0.682, "X1": 0.55308, "Y1": 0.1912, "X2": 0.57536, "Y2": 0.191, "X3": 0.57405, "Y3": 0.1998, "X4": 0.55177, "Y4": 0.1998, "page": 0, "Index": 483}, {"Word": "in", "Confidence": 0.916, "X1": 0.57798, "Y1": 0.1922, "X2": 0.58847, "Y2": 0.192, "X3": 0.58716, "Y3": 0.1998, "X4": 0.57667, "Y4": 0.1998, "page": 0, "Index": 484}, {"Word": "conflict", "Confidence": 0.335, "X1": 0.58978, "Y1": 0.1922, "X2": 0.62516, "Y2": 0.192, "X3": 0.62385, "Y3": 0.1998, "X4": 0.58847, "Y4": 0.1998, "page": 0, "Index": 485}, {"Word": "with", "Confidence": 0.982, "X1": 0.62779, "Y1": 0.1922, "X2": 0.64875, "Y2": 0.192, "X3": 0.64744, "Y3": 0.1998, "X4": 0.62647, "Y4": 0.1998, "page": 0, "Index": 486}, {"Word": "this", "Confidence": 0.638, "X1": 0.65138, "Y1": 0.1922, "X2": 0.66972, "Y2": 0.192, "X3": 0.66841, "Y3": 0.1998, "X4": 0.65007, "Y4": 0.1998, "page": 0, "Index": 487}, {"Word": "ad", "Confidence": 0.601, "X1": 0.67235, "Y1": 0.1922, "X2": 0.68545, "Y2": 0.192, "X3": 0.68414, "Y3": 0.1998, "X4": 0.67104, "Y4": 0.1998, "page": 0, "Index": 488}, {"Word": "are", "Confidence": 0.881, "X1": 0.68938, "Y1": 0.1922, "X2": 0.70511, "Y2": 0.192, "X3": 0.7038, "Y3": 0.1998, "X4": 0.68807, "Y4": 0.1998, "page": 0, "Index": 489}, {"Word": "hereby", "Confidence": 0.653, "X1": 0.70773, "Y1": 0.1922, "X2": 0.73919, "Y2": 0.192, "X3": 0.73788, "Y3": 0.1998, "X4": 0.70511, "Y4": 0.1998, "page": 0, "Index": 490}, {"Word": "the", "Confidence": 0.956, "X1": 0.0, "Y1": 0.2002, "X2": 0.0118, "Y2": 0.2, "X3": 0.0118, "Y3": 0.2088, "X4": 0.0, "Y4": 0.2088, "page": 0, "Index": 491}, {"Word": "following", "Confidence": 0.034, "X1": 0.01442, "Y1": 0.2012, "X2": 0.05242, "Y2": 0.201, "X3": 0.05242, "Y3": 0.2088, "X4": 0.01442, "Y4": 0.2088, "page": 0, "Index": 492}, {"Word": "(1)", "Confidence": 0.316, "X1": 0.02883, "Y1": 0.2092, "X2": 0.04063, "Y2": 0.209, "X3": 0.04063, "Y3": 0.2168, "X4": 0.02883, "Y4": 0.2168, "page": 0, "Index": 493}, {"Word": "fifty", "Confidence": 0.48, "X1": 0.04325, "Y1": 0.2082, "X2": 0.06553, "Y2": 0.208, "X3": 0.06553, "Y3": 0.2168, "X4": 0.04325, "Y4": 0.2168, "page": 0, "Index": 494}, {"Word": "percent", "Confidence": 0.955, "X1": 0.06815, "Y1": 0.2082, "X2": 0.10485, "Y2": 0.208, "X3": 0.10485, "Y3": 0.2168, "X4": 0.06815, "Y4": 0.2168, "page": 0, "Index": 495}, {"Word": "(80%)", "Confidence": 0.371, "X1": 0.10747, "Y1": 0.2072, "X2": 0.1363, "Y2": 0.207, "X3": 0.13499, "Y3": 0.2168, "X4": 0.10747, "Y4": 0.2168, "page": 0, "Index": 496}, {"Word": "ahall", "Confidence": 0.649, "X1": 0.13893, "Y1": 0.2072, "X2": 0.16383, "Y2": 0.207, "X3": 0.16383, "Y3": 0.2168, "X4": 0.13761, "Y4": 0.2168, "page": 0, "Index": 497}, {"Word": "be", "Confidence": 0.18, "X1": 0.16645, "Y1": 0.2072, "X2": 0.17955, "Y2": 0.207, "X3": 0.17955, "Y3": 0.2168, "X4": 0.16645, "Y4": 0.2168, "page": 0, "Index": 498}, {"Word": "deposited", "Confidence": 0.539, "X1": 0.18218, "Y1": 0.2062, "X2": 0.23067, "Y2": 0.206, "X3": 0.23067, "Y3": 0.2168, "X4": 0.18218, "Y4": 0.2168, "page": 0, "Index": 499}, {"Word": "in", "Confidence": 0.957, "X1": 0.23329, "Y1": 0.2062, "X2": 0.24509, "Y2": 0.206, "X3": 0.24377, "Y3": 0.2168, "X4": 0.23329, "Y4": 0.2168, "page": 0, "Index": 500}, {"Word": "the", "Confidence": 0.992, "X1": 0.24771, "Y1": 0.2062, "X2": 0.26343, "Y2": 0.206, "X3": 0.26343, "Y3": 0.2168, "X4": 0.2464, "Y4": 0.2168, "page": 0, "Index": 501}, {"Word": "Medical", "Confidence": 0.708, "X1": 0.26606, "Y1": 0.2062, "X2": 0.30668, "Y2": 0.206, "X3": 0.30537, "Y3": 0.2158, "X4": 0.26606, "Y4": 0.2168, "page": 0, "Index": 502}, {"Word": "Services", "Confidence": 0.598, "X1": 0.30931, "Y1": 0.2062, "X2": 0.35387, "Y2": 0.206, "X3": 0.35256, "Y3": 0.2158, "X4": 0.30799, "Y4": 0.2158, "page": 0, "Index": 503}, {"Word": "And", "Confidence": 0.44, "X1": 0.0, "Y1": 0.2332, "X2": 0.01442, "Y2": 0.233, "X3": 0.01442, "Y3": 0.2418, "X4": 0.0, "Y4": 0.2418, "page": 0, "Index": 504}, {"Word": "by", "Confidence": 0.687, "X1": 0.01704, "Y1": 0.2332, "X2": 0.02621, "Y2": 0.233, "X3": 0.02621, "Y3": 0.2418, "X4": 0.01704, "Y4": 0.2418, "page": 0, "Index": 505}, {"Word": "Bis,", "Confidence": 0.481, "X1": 0.02883, "Y1": 0.2332, "X2": 0.04587, "Y2": 0.233, "X3": 0.04587, "Y3": 0.2418, "X4": 0.02883, "Y4": 0.2418, "page": 0, "Index": 506}, {"Word": "our", "Confidence": 0.969, "X1": 0.04849, "Y1": 0.2332, "X2": 0.0616, "Y2": 0.233, "X3": 0.0616, "Y3": 0.2418, "X4": 0.04849, "Y4": 0.2418, "page": 0, "Index": 507}, {"Word": "petition,order", "Confidence": 0.274, "X1": 0.06422, "Y1": 0.2332, "X2": 0.11796, "Y2": 0.233, "X3": 0.11796, "Y3": 0.2408, "X4": 0.06422, "Y4": 0.2418, "page": 0, "Index": 508}, {"Word": "that", "Confidence": 0.618, "X1": 0.11927, "Y1": 0.2332, "X2": 0.13499, "Y2": 0.233, "X3": 0.13499, "Y3": 0.2408, "X4": 0.11927, "Y4": 0.2408, "page": 0, "Index": 509}, {"Word": "the", "Confidence": 0.155, "X1": 0.13761, "Y1": 0.2322, "X2": 0.15072, "Y2": 0.232, "X3": 0.15072, "Y3": 0.2408, "X4": 0.13761, "Y4": 0.2408, "page": 0, "Index": 510}, {"Word": "santa", "Confidence": 0.303, "X1": 0.15334, "Y1": 0.2322, "X2": 0.17562, "Y2": 0.232, "X3": 0.17562, "Y3": 0.2408, "X4": 0.15334, "Y4": 0.2408, "page": 0, "Index": 511}, {"Word": "be", "Confidence": 0.804, "X1": 0.17824, "Y1": 0.2322, "X2": 0.19004, "Y2": 0.232, "X3": 0.19004, "Y3": 0.2408, "X4": 0.17824, "Y4": 0.2408, "page": 0, "Index": 512}, {"Word": "subined", "Confidence": 0.367, "X1": 0.19266, "Y1": 0.2322, "X2": 0.23329, "Y2": 0.232, "X3": 0.23329, "Y3": 0.2408, "X4": 0.19135, "Y4": 0.2408, "page": 0, "Index": 513}, {"Word": "the", "Confidence": 0.655, "X1": 0.23329, "Y1": 0.2412, "X2": 0.24771, "Y2": 0.241, "X3": 0.24771, "Y3": 0.2478, "X4": 0.23198, "Y4": 0.2488, "page": 0, "Index": 514}, {"Word": "to", "Confidence": 0.862, "X1": 0.2346, "Y1": 0.2322, "X2": 0.24246, "Y2": 0.232, "X3": 0.24246, "Y3": 0.2408, "X4": 0.2346, "Y4": 0.2408, "page": 0, "Index": 515}, {"Word": "the", "Confidence": 0.651, "X1": 0.24509, "Y1": 0.2322, "X2": 0.2595, "Y2": 0.232, "X3": 0.2595, "Y3": 0.2408, "X4": 0.24509, "Y4": 0.2408, "page": 0, "Index": 516}, {"Word": "ard", "Confidence": 0.793, "X1": 0.24902, "Y1": 0.2412, "X2": 0.26343, "Y2": 0.241, "X3": 0.26343, "Y3": 0.2478, "X4": 0.24902, "Y4": 0.2478, "page": 0, "Index": 517}, {"Word": "people", "Confidence": 0.395, "X1": 0.26081, "Y1": 0.2322, "X2": 0.28965, "Y2": 0.232, "X3": 0.28834, "Y3": 0.2408, "X4": 0.26081, "Y4": 0.2408, "page": 0, "Index": 518}, {"Word": "day", "Confidence": 0.499, "X1": 0.26606, "Y1": 0.2412, "X2": 0.28178, "Y2": 0.241, "X3": 0.28047, "Y3": 0.2478, "X4": 0.26474, "Y4": 0.2478, "page": 0, "Index": 519}, {"Word": "of", "Confidence": 0.776, "X1": 0.28309, "Y1": 0.2412, "X2": 0.29227, "Y2": 0.241, "X3": 0.29096, "Y3": 0.2478, "X4": 0.28309, "Y4": 0.2478, "page": 0, "Index": 520}, {"Word": "el", "Confidence": 0.335, "X1": 0.29096, "Y1": 0.2322, "X2": 0.29882, "Y2": 0.232, "X3": 0.29882, "Y3": 0.2408, "X4": 0.29096, "Y4": 0.2408, "page": 0, "Index": 521}, {"Word": "November", "Confidence": 0.523, "X1": 0.29358, "Y1": 0.2402, "X2": 0.33814, "Y2": 0.24, "X3": 0.33814, "Y3": 0.2478, "X4": 0.29358, "Y4": 0.2478, "page": 0, "Index": 522}, {"Word": "said", "Confidence": 0.77, "X1": 0.30144, "Y1": 0.2322, "X2": 0.31848, "Y2": 0.232, "X3": 0.31848, "Y3": 0.2408, "X4": 0.30144, "Y4": 0.2408, "page": 0, "Index": 523}, {"Word": "stata,", "Confidence": 0.617, "X1": 0.3211, "Y1": 0.2322, "X2": 0.34338, "Y2": 0.232, "X3": 0.34338, "Y3": 0.2408, "X4": 0.3211, "Y4": 0.2408, "page": 0, "Index": 524}, {"Word": "1982;", "Confidence": 0.408, "X1": 0.34076, "Y1": 0.2402, "X2": 0.36304, "Y2": 0.24, "X3": 0.36304, "Y3": 0.2478, "X4": 0.33945, "Y4": 0.2478, "page": 0, "Index": 525}, {"Word": "In", "Confidence": 0.017, "X1": 0.346, "Y1": 0.2322, "X2": 0.35387, "Y2": 0.232, "X3": 0.35387, "Y3": 0.2408, "X4": 0.346, "Y4": 0.2408, "page": 0, "Index": 526}, {"Word": "the", "Confidence": 0.853, "X1": 0.35649, "Y1": 0.2322, "X2": 0.36959, "Y2": 0.232, "X3": 0.36828, "Y3": 0.2408, "X4": 0.35518, "Y4": 0.2408, "page": 0, "Index": 527}, {"Word": "and", "Confidence": 0.603, "X1": 0.36566, "Y1": 0.2402, "X2": 0.38008, "Y2": 0.24, "X3": 0.37877, "Y3": 0.2478, "X4": 0.36435, "Y4": 0.2478, "page": 0, "Index": 528}, {"Word": "and", "Confidence": 0.627, "X1": 0.3709, "Y1": 0.2322, "X2": 0.38532, "Y2": 0.232, "X3": 0.38532, "Y3": 0.2408, "X4": 0.3709, "Y4": 0.2408, "page": 0, "Index": 529}, {"Word": "each", "Confidence": 0.195, "X1": 0.38139, "Y1": 0.2402, "X2": 0.40236, "Y2": 0.24, "X3": 0.40105, "Y3": 0.2478, "X4": 0.38139, "Y4": 0.2478, "page": 0, "Index": 530}, {"Word": "that", "Confidence": 0.167, "X1": 0.38794, "Y1": 0.2322, "X2": 0.40367, "Y2": 0.232, "X3": 0.40367, "Y3": 0.2408, "X4": 0.38794, "Y4": 0.2408, "page": 0, "Index": 531}, {"Word": "of", "Confidence": 0.919, "X1": 0.40367, "Y1": 0.2402, "X2": 0.41284, "Y2": 0.24, "X3": 0.41153, "Y3": 0.2478, "X4": 0.40367, "Y4": 0.2478, "page": 0, "Index": 532}, {"Word": "the", "Confidence": 0.221, "X1": 0.40629, "Y1": 0.2322, "X2": 0.41809, "Y2": 0.232, "X3": 0.41809, "Y3": 0.2408, "X4": 0.40629, "Y4": 0.2408, "page": 0, "Index": 533}, {"Word": "us", "Confidence": 0.971, "X1": 0.41415, "Y1": 0.2402, "X2": 0.42464, "Y2": 0.24, "X3": 0.42333, "Y3": 0.2478, "X4": 0.41415, "Y4": 0.2478, "page": 0, "Index": 534}, {"Word": "sama", "Confidence": 0.185, "X1": 0.42071, "Y1": 0.2322, "X2": 0.44299, "Y2": 0.232, "X3": 0.44299, "Y3": 0.2408, "X4": 0.42071, "Y4": 0.2408, "page": 0, "Index": 535}, {"Word": "fer", "Confidence": 0.925, "X1": 0.42726, "Y1": 0.2402, "X2": 0.43775, "Y2": 0.24, "X3": 0.43644, "Y3": 0.2478, "X4": 0.42595, "Y4": 0.2478, "page": 0, "Index": 536}, {"Word": "himself", "Confidence": 0.15, "X1": 0.44037, "Y1": 0.2402, "X2": 0.47051, "Y2": 0.24, "X3": 0.4692, "Y3": 0.2478, "X4": 0.43906, "Y4": 0.2478, "page": 0, "Index": 537}, {"Word": "may", "Confidence": 0.8, "X1": 0.44561, "Y1": 0.2322, "X2": 0.46396, "Y2": 0.232, "X3": 0.46396, "Y3": 0.2408, "X4": 0.44561, "Y4": 0.2408, "page": 0, "Index": 538}, {"Word": "be", "Confidence": 0.017, "X1": 0.46527, "Y1": 0.2322, "X2": 0.47706, "Y2": 0.232, "X3": 0.47706, "Y3": 0.2408, "X4": 0.46527, "Y4": 0.2408, "page": 0, "Index": 539}, {"Word": "sayt", "Confidence": 0.507, "X1": 0.47182, "Y1": 0.2402, "X2": 0.4941, "Y2": 0.24, "X3": 0.49279, "Y3": 0.2478, "X4": 0.47182, "Y4": 0.2478, "page": 0, "Index": 540}, {"Word": "adopted", "Confidence": 0.571, "X1": 0.47837, "Y1": 0.2322, "X2": 0.51245, "Y2": 0.232, "X3": 0.51245, "Y3": 0.2408, "X4": 0.47837, "Y4": 0.2408, "page": 0, "Index": 541}, {"Word": "I", "Confidence": 0.886, "X1": 0.49672, "Y1": 0.2402, "X2": 0.50066, "Y2": 0.24, "X3": 0.49934, "Y3": 0.2478, "X4": 0.49541, "Y4": 0.2478, "page": 0, "Index": 542}, {"Word": "or", "Confidence": 0.941, "X1": 0.51507, "Y1": 0.2322, "X2": 0.52294, "Y2": 0.232, "X3": 0.52294, "Y3": 0.2408, "X4": 0.51507, "Y4": 0.2408, "page": 0, "Index": 543}, {"Word": "rejected", "Confidence": 0.579, "X1": 0.52556, "Y1": 0.2322, "X2": 0.55963, "Y2": 0.232, "X3": 0.55963, "Y3": 0.2408, "X4": 0.52556, "Y4": 0.2408, "page": 0, "Index": 544}, {"Word": "by", "Confidence": 0.978, "X1": 0.56225, "Y1": 0.2322, "X2": 0.57143, "Y2": 0.232, "X3": 0.57143, "Y3": 0.2408, "X4": 0.56225, "Y4": 0.2408, "page": 0, "Index": 545}, {"Word": "the", "Confidence": 0.411, "X1": 0.57405, "Y1": 0.2322, "X2": 0.58716, "Y2": 0.232, "X3": 0.58716, "Y3": 0.2408, "X4": 0.57405, "Y4": 0.2408, "page": 0, "Index": 546}, {"Word": "veta", "Confidence": 0.487, "X1": 0.58978, "Y1": 0.2322, "X2": 0.60944, "Y2": 0.232, "X3": 0.60813, "Y3": 0.2408, "X4": 0.58978, "Y4": 0.2408, "page": 0, "Index": 547}, {"Word": "of", "Confidence": 0.857, "X1": 0.61075, "Y1": 0.2322, "X2": 0.61992, "Y2": 0.232, "X3": 0.61992, "Y3": 0.2408, "X4": 0.61075, "Y4": 0.2408, "page": 0, "Index": 548}, {"Word": "the", "Confidence": 0.116, "X1": 0.62254, "Y1": 0.2322, "X2": 0.63434, "Y2": 0.232, "X3": 0.63434, "Y3": 0.2408, "X4": 0.62123, "Y4": 0.2408, "page": 0, "Index": 549}, {"Word": "legal", "Confidence": 0.607, "X1": 0.63696, "Y1": 0.2322, "X2": 0.65793, "Y2": 0.232, "X3": 0.65662, "Y3": 0.2408, "X4": 0.63696, "Y4": 0.2408, "page": 0, "Index": 550}, {"Word": "volors", "Confidence": 0.664, "X1": 0.65924, "Y1": 0.2322, "X2": 0.68545, "Y2": 0.232, "X3": 0.68545, "Y3": 0.2408, "X4": 0.65924, "Y4": 0.2408, "page": 0, "Index": 551}, {"Word": "ef", "Confidence": 0.69, "X1": 0.68676, "Y1": 0.2322, "X2": 0.69463, "Y2": 0.232, "X3": 0.69463, "Y3": 0.2408, "X4": 0.68676, "Y4": 0.2408, "page": 0, "Index": 552}, {"Word": "said", "Confidence": 0.55, "X1": 0.69725, "Y1": 0.2322, "X2": 0.71429, "Y2": 0.232, "X3": 0.71429, "Y3": 0.2408, "X4": 0.69725, "Y4": 0.2408, "page": 0, "Index": 553}, {"Word": "stato", "Confidence": 0.479, "X1": 0.71691, "Y1": 0.2322, "X2": 0.73919, "Y2": 0.232, "X3": 0.73919, "Y3": 0.2408, "X4": 0.71691, "Y4": 0.2408, "page": 0, "Index": 554}, {"Word": "at", "Confidence": 0.958, "X1": 0.0, "Y1": 0.2422, "X2": 0.00655, "Y2": 0.242, "X3": 0.00655, "Y3": 0.2498, "X4": 0.0, "Y4": 0.2498, "page": 0, "Index": 555}, {"Word": "the", "Confidence": 0.009, "X1": 0.00917, "Y1": 0.2422, "X2": 0.02228, "Y2": 0.242, "X3": 0.02228, "Y3": 0.2498, "X4": 0.00917, "Y4": 0.2498, "page": 0, "Index": 556}, {"Word": "State", "Confidence": 0.607, "X1": 0.01442, "Y1": 0.2502, "X2": 0.03539, "Y2": 0.25, "X3": 0.03539, "Y3": 0.2568, "X4": 0.01442, "Y4": 0.2578, "page": 0, "Index": 557}, {"Word": "regular", "Confidence": 0.658, "X1": 0.02359, "Y1": 0.2422, "X2": 0.05374, "Y2": 0.242, "X3": 0.05242, "Y3": 0.2488, "X4": 0.02359, "Y4": 0.2498, "page": 0, "Index": 558}, {"Word": "of", "Confidence": 0.923, "X1": 0.03801, "Y1": 0.2492, "X2": 0.04587, "Y2": 0.249, "X3": 0.04587, "Y3": 0.2568, "X4": 0.03801, "Y4": 0.2568, "page": 0, "Index": 559}, {"Word": "Ar", "Confidence": 0.784, "X1": 0.04849, "Y1": 0.2492, "X2": 0.05898, "Y2": 0.249, "X3": 0.05898, "Y3": 0.2568, "X4": 0.04849, "Y4": 0.2568, "page": 0, "Index": 560}, {"Word": "ganaral", "Confidence": 0.617, "X1": 0.05505, "Y1": 0.2412, "X2": 0.0865, "Y2": 0.241, "X3": 0.0865, "Y3": 0.2488, "X4": 0.05505, "Y4": 0.2488, "page": 0, "Index": 561}, {"Word": "as", "Confidence": 0.679, "X1": 0.07864, "Y1": 0.2492, "X2": 0.0865, "Y2": 0.249, "X3": 0.0865, "Y3": 0.2568, "X4": 0.07864, "Y4": 0.2568, "page": 0, "Index": 562}, {"Word": "election", "Confidence": 0.149, "X1": 0.08912, "Y1": 0.2412, "X2": 0.12058, "Y2": 0.241, "X3": 0.12058, "Y3": 0.2488, "X4": 0.08912, "Y4": 0.2488, "page": 0, "Index": 563}, {"Word": "and", "Confidence": 0.63, "X1": 0.08912, "Y1": 0.2492, "X2": 0.10485, "Y2": 0.249, "X3": 0.10485, "Y3": 0.2568, "X4": 0.08912, "Y4": 0.2568, "page": 0, "Index": 564}, {"Word": "my", "Confidence": 0.997, "X1": 0.10616, "Y1": 0.2492, "X2": 0.11796, "Y2": 0.249, "X3": 0.11796, "Y3": 0.2568, "X4": 0.10616, "Y4": 0.2568, "page": 0, "Index": 565}, {"Word": "printed", "Confidence": 0.452, "X1": 0.12058, "Y1": 0.2492, "X2": 0.1481, "Y2": 0.249, "X3": 0.1481, "Y3": 0.2568, "X4": 0.12058, "Y4": 0.2568, "page": 0, "Index": 566}, {"Word": "to", "Confidence": 0.357, "X1": 0.12189, "Y1": 0.2412, "X2": 0.13106, "Y2": 0.241, "X3": 0.12975, "Y3": 0.2488, "X4": 0.12189, "Y4": 0.2488, "page": 0, "Index": 567}, {"Word": "be", "Confidence": 0.613, "X1": 0.13237, "Y1": 0.2412, "X2": 0.14417, "Y2": 0.241, "X3": 0.14286, "Y3": 0.2488, "X4": 0.13237, "Y4": 0.2488, "page": 0, "Index": 568}, {"Word": "held", "Confidence": 0.386, "X1": 0.14548, "Y1": 0.2412, "X2": 0.16383, "Y2": 0.241, "X3": 0.16383, "Y3": 0.2488, "X4": 0.14548, "Y4": 0.2488, "page": 0, "Index": 569}, {"Word": "name,", "Confidence": 0.637, "X1": 0.14941, "Y1": 0.2492, "X2": 0.17693, "Y2": 0.249, "X3": 0.17693, "Y3": 0.2568, "X4": 0.14941, "Y4": 0.2568, "page": 0, "Index": 570}, {"Word": "in", "Confidence": 0.997, "X1": 0.16645, "Y1": 0.2412, "X2": 0.17431, "Y2": 0.241, "X3": 0.17431, "Y3": 0.2488, "X4": 0.16514, "Y4": 0.2488, "page": 0, "Index": 571}, {"Word": "said", "Confidence": 0.617, "X1": 0.17693, "Y1": 0.2412, "X2": 0.19528, "Y2": 0.241, "X3": 0.19528, "Y3": 0.2488, "X4": 0.17693, "Y4": 0.2488, "page": 0, "Index": 572}, {"Word": "date", "Confidence": 0.615, "X1": 0.17955, "Y1": 0.2492, "X2": 0.1979, "Y2": 0.249, "X3": 0.1979, "Y3": 0.2568, "X4": 0.17955, "Y4": 0.2568, "page": 0, "Index": 573}, {"Word": "stata", "Confidence": 0.651, "X1": 0.1979, "Y1": 0.2412, "X2": 0.21887, "Y2": 0.241, "X3": 0.21756, "Y3": 0.2488, "X4": 0.1979, "Y4": 0.2488, "page": 0, "Index": 574}, {"Word": "of", "Confidence": 0.998, "X1": 0.20052, "Y1": 0.2492, "X2": 0.20839, "Y2": 0.249, "X3": 0.20839, "Y3": 0.2568, "X4": 0.20052, "Y4": 0.2568, "page": 0, "Index": 575}, {"Word": "blin,", "Confidence": 0.446, "X1": 0.21101, "Y1": 0.2492, "X2": 0.23198, "Y2": 0.249, "X3": 0.23198, "Y3": 0.2568, "X4": 0.2097, "Y4": 0.2568, "page": 0, "Index": 576}, {"Word": "en", "Confidence": 0.262, "X1": 0.22018, "Y1": 0.2412, "X2": 0.23067, "Y2": 0.241, "X3": 0.23067, "Y3": 0.2488, "X4": 0.22018, "Y4": 0.2488, "page": 0, "Index": 577}, {"Word": "residence,", "Confidence": 0.29, "X1": 0.23329, "Y1": 0.2492, "X2": 0.27654, "Y2": 0.249, "X3": 0.27654, "Y3": 0.2568, "X4": 0.23329, "Y4": 0.2568, "page": 0, "Index": 578}, {"Word": "ard", "Confidence": 0.631, "X1": 0.27916, "Y1": 0.2492, "X2": 0.29489, "Y2": 0.249, "X3": 0.29489, "Y3": 0.2568, "X4": 0.27916, "Y4": 0.2568, "page": 0, "Index": 579}, {"Word": "chy", "Confidence": 0.849, "X1": 0.2962, "Y1": 0.2492, "X2": 0.31193, "Y2": 0.249, "X3": 0.31193, "Y3": 0.2568, "X4": 0.2962, "Y4": 0.2568, "page": 0, "Index": 580}, {"Word": "or", "Confidence": 0.849, "X1": 0.31324, "Y1": 0.2492, "X2": 0.32241, "Y2": 0.249, "X3": 0.3211, "Y3": 0.2568, "X4": 0.31324, "Y4": 0.2568, "page": 0, "Index": 581}, {"Word": "toves", "Confidence": 0.108, "X1": 0.32372, "Y1": 0.2492, "X2": 0.34469, "Y2": 0.249, "X3": 0.34469, "Y3": 0.2568, "X4": 0.32372, "Y4": 0.2568, "page": 0, "Index": 582}, {"Word": "of", "Confidence": 0.304, "X1": 0.346, "Y1": 0.2492, "X2": 0.35518, "Y2": 0.249, "X3": 0.35387, "Y3": 0.2568, "X4": 0.346, "Y4": 0.2568, "page": 0, "Index": 583}, {"Word": "residanes", "Confidence": 0.3, "X1": 0.35649, "Y1": 0.2492, "X2": 0.3945, "Y2": 0.249, "X3": 0.3945, "Y3": 0.2568, "X4": 0.35649, "Y4": 0.2568, "page": 0, "Index": 584}, {"Word": "ans", "Confidence": 0.033, "X1": 0.39712, "Y1": 0.2492, "X2": 0.41022, "Y2": 0.249, "X3": 0.40891, "Y3": 0.2568, "X4": 0.39581, "Y4": 0.2568, "page": 0, "Index": 585}, {"Word": "correctly", "Confidence": 0.174, "X1": 0.41153, "Y1": 0.2492, "X2": 0.44692, "Y2": 0.249, "X3": 0.44692, "Y3": 0.2568, "X4": 0.41153, "Y4": 0.2568, "page": 0, "Index": 586}, {"Word": "wirinen", "Confidence": 0.45, "X1": 0.44954, "Y1": 0.2492, "X2": 0.47706, "Y2": 0.249, "X3": 0.47706, "Y3": 0.2568, "X4": 0.44823, "Y4": 0.2568, "page": 0, "Index": 587}, {"Word": "after", "Confidence": 0.585, "X1": 0.47837, "Y1": 0.2492, "X2": 0.49803, "Y2": 0.249, "X3": 0.49803, "Y3": 0.2568, "X4": 0.47837, "Y4": 0.2568, "page": 0, "Index": 588}, {"Word": "my", "Confidence": 0.412, "X1": 0.50066, "Y1": 0.2492, "X2": 0.51376, "Y2": 0.249, "X3": 0.51245, "Y3": 0.2568, "X4": 0.49934, "Y4": 0.2568, "page": 0, "Index": 589}, {"Word": "have", "Confidence": 0.645, "X1": 0.50197, "Y1": 0.2402, "X2": 0.52294, "Y2": 0.24, "X3": 0.52294, "Y3": 0.2488, "X4": 0.50066, "Y4": 0.2478, "page": 0, "Index": 590}, {"Word": "signature.", "Confidence": 0.478, "X1": 0.51507, "Y1": 0.2492, "X2": 0.55832, "Y2": 0.249, "X3": 0.55832, "Y3": 0.2568, "X4": 0.51507, "Y4": 0.2568, "page": 0, "Index": 591}, {"Word": "personaly", "Confidence": 0.121, "X1": 0.52556, "Y1": 0.2402, "X2": 0.56881, "Y2": 0.24, "X3": 0.5675, "Y3": 0.2488, "X4": 0.52425, "Y4": 0.2488, "page": 0, "Index": 592}, {"Word": "signed", "Confidence": 0.509, "X1": 0.57012, "Y1": 0.2402, "X2": 0.60026, "Y2": 0.24, "X3": 0.59895, "Y3": 0.2488, "X4": 0.57012, "Y4": 0.2488, "page": 0, "Index": 593}, {"Word": "th's", "Confidence": 0.677, "X1": 0.60157, "Y1": 0.2402, "X2": 0.6173, "Y2": 0.24, "X3": 0.61599, "Y3": 0.2488, "X4": 0.60026, "Y4": 0.2488, "page": 0, "Index": 594}, {"Word": "petitlong", "Confidence": 0.097, "X1": 0.61992, "Y1": 0.2412, "X2": 0.65269, "Y2": 0.241, "X3": 0.65138, "Y3": 0.2488, "X4": 0.61861, "Y4": 0.2488, "page": 0, "Index": 595}, {"Word": "I", "Confidence": 0.647, "X1": 0.65531, "Y1": 0.2412, "X2": 0.65793, "Y2": 0.241, "X3": 0.65793, "Y3": 0.2488, "X4": 0.654, "Y4": 0.2488, "page": 0, "Index": 596}, {"Word": "am", "Confidence": 0.793, "X1": 0.66055, "Y1": 0.2412, "X2": 0.67235, "Y2": 0.241, "X3": 0.67104, "Y3": 0.2488, "X4": 0.65924, "Y4": 0.2488, "page": 0, "Index": 597}, {"Word": "a", "Confidence": 0.333, "X1": 0.67628, "Y1": 0.2412, "X2": 0.68152, "Y2": 0.241, "X3": 0.68021, "Y3": 0.2488, "X4": 0.67497, "Y4": 0.2488, "page": 0, "Index": 598}, {"Word": "legel", "Confidence": 0.838, "X1": 0.68414, "Y1": 0.2412, "X2": 0.7038, "Y2": 0.241, "X3": 0.70249, "Y3": 0.2488, "X4": 0.68283, "Y4": 0.2488, "page": 0, "Index": 599}, {"Word": "votar", "Confidence": 0.611, "X1": 0.70642, "Y1": 0.2412, "X2": 0.72739, "Y2": 0.241, "X3": 0.72608, "Y3": 0.2498, "X4": 0.70511, "Y4": 0.2488, "page": 0, "Index": 600}, {"Word": "ef", "Confidence": 0.898, "X1": 0.73001, "Y1": 0.2412, "X2": 0.7405, "Y2": 0.241, "X3": 0.73919, "Y3": 0.2498, "X4": 0.7287, "Y4": 0.2498, "page": 0, "Index": 601}, {"Word": "SIGNATURE", "Confidence": 0.992, "X1": 0.05505, "Y1": 0.2662, "X2": 0.12582, "Y2": 0.266, "X3": 0.12582, "Y3": 0.2778, "X4": 0.05374, "Y4": 0.2778, "page": 0, "Index": 602}, {"Word": "PRINTED", "Confidence": 0.993, "X1": 0.24246, "Y1": 0.2652, "X2": 0.29096, "Y2": 0.265, "X3": 0.29096, "Y3": 0.2768, "X4": 0.24246, "Y4": 0.2778, "page": 0, "Index": 603}, {"Word": "NAME", "Confidence": 0.987, "X1": 0.29489, "Y1": 0.2662, "X2": 0.33421, "Y2": 0.266, "X3": 0.3329, "Y3": 0.2768, "X4": 0.29358, "Y4": 0.2768, "page": 0, "Index": 604}, {"Word": "RESIDENCE", "Confidence": 0.991, "X1": 0.43906, "Y1": 0.2652, "X2": 0.50328, "Y2": 0.265, "X3": 0.50197, "Y3": 0.2758, "X4": 0.43775, "Y4": 0.2768, "page": 0, "Index": 605}, {"Word": "CITY", "Confidence": 0.985, "X1": 0.57405, "Y1": 0.2622, "X2": 0.60026, "Y2": 0.262, "X3": 0.59895, "Y3": 0.2738, "X4": 0.57274, "Y4": 0.2738, "page": 0, "Index": 606}, {"Word": "OR", "Confidence": 0.997, "X1": 0.60288, "Y1": 0.2622, "X2": 0.62123, "Y2": 0.262, "X3": 0.61992, "Y3": 0.2738, "X4": 0.60157, "Y4": 0.2738, "page": 0, "Index": 607}, {"Word": "TOWN", "Confidence": 0.991, "X1": 0.62385, "Y1": 0.2622, "X2": 0.66186, "Y2": 0.262, "X3": 0.66055, "Y3": 0.2748, "X4": 0.62385, "Y4": 0.2738, "page": 0, "Index": 608}, {"Word": "BIRTH-", "Confidence": 0.623, "X1": 0.68938, "Y1": 0.2632, "X2": 0.73001, "Y2": 0.263, "X3": 0.73001, "Y3": 0.2728, "X4": 0.68938, "Y4": 0.2728, "page": 0, "Index": 609}, {"Word": "DAY", "Confidence": 0.99, "X1": 0.69463, "Y1": 0.2732, "X2": 0.72215, "Y2": 0.273, "X3": 0.72215, "Y3": 0.2828, "X4": 0.69463, "Y4": 0.2828, "page": 0, "Index": 610}, {"Word": "This", "Confidence": 0.962, "X1": 0.0249, "Y1": 0.2862, "X2": 0.08519, "Y2": 0.286, "X3": 0.0865, "Y3": 0.3048, "X4": 0.0249, "Y4": 0.3058, "page": 0, "Index": 611}, {"Word": "Brock", "Confidence": 0.98, "X1": 0.10223, "Y1": 0.2862, "X2": 0.173, "Y2": 0.286, "X3": 0.173, "Y3": 0.3048, "X4": 0.10223, "Y4": 0.3048, "page": 0, "Index": 612}, {"Word": "Phiva", "Confidence": 0.435, "X1": 0.19921, "Y1": 0.2852, "X2": 0.28571, "Y2": 0.285, "X3": 0.28571, "Y3": 0.3048, "X4": 0.19921, "Y4": 0.3048, "page": 0, "Index": 613}, {"Word": "Brockton", "Confidence": 0.387, "X1": 0.30537, "Y1": 0.2852, "X2": 0.42464, "Y2": 0.285, "X3": 0.42464, "Y3": 0.3038, "X4": 0.30537, "Y4": 0.3048, "page": 0, "Index": 614}, {"Word": "Decha", "Confidence": 0.605, "X1": 0.45478, "Y1": 0.2862, "X2": 0.54784, "Y2": 0.286, "X3": 0.54784, "Y3": 0.3048, "X4": 0.45478, "Y4": 0.3038, "page": 0, "Index": 615}, {"Word": "Pscityari", "Confidence": 0.102, "X1": 0.56488, "Y1": 0.2872, "X2": 0.67235, "Y2": 0.287, "X3": 0.67235, "Y3": 0.3048, "X4": 0.56356, "Y4": 0.3048, "page": 0, "Index": 616}, {"Word": "1995/1995", "Confidence": 0.103, "X1": 0.67759, "Y1": 0.2882, "X2": 0.76802, "Y2": 0.288, "X3": 0.76671, "Y3": 0.3048, "X4": 0.67759, "Y4": 0.3048, "page": 0, "Index": 617}, {"Word": "2", "Confidence": 0.75, "X1": 0.01311, "Y1": 0.3082, "X2": 0.02097, "Y2": 0.308, "X3": 0.02097, "Y3": 0.3238, "X4": 0.01311, "Y4": 0.3238, "page": 0, "Index": 618}, {"Word": "Katie", "Confidence": 0.589, "X1": 0.0249, "Y1": 0.3082, "X2": 0.08388, "Y2": 0.308, "X3": 0.08388, "Y3": 0.3238, "X4": 0.0249, "Y4": 0.3238, "page": 0, "Index": 619}, {"Word": "Swill", "Confidence": 0.531, "X1": 0.08781, "Y1": 0.3082, "X2": 0.14024, "Y2": 0.308, "X3": 0.14155, "Y3": 0.3238, "X4": 0.08912, "Y4": 0.3238, "page": 0, "Index": 620}, {"Word": "Katie", "Confidence": 0.191, "X1": 0.19135, "Y1": 0.3082, "X2": 0.24902, "Y2": 0.308, "X3": 0.24902, "Y3": 0.3238, "X4": 0.19135, "Y4": 0.3238, "page": 0, "Index": 621}, {"Word": "&", "Confidence": 0.063, "X1": 0.25688, "Y1": 0.3082, "X2": 0.2713, "Y2": 0.308, "X3": 0.2713, "Y3": 0.3238, "X4": 0.25819, "Y4": 0.3238, "page": 0, "Index": 622}, {"Word": "Williams", "Confidence": 0.217, "X1": 0.28178, "Y1": 0.3072, "X2": 0.3709, "Y2": 0.307, "X3": 0.37221, "Y3": 0.3238, "X4": 0.28309, "Y4": 0.3238, "page": 0, "Index": 623}, {"Word": "4.04.", "Confidence": 0.058, "X1": 0.41022, "Y1": 0.3062, "X2": 0.44954, "Y2": 0.306, "X3": 0.45085, "Y3": 0.3228, "X4": 0.41284, "Y4": 0.3238, "page": 0, "Index": 624}, {"Word": "Duck", "Confidence": 0.153, "X1": 0.45347, "Y1": 0.3042, "X2": 0.49541, "Y2": 0.304, "X3": 0.49672, "Y3": 0.3218, "X4": 0.45478, "Y4": 0.3228, "page": 0, "Index": 625}, {"Word": "91630", "Confidence": 0.554, "X1": 0.50197, "Y1": 0.3052, "X2": 0.55308, "Y2": 0.305, "X3": 0.55177, "Y3": 0.3198, "X4": 0.50197, "Y4": 0.3208, "page": 0, "Index": 626}, {"Word": "ark", "Confidence": 0.404, "X1": 0.55832, "Y1": 0.3092, "X2": 0.59109, "Y2": 0.309, "X3": 0.59109, "Y3": 0.3238, "X4": 0.55963, "Y4": 0.3238, "page": 0, "Index": 627}, {"Word": "ane", "Confidence": 0.298, "X1": 0.59502, "Y1": 0.3082, "X2": 0.62516, "Y2": 0.308, "X3": 0.62516, "Y3": 0.3228, "X4": 0.59502, "Y4": 0.3228, "page": 0, "Index": 628}, {"Word": "792-197", "Confidence": 0.58, "X1": 0.68414, "Y1": 0.3102, "X2": 0.75754, "Y2": 0.31, "X3": 0.75623, "Y3": 0.3228, "X4": 0.68283, "Y4": 0.3218, "page": 0, "Index": 629}, {"Word": "3", "Confidence": 0.713, "X1": 0.0118, "Y1": 0.3242, "X2": 0.01966, "Y2": 0.324, "X3": 0.01966, "Y3": 0.3408, "X4": 0.01311, "Y4": 0.3408, "page": 0, "Index": 630}, {"Word": "Quilla", "Confidence": 0.614, "X1": 0.02359, "Y1": 0.3252, "X2": 0.08912, "Y2": 0.325, "X3": 0.08912, "Y3": 0.3418, "X4": 0.02359, "Y4": 0.3408, "page": 0, "Index": 631}, {"Word": "Francese", "Confidence": 0.569, "X1": 0.10092, "Y1": 0.3282, "X2": 0.18218, "Y2": 0.328, "X3": 0.18218, "Y3": 0.3418, "X4": 0.10092, "Y4": 0.3418, "page": 0, "Index": 632}, {"Word": "Quella", "Confidence": 0.643, "X1": 0.19135, "Y1": 0.3252, "X2": 0.26737, "Y2": 0.325, "X3": 0.26737, "Y3": 0.3408, "X4": 0.19135, "Y4": 0.3408, "page": 0, "Index": 633}, {"Word": "FlamurE", "Confidence": 0.598, "X1": 0.27916, "Y1": 0.3252, "X2": 0.3709, "Y2": 0.325, "X3": 0.3709, "Y3": 0.3408, "X4": 0.27916, "Y4": 0.3408, "page": 0, "Index": 634}, {"Word": "aux", "Confidence": 0.098, "X1": 0.56225, "Y1": 0.3272, "X2": 0.59764, "Y2": 0.327, "X3": 0.59764, "Y3": 0.3418, "X4": 0.56356, "Y4": 0.3418, "page": 0, "Index": 635}, {"Word": "cotips", "Confidence": 0.14, "X1": 0.60288, "Y1": 0.3272, "X2": 0.67759, "Y2": 0.327, "X3": 0.67628, "Y3": 0.3418, "X4": 0.60288, "Y4": 0.3418, "page": 0, "Index": 636}, {"Word": "11", "Confidence": 0.215, "X1": 0.68021, "Y1": 0.3272, "X2": 0.70249, "Y2": 0.327, "X3": 0.70118, "Y3": 0.3418, "X4": 0.68021, "Y4": 0.3418, "page": 0, "Index": 637}, {"Word": "1926", "Confidence": 0.526, "X1": 0.70642, "Y1": 0.3292, "X2": 0.74836, "Y2": 0.329, "X3": 0.74836, "Y3": 0.3418, "X4": 0.70511, "Y4": 0.3418, "page": 0, "Index": 638}, {"Word": "4.", "Confidence": 0.082, "X1": 0.0118, "Y1": 0.3422, "X2": 0.02359, "Y2": 0.342, "X3": 0.02359, "Y3": 0.3578, "X4": 0.0118, "Y4": 0.3578, "page": 0, "Index": 639}, {"Word": "Cecelia", "Confidence": 0.908, "X1": 0.19135, "Y1": 0.3422, "X2": 0.26343, "Y2": 0.342, "X3": 0.26343, "Y3": 0.3578, "X4": 0.19135, "Y4": 0.3588, "page": 0, "Index": 640}, {"Word": "B.", "Confidence": 0.559, "X1": 0.2713, "Y1": 0.3422, "X2": 0.29358, "Y2": 0.342, "X3": 0.29358, "Y3": 0.3578, "X4": 0.27261, "Y4": 0.3578, "page": 0, "Index": 641}, {"Word": "JONES", "Confidence": 0.875, "X1": 0.30144, "Y1": 0.3422, "X2": 0.3578, "Y2": 0.342, "X3": 0.3578, "Y3": 0.3578, "X4": 0.30275, "Y4": 0.3578, "page": 0, "Index": 642}, {"Word": "cealia&", "Confidence": 0.237, "X1": 0.02752, "Y1": 0.3432, "X2": 0.11009, "Y2": 0.343, "X3": 0.11009, "Y3": 0.3588, "X4": 0.02752, "Y4": 0.3578, "page": 0, "Index": 643}, {"Word": "Jones", "Confidence": 0.067, "X1": 0.11533, "Y1": 0.3452, "X2": 0.173, "Y2": 0.345, "X3": 0.173, "Y3": 0.3598, "X4": 0.11533, "Y4": 0.3588, "page": 0, "Index": 644}, {"Word": "8.", "Confidence": 0.405, "X1": 0.01573, "Y1": 0.3612, "X2": 0.03014, "Y2": 0.361, "X3": 0.02883, "Y3": 0.3758, "X4": 0.01442, "Y4": 0.3758, "page": 0, "Index": 645}, {"Word": "Frania", "Confidence": 0.901, "X1": 0.03408, "Y1": 0.3612, "X2": 0.11927, "Y2": 0.361, "X3": 0.11796, "Y3": 0.3768, "X4": 0.03277, "Y4": 0.3758, "page": 0, "Index": 646}, {"Word": "B", "Confidence": 0.262, "X1": 0.12975, "Y1": 0.3622, "X2": 0.14286, "Y2": 0.362, "X3": 0.14286, "Y3": 0.3778, "X4": 0.12975, "Y4": 0.3778, "page": 0, "Index": 647}, {"Word": "Framing", "Confidence": 0.102, "X1": 0.20052, "Y1": 0.3602, "X2": 0.29751, "Y2": 0.36, "X3": 0.29751, "Y3": 0.3768, "X4": 0.20052, "Y4": 0.3798, "page": 0, "Index": 648}, {"Word": "bille", "Confidence": 0.539, "X1": 0.30931, "Y1": 0.3592, "X2": 0.37221, "Y2": 0.359, "X3": 0.37353, "Y3": 0.3768, "X4": 0.31062, "Y4": 0.3758, "page": 0, "Index": 649}, {"Word": "Tillar", "Confidence": 0.102, "X1": 0.57012, "Y1": 0.3632, "X2": 0.6422, "Y2": 0.363, "X3": 0.64089, "Y3": 0.3788, "X4": 0.56881, "Y4": 0.3748, "page": 0, "Index": 650}, {"Word": "8.", "Confidence": 0.644, "X1": 0.0118, "Y1": 0.3762, "X2": 0.02752, "Y2": 0.376, "X3": 0.02621, "Y3": 0.3928, "X4": 0.01048, "Y4": 0.3928, "page": 0, "Index": 651}, {"Word": "Ithil", "Confidence": 0.337, "X1": 0.03145, "Y1": 0.3782, "X2": 0.11402, "Y2": 0.378, "X3": 0.11402, "Y3": 0.3938, "X4": 0.03145, "Y4": 0.3928, "page": 0, "Index": 652}, {"Word": "fer", "Confidence": 0.918, "X1": 0.1232, "Y1": 0.3792, "X2": 0.17169, "Y2": 0.379, "X3": 0.17169, "Y3": 0.3958, "X4": 0.1232, "Y4": 0.3948, "page": 0, "Index": 653}, {"Word": "Ethie", "Confidence": 0.899, "X1": 0.1979, "Y1": 0.3762, "X2": 0.30275, "Y2": 0.376, "X3": 0.30275, "Y3": 0.3918, "X4": 0.1979, "Y4": 0.3938, "page": 0, "Index": 654}, {"Word": "Leeboy", "Confidence": 0.091, "X1": 0.32634, "Y1": 0.3792, "X2": 0.42857, "Y2": 0.379, "X3": 0.42988, "Y3": 0.3898, "X4": 0.32634, "Y4": 0.3908, "page": 0, "Index": 655}, {"Word": "Silear", "Confidence": 0.601, "X1": 0.57012, "Y1": 0.3792, "X2": 0.6671, "Y2": 0.379, "X3": 0.66579, "Y3": 0.3948, "X4": 0.57012, "Y4": 0.3918, "page": 0, "Index": 656}, {"Word": "218-1917", "Confidence": 0.573, "X1": 0.68545, "Y1": 0.3762, "X2": 0.77064, "Y2": 0.376, "X3": 0.76933, "Y3": 0.3938, "X4": 0.68414, "Y4": 0.3918, "page": 0, "Index": 657}, {"Word": "7.", "Confidence": 0.945, "X1": 0.01442, "Y1": 0.3952, "X2": 0.02883, "Y2": 0.395, "X3": 0.02883, "Y3": 0.4078, "X4": 0.01573, "Y4": 0.4078, "page": 0, "Index": 658}, {"Word": "8", "Confidence": 0.171, "X1": 0.01442, "Y1": 0.4142, "X2": 0.02359, "Y2": 0.414, "X3": 0.02359, "Y3": 0.4248, "X4": 0.01573, "Y4": 0.4258, "page": 0, "Index": 659}, {"Word": "9.", "Confidence": 0.89, "X1": 0.01573, "Y1": 0.4322, "X2": 0.02752, "Y2": 0.432, "X3": 0.02752, "Y3": 0.4418, "X4": 0.01573, "Y4": 0.4428, "page": 0, "Index": 660}, {"Word": "10.", "Confidence": 0.807, "X1": 0.0118, "Y1": 0.4502, "X2": 0.02752, "Y2": 0.45, "X3": 0.02752, "Y3": 0.4608, "X4": 0.0118, "Y4": 0.4608, "page": 0, "Index": 661}, {"Word": "11.", "Confidence": 0.965, "X1": 0.0118, "Y1": 0.4672, "X2": 0.02883, "Y2": 0.467, "X3": 0.03014, "Y3": 0.4778, "X4": 0.0118, "Y4": 0.4788, "page": 0, "Index": 662}, {"Word": "12.", "Confidence": 0.824, "X1": 0.01311, "Y1": 0.4852, "X2": 0.02752, "Y2": 0.485, "X3": 0.02883, "Y3": 0.4958, "X4": 0.01311, "Y4": 0.4968, "page": 0, "Index": 663}, {"Word": "13.", "Confidence": 0.932, "X1": 0.01311, "Y1": 0.5042, "X2": 0.02883, "Y2": 0.504, "X3": 0.03014, "Y3": 0.5128, "X4": 0.01311, "Y4": 0.5128, "page": 0, "Index": 664}, {"Word": "14.", "Confidence": 0.97, "X1": 0.0118, "Y1": 0.5212, "X2": 0.03014, "Y2": 0.521, "X3": 0.03014, "Y3": 0.5318, "X4": 0.0118, "Y4": 0.5318, "page": 0, "Index": 665}, {"Word": "15.", "Confidence": 0.995, "X1": 0.0118, "Y1": 0.5392, "X2": 0.03145, "Y2": 0.539, "X3": 0.03145, "Y3": 0.5488, "X4": 0.0118, "Y4": 0.5488, "page": 0, "Index": 666}, {"Word": "16.", "Confidence": 0.883, "X1": 0.01311, "Y1": 0.5562, "X2": 0.02883, "Y2": 0.556, "X3": 0.02883, "Y3": 0.5668, "X4": 0.01311, "Y4": 0.5658, "page": 0, "Index": 667}, {"Word": "17.", "Confidence": 0.994, "X1": 0.01311, "Y1": 0.5742, "X2": 0.03014, "Y2": 0.574, "X3": 0.03014, "Y3": 0.5838, "X4": 0.01311, "Y4": 0.5838, "page": 0, "Index": 668}, {"Word": "18", "Confidence": 0.997, "X1": 0.01311, "Y1": 0.5922, "X2": 0.02359, "Y2": 0.592, "X3": 0.0249, "Y3": 0.6008, "X4": 0.01311, "Y4": 0.6018, "page": 0, "Index": 669}, {"Word": "19.", "Confidence": 0.992, "X1": 0.01311, "Y1": 0.6102, "X2": 0.03014, "Y2": 0.61, "X3": 0.03014, "Y3": 0.6198, "X4": 0.01311, "Y4": 0.6198, "page": 0, "Index": 670}, {"Word": "20.", "Confidence": 0.894, "X1": 0.01048, "Y1": 0.6282, "X2": 0.03014, "Y2": 0.628, "X3": 0.03014, "Y3": 0.6368, "X4": 0.01048, "Y4": 0.6368, "page": 0, "Index": 671}, {"Word": "21.", "Confidence": 0.885, "X1": 0.01048, "Y1": 0.6452, "X2": 0.02883, "Y2": 0.645, "X3": 0.02883, "Y3": 0.6548, "X4": 0.01048, "Y4": 0.6548, "page": 0, "Index": 672}, {"Word": "22", "Confidence": 0.998, "X1": 0.0118, "Y1": 0.6632, "X2": 0.02621, "Y2": 0.663, "X3": 0.02621, "Y3": 0.6728, "X4": 0.0118, "Y4": 0.6718, "page": 0, "Index": 673}, {"Word": "23.", "Confidence": 0.941, "X1": 0.0118, "Y1": 0.6802, "X2": 0.03277, "Y2": 0.68, "X3": 0.03277, "Y3": 0.6908, "X4": 0.0118, "Y4": 0.6898, "page": 0, "Index": 674}, {"Word": "24.", "Confidence": 0.981, "X1": 0.01311, "Y1": 0.6982, "X2": 0.03145, "Y2": 0.698, "X3": 0.03145, "Y3": 0.7078, "X4": 0.01311, "Y4": 0.7078, "page": 0, "Index": 675}, {"Word": "25.", "Confidence": 0.668, "X1": 0.0118, "Y1": 0.7152, "X2": 0.03014, "Y2": 0.715, "X3": 0.03014, "Y3": 0.7258, "X4": 0.0118, "Y4": 0.7258, "page": 0, "Index": 676}, {"Word": "AFFIDAVIT", "Confidence": 0.991, "X1": 0.33421, "Y1": 0.7362, "X2": 0.40629, "Y2": 0.736, "X3": 0.40629, "Y3": 0.7488, "X4": 0.33421, "Y4": 0.7478, "page": 0, "Index": 677}, {"Word": "STATE", "Confidence": 0.955, "X1": 0.00524, "Y1": 0.7492, "X2": 0.0367, "Y2": 0.749, "X3": 0.0367, "Y3": 0.7588, "X4": 0.00524, "Y4": 0.7588, "page": 0, "Index": 678}, {"Word": "OF", "Confidence": 0.998, "X1": 0.03932, "Y1": 0.7482, "X2": 0.05505, "Y2": 0.748, "X3": 0.05505, "Y3": 0.7598, "X4": 0.03932, "Y4": 0.7588, "page": 0, "Index": 679}, {"Word": "ARKANSAS", "Confidence": 0.295, "X1": 0.05767, "Y1": 0.7492, "X2": 0.11927, "Y2": 0.749, "X3": 0.11927, "Y3": 0.7608, "X4": 0.05767, "Y4": 0.7598, "page": 0, "Index": 680}, {"Word": "COUNTY", "Confidence": 0.968, "X1": 0.00524, "Y1": 0.7582, "X2": 0.04718, "Y2": 0.758, "X3": 0.04718, "Y3": 0.7698, "X4": 0.00524, "Y4": 0.7698, "page": 0, "Index": 681}, {"Word": "OF", "Confidence": 0.845, "X1": 0.0498, "Y1": 0.7572, "X2": 0.06815, "Y2": 0.757, "X3": 0.06815, "Y3": 0.7698, "X4": 0.0498, "Y4": 0.7698, "page": 0, "Index": 682}, {"Word": "Purcola", "Confidence": 0.089, "X1": 0.07339, "Y1": 0.7562, "X2": 0.16907, "Y2": 0.756, "X3": 0.16907, "Y3": 0.7718, "X4": 0.07339, "Y4": 0.7698, "page": 0, "Index": 683}, {"Word": "Ss", "Confidence": 0.314, "X1": 0.19004, "Y1": 0.7572, "X2": 0.20708, "Y2": 0.757, "X3": 0.20708, "Y3": 0.7718, "X4": 0.19135, "Y4": 0.7718, "page": 0, "Index": 684}, {"Word": "skry", "Confidence": 0.059, "X1": 0.0983, "Y1": 0.7772, "X2": 0.18349, "Y2": 0.777, "X3": 0.18349, "Y3": 0.7928, "X4": 0.0983, "Y4": 0.7938, "page": 0, "Index": 685}, {"Word": "being", "Confidence": 0.815, "X1": 0.19659, "Y1": 0.7782, "X2": 0.2228, "Y2": 0.778, "X3": 0.2228, "Y3": 0.7928, "X4": 0.19659, "Y4": 0.7928, "page": 0, "Index": 686}, {"Word": "first", "Confidence": 0.69, "X1": 0.22543, "Y1": 0.7792, "X2": 0.2464, "Y2": 0.779, "X3": 0.2464, "Y3": 0.7928, "X4": 0.22543, "Y4": 0.7928, "page": 0, "Index": 687}, {"Word": "dely", "Confidence": 0.684, "X1": 0.25033, "Y1": 0.7802, "X2": 0.2713, "Y2": 0.78, "X3": 0.2713, "Y3": 0.7928, "X4": 0.25033, "Y4": 0.7928, "page": 0, "Index": 688}, {"Word": "sworn,", "Confidence": 0.094, "X1": 0.27523, "Y1": 0.7802, "X2": 0.30668, "Y2": 0.78, "X3": 0.30668, "Y3": 0.7918, "X4": 0.27523, "Y4": 0.7928, "page": 0, "Index": 689}, {"Word": "state", "Confidence": 0.979, "X1": 0.31062, "Y1": 0.7812, "X2": 0.33421, "Y2": 0.781, "X3": 0.33421, "Y3": 0.7918, "X4": 0.31062, "Y4": 0.7918, "page": 0, "Index": 690}, {"Word": "that", "Confidence": 0.971, "X1": 0.33683, "Y1": 0.7812, "X2": 0.35649, "Y2": 0.781, "X3": 0.35649, "Y3": 0.7918, "X4": 0.33683, "Y4": 0.7918, "page": 0, "Index": 691}, {"Word": "the", "Confidence": 0.943, "X1": 0.35911, "Y1": 0.7822, "X2": 0.37615, "Y2": 0.782, "X3": 0.37615, "Y3": 0.7918, "X4": 0.35911, "Y4": 0.7918, "page": 0, "Index": 692}, {"Word": "foregoing", "Confidence": 0.281, "X1": 0.38008, "Y1": 0.7822, "X2": 0.42464, "Y2": 0.782, "X3": 0.42595, "Y3": 0.7918, "X4": 0.38008, "Y4": 0.7918, "page": 0, "Index": 693}, {"Word": "persona", "Confidence": 0.695, "X1": 0.42857, "Y1": 0.7832, "X2": 0.46265, "Y2": 0.783, "X3": 0.46396, "Y3": 0.7928, "X4": 0.42857, "Y4": 0.7918, "page": 0, "Index": 694}, {"Word": "algoed", "Confidence": 0.152, "X1": 0.46658, "Y1": 0.7832, "X2": 0.50066, "Y2": 0.783, "X3": 0.50066, "Y3": 0.7928, "X4": 0.46658, "Y4": 0.7928, "page": 0, "Index": 695}, {"Word": "this", "Confidence": 0.747, "X1": 0.50459, "Y1": 0.7832, "X2": 0.52163, "Y2": 0.783, "X3": 0.52163, "Y3": 0.7928, "X4": 0.50459, "Y4": 0.7928, "page": 0, "Index": 696}, {"Word": "sheet", "Confidence": 0.079, "X1": 0.52425, "Y1": 0.7832, "X2": 0.55177, "Y2": 0.783, "X3": 0.55308, "Y3": 0.7928, "X4": 0.52425, "Y4": 0.7928, "page": 0, "Index": 697}, {"Word": "of", "Confidence": 0.93, "X1": 0.5557, "Y1": 0.7832, "X2": 0.56619, "Y2": 0.783, "X3": 0.56619, "Y3": 0.7928, "X4": 0.5557, "Y4": 0.7928, "page": 0, "Index": 698}, {"Word": "the", "Confidence": 0.943, "X1": 0.56881, "Y1": 0.7832, "X2": 0.58322, "Y2": 0.783, "X3": 0.58322, "Y3": 0.7928, "X4": 0.56881, "Y4": 0.7928, "page": 0, "Index": 699}, {"Word": "foregoing", "Confidence": 0.745, "X1": 0.58716, "Y1": 0.7832, "X2": 0.63434, "Y2": 0.783, "X3": 0.63565, "Y3": 0.7938, "X4": 0.58716, "Y4": 0.7928, "page": 0, "Index": 700}, {"Word": "petition", "Confidence": 0.655, "X1": 0.63827, "Y1": 0.7822, "X2": 0.67497, "Y2": 0.782, "X3": 0.67497, "Y3": 0.7938, "X4": 0.63827, "Y4": 0.7938, "page": 0, "Index": 701}, {"Word": "and", "Confidence": 0.984, "X1": 0.6789, "Y1": 0.7822, "X2": 0.69725, "Y2": 0.782, "X3": 0.69725, "Y3": 0.7948, "X4": 0.6789, "Y4": 0.7938, "page": 0, "Index": 702}, {"Word": "each", "Confidence": 0.79, "X1": 0.70118, "Y1": 0.7812, "X2": 0.72215, "Y2": 0.781, "X3": 0.72215, "Y3": 0.7948, "X4": 0.70118, "Y4": 0.7948, "page": 0, "Index": 703}, {"Word": "of", "Confidence": 0.997, "X1": 0.72477, "Y1": 0.7812, "X2": 0.74312, "Y2": 0.781, "X3": 0.74312, "Y3": 0.7948, "X4": 0.72608, "Y4": 0.7948, "page": 0, "Index": 704}, {"Word": "these", "Confidence": 0.224, "X1": 0.00524, "Y1": 0.7922, "X2": 0.02621, "Y2": 0.792, "X3": 0.02621, "Y3": 0.8028, "X4": 0.00524, "Y4": 0.8028, "page": 0, "Index": 705}, {"Word": "signed", "Confidence": 0.618, "X1": 0.02883, "Y1": 0.7922, "X2": 0.06029, "Y2": 0.792, "X3": 0.06029, "Y3": 0.8028, "X4": 0.02883, "Y4": 0.8028, "page": 0, "Index": 706}, {"Word": "his", "Confidence": 0.781, "X1": 0.06291, "Y1": 0.7922, "X2": 0.07864, "Y2": 0.792, "X3": 0.07864, "Y3": 0.8028, "X4": 0.06291, "Y4": 0.8028, "page": 0, "Index": 707}, {"Word": "name", "Confidence": 0.833, "X1": 0.08126, "Y1": 0.7922, "X2": 0.10878, "Y2": 0.792, "X3": 0.10878, "Y3": 0.8028, "X4": 0.08126, "Y4": 0.8028, "page": 0, "Index": 708}, {"Word": "thereinte", "Confidence": 0.611, "X1": 0.1114, "Y1": 0.7922, "X2": 0.1599, "Y2": 0.792, "X3": 0.1599, "Y3": 0.8028, "X4": 0.1114, "Y4": 0.8028, "page": 0, "Index": 709}, {"Word": "in", "Confidence": 0.941, "X1": 0.16252, "Y1": 0.7922, "X2": 0.173, "Y2": 0.792, "X3": 0.173, "Y3": 0.8028, "X4": 0.16252, "Y4": 0.8028, "page": 0, "Index": 710}, {"Word": "fig", "Confidence": 0.113, "X1": 0.17693, "Y1": 0.7922, "X2": 0.19135, "Y2": 0.792, "X3": 0.19135, "Y3": 0.8028, "X4": 0.17693, "Y4": 0.8028, "page": 0, "Index": 711}, {"Word": "presence.", "Confidence": 0.86, "X1": 0.19528, "Y1": 0.7922, "X2": 0.24115, "Y2": 0.792, "X3": 0.24115, "Y3": 0.8028, "X4": 0.19528, "Y4": 0.8028, "page": 0, "Index": 712}, {"Word": "I", "Confidence": 0.668, "X1": 0.24377, "Y1": 0.7922, "X2": 0.24902, "Y2": 0.792, "X3": 0.24902, "Y3": 0.8028, "X4": 0.24377, "Y4": 0.8028, "page": 0, "Index": 713}, {"Word": "believe", "Confidence": 0.257, "X1": 0.25164, "Y1": 0.7922, "X2": 0.28571, "Y2": 0.792, "X3": 0.28571, "Y3": 0.8028, "X4": 0.25164, "Y4": 0.8028, "page": 0, "Index": 714}, {"Word": "that", "Confidence": 0.038, "X1": 0.28834, "Y1": 0.7922, "X2": 0.30931, "Y2": 0.792, "X3": 0.30931, "Y3": 0.8028, "X4": 0.28834, "Y4": 0.8028, "page": 0, "Index": 715}, {"Word": "each", "Confidence": 0.981, "X1": 0.31324, "Y1": 0.7922, "X2": 0.33552, "Y2": 0.792, "X3": 0.33552, "Y3": 0.8028, "X4": 0.31324, "Y4": 0.8028, "page": 0, "Index": 716}, {"Word": "hgs", "Confidence": 0.146, "X1": 0.33814, "Y1": 0.7922, "X2": 0.35518, "Y2": 0.792, "X3": 0.35518, "Y3": 0.8028, "X4": 0.33814, "Y4": 0.8028, "page": 0, "Index": 717}, {"Word": "stated", "Confidence": 0.79, "X1": 0.3578, "Y1": 0.7922, "X2": 0.38663, "Y2": 0.792, "X3": 0.38663, "Y3": 0.8038, "X4": 0.3578, "Y4": 0.8028, "page": 0, "Index": 718}, {"Word": "Kle", "Confidence": 0.005, "X1": 0.38925, "Y1": 0.7922, "X2": 0.40498, "Y2": 0.792, "X3": 0.40498, "Y3": 0.8038, "X4": 0.38925, "Y4": 0.8038, "page": 0, "Index": 719}, {"Word": "sffime,", "Confidence": 0.167, "X1": 0.4076, "Y1": 0.7922, "X2": 0.43775, "Y2": 0.792, "X3": 0.43775, "Y3": 0.8038, "X4": 0.4076, "Y4": 0.8038, "page": 0, "Index": 720}, {"Word": "date", "Confidence": 0.857, "X1": 0.44037, "Y1": 0.7922, "X2": 0.46134, "Y2": 0.792, "X3": 0.46134, "Y3": 0.8038, "X4": 0.44037, "Y4": 0.8038, "page": 0, "Index": 721}, {"Word": "of", "Confidence": 0.885, "X1": 0.46527, "Y1": 0.7922, "X2": 0.47444, "Y2": 0.792, "X3": 0.47444, "Y3": 0.8038, "X4": 0.46527, "Y4": 0.8038, "page": 0, "Index": 722}, {"Word": "birth,", "Confidence": 0.885, "X1": 0.47706, "Y1": 0.7932, "X2": 0.5059, "Y2": 0.793, "X3": 0.5059, "Y3": 0.8038, "X4": 0.47706, "Y4": 0.8038, "page": 0, "Index": 723}, {"Word": "residence", "Confidence": 0.613, "X1": 0.50852, "Y1": 0.7932, "X2": 0.5557, "Y2": 0.793, "X3": 0.5557, "Y3": 0.8038, "X4": 0.50852, "Y4": 0.8038, "page": 0, "Index": 724}, {"Word": "end", "Confidence": 0.883, "X1": 0.55832, "Y1": 0.7932, "X2": 0.57798, "Y2": 0.793, "X3": 0.57798, "Y3": 0.8048, "X4": 0.55832, "Y4": 0.8048, "page": 0, "Index": 725}, {"Word": "town", "Confidence": 0.615, "X1": 0.5806, "Y1": 0.7932, "X2": 0.6055, "Y2": 0.793, "X3": 0.6055, "Y3": 0.8048, "X4": 0.5806, "Y4": 0.8048, "page": 0, "Index": 726}, {"Word": "of", "Confidence": 0.965, "X1": 0.60813, "Y1": 0.7932, "X2": 0.6173, "Y2": 0.793, "X3": 0.6173, "Y3": 0.8048, "X4": 0.60813, "Y4": 0.8048, "page": 0, "Index": 727}, {"Word": "residence", "Confidence": 0.526, "X1": 0.62123, "Y1": 0.7942, "X2": 0.6671, "Y2": 0.794, "X3": 0.6671, "Y3": 0.8048, "X4": 0.62123, "Y4": 0.8048, "page": 0, "Index": 728}, {"Word": "correctly,", "Confidence": 0.646, "X1": 0.66972, "Y1": 0.7942, "X2": 0.7156, "Y2": 0.794, "X3": 0.7156, "Y3": 0.8058, "X4": 0.66972, "Y4": 0.8048, "page": 0, "Index": 729}, {"Word": "and", "Confidence": 0.676, "X1": 0.71822, "Y1": 0.7942, "X2": 0.73919, "Y2": 0.794, "X3": 0.73919, "Y3": 0.8058, "X4": 0.71822, "Y4": 0.8058, "page": 0, "Index": 730}, {"Word": "that", "Confidence": 0.69, "X1": 0.00524, "Y1": 0.8042, "X2": 0.02228, "Y2": 0.804, "X3": 0.01966, "Y3": 0.8128, "X4": 0.00262, "Y4": 0.8128, "page": 0, "Index": 731}, {"Word": "each", "Confidence": 0.827, "X1": 0.0249, "Y1": 0.8042, "X2": 0.04587, "Y2": 0.804, "X3": 0.04456, "Y3": 0.8138, "X4": 0.02359, "Y4": 0.8128, "page": 0, "Index": 732}, {"Word": "signer", "Confidence": 0.522, "X1": 0.04849, "Y1": 0.8042, "X2": 0.07864, "Y2": 0.804, "X3": 0.07733, "Y3": 0.8138, "X4": 0.04718, "Y4": 0.8138, "page": 0, "Index": 733}, {"Word": "is", "Confidence": 0.683, "X1": 0.08126, "Y1": 0.8042, "X2": 0.09043, "Y2": 0.804, "X3": 0.08912, "Y3": 0.8138, "X4": 0.07995, "Y4": 0.8138, "page": 0, "Index": 734}, {"Word": "a", "Confidence": 0.161, "X1": 0.09305, "Y1": 0.8042, "X2": 0.0983, "Y2": 0.804, "X3": 0.09699, "Y3": 0.8138, "X4": 0.09174, "Y4": 0.8138, "page": 0, "Index": 735}, {"Word": "legal", "Confidence": 0.878, "X1": 0.10092, "Y1": 0.8042, "X2": 0.12451, "Y2": 0.804, "X3": 0.1232, "Y3": 0.8138, "X4": 0.09961, "Y4": 0.8138, "page": 0, "Index": 736}, {"Word": "voter", "Confidence": 0.788, "X1": 0.12844, "Y1": 0.8042, "X2": 0.15334, "Y2": 0.804, "X3": 0.15203, "Y3": 0.8138, "X4": 0.12713, "Y4": 0.8138, "page": 0, "Index": 737}, {"Word": "of", "Confidence": 0.637, "X1": 0.15596, "Y1": 0.8042, "X2": 0.16383, "Y2": 0.804, "X3": 0.16383, "Y3": 0.8138, "X4": 0.15465, "Y4": 0.8138, "page": 0, "Index": 738}, {"Word": "the", "Confidence": 0.994, "X1": 0.16776, "Y1": 0.8032, "X2": 0.18349, "Y2": 0.803, "X3": 0.18349, "Y3": 0.8138, "X4": 0.16645, "Y4": 0.8138, "page": 0, "Index": 739}, {"Word": "Stata", "Confidence": 0.848, "X1": 0.18611, "Y1": 0.8022, "X2": 0.21232, "Y2": 0.802, "X3": 0.21232, "Y3": 0.8138, "X4": 0.18611, "Y4": 0.8138, "page": 0, "Index": 740}, {"Word": "ef", "Confidence": 0.852, "X1": 0.21494, "Y1": 0.8022, "X2": 0.22543, "Y2": 0.802, "X3": 0.22412, "Y3": 0.8128, "X4": 0.21494, "Y4": 0.8138, "page": 0, "Index": 741}, {"Word": "Arkansas,", "Confidence": 0.101, "X1": 0.22805, "Y1": 0.7992, "X2": 0.28309, "Y2": 0.799, "X3": 0.28309, "Y3": 0.8118, "X4": 0.22805, "Y4": 0.8128, "page": 0, "Index": 742}, {"Word": "Dechan", "Confidence": 0.648, "X1": 0.27654, "Y1": 0.8122, "X2": 0.33552, "Y2": 0.812, "X3": 0.33683, "Y3": 0.8238, "X4": 0.27785, "Y4": 0.8248, "page": 0, "Index": 743}, {"Word": "Onaty", "Confidence": 0.063, "X1": 0.33814, "Y1": 0.8132, "X2": 0.36697, "Y2": 0.813, "X3": 0.36828, "Y3": 0.8238, "X4": 0.33945, "Y4": 0.8238, "page": 0, "Index": 744}, {"Word": "Cuando", "Confidence": 0.112, "X1": 0.3709, "Y1": 0.8132, "X2": 0.41284, "Y2": 0.813, "X3": 0.41415, "Y3": 0.8258, "X4": 0.37221, "Y4": 0.8238, "page": 0, "Index": 745}, {"Word": "County.", "Confidence": 0.732, "X1": 0.49148, "Y1": 0.8022, "X2": 0.53735, "Y2": 0.802, "X3": 0.53735, "Y3": 0.8198, "X4": 0.49148, "Y4": 0.8198, "page": 0, "Index": 746}, {"Word": "Claudans", "Confidence": 0.117, "X1": 0.46003, "Y1": 0.8112, "X2": 0.55046, "Y2": 0.811, "X3": 0.55308, "Y3": 0.8438, "X4": 0.46134, "Y4": 0.8438, "page": 0, "Index": 747}, {"Word": "L.", "Confidence": 0.339, "X1": 0.55963, "Y1": 0.8112, "X2": 0.5924, "Y2": 0.811, "X3": 0.59371, "Y3": 0.8448, "X4": 0.56094, "Y4": 0.8448, "page": 0, "Index": 748}, {"Word": "Race", "Confidence": 0.194, "X1": 0.60026, "Y1": 0.8112, "X2": 0.67104, "Y2": 0.811, "X3": 0.67235, "Y3": 0.8448, "X4": 0.60288, "Y4": 0.8448, "page": 0, "Index": 749}, {"Word": "R+7,", "Confidence": 0.206, "X1": 0.4692, "Y1": 0.8432, "X2": 0.51507, "Y2": 0.843, "X3": 0.51376, "Y3": 0.8698, "X4": 0.46789, "Y4": 0.8698, "page": 0, "Index": 750}, {"Word": "Ba", "Confidence": 0.33, "X1": 0.52031, "Y1": 0.8442, "X2": 0.55439, "Y2": 0.844, "X3": 0.55439, "Y3": 0.8698, "X4": 0.52031, "Y4": 0.8698, "page": 0, "Index": 751}, {"Word": "315", "Confidence": 0.319, "X1": 0.56356, "Y1": 0.8452, "X2": 0.60419, "Y2": 0.845, "X3": 0.60419, "Y3": 0.8698, "X4": 0.56356, "Y4": 0.8698, "page": 0, "Index": 752}, {"Word": "Nithereis", "Confidence": 0.111, "X1": 0.61075, "Y1": 0.8482, "X2": 0.71691, "Y2": 0.848, "X3": 0.71691, "Y3": 0.8698, "X4": 0.61075, "Y4": 0.8698, "page": 0, "Index": 753}, {"Word": "1st", "Confidence": 0.704, "X1": 0.27785, "Y1": 0.8632, "X2": 0.31455, "Y2": 0.863, "X3": 0.31848, "Y3": 0.8858, "X4": 0.27785, "Y4": 0.8898, "page": 0, "Index": 754}, {"Word": "day", "Confidence": 0.662, "X1": 0.35387, "Y1": 0.8722, "X2": 0.36042, "Y2": 0.872, "X3": 0.36042, "Y3": 0.8968, "X4": 0.35387, "Y4": 0.8968, "page": 0, "Index": 755}, {"Word": "of", "Confidence": 0.681, "X1": 0.36566, "Y1": 0.8712, "X2": 0.38925, "Y2": 0.871, "X3": 0.38925, "Y3": 0.8958, "X4": 0.36566, "Y4": 0.8968, "page": 0, "Index": 756}, {"Word": "June", "Confidence": 0.81, "X1": 0.39712, "Y1": 0.8692, "X2": 0.46134, "Y2": 0.869, "X3": 0.46134, "Y3": 0.8928, "X4": 0.39712, "Y4": 0.8948, "page": 0, "Index": 757}, {"Word": "Dersar", "Confidence": 0.081, "X1": 0.47051, "Y1": 0.8682, "X2": 0.54653, "Y2": 0.868, "X3": 0.54653, "Y3": 0.8898, "X4": 0.4692, "Y4": 0.8928, "page": 0, "Index": 758}, {"Word": "AR", "Confidence": 0.604, "X1": 0.55439, "Y1": 0.8692, "X2": 0.5924, "Y2": 0.869, "X3": 0.5924, "Y3": 0.8898, "X4": 0.55439, "Y4": 0.8898, "page": 0, "Index": 759}, {"Word": "71639", "Confidence": 0.884, "X1": 0.6055, "Y1": 0.8712, "X2": 0.67759, "Y2": 0.871, "X3": 0.67628, "Y3": 0.8888, "X4": 0.60419, "Y4": 0.8898, "page": 0, "Index": 760}, {"Word": ".1992.", "Confidence": 0.687, "X1": 0.69987, "Y1": 0.8812, "X2": 0.73657, "Y2": 0.881, "X3": 0.73657, "Y3": 0.8918, "X4": 0.69987, "Y4": 0.8918, "page": 0, "Index": 761}, {"Word": "NOTARY", "Confidence": 0.61, "X1": 0.33028, "Y1": 0.9032, "X2": 0.36828, "Y2": 0.903, "X3": 0.36697, "Y3": 0.9138, "X4": 0.33028, "Y4": 0.9138, "page": 0, "Index": 762}, {"Word": "PUBLIC", "Confidence": 0.111, "X1": 0.3709, "Y1": 0.9032, "X2": 0.40891, "Y2": 0.903, "X3": 0.4076, "Y3": 0.9138, "X4": 0.36959, "Y4": 0.9138, "page": 0, "Index": 763}, {"Word": "9-25-99", "Confidence": 0.93, "X1": 0.13106, "Y1": 0.9092, "X2": 0.22674, "Y2": 0.909, "X3": 0.22805, "Y3": 0.9278, "X4": 0.13106, "Y4": 0.9318, "page": 0, "Index": 764}, {"Word": "My", "Confidence": 0.919, "X1": 0.00262, "Y1": 0.9192, "X2": 0.00655, "Y2": 0.919, "X3": 0.00786, "Y3": 0.9338, "X4": 0.00262, "Y4": 0.9338, "page": 0, "Index": 765}, {"Word": "Commission", "Confidence": 0.442, "X1": 0.0118, "Y1": 0.9142, "X2": 0.07077, "Y2": 0.914, "X3": 0.07208, "Y3": 0.9328, "X4": 0.01311, "Y4": 0.9338, "page": 0, "Index": 766}, {"Word": "Explose", "Confidence": 0.125, "X1": 0.07602, "Y1": 0.9122, "X2": 0.1232, "Y2": 0.912, "X3": 0.12451, "Y3": 0.9318, "X4": 0.07602, "Y4": 0.9328, "page": 0, "Index": 767}, {"Word": "Please", "Confidence": 0.77, "X1": 0.33159, "Y1": 0.9192, "X2": 0.36304, "Y2": 0.919, "X3": 0.36304, "Y3": 0.9298, "X4": 0.33159, "Y4": 0.9298, "page": 0, "Index": 768}, {"Word": "Return", "Confidence": 0.624, "X1": 0.36697, "Y1": 0.9192, "X2": 0.40498, "Y2": 0.919, "X3": 0.40367, "Y3": 0.9298, "X4": 0.36566, "Y4": 0.9298, "page": 0, "Index": 769}, {"Word": "When", "Confidence": 0.643, "X1": 0.4076, "Y1": 0.9192, "X2": 0.43775, "Y2": 0.919, "X3": 0.43775, "Y3": 0.9308, "X4": 0.4076, "Y4": 0.9298, "page": 0, "Index": 770}, {"Word": "Completed", "Confidence": 0.882, "X1": 0.44037, "Y1": 0.9212, "X2": 0.50197, "Y2": 0.921, "X3": 0.50066, "Y3": 0.9328, "X4": 0.44037, "Y4": 0.9308, "page": 0, "Index": 771}, {"Word": "TO:", "Confidence": 0.885, "X1": 0.50459, "Y1": 0.9212, "X2": 0.52949, "Y2": 0.921, "X3": 0.52818, "Y3": 0.9338, "X4": 0.50328, "Y4": 0.9328, "page": 0, "Index": 772}, {"Word": "COALITION", "Confidence": 0.982, "X1": 0.33421, "Y1": 0.9302, "X2": 0.3945, "Y2": 0.93, "X3": 0.39318, "Y3": 0.9388, "X4": 0.3329, "Y4": 0.9388, "page": 0, "Index": 773}, {"Word": "1100", "Confidence": 0.72, "X1": 0.33421, "Y1": 0.9392, "X2": 0.35387, "Y2": 0.939, "X3": 0.35387, "Y3": 0.9478, "X4": 0.33421, "Y4": 0.9478, "page": 0, "Index": 774}, {"Word": "N.", "Confidence": 0.9, "X1": 0.35649, "Y1": 0.9392, "X2": 0.36959, "Y2": 0.939, "X3": 0.36959, "Y3": 0.9478, "X4": 0.35649, "Y4": 0.9478, "page": 0, "Index": 775}, {"Word": "University,", "Confidence": 0.612, "X1": 0.37221, "Y1": 0.9392, "X2": 0.43119, "Y2": 0.939, "X3": 0.43119, "Y3": 0.9478, "X4": 0.3709, "Y4": 0.9478, "page": 0, "Index": 776}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.39843, "Y1": 0.9302, "X2": 0.42202, "Y2": 0.93, "X3": 0.42071, "Y3": 0.9388, "X4": 0.39712, "Y4": 0.9388, "page": 0, "Index": 777}, {"Word": "A", "Confidence": 0.993, "X1": 0.42595, "Y1": 0.9302, "X2": 0.43381, "Y2": 0.93, "X3": 0.4325, "Y3": 0.9388, "X4": 0.42595, "Y4": 0.9388, "page": 0, "Index": 778}, {"Word": "Suite", "Confidence": 0.21, "X1": 0.43381, "Y1": 0.9392, "X2": 0.46265, "Y2": 0.939, "X3": 0.46396, "Y3": 0.9478, "X4": 0.43381, "Y4": 0.9478, "page": 0, "Index": 779}, {"Word": "HEALTHIER", "Confidence": 0.781, "X1": 0.43644, "Y1": 0.9302, "X2": 0.50721, "Y2": 0.93, "X3": 0.50721, "Y3": 0.9388, "X4": 0.43644, "Y4": 0.9388, "page": 0, "Index": 780}, {"Word": "243", "Confidence": 0.661, "X1": 0.46527, "Y1": 0.9392, "X2": 0.48624, "Y2": 0.939, "X3": 0.48624, "Y3": 0.9478, "X4": 0.46527, "Y4": 0.9478, "page": 0, "Index": 781}, {"Word": "ARKANSAS", "Confidence": 0.993, "X1": 0.51245, "Y1": 0.9292, "X2": 0.57667, "Y2": 0.929, "X3": 0.57667, "Y3": 0.9388, "X4": 0.51245, "Y4": 0.9388, "page": 0, "Index": 782}, {"Word": "Little", "Confidence": 0.621, "X1": 0.3329, "Y1": 0.9482, "X2": 0.36173, "Y2": 0.948, "X3": 0.36042, "Y3": 0.9568, "X4": 0.3329, "Y4": 0.9568, "page": 0, "Index": 783}, {"Word": "Rock,", "Confidence": 0.887, "X1": 0.36304, "Y1": 0.9482, "X2": 0.39318, "Y2": 0.948, "X3": 0.39318, "Y3": 0.9558, "X4": 0.36304, "Y4": 0.9568, "page": 0, "Index": 784}, {"Word": "AR", "Confidence": 0.998, "X1": 0.39581, "Y1": 0.9482, "X2": 0.41022, "Y2": 0.948, "X3": 0.41022, "Y3": 0.9558, "X4": 0.39581, "Y4": 0.9558, "page": 0, "Index": 785}, {"Word": "72245", "Confidence": 0.648, "X1": 0.41547, "Y1": 0.9482, "X2": 0.44561, "Y2": 0.948, "X3": 0.44561, "Y3": 0.9558, "X4": 0.41547, "Y4": 0.9558, "page": 0, "Index": 786}, {"Word": "001302", "Confidence": 0.994, "X1": 0.60944, "Y1": 0.9332, "X2": 0.69856, "Y2": 0.933, "X3": 0.69725, "Y3": 0.9518, "X4": 0.60813, "Y4": 0.9488, "page": 0, "Index": 787}, {"Word": "PHONE", "Confidence": 0.958, "X1": 0.33159, "Y1": 0.9572, "X2": 0.37221, "Y2": 0.957, "X3": 0.37221, "Y3": 0.9648, "X4": 0.33159, "Y4": 0.9658, "page": 0, "Index": 788}, {"Word": "OS-SMOK", "Confidence": 0.525, "X1": 0.37615, "Y1": 0.9572, "X2": 0.42857, "Y2": 0.957, "X3": 0.42857, "Y3": 0.9648, "X4": 0.37484, "Y4": 0.9648, "page": 0, "Index": 789}]}	"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"
ffwk0051	0	{"lines_data": [{"Word": "INSTRUCTIONS TO CANVASSERS AND SIGNERS", "Confidence": 0.9954, "X1": 0.1893, "Y1": 0.0272, "X2": 0.52742, "Y2": 0.027, "X3": 0.52872, "Y3": 0.0398, "X4": 0.1893, "Y4": 0.0408, "page": 0}, {"Word": "L Amender ent No. 7 to the Arkansas Constitucion gives to The people of the State of Arkan", "Confidence": 0.88122, "X1": 0.03003, "Y1": 0.0442, "X2": 0.42298, "Y2": 0.044, "X3": 0.42298, "Y3": 0.0538, "X4": 0.03003, "Y4": 0.0548, "page": 0}, {"Word": "ower to propose legislation or constitutional amendments", "Confidence": 0.58657, "X1": 0.46084, "Y1": 0.0452, "X2": 0.7141, "Y2": 0.045, "X3": 0.7141, "Y3": 0.0538, "X4": 0.46084, "Y4": 0.0538, "page": 0}, {"Word": "hy leidative petition, and to order the referendum against any genent act or any ltem of an appropriation bill, or measure passed by the General Assembly, The", "Confidence": 0.66707, "X1": 0.00522, "Y1": 0.0532, "X2": 0.71802, "Y2": 0.053, "X3": 0.71802, "Y3": 0.0618, "X4": 0.00522, "Y4": 0.0618, "page": 0}, {"Word": "pestilen must be signed by eight percert (4) of the legat voters In the case of proposed legislation, ton percent (10%) in the case of proposed constilvilona!", "Confidence": 0.67111, "X1": 0.00392, "Y1": 0.0612, "X2": 0.71671, "Y2": 0.061, "X3": 0.71671, "Y3": 0.0688, "X4": 0.00392, "Y4": 0.0698, "page": 0}, {"Word": "embedments, sod six percent [ont) in the case of s referendum. Th", "Confidence": 0.51683, "X1": 0.00653, "Y1": 0.0692, "X2": 0.29112, "Y2": 0.069, "X3": 0.29112, "Y3": 0.0758, "X4": 0.00653, "Y4": 0.0778, "page": 0}, {"Word": "unposed legislation er constitutional amendment must be submitted to the legal waters of the", "Confidence": 0.70364, "X1": 0.30548, "Y1": 0.0692, "X2": 0.71671, "Y2": 0.069, "X3": 0.71671, "Y3": 0.0768, "X4": 0.30548, "Y4": 0.0758, "page": 0}, {"Word": "Stale at a regular electiont referendum printloos may be mafarred", "Confidence": 0.4713, "X1": 0.00392, "Y1": 0.0772, "X2": 0.29504, "Y2": 0.077, "X3": 0.29504, "Y3": 0.0838, "X4": 0.00392, "Y4": 0.0848, "page": 0}, {"Word": "e people at", "Confidence": 0.82067, "X1": 0.31332, "Y1": 0.0772, "X2": 0.36554, "Y2": 0.077, "X3": 0.36554, "Y3": 0.0838, "X4": 0.31332, "Y4": 0.0838, "page": 0}, {"Word": "special elections w", "Confidence": 0.57133, "X1": 0.36684, "Y1": 0.0772, "X2": 0.44648, "Y2": 0.077, "X3": 0.44648, "Y3": 0.0828, "X4": 0.36684, "Y4": 0.0828, "page": 0}, {"Word": "en fiheen percent (15%) of the legel voters petition for auch", "Confidence": 0.57136, "X1": 0.44778, "Y1": 0.0762, "X2": 0.71802, "Y2": 0.076, "X3": 0.71802, "Y3": 0.0838, "X4": 0.44778, "Y4": 0.0838, "page": 0}, {"Word": "Ifecial election, Any measure EV", "Confidence": 0.4028, "X1": 0.00522, "Y1": 0.0852, "X2": 0.1423, "Y2": 0.085, "X3": 0.1423, "Y3": 0.0928, "X4": 0.00522, "Y4": 0.0928, "page": 0}, {"Word": "shall take", "Confidence": 0.802, "X1": 0.2376, "Y1": 0.0842, "X2": 0.2846, "Y2": 0.084, "X3": 0.2846, "Y3": 0.0918, "X4": 0.2376, "Y4": 0.0908, "page": 0}, {"Word": "ect and become a law whan approved by'e majority of the votes cast upon such measure,", "Confidence": 0.68537, "X1": 0.29243, "Y1": 0.0842, "X2": 0.68016, "Y2": 0.084, "X3": 0.68016, "Y3": 0.0918, "X4": 0.29243, "Y4": 0.0908, "page": 0}, {"Word": "2. Only legat voters may elgn, Printed names, dates of birth, residence, and olles er towns of residence must be given as an aid to verification. The pettien", "Confidence": 0.66921, "X1": 0.03133, "Y1": 0.0982, "X2": 0.71802, "Y2": 0.098, "X3": 0.71802, "Y3": 0.1078, "X4": 0.03133, "Y4": 0.1088, "page": 0}, {"Word": "should contain only the signatures of voters residing in a single county.", "Confidence": 0.542, "X1": 0.00392, "Y1": 0.1082, "X2": 0.31201, "Y2": 0.108, "X3": 0.31201, "Y3": 0.1158, "X4": 0.00392, "Y4": 0.1168, "page": 0}, {"Word": "3. All signatures must be affixed in lak or indelible pencil by the signers la their own handwridag In the presence of the persons circulating the petition,", "Confidence": 0.75211, "X1": 0.03264, "Y1": 0.1212, "X2": 0.68668, "Y2": 0.121, "X3": 0.68668, "Y3": 0.1318, "X4": 0.03264, "Y4": 0.1328, "page": 0}, {"Word": "4. De nat attach addisonal sheets to this pesition unless such sheets contain the full language of the position. Place as many times as possible on sich", "Confidence": 0.53319, "X1": 0.03133, "Y1": 0.1382, "X2": 0.71671, "Y2": 0.138, "X3": 0.71671, "Y3": 0.1478, "X4": 0.03133, "Y4": 0.1488, "page": 0}, {"Word": "pethen.", "Confidence": 0.609, "X1": 0.00261, "Y1": 0.1472, "X2": 0.04308, "Y2": 0.147, "X3": 0.04439, "Y3": 0.1558, "X4": 0.00261, "Y4": 0.1588, "page": 0}, {"Word": "4. De nat altach add", "Confidence": 0.5516, "X1": 0.03394, "Y1": 0.1402, "X2": 0.12402, "Y2": 0.14, "X3": 0.12402, "Y3": 0.1498, "X4": 0.03394, "Y4": 0.1488, "page": 0}, {"Word": "S. TO SIGN ANY NAME OTHER THAN YOUR OWN, TO KNOWINGLY SIGN YOUR NAME MORE THAN ONCE TO ANY PEITTION, TO KNOWINGLY SIGN YOUR", "Confidence": 0.87433, "X1": 0.02872, "Y1": 0.1532, "X2": 0.71802, "Y2": 0.153, "X3": 0.71802, "Y3": 0.1618, "X4": 0.02872, "Y4": 0.1638, "page": 0}, {"Word": "NAME WHEN YOU ARE NOT LEGALLY ENTITLED TO SIGN IT, TO KNOWINGLY AND FALSELY MISREPRESENT THE PURPOSE AND EFFECT OF THIS PETITION FOR", "Confidence": 0.86248, "X1": 0.00392, "Y1": 0.1622, "X2": 0.71671, "Y2": 0.162, "X3": 0.71671, "Y3": 0.1698, "X4": 0.00392, "Y4": 0.1718, "page": 0}, {"Word": "THE PURPOSE OF CAUSING ANYONE TO SIIN IT, OR TO KNOWINGLY MAKE A FALSE STATEMENT ON A PETITION VERIFICATION FORM SHALL CONSTITUTE A", "Confidence": 0.8417, "X1": 0.00131, "Y1": 0.1702, "X2": 0.71671, "Y2": 0.17, "X3": 0.71802, "Y3": 0.1788, "X4": 0.00131, "Y4": 0.1798, "page": 0}, {"Word": "CLASS \"A\" MISDEMEANOR AND SUBJECT THE OFTENOCR TO A FINE OF UP TO $1,000.00 AND IMPRISONMENT FOR UP TO ONE (!) YEAR.", "Confidence": 0.76305, "X1": 0.00392, "Y1": 0.1782, "X2": 0.61488, "Y2": 0.178, "X3": 0.61488, "Y3": 0.1868, "X4": 0.00392, "Y4": 0.1888, "page": 0}, {"Word": "The Attomey General Is by low required to certify the sufficiency of the popular name and ballot title of all intiative or referendum petitions. This certificaden", "Confidence": 0.59692, "X1": 0.03003, "Y1": 0.1932, "X2": 0.71932, "Y2": 0.193, "X3": 0.71932, "Y3": 0.2028, "X4": 0.03003, "Y4": 0.2048, "page": 0}, {"Word": "does not necessarily Indicate the approval or disappr", "Confidence": 0.67213, "X1": 0.00522, "Y1": 0.2042, "X2": 0.22977, "Y2": 0.204, "X3": 0.22977, "Y3": 0.2118, "X4": 0.00522, "Y4": 0.2128, "page": 0}, {"Word": "oval of the contents thercol.", "Confidence": 0.799, "X1": 0.23107, "Y1": 0.2032, "X2": 0.35379, "Y2": 0.203, "X3": 0.35379, "Y3": 0.2108, "X4": 0.23107, "Y4": 0.2118, "page": 0}, {"Word": "-", "Confidence": 0.958, "X1": 0.77937, "Y1": 0.2242, "X2": 0.77937, "Y2": 0.224, "X3": 0.76632, "Y3": 0.2218, "X4": 0.76501, "Y4": 0.2038, "page": 0}, {"Word": "foton bryant", "Confidence": 0.46, "X1": 0.48042, "Y1": 0.2422, "X2": 0.57702, "Y2": 0.242, "X3": 0.57702, "Y3": 0.2588, "X4": 0.48042, "Y4": 0.2588, "page": 0}, {"Word": "ATTORNEY GENERAL OF THE STATE OF ARKANSAS", "Confidence": 0.88843, "X1": 0.48172, "Y1": 0.2542, "X2": 0.71671, "Y2": 0.254, "X3": 0.71671, "Y3": 0.2658, "X4": 0.48172, "Y4": 0.2668, "page": 0}, {"Word": "County Canvassed", "Confidence": 0.8095, "X1": 0.0, "Y1": 0.2852, "X2": 0.09399, "Y2": 0.285, "X3": 0.0953, "Y3": 0.2968, "X4": 0.0, "Y4": 0.2988, "page": 0}, {"Word": "Decha", "Confidence": 0.927, "X1": 0.12924, "Y1": 0.2782, "X2": 0.22585, "Y2": 0.278, "X3": 0.22454, "Y3": 0.2968, "X4": 0.12924, "Y4": 0.2958, "page": 0}, {"Word": "Number of Signatures", "Confidence": 0.955, "X1": 0.30809, "Y1": 0.2842, "X2": 0.43342, "Y2": 0.284, "X3": 0.43342, "Y3": 0.2968, "X4": 0.30809, "Y4": 0.2978, "page": 0}, {"Word": "20", "Confidence": 0.855, "X1": 0.50653, "Y1": 0.2822, "X2": 0.55352, "Y2": 0.282, "X3": 0.55222, "Y3": 0.2978, "X4": 0.50522, "Y4": 0.2988, "page": 0}, {"Word": "INITIATIVE PETITION", "Confidence": 0.9625, "X1": 0.2859, "Y1": 0.3062, "X2": 0.43081, "Y2": 0.306, "X3": 0.43081, "Y3": 0.3198, "X4": 0.2859, "Y4": 0.3188, "page": 0}, {"Word": "TO THE HONORABLE W.J. \"MINI\" M.CUEN, SECRETARY OF STATE OF THE STATE OF ARKANSAS,", "Confidence": 0.78, "X1": 0.09922, "Y1": 0.3292, "X2": 0.6188, "Y2": 0.329, "X3": 0.6188, "Y3": 0.3408, "X4": 0.09922, "Y4": 0.3418, "page": 0}, {"Word": "We, the undersigned legal voters of the state of Arkansas, respectfully propose the following set, to wit:", "Confidence": 0.73147, "X1": 0.10705, "Y1": 0.3442, "X2": 0.61097, "Y2": 0.344, "X3": 0.61097, "Y3": 0.3558, "X4": 0.10705, "Y4": 0.3578, "page": 0}, {"Word": "(Popular Naras)", "Confidence": 0.722, "X1": 0.31593, "Y1": 0.3672, "X2": 0.4047, "Y2": 0.367, "X3": 0.4047, "Y3": 0.3778, "X4": 0.31593, "Y4": 0.3788, "page": 0}, {"Word": "CIGARETTE AND TOBACCO PRODUCTS TAX ACT", "Confidence": 0.89517, "X1": 0.21279, "Y1": 0.3772, "X2": 0.51044, "Y2": 0.377, "X3": 0.51044, "Y3": 0.3878, "X4": 0.21279, "Y4": 0.3888, "page": 0}, {"Word": "(Ballot Title)", "Confidence": 0.7945, "X1": 0.12794, "Y1": 0.3962, "X2": 0.20888, "Y2": 0.396, "X3": 0.20888, "Y3": 0.4078, "X4": 0.12794, "Y4": 0.4078, "page": 0}, {"Word": "(d) Tabacco use causes substantial enviren", "Confidence": 0.458, "X1": 0.40339, "Y1": 0.3962, "X2": 0.61358, "Y2": 0.396, "X3": 0.61358, "Y3": 0.4068, "X4": 0.40339, "Y4": 0.4058, "page": 0}, {"Word": "stal datnage, and", "Confidence": 0.70667, "X1": 0.63055, "Y1": 0.3962, "X2": 0.7141, "Y2": 0.396, "X3": 0.7141, "Y3": 0.4048, "X4": 0.63055, "Y4": 0.4048, "page": 0}, {"Word": "property damage and leas of life doe to fire.", "Confidence": 0.65222, "X1": 0.40731, "Y1": 0.4042, "X2": 0.5953, "Y2": 0.404, "X3": 0.5953, "Y3": 0.4128, "X4": 0.40731, "Y4": 0.4128, "page": 0}, {"Word": "AN INITIATED ACT OF THE STATE OF ARKANSAS TO PROVIDE FOR", "Confidence": 0.90445, "X1": 0.01044, "Y1": 0.4132, "X2": 0.34595, "Y2": 0.413, "X3": 0.34595, "Y3": 0.4228, "X4": 0.01044, "Y4": 0.4238, "page": 0}, {"Word": "reduce the economic costs of tabecco sise in Arkansas, it in the Intent", "Confidence": 0.52046, "X1": 0.40209, "Y1": 0.4202, "X2": 0.7141, "Y2": 0.42, "X3": 0.7141, "Y3": 0.4278, "X4": 0.40209, "Y4": 0.4278, "page": 0}, {"Word": "(e) To reduce the incidence of cancer, heart, and lung disease and to", "Confidence": 0.52438, "X1": 0.4047, "Y1": 0.4122, "X2": 0.7154, "Y2": 0.412, "X3": 0.7154, "Y3": 0.4208, "X4": 0.4047, "Y4": 0.4198, "page": 0}, {"Word": "AN EXCISE TAX ON CIGARETTES AND ALL OTHER TOBACCO", "Confidence": 0.867, "X1": 0.00914, "Y1": 0.4212, "X2": 0.34726, "Y2": 0.421, "X3": 0.34726, "Y3": 0.4298, "X4": 0.00914, "Y4": 0.4308, "page": 0}, {"Word": "PRODUCTS, AS DEFINED THEREIN. IN ADDITION TO ALL EXISTING", "Confidence": 0.87867, "X1": 0.01044, "Y1": 0.4302, "X2": 0.34726, "Y2": 0.43, "X3": 0.34726, "Y3": 0.4378, "X4": 0.01044, "Y4": 0.4388, "page": 0}, {"Word": "of the people of Arkansas to intresse the state tax on eicarellos And", "Confidence": 0.61531, "X1": 0.40209, "Y1": 0.4282, "X2": 0.7141, "Y2": 0.428, "X3": 0.7141, "Y3": 0.4358, "X4": 0.40209, "Y4": 0.4358, "page": 0}, {"Word": "TALES IN THE AMOUNT OF 12 6 MILLS PER CIGARETTE OR 254 PER", "Confidence": 0.75685, "X1": 0.01044, "Y1": 0.4372, "X2": 0.34726, "Y2": 0.437, "X3": 0.34726, "Y3": 0.4458, "X4": 0.01044, "Y4": 0.4468, "page": 0}, {"Word": "tobacco products and do all of the following:", "Confidence": 0.5325, "X1": 0.40601, "Y1": 0.4362, "X2": 0.59399, "Y2": 0.436, "X3": 0.59399, "Y3": 0.4438, "X4": 0.40601, "Y4": 0.4438, "page": 0}, {"Word": "PACK AND AN AMOUNT EQUIVALENT TO THE COMBINED RATE OF", "Confidence": 0.9309, "X1": 0.00914, "Y1": 0.4452, "X2": 0.34856, "Y2": 0.445, "X3": 0.34856, "Y3": 0.4538, "X4": 0.00914, "Y4": 0.4548, "page": 0}, {"Word": "(1) Reduce tobacco vas and other drug abuse strong charont", "Confidence": 0.4757, "X1": 0.41775, "Y1": 0.4432, "X2": 0.68668, "Y2": 0.443, "X3": 0.68668, "Y3": 0.4518, "X4": 0.41775, "Y4": 0.4518, "page": 0}, {"Word": "TAX ON CIGARETTES ON ALL OTHER TOBACCO PRODUCTS; SUCH", "Confidence": 0.88544, "X1": 0.00914, "Y1": 0.4532, "X2": 0.34856, "Y2": 0.453, "X3": 0.34856, "Y3": 0.4608, "X4": 0.00914, "Y4": 0.4618, "page": 0}, {"Word": "et propis suffering from diecnsns", "Confidence": 0.437, "X1": 0.4517, "Y1": 0.4522, "X2": 0.5953, "Y2": 0.452, "X3": 0.5953, "Y3": 0.4598, "X4": 0.4517, "Y4": 0.4588, "page": 0}, {"Word": "RATE ON OTHER TOBACCO PRODUCTS TO BE DETERMINED BY THE", "Confidence": 0.8672, "X1": 0.00783, "Y1": 0.4612, "X2": 0.34465, "Y2": 0.461, "X3": 0.34465, "Y3": 0.4688, "X4": 0.00783, "Y4": 0.4698, "page": 0}, {"Word": "DEPARTMENT OF FINANCE AND ADMINISTRATION; REQUIRING", "Confidence": 0.74367, "X1": 0.01044, "Y1": 0.4682, "X2": 0.34595, "Y2": 0.468, "X3": 0.34595, "Y3": 0.4768, "X4": 0.01044, "Y4": 0.4778, "page": 0}, {"Word": "(3) Is rocegaitian of the uncompensated costs of tabacco-related", "Confidence": 0.51767, "X1": 0.41775, "Y1": 0.4572, "X2": 0.7154, "Y2": 0.457, "X3": 0.7154, "Y3": 0.4688, "X4": 0.41775, "Y4": 0.4668, "page": 0}, {"Word": "Cheese, support treatment of patients who cannot allard to pay", "Confidence": 0.4895, "X1": 0.43211, "Y1": 0.4682, "X2": 0.7141, "Y2": 0.468, "X3": 0.7141, "Y3": 0.4758, "X4": 0.43211, "Y4": 0.4748, "page": 0}, {"Word": "COLLECTION OF THE TAX IN THE MANNER PROVIDED FOR IN", "Confidence": 0.9046, "X1": 0.01305, "Y1": 0.4762, "X2": 0.34595, "Y2": 0.476, "X3": 0.34595, "Y3": 0.4848, "X4": 0.01305, "Y4": 0.4858, "page": 0}, {"Word": "for servicos,", "Confidence": 0.147, "X1": 0.43211, "Y1": 0.4762, "X2": 0.49217, "Y2": 0.476, "X3": 0.49217, "Y3": 0.4838, "X4": 0.43211, "Y4": 0.4828, "page": 0}, {"Word": "A.C.A. $ 28-57-201 ET SEQ .: PROVIDING THAT THE REVENUES", "Confidence": 0.7206, "X1": 0.01044, "Y1": 0.4852, "X2": 0.34595, "Y2": 0.485, "X3": 0.34595, "Y3": 0.4928, "X4": 0.01044, "Y4": 0.4928, "page": 0}, {"Word": "10) Support deesse surveillance In the state and medical research", "Confidence": 0.5943, "X1": 0.41906, "Y1": 0.4832, "X2": 0.71279, "Y2": 0.483, "X3": 0.71279, "Y3": 0.4908, "X4": 0.41906, "Y4": 0.4908, "page": 0}, {"Word": "COLLECTED FROM THIS TAK SHALL BE DEPOSITED AS SPECIAL", "Confidence": 0.83822, "X1": 0.01044, "Y1": 0.4922, "X2": 0.34595, "Y2": 0.492, "X3": 0.34595, "Y3": 0.5008, "X4": 0.01044, "Y4": 0.5008, "page": 0}, {"Word": "ASVENUES IN THE CIGARETTE AND TOBACCO PRODUCTS SURTAX", "Confidence": 0.78487, "X1": 0.01305, "Y1": 0.5002, "X2": 0.34726, "Y2": 0.5, "X3": 0.34726, "Y3": 0.5078, "X4": 0.01305, "Y4": 0.5088, "page": 0}, {"Word": "(5) Support services for senior citizens and children.", "Confidence": 0.642, "X1": 0.41775, "Y1": 0.4982, "X2": 0.64883, "Y2": 0.498, "X3": 0.64883, "Y3": 0.5068, "X4": 0.41775, "Y4": 0.5068, "page": 0}, {"Word": "inte tabacos-to sted canmr, heart, hing and other diseases; and", "Confidence": 0.4876, "X1": 0.4295, "Y1": 0.4922, "X2": 0.70888, "Y2": 0.492, "X3": 0.70888, "Y3": 0.4998, "X4": 0.4295, "Y4": 0.4988, "page": 0}, {"Word": "FUND CREATED BY THIS ACT ON THE BOOKS OF THE STATE", "Confidence": 0.96964, "X1": 0.00783, "Y1": 0.5082, "X2": 0.34726, "Y2": 0.508, "X3": 0.34726, "Y3": 0.5168, "X4": 0.00783, "Y4": 0.5178, "page": 0}, {"Word": "SECTION 3, Definitions. For the purpeso ef thin acts", "Confidence": 0.56544, "X1": 0.37467, "Y1": 0.5072, "X2": 0.60313, "Y2": 0.507, "X3": 0.60313, "Y3": 0.5148, "X4": 0.37467, "Y4": 0.5138, "page": 0}, {"Word": "TREASURER, AUDITOR, AND CHIEF FISCAL OFFICER OF THE STATE", "Confidence": 0.87778, "X1": 0.01175, "Y1": 0.5162, "X2": 0.34856, "Y2": 0.516, "X3": 0.34856, "Y3": 0.5238, "X4": 0.01175, "Y4": 0.5248, "page": 0}, {"Word": "fal \"cigarettes\" means all telled tobacco, or substitules therefor, fee", "Confidence": 0.5265, "X1": 0.4047, "Y1": 0.5152, "X2": 0.7141, "Y2": 0.515, "X3": 0.7141, "Y3": 0.5228, "X4": 0.4047, "Y4": 0.5228, "page": 0}, {"Word": "AND CREDITED TO THE FIVE ACCOUNTS CREATED THEREIN", "Confidence": 0.93125, "X1": 0.01044, "Y1": 0.5242, "X2": 0.34465, "Y2": 0.524, "X3": 0.34465, "Y3": 0.5318, "X4": 0.01044, "Y4": 0.5328, "page": 0}, {"Word": "making which is wrapped in popar or any substitute other than", "Confidence": 0.62391, "X1": 0.40209, "Y1": 0.5232, "X2": 0.71279, "Y2": 0.523, "X3": 0.71279, "Y3": 0.5308, "X4": 0.40209, "Y4": 0.5298, "page": 0}, {"Word": "ACCORDING TO THE FOLLOWING FORMULA: SOS SHALL BE", "Confidence": 0.79487, "X1": 0.01044, "Y1": 0.5312, "X2": 0.34595, "Y2": 0.531, "X3": 0.34595, "Y3": 0.5398, "X4": 0.01044, "Y4": 0.5408, "page": 0}, {"Word": "DEPOSITED TO THE MEDICAL SERVICES FUND ACCOUNT FOR THE", "Confidence": 0.89356, "X1": 0.01175, "Y1": 0.5392, "X2": 0.35117, "Y2": 0.539, "X3": 0.35117, "Y3": 0.5478, "X4": 0.01175, "Y4": 0.5498, "page": 0}, {"Word": "Haberal biraf tebocro in ilt natural states", "Confidence": 0.48957, "X1": 0.4047, "Y1": 0.5312, "X2": 0.58225, "Y2": 0.531, "X3": 0.58225, "Y3": 0.5388, "X4": 0.4047, "Y4": 0.5388, "page": 0}, {"Word": "PURPOSE OF PAYING HEALTH CARE PROVIDERS FOR CARE OF", "Confidence": 0.84856, "X1": 0.01175, "Y1": 0.5472, "X2": 0.34856, "Y2": 0.547, "X3": 0.34856, "Y3": 0.5548, "X4": 0.01175, "Y4": 0.5568, "page": 0}, {"Word": "(J \"Tued\" means the Cigarette and Tobacco Products Surtax Fund", "Confidence": 0.5477, "X1": 0.40339, "Y1": 0.5382, "X2": 0.7154, "Y2": 0.538, "X3": 0.7154, "Y3": 0.5488, "X4": 0.40339, "Y4": 0.5478, "page": 0}, {"Word": "created by this ast;", "Confidence": 0.309, "X1": 0.4047, "Y1": 0.5472, "X2": 0.49347, "Y2": 0.547, "X3": 0.49347, "Y3": 0.5548, "X4": 0.4047, "Y4": 0.5538, "page": 0}, {"Word": "PATIENTS CERTIFIRD ELIGIBLE FOR MEDICAID; 201 SHALL BE", "Confidence": 0.76625, "X1": 0.00914, "Y1": 0.5552, "X2": 0.34987, "Y2": 0.555, "X3": 0.34987, "Y3": 0.5628, "X4": 0.00914, "Y4": 0.5648, "page": 0}, {"Word": "[e) \"Tobacco-free\" means that the possession and use of labaces", "Confidence": 0.5809, "X1": 0.4047, "Y1": 0.5542, "X2": 0.71149, "Y2": 0.554, "X3": 0.71149, "Y3": 0.5628, "X4": 0.4047, "Y4": 0.5618, "page": 0}, {"Word": "DEPOSITED TO THE SENIOR CITIZENS FUND ACCOUNT FOR THE", "Confidence": 0.778, "X1": 0.01305, "Y1": 0.5632, "X2": 0.34726, "Y2": 0.563, "X3": 0.34726, "Y3": 0.5708, "X4": 0.01305, "Y4": 0.5728, "page": 0}, {"Word": "id) \"Tobacco products\" Includes, but is not limited to, all forms of elgars,", "Confidence": 0.34385, "X1": 0.40209, "Y1": 0.5702, "X2": 0.7141, "Y2": 0.57, "X3": 0.7141, "Y3": 0.5778, "X4": 0.40209, "Y4": 0.5768, "page": 0}, {"Word": "products and cigarettes are prohibited on the school premluca;", "Confidence": 0.59444, "X1": 0.4047, "Y1": 0.5632, "X2": 0.67493, "Y2": 0.563, "X3": 0.67493, "Y3": 0.5698, "X4": 0.4047, "Y4": 0.5698, "page": 0}, {"Word": "PURPOSE OF PROVIDING HOME AND COMMUNITY-BASED", "Confidence": 0.802, "X1": 0.01305, "Y1": 0.5712, "X2": 0.34465, "Y2": 0.571, "X3": 0.34465, "Y3": 0.5788, "X4": 0.01305, "Y4": 0.5798, "page": 0}, {"Word": "SERVICES, INCLUDING TRANS-PORTATION AND MEALS FOR", "Confidence": 0.8585, "X1": 0.01305, "Y1": 0.5792, "X2": 0.34726, "Y2": 0.579, "X3": 0.34726, "Y3": 0.5868, "X4": 0.01305, "Y4": 0.5878, "page": 0}, {"Word": "smoking Istades, chewing tobacco, snuff and any other articles er", "Confidence": 0.4666, "X1": 0.40209, "Y1": 0.5782, "X2": 0.71279, "Y2": 0.578, "X3": 0.71279, "Y3": 0.5858, "X4": 0.40209, "Y4": 0.5858, "page": 0}, {"Word": "PERSONS AT LEAST SIXTY YEARS OF AGE; 15$ SHALL BE", "Confidence": 0.8784, "X1": 0.01175, "Y1": 0.5862, "X2": 0.34726, "Y2": 0.586, "X3": 0.34726, "Y3": 0.5938, "X4": 0.01175, "Y4": 0.5958, "page": 0}, {"Word": "products made of, or estfaining at least 50 percent tobanco, but daes", "Confidence": 0.54167, "X1": 0.4047, "Y1": 0.5862, "X2": 0.7141, "Y2": 0.586, "X3": 0.7141, "Y3": 0.5938, "X4": 0.4047, "Y4": 0.5928, "page": 0}, {"Word": "DEPOSITED TO THE HEALTH EDUCATION FUND ACCOUNT FOR", "Confidence": 0.92175, "X1": 0.01305, "Y1": 0.5942, "X2": 0.34595, "Y2": 0.594, "X3": 0.34595, "Y3": 0.6018, "X4": 0.01305, "Y4": 0.6038, "page": 0}, {"Word": "THE PURPOSE OF PROVIDING EDUCATIONAL PROGRAMS FOR THE", "Confidence": 0.94063, "X1": 0.00914, "Y1": 0.6022, "X2": 0.34595, "Y2": 0.602, "X3": 0.34595, "Y3": 0.6098, "X4": 0.00914, "Y4": 0.6118, "page": 0}, {"Word": "PREVENTION AND REDUCTION OF DRUG, ALCOHOL AND TOBACCO", "Confidence": 0.818, "X1": 0.01175, "Y1": 0.6102, "X2": 0.34595, "Y2": 0.61, "X3": 0.34595, "Y3": 0.6178, "X4": 0.01175, "Y4": 0.6188, "page": 0}, {"Word": "SECTION 4, Cigarette and Tobacco Products Surtax Fund,", "Confidence": 0.59575, "X1": 0.37598, "Y1": 0.6002, "X2": 0.63055, "Y2": 0.6, "X3": 0.63055, "Y3": 0.6088, "X4": 0.37598, "Y4": 0.6088, "page": 0}, {"Word": "OSE AND ABUSE, PRIMARILY AMONG SCHOOL AGE CHILDREN; 10%", "Confidence": 0.65989, "X1": 0.01175, "Y1": 0.6182, "X2": 0.34595, "Y2": 0.618, "X3": 0.34595, "Y3": 0.6258, "X4": 0.01175, "Y4": 0.6268, "page": 0}, {"Word": "(a) There Is harchy created on the books of the state Treasurer, the", "Confidence": 0.64485, "X1": 0.4047, "Y1": 0.6102, "X2": 0.7141, "Y2": 0.61, "X3": 0.7141, "Y3": 0.6188, "X4": 0.4047, "Y4": 0.6178, "page": 0}, {"Word": "State Auditor, and the Chief Fiscal Officer of the State, a spadlel", "Confidence": 0.59892, "X1": 0.4047, "Y1": 0.6172, "X2": 0.7141, "Y2": 0.617, "X3": 0.7141, "Y3": 0.6258, "X4": 0.4047, "Y4": 0.6238, "page": 0}, {"Word": "SHALL BE DEPOSITED TO THE CHILDREN'S SERVICES FUND", "Confidence": 0.899, "X1": 0.01175, "Y1": 0.6262, "X2": 0.34465, "Y2": 0.626, "X3": 0.34595, "Y3": 0.6338, "X4": 0.01175, "Y4": 0.6348, "page": 0}, {"Word": "revenus fund to be known as the \"Cigarette and Tobacco Products", "Confidence": 0.53727, "X1": 0.4047, "Y1": 0.6252, "X2": 0.71279, "Y2": 0.625, "X3": 0.71279, "Y3": 0.6328, "X4": 0.4047, "Y4": 0.6328, "page": 0}, {"Word": "ACCOUNT FOR THE PURPOSE OF PROVIDING SERVICES TO ABUSED", "Confidence": 0.82478, "X1": 0.01044, "Y1": 0.6342, "X2": 0.34465, "Y2": 0.634, "X3": 0.34465, "Y3": 0.6418, "X4": 0.01044, "Y4": 0.6428, "page": 0}, {"Word": "AND NEGLECTED CHILDREN, AND FOR FAMILY PRESERVATION; JS", "Confidence": 0.75137, "X1": 0.00783, "Y1": 0.6422, "X2": 0.34595, "Y2": 0.642, "X3": 0.34595, "Y3": 0.6498, "X4": 0.00783, "Y4": 0.6508, "page": 0}, {"Word": "SHALL BE DEPOSITED TO THE DISEASE SURVEILLANCE AND", "Confidence": 0.90125, "X1": 0.00783, "Y1": 0.6492, "X2": 0.34595, "Y2": 0.649, "X3": 0.34595, "Y3": 0.6578, "X4": 0.00783, "Y4": 0.6588, "page": 0}, {"Word": "(b) Menles in the fand may only be appropriated and expended for the", "Confidence": 0.67338, "X1": 0.40209, "Y1": 0.6402, "X2": 0.71149, "Y2": 0.64, "X3": 0.71149, "Y3": 0.6498, "X4": 0.40209, "Y4": 0.6488, "page": 0}, {"Word": "RESEARCH FUND ACCOUNT FOR THE PURPOSE OF FUNDING THE", "Confidence": 0.84733, "X1": 0.01175, "Y1": 0.6572, "X2": 0.34595, "Y2": 0.657, "X3": 0.34595, "Y3": 0.6648, "X4": 0.01175, "Y4": 0.6658, "page": 0}, {"Word": "(1) telacce and other drug abase health education programs ja", "Confidence": 0.4228, "X1": 0.41775, "Y1": 0.6552, "X2": 0.7141, "Y2": 0.655, "X3": 0.71279, "Y3": 0.6658, "X4": 0.41775, "Y4": 0.6648, "page": 0}, {"Word": "parpong", "Confidence": 0.078, "X1": 0.43864, "Y1": 0.6492, "X2": 0.49086, "Y2": 0.649, "X3": 0.48956, "Y3": 0.6588, "X4": 0.43864, "Y4": 0.6568, "page": 0}, {"Word": "CANCER REGISTRY, THE ACQUISITION AND DISSEMINATION OF", "Confidence": 0.82671, "X1": 0.01175, "Y1": 0.6652, "X2": 0.34465, "Y2": 0.665, "X3": 0.34595, "Y3": 0.6738, "X4": 0.01175, "Y4": 0.6738, "page": 0}, {"Word": "schoole and communities;", "Confidence": 0.34333, "X1": 0.42037, "Y1": 0.6652, "X2": 0.53264, "Y2": 0.665, "X3": 0.53133, "Y3": 0.6728, "X4": 0.42037, "Y4": 0.6718, "page": 0}, {"Word": "DATA ON HEALTH CARE ISSUES AND OTHER DISEASE AND", "Confidence": 0.97111, "X1": 0.00914, "Y1": 0.6732, "X2": 0.34465, "Y2": 0.673, "X3": 0.34465, "Y3": 0.6808, "X4": 0.00914, "Y4": 0.6818, "page": 0}, {"Word": "(2) health care and medical treatment of patients who cannot afford", "Confidence": 0.49364, "X1": 0.42037, "Y1": 0.6712, "X2": 0.7154, "Y2": 0.671, "X3": 0.7141, "Y3": 0.6818, "X4": 0.42037, "Y4": 0.6808, "page": 0}, {"Word": "CANCER RESEARCH: DESIGNATING THE DIRECTOR OF THE", "Confidence": 0.82057, "X1": 0.00783, "Y1": 0.6812, "X2": 0.34595, "Y2": 0.681, "X3": 0.34595, "Y3": 0.6888, "X4": 0.00783, "Y4": 0.6898, "page": 0}, {"Word": "DEPARTMENT OF HEALTH AS THE DISBURSING OFFICER FOR THE", "Confidence": 0.81767, "X1": 0.01305, "Y1": 0.6892, "X2": 0.34856, "Y2": 0.689, "X3": 0.34856, "Y3": 0.6968, "X4": 0.01305, "Y4": 0.6978, "page": 0}, {"Word": "to pay for these services;", "Confidence": 0.6604, "X1": 0.41775, "Y1": 0.6802, "X2": 0.53003, "Y2": 0.68, "X3": 0.53003, "Y3": 0.6888, "X4": 0.41775, "Y4": 0.6878, "page": 0}, {"Word": "(3) home and community-based services for persons at least", "Confidence": 0.58633, "X1": 0.41775, "Y1": 0.6872, "X2": 0.7154, "Y2": 0.687, "X3": 0.7154, "Y3": 0.6978, "X4": 0.41775, "Y4": 0.6968, "page": 0}, {"Word": "HEALTH EDUCATION FUND ACCOUNT AND THE DISEASE", "Confidence": 0.817, "X1": 0.01175, "Y1": 0.6962, "X2": 0.34726, "Y2": 0.696, "X3": 0.34726, "Y3": 0.7048, "X4": 0.01175, "Y4": 0.7058, "page": 0}, {"Word": "50 years of age, Including, but not limited to transportation and", "Confidence": 0.46264, "X1": 0.41906, "Y1": 0.6952, "X2": 0.7141, "Y2": 0.695, "X3": 0.7141, "Y3": 0.7048, "X4": 0.41906, "Y4": 0.7038, "page": 0}, {"Word": "SURVEILLANCE AND RESEARCH FUND ACCOUNT, PROVIDING", "Confidence": 0.79967, "X1": 0.01175, "Y1": 0.7052, "X2": 0.34726, "Y2": 0.705, "X3": 0.34726, "Y3": 0.7128, "X4": 0.01175, "Y4": 0.7138, "page": 0}, {"Word": "meslag", "Confidence": 0.112, "X1": 0.41775, "Y1": 0.7042, "X2": 0.453, "Y2": 0.704, "X3": 0.453, "Y3": 0.7128, "X4": 0.41775, "Y4": 0.7118, "page": 0}, {"Word": "THAT ANY SCHOOL RECEIVING FUNDS FROM THE HEALTH", "Confidence": 0.92538, "X1": 0.01175, "Y1": 0.7122, "X2": 0.34726, "Y2": 0.712, "X3": 0.34726, "Y3": 0.7208, "X4": 0.01175, "Y4": 0.7218, "page": 0}, {"Word": "EDUCATION FUND ACCOUNT MUST BECOME TOTALLY TOBACCO", "Confidence": 0.84029, "X1": 0.01305, "Y1": 0.7202, "X2": 0.34726, "Y2": 0.72, "X3": 0.34726, "Y3": 0.7278, "X4": 0.01305, "Y4": 0.7288, "page": 0}, {"Word": "(4) services for children and their families;", "Confidence": 0.45529, "X1": 0.41906, "Y1": 0.7102, "X2": 0.60705, "Y2": 0.71, "X3": 0.60705, "Y3": 0.7198, "X4": 0.41906, "Y4": 0.7188, "page": 0}, {"Word": "(5) dieeste surveillance, Including but not Irastod to tobence related", "Confidence": 0.3658, "X1": 0.42037, "Y1": 0.7182, "X2": 0.7141, "Y2": 0.718, "X3": 0.7141, "Y3": 0.7278, "X4": 0.42037, "Y4": 0.7278, "page": 0}, {"Word": "FREE (MEANING NO POSSESSION OR USE OF CIGARETTES OR", "Confidence": 0.84489, "X1": 0.01305, "Y1": 0.7272, "X2": 0.34726, "Y2": 0.727, "X3": 0.34726, "Y3": 0.7358, "X4": 0.01305, "Y4": 0.7368, "page": 0}, {"Word": "Y TOBA", "Confidence": 0.83, "X1": 0.2846, "Y1": 0.7222, "X2": 0.32376, "Y2": 0.722, "X3": 0.32376, "Y3": 0.7288, "X4": 0.2846, "Y4": 0.7268, "page": 0}, {"Word": "TOBACCO PRODUCTS ARE PERMITTED ON SCHOOL PREMISES!", "Confidence": 0.82243, "X1": 0.01305, "Y1": 0.7362, "X2": 0.34726, "Y2": 0.736, "X3": 0.34726, "Y3": 0.7438, "X4": 0.01305, "Y4": 0.7448, "page": 0}, {"Word": "fel The fund shalt esgalst of the Health Education Fund Account-", "Confidence": 0.55636, "X1": 0.41906, "Y1": 0.7342, "X2": 0.7154, "Y2": 0.734, "X3": 0.7154, "Y3": 0.7448, "X4": 0.41906, "Y4": 0.7428, "page": 0}, {"Word": "WITHIN THREE YEARS OF THE RECEIPT OF FUNDS; DESIGNATING", "Confidence": 0.83867, "X1": 0.01175, "Y1": 0.7442, "X2": 0.34595, "Y2": 0.744, "X3": 0.34595, "Y3": 0.7518, "X4": 0.01175, "Y4": 0.7518, "page": 0}, {"Word": "the Medical Services Fund Account, the Senlee Citizens Fund", "Confidence": 0.60222, "X1": 0.41906, "Y1": 0.7412, "X2": 0.7154, "Y2": 0.741, "X3": 0.7154, "Y3": 0.7508, "X4": 0.41906, "Y4": 0.7508, "page": 0}, {"Word": "THE DIRECTOR OF THE DEPARTMENT OF HUMAN SERVICES AS", "Confidence": 0.89056, "X1": 0.00914, "Y1": 0.7512, "X2": 0.34595, "Y2": 0.751, "X3": 0.34595, "Y3": 0.7598, "X4": 0.00914, "Y4": 0.7608, "page": 0}, {"Word": "THE DISBURSING OFFICER FOR THE MEDICAL SERVICES FUND", "Confidence": 0.97713, "X1": 0.01044, "Y1": 0.7592, "X2": 0.34595, "Y2": 0.759, "X3": 0.34595, "Y3": 0.7678, "X4": 0.01044, "Y4": 0.7678, "page": 0}, {"Word": "Account, the CMidress Services Fund Account, and the Disease", "Confidence": 0.67433, "X1": 0.41775, "Y1": 0.7512, "X2": 0.71149, "Y2": 0.751, "X3": 0.71149, "Y3": 0.7598, "X4": 0.41775, "Y4": 0.7578, "page": 0}, {"Word": "Burveikinto and Research Fund Account.", "Confidence": 0.5012, "X1": 0.42037, "Y1": 0.7582, "X2": 0.60444, "Y2": 0.758, "X3": 0.60444, "Y3": 0.7668, "X4": 0.42037, "Y4": 0.7658, "page": 0}, {"Word": "ACCOUNT, THE SENIOR CITIZENS FUND ACCOUNT AND THE", "Confidence": 0.91613, "X1": 0.01175, "Y1": 0.7672, "X2": 0.34595, "Y2": 0.767, "X3": 0.34595, "Y3": 0.7758, "X4": 0.01175, "Y4": 0.7758, "page": 0}, {"Word": "(d) Any monies remaining in the Cigarette and Tebutes", "Confidence": 0.67589, "X1": 0.42037, "Y1": 0.7672, "X2": 0.71149, "Y2": 0.767, "X3": 0.71149, "Y3": 0.7758, "X4": 0.42037, "Y4": 0.7748, "page": 0}, {"Word": "CHILDREN'S SERVICES FUND ACCOUNT, PROVIDING THAT MONIES", "Confidence": 0.81471, "X1": 0.01044, "Y1": 0.7762, "X2": 0.34726, "Y2": 0.776, "X3": 0.34726, "Y3": 0.7838, "X4": 0.01044, "Y4": 0.7838, "page": 0}, {"Word": "Products Surtax Fund or of Ito fund atotsote at the end of a focal", "Confidence": 0.5255, "X1": 0.42037, "Y1": 0.7762, "X2": 0.71149, "Y2": 0.776, "X3": 0.71149, "Y3": 0.7838, "X4": 0.42037, "Y4": 0.7818, "page": 0}, {"Word": "RAISED BY THIS TAX SHALL DE USED TO SUPPLEMENT, NOT", "Confidence": 0.8782, "X1": 0.01044, "Y1": 0.7842, "X2": 0.34465, "Y2": 0.784, "X3": 0.34465, "Y3": 0.7918, "X4": 0.01044, "Y4": 0.7918, "page": 0}, {"Word": "yesr shall be carried forward and made avalfabio fee the same", "Confidence": 0.54109, "X1": 0.41514, "Y1": 0.7832, "X2": 0.71149, "Y2": 0.783, "X3": 0.71149, "Y3": 0.7908, "X4": 0.41514, "Y4": 0.7898, "page": 0}, {"Word": "SUPPLANT, FUNDING TO ANY PROGRAMS; PROVIDING THAT THE", "Confidence": 0.79788, "X1": 0.01044, "Y1": 0.7912, "X2": 0.34595, "Y2": 0.791, "X3": 0.34595, "Y3": 0.7998, "X4": 0.01044, "Y4": 0.7998, "page": 0}, {"Word": "DEPARTMENT OF FINANCE AND ADMINISTRATION SHALL", "Confidence": 0.92733, "X1": 0.01044, "Y1": 0.7982, "X2": 0.34726, "Y2": 0.798, "X3": 0.34726, "Y3": 0.8068, "X4": 0.01044, "Y4": 0.8078, "page": 0}, {"Word": "(e) The monies shall not be used to supplant funding lo aty", "Confidence": 0.59167, "X1": 0.41775, "Y1": 0.7992, "X2": 0.71018, "Y2": 0.799, "X3": 0.71018, "Y3": 0.8078, "X4": 0.41775, "Y4": 0.8058, "page": 0}, {"Word": "purpese fer the somceeding fiscal year.", "Confidence": 0.66483, "X1": 0.41906, "Y1": 0.7902, "X2": 0.59008, "Y2": 0.79, "X3": 0.59008, "Y3": 0.7998, "X4": 0.41906, "Y4": 0.7988, "page": 0}, {"Word": "ENFORCE THIS ACT AND HAVE AUTHORITY TO PROMULGATE", "Confidence": 0.88363, "X1": 0.00783, "Y1": 0.8072, "X2": 0.34595, "Y2": 0.807, "X3": 0.34595, "Y3": 0.8158, "X4": 0.00783, "Y4": 0.8158, "page": 0}, {"Word": "programs but shell be used to supplement funding er to provide", "Confidence": 0.65409, "X1": 0.41775, "Y1": 0.8072, "X2": 0.71018, "Y2": 0.807, "X3": 0.71018, "Y3": 0.8158, "X4": 0.41775, "Y4": 0.8148, "page": 0}, {"Word": "RULES AND REGULATIONS NECESSARY TO IMPLEMENT IT!", "Confidence": 0.69243, "X1": 0.01044, "Y1": 0.8152, "X2": 0.34595, "Y2": 0.815, "X3": 0.34595, "Y3": 0.8238, "X4": 0.01044, "Y4": 0.8228, "page": 0}, {"Word": "funding for sow activities described above.", "Confidence": 0.33317, "X1": 0.41645, "Y1": 0.8142, "X2": 0.60966, "Y2": 0.814, "X3": 0.60966, "Y3": 0.8228, "X4": 0.41645, "Y4": 0.8218, "page": 0}, {"Word": "PROVIDING FOR PUNISHMENT OF VIOLATORS OF THIS ACT IN THE", "Confidence": 0.8792, "X1": 0.01044, "Y1": 0.8222, "X2": 0.34595, "Y2": 0.822, "X3": 0.34595, "Y3": 0.8308, "X4": 0.01044, "Y4": 0.8308, "page": 0}, {"Word": "SECTION &. The Director of the Department of Heskh shall be the disbursing", "Confidence": 0.62477, "X1": 0.37337, "Y1": 0.8222, "X2": 0.70888, "Y2": 0.822, "X3": 0.70888, "Y3": 0.8308, "X4": 0.37337, "Y4": 0.8288, "page": 0}, {"Word": "PROVIDING THAT THE EFFECTIVE DATE OF THIS ACT, AND THE", "Confidence": 0.8929, "X1": 0.01044, "Y1": 0.8382, "X2": 0.34595, "Y2": 0.838, "X3": 0.34726, "Y3": 0.8458, "X4": 0.01044, "Y4": 0.8468, "page": 0}, {"Word": "MANNER PROVIDED BY THE ARKANSAS TAX PROCEDURE ACT!", "Confidence": 0.84725, "X1": 0.01175, "Y1": 0.8302, "X2": 0.34334, "Y2": 0.83, "X3": 0.34334, "Y3": 0.8388, "X4": 0.01175, "Y4": 0.8378, "page": 0}, {"Word": "officer of the Health Education Fund Account. The monies in the account shall", "Confidence": 0.44292, "X1": 0.37467, "Y1": 0.8312, "X2": 0.71018, "Y2": 0.831, "X3": 0.71018, "Y3": 0.8388, "X4": 0.37467, "Y4": 0.8368, "page": 0}, {"Word": "ely be exproded for programa let the prevention and bedaction of tobacco ut),", "Confidence": 0.32592, "X1": 0.37467, "Y1": 0.8382, "X2": 0.71018, "Y2": 0.838, "X3": 0.71018, "Y3": 0.8468, "X4": 0.37467, "Y4": 0.8458, "page": 0}, {"Word": "TATES LEVIED BY THIS ACT, IS JANUARY 1, 1999; AND FOR OTHER", "Confidence": 0.75275, "X1": 0.01175, "Y1": 0.8462, "X2": 0.34465, "Y2": 0.846, "X3": 0.34465, "Y3": 0.8548, "X4": 0.01175, "Y4": 0.8548, "page": 0}, {"Word": "the and other substance abuse, primarily among children, thesugh school", "Confidence": 0.4282, "X1": 0.3812, "Y1": 0.8462, "X2": 0.70888, "Y2": 0.846, "X3": 0.70888, "Y3": 0.8548, "X4": 0.3812, "Y4": 0.8528, "page": 0}, {"Word": "and cousualty health education programs, Any school which sostyle meeles", "Confidence": 0.276, "X1": 0.37337, "Y1": 0.8542, "X2": 0.71018, "Y2": 0.854, "X3": 0.71018, "Y3": 0.8618, "X4": 0.37337, "Y4": 0.8608, "page": 0}, {"Word": "BRIT ENACTED BY THE PEOPLE OF THE STATE OF ARKANSAS", "Confidence": 0.9371, "X1": 0.00914, "Y1": 0.8682, "X2": 0.30809, "Y2": 0.868, "X3": 0.30809, "Y3": 0.8778, "X4": 0.00914, "Y4": 0.8778, "page": 0}, {"Word": "frem this account must becere totally tebarco freh within thee years after", "Confidence": 0.45442, "X1": 0.37206, "Y1": 0.8622, "X2": 0.71018, "Y2": 0.862, "X3": 0.71018, "Y3": 0.8698, "X4": 0.37206, "Y4": 0.8678, "page": 0}, {"Word": "SECTION 6. The Director of the Depa", "Confidence": 0.69371, "X1": 0.37337, "Y1": 0.8762, "X2": 0.53916, "Y2": 0.876, "X3": 0.53916, "Y3": 0.8848, "X4": 0.37337, "Y4": 0.8838, "page": 0}, {"Word": "rok of Human Services shall be the", "Confidence": 0.67357, "X1": 0.55614, "Y1": 0.8772, "X2": 0.71279, "Y2": 0.877, "X3": 0.71279, "Y3": 0.8848, "X4": 0.55614, "Y4": 0.8848, "page": 0}, {"Word": "SUCTION 1. This act shall be known asd mary be cied as the Cipuretia and", "Confidence": 0.6212, "X1": 0.01175, "Y1": 0.8822, "X2": 0.34465, "Y2": 0.882, "X3": 0.34465, "Y3": 0.8908, "X4": 0.01175, "Y4": 0.8898, "page": 0}, {"Word": "Tihave Products Tax Art.", "Confidence": 0.1535, "X1": 0.01175, "Y1": 0.8902, "X2": 0.12272, "Y2": 0.89, "X3": 0.12272, "Y3": 0.8978, "X4": 0.01175, "Y4": 0.8968, "page": 0}, {"Word": "Lisboning offfear of the Medkal Services Fand Account. The menles la the", "Confidence": 0.5015, "X1": 0.37337, "Y1": 0.8862, "X2": 0.71279, "Y2": 0.886, "X3": 0.71279, "Y3": 0.8938, "X4": 0.37337, "Y4": 0.8918, "page": 0}, {"Word": "SECTION 2. The people food and declare as follows", "Confidence": 0.40156, "X1": 0.01175, "Y1": 0.8962, "X2": 0.22846, "Y2": 0.896, "X3": 0.22846, "Y3": 0.9058, "X4": 0.01175, "Y4": 0.9058, "page": 0}, {"Word": "are providers De the", "Confidence": 0.31875, "X1": 0.62141, "Y1": 0.8932, "X2": 0.71018, "Y2": 0.893, "X3": 0.71018, "Y3": 0.9008, "X4": 0.62141, "Y4": 0.9018, "page": 0}, {"Word": "(a) Tobacco use to the single most preventable cause of death", "Confidence": 0.39073, "X1": 0.03655, "Y1": 0.9042, "X2": 0.34595, "Y2": 0.904, "X3": 0.34595, "Y3": 0.9138, "X4": 0.03655, "Y4": 0.9138, "page": 0}, {"Word": "SECTION 7. The Director of the Der", "Confidence": 0.47214, "X1": 0.37206, "Y1": 0.9092, "X2": 0.53133, "Y2": 0.909, "X3": 0.53133, "Y3": 0.9158, "X4": 0.37206, "Y4": 0.9148, "page": 0}, {"Word": "Irestaurat and beakh esen af parjeg", "Confidence": 0.27483, "X1": 0.37337, "Y1": 0.9012, "X2": 0.52219, "Y2": 0.901, "X3": 0.52219, "Y3": 0.9088, "X4": 0.37337, "Y4": 0.9078, "page": 0}, {"Word": "t of Humces Strvlees shall be the", "Confidence": 0.57914, "X1": 0.56527, "Y1": 0.9092, "X2": 0.71018, "Y2": 0.909, "X3": 0.71018, "Y3": 0.9168, "X4": 0.56527, "Y4": 0.9168, "page": 0}, {"Word": "and disease In America.", "Confidence": 0.28375, "X1": 0.03916, "Y1": 0.9132, "X2": 0.14621, "Y2": 0.913, "X3": 0.14621, "Y3": 0.9208, "X4": 0.03916, "Y4": 0.9208, "page": 0}, {"Word": "Gaboning offour of the Beaker Citi", "Confidence": 0.4095, "X1": 0.37337, "Y1": 0.9162, "X2": 0.53133, "Y2": 0.916, "X3": 0.53133, "Y3": 0.9238, "X4": 0.37337, "Y4": 0.9228, "page": 0}, {"Word": "Fund Account The mooits in the", "Confidence": 0.3915, "X1": 0.55483, "Y1": 0.9152, "X2": 0.7141, "Y2": 0.915, "X3": 0.7141, "Y3": 0.9238, "X4": 0.55483, "Y4": 0.9238, "page": 0}, {"Word": "(h) Tobacos-related distains chate loansse suffering and pertotal", "Confidence": 0.18775, "X1": 0.03786, "Y1": 0.9212, "X2": 0.34856, "Y2": 0.921, "X3": 0.34856, "Y3": 0.9298, "X4": 0.03786, "Y4": 0.9288, "page": 0}, {"Word": "SECTION B. The Director of the Dep", "Confidence": 0.48, "X1": 0.37076, "Y1": 0.9312, "X2": 0.53525, "Y2": 0.931, "X3": 0.53525, "Y3": 0.9388, "X4": 0.37076, "Y4": 0.9378, "page": 0}, {"Word": "det of Susan Borviens shall be the", "Confidence": 0.41643, "X1": 0.55614, "Y1": 0.9322, "X2": 0.71149, "Y2": 0.932, "X3": 0.71149, "Y3": 0.9398, "X4": 0.55614, "Y4": 0.9388, "page": 0}, {"Word": "giversacats by requiring them to provide medical care and health", "Confidence": 0.3266, "X1": 0.04047, "Y1": 0.9422, "X2": 0.34726, "Y2": 0.942, "X3": 0.34726, "Y3": 0.9518, "X4": 0.04047, "Y4": 0.9528, "page": 0}, {"Word": "services.", "Confidence": 0.104, "X1": 0.03916, "Y1": 0.9532, "X2": 0.07963, "Y2": 0.953, "X3": 0.07963, "Y3": 0.9598, "X4": 0.03916, "Y4": 0.9588, "page": 0}], "words_data": [{"Word": "INSTRUCTIONS", "Confidence": 0.991, "X1": 0.1906, "Y1": 0.0282, "X2": 0.29765, "Y2": 0.028, "X3": 0.29765, "Y3": 0.0408, "X4": 0.1906, "Y4": 0.0408, "page": 0, "Index": 0}, {"Word": "TO", "Confidence": 0.998, "X1": 0.30157, "Y1": 0.0272, "X2": 0.31984, "Y2": 0.027, "X3": 0.31984, "Y3": 0.0408, "X4": 0.30157, "Y4": 0.0408, "page": 0, "Index": 1}, {"Word": "CANVASSERS", "Confidence": 0.994, "X1": 0.32507, "Y1": 0.0272, "X2": 0.42298, "Y2": 0.027, "X3": 0.42167, "Y3": 0.0408, "X4": 0.32376, "Y4": 0.0408, "page": 0, "Index": 2}, {"Word": "AND", "Confidence": 0.998, "X1": 0.42559, "Y1": 0.0272, "X2": 0.45692, "Y2": 0.027, "X3": 0.45692, "Y3": 0.0408, "X4": 0.42559, "Y4": 0.0408, "page": 0, "Index": 3}, {"Word": "SIGNERS", "Confidence": 0.996, "X1": 0.46084, "Y1": 0.0282, "X2": 0.52742, "Y2": 0.028, "X3": 0.52611, "Y3": 0.0408, "X4": 0.46084, "Y4": 0.0408, "page": 0, "Index": 4}, {"Word": "L", "Confidence": 0.93, "X1": 0.03525, "Y1": 0.0462, "X2": 0.04178, "Y2": 0.046, "X3": 0.04178, "Y3": 0.0548, "X4": 0.03525, "Y4": 0.0548, "page": 0, "Index": 5}, {"Word": "Amender", "Confidence": 0.488, "X1": 0.04439, "Y1": 0.0462, "X2": 0.07963, "Y2": 0.046, "X3": 0.07963, "Y3": 0.0548, "X4": 0.04439, "Y4": 0.0548, "page": 0, "Index": 6}, {"Word": "ent", "Confidence": 0.838, "X1": 0.08225, "Y1": 0.0462, "X2": 0.0953, "Y2": 0.046, "X3": 0.0953, "Y3": 0.0548, "X4": 0.08225, "Y4": 0.0548, "page": 0, "Index": 7}, {"Word": "No.", "Confidence": 0.965, "X1": 0.09791, "Y1": 0.0462, "X2": 0.11358, "Y2": 0.046, "X3": 0.11358, "Y3": 0.0548, "X4": 0.09791, "Y4": 0.0548, "page": 0, "Index": 8}, {"Word": "7", "Confidence": 1, "X1": 0.11619, "Y1": 0.0462, "X2": 0.12141, "Y2": 0.046, "X3": 0.12141, "Y3": 0.0548, "X4": 0.11619, "Y4": 0.0548, "page": 0, "Index": 9}, {"Word": "to", "Confidence": 1, "X1": 0.12272, "Y1": 0.0452, "X2": 0.13316, "Y2": 0.045, "X3": 0.13185, "Y3": 0.0548, "X4": 0.12272, "Y4": 0.0548, "page": 0, "Index": 10}, {"Word": "the", "Confidence": 1, "X1": 0.13446, "Y1": 0.0452, "X2": 0.15013, "Y2": 0.045, "X3": 0.15013, "Y3": 0.0538, "X4": 0.13446, "Y4": 0.0548, "page": 0, "Index": 11}, {"Word": "Arkansas", "Confidence": 1, "X1": 0.15144, "Y1": 0.0452, "X2": 0.1906, "Y2": 0.045, "X3": 0.1906, "Y3": 0.0538, "X4": 0.15144, "Y4": 0.0538, "page": 0, "Index": 12}, {"Word": "Constitucion", "Confidence": 0.268, "X1": 0.19321, "Y1": 0.0452, "X2": 0.24804, "Y2": 0.045, "X3": 0.24804, "Y3": 0.0538, "X4": 0.19321, "Y4": 0.0538, "page": 0, "Index": 13}, {"Word": "gives", "Confidence": 0.86, "X1": 0.25065, "Y1": 0.0452, "X2": 0.27285, "Y2": 0.045, "X3": 0.27285, "Y3": 0.0538, "X4": 0.25065, "Y4": 0.0538, "page": 0, "Index": 14}, {"Word": "to", "Confidence": 1, "X1": 0.27546, "Y1": 0.0452, "X2": 0.2846, "Y2": 0.045, "X3": 0.2846, "Y3": 0.0538, "X4": 0.27546, "Y4": 0.0538, "page": 0, "Index": 15}, {"Word": "The", "Confidence": 1, "X1": 0.28721, "Y1": 0.0452, "X2": 0.30157, "Y2": 0.045, "X3": 0.30157, "Y3": 0.0538, "X4": 0.28721, "Y4": 0.0538, "page": 0, "Index": 16}, {"Word": "people", "Confidence": 1, "X1": 0.30287, "Y1": 0.0452, "X2": 0.3342, "Y2": 0.045, "X3": 0.3342, "Y3": 0.0538, "X4": 0.30287, "Y4": 0.0538, "page": 0, "Index": 17}, {"Word": "of", "Confidence": 1, "X1": 0.33551, "Y1": 0.0452, "X2": 0.34595, "Y2": 0.045, "X3": 0.34465, "Y3": 0.0538, "X4": 0.33551, "Y4": 0.0538, "page": 0, "Index": 18}, {"Word": "the", "Confidence": 1, "X1": 0.34726, "Y1": 0.0452, "X2": 0.36162, "Y2": 0.045, "X3": 0.36162, "Y3": 0.0538, "X4": 0.34726, "Y4": 0.0538, "page": 0, "Index": 19}, {"Word": "State", "Confidence": 1, "X1": 0.36423, "Y1": 0.0452, "X2": 0.38512, "Y2": 0.045, "X3": 0.38512, "Y3": 0.0538, "X4": 0.36423, "Y4": 0.0538, "page": 0, "Index": 20}, {"Word": "of", "Confidence": 1, "X1": 0.38773, "Y1": 0.0452, "X2": 0.39687, "Y2": 0.045, "X3": 0.39687, "Y3": 0.0538, "X4": 0.38773, "Y4": 0.0538, "page": 0, "Index": 21}, {"Word": "Arkan", "Confidence": 0.513, "X1": 0.39948, "Y1": 0.0452, "X2": 0.42428, "Y2": 0.045, "X3": 0.42428, "Y3": 0.0538, "X4": 0.39948, "Y4": 0.0538, "page": 0, "Index": 22}, {"Word": "ower", "Confidence": 0.67, "X1": 0.46345, "Y1": 0.0462, "X2": 0.48433, "Y2": 0.046, "X3": 0.48303, "Y3": 0.0548, "X4": 0.46214, "Y4": 0.0548, "page": 0, "Index": 23}, {"Word": "to", "Confidence": 0.996, "X1": 0.48564, "Y1": 0.0452, "X2": 0.49608, "Y2": 0.045, "X3": 0.49608, "Y3": 0.0548, "X4": 0.48564, "Y4": 0.0548, "page": 0, "Index": 24}, {"Word": "propose", "Confidence": 0.61, "X1": 0.49869, "Y1": 0.0452, "X2": 0.53394, "Y2": 0.045, "X3": 0.53264, "Y3": 0.0548, "X4": 0.49739, "Y4": 0.0548, "page": 0, "Index": 25}, {"Word": "legislation", "Confidence": 0.285, "X1": 0.53525, "Y1": 0.0452, "X2": 0.58225, "Y2": 0.045, "X3": 0.58094, "Y3": 0.0538, "X4": 0.53525, "Y4": 0.0548, "page": 0, "Index": 26}, {"Word": "or", "Confidence": 0.813, "X1": 0.58355, "Y1": 0.0452, "X2": 0.5953, "Y2": 0.045, "X3": 0.59399, "Y3": 0.0538, "X4": 0.58355, "Y4": 0.0538, "page": 0, "Index": 27}, {"Word": "constitutional", "Confidence": 0.532, "X1": 0.59661, "Y1": 0.0452, "X2": 0.65796, "Y2": 0.045, "X3": 0.65796, "Y3": 0.0538, "X4": 0.59661, "Y4": 0.0538, "page": 0, "Index": 28}, {"Word": "amendments", "Confidence": 0.2, "X1": 0.66057, "Y1": 0.0462, "X2": 0.7154, "Y2": 0.046, "X3": 0.7154, "Y3": 0.0538, "X4": 0.66057, "Y4": 0.0538, "page": 0, "Index": 29}, {"Word": "hy", "Confidence": 0.955, "X1": 0.00522, "Y1": 0.0542, "X2": 0.01436, "Y2": 0.054, "X3": 0.01567, "Y3": 0.0618, "X4": 0.00522, "Y4": 0.0618, "page": 0, "Index": 30}, {"Word": "leidative", "Confidence": 0.361, "X1": 0.01697, "Y1": 0.0542, "X2": 0.05352, "Y2": 0.054, "X3": 0.05483, "Y3": 0.0618, "X4": 0.01697, "Y4": 0.0618, "page": 0, "Index": 31}, {"Word": "petition,", "Confidence": 0.359, "X1": 0.05614, "Y1": 0.0542, "X2": 0.09138, "Y2": 0.054, "X3": 0.09138, "Y3": 0.0618, "X4": 0.05614, "Y4": 0.0618, "page": 0, "Index": 32}, {"Word": "and", "Confidence": 0.991, "X1": 0.09399, "Y1": 0.0542, "X2": 0.11097, "Y2": 0.054, "X3": 0.11097, "Y3": 0.0618, "X4": 0.09399, "Y4": 0.0618, "page": 0, "Index": 33}, {"Word": "to", "Confidence": 0.962, "X1": 0.11358, "Y1": 0.0542, "X2": 0.12272, "Y2": 0.054, "X3": 0.12272, "Y3": 0.0618, "X4": 0.11358, "Y4": 0.0618, "page": 0, "Index": 34}, {"Word": "order", "Confidence": 0.734, "X1": 0.12533, "Y1": 0.0542, "X2": 0.15144, "Y2": 0.054, "X3": 0.15144, "Y3": 0.0618, "X4": 0.12533, "Y4": 0.0618, "page": 0, "Index": 35}, {"Word": "the", "Confidence": 0.885, "X1": 0.15274, "Y1": 0.0542, "X2": 0.1671, "Y2": 0.054, "X3": 0.1671, "Y3": 0.0618, "X4": 0.15274, "Y4": 0.0618, "page": 0, "Index": 36}, {"Word": "referendum", "Confidence": 0.575, "X1": 0.16971, "Y1": 0.0542, "X2": 0.21802, "Y2": 0.054, "X3": 0.21802, "Y3": 0.0618, "X4": 0.16971, "Y4": 0.0618, "page": 0, "Index": 37}, {"Word": "against", "Confidence": 0.623, "X1": 0.22324, "Y1": 0.0542, "X2": 0.25849, "Y2": 0.054, "X3": 0.25849, "Y3": 0.0618, "X4": 0.22324, "Y4": 0.0618, "page": 0, "Index": 38}, {"Word": "any", "Confidence": 0.444, "X1": 0.25979, "Y1": 0.0542, "X2": 0.27676, "Y2": 0.054, "X3": 0.27676, "Y3": 0.0618, "X4": 0.25979, "Y4": 0.0618, "page": 0, "Index": 39}, {"Word": "genent", "Confidence": 0.264, "X1": 0.27937, "Y1": 0.0542, "X2": 0.31332, "Y2": 0.054, "X3": 0.31332, "Y3": 0.0618, "X4": 0.27937, "Y4": 0.0618, "page": 0, "Index": 40}, {"Word": "act", "Confidence": 0.849, "X1": 0.31462, "Y1": 0.0542, "X2": 0.32898, "Y2": 0.054, "X3": 0.32898, "Y3": 0.0618, "X4": 0.31462, "Y4": 0.0618, "page": 0, "Index": 41}, {"Word": "or", "Confidence": 0.547, "X1": 0.33159, "Y1": 0.0542, "X2": 0.34204, "Y2": 0.054, "X3": 0.34204, "Y3": 0.0618, "X4": 0.33159, "Y4": 0.0618, "page": 0, "Index": 42}, {"Word": "any", "Confidence": 0.991, "X1": 0.34465, "Y1": 0.0542, "X2": 0.36162, "Y2": 0.054, "X3": 0.36031, "Y3": 0.0618, "X4": 0.34334, "Y4": 0.0618, "page": 0, "Index": 43}, {"Word": "ltem", "Confidence": 0.405, "X1": 0.36292, "Y1": 0.0542, "X2": 0.3812, "Y2": 0.054, "X3": 0.3812, "Y3": 0.0618, "X4": 0.36292, "Y4": 0.0618, "page": 0, "Index": 44}, {"Word": "of", "Confidence": 0.64, "X1": 0.38642, "Y1": 0.0542, "X2": 0.39556, "Y2": 0.054, "X3": 0.39556, "Y3": 0.0618, "X4": 0.38642, "Y4": 0.0618, "page": 0, "Index": 45}, {"Word": "an", "Confidence": 0.697, "X1": 0.39817, "Y1": 0.0542, "X2": 0.40862, "Y2": 0.054, "X3": 0.40862, "Y3": 0.0618, "X4": 0.39687, "Y4": 0.0618, "page": 0, "Index": 46}, {"Word": "appropriation", "Confidence": 0.209, "X1": 0.41123, "Y1": 0.0542, "X2": 0.46997, "Y2": 0.054, "X3": 0.46997, "Y3": 0.0618, "X4": 0.41123, "Y4": 0.0618, "page": 0, "Index": 47}, {"Word": "bill,", "Confidence": 0.613, "X1": 0.47258, "Y1": 0.0542, "X2": 0.49086, "Y2": 0.054, "X3": 0.48956, "Y3": 0.0618, "X4": 0.47128, "Y4": 0.0618, "page": 0, "Index": 48}, {"Word": "or", "Confidence": 0.823, "X1": 0.49217, "Y1": 0.0542, "X2": 0.50261, "Y2": 0.054, "X3": 0.50261, "Y3": 0.0618, "X4": 0.49217, "Y4": 0.0618, "page": 0, "Index": 49}, {"Word": "measure", "Confidence": 0.625, "X1": 0.50522, "Y1": 0.0542, "X2": 0.54439, "Y2": 0.054, "X3": 0.54439, "Y3": 0.0618, "X4": 0.50522, "Y4": 0.0618, "page": 0, "Index": 50}, {"Word": "passed", "Confidence": 0.706, "X1": 0.547, "Y1": 0.0542, "X2": 0.57833, "Y2": 0.054, "X3": 0.57833, "Y3": 0.0618, "X4": 0.54569, "Y4": 0.0618, "page": 0, "Index": 51}, {"Word": "by", "Confidence": 0.992, "X1": 0.58094, "Y1": 0.0542, "X2": 0.59269, "Y2": 0.054, "X3": 0.59269, "Y3": 0.0618, "X4": 0.58094, "Y4": 0.0618, "page": 0, "Index": 52}, {"Word": "the", "Confidence": 0.997, "X1": 0.5953, "Y1": 0.0542, "X2": 0.61097, "Y2": 0.054, "X3": 0.61097, "Y3": 0.0618, "X4": 0.5953, "Y4": 0.0618, "page": 0, "Index": 53}, {"Word": "General", "Confidence": 0.659, "X1": 0.61358, "Y1": 0.0542, "X2": 0.65013, "Y2": 0.054, "X3": 0.65013, "Y3": 0.0618, "X4": 0.61358, "Y4": 0.0618, "page": 0, "Index": 54}, {"Word": "Assembly,", "Confidence": 0.432, "X1": 0.65274, "Y1": 0.0542, "X2": 0.69713, "Y2": 0.054, "X3": 0.69713, "Y3": 0.0618, "X4": 0.65144, "Y4": 0.0618, "page": 0, "Index": 55}, {"Word": "The", "Confidence": 0.673, "X1": 0.69974, "Y1": 0.0542, "X2": 0.71671, "Y2": 0.054, "X3": 0.71671, "Y3": 0.0618, "X4": 0.69843, "Y4": 0.0618, "page": 0, "Index": 56}, {"Word": "pestilen", "Confidence": 0.155, "X1": 0.00522, "Y1": 0.0632, "X2": 0.03786, "Y2": 0.063, "X3": 0.03786, "Y3": 0.0698, "X4": 0.00522, "Y4": 0.0708, "page": 0, "Index": 57}, {"Word": "embedments,", "Confidence": 0.03, "X1": 0.00653, "Y1": 0.0712, "X2": 0.06136, "Y2": 0.071, "X3": 0.06136, "Y3": 0.0778, "X4": 0.00653, "Y4": 0.0778, "page": 0, "Index": 58}, {"Word": "must", "Confidence": 0.319, "X1": 0.03916, "Y1": 0.0632, "X2": 0.06136, "Y2": 0.063, "X3": 0.06136, "Y3": 0.0698, "X4": 0.03916, "Y4": 0.0698, "page": 0, "Index": 59}, {"Word": "sod", "Confidence": 0.495, "X1": 0.06266, "Y1": 0.0712, "X2": 0.07963, "Y2": 0.071, "X3": 0.07833, "Y3": 0.0778, "X4": 0.06266, "Y4": 0.0778, "page": 0, "Index": 60}, {"Word": "be", "Confidence": 0.941, "X1": 0.06397, "Y1": 0.0632, "X2": 0.07572, "Y2": 0.063, "X3": 0.07572, "Y3": 0.0698, "X4": 0.06397, "Y4": 0.0698, "page": 0, "Index": 61}, {"Word": "signed", "Confidence": 0.849, "X1": 0.07702, "Y1": 0.0622, "X2": 0.10705, "Y2": 0.062, "X3": 0.10705, "Y3": 0.0698, "X4": 0.07702, "Y4": 0.0698, "page": 0, "Index": 62}, {"Word": "six", "Confidence": 0.647, "X1": 0.08225, "Y1": 0.0702, "X2": 0.0953, "Y2": 0.07, "X3": 0.0953, "Y3": 0.0778, "X4": 0.08094, "Y4": 0.0778, "page": 0, "Index": 63}, {"Word": "percent", "Confidence": 0.564, "X1": 0.09661, "Y1": 0.0702, "X2": 0.13055, "Y2": 0.07, "X3": 0.13055, "Y3": 0.0778, "X4": 0.09661, "Y4": 0.0778, "page": 0, "Index": 64}, {"Word": "by", "Confidence": 0.866, "X1": 0.10966, "Y1": 0.0622, "X2": 0.12272, "Y2": 0.062, "X3": 0.12272, "Y3": 0.0698, "X4": 0.10966, "Y4": 0.0698, "page": 0, "Index": 65}, {"Word": "eight", "Confidence": 0.637, "X1": 0.12533, "Y1": 0.0622, "X2": 0.15013, "Y2": 0.062, "X3": 0.14883, "Y3": 0.0698, "X4": 0.12533, "Y4": 0.0698, "page": 0, "Index": 66}, {"Word": "[ont)", "Confidence": 0.078, "X1": 0.13185, "Y1": 0.0702, "X2": 0.15274, "Y2": 0.07, "X3": 0.15274, "Y3": 0.0768, "X4": 0.13185, "Y4": 0.0768, "page": 0, "Index": 67}, {"Word": "percert", "Confidence": 0.25, "X1": 0.15144, "Y1": 0.0622, "X2": 0.18668, "Y2": 0.062, "X3": 0.18538, "Y3": 0.0688, "X4": 0.15144, "Y4": 0.0698, "page": 0, "Index": 68}, {"Word": "in", "Confidence": 0.994, "X1": 0.15535, "Y1": 0.0702, "X2": 0.16449, "Y2": 0.07, "X3": 0.16319, "Y3": 0.0768, "X4": 0.15405, "Y4": 0.0768, "page": 0, "Index": 69}, {"Word": "the", "Confidence": 0.994, "X1": 0.1658, "Y1": 0.0702, "X2": 0.18146, "Y2": 0.07, "X3": 0.18016, "Y3": 0.0768, "X4": 0.1658, "Y4": 0.0768, "page": 0, "Index": 70}, {"Word": "case", "Confidence": 0.064, "X1": 0.18277, "Y1": 0.0702, "X2": 0.20235, "Y2": 0.07, "X3": 0.20235, "Y3": 0.0768, "X4": 0.18277, "Y4": 0.0768, "page": 0, "Index": 71}, {"Word": "(4)", "Confidence": 0.043, "X1": 0.18799, "Y1": 0.0622, "X2": 0.21018, "Y2": 0.062, "X3": 0.20888, "Y3": 0.0688, "X4": 0.18799, "Y4": 0.0688, "page": 0, "Index": 72}, {"Word": "of", "Confidence": 0.934, "X1": 0.20496, "Y1": 0.0702, "X2": 0.2154, "Y2": 0.07, "X3": 0.2141, "Y3": 0.0768, "X4": 0.20496, "Y4": 0.0768, "page": 0, "Index": 73}, {"Word": "of", "Confidence": 0.87, "X1": 0.21149, "Y1": 0.0622, "X2": 0.22193, "Y2": 0.062, "X3": 0.22063, "Y3": 0.0688, "X4": 0.21149, "Y4": 0.0688, "page": 0, "Index": 74}, {"Word": "s", "Confidence": 0.658, "X1": 0.21671, "Y1": 0.0702, "X2": 0.22193, "Y2": 0.07, "X3": 0.22193, "Y3": 0.0768, "X4": 0.21671, "Y4": 0.0768, "page": 0, "Index": 75}, {"Word": "the", "Confidence": 0.956, "X1": 0.22324, "Y1": 0.0622, "X2": 0.2389, "Y2": 0.062, "X3": 0.2389, "Y3": 0.0688, "X4": 0.22324, "Y4": 0.0688, "page": 0, "Index": 76}, {"Word": "referendum.", "Confidence": 0.261, "X1": 0.22454, "Y1": 0.0702, "X2": 0.28198, "Y2": 0.07, "X3": 0.28068, "Y3": 0.0758, "X4": 0.22454, "Y4": 0.0768, "page": 0, "Index": 77}, {"Word": "legat", "Confidence": 0.683, "X1": 0.24151, "Y1": 0.0622, "X2": 0.26501, "Y2": 0.062, "X3": 0.26501, "Y3": 0.0688, "X4": 0.24021, "Y4": 0.0688, "page": 0, "Index": 78}, {"Word": "voters", "Confidence": 0.621, "X1": 0.26762, "Y1": 0.0612, "X2": 0.29634, "Y2": 0.061, "X3": 0.29634, "Y3": 0.0688, "X4": 0.26762, "Y4": 0.0688, "page": 0, "Index": 79}, {"Word": "Th", "Confidence": 0.483, "X1": 0.28329, "Y1": 0.0702, "X2": 0.29112, "Y2": 0.07, "X3": 0.29112, "Y3": 0.0758, "X4": 0.28329, "Y4": 0.0758, "page": 0, "Index": 80}, {"Word": "In", "Confidence": 0.991, "X1": 0.29765, "Y1": 0.0612, "X2": 0.30809, "Y2": 0.061, "X3": 0.30809, "Y3": 0.0688, "X4": 0.29765, "Y4": 0.0688, "page": 0, "Index": 81}, {"Word": "unposed", "Confidence": 0.286, "X1": 0.30679, "Y1": 0.0692, "X2": 0.34334, "Y2": 0.069, "X3": 0.34334, "Y3": 0.0758, "X4": 0.30548, "Y4": 0.0758, "page": 0, "Index": 82}, {"Word": "the", "Confidence": 0.955, "X1": 0.3107, "Y1": 0.0612, "X2": 0.32637, "Y2": 0.061, "X3": 0.32507, "Y3": 0.0688, "X4": 0.3107, "Y4": 0.0688, "page": 0, "Index": 83}, {"Word": "case", "Confidence": 0.829, "X1": 0.32768, "Y1": 0.0612, "X2": 0.34987, "Y2": 0.061, "X3": 0.34987, "Y3": 0.0688, "X4": 0.32768, "Y4": 0.0688, "page": 0, "Index": 84}, {"Word": "legislation", "Confidence": 0.62, "X1": 0.34595, "Y1": 0.0692, "X2": 0.39034, "Y2": 0.069, "X3": 0.39034, "Y3": 0.0758, "X4": 0.34465, "Y4": 0.0758, "page": 0, "Index": 85}, {"Word": "of", "Confidence": 0.958, "X1": 0.35248, "Y1": 0.0612, "X2": 0.36292, "Y2": 0.061, "X3": 0.36292, "Y3": 0.0688, "X4": 0.35248, "Y4": 0.0688, "page": 0, "Index": 86}, {"Word": "proposed", "Confidence": 0.636, "X1": 0.36423, "Y1": 0.0612, "X2": 0.40601, "Y2": 0.061, "X3": 0.40601, "Y3": 0.0688, "X4": 0.36423, "Y4": 0.0688, "page": 0, "Index": 87}, {"Word": "er", "Confidence": 0.853, "X1": 0.39295, "Y1": 0.0692, "X2": 0.40339, "Y2": 0.069, "X3": 0.40209, "Y3": 0.0758, "X4": 0.39295, "Y4": 0.0758, "page": 0, "Index": 88}, {"Word": "constitutional", "Confidence": 0.158, "X1": 0.4047, "Y1": 0.0692, "X2": 0.46345, "Y2": 0.069, "X3": 0.46214, "Y3": 0.0768, "X4": 0.4047, "Y4": 0.0758, "page": 0, "Index": 89}, {"Word": "legislation,", "Confidence": 0.168, "X1": 0.40862, "Y1": 0.0612, "X2": 0.45692, "Y2": 0.061, "X3": 0.45692, "Y3": 0.0688, "X4": 0.40862, "Y4": 0.0688, "page": 0, "Index": 90}, {"Word": "ton", "Confidence": 0.739, "X1": 0.45822, "Y1": 0.0612, "X2": 0.47389, "Y2": 0.061, "X3": 0.47389, "Y3": 0.0688, "X4": 0.45822, "Y4": 0.0688, "page": 0, "Index": 91}, {"Word": "amendment", "Confidence": 0.666, "X1": 0.46475, "Y1": 0.0692, "X2": 0.51958, "Y2": 0.069, "X3": 0.51958, "Y3": 0.0768, "X4": 0.46475, "Y4": 0.0768, "page": 0, "Index": 92}, {"Word": "percent", "Confidence": 0.689, "X1": 0.4765, "Y1": 0.0612, "X2": 0.51305, "Y2": 0.061, "X3": 0.51305, "Y3": 0.0688, "X4": 0.4765, "Y4": 0.0688, "page": 0, "Index": 93}, {"Word": "(10%)", "Confidence": 0.529, "X1": 0.51567, "Y1": 0.0612, "X2": 0.54047, "Y2": 0.061, "X3": 0.54047, "Y3": 0.0688, "X4": 0.51436, "Y4": 0.0688, "page": 0, "Index": 94}, {"Word": "must", "Confidence": 0.839, "X1": 0.52219, "Y1": 0.0692, "X2": 0.54439, "Y2": 0.069, "X3": 0.54308, "Y3": 0.0768, "X4": 0.52089, "Y4": 0.0768, "page": 0, "Index": 95}, {"Word": "in", "Confidence": 0.801, "X1": 0.54308, "Y1": 0.0612, "X2": 0.55352, "Y2": 0.061, "X3": 0.55352, "Y3": 0.0688, "X4": 0.54178, "Y4": 0.0688, "page": 0, "Index": 96}, {"Word": "be", "Confidence": 0.955, "X1": 0.547, "Y1": 0.0692, "X2": 0.55875, "Y2": 0.069, "X3": 0.55744, "Y3": 0.0768, "X4": 0.54569, "Y4": 0.0768, "page": 0, "Index": 97}, {"Word": "the", "Confidence": 0.993, "X1": 0.55614, "Y1": 0.0612, "X2": 0.5705, "Y2": 0.061, "X3": 0.5705, "Y3": 0.0688, "X4": 0.55483, "Y4": 0.0688, "page": 0, "Index": 98}, {"Word": "submitted", "Confidence": 0.613, "X1": 0.56005, "Y1": 0.0692, "X2": 0.60574, "Y2": 0.069, "X3": 0.60574, "Y3": 0.0768, "X4": 0.56005, "Y4": 0.0768, "page": 0, "Index": 99}, {"Word": "case", "Confidence": 0.612, "X1": 0.57311, "Y1": 0.0612, "X2": 0.5953, "Y2": 0.061, "X3": 0.59399, "Y3": 0.0688, "X4": 0.5718, "Y4": 0.0688, "page": 0, "Index": 100}, {"Word": "of", "Confidence": 0.993, "X1": 0.59791, "Y1": 0.0612, "X2": 0.60836, "Y2": 0.061, "X3": 0.60705, "Y3": 0.0688, "X4": 0.59661, "Y4": 0.0688, "page": 0, "Index": 101}, {"Word": "to", "Confidence": 0.652, "X1": 0.60836, "Y1": 0.0692, "X2": 0.61749, "Y2": 0.069, "X3": 0.61749, "Y3": 0.0768, "X4": 0.60705, "Y4": 0.0768, "page": 0, "Index": 102}, {"Word": "proposed", "Confidence": 0.616, "X1": 0.60966, "Y1": 0.0612, "X2": 0.65405, "Y2": 0.061, "X3": 0.65405, "Y3": 0.0688, "X4": 0.60966, "Y4": 0.0688, "page": 0, "Index": 103}, {"Word": "the", "Confidence": 0.991, "X1": 0.6201, "Y1": 0.0692, "X2": 0.63577, "Y2": 0.069, "X3": 0.63446, "Y3": 0.0768, "X4": 0.6188, "Y4": 0.0768, "page": 0, "Index": 104}, {"Word": "legal", "Confidence": 0.618, "X1": 0.63708, "Y1": 0.0692, "X2": 0.65927, "Y2": 0.069, "X3": 0.65796, "Y3": 0.0768, "X4": 0.63577, "Y4": 0.0768, "page": 0, "Index": 105}, {"Word": "constilvilona!", "Confidence": 0.421, "X1": 0.65666, "Y1": 0.0622, "X2": 0.71671, "Y2": 0.062, "X3": 0.71671, "Y3": 0.0698, "X4": 0.65535, "Y4": 0.0688, "page": 0, "Index": 106}, {"Word": "waters", "Confidence": 0.662, "X1": 0.66057, "Y1": 0.0692, "X2": 0.68799, "Y2": 0.069, "X3": 0.68799, "Y3": 0.0768, "X4": 0.66057, "Y4": 0.0768, "page": 0, "Index": 107}, {"Word": "of", "Confidence": 0.957, "X1": 0.6906, "Y1": 0.0692, "X2": 0.69974, "Y2": 0.069, "X3": 0.69843, "Y3": 0.0768, "X4": 0.6893, "Y4": 0.0768, "page": 0, "Index": 108}, {"Word": "the", "Confidence": 0.981, "X1": 0.70104, "Y1": 0.0692, "X2": 0.7154, "Y2": 0.069, "X3": 0.7141, "Y3": 0.0768, "X4": 0.69974, "Y4": 0.0768, "page": 0, "Index": 109}, {"Word": "Stale", "Confidence": 0.146, "X1": 0.00522, "Y1": 0.0782, "X2": 0.02611, "Y2": 0.078, "X3": 0.02742, "Y3": 0.0848, "X4": 0.00522, "Y4": 0.0848, "page": 0, "Index": 110}, {"Word": "at", "Confidence": 0.891, "X1": 0.02872, "Y1": 0.0782, "X2": 0.03786, "Y2": 0.078, "X3": 0.03786, "Y3": 0.0848, "X4": 0.02872, "Y4": 0.0848, "page": 0, "Index": 111}, {"Word": "a", "Confidence": 0.057, "X1": 0.03916, "Y1": 0.0782, "X2": 0.04439, "Y2": 0.078, "X3": 0.04439, "Y3": 0.0848, "X4": 0.03916, "Y4": 0.0848, "page": 0, "Index": 112}, {"Word": "regular", "Confidence": 0.355, "X1": 0.047, "Y1": 0.0782, "X2": 0.07833, "Y2": 0.078, "X3": 0.07833, "Y3": 0.0848, "X4": 0.047, "Y4": 0.0848, "page": 0, "Index": 113}, {"Word": "electiont", "Confidence": 0.355, "X1": 0.07963, "Y1": 0.0782, "X2": 0.11749, "Y2": 0.078, "X3": 0.11749, "Y3": 0.0848, "X4": 0.07963, "Y4": 0.0848, "page": 0, "Index": 114}, {"Word": "referendum", "Confidence": 0.686, "X1": 0.1188, "Y1": 0.0782, "X2": 0.16841, "Y2": 0.078, "X3": 0.1671, "Y3": 0.0848, "X4": 0.1188, "Y4": 0.0848, "page": 0, "Index": 115}, {"Word": "printloos", "Confidence": 0.072, "X1": 0.17363, "Y1": 0.0782, "X2": 0.21279, "Y2": 0.078, "X3": 0.21279, "Y3": 0.0848, "X4": 0.17363, "Y4": 0.0848, "page": 0, "Index": 116}, {"Word": "may", "Confidence": 0.991, "X1": 0.2154, "Y1": 0.0772, "X2": 0.23499, "Y2": 0.077, "X3": 0.23499, "Y3": 0.0848, "X4": 0.2141, "Y4": 0.0848, "page": 0, "Index": 117}, {"Word": "be", "Confidence": 0.848, "X1": 0.2376, "Y1": 0.0772, "X2": 0.24935, "Y2": 0.077, "X3": 0.24935, "Y3": 0.0838, "X4": 0.2376, "Y4": 0.0848, "page": 0, "Index": 118}, {"Word": "mafarred", "Confidence": 0.312, "X1": 0.25196, "Y1": 0.0772, "X2": 0.28721, "Y2": 0.077, "X3": 0.28721, "Y3": 0.0838, "X4": 0.25196, "Y4": 0.0838, "page": 0, "Index": 119}, {"Word": "e", "Confidence": 0.819, "X1": 0.31332, "Y1": 0.0772, "X2": 0.31723, "Y2": 0.077, "X3": 0.31723, "Y3": 0.0838, "X4": 0.31332, "Y4": 0.0838, "page": 0, "Index": 120}, {"Word": "people", "Confidence": 0.685, "X1": 0.31984, "Y1": 0.0772, "X2": 0.35117, "Y2": 0.077, "X3": 0.34987, "Y3": 0.0848, "X4": 0.31854, "Y4": 0.0838, "page": 0, "Index": 121}, {"Word": "at", "Confidence": 0.958, "X1": 0.35248, "Y1": 0.0782, "X2": 0.36423, "Y2": 0.078, "X3": 0.36292, "Y3": 0.0848, "X4": 0.35248, "Y4": 0.0848, "page": 0, "Index": 122}, {"Word": "special", "Confidence": 0.444, "X1": 0.36815, "Y1": 0.0772, "X2": 0.39556, "Y2": 0.077, "X3": 0.39426, "Y3": 0.0838, "X4": 0.36684, "Y4": 0.0838, "page": 0, "Index": 123}, {"Word": "elections", "Confidence": 0.319, "X1": 0.39687, "Y1": 0.0772, "X2": 0.43342, "Y2": 0.077, "X3": 0.43342, "Y3": 0.0838, "X4": 0.39556, "Y4": 0.0838, "page": 0, "Index": 124}, {"Word": "w", "Confidence": 0.951, "X1": 0.43603, "Y1": 0.0772, "X2": 0.44125, "Y2": 0.077, "X3": 0.43995, "Y3": 0.0838, "X4": 0.43603, "Y4": 0.0838, "page": 0, "Index": 125}, {"Word": "en", "Confidence": 0.943, "X1": 0.45039, "Y1": 0.0772, "X2": 0.46084, "Y2": 0.077, "X3": 0.45953, "Y3": 0.0838, "X4": 0.44909, "Y4": 0.0838, "page": 0, "Index": 126}, {"Word": "fiheen", "Confidence": 0.172, "X1": 0.46214, "Y1": 0.0772, "X2": 0.49217, "Y2": 0.077, "X3": 0.49217, "Y3": 0.0838, "X4": 0.46214, "Y4": 0.0838, "page": 0, "Index": 127}, {"Word": "percent", "Confidence": 0.823, "X1": 0.49478, "Y1": 0.0772, "X2": 0.52872, "Y2": 0.077, "X3": 0.52872, "Y3": 0.0838, "X4": 0.49478, "Y4": 0.0838, "page": 0, "Index": 128}, {"Word": "(15%)", "Confidence": 0.292, "X1": 0.53133, "Y1": 0.0772, "X2": 0.55744, "Y2": 0.077, "X3": 0.55614, "Y3": 0.0838, "X4": 0.53003, "Y4": 0.0838, "page": 0, "Index": 129}, {"Word": "of", "Confidence": 0.754, "X1": 0.55875, "Y1": 0.0772, "X2": 0.56789, "Y2": 0.077, "X3": 0.56789, "Y3": 0.0848, "X4": 0.55875, "Y4": 0.0838, "page": 0, "Index": 130}, {"Word": "the", "Confidence": 0.998, "X1": 0.5705, "Y1": 0.0772, "X2": 0.58616, "Y2": 0.077, "X3": 0.58486, "Y3": 0.0848, "X4": 0.56919, "Y4": 0.0848, "page": 0, "Index": 131}, {"Word": "legel", "Confidence": 0.565, "X1": 0.58747, "Y1": 0.0772, "X2": 0.61097, "Y2": 0.077, "X3": 0.61097, "Y3": 0.0848, "X4": 0.58747, "Y4": 0.0848, "page": 0, "Index": 132}, {"Word": "voters", "Confidence": 0.806, "X1": 0.61358, "Y1": 0.0772, "X2": 0.6423, "Y2": 0.077, "X3": 0.6423, "Y3": 0.0848, "X4": 0.61227, "Y4": 0.0848, "page": 0, "Index": 133}, {"Word": "petition", "Confidence": 0.107, "X1": 0.64491, "Y1": 0.0772, "X2": 0.67755, "Y2": 0.077, "X3": 0.67755, "Y3": 0.0848, "X4": 0.6436, "Y4": 0.0848, "page": 0, "Index": 134}, {"Word": "for", "Confidence": 0.735, "X1": 0.68016, "Y1": 0.0772, "X2": 0.69321, "Y2": 0.077, "X3": 0.69191, "Y3": 0.0848, "X4": 0.68016, "Y4": 0.0848, "page": 0, "Index": 135}, {"Word": "auch", "Confidence": 0.09, "X1": 0.69452, "Y1": 0.0772, "X2": 0.7154, "Y2": 0.077, "X3": 0.7154, "Y3": 0.0848, "X4": 0.69452, "Y4": 0.0848, "page": 0, "Index": 136}, {"Word": "Ifecial", "Confidence": 0.093, "X1": 0.00653, "Y1": 0.0872, "X2": 0.03394, "Y2": 0.087, "X3": 0.03264, "Y3": 0.0938, "X4": 0.00653, "Y4": 0.0928, "page": 0, "Index": 137}, {"Word": "election,", "Confidence": 0.611, "X1": 0.03525, "Y1": 0.0862, "X2": 0.0705, "Y2": 0.086, "X3": 0.06919, "Y3": 0.0938, "X4": 0.03525, "Y4": 0.0938, "page": 0, "Index": 138}, {"Word": "Any", "Confidence": 0.807, "X1": 0.0718, "Y1": 0.0862, "X2": 0.08877, "Y2": 0.086, "X3": 0.08877, "Y3": 0.0928, "X4": 0.0705, "Y4": 0.0938, "page": 0, "Index": 139}, {"Word": "measure", "Confidence": 0.485, "X1": 0.09138, "Y1": 0.0862, "X2": 0.12924, "Y2": 0.086, "X3": 0.12924, "Y3": 0.0928, "X4": 0.09008, "Y4": 0.0928, "page": 0, "Index": 140}, {"Word": "EV", "Confidence": 0.018, "X1": 0.13185, "Y1": 0.0862, "X2": 0.1423, "Y2": 0.086, "X3": 0.1423, "Y3": 0.0928, "X4": 0.13055, "Y4": 0.0928, "page": 0, "Index": 141}, {"Word": "shall", "Confidence": 0.912, "X1": 0.2389, "Y1": 0.0842, "X2": 0.25849, "Y2": 0.084, "X3": 0.25849, "Y3": 0.0918, "X4": 0.2389, "Y4": 0.0918, "page": 0, "Index": 142}, {"Word": "take", "Confidence": 0.692, "X1": 0.2611, "Y1": 0.0852, "X2": 0.27937, "Y2": 0.085, "X3": 0.27937, "Y3": 0.0918, "X4": 0.25979, "Y4": 0.0918, "page": 0, "Index": 143}, {"Word": "ect", "Confidence": 0.874, "X1": 0.29373, "Y1": 0.0842, "X2": 0.30548, "Y2": 0.084, "X3": 0.30548, "Y3": 0.0918, "X4": 0.29373, "Y4": 0.0918, "page": 0, "Index": 144}, {"Word": "and", "Confidence": 0.996, "X1": 0.30809, "Y1": 0.0842, "X2": 0.32376, "Y2": 0.084, "X3": 0.32376, "Y3": 0.0918, "X4": 0.30679, "Y4": 0.0918, "page": 0, "Index": 145}, {"Word": "become", "Confidence": 0.631, "X1": 0.32637, "Y1": 0.0842, "X2": 0.36162, "Y2": 0.084, "X3": 0.36162, "Y3": 0.0918, "X4": 0.32507, "Y4": 0.0918, "page": 0, "Index": 146}, {"Word": "a", "Confidence": 0.005, "X1": 0.36423, "Y1": 0.0842, "X2": 0.36945, "Y2": 0.084, "X3": 0.36815, "Y3": 0.0918, "X4": 0.36292, "Y4": 0.0918, "page": 0, "Index": 147}, {"Word": "law", "Confidence": 0.675, "X1": 0.37076, "Y1": 0.0842, "X2": 0.38512, "Y2": 0.084, "X3": 0.38512, "Y3": 0.0918, "X4": 0.37076, "Y4": 0.0918, "page": 0, "Index": 148}, {"Word": "whan", "Confidence": 0.707, "X1": 0.38773, "Y1": 0.0842, "X2": 0.41123, "Y2": 0.084, "X3": 0.41123, "Y3": 0.0918, "X4": 0.38773, "Y4": 0.0918, "page": 0, "Index": 149}, {"Word": "approved", "Confidence": 0.648, "X1": 0.41384, "Y1": 0.0842, "X2": 0.453, "Y2": 0.084, "X3": 0.453, "Y3": 0.0918, "X4": 0.41253, "Y4": 0.0918, "page": 0, "Index": 150}, {"Word": "by'e", "Confidence": 0.152, "X1": 0.45561, "Y1": 0.0842, "X2": 0.4752, "Y2": 0.084, "X3": 0.47389, "Y3": 0.0918, "X4": 0.45431, "Y4": 0.0918, "page": 0, "Index": 151}, {"Word": "majority", "Confidence": 0.632, "X1": 0.47781, "Y1": 0.0842, "X2": 0.51567, "Y2": 0.084, "X3": 0.51436, "Y3": 0.0918, "X4": 0.4765, "Y4": 0.0918, "page": 0, "Index": 152}, {"Word": "of", "Confidence": 0.998, "X1": 0.51697, "Y1": 0.0842, "X2": 0.52611, "Y2": 0.084, "X3": 0.52611, "Y3": 0.0918, "X4": 0.51567, "Y4": 0.0918, "page": 0, "Index": 153}, {"Word": "the", "Confidence": 0.898, "X1": 0.52872, "Y1": 0.0842, "X2": 0.54178, "Y2": 0.084, "X3": 0.54178, "Y3": 0.0918, "X4": 0.52742, "Y4": 0.0918, "page": 0, "Index": 154}, {"Word": "votes", "Confidence": 0.625, "X1": 0.54439, "Y1": 0.0842, "X2": 0.56789, "Y2": 0.084, "X3": 0.56658, "Y3": 0.0918, "X4": 0.54308, "Y4": 0.0918, "page": 0, "Index": 155}, {"Word": "cast", "Confidence": 0.79, "X1": 0.5705, "Y1": 0.0852, "X2": 0.58877, "Y2": 0.085, "X3": 0.58747, "Y3": 0.0918, "X4": 0.56919, "Y4": 0.0918, "page": 0, "Index": 156}, {"Word": "upon", "Confidence": 0.776, "X1": 0.59008, "Y1": 0.0852, "X2": 0.61358, "Y2": 0.085, "X3": 0.61358, "Y3": 0.0918, "X4": 0.59008, "Y4": 0.0918, "page": 0, "Index": 157}, {"Word": "such", "Confidence": 0.955, "X1": 0.61619, "Y1": 0.0852, "X2": 0.63708, "Y2": 0.085, "X3": 0.63708, "Y3": 0.0928, "X4": 0.61488, "Y4": 0.0918, "page": 0, "Index": 158}, {"Word": "measure,", "Confidence": 0.604, "X1": 0.63969, "Y1": 0.0852, "X2": 0.68146, "Y2": 0.085, "X3": 0.68016, "Y3": 0.0928, "X4": 0.63838, "Y4": 0.0928, "page": 0, "Index": 159}, {"Word": "should", "Confidence": 0.074, "X1": 0.00522, "Y1": 0.1092, "X2": 0.03264, "Y2": 0.109, "X3": 0.03133, "Y3": 0.1178, "X4": 0.00522, "Y4": 0.1178, "page": 0, "Index": 160}, {"Word": "2.", "Confidence": 0.907, "X1": 0.03394, "Y1": 0.1012, "X2": 0.04047, "Y2": 0.101, "X3": 0.04047, "Y3": 0.1098, "X4": 0.03394, "Y4": 0.1098, "page": 0, "Index": 161}, {"Word": "contain", "Confidence": 0.427, "X1": 0.03394, "Y1": 0.1092, "X2": 0.06397, "Y2": 0.109, "X3": 0.06397, "Y3": 0.1168, "X4": 0.03394, "Y4": 0.1178, "page": 0, "Index": 162}, {"Word": "Only", "Confidence": 0.926, "X1": 0.04308, "Y1": 0.1012, "X2": 0.06266, "Y2": 0.101, "X3": 0.06266, "Y3": 0.1088, "X4": 0.04308, "Y4": 0.1098, "page": 0, "Index": 163}, {"Word": "legat", "Confidence": 0.659, "X1": 0.06527, "Y1": 0.1002, "X2": 0.08616, "Y2": 0.1, "X3": 0.08486, "Y3": 0.1088, "X4": 0.06397, "Y4": 0.1088, "page": 0, "Index": 164}, {"Word": "only", "Confidence": 0.479, "X1": 0.06658, "Y1": 0.1092, "X2": 0.08486, "Y2": 0.109, "X3": 0.08355, "Y3": 0.1168, "X4": 0.06527, "Y4": 0.1168, "page": 0, "Index": 165}, {"Word": "the", "Confidence": 0.892, "X1": 0.08616, "Y1": 0.1092, "X2": 0.10052, "Y2": 0.109, "X3": 0.10052, "Y3": 0.1168, "X4": 0.08616, "Y4": 0.1168, "page": 0, "Index": 166}, {"Word": "voters", "Confidence": 0.664, "X1": 0.08877, "Y1": 0.1002, "X2": 0.11488, "Y2": 0.1, "X3": 0.11488, "Y3": 0.1088, "X4": 0.08747, "Y4": 0.1088, "page": 0, "Index": 167}, {"Word": "signatures", "Confidence": 0.281, "X1": 0.10313, "Y1": 0.1092, "X2": 0.15013, "Y2": 0.109, "X3": 0.14883, "Y3": 0.1168, "X4": 0.10183, "Y4": 0.1168, "page": 0, "Index": 168}, {"Word": "may", "Confidence": 0.958, "X1": 0.11749, "Y1": 0.1002, "X2": 0.13838, "Y2": 0.1, "X3": 0.13708, "Y3": 0.1088, "X4": 0.11749, "Y4": 0.1088, "page": 0, "Index": 169}, {"Word": "elgn,", "Confidence": 0.503, "X1": 0.14099, "Y1": 0.1002, "X2": 0.16188, "Y2": 0.1, "X3": 0.16188, "Y3": 0.1088, "X4": 0.13969, "Y4": 0.1088, "page": 0, "Index": 170}, {"Word": "of", "Confidence": 0.991, "X1": 0.15144, "Y1": 0.1092, "X2": 0.16057, "Y2": 0.109, "X3": 0.15927, "Y3": 0.1168, "X4": 0.15144, "Y4": 0.1168, "page": 0, "Index": 171}, {"Word": "voters", "Confidence": 0.258, "X1": 0.16319, "Y1": 0.1092, "X2": 0.1893, "Y2": 0.109, "X3": 0.1893, "Y3": 0.1168, "X4": 0.16188, "Y4": 0.1168, "page": 0, "Index": 172}, {"Word": "Printed", "Confidence": 0.598, "X1": 0.16449, "Y1": 0.1002, "X2": 0.19582, "Y2": 0.1, "X3": 0.19582, "Y3": 0.1088, "X4": 0.16319, "Y4": 0.1088, "page": 0, "Index": 173}, {"Word": "residing", "Confidence": 0.667, "X1": 0.19191, "Y1": 0.1092, "X2": 0.22715, "Y2": 0.109, "X3": 0.22715, "Y3": 0.1158, "X4": 0.1906, "Y4": 0.1158, "page": 0, "Index": 174}, {"Word": "names,", "Confidence": 0.8, "X1": 0.19843, "Y1": 0.0992, "X2": 0.23107, "Y2": 0.099, "X3": 0.23107, "Y3": 0.1088, "X4": 0.19843, "Y4": 0.1088, "page": 0, "Index": 175}, {"Word": "in", "Confidence": 0.736, "X1": 0.22977, "Y1": 0.1092, "X2": 0.2389, "Y2": 0.109, "X3": 0.2389, "Y3": 0.1158, "X4": 0.22846, "Y4": 0.1158, "page": 0, "Index": 176}, {"Word": "dates", "Confidence": 0.453, "X1": 0.23368, "Y1": 0.0992, "X2": 0.25718, "Y2": 0.099, "X3": 0.25718, "Y3": 0.1088, "X4": 0.23368, "Y4": 0.1088, "page": 0, "Index": 177}, {"Word": "a", "Confidence": 0.995, "X1": 0.24151, "Y1": 0.1092, "X2": 0.24674, "Y2": 0.109, "X3": 0.24543, "Y3": 0.1158, "X4": 0.24021, "Y4": 0.1158, "page": 0, "Index": 178}, {"Word": "single", "Confidence": 0.24, "X1": 0.24935, "Y1": 0.1092, "X2": 0.27546, "Y2": 0.109, "X3": 0.27415, "Y3": 0.1158, "X4": 0.24804, "Y4": 0.1158, "page": 0, "Index": 179}, {"Word": "of", "Confidence": 0.991, "X1": 0.25979, "Y1": 0.0992, "X2": 0.27023, "Y2": 0.099, "X3": 0.26893, "Y3": 0.1088, "X4": 0.25979, "Y4": 0.1088, "page": 0, "Index": 180}, {"Word": "birth,", "Confidence": 0.72, "X1": 0.27285, "Y1": 0.0992, "X2": 0.29634, "Y2": 0.099, "X3": 0.29504, "Y3": 0.1088, "X4": 0.27154, "Y4": 0.1088, "page": 0, "Index": 181}, {"Word": "county.", "Confidence": 0.464, "X1": 0.27676, "Y1": 0.1092, "X2": 0.31201, "Y2": 0.109, "X3": 0.3107, "Y3": 0.1158, "X4": 0.27676, "Y4": 0.1158, "page": 0, "Index": 182}, {"Word": "residence,", "Confidence": 0.491, "X1": 0.29896, "Y1": 0.0992, "X2": 0.34334, "Y2": 0.099, "X3": 0.34334, "Y3": 0.1088, "X4": 0.29765, "Y4": 0.1088, "page": 0, "Index": 183}, {"Word": "and", "Confidence": 0.902, "X1": 0.34595, "Y1": 0.0992, "X2": 0.36292, "Y2": 0.099, "X3": 0.36292, "Y3": 0.1088, "X4": 0.34595, "Y4": 0.1088, "page": 0, "Index": 184}, {"Word": "olles", "Confidence": 0.154, "X1": 0.36554, "Y1": 0.0992, "X2": 0.38773, "Y2": 0.099, "X3": 0.38773, "Y3": 0.1088, "X4": 0.36554, "Y4": 0.1088, "page": 0, "Index": 185}, {"Word": "er", "Confidence": 0.793, "X1": 0.39034, "Y1": 0.0992, "X2": 0.39817, "Y2": 0.099, "X3": 0.39817, "Y3": 0.1088, "X4": 0.39034, "Y4": 0.1088, "page": 0, "Index": 186}, {"Word": "towns", "Confidence": 0.65, "X1": 0.40078, "Y1": 0.0992, "X2": 0.42689, "Y2": 0.099, "X3": 0.42689, "Y3": 0.1088, "X4": 0.40078, "Y4": 0.1088, "page": 0, "Index": 187}, {"Word": "of", "Confidence": 0.43, "X1": 0.4295, "Y1": 0.0992, "X2": 0.43864, "Y2": 0.099, "X3": 0.43864, "Y3": 0.1088, "X4": 0.4295, "Y4": 0.1088, "page": 0, "Index": 188}, {"Word": "residence", "Confidence": 0.604, "X1": 0.44125, "Y1": 0.0992, "X2": 0.48433, "Y2": 0.099, "X3": 0.48433, "Y3": 0.1088, "X4": 0.44125, "Y4": 0.1088, "page": 0, "Index": 189}, {"Word": "must", "Confidence": 0.67, "X1": 0.48695, "Y1": 0.0992, "X2": 0.50914, "Y2": 0.099, "X3": 0.50914, "Y3": 0.1088, "X4": 0.48695, "Y4": 0.1088, "page": 0, "Index": 190}, {"Word": "be", "Confidence": 0.981, "X1": 0.51175, "Y1": 0.0992, "X2": 0.5248, "Y2": 0.099, "X3": 0.5235, "Y3": 0.1088, "X4": 0.51044, "Y4": 0.1088, "page": 0, "Index": 191}, {"Word": "given", "Confidence": 0.25, "X1": 0.52611, "Y1": 0.0992, "X2": 0.55091, "Y2": 0.099, "X3": 0.55091, "Y3": 0.1088, "X4": 0.52611, "Y4": 0.1088, "page": 0, "Index": 192}, {"Word": "as", "Confidence": 0.715, "X1": 0.55352, "Y1": 0.0992, "X2": 0.56397, "Y2": 0.099, "X3": 0.56266, "Y3": 0.1088, "X4": 0.55222, "Y4": 0.1088, "page": 0, "Index": 193}, {"Word": "an", "Confidence": 0.995, "X1": 0.56658, "Y1": 0.0992, "X2": 0.57702, "Y2": 0.099, "X3": 0.57702, "Y3": 0.1088, "X4": 0.56527, "Y4": 0.1088, "page": 0, "Index": 194}, {"Word": "aid", "Confidence": 0.445, "X1": 0.57963, "Y1": 0.0992, "X2": 0.5953, "Y2": 0.099, "X3": 0.59399, "Y3": 0.1088, "X4": 0.57963, "Y4": 0.1088, "page": 0, "Index": 195}, {"Word": "to", "Confidence": 0.993, "X1": 0.59661, "Y1": 0.0992, "X2": 0.60705, "Y2": 0.099, "X3": 0.60574, "Y3": 0.1088, "X4": 0.59661, "Y4": 0.1088, "page": 0, "Index": 196}, {"Word": "verification.", "Confidence": 0.293, "X1": 0.60966, "Y1": 0.0992, "X2": 0.66188, "Y2": 0.099, "X3": 0.66057, "Y3": 0.1088, "X4": 0.60836, "Y4": 0.1088, "page": 0, "Index": 197}, {"Word": "The", "Confidence": 0.959, "X1": 0.66449, "Y1": 0.0992, "X2": 0.68016, "Y2": 0.099, "X3": 0.67885, "Y3": 0.1088, "X4": 0.66319, "Y4": 0.1088, "page": 0, "Index": 198}, {"Word": "pettien", "Confidence": 0.234, "X1": 0.68277, "Y1": 0.0992, "X2": 0.7154, "Y2": 0.099, "X3": 0.7154, "Y3": 0.1088, "X4": 0.68146, "Y4": 0.1088, "page": 0, "Index": 199}, {"Word": "3.", "Confidence": 0.781, "X1": 0.03394, "Y1": 0.1242, "X2": 0.04047, "Y2": 0.124, "X3": 0.04047, "Y3": 0.1338, "X4": 0.03394, "Y4": 0.1338, "page": 0, "Index": 200}, {"Word": "All", "Confidence": 0.942, "X1": 0.04308, "Y1": 0.1242, "X2": 0.05352, "Y2": 0.124, "X3": 0.05352, "Y3": 0.1338, "X4": 0.04308, "Y4": 0.1338, "page": 0, "Index": 201}, {"Word": "signatures", "Confidence": 0.458, "X1": 0.05614, "Y1": 0.1232, "X2": 0.09922, "Y2": 0.123, "X3": 0.09922, "Y3": 0.1328, "X4": 0.05614, "Y4": 0.1338, "page": 0, "Index": 202}, {"Word": "must", "Confidence": 0.981, "X1": 0.10183, "Y1": 0.1232, "X2": 0.12402, "Y2": 0.123, "X3": 0.12402, "Y3": 0.1328, "X4": 0.10183, "Y4": 0.1328, "page": 0, "Index": 203}, {"Word": "be", "Confidence": 0.942, "X1": 0.12663, "Y1": 0.1232, "X2": 0.13708, "Y2": 0.123, "X3": 0.13708, "Y3": 0.1328, "X4": 0.12663, "Y4": 0.1328, "page": 0, "Index": 204}, {"Word": "affixed", "Confidence": 0.605, "X1": 0.13969, "Y1": 0.1232, "X2": 0.16971, "Y2": 0.123, "X3": 0.16841, "Y3": 0.1328, "X4": 0.13969, "Y4": 0.1328, "page": 0, "Index": 205}, {"Word": "in", "Confidence": 0.993, "X1": 0.17232, "Y1": 0.1232, "X2": 0.18016, "Y2": 0.123, "X3": 0.18016, "Y3": 0.1328, "X4": 0.17102, "Y4": 0.1328, "page": 0, "Index": 206}, {"Word": "lak", "Confidence": 0.613, "X1": 0.18277, "Y1": 0.1232, "X2": 0.19582, "Y2": 0.123, "X3": 0.19582, "Y3": 0.1328, "X4": 0.18277, "Y4": 0.1328, "page": 0, "Index": 207}, {"Word": "or", "Confidence": 0.982, "X1": 0.19843, "Y1": 0.1222, "X2": 0.20757, "Y2": 0.122, "X3": 0.20627, "Y3": 0.1328, "X4": 0.19843, "Y4": 0.1328, "page": 0, "Index": 208}, {"Word": "indelible", "Confidence": 0.634, "X1": 0.21018, "Y1": 0.1222, "X2": 0.24804, "Y2": 0.122, "X3": 0.24674, "Y3": 0.1328, "X4": 0.20888, "Y4": 0.1328, "page": 0, "Index": 209}, {"Word": "pencil", "Confidence": 0.806, "X1": 0.25065, "Y1": 0.1222, "X2": 0.27676, "Y2": 0.122, "X3": 0.27676, "Y3": 0.1328, "X4": 0.24935, "Y4": 0.1328, "page": 0, "Index": 210}, {"Word": "by", "Confidence": 0.958, "X1": 0.27937, "Y1": 0.1222, "X2": 0.28982, "Y2": 0.122, "X3": 0.28982, "Y3": 0.1328, "X4": 0.27937, "Y4": 0.1328, "page": 0, "Index": 211}, {"Word": "the", "Confidence": 0.994, "X1": 0.29243, "Y1": 0.1222, "X2": 0.30548, "Y2": 0.122, "X3": 0.30548, "Y3": 0.1328, "X4": 0.29243, "Y4": 0.1328, "page": 0, "Index": 212}, {"Word": "signers", "Confidence": 0.809, "X1": 0.30809, "Y1": 0.1222, "X2": 0.34073, "Y2": 0.122, "X3": 0.33943, "Y3": 0.1318, "X4": 0.30809, "Y4": 0.1328, "page": 0, "Index": 213}, {"Word": "la", "Confidence": 0.054, "X1": 0.34334, "Y1": 0.1222, "X2": 0.35117, "Y2": 0.122, "X3": 0.34987, "Y3": 0.1318, "X4": 0.34204, "Y4": 0.1318, "page": 0, "Index": 214}, {"Word": "their", "Confidence": 0.941, "X1": 0.35379, "Y1": 0.1222, "X2": 0.37337, "Y2": 0.122, "X3": 0.37206, "Y3": 0.1318, "X4": 0.35248, "Y4": 0.1318, "page": 0, "Index": 215}, {"Word": "own", "Confidence": 0.595, "X1": 0.37598, "Y1": 0.1222, "X2": 0.39295, "Y2": 0.122, "X3": 0.39295, "Y3": 0.1318, "X4": 0.37467, "Y4": 0.1318, "page": 0, "Index": 216}, {"Word": "handwridag", "Confidence": 0.634, "X1": 0.39556, "Y1": 0.1222, "X2": 0.44648, "Y2": 0.122, "X3": 0.44517, "Y3": 0.1318, "X4": 0.39556, "Y4": 0.1318, "page": 0, "Index": 217}, {"Word": "In", "Confidence": 0.766, "X1": 0.44909, "Y1": 0.1222, "X2": 0.45692, "Y2": 0.122, "X3": 0.45561, "Y3": 0.1318, "X4": 0.44778, "Y4": 0.1318, "page": 0, "Index": 218}, {"Word": "the", "Confidence": 0.969, "X1": 0.45953, "Y1": 0.1222, "X2": 0.47389, "Y2": 0.122, "X3": 0.47389, "Y3": 0.1318, "X4": 0.45822, "Y4": 0.1318, "page": 0, "Index": 219}, {"Word": "presence", "Confidence": 0.607, "X1": 0.4765, "Y1": 0.1222, "X2": 0.51697, "Y2": 0.122, "X3": 0.51567, "Y3": 0.1318, "X4": 0.4765, "Y4": 0.1318, "page": 0, "Index": 220}, {"Word": "of", "Confidence": 0.68, "X1": 0.51958, "Y1": 0.1222, "X2": 0.52742, "Y2": 0.122, "X3": 0.52742, "Y3": 0.1318, "X4": 0.51828, "Y4": 0.1318, "page": 0, "Index": 221}, {"Word": "the", "Confidence": 0.994, "X1": 0.53003, "Y1": 0.1222, "X2": 0.54439, "Y2": 0.122, "X3": 0.54308, "Y3": 0.1318, "X4": 0.53003, "Y4": 0.1318, "page": 0, "Index": 222}, {"Word": "persons", "Confidence": 0.899, "X1": 0.547, "Y1": 0.1222, "X2": 0.58094, "Y2": 0.122, "X3": 0.58094, "Y3": 0.1318, "X4": 0.54569, "Y4": 0.1318, "page": 0, "Index": 223}, {"Word": "circulating", "Confidence": 0.466, "X1": 0.58355, "Y1": 0.1232, "X2": 0.63055, "Y2": 0.123, "X3": 0.63055, "Y3": 0.1318, "X4": 0.58355, "Y4": 0.1318, "page": 0, "Index": 224}, {"Word": "the", "Confidence": 0.997, "X1": 0.63316, "Y1": 0.1232, "X2": 0.64752, "Y2": 0.123, "X3": 0.64752, "Y3": 0.1318, "X4": 0.63316, "Y4": 0.1318, "page": 0, "Index": 225}, {"Word": "petition,", "Confidence": 0.207, "X1": 0.65013, "Y1": 0.1232, "X2": 0.68799, "Y2": 0.123, "X3": 0.68799, "Y3": 0.1318, "X4": 0.64883, "Y4": 0.1318, "page": 0, "Index": 226}, {"Word": "the", "Confidence": 0.993, "X1": 0.37859, "Y1": 0.1382, "X2": 0.39164, "Y2": 0.138, "X3": 0.39164, "Y3": 0.1478, "X4": 0.37728, "Y4": 0.1478, "page": 0, "Index": 227}, {"Word": "full", "Confidence": 0.096, "X1": 0.39426, "Y1": 0.1382, "X2": 0.40862, "Y2": 0.138, "X3": 0.40862, "Y3": 0.1478, "X4": 0.39426, "Y4": 0.1478, "page": 0, "Index": 228}, {"Word": "language", "Confidence": 0.743, "X1": 0.41123, "Y1": 0.1382, "X2": 0.4517, "Y2": 0.138, "X3": 0.4517, "Y3": 0.1478, "X4": 0.41123, "Y4": 0.1478, "page": 0, "Index": 229}, {"Word": "of", "Confidence": 0.9, "X1": 0.45431, "Y1": 0.1382, "X2": 0.46345, "Y2": 0.138, "X3": 0.46345, "Y3": 0.1478, "X4": 0.45431, "Y4": 0.1478, "page": 0, "Index": 230}, {"Word": "the", "Confidence": 0.998, "X1": 0.46606, "Y1": 0.1382, "X2": 0.48303, "Y2": 0.138, "X3": 0.48172, "Y3": 0.1478, "X4": 0.46606, "Y4": 0.1478, "page": 0, "Index": 231}, {"Word": "position.", "Confidence": 0.375, "X1": 0.48564, "Y1": 0.1382, "X2": 0.52219, "Y2": 0.138, "X3": 0.52219, "Y3": 0.1478, "X4": 0.48433, "Y4": 0.1478, "page": 0, "Index": 232}, {"Word": "Place", "Confidence": 0.124, "X1": 0.5248, "Y1": 0.1392, "X2": 0.54961, "Y2": 0.139, "X3": 0.5483, "Y3": 0.1478, "X4": 0.5248, "Y4": 0.1478, "page": 0, "Index": 233}, {"Word": "as", "Confidence": 0.615, "X1": 0.55222, "Y1": 0.1392, "X2": 0.56266, "Y2": 0.139, "X3": 0.56136, "Y3": 0.1478, "X4": 0.55091, "Y4": 0.1478, "page": 0, "Index": 234}, {"Word": "pethen.", "Confidence": 0.609, "X1": 0.00392, "Y1": 0.1472, "X2": 0.04308, "Y2": 0.147, "X3": 0.04308, "Y3": 0.1568, "X4": 0.00392, "Y4": 0.1588, "page": 0, "Index": 235}, {"Word": "4.", "Confidence": 0.841, "X1": 0.03394, "Y1": 0.1402, "X2": 0.04047, "Y2": 0.14, "X3": 0.04047, "Y3": 0.1498, "X4": 0.03264, "Y4": 0.1498, "page": 0, "Index": 236}, {"Word": "4.", "Confidence": 0.083, "X1": 0.03525, "Y1": 0.1392, "X2": 0.04047, "Y2": 0.139, "X3": 0.04047, "Y3": 0.1498, "X4": 0.03525, "Y4": 0.1498, "page": 0, "Index": 237}, {"Word": "De", "Confidence": 0.456, "X1": 0.04308, "Y1": 0.1402, "X2": 0.05483, "Y2": 0.14, "X3": 0.05483, "Y3": 0.1498, "X4": 0.04308, "Y4": 0.1498, "page": 0, "Index": 238}, {"Word": "De", "Confidence": 0.278, "X1": 0.04308, "Y1": 0.1392, "X2": 0.05483, "Y2": 0.139, "X3": 0.05483, "Y3": 0.1498, "X4": 0.04308, "Y4": 0.1498, "page": 0, "Index": 239}, {"Word": "nat", "Confidence": 0.664, "X1": 0.05744, "Y1": 0.1402, "X2": 0.07311, "Y2": 0.14, "X3": 0.0718, "Y3": 0.1488, "X4": 0.05744, "Y4": 0.1498, "page": 0, "Index": 240}, {"Word": "nat", "Confidence": 0.793, "X1": 0.05744, "Y1": 0.1392, "X2": 0.0718, "Y2": 0.139, "X3": 0.0718, "Y3": 0.1498, "X4": 0.05744, "Y4": 0.1498, "page": 0, "Index": 241}, {"Word": "altach", "Confidence": 0.619, "X1": 0.07441, "Y1": 0.1402, "X2": 0.10183, "Y2": 0.14, "X3": 0.10183, "Y3": 0.1508, "X4": 0.07441, "Y4": 0.1498, "page": 0, "Index": 242}, {"Word": "attach", "Confidence": 0.603, "X1": 0.07572, "Y1": 0.1402, "X2": 0.10313, "Y2": 0.14, "X3": 0.10183, "Y3": 0.1488, "X4": 0.07441, "Y4": 0.1488, "page": 0, "Index": 243}, {"Word": "add", "Confidence": 0.985, "X1": 0.10444, "Y1": 0.1402, "X2": 0.12402, "Y2": 0.14, "X3": 0.12402, "Y3": 0.1508, "X4": 0.10444, "Y4": 0.1508, "page": 0, "Index": 244}, {"Word": "addisonal", "Confidence": 0.403, "X1": 0.10574, "Y1": 0.1392, "X2": 0.15013, "Y2": 0.139, "X3": 0.15013, "Y3": 0.1488, "X4": 0.10444, "Y4": 0.1488, "page": 0, "Index": 245}, {"Word": "sheets", "Confidence": 0.546, "X1": 0.15274, "Y1": 0.1392, "X2": 0.18146, "Y2": 0.139, "X3": 0.18146, "Y3": 0.1488, "X4": 0.15144, "Y4": 0.1488, "page": 0, "Index": 246}, {"Word": "to", "Confidence": 0.044, "X1": 0.18407, "Y1": 0.1392, "X2": 0.19452, "Y2": 0.139, "X3": 0.19321, "Y3": 0.1488, "X4": 0.18407, "Y4": 0.1488, "page": 0, "Index": 247}, {"Word": "this", "Confidence": 0.846, "X1": 0.19713, "Y1": 0.1392, "X2": 0.2141, "Y2": 0.139, "X3": 0.21279, "Y3": 0.1488, "X4": 0.19582, "Y4": 0.1488, "page": 0, "Index": 248}, {"Word": "pesition", "Confidence": 0.508, "X1": 0.21671, "Y1": 0.1392, "X2": 0.25196, "Y2": 0.139, "X3": 0.25065, "Y3": 0.1488, "X4": 0.2154, "Y4": 0.1488, "page": 0, "Index": 249}, {"Word": "unless", "Confidence": 0.443, "X1": 0.25457, "Y1": 0.1382, "X2": 0.2846, "Y2": 0.138, "X3": 0.28329, "Y3": 0.1488, "X4": 0.25326, "Y4": 0.1488, "page": 0, "Index": 250}, {"Word": "such", "Confidence": 0.66, "X1": 0.28721, "Y1": 0.1382, "X2": 0.30809, "Y2": 0.138, "X3": 0.30679, "Y3": 0.1488, "X4": 0.2859, "Y4": 0.1488, "page": 0, "Index": 251}, {"Word": "sheets", "Confidence": 0.731, "X1": 0.3107, "Y1": 0.1382, "X2": 0.34073, "Y2": 0.138, "X3": 0.33943, "Y3": 0.1488, "X4": 0.3094, "Y4": 0.1488, "page": 0, "Index": 252}, {"Word": "contain", "Confidence": 0.637, "X1": 0.34334, "Y1": 0.1382, "X2": 0.37598, "Y2": 0.138, "X3": 0.37467, "Y3": 0.1488, "X4": 0.34204, "Y4": 0.1488, "page": 0, "Index": 253}, {"Word": "many", "Confidence": 0.657, "X1": 0.56527, "Y1": 0.1392, "X2": 0.59269, "Y2": 0.139, "X3": 0.59138, "Y3": 0.1488, "X4": 0.56397, "Y4": 0.1478, "page": 0, "Index": 254}, {"Word": "times", "Confidence": 0.116, "X1": 0.5953, "Y1": 0.1392, "X2": 0.62663, "Y2": 0.139, "X3": 0.62533, "Y3": 0.1488, "X4": 0.59399, "Y4": 0.1488, "page": 0, "Index": 255}, {"Word": "as", "Confidence": 0.039, "X1": 0.62794, "Y1": 0.1392, "X2": 0.63969, "Y2": 0.139, "X3": 0.63838, "Y3": 0.1488, "X4": 0.62794, "Y4": 0.1488, "page": 0, "Index": 256}, {"Word": "possible", "Confidence": 0.348, "X1": 0.6423, "Y1": 0.1392, "X2": 0.67885, "Y2": 0.139, "X3": 0.67755, "Y3": 0.1488, "X4": 0.64099, "Y4": 0.1488, "page": 0, "Index": 257}, {"Word": "on", "Confidence": 0.939, "X1": 0.68146, "Y1": 0.1392, "X2": 0.69321, "Y2": 0.139, "X3": 0.69191, "Y3": 0.1488, "X4": 0.68016, "Y4": 0.1488, "page": 0, "Index": 258}, {"Word": "sich", "Confidence": 0.071, "X1": 0.69582, "Y1": 0.1402, "X2": 0.71671, "Y2": 0.14, "X3": 0.71671, "Y3": 0.1488, "X4": 0.69452, "Y4": 0.1488, "page": 0, "Index": 259}, {"Word": "S.", "Confidence": 0.957, "X1": 0.03264, "Y1": 0.1562, "X2": 0.04047, "Y2": 0.156, "X3": 0.04047, "Y3": 0.1648, "X4": 0.03394, "Y4": 0.1648, "page": 0, "Index": 260}, {"Word": "TO", "Confidence": 0.963, "X1": 0.04308, "Y1": 0.1562, "X2": 0.05483, "Y2": 0.156, "X3": 0.05483, "Y3": 0.1638, "X4": 0.04308, "Y4": 0.1638, "page": 0, "Index": 261}, {"Word": "SIGN", "Confidence": 0.488, "X1": 0.05744, "Y1": 0.1552, "X2": 0.07833, "Y2": 0.155, "X3": 0.07833, "Y3": 0.1638, "X4": 0.05744, "Y4": 0.1638, "page": 0, "Index": 262}, {"Word": "ANY", "Confidence": 0.993, "X1": 0.08094, "Y1": 0.1552, "X2": 0.10052, "Y2": 0.155, "X3": 0.10183, "Y3": 0.1638, "X4": 0.08225, "Y4": 0.1638, "page": 0, "Index": 263}, {"Word": "NAME", "Confidence": 0.955, "X1": 0.10313, "Y1": 0.1552, "X2": 0.13185, "Y2": 0.155, "X3": 0.13316, "Y3": 0.1638, "X4": 0.10313, "Y4": 0.1638, "page": 0, "Index": 264}, {"Word": "OTHER", "Confidence": 0.652, "X1": 0.13446, "Y1": 0.1552, "X2": 0.1671, "Y2": 0.155, "X3": 0.1671, "Y3": 0.1638, "X4": 0.13446, "Y4": 0.1638, "page": 0, "Index": 265}, {"Word": "THAN", "Confidence": 0.99, "X1": 0.16971, "Y1": 0.1552, "X2": 0.19452, "Y2": 0.155, "X3": 0.19452, "Y3": 0.1638, "X4": 0.16971, "Y4": 0.1638, "page": 0, "Index": 266}, {"Word": "YOUR", "Confidence": 0.979, "X1": 0.19713, "Y1": 0.1552, "X2": 0.22324, "Y2": 0.155, "X3": 0.22454, "Y3": 0.1628, "X4": 0.19713, "Y4": 0.1638, "page": 0, "Index": 267}, {"Word": "OWN,", "Confidence": 0.691, "X1": 0.22585, "Y1": 0.1542, "X2": 0.25457, "Y2": 0.154, "X3": 0.25457, "Y3": 0.1628, "X4": 0.22585, "Y4": 0.1628, "page": 0, "Index": 268}, {"Word": "TO", "Confidence": 0.847, "X1": 0.25587, "Y1": 0.1542, "X2": 0.26893, "Y2": 0.154, "X3": 0.26893, "Y3": 0.1628, "X4": 0.25718, "Y4": 0.1628, "page": 0, "Index": 269}, {"Word": "KNOWINGLY", "Confidence": 0.991, "X1": 0.27154, "Y1": 0.1542, "X2": 0.33029, "Y2": 0.154, "X3": 0.33029, "Y3": 0.1628, "X4": 0.27154, "Y4": 0.1628, "page": 0, "Index": 270}, {"Word": "SIGN", "Confidence": 0.565, "X1": 0.3329, "Y1": 0.1542, "X2": 0.35509, "Y2": 0.154, "X3": 0.35509, "Y3": 0.1628, "X4": 0.3329, "Y4": 0.1628, "page": 0, "Index": 271}, {"Word": "YOUR", "Confidence": 0.801, "X1": 0.3577, "Y1": 0.1542, "X2": 0.38381, "Y2": 0.154, "X3": 0.38381, "Y3": 0.1628, "X4": 0.3577, "Y4": 0.1628, "page": 0, "Index": 272}, {"Word": "NAME", "Confidence": 0.934, "X1": 0.38512, "Y1": 0.1542, "X2": 0.41253, "Y2": 0.154, "X3": 0.41253, "Y3": 0.1628, "X4": 0.38512, "Y4": 0.1628, "page": 0, "Index": 273}, {"Word": "MORE", "Confidence": 0.888, "X1": 0.41514, "Y1": 0.1542, "X2": 0.44256, "Y2": 0.154, "X3": 0.44256, "Y3": 0.1628, "X4": 0.41514, "Y4": 0.1628, "page": 0, "Index": 274}, {"Word": "THAN", "Confidence": 0.991, "X1": 0.44517, "Y1": 0.1542, "X2": 0.46997, "Y2": 0.154, "X3": 0.46997, "Y3": 0.1628, "X4": 0.44517, "Y4": 0.1628, "page": 0, "Index": 275}, {"Word": "ONCE", "Confidence": 0.874, "X1": 0.47389, "Y1": 0.1542, "X2": 0.50131, "Y2": 0.154, "X3": 0.50131, "Y3": 0.1628, "X4": 0.47389, "Y4": 0.1628, "page": 0, "Index": 276}, {"Word": "TO", "Confidence": 0.955, "X1": 0.50261, "Y1": 0.1542, "X2": 0.51567, "Y2": 0.154, "X3": 0.51567, "Y3": 0.1628, "X4": 0.50261, "Y4": 0.1628, "page": 0, "Index": 277}, {"Word": "ANY", "Confidence": 0.97, "X1": 0.51828, "Y1": 0.1542, "X2": 0.53786, "Y2": 0.154, "X3": 0.53786, "Y3": 0.1628, "X4": 0.51828, "Y4": 0.1628, "page": 0, "Index": 278}, {"Word": "PEITTION,", "Confidence": 0.642, "X1": 0.54047, "Y1": 0.1542, "X2": 0.58616, "Y2": 0.154, "X3": 0.58616, "Y3": 0.1628, "X4": 0.54047, "Y4": 0.1628, "page": 0, "Index": 279}, {"Word": "TO", "Confidence": 0.998, "X1": 0.58877, "Y1": 0.1542, "X2": 0.60183, "Y2": 0.154, "X3": 0.60183, "Y3": 0.1628, "X4": 0.58877, "Y4": 0.1628, "page": 0, "Index": 280}, {"Word": "KNOWINGLY", "Confidence": 0.909, "X1": 0.60444, "Y1": 0.1542, "X2": 0.66319, "Y2": 0.154, "X3": 0.66319, "Y3": 0.1628, "X4": 0.60444, "Y4": 0.1628, "page": 0, "Index": 281}, {"Word": "SIGN", "Confidence": 0.981, "X1": 0.6658, "Y1": 0.1542, "X2": 0.68668, "Y2": 0.154, "X3": 0.68668, "Y3": 0.1628, "X4": 0.66449, "Y4": 0.1628, "page": 0, "Index": 282}, {"Word": "YOUR", "Confidence": 0.97, "X1": 0.6906, "Y1": 0.1542, "X2": 0.7154, "Y2": 0.154, "X3": 0.7154, "Y3": 0.1628, "X4": 0.6906, "Y4": 0.1628, "page": 0, "Index": 283}, {"Word": "NAME", "Confidence": 0.614, "X1": 0.00522, "Y1": 0.1642, "X2": 0.03133, "Y2": 0.164, "X3": 0.03003, "Y3": 0.1728, "X4": 0.00392, "Y4": 0.1728, "page": 0, "Index": 284}, {"Word": "WHEN", "Confidence": 0.97, "X1": 0.03264, "Y1": 0.1642, "X2": 0.06005, "Y2": 0.164, "X3": 0.05875, "Y3": 0.1718, "X4": 0.03264, "Y4": 0.1728, "page": 0, "Index": 285}, {"Word": "YOU", "Confidence": 0.991, "X1": 0.06266, "Y1": 0.1642, "X2": 0.08225, "Y2": 0.164, "X3": 0.08094, "Y3": 0.1718, "X4": 0.06136, "Y4": 0.1718, "page": 0, "Index": 286}, {"Word": "ARE", "Confidence": 0.998, "X1": 0.08355, "Y1": 0.1642, "X2": 0.10313, "Y2": 0.164, "X3": 0.10313, "Y3": 0.1718, "X4": 0.08355, "Y4": 0.1718, "page": 0, "Index": 287}, {"Word": "NOT", "Confidence": 0.993, "X1": 0.10574, "Y1": 0.1642, "X2": 0.12533, "Y2": 0.164, "X3": 0.12533, "Y3": 0.1718, "X4": 0.10444, "Y4": 0.1718, "page": 0, "Index": 288}, {"Word": "LEGALLY", "Confidence": 0.962, "X1": 0.12794, "Y1": 0.1632, "X2": 0.16971, "Y2": 0.163, "X3": 0.16841, "Y3": 0.1718, "X4": 0.12794, "Y4": 0.1718, "page": 0, "Index": 289}, {"Word": "ENTITLED", "Confidence": 0.981, "X1": 0.17232, "Y1": 0.1632, "X2": 0.2154, "Y2": 0.163, "X3": 0.2154, "Y3": 0.1718, "X4": 0.17102, "Y4": 0.1718, "page": 0, "Index": 290}, {"Word": "TO", "Confidence": 0.997, "X1": 0.21932, "Y1": 0.1632, "X2": 0.23107, "Y2": 0.163, "X3": 0.23107, "Y3": 0.1718, "X4": 0.21802, "Y4": 0.1718, "page": 0, "Index": 291}, {"Word": "SIGN", "Confidence": 0.812, "X1": 0.23499, "Y1": 0.1632, "X2": 0.25718, "Y2": 0.163, "X3": 0.25718, "Y3": 0.1718, "X4": 0.23368, "Y4": 0.1718, "page": 0, "Index": 292}, {"Word": "IT,", "Confidence": 0.641, "X1": 0.2611, "Y1": 0.1632, "X2": 0.27285, "Y2": 0.163, "X3": 0.27285, "Y3": 0.1708, "X4": 0.25979, "Y4": 0.1718, "page": 0, "Index": 293}, {"Word": "TO", "Confidence": 0.998, "X1": 0.27546, "Y1": 0.1632, "X2": 0.28721, "Y2": 0.163, "X3": 0.28721, "Y3": 0.1708, "X4": 0.27415, "Y4": 0.1708, "page": 0, "Index": 294}, {"Word": "KNOWINGLY", "Confidence": 0.554, "X1": 0.28982, "Y1": 0.1632, "X2": 0.34856, "Y2": 0.163, "X3": 0.34856, "Y3": 0.1708, "X4": 0.28982, "Y4": 0.1708, "page": 0, "Index": 295}, {"Word": "AND", "Confidence": 0.994, "X1": 0.35117, "Y1": 0.1632, "X2": 0.37076, "Y2": 0.163, "X3": 0.37076, "Y3": 0.1708, "X4": 0.35117, "Y4": 0.1708, "page": 0, "Index": 296}, {"Word": "FALSELY", "Confidence": 0.966, "X1": 0.37337, "Y1": 0.1632, "X2": 0.41123, "Y2": 0.163, "X3": 0.41123, "Y3": 0.1708, "X4": 0.37206, "Y4": 0.1708, "page": 0, "Index": 297}, {"Word": "MISREPRESENT", "Confidence": 0.81, "X1": 0.41384, "Y1": 0.1632, "X2": 0.48564, "Y2": 0.163, "X3": 0.48433, "Y3": 0.1708, "X4": 0.41384, "Y4": 0.1708, "page": 0, "Index": 298}, {"Word": "THE", "Confidence": 0.998, "X1": 0.48825, "Y1": 0.1632, "X2": 0.50653, "Y2": 0.163, "X3": 0.50522, "Y3": 0.1708, "X4": 0.48695, "Y4": 0.1708, "page": 0, "Index": 299}, {"Word": "PURPOSE", "Confidence": 0.971, "X1": 0.50783, "Y1": 0.1632, "X2": 0.55222, "Y2": 0.163, "X3": 0.55222, "Y3": 0.1708, "X4": 0.50783, "Y4": 0.1708, "page": 0, "Index": 300}, {"Word": "AND", "Confidence": 0.981, "X1": 0.55483, "Y1": 0.1632, "X2": 0.57572, "Y2": 0.163, "X3": 0.57441, "Y3": 0.1708, "X4": 0.55483, "Y4": 0.1708, "page": 0, "Index": 301}, {"Word": "EFFECT", "Confidence": 0.849, "X1": 0.57702, "Y1": 0.1632, "X2": 0.61358, "Y2": 0.163, "X3": 0.61227, "Y3": 0.1708, "X4": 0.57702, "Y4": 0.1708, "page": 0, "Index": 302}, {"Word": "OF", "Confidence": 0.958, "X1": 0.61488, "Y1": 0.1632, "X2": 0.62924, "Y2": 0.163, "X3": 0.62924, "Y3": 0.1708, "X4": 0.61488, "Y4": 0.1708, "page": 0, "Index": 303}, {"Word": "THIS", "Confidence": 0.818, "X1": 0.63185, "Y1": 0.1632, "X2": 0.65144, "Y2": 0.163, "X3": 0.65013, "Y3": 0.1708, "X4": 0.63055, "Y4": 0.1708, "page": 0, "Index": 304}, {"Word": "PETITION", "Confidence": 0.481, "X1": 0.65274, "Y1": 0.1632, "X2": 0.69452, "Y2": 0.163, "X3": 0.69321, "Y3": 0.1708, "X4": 0.65274, "Y4": 0.1708, "page": 0, "Index": 305}, {"Word": "FOR", "Confidence": 0.5, "X1": 0.69582, "Y1": 0.1632, "X2": 0.7154, "Y2": 0.163, "X3": 0.7141, "Y3": 0.1708, "X4": 0.69582, "Y4": 0.1708, "page": 0, "Index": 306}, {"Word": "THE", "Confidence": 0.998, "X1": 0.00522, "Y1": 0.1722, "X2": 0.02089, "Y2": 0.172, "X3": 0.02089, "Y3": 0.1808, "X4": 0.00392, "Y4": 0.1808, "page": 0, "Index": 307}, {"Word": "PURPOSE", "Confidence": 0.612, "X1": 0.0235, "Y1": 0.1722, "X2": 0.06527, "Y2": 0.172, "X3": 0.06397, "Y3": 0.1798, "X4": 0.0235, "Y4": 0.1808, "page": 0, "Index": 308}, {"Word": "MISDEMEANOR", "Confidence": 0.161, "X1": 0.05222, "Y1": 0.1802, "X2": 0.12141, "Y2": 0.18, "X3": 0.12141, "Y3": 0.1878, "X4": 0.05222, "Y4": 0.1888, "page": 0, "Index": 309}, {"Word": "OF", "Confidence": 0.997, "X1": 0.06658, "Y1": 0.1722, "X2": 0.07963, "Y2": 0.172, "X3": 0.07833, "Y3": 0.1798, "X4": 0.06658, "Y4": 0.1798, "page": 0, "Index": 310}, {"Word": "CAUSING", "Confidence": 0.991, "X1": 0.08094, "Y1": 0.1722, "X2": 0.12402, "Y2": 0.172, "X3": 0.12402, "Y3": 0.1798, "X4": 0.08094, "Y4": 0.1798, "page": 0, "Index": 311}, {"Word": "AND", "Confidence": 0.998, "X1": 0.12402, "Y1": 0.1792, "X2": 0.14491, "Y2": 0.179, "X3": 0.14491, "Y3": 0.1878, "X4": 0.12402, "Y4": 0.1878, "page": 0, "Index": 312}, {"Word": "ANYONE", "Confidence": 0.662, "X1": 0.12794, "Y1": 0.1712, "X2": 0.16841, "Y2": 0.171, "X3": 0.16841, "Y3": 0.1798, "X4": 0.12663, "Y4": 0.1798, "page": 0, "Index": 313}, {"Word": "SUBJECT", "Confidence": 0.423, "X1": 0.14752, "Y1": 0.1792, "X2": 0.1893, "Y2": 0.179, "X3": 0.1893, "Y3": 0.1878, "X4": 0.14752, "Y4": 0.1878, "page": 0, "Index": 314}, {"Word": "TO", "Confidence": 0.997, "X1": 0.17102, "Y1": 0.1712, "X2": 0.18277, "Y2": 0.171, "X3": 0.18277, "Y3": 0.1798, "X4": 0.16971, "Y4": 0.1798, "page": 0, "Index": 315}, {"Word": "SIIN", "Confidence": 0.666, "X1": 0.18668, "Y1": 0.1712, "X2": 0.20888, "Y2": 0.171, "X3": 0.20757, "Y3": 0.1798, "X4": 0.18538, "Y4": 0.1798, "page": 0, "Index": 316}, {"Word": "THE", "Confidence": 0.997, "X1": 0.19191, "Y1": 0.1792, "X2": 0.20888, "Y2": 0.179, "X3": 0.20888, "Y3": 0.1878, "X4": 0.19191, "Y4": 0.1878, "page": 0, "Index": 317}, {"Word": "IT,", "Confidence": 0.677, "X1": 0.21149, "Y1": 0.1712, "X2": 0.22324, "Y2": 0.171, "X3": 0.22193, "Y3": 0.1798, "X4": 0.21018, "Y4": 0.1798, "page": 0, "Index": 318}, {"Word": "OFTENOCR", "Confidence": 0.627, "X1": 0.21149, "Y1": 0.1792, "X2": 0.2624, "Y2": 0.179, "X3": 0.2624, "Y3": 0.1878, "X4": 0.21149, "Y4": 0.1878, "page": 0, "Index": 319}, {"Word": "OR", "Confidence": 0.058, "X1": 0.22585, "Y1": 0.1712, "X2": 0.24021, "Y2": 0.171, "X3": 0.24021, "Y3": 0.1798, "X4": 0.22454, "Y4": 0.1798, "page": 0, "Index": 320}, {"Word": "TO", "Confidence": 0.997, "X1": 0.24413, "Y1": 0.1712, "X2": 0.25587, "Y2": 0.171, "X3": 0.25457, "Y3": 0.1798, "X4": 0.24282, "Y4": 0.1798, "page": 0, "Index": 321}, {"Word": "KNOWINGLY", "Confidence": 0.918, "X1": 0.25849, "Y1": 0.1712, "X2": 0.31593, "Y2": 0.171, "X3": 0.31593, "Y3": 0.1798, "X4": 0.25849, "Y4": 0.1798, "page": 0, "Index": 322}, {"Word": "TO", "Confidence": 0.994, "X1": 0.26501, "Y1": 0.1792, "X2": 0.27676, "Y2": 0.179, "X3": 0.27676, "Y3": 0.1878, "X4": 0.26371, "Y4": 0.1878, "page": 0, "Index": 323}, {"Word": "A", "Confidence": 0.994, "X1": 0.27937, "Y1": 0.1792, "X2": 0.2859, "Y2": 0.179, "X3": 0.2846, "Y3": 0.1878, "X4": 0.27937, "Y4": 0.1878, "page": 0, "Index": 324}, {"Word": "FINE", "Confidence": 0.777, "X1": 0.28721, "Y1": 0.1792, "X2": 0.3094, "Y2": 0.179, "X3": 0.3094, "Y3": 0.1878, "X4": 0.28721, "Y4": 0.1878, "page": 0, "Index": 325}, {"Word": "OF", "Confidence": 0.991, "X1": 0.31201, "Y1": 0.1792, "X2": 0.32376, "Y2": 0.179, "X3": 0.32376, "Y3": 0.1878, "X4": 0.3107, "Y4": 0.1878, "page": 0, "Index": 326}, {"Word": "MAKE", "Confidence": 0.853, "X1": 0.31854, "Y1": 0.1712, "X2": 0.34726, "Y2": 0.171, "X3": 0.34726, "Y3": 0.1798, "X4": 0.31854, "Y4": 0.1798, "page": 0, "Index": 327}, {"Word": "UP", "Confidence": 0.771, "X1": 0.32637, "Y1": 0.1792, "X2": 0.33943, "Y2": 0.179, "X3": 0.33943, "Y3": 0.1878, "X4": 0.32637, "Y4": 0.1878, "page": 0, "Index": 328}, {"Word": "TO", "Confidence": 0.991, "X1": 0.34204, "Y1": 0.1792, "X2": 0.35379, "Y2": 0.179, "X3": 0.35379, "Y3": 0.1878, "X4": 0.34204, "Y4": 0.1878, "page": 0, "Index": 329}, {"Word": "A", "Confidence": 0.961, "X1": 0.34987, "Y1": 0.1712, "X2": 0.3564, "Y2": 0.171, "X3": 0.3564, "Y3": 0.1798, "X4": 0.34987, "Y4": 0.1798, "page": 0, "Index": 330}, {"Word": "$1,000.00", "Confidence": 0.498, "X1": 0.3564, "Y1": 0.1792, "X2": 0.39687, "Y2": 0.179, "X3": 0.39687, "Y3": 0.1878, "X4": 0.3564, "Y4": 0.1878, "page": 0, "Index": 331}, {"Word": "FALSE", "Confidence": 0.941, "X1": 0.35901, "Y1": 0.1712, "X2": 0.38773, "Y2": 0.171, "X3": 0.38642, "Y3": 0.1798, "X4": 0.3577, "Y4": 0.1798, "page": 0, "Index": 332}, {"Word": "STATEMENT", "Confidence": 0.945, "X1": 0.38903, "Y1": 0.1712, "X2": 0.44386, "Y2": 0.171, "X3": 0.44386, "Y3": 0.1798, "X4": 0.38903, "Y4": 0.1798, "page": 0, "Index": 333}, {"Word": "AND", "Confidence": 0.994, "X1": 0.39948, "Y1": 0.1792, "X2": 0.41775, "Y2": 0.179, "X3": 0.41775, "Y3": 0.1878, "X4": 0.39817, "Y4": 0.1878, "page": 0, "Index": 334}, {"Word": "IMPRISONMENT", "Confidence": 0.495, "X1": 0.42037, "Y1": 0.1782, "X2": 0.49347, "Y2": 0.178, "X3": 0.49347, "Y3": 0.1878, "X4": 0.41906, "Y4": 0.1878, "page": 0, "Index": 335}, {"Word": "ON", "Confidence": 0.996, "X1": 0.44648, "Y1": 0.1712, "X2": 0.46084, "Y2": 0.171, "X3": 0.45953, "Y3": 0.1798, "X4": 0.44517, "Y4": 0.1798, "page": 0, "Index": 336}, {"Word": "A", "Confidence": 0.902, "X1": 0.46475, "Y1": 0.1712, "X2": 0.47128, "Y2": 0.171, "X3": 0.46997, "Y3": 0.1798, "X4": 0.46345, "Y4": 0.1798, "page": 0, "Index": 337}, {"Word": "PETITION", "Confidence": 0.774, "X1": 0.47389, "Y1": 0.1712, "X2": 0.51567, "Y2": 0.171, "X3": 0.51567, "Y3": 0.1788, "X4": 0.47258, "Y4": 0.1798, "page": 0, "Index": 338}, {"Word": "FOR", "Confidence": 0.905, "X1": 0.49608, "Y1": 0.1782, "X2": 0.51567, "Y2": 0.178, "X3": 0.51436, "Y3": 0.1878, "X4": 0.49478, "Y4": 0.1878, "page": 0, "Index": 339}, {"Word": "UP", "Confidence": 0.982, "X1": 0.51697, "Y1": 0.1782, "X2": 0.53003, "Y2": 0.178, "X3": 0.53003, "Y3": 0.1878, "X4": 0.51697, "Y4": 0.1878, "page": 0, "Index": 340}, {"Word": "VERIFICATION", "Confidence": 0.882, "X1": 0.51958, "Y1": 0.1702, "X2": 0.58225, "Y2": 0.17, "X3": 0.58225, "Y3": 0.1788, "X4": 0.51828, "Y4": 0.1788, "page": 0, "Index": 341}, {"Word": "TO", "Confidence": 0.997, "X1": 0.53264, "Y1": 0.1782, "X2": 0.54439, "Y2": 0.178, "X3": 0.54439, "Y3": 0.1878, "X4": 0.53264, "Y4": 0.1878, "page": 0, "Index": 342}, {"Word": "ONE", "Confidence": 0.919, "X1": 0.547, "Y1": 0.1782, "X2": 0.56789, "Y2": 0.178, "X3": 0.56658, "Y3": 0.1878, "X4": 0.547, "Y4": 0.1878, "page": 0, "Index": 343}, {"Word": "(!)", "Confidence": 0.048, "X1": 0.56919, "Y1": 0.1782, "X2": 0.58225, "Y2": 0.178, "X3": 0.58094, "Y3": 0.1878, "X4": 0.56919, "Y4": 0.1878, "page": 0, "Index": 344}, {"Word": "YEAR.", "Confidence": 0.79, "X1": 0.58486, "Y1": 0.1782, "X2": 0.61619, "Y2": 0.178, "X3": 0.61488, "Y3": 0.1878, "X4": 0.58355, "Y4": 0.1878, "page": 0, "Index": 345}, {"Word": "FORM", "Confidence": 0.845, "X1": 0.58616, "Y1": 0.1702, "X2": 0.61227, "Y2": 0.17, "X3": 0.61097, "Y3": 0.1788, "X4": 0.58486, "Y4": 0.1788, "page": 0, "Index": 346}, {"Word": "SHALL", "Confidence": 0.991, "X1": 0.61749, "Y1": 0.1702, "X2": 0.64752, "Y2": 0.17, "X3": 0.64752, "Y3": 0.1798, "X4": 0.61619, "Y4": 0.1788, "page": 0, "Index": 347}, {"Word": "CONSTITUTE", "Confidence": 0.925, "X1": 0.65013, "Y1": 0.1712, "X2": 0.70627, "Y2": 0.171, "X3": 0.70627, "Y3": 0.1798, "X4": 0.65013, "Y4": 0.1798, "page": 0, "Index": 348}, {"Word": "A", "Confidence": 0.771, "X1": 0.70888, "Y1": 0.1712, "X2": 0.7154, "Y2": 0.171, "X3": 0.7141, "Y3": 0.1798, "X4": 0.70757, "Y4": 0.1798, "page": 0, "Index": 349}, {"Word": "CLASS", "Confidence": 0.994, "X1": 0.00522, "Y1": 0.1802, "X2": 0.03264, "Y2": 0.18, "X3": 0.03264, "Y3": 0.1888, "X4": 0.00522, "Y4": 0.1888, "page": 0, "Index": 350}, {"Word": "\"A\"", "Confidence": 0.441, "X1": 0.03525, "Y1": 0.1802, "X2": 0.04961, "Y2": 0.18, "X3": 0.04961, "Y3": 0.1888, "X4": 0.03525, "Y4": 0.1888, "page": 0, "Index": 351}, {"Word": "The", "Confidence": 0.998, "X1": 0.03394, "Y1": 0.1962, "X2": 0.0483, "Y2": 0.196, "X3": 0.0483, "Y3": 0.2048, "X4": 0.03394, "Y4": 0.2048, "page": 0, "Index": 352}, {"Word": "Attomey", "Confidence": 0.445, "X1": 0.05091, "Y1": 0.1962, "X2": 0.08747, "Y2": 0.196, "X3": 0.08747, "Y3": 0.2048, "X4": 0.05091, "Y4": 0.2048, "page": 0, "Index": 353}, {"Word": "General", "Confidence": 0.329, "X1": 0.09008, "Y1": 0.1962, "X2": 0.12402, "Y2": 0.196, "X3": 0.12402, "Y3": 0.2048, "X4": 0.09008, "Y4": 0.2048, "page": 0, "Index": 354}, {"Word": "Is", "Confidence": 0.646, "X1": 0.12663, "Y1": 0.1952, "X2": 0.13446, "Y2": 0.195, "X3": 0.13316, "Y3": 0.2048, "X4": 0.12533, "Y4": 0.2048, "page": 0, "Index": 355}, {"Word": "by", "Confidence": 0.992, "X1": 0.13708, "Y1": 0.1952, "X2": 0.14752, "Y2": 0.195, "X3": 0.14752, "Y3": 0.2048, "X4": 0.13577, "Y4": 0.2048, "page": 0, "Index": 356}, {"Word": "low", "Confidence": 0.192, "X1": 0.15013, "Y1": 0.1952, "X2": 0.1658, "Y2": 0.195, "X3": 0.1658, "Y3": 0.2048, "X4": 0.15013, "Y4": 0.2048, "page": 0, "Index": 357}, {"Word": "required", "Confidence": 0.716, "X1": 0.16841, "Y1": 0.1952, "X2": 0.20496, "Y2": 0.195, "X3": 0.20496, "Y3": 0.2038, "X4": 0.16841, "Y4": 0.2048, "page": 0, "Index": 358}, {"Word": "to", "Confidence": 0.994, "X1": 0.20757, "Y1": 0.1952, "X2": 0.21671, "Y2": 0.195, "X3": 0.2154, "Y3": 0.2038, "X4": 0.20627, "Y4": 0.2038, "page": 0, "Index": 359}, {"Word": "certify", "Confidence": 0.868, "X1": 0.21932, "Y1": 0.1952, "X2": 0.24804, "Y2": 0.195, "X3": 0.24804, "Y3": 0.2038, "X4": 0.21802, "Y4": 0.2038, "page": 0, "Index": 360}, {"Word": "the", "Confidence": 0.981, "X1": 0.25065, "Y1": 0.1952, "X2": 0.26501, "Y2": 0.195, "X3": 0.26371, "Y3": 0.2038, "X4": 0.24935, "Y4": 0.2038, "page": 0, "Index": 361}, {"Word": "sufficiency", "Confidence": 0.216, "X1": 0.26762, "Y1": 0.1942, "X2": 0.31332, "Y2": 0.194, "X3": 0.31332, "Y3": 0.2038, "X4": 0.26632, "Y4": 0.2038, "page": 0, "Index": 362}, {"Word": "of", "Confidence": 0.956, "X1": 0.31593, "Y1": 0.1942, "X2": 0.32507, "Y2": 0.194, "X3": 0.32376, "Y3": 0.2038, "X4": 0.31462, "Y4": 0.2038, "page": 0, "Index": 363}, {"Word": "the", "Confidence": 0.994, "X1": 0.32768, "Y1": 0.1942, "X2": 0.34204, "Y2": 0.194, "X3": 0.34073, "Y3": 0.2038, "X4": 0.32637, "Y4": 0.2038, "page": 0, "Index": 364}, {"Word": "popular", "Confidence": 0.636, "X1": 0.34465, "Y1": 0.1942, "X2": 0.37859, "Y2": 0.194, "X3": 0.37728, "Y3": 0.2038, "X4": 0.34334, "Y4": 0.2038, "page": 0, "Index": 365}, {"Word": "name", "Confidence": 0.866, "X1": 0.3812, "Y1": 0.1942, "X2": 0.40339, "Y2": 0.194, "X3": 0.40339, "Y3": 0.2038, "X4": 0.3799, "Y4": 0.2038, "page": 0, "Index": 366}, {"Word": "and", "Confidence": 0.956, "X1": 0.40601, "Y1": 0.1942, "X2": 0.42167, "Y2": 0.194, "X3": 0.42037, "Y3": 0.2038, "X4": 0.4047, "Y4": 0.2038, "page": 0, "Index": 367}, {"Word": "ballot", "Confidence": 0.621, "X1": 0.42428, "Y1": 0.1942, "X2": 0.44909, "Y2": 0.194, "X3": 0.44778, "Y3": 0.2038, "X4": 0.42298, "Y4": 0.2038, "page": 0, "Index": 368}, {"Word": "title", "Confidence": 0.692, "X1": 0.45039, "Y1": 0.1942, "X2": 0.46867, "Y2": 0.194, "X3": 0.46736, "Y3": 0.2038, "X4": 0.45039, "Y4": 0.2038, "page": 0, "Index": 369}, {"Word": "of", "Confidence": 0.638, "X1": 0.47128, "Y1": 0.1942, "X2": 0.48042, "Y2": 0.194, "X3": 0.47911, "Y3": 0.2038, "X4": 0.46997, "Y4": 0.2038, "page": 0, "Index": 370}, {"Word": "all", "Confidence": 0.149, "X1": 0.48303, "Y1": 0.1942, "X2": 0.49347, "Y2": 0.194, "X3": 0.49217, "Y3": 0.2038, "X4": 0.48172, "Y4": 0.2038, "page": 0, "Index": 371}, {"Word": "intiative", "Confidence": 0.306, "X1": 0.49608, "Y1": 0.1942, "X2": 0.53264, "Y2": 0.194, "X3": 0.53133, "Y3": 0.2038, "X4": 0.49478, "Y4": 0.2038, "page": 0, "Index": 372}, {"Word": "or", "Confidence": 0.085, "X1": 0.53525, "Y1": 0.1942, "X2": 0.54439, "Y2": 0.194, "X3": 0.54308, "Y3": 0.2038, "X4": 0.53394, "Y4": 0.2038, "page": 0, "Index": 373}, {"Word": "referendum", "Confidence": 0.609, "X1": 0.547, "Y1": 0.1942, "X2": 0.59922, "Y2": 0.194, "X3": 0.59791, "Y3": 0.2038, "X4": 0.54569, "Y4": 0.2038, "page": 0, "Index": 374}, {"Word": "petitions.", "Confidence": 0.385, "X1": 0.60313, "Y1": 0.1942, "X2": 0.64491, "Y2": 0.194, "X3": 0.6436, "Y3": 0.2038, "X4": 0.60183, "Y4": 0.2038, "page": 0, "Index": 375}, {"Word": "This", "Confidence": 0.042, "X1": 0.64752, "Y1": 0.1942, "X2": 0.66449, "Y2": 0.194, "X3": 0.66319, "Y3": 0.2038, "X4": 0.64621, "Y4": 0.2038, "page": 0, "Index": 376}, {"Word": "certificaden", "Confidence": 0.208, "X1": 0.6671, "Y1": 0.1942, "X2": 0.71932, "Y2": 0.194, "X3": 0.71802, "Y3": 0.2038, "X4": 0.6658, "Y4": 0.2038, "page": 0, "Index": 377}, {"Word": "does", "Confidence": 0.642, "X1": 0.00653, "Y1": 0.2052, "X2": 0.0248, "Y2": 0.205, "X3": 0.0235, "Y3": 0.2138, "X4": 0.00653, "Y4": 0.2138, "page": 0, "Index": 378}, {"Word": "not", "Confidence": 0.711, "X1": 0.02611, "Y1": 0.2052, "X2": 0.04047, "Y2": 0.205, "X3": 0.04047, "Y3": 0.2128, "X4": 0.02611, "Y4": 0.2138, "page": 0, "Index": 379}, {"Word": "necessarily", "Confidence": 0.285, "X1": 0.04178, "Y1": 0.2052, "X2": 0.08747, "Y2": 0.205, "X3": 0.08747, "Y3": 0.2128, "X4": 0.04178, "Y4": 0.2128, "page": 0, "Index": 380}, {"Word": "Indicate", "Confidence": 0.564, "X1": 0.09008, "Y1": 0.2042, "X2": 0.12533, "Y2": 0.204, "X3": 0.12402, "Y3": 0.2118, "X4": 0.09008, "Y4": 0.2128, "page": 0, "Index": 381}, {"Word": "the", "Confidence": 0.991, "X1": 0.12663, "Y1": 0.2042, "X2": 0.14099, "Y2": 0.204, "X3": 0.14099, "Y3": 0.2118, "X4": 0.12663, "Y4": 0.2118, "page": 0, "Index": 382}, {"Word": "approval", "Confidence": 0.633, "X1": 0.1436, "Y1": 0.2042, "X2": 0.18277, "Y2": 0.204, "X3": 0.18277, "Y3": 0.2118, "X4": 0.1436, "Y4": 0.2118, "page": 0, "Index": 383}, {"Word": "or", "Confidence": 0.885, "X1": 0.18407, "Y1": 0.2042, "X2": 0.19452, "Y2": 0.204, "X3": 0.19452, "Y3": 0.2118, "X4": 0.18407, "Y4": 0.2118, "page": 0, "Index": 384}, {"Word": "disappr", "Confidence": 0.666, "X1": 0.19582, "Y1": 0.2042, "X2": 0.23107, "Y2": 0.204, "X3": 0.22977, "Y3": 0.2118, "X4": 0.19582, "Y4": 0.2118, "page": 0, "Index": 385}, {"Word": "oval", "Confidence": 0.793, "X1": 0.23238, "Y1": 0.2042, "X2": 0.24804, "Y2": 0.204, "X3": 0.24935, "Y3": 0.2108, "X4": 0.23238, "Y4": 0.2118, "page": 0, "Index": 386}, {"Word": "of", "Confidence": 0.991, "X1": 0.25065, "Y1": 0.2042, "X2": 0.25979, "Y2": 0.204, "X3": 0.25979, "Y3": 0.2108, "X4": 0.25065, "Y4": 0.2108, "page": 0, "Index": 387}, {"Word": "the", "Confidence": 0.997, "X1": 0.2624, "Y1": 0.2042, "X2": 0.27546, "Y2": 0.204, "X3": 0.27546, "Y3": 0.2108, "X4": 0.2624, "Y4": 0.2108, "page": 0, "Index": 388}, {"Word": "contents", "Confidence": 0.612, "X1": 0.27807, "Y1": 0.2032, "X2": 0.31462, "Y2": 0.203, "X3": 0.31462, "Y3": 0.2118, "X4": 0.27807, "Y4": 0.2108, "page": 0, "Index": 389}, {"Word": "thercol.", "Confidence": 0.602, "X1": 0.31723, "Y1": 0.2032, "X2": 0.35509, "Y2": 0.203, "X3": 0.35509, "Y3": 0.2118, "X4": 0.31723, "Y4": 0.2118, "page": 0, "Index": 390}, {"Word": "-", "Confidence": 0.958, "X1": 0.77937, "Y1": 0.2112, "X2": 0.77937, "Y2": 0.211, "X3": 0.76501, "Y3": 0.2108, "X4": 0.76501, "Y4": 0.2048, "page": 0, "Index": 391}, {"Word": "foton", "Confidence": 0.292, "X1": 0.48172, "Y1": 0.2432, "X2": 0.51828, "Y2": 0.243, "X3": 0.51958, "Y3": 0.2588, "X4": 0.48433, "Y4": 0.2598, "page": 0, "Index": 392}, {"Word": "ATTORNEY", "Confidence": 0.936, "X1": 0.48303, "Y1": 0.2562, "X2": 0.53133, "Y2": 0.256, "X3": 0.53003, "Y3": 0.2658, "X4": 0.48303, "Y4": 0.2658, "page": 0, "Index": 393}, {"Word": "bryant", "Confidence": 0.628, "X1": 0.52219, "Y1": 0.2432, "X2": 0.56789, "Y2": 0.243, "X3": 0.56789, "Y3": 0.2598, "X4": 0.5235, "Y4": 0.2588, "page": 0, "Index": 394}, {"Word": "GENERAL", "Confidence": 0.699, "X1": 0.53394, "Y1": 0.2562, "X2": 0.57702, "Y2": 0.256, "X3": 0.57702, "Y3": 0.2658, "X4": 0.53264, "Y4": 0.2658, "page": 0, "Index": 395}, {"Word": "OF", "Confidence": 0.81, "X1": 0.57963, "Y1": 0.2552, "X2": 0.59269, "Y2": 0.255, "X3": 0.59269, "Y3": 0.2658, "X4": 0.57963, "Y4": 0.2658, "page": 0, "Index": 396}, {"Word": "THE", "Confidence": 0.995, "X1": 0.59661, "Y1": 0.2552, "X2": 0.61358, "Y2": 0.255, "X3": 0.61358, "Y3": 0.2658, "X4": 0.5953, "Y4": 0.2658, "page": 0, "Index": 397}, {"Word": "STATE", "Confidence": 0.997, "X1": 0.61749, "Y1": 0.2552, "X2": 0.64752, "Y2": 0.255, "X3": 0.64621, "Y3": 0.2668, "X4": 0.61619, "Y4": 0.2668, "page": 0, "Index": 398}, {"Word": "OF", "Confidence": 0.994, "X1": 0.65013, "Y1": 0.2552, "X2": 0.66188, "Y2": 0.255, "X3": 0.66188, "Y3": 0.2668, "X4": 0.64883, "Y4": 0.2668, "page": 0, "Index": 399}, {"Word": "ARKANSAS", "Confidence": 0.788, "X1": 0.66449, "Y1": 0.2542, "X2": 0.71671, "Y2": 0.254, "X3": 0.7154, "Y3": 0.2668, "X4": 0.66449, "Y4": 0.2668, "page": 0, "Index": 400}, {"Word": "Canvassed", "Confidence": 0.656, "X1": 0.03525, "Y1": 0.2852, "X2": 0.09399, "Y2": 0.285, "X3": 0.09269, "Y3": 0.2978, "X4": 0.03525, "Y4": 0.2988, "page": 0, "Index": 401}, {"Word": "Decha", "Confidence": 0.927, "X1": 0.13708, "Y1": 0.2792, "X2": 0.21671, "Y2": 0.279, "X3": 0.21671, "Y3": 0.2968, "X4": 0.13708, "Y4": 0.2968, "page": 0, "Index": 402}, {"Word": "Number", "Confidence": 0.962, "X1": 0.31332, "Y1": 0.2852, "X2": 0.35901, "Y2": 0.285, "X3": 0.3577, "Y3": 0.2978, "X4": 0.31201, "Y4": 0.2978, "page": 0, "Index": 403}, {"Word": "of", "Confidence": 0.997, "X1": 0.36292, "Y1": 0.2852, "X2": 0.37206, "Y2": 0.285, "X3": 0.37076, "Y3": 0.2968, "X4": 0.36162, "Y4": 0.2978, "page": 0, "Index": 404}, {"Word": "Signatures", "Confidence": 0.906, "X1": 0.37598, "Y1": 0.2852, "X2": 0.43473, "Y2": 0.285, "X3": 0.43342, "Y3": 0.2968, "X4": 0.37467, "Y4": 0.2968, "page": 0, "Index": 405}, {"Word": "20", "Confidence": 0.855, "X1": 0.5235, "Y1": 0.2822, "X2": 0.55222, "Y2": 0.282, "X3": 0.55222, "Y3": 0.2978, "X4": 0.5235, "Y4": 0.2988, "page": 0, "Index": 406}, {"Word": "County", "Confidence": 0.963, "X1": 0.0, "Y1": 0.2872, "X2": 0.03264, "Y2": 0.287, "X3": 0.03133, "Y3": 0.2988, "X4": 0.0, "Y4": 0.2998, "page": 0, "Index": 407}, {"Word": "INITIATIVE", "Confidence": 0.934, "X1": 0.28721, "Y1": 0.3072, "X2": 0.35901, "Y2": 0.307, "X3": 0.35901, "Y3": 0.3198, "X4": 0.28721, "Y4": 0.3198, "page": 0, "Index": 408}, {"Word": "PETITION", "Confidence": 0.991, "X1": 0.36292, "Y1": 0.3072, "X2": 0.42689, "Y2": 0.307, "X3": 0.42559, "Y3": 0.3198, "X4": 0.36292, "Y4": 0.3198, "page": 0, "Index": 409}, {"Word": "TO", "Confidence": 0.997, "X1": 0.10052, "Y1": 0.3322, "X2": 0.11619, "Y2": 0.332, "X3": 0.11619, "Y3": 0.3428, "X4": 0.10052, "Y4": 0.3428, "page": 0, "Index": 410}, {"Word": "THE", "Confidence": 0.991, "X1": 0.1188, "Y1": 0.3322, "X2": 0.14099, "Y2": 0.332, "X3": 0.14099, "Y3": 0.3428, "X4": 0.1188, "Y4": 0.3428, "page": 0, "Index": 411}, {"Word": "HONORABLE", "Confidence": 0.981, "X1": 0.14491, "Y1": 0.3312, "X2": 0.2154, "Y2": 0.331, "X3": 0.2154, "Y3": 0.3428, "X4": 0.14491, "Y4": 0.3428, "page": 0, "Index": 412}, {"Word": "W.J.", "Confidence": 0.644, "X1": 0.21802, "Y1": 0.3312, "X2": 0.24151, "Y2": 0.331, "X3": 0.24021, "Y3": 0.3428, "X4": 0.21802, "Y4": 0.3428, "page": 0, "Index": 413}, {"Word": "\"MINI\"", "Confidence": 0.024, "X1": 0.24413, "Y1": 0.3302, "X2": 0.26893, "Y2": 0.33, "X3": 0.26893, "Y3": 0.3428, "X4": 0.24413, "Y4": 0.3428, "page": 0, "Index": 414}, {"Word": "M.CUEN,", "Confidence": 0.656, "X1": 0.27285, "Y1": 0.3302, "X2": 0.32245, "Y2": 0.33, "X3": 0.32245, "Y3": 0.3428, "X4": 0.27285, "Y4": 0.3428, "page": 0, "Index": 415}, {"Word": "SECRETARY", "Confidence": 0.668, "X1": 0.32507, "Y1": 0.3302, "X2": 0.39034, "Y2": 0.33, "X3": 0.39034, "Y3": 0.3418, "X4": 0.32507, "Y4": 0.3428, "page": 0, "Index": 416}, {"Word": "OF", "Confidence": 0.998, "X1": 0.39295, "Y1": 0.3302, "X2": 0.40731, "Y2": 0.33, "X3": 0.40731, "Y3": 0.3418, "X4": 0.39295, "Y4": 0.3418, "page": 0, "Index": 417}, {"Word": "STATE", "Confidence": 0.995, "X1": 0.41123, "Y1": 0.3302, "X2": 0.44517, "Y2": 0.33, "X3": 0.44517, "Y3": 0.3418, "X4": 0.40992, "Y4": 0.3418, "page": 0, "Index": 418}, {"Word": "OF", "Confidence": 0.998, "X1": 0.44778, "Y1": 0.3302, "X2": 0.46475, "Y2": 0.33, "X3": 0.46475, "Y3": 0.3418, "X4": 0.44778, "Y4": 0.3418, "page": 0, "Index": 419}, {"Word": "THE", "Confidence": 0.991, "X1": 0.46736, "Y1": 0.3302, "X2": 0.49086, "Y2": 0.33, "X3": 0.49086, "Y3": 0.3418, "X4": 0.46736, "Y4": 0.3418, "page": 0, "Index": 420}, {"Word": "STATE", "Confidence": 0.903, "X1": 0.49347, "Y1": 0.3302, "X2": 0.52872, "Y2": 0.33, "X3": 0.52742, "Y3": 0.3418, "X4": 0.49347, "Y4": 0.3418, "page": 0, "Index": 421}, {"Word": "OF", "Confidence": 0.314, "X1": 0.53133, "Y1": 0.3302, "X2": 0.5483, "Y2": 0.33, "X3": 0.547, "Y3": 0.3418, "X4": 0.53133, "Y4": 0.3418, "page": 0, "Index": 422}, {"Word": "ARKANSAS,", "Confidence": 0.76, "X1": 0.55091, "Y1": 0.3312, "X2": 0.6188, "Y2": 0.331, "X3": 0.6188, "Y3": 0.3418, "X4": 0.55091, "Y4": 0.3418, "page": 0, "Index": 423}, {"Word": "We,", "Confidence": 0.847, "X1": 0.10836, "Y1": 0.3462, "X2": 0.12533, "Y2": 0.346, "X3": 0.12533, "Y3": 0.3578, "X4": 0.10836, "Y4": 0.3568, "page": 0, "Index": 424}, {"Word": "the", "Confidence": 0.991, "X1": 0.12924, "Y1": 0.3462, "X2": 0.14491, "Y2": 0.346, "X3": 0.14491, "Y3": 0.3578, "X4": 0.12924, "Y4": 0.3578, "page": 0, "Index": 425}, {"Word": "undersigned", "Confidence": 0.857, "X1": 0.14752, "Y1": 0.3452, "X2": 0.20757, "Y2": 0.345, "X3": 0.20627, "Y3": 0.3578, "X4": 0.14752, "Y4": 0.3578, "page": 0, "Index": 426}, {"Word": "legal", "Confidence": 0.883, "X1": 0.21018, "Y1": 0.3452, "X2": 0.23499, "Y2": 0.345, "X3": 0.23368, "Y3": 0.3578, "X4": 0.21018, "Y4": 0.3578, "page": 0, "Index": 427}, {"Word": "voters", "Confidence": 0.67, "X1": 0.2376, "Y1": 0.3452, "X2": 0.26632, "Y2": 0.345, "X3": 0.26632, "Y3": 0.3578, "X4": 0.2376, "Y4": 0.3578, "page": 0, "Index": 428}, {"Word": "of", "Confidence": 0.971, "X1": 0.27023, "Y1": 0.3452, "X2": 0.27807, "Y2": 0.345, "X3": 0.27807, "Y3": 0.3578, "X4": 0.26893, "Y4": 0.3578, "page": 0, "Index": 429}, {"Word": "the", "Confidence": 0.633, "X1": 0.28198, "Y1": 0.3452, "X2": 0.29765, "Y2": 0.345, "X3": 0.29634, "Y3": 0.3578, "X4": 0.28068, "Y4": 0.3578, "page": 0, "Index": 430}, {"Word": "state", "Confidence": 0.59, "X1": 0.30026, "Y1": 0.3452, "X2": 0.32507, "Y2": 0.345, "X3": 0.32376, "Y3": 0.3578, "X4": 0.30026, "Y4": 0.3578, "page": 0, "Index": 431}, {"Word": "of", "Confidence": 0.315, "X1": 0.32768, "Y1": 0.3442, "X2": 0.33812, "Y2": 0.344, "X3": 0.33681, "Y3": 0.3578, "X4": 0.32768, "Y4": 0.3578, "page": 0, "Index": 432}, {"Word": "Arkansas,", "Confidence": 0.795, "X1": 0.34073, "Y1": 0.3442, "X2": 0.38773, "Y2": 0.344, "X3": 0.38642, "Y3": 0.3578, "X4": 0.33943, "Y4": 0.3578, "page": 0, "Index": 433}, {"Word": "respectfully", "Confidence": 0.22, "X1": 0.39034, "Y1": 0.3442, "X2": 0.44517, "Y2": 0.344, "X3": 0.44386, "Y3": 0.3568, "X4": 0.38903, "Y4": 0.3578, "page": 0, "Index": 434}, {"Word": "propose", "Confidence": 0.727, "X1": 0.44909, "Y1": 0.3442, "X2": 0.48695, "Y2": 0.344, "X3": 0.48564, "Y3": 0.3568, "X4": 0.44778, "Y4": 0.3568, "page": 0, "Index": 435}, {"Word": "the", "Confidence": 0.762, "X1": 0.49086, "Y1": 0.3442, "X2": 0.50522, "Y2": 0.344, "X3": 0.50392, "Y3": 0.3568, "X4": 0.48825, "Y4": 0.3568, "page": 0, "Index": 436}, {"Word": "following", "Confidence": 0.676, "X1": 0.50783, "Y1": 0.3452, "X2": 0.55222, "Y2": 0.345, "X3": 0.55091, "Y3": 0.3558, "X4": 0.50653, "Y4": 0.3568, "page": 0, "Index": 437}, {"Word": "set,", "Confidence": 0.676, "X1": 0.55614, "Y1": 0.3452, "X2": 0.57311, "Y2": 0.345, "X3": 0.5718, "Y3": 0.3558, "X4": 0.55483, "Y4": 0.3558, "page": 0, "Index": 438}, {"Word": "to", "Confidence": 0.881, "X1": 0.57572, "Y1": 0.3452, "X2": 0.58616, "Y2": 0.345, "X3": 0.58355, "Y3": 0.3558, "X4": 0.57441, "Y4": 0.3558, "page": 0, "Index": 439}, {"Word": "wit:", "Confidence": 0.941, "X1": 0.58877, "Y1": 0.3452, "X2": 0.61097, "Y2": 0.345, "X3": 0.60966, "Y3": 0.3558, "X4": 0.58747, "Y4": 0.3558, "page": 0, "Index": 440}, {"Word": "(Popular", "Confidence": 0.641, "X1": 0.31723, "Y1": 0.3682, "X2": 0.36423, "Y2": 0.368, "X3": 0.36423, "Y3": 0.3778, "X4": 0.31723, "Y4": 0.3788, "page": 0, "Index": 441}, {"Word": "Naras)", "Confidence": 0.803, "X1": 0.36684, "Y1": 0.3682, "X2": 0.40601, "Y2": 0.368, "X3": 0.4047, "Y3": 0.3788, "X4": 0.36684, "Y4": 0.3778, "page": 0, "Index": 442}, {"Word": "CIGARETTE", "Confidence": 0.869, "X1": 0.2141, "Y1": 0.3782, "X2": 0.2859, "Y2": 0.378, "X3": 0.2846, "Y3": 0.3898, "X4": 0.21279, "Y4": 0.3898, "page": 0, "Index": 443}, {"Word": "AND", "Confidence": 0.998, "X1": 0.28851, "Y1": 0.3782, "X2": 0.31723, "Y2": 0.378, "X3": 0.31593, "Y3": 0.3898, "X4": 0.28851, "Y4": 0.3898, "page": 0, "Index": 444}, {"Word": "TOBACCO", "Confidence": 0.992, "X1": 0.32115, "Y1": 0.3782, "X2": 0.37859, "Y2": 0.378, "X3": 0.37728, "Y3": 0.3888, "X4": 0.31984, "Y4": 0.3898, "page": 0, "Index": 445}, {"Word": "PRODUCTS", "Confidence": 0.621, "X1": 0.3812, "Y1": 0.3772, "X2": 0.45039, "Y2": 0.377, "X3": 0.44909, "Y3": 0.3888, "X4": 0.3799, "Y4": 0.3888, "page": 0, "Index": 446}, {"Word": "TAX", "Confidence": 0.998, "X1": 0.453, "Y1": 0.3772, "X2": 0.47781, "Y2": 0.377, "X3": 0.4765, "Y3": 0.3888, "X4": 0.4517, "Y4": 0.3888, "page": 0, "Index": 447}, {"Word": "ACT", "Confidence": 0.893, "X1": 0.48172, "Y1": 0.3772, "X2": 0.50783, "Y2": 0.377, "X3": 0.50653, "Y3": 0.3888, "X4": 0.47911, "Y4": 0.3888, "page": 0, "Index": 448}, {"Word": "(Ballot", "Confidence": 0.945, "X1": 0.12924, "Y1": 0.3972, "X2": 0.16971, "Y2": 0.397, "X3": 0.16841, "Y3": 0.4078, "X4": 0.12794, "Y4": 0.4078, "page": 0, "Index": 449}, {"Word": "Title)", "Confidence": 0.644, "X1": 0.17232, "Y1": 0.3972, "X2": 0.20888, "Y2": 0.397, "X3": 0.20757, "Y3": 0.4078, "X4": 0.17102, "Y4": 0.4078, "page": 0, "Index": 450}, {"Word": "(d)", "Confidence": 0.119, "X1": 0.4047, "Y1": 0.3962, "X2": 0.41775, "Y2": 0.396, "X3": 0.41775, "Y3": 0.4058, "X4": 0.4047, "Y4": 0.4068, "page": 0, "Index": 451}, {"Word": "Tabacco", "Confidence": 0.604, "X1": 0.42037, "Y1": 0.3962, "X2": 0.45822, "Y2": 0.396, "X3": 0.45822, "Y3": 0.4058, "X4": 0.42037, "Y4": 0.4058, "page": 0, "Index": 452}, {"Word": "use", "Confidence": 0.248, "X1": 0.46084, "Y1": 0.3962, "X2": 0.47911, "Y2": 0.396, "X3": 0.47911, "Y3": 0.4058, "X4": 0.46084, "Y4": 0.4058, "page": 0, "Index": 453}, {"Word": "causes", "Confidence": 0.608, "X1": 0.48172, "Y1": 0.3962, "X2": 0.51436, "Y2": 0.396, "X3": 0.51305, "Y3": 0.4058, "X4": 0.48042, "Y4": 0.4058, "page": 0, "Index": 454}, {"Word": "substantial", "Confidence": 0.496, "X1": 0.51697, "Y1": 0.3972, "X2": 0.57311, "Y2": 0.397, "X3": 0.5718, "Y3": 0.4058, "X4": 0.51567, "Y4": 0.4058, "page": 0, "Index": 455}, {"Word": "enviren", "Confidence": 0.673, "X1": 0.57572, "Y1": 0.3972, "X2": 0.61488, "Y2": 0.397, "X3": 0.61358, "Y3": 0.4068, "X4": 0.57441, "Y4": 0.4058, "page": 0, "Index": 456}, {"Word": "stal", "Confidence": 0.629, "X1": 0.63316, "Y1": 0.3962, "X2": 0.64883, "Y2": 0.396, "X3": 0.64752, "Y3": 0.4048, "X4": 0.63185, "Y4": 0.4048, "page": 0, "Index": 457}, {"Word": "datnage,", "Confidence": 0.657, "X1": 0.65144, "Y1": 0.3972, "X2": 0.6906, "Y2": 0.397, "X3": 0.6893, "Y3": 0.4058, "X4": 0.65013, "Y4": 0.4048, "page": 0, "Index": 458}, {"Word": "and", "Confidence": 0.834, "X1": 0.69321, "Y1": 0.3972, "X2": 0.71279, "Y2": 0.397, "X3": 0.71279, "Y3": 0.4058, "X4": 0.69191, "Y4": 0.4058, "page": 0, "Index": 459}, {"Word": "property", "Confidence": 0.254, "X1": 0.40731, "Y1": 0.4052, "X2": 0.43995, "Y2": 0.405, "X3": 0.43995, "Y3": 0.4128, "X4": 0.40731, "Y4": 0.4128, "page": 0, "Index": 460}, {"Word": "damage", "Confidence": 0.283, "X1": 0.44256, "Y1": 0.4052, "X2": 0.4765, "Y2": 0.405, "X3": 0.4765, "Y3": 0.4118, "X4": 0.44256, "Y4": 0.4128, "page": 0, "Index": 461}, {"Word": "and", "Confidence": 0.97, "X1": 0.47911, "Y1": 0.4052, "X2": 0.49478, "Y2": 0.405, "X3": 0.49478, "Y3": 0.4118, "X4": 0.47781, "Y4": 0.4118, "page": 0, "Index": 462}, {"Word": "leas", "Confidence": 0.674, "X1": 0.49739, "Y1": 0.4052, "X2": 0.51436, "Y2": 0.405, "X3": 0.51436, "Y3": 0.4118, "X4": 0.49608, "Y4": 0.4118, "page": 0, "Index": 463}, {"Word": "of", "Confidence": 0.777, "X1": 0.51697, "Y1": 0.4052, "X2": 0.5248, "Y2": 0.405, "X3": 0.5235, "Y3": 0.4118, "X4": 0.51567, "Y4": 0.4118, "page": 0, "Index": 464}, {"Word": "life", "Confidence": 0.488, "X1": 0.52611, "Y1": 0.4052, "X2": 0.54047, "Y2": 0.405, "X3": 0.53916, "Y3": 0.4128, "X4": 0.52611, "Y4": 0.4118, "page": 0, "Index": 465}, {"Word": "doe", "Confidence": 0.704, "X1": 0.54178, "Y1": 0.4052, "X2": 0.55744, "Y2": 0.405, "X3": 0.55744, "Y3": 0.4128, "X4": 0.54178, "Y4": 0.4128, "page": 0, "Index": 466}, {"Word": "to", "Confidence": 0.883, "X1": 0.56005, "Y1": 0.4052, "X2": 0.56919, "Y2": 0.405, "X3": 0.56789, "Y3": 0.4128, "X4": 0.55875, "Y4": 0.4128, "page": 0, "Index": 467}, {"Word": "fire.", "Confidence": 0.837, "X1": 0.5705, "Y1": 0.4052, "X2": 0.59269, "Y2": 0.405, "X3": 0.59138, "Y3": 0.4128, "X4": 0.5705, "Y4": 0.4128, "page": 0, "Index": 468}, {"Word": "AN", "Confidence": 0.941, "X1": 0.01175, "Y1": 0.4142, "X2": 0.0235, "Y2": 0.414, "X3": 0.0235, "Y3": 0.4238, "X4": 0.01175, "Y4": 0.4238, "page": 0, "Index": 469}, {"Word": "INITIATED", "Confidence": 0.807, "X1": 0.02611, "Y1": 0.4142, "X2": 0.07702, "Y2": 0.414, "X3": 0.07702, "Y3": 0.4238, "X4": 0.02611, "Y4": 0.4238, "page": 0, "Index": 470}, {"Word": "ACT", "Confidence": 0.955, "X1": 0.07963, "Y1": 0.4142, "X2": 0.10052, "Y2": 0.414, "X3": 0.10052, "Y3": 0.4238, "X4": 0.07963, "Y4": 0.4238, "page": 0, "Index": 471}, {"Word": "OF", "Confidence": 0.996, "X1": 0.10313, "Y1": 0.4142, "X2": 0.1188, "Y2": 0.414, "X3": 0.1188, "Y3": 0.4238, "X4": 0.10313, "Y4": 0.4238, "page": 0, "Index": 472}, {"Word": "THE", "Confidence": 0.955, "X1": 0.12141, "Y1": 0.4132, "X2": 0.1436, "Y2": 0.413, "X3": 0.1436, "Y3": 0.4238, "X4": 0.12141, "Y4": 0.4238, "page": 0, "Index": 473}, {"Word": "STATE", "Confidence": 0.993, "X1": 0.14621, "Y1": 0.4132, "X2": 0.17885, "Y2": 0.413, "X3": 0.17885, "Y3": 0.4238, "X4": 0.14621, "Y4": 0.4238, "page": 0, "Index": 474}, {"Word": "OF", "Confidence": 0.947, "X1": 0.18146, "Y1": 0.4132, "X2": 0.19582, "Y2": 0.413, "X3": 0.19582, "Y3": 0.4238, "X4": 0.18146, "Y4": 0.4238, "page": 0, "Index": 475}, {"Word": "ARKANSAS", "Confidence": 0.955, "X1": 0.19843, "Y1": 0.4132, "X2": 0.25457, "Y2": 0.413, "X3": 0.25457, "Y3": 0.4238, "X4": 0.19843, "Y4": 0.4238, "page": 0, "Index": 476}, {"Word": "TO", "Confidence": 0.929, "X1": 0.25718, "Y1": 0.4132, "X2": 0.27023, "Y2": 0.413, "X3": 0.27154, "Y3": 0.4238, "X4": 0.25718, "Y4": 0.4238, "page": 0, "Index": 477}, {"Word": "PROVIDE", "Confidence": 0.621, "X1": 0.27285, "Y1": 0.4132, "X2": 0.31984, "Y2": 0.413, "X3": 0.31984, "Y3": 0.4228, "X4": 0.27415, "Y4": 0.4238, "page": 0, "Index": 478}, {"Word": "FOR", "Confidence": 0.85, "X1": 0.32245, "Y1": 0.4132, "X2": 0.34465, "Y2": 0.413, "X3": 0.34465, "Y3": 0.4228, "X4": 0.32376, "Y4": 0.4228, "page": 0, "Index": 479}, {"Word": "(e)", "Confidence": 0.072, "X1": 0.4047, "Y1": 0.4122, "X2": 0.41775, "Y2": 0.412, "X3": 0.41645, "Y3": 0.4198, "X4": 0.4047, "Y4": 0.4198, "page": 0, "Index": 480}, {"Word": "To", "Confidence": 0.667, "X1": 0.41906, "Y1": 0.4122, "X2": 0.4295, "Y2": 0.412, "X3": 0.4295, "Y3": 0.4198, "X4": 0.41906, "Y4": 0.4198, "page": 0, "Index": 481}, {"Word": "reduce", "Confidence": 0.444, "X1": 0.43211, "Y1": 0.4122, "X2": 0.46214, "Y2": 0.412, "X3": 0.46214, "Y3": 0.4198, "X4": 0.43211, "Y4": 0.4198, "page": 0, "Index": 482}, {"Word": "the", "Confidence": 0.99, "X1": 0.46475, "Y1": 0.4122, "X2": 0.48042, "Y2": 0.412, "X3": 0.48042, "Y3": 0.4198, "X4": 0.46475, "Y4": 0.4198, "page": 0, "Index": 483}, {"Word": "incidence", "Confidence": 0.605, "X1": 0.48303, "Y1": 0.4122, "X2": 0.5248, "Y2": 0.412, "X3": 0.5248, "Y3": 0.4208, "X4": 0.48303, "Y4": 0.4198, "page": 0, "Index": 484}, {"Word": "of", "Confidence": 0.993, "X1": 0.52742, "Y1": 0.4122, "X2": 0.53655, "Y2": 0.412, "X3": 0.53655, "Y3": 0.4208, "X4": 0.52742, "Y4": 0.4208, "page": 0, "Index": 485}, {"Word": "cancer,", "Confidence": 0.178, "X1": 0.53916, "Y1": 0.4122, "X2": 0.5705, "Y2": 0.412, "X3": 0.5705, "Y3": 0.4208, "X4": 0.53916, "Y4": 0.4208, "page": 0, "Index": 486}, {"Word": "heart,", "Confidence": 0.634, "X1": 0.57311, "Y1": 0.4122, "X2": 0.60183, "Y2": 0.412, "X3": 0.60183, "Y3": 0.4208, "X4": 0.57311, "Y4": 0.4208, "page": 0, "Index": 487}, {"Word": "and", "Confidence": 0.856, "X1": 0.60444, "Y1": 0.4122, "X2": 0.62272, "Y2": 0.412, "X3": 0.62272, "Y3": 0.4208, "X4": 0.60444, "Y4": 0.4208, "page": 0, "Index": 488}, {"Word": "lung", "Confidence": 0.277, "X1": 0.62533, "Y1": 0.4122, "X2": 0.64621, "Y2": 0.412, "X3": 0.64621, "Y3": 0.4208, "X4": 0.62402, "Y4": 0.4208, "page": 0, "Index": 489}, {"Word": "disease", "Confidence": 0.29, "X1": 0.64883, "Y1": 0.4122, "X2": 0.68146, "Y2": 0.412, "X3": 0.68016, "Y3": 0.4208, "X4": 0.64883, "Y4": 0.4208, "page": 0, "Index": 490}, {"Word": "and", "Confidence": 0.178, "X1": 0.68277, "Y1": 0.4122, "X2": 0.69974, "Y2": 0.412, "X3": 0.69974, "Y3": 0.4208, "X4": 0.68277, "Y4": 0.4208, "page": 0, "Index": 491}, {"Word": "to", "Confidence": 0.633, "X1": 0.70235, "Y1": 0.4122, "X2": 0.7141, "Y2": 0.412, "X3": 0.71279, "Y3": 0.4208, "X4": 0.70235, "Y4": 0.4208, "page": 0, "Index": 492}, {"Word": "AN", "Confidence": 0.934, "X1": 0.01175, "Y1": 0.4222, "X2": 0.0248, "Y2": 0.422, "X3": 0.0235, "Y3": 0.4308, "X4": 0.01044, "Y4": 0.4318, "page": 0, "Index": 493}, {"Word": "EXCISE", "Confidence": 0.539, "X1": 0.02872, "Y1": 0.4222, "X2": 0.06658, "Y2": 0.422, "X3": 0.06658, "Y3": 0.4308, "X4": 0.02872, "Y4": 0.4308, "page": 0, "Index": 494}, {"Word": "TAX", "Confidence": 0.998, "X1": 0.0718, "Y1": 0.4222, "X2": 0.09269, "Y2": 0.422, "X3": 0.09269, "Y3": 0.4308, "X4": 0.0718, "Y4": 0.4308, "page": 0, "Index": 495}, {"Word": "ON", "Confidence": 0.998, "X1": 0.09661, "Y1": 0.4222, "X2": 0.11227, "Y2": 0.422, "X3": 0.11227, "Y3": 0.4308, "X4": 0.09661, "Y4": 0.4308, "page": 0, "Index": 496}, {"Word": "CIGARETTES", "Confidence": 0.618, "X1": 0.11749, "Y1": 0.4222, "X2": 0.1893, "Y2": 0.422, "X3": 0.1893, "Y3": 0.4308, "X4": 0.11619, "Y4": 0.4308, "page": 0, "Index": 497}, {"Word": "AND", "Confidence": 0.998, "X1": 0.19321, "Y1": 0.4222, "X2": 0.2154, "Y2": 0.422, "X3": 0.2154, "Y3": 0.4308, "X4": 0.19321, "Y4": 0.4308, "page": 0, "Index": 498}, {"Word": "ALL", "Confidence": 0.998, "X1": 0.22193, "Y1": 0.4222, "X2": 0.24413, "Y2": 0.422, "X3": 0.24413, "Y3": 0.4308, "X4": 0.22193, "Y4": 0.4308, "page": 0, "Index": 499}, {"Word": "OTHER", "Confidence": 0.994, "X1": 0.24674, "Y1": 0.4222, "X2": 0.2859, "Y2": 0.422, "X3": 0.28721, "Y3": 0.4308, "X4": 0.24804, "Y4": 0.4308, "page": 0, "Index": 500}, {"Word": "TOBACCO", "Confidence": 0.726, "X1": 0.29112, "Y1": 0.4222, "X2": 0.34334, "Y2": 0.422, "X3": 0.34465, "Y3": 0.4298, "X4": 0.29112, "Y4": 0.4308, "page": 0, "Index": 501}, {"Word": "EXISTING", "Confidence": 0.92, "X1": 0.29504, "Y1": 0.4302, "X2": 0.34334, "Y2": 0.43, "X3": 0.34334, "Y3": 0.4378, "X4": 0.29504, "Y4": 0.4388, "page": 0, "Index": 502}, {"Word": "reduce", "Confidence": 0.225, "X1": 0.40339, "Y1": 0.4212, "X2": 0.43342, "Y2": 0.421, "X3": 0.43211, "Y3": 0.4288, "X4": 0.40339, "Y4": 0.4278, "page": 0, "Index": 503}, {"Word": "of", "Confidence": 0.739, "X1": 0.4047, "Y1": 0.4282, "X2": 0.41253, "Y2": 0.428, "X3": 0.41253, "Y3": 0.4358, "X4": 0.40339, "Y4": 0.4358, "page": 0, "Index": 504}, {"Word": "the", "Confidence": 0.97, "X1": 0.41514, "Y1": 0.4282, "X2": 0.4295, "Y2": 0.428, "X3": 0.4295, "Y3": 0.4358, "X4": 0.41514, "Y4": 0.4358, "page": 0, "Index": 505}, {"Word": "people", "Confidence": 0.61, "X1": 0.43211, "Y1": 0.4282, "X2": 0.46214, "Y2": 0.428, "X3": 0.46214, "Y3": 0.4368, "X4": 0.43211, "Y4": 0.4358, "page": 0, "Index": 506}, {"Word": "the", "Confidence": 0.931, "X1": 0.43473, "Y1": 0.4212, "X2": 0.45039, "Y2": 0.421, "X3": 0.45039, "Y3": 0.4288, "X4": 0.43473, "Y4": 0.4288, "page": 0, "Index": 507}, {"Word": "economic", "Confidence": 0.104, "X1": 0.453, "Y1": 0.4212, "X2": 0.49478, "Y2": 0.421, "X3": 0.49347, "Y3": 0.4288, "X4": 0.453, "Y4": 0.4288, "page": 0, "Index": 508}, {"Word": "of", "Confidence": 0.997, "X1": 0.46475, "Y1": 0.4282, "X2": 0.47389, "Y2": 0.428, "X3": 0.47389, "Y3": 0.4368, "X4": 0.46345, "Y4": 0.4368, "page": 0, "Index": 509}, {"Word": "Arkansas", "Confidence": 0.612, "X1": 0.4765, "Y1": 0.4282, "X2": 0.51828, "Y2": 0.428, "X3": 0.51828, "Y3": 0.4368, "X4": 0.4765, "Y4": 0.4368, "page": 0, "Index": 510}, {"Word": "costs", "Confidence": 0.626, "X1": 0.49608, "Y1": 0.4212, "X2": 0.51828, "Y2": 0.421, "X3": 0.51828, "Y3": 0.4288, "X4": 0.49608, "Y4": 0.4288, "page": 0, "Index": 511}, {"Word": "of", "Confidence": 0.847, "X1": 0.52089, "Y1": 0.4212, "X2": 0.53003, "Y2": 0.421, "X3": 0.53003, "Y3": 0.4288, "X4": 0.52089, "Y4": 0.4288, "page": 0, "Index": 512}, {"Word": "to", "Confidence": 0.891, "X1": 0.52089, "Y1": 0.4282, "X2": 0.53003, "Y2": 0.428, "X3": 0.53003, "Y3": 0.4368, "X4": 0.52089, "Y4": 0.4368, "page": 0, "Index": 513}, {"Word": "tabecco", "Confidence": 0.335, "X1": 0.53264, "Y1": 0.4212, "X2": 0.56527, "Y2": 0.421, "X3": 0.56527, "Y3": 0.4288, "X4": 0.53133, "Y4": 0.4288, "page": 0, "Index": 514}, {"Word": "intresse", "Confidence": 0.616, "X1": 0.53264, "Y1": 0.4282, "X2": 0.5705, "Y2": 0.428, "X3": 0.5705, "Y3": 0.4368, "X4": 0.53264, "Y4": 0.4368, "page": 0, "Index": 515}, {"Word": "sise", "Confidence": 0.464, "X1": 0.56789, "Y1": 0.4212, "X2": 0.58486, "Y2": 0.421, "X3": 0.58355, "Y3": 0.4288, "X4": 0.56658, "Y4": 0.4288, "page": 0, "Index": 516}, {"Word": "the", "Confidence": 0.991, "X1": 0.57311, "Y1": 0.4282, "X2": 0.58877, "Y2": 0.428, "X3": 0.58877, "Y3": 0.4368, "X4": 0.57311, "Y4": 0.4368, "page": 0, "Index": 517}, {"Word": "in", "Confidence": 0.992, "X1": 0.58616, "Y1": 0.4212, "X2": 0.59661, "Y2": 0.421, "X3": 0.59661, "Y3": 0.4288, "X4": 0.58616, "Y4": 0.4288, "page": 0, "Index": 518}, {"Word": "state", "Confidence": 0.25, "X1": 0.59138, "Y1": 0.4282, "X2": 0.61619, "Y2": 0.428, "X3": 0.61488, "Y3": 0.4368, "X4": 0.59138, "Y4": 0.4368, "page": 0, "Index": 519}, {"Word": "Arkansas,", "Confidence": 0.195, "X1": 0.59922, "Y1": 0.4212, "X2": 0.64491, "Y2": 0.421, "X3": 0.64491, "Y3": 0.4288, "X4": 0.59922, "Y4": 0.4288, "page": 0, "Index": 520}, {"Word": "tax", "Confidence": 0.291, "X1": 0.61749, "Y1": 0.4292, "X2": 0.63316, "Y2": 0.429, "X3": 0.63316, "Y3": 0.4368, "X4": 0.61749, "Y4": 0.4368, "page": 0, "Index": 521}, {"Word": "on", "Confidence": 0.827, "X1": 0.63577, "Y1": 0.4292, "X2": 0.64752, "Y2": 0.429, "X3": 0.64752, "Y3": 0.4368, "X4": 0.63577, "Y4": 0.4368, "page": 0, "Index": 522}, {"Word": "it", "Confidence": 0.638, "X1": 0.64752, "Y1": 0.4212, "X2": 0.65535, "Y2": 0.421, "X3": 0.65535, "Y3": 0.4288, "X4": 0.64621, "Y4": 0.4288, "page": 0, "Index": 523}, {"Word": "eicarellos", "Confidence": 0.067, "X1": 0.65013, "Y1": 0.4292, "X2": 0.69321, "Y2": 0.429, "X3": 0.69321, "Y3": 0.4358, "X4": 0.65013, "Y4": 0.4368, "page": 0, "Index": 524}, {"Word": "in", "Confidence": 0.555, "X1": 0.65796, "Y1": 0.4212, "X2": 0.6658, "Y2": 0.421, "X3": 0.6658, "Y3": 0.4288, "X4": 0.65796, "Y4": 0.4288, "page": 0, "Index": 525}, {"Word": "the", "Confidence": 0.786, "X1": 0.66841, "Y1": 0.4212, "X2": 0.68407, "Y2": 0.421, "X3": 0.68277, "Y3": 0.4288, "X4": 0.6671, "Y4": 0.4288, "page": 0, "Index": 526}, {"Word": "Intent", "Confidence": 0.068, "X1": 0.68538, "Y1": 0.4212, "X2": 0.71279, "Y2": 0.421, "X3": 0.71279, "Y3": 0.4288, "X4": 0.68538, "Y4": 0.4288, "page": 0, "Index": 527}, {"Word": "And", "Confidence": 0.138, "X1": 0.69452, "Y1": 0.4292, "X2": 0.71279, "Y2": 0.429, "X3": 0.71279, "Y3": 0.4358, "X4": 0.69452, "Y4": 0.4358, "page": 0, "Index": 528}, {"Word": "PRODUCTS,", "Confidence": 0.849, "X1": 0.01175, "Y1": 0.4312, "X2": 0.06527, "Y2": 0.431, "X3": 0.06527, "Y3": 0.4388, "X4": 0.01175, "Y4": 0.4398, "page": 0, "Index": 529}, {"Word": "TALES", "Confidence": 0.784, "X1": 0.01175, "Y1": 0.4392, "X2": 0.04178, "Y2": 0.439, "X3": 0.04047, "Y3": 0.4468, "X4": 0.01175, "Y4": 0.4468, "page": 0, "Index": 530}, {"Word": "IN", "Confidence": 0.998, "X1": 0.04308, "Y1": 0.4382, "X2": 0.05483, "Y2": 0.438, "X3": 0.05483, "Y3": 0.4468, "X4": 0.04308, "Y4": 0.4468, "page": 0, "Index": 531}, {"Word": "THE", "Confidence": 0.933, "X1": 0.05875, "Y1": 0.4382, "X2": 0.07833, "Y2": 0.438, "X3": 0.07833, "Y3": 0.4468, "X4": 0.05744, "Y4": 0.4468, "page": 0, "Index": 532}, {"Word": "AS", "Confidence": 0.725, "X1": 0.06658, "Y1": 0.4312, "X2": 0.07963, "Y2": 0.431, "X3": 0.07963, "Y3": 0.4388, "X4": 0.06658, "Y4": 0.4388, "page": 0, "Index": 533}, {"Word": "AMOUNT", "Confidence": 0.867, "X1": 0.08094, "Y1": 0.4382, "X2": 0.12663, "Y2": 0.438, "X3": 0.12663, "Y3": 0.4468, "X4": 0.08094, "Y4": 0.4468, "page": 0, "Index": 534}, {"Word": "DEFINED", "Confidence": 0.973, "X1": 0.08225, "Y1": 0.4312, "X2": 0.12924, "Y2": 0.431, "X3": 0.12794, "Y3": 0.4388, "X4": 0.08225, "Y4": 0.4388, "page": 0, "Index": 535}, {"Word": "OF", "Confidence": 0.799, "X1": 0.12794, "Y1": 0.4382, "X2": 0.1436, "Y2": 0.438, "X3": 0.1436, "Y3": 0.4468, "X4": 0.12794, "Y4": 0.4468, "page": 0, "Index": 536}, {"Word": "THEREIN.", "Confidence": 0.644, "X1": 0.13446, "Y1": 0.4302, "X2": 0.18277, "Y2": 0.43, "X3": 0.18277, "Y3": 0.4388, "X4": 0.13316, "Y4": 0.4388, "page": 0, "Index": 537}, {"Word": "12", "Confidence": 0.955, "X1": 0.14621, "Y1": 0.4382, "X2": 0.15666, "Y2": 0.438, "X3": 0.15666, "Y3": 0.4468, "X4": 0.14621, "Y4": 0.4468, "page": 0, "Index": 538}, {"Word": "6", "Confidence": 0.629, "X1": 0.15927, "Y1": 0.4382, "X2": 0.1658, "Y2": 0.438, "X3": 0.1658, "Y3": 0.4468, "X4": 0.15927, "Y4": 0.4468, "page": 0, "Index": 539}, {"Word": "MILLS", "Confidence": 0.995, "X1": 0.1671, "Y1": 0.4382, "X2": 0.19974, "Y2": 0.438, "X3": 0.19974, "Y3": 0.4468, "X4": 0.1671, "Y4": 0.4468, "page": 0, "Index": 540}, {"Word": "IN", "Confidence": 0.998, "X1": 0.18538, "Y1": 0.4302, "X2": 0.19582, "Y2": 0.43, "X3": 0.19582, "Y3": 0.4388, "X4": 0.18538, "Y4": 0.4388, "page": 0, "Index": 541}, {"Word": "ADDITION", "Confidence": 0.803, "X1": 0.20104, "Y1": 0.4302, "X2": 0.25065, "Y2": 0.43, "X3": 0.25065, "Y3": 0.4388, "X4": 0.20104, "Y4": 0.4388, "page": 0, "Index": 542}, {"Word": "PER", "Confidence": 0.967, "X1": 0.20235, "Y1": 0.4382, "X2": 0.22193, "Y2": 0.438, "X3": 0.22324, "Y3": 0.4468, "X4": 0.20235, "Y4": 0.4468, "page": 0, "Index": 543}, {"Word": "CIGARETTE", "Confidence": 0.536, "X1": 0.22585, "Y1": 0.4382, "X2": 0.2846, "Y2": 0.438, "X3": 0.2846, "Y3": 0.4458, "X4": 0.22585, "Y4": 0.4468, "page": 0, "Index": 544}, {"Word": "TO", "Confidence": 0.998, "X1": 0.25587, "Y1": 0.4302, "X2": 0.26893, "Y2": 0.43, "X3": 0.26893, "Y3": 0.4388, "X4": 0.25587, "Y4": 0.4388, "page": 0, "Index": 545}, {"Word": "ALL", "Confidence": 0.998, "X1": 0.27154, "Y1": 0.4302, "X2": 0.29243, "Y2": 0.43, "X3": 0.29243, "Y3": 0.4388, "X4": 0.27154, "Y4": 0.4388, "page": 0, "Index": 546}, {"Word": "OR", "Confidence": 0.178, "X1": 0.28721, "Y1": 0.4382, "X2": 0.30157, "Y2": 0.438, "X3": 0.30157, "Y3": 0.4458, "X4": 0.28721, "Y4": 0.4458, "page": 0, "Index": 547}, {"Word": "254", "Confidence": 0.347, "X1": 0.30418, "Y1": 0.4382, "X2": 0.32115, "Y2": 0.438, "X3": 0.32245, "Y3": 0.4458, "X4": 0.30548, "Y4": 0.4458, "page": 0, "Index": 548}, {"Word": "PER", "Confidence": 0.851, "X1": 0.32376, "Y1": 0.4382, "X2": 0.34334, "Y2": 0.438, "X3": 0.34465, "Y3": 0.4458, "X4": 0.32376, "Y4": 0.4458, "page": 0, "Index": 549}, {"Word": "tobacco", "Confidence": 0.018, "X1": 0.40731, "Y1": 0.4372, "X2": 0.43603, "Y2": 0.437, "X3": 0.43473, "Y3": 0.4438, "X4": 0.40731, "Y4": 0.4428, "page": 0, "Index": 550}, {"Word": "products", "Confidence": 0.413, "X1": 0.43734, "Y1": 0.4362, "X2": 0.4752, "Y2": 0.436, "X3": 0.47389, "Y3": 0.4438, "X4": 0.43603, "Y4": 0.4438, "page": 0, "Index": 551}, {"Word": "and", "Confidence": 0.647, "X1": 0.47781, "Y1": 0.4362, "X2": 0.49478, "Y2": 0.436, "X3": 0.49347, "Y3": 0.4438, "X4": 0.4765, "Y4": 0.4438, "page": 0, "Index": 552}, {"Word": "do", "Confidence": 0.512, "X1": 0.49608, "Y1": 0.4362, "X2": 0.50653, "Y2": 0.436, "X3": 0.50653, "Y3": 0.4438, "X4": 0.49608, "Y4": 0.4438, "page": 0, "Index": 553}, {"Word": "all", "Confidence": 0.801, "X1": 0.50914, "Y1": 0.4362, "X2": 0.51958, "Y2": 0.436, "X3": 0.51828, "Y3": 0.4438, "X4": 0.50783, "Y4": 0.4438, "page": 0, "Index": 554}, {"Word": "of", "Confidence": 0.899, "X1": 0.52219, "Y1": 0.4362, "X2": 0.53003, "Y2": 0.436, "X3": 0.52872, "Y3": 0.4438, "X4": 0.52089, "Y4": 0.4438, "page": 0, "Index": 555}, {"Word": "the", "Confidence": 0.934, "X1": 0.53133, "Y1": 0.4362, "X2": 0.54569, "Y2": 0.436, "X3": 0.54439, "Y3": 0.4438, "X4": 0.53133, "Y4": 0.4438, "page": 0, "Index": 556}, {"Word": "following:", "Confidence": 0.036, "X1": 0.5483, "Y1": 0.4372, "X2": 0.59399, "Y2": 0.437, "X3": 0.59269, "Y3": 0.4438, "X4": 0.547, "Y4": 0.4438, "page": 0, "Index": 557}, {"Word": "PACK", "Confidence": 0.921, "X1": 0.01175, "Y1": 0.4462, "X2": 0.03655, "Y2": 0.446, "X3": 0.03655, "Y3": 0.4548, "X4": 0.01044, "Y4": 0.4548, "page": 0, "Index": 558}, {"Word": "AND", "Confidence": 0.958, "X1": 0.04047, "Y1": 0.4462, "X2": 0.06005, "Y2": 0.446, "X3": 0.05875, "Y3": 0.4548, "X4": 0.03916, "Y4": 0.4548, "page": 0, "Index": 559}, {"Word": "AN", "Confidence": 0.997, "X1": 0.06266, "Y1": 0.4462, "X2": 0.07702, "Y2": 0.446, "X3": 0.07572, "Y3": 0.4548, "X4": 0.06266, "Y4": 0.4548, "page": 0, "Index": 560}, {"Word": "AMOUNT", "Confidence": 0.994, "X1": 0.08094, "Y1": 0.4462, "X2": 0.12663, "Y2": 0.446, "X3": 0.12533, "Y3": 0.4548, "X4": 0.07963, "Y4": 0.4548, "page": 0, "Index": 561}, {"Word": "EQUIVALENT", "Confidence": 0.637, "X1": 0.12924, "Y1": 0.4452, "X2": 0.19713, "Y2": 0.445, "X3": 0.19582, "Y3": 0.4548, "X4": 0.12794, "Y4": 0.4548, "page": 0, "Index": 562}, {"Word": "TO", "Confidence": 0.998, "X1": 0.19843, "Y1": 0.4452, "X2": 0.21279, "Y2": 0.445, "X3": 0.21279, "Y3": 0.4548, "X4": 0.19843, "Y4": 0.4548, "page": 0, "Index": 563}, {"Word": "THE", "Confidence": 0.994, "X1": 0.21671, "Y1": 0.4452, "X2": 0.2376, "Y2": 0.445, "X3": 0.23629, "Y3": 0.4548, "X4": 0.21671, "Y4": 0.4548, "page": 0, "Index": 564}, {"Word": "COMBINED", "Confidence": 0.893, "X1": 0.24021, "Y1": 0.4452, "X2": 0.29634, "Y2": 0.445, "X3": 0.29634, "Y3": 0.4538, "X4": 0.24021, "Y4": 0.4548, "page": 0, "Index": 565}, {"Word": "RATE", "Confidence": 0.924, "X1": 0.30026, "Y1": 0.4452, "X2": 0.32768, "Y2": 0.445, "X3": 0.32768, "Y3": 0.4538, "X4": 0.30026, "Y4": 0.4538, "page": 0, "Index": 566}, {"Word": "OF", "Confidence": 0.993, "X1": 0.33029, "Y1": 0.4452, "X2": 0.34465, "Y2": 0.445, "X3": 0.34465, "Y3": 0.4538, "X4": 0.33029, "Y4": 0.4538, "page": 0, "Index": 567}, {"Word": "(1)", "Confidence": 0.709, "X1": 0.41906, "Y1": 0.4442, "X2": 0.43342, "Y2": 0.444, "X3": 0.43342, "Y3": 0.4518, "X4": 0.41906, "Y4": 0.4518, "page": 0, "Index": 568}, {"Word": "Reduce", "Confidence": 0.626, "X1": 0.43603, "Y1": 0.4442, "X2": 0.46736, "Y2": 0.444, "X3": 0.46736, "Y3": 0.4518, "X4": 0.43603, "Y4": 0.4518, "page": 0, "Index": 569}, {"Word": "tobacco", "Confidence": 0.5, "X1": 0.46867, "Y1": 0.4442, "X2": 0.50131, "Y2": 0.444, "X3": 0.50131, "Y3": 0.4518, "X4": 0.46867, "Y4": 0.4518, "page": 0, "Index": 570}, {"Word": "vas", "Confidence": 0.068, "X1": 0.50392, "Y1": 0.4442, "X2": 0.51828, "Y2": 0.444, "X3": 0.51828, "Y3": 0.4518, "X4": 0.50392, "Y4": 0.4518, "page": 0, "Index": 571}, {"Word": "and", "Confidence": 0.996, "X1": 0.52089, "Y1": 0.4442, "X2": 0.53655, "Y2": 0.444, "X3": 0.53655, "Y3": 0.4518, "X4": 0.52089, "Y4": 0.4518, "page": 0, "Index": 572}, {"Word": "other", "Confidence": 0.65, "X1": 0.53916, "Y1": 0.4442, "X2": 0.56266, "Y2": 0.444, "X3": 0.56136, "Y3": 0.4518, "X4": 0.53916, "Y4": 0.4518, "page": 0, "Index": 573}, {"Word": "drug", "Confidence": 0.672, "X1": 0.56397, "Y1": 0.4442, "X2": 0.58616, "Y2": 0.444, "X3": 0.58486, "Y3": 0.4518, "X4": 0.56397, "Y4": 0.4518, "page": 0, "Index": 574}, {"Word": "abuse", "Confidence": 0.084, "X1": 0.58747, "Y1": 0.4442, "X2": 0.61358, "Y2": 0.444, "X3": 0.61358, "Y3": 0.4528, "X4": 0.58747, "Y4": 0.4518, "page": 0, "Index": 575}, {"Word": "strong", "Confidence": 0.42, "X1": 0.61619, "Y1": 0.4442, "X2": 0.64491, "Y2": 0.444, "X3": 0.64491, "Y3": 0.4528, "X4": 0.61488, "Y4": 0.4528, "page": 0, "Index": 576}, {"Word": "charont", "Confidence": 0.032, "X1": 0.64752, "Y1": 0.4442, "X2": 0.68799, "Y2": 0.444, "X3": 0.68668, "Y3": 0.4528, "X4": 0.64621, "Y4": 0.4528, "page": 0, "Index": 577}, {"Word": "TAX", "Confidence": 0.964, "X1": 0.01175, "Y1": 0.4542, "X2": 0.03003, "Y2": 0.454, "X3": 0.03003, "Y3": 0.4618, "X4": 0.01175, "Y4": 0.4618, "page": 0, "Index": 578}, {"Word": "ON", "Confidence": 0.885, "X1": 0.03264, "Y1": 0.4542, "X2": 0.047, "Y2": 0.454, "X3": 0.04569, "Y3": 0.4618, "X4": 0.03264, "Y4": 0.4618, "page": 0, "Index": 579}, {"Word": "CIGARETTES", "Confidence": 0.855, "X1": 0.04961, "Y1": 0.4532, "X2": 0.11488, "Y2": 0.453, "X3": 0.11358, "Y3": 0.4618, "X4": 0.04961, "Y4": 0.4618, "page": 0, "Index": 580}, {"Word": "ON", "Confidence": 0.991, "X1": 0.11749, "Y1": 0.4532, "X2": 0.13185, "Y2": 0.453, "X3": 0.13185, "Y3": 0.4618, "X4": 0.11749, "Y4": 0.4618, "page": 0, "Index": 581}, {"Word": "ALL", "Confidence": 0.998, "X1": 0.13838, "Y1": 0.4532, "X2": 0.15796, "Y2": 0.453, "X3": 0.15796, "Y3": 0.4618, "X4": 0.13708, "Y4": 0.4618, "page": 0, "Index": 582}, {"Word": "OTHER", "Confidence": 0.969, "X1": 0.16057, "Y1": 0.4532, "X2": 0.19582, "Y2": 0.453, "X3": 0.19582, "Y3": 0.4618, "X4": 0.16057, "Y4": 0.4618, "page": 0, "Index": 583}, {"Word": "TOBACCO", "Confidence": 0.906, "X1": 0.20104, "Y1": 0.4532, "X2": 0.24935, "Y2": 0.453, "X3": 0.24935, "Y3": 0.4618, "X4": 0.20104, "Y4": 0.4618, "page": 0, "Index": 584}, {"Word": "PRODUCTS;", "Confidence": 0.668, "X1": 0.25326, "Y1": 0.4532, "X2": 0.31332, "Y2": 0.453, "X3": 0.31332, "Y3": 0.4618, "X4": 0.25326, "Y4": 0.4618, "page": 0, "Index": 585}, {"Word": "SUCH", "Confidence": 0.733, "X1": 0.31462, "Y1": 0.4542, "X2": 0.34334, "Y2": 0.454, "X3": 0.34334, "Y3": 0.4618, "X4": 0.31462, "Y4": 0.4618, "page": 0, "Index": 586}, {"Word": "(3)", "Confidence": 0.001, "X1": 0.41906, "Y1": 0.4572, "X2": 0.43211, "Y2": 0.457, "X3": 0.43211, "Y3": 0.4678, "X4": 0.41906, "Y4": 0.4678, "page": 0, "Index": 587}, {"Word": "Is", "Confidence": 0.067, "X1": 0.43473, "Y1": 0.4572, "X2": 0.44517, "Y2": 0.457, "X3": 0.44648, "Y3": 0.4678, "X4": 0.43473, "Y4": 0.4678, "page": 0, "Index": 588}, {"Word": "rocegaitian", "Confidence": 0.602, "X1": 0.44778, "Y1": 0.4592, "X2": 0.5, "Y2": 0.459, "X3": 0.5, "Y3": 0.4678, "X4": 0.44778, "Y4": 0.4678, "page": 0, "Index": 589}, {"Word": "et", "Confidence": 0.783, "X1": 0.453, "Y1": 0.4522, "X2": 0.45953, "Y2": 0.452, "X3": 0.45953, "Y3": 0.4598, "X4": 0.453, "Y4": 0.4598, "page": 0, "Index": 590}, {"Word": "propis", "Confidence": 0.552, "X1": 0.46214, "Y1": 0.4522, "X2": 0.49086, "Y2": 0.452, "X3": 0.49086, "Y3": 0.4598, "X4": 0.46214, "Y4": 0.4598, "page": 0, "Index": 591}, {"Word": "suffering", "Confidence": 0.228, "X1": 0.49217, "Y1": 0.4522, "X2": 0.53133, "Y2": 0.452, "X3": 0.53133, "Y3": 0.4598, "X4": 0.49217, "Y4": 0.4598, "page": 0, "Index": 592}, {"Word": "of", "Confidence": 0.941, "X1": 0.50261, "Y1": 0.4592, "X2": 0.51175, "Y2": 0.459, "X3": 0.51175, "Y3": 0.4678, "X4": 0.50261, "Y4": 0.4678, "page": 0, "Index": 593}, {"Word": "the", "Confidence": 0.904, "X1": 0.51436, "Y1": 0.4592, "X2": 0.53003, "Y2": 0.459, "X3": 0.53003, "Y3": 0.4678, "X4": 0.51436, "Y4": 0.4678, "page": 0, "Index": 594}, {"Word": "from", "Confidence": 0.543, "X1": 0.53264, "Y1": 0.4522, "X2": 0.55091, "Y2": 0.452, "X3": 0.55091, "Y3": 0.4598, "X4": 0.53264, "Y4": 0.4598, "page": 0, "Index": 595}, {"Word": "diecnsns", "Confidence": 0.079, "X1": 0.55614, "Y1": 0.4532, "X2": 0.59399, "Y2": 0.453, "X3": 0.59399, "Y3": 0.4608, "X4": 0.55614, "Y4": 0.4598, "page": 0, "Index": 596}, {"Word": "RATE", "Confidence": 0.652, "X1": 0.01044, "Y1": 0.4622, "X2": 0.03525, "Y2": 0.462, "X3": 0.03525, "Y3": 0.4708, "X4": 0.01044, "Y4": 0.4708, "page": 0, "Index": 597}, {"Word": "DEPARTMENT", "Confidence": 0.516, "X1": 0.01175, "Y1": 0.4702, "X2": 0.08094, "Y2": 0.47, "X3": 0.07963, "Y3": 0.4778, "X4": 0.01175, "Y4": 0.4788, "page": 0, "Index": 598}, {"Word": "ON", "Confidence": 0.996, "X1": 0.03786, "Y1": 0.4622, "X2": 0.05222, "Y2": 0.462, "X3": 0.05222, "Y3": 0.4708, "X4": 0.03786, "Y4": 0.4708, "page": 0, "Index": 599}, {"Word": "OTHER", "Confidence": 0.957, "X1": 0.05483, "Y1": 0.4622, "X2": 0.08877, "Y2": 0.462, "X3": 0.08877, "Y3": 0.4708, "X4": 0.05352, "Y4": 0.4708, "page": 0, "Index": 600}, {"Word": "OF", "Confidence": 0.886, "X1": 0.08225, "Y1": 0.4692, "X2": 0.09661, "Y2": 0.469, "X3": 0.09661, "Y3": 0.4778, "X4": 0.08225, "Y4": 0.4778, "page": 0, "Index": 601}, {"Word": "TOBACCO", "Confidence": 0.814, "X1": 0.09269, "Y1": 0.4612, "X2": 0.13969, "Y2": 0.461, "X3": 0.13969, "Y3": 0.4698, "X4": 0.09138, "Y4": 0.4708, "page": 0, "Index": 602}, {"Word": "FINANCE", "Confidence": 0.994, "X1": 0.10052, "Y1": 0.4692, "X2": 0.15013, "Y2": 0.469, "X3": 0.15013, "Y3": 0.4778, "X4": 0.10052, "Y4": 0.4778, "page": 0, "Index": 603}, {"Word": "PRODUCTS", "Confidence": 0.931, "X1": 0.1436, "Y1": 0.4612, "X2": 0.19843, "Y2": 0.461, "X3": 0.19843, "Y3": 0.4698, "X4": 0.1436, "Y4": 0.4698, "page": 0, "Index": 604}, {"Word": "AND", "Confidence": 0.912, "X1": 0.15535, "Y1": 0.4692, "X2": 0.17624, "Y2": 0.469, "X3": 0.17624, "Y3": 0.4778, "X4": 0.15405, "Y4": 0.4778, "page": 0, "Index": 605}, {"Word": "ADMINISTRATION;", "Confidence": 0.463, "X1": 0.18146, "Y1": 0.4692, "X2": 0.28068, "Y2": 0.469, "X3": 0.28068, "Y3": 0.4778, "X4": 0.18146, "Y4": 0.4778, "page": 0, "Index": 606}, {"Word": "TO", "Confidence": 0.991, "X1": 0.20104, "Y1": 0.4612, "X2": 0.2141, "Y2": 0.461, "X3": 0.2141, "Y3": 0.4698, "X4": 0.20104, "Y4": 0.4698, "page": 0, "Index": 607}, {"Word": "BE", "Confidence": 0.657, "X1": 0.21671, "Y1": 0.4612, "X2": 0.23238, "Y2": 0.461, "X3": 0.23238, "Y3": 0.4698, "X4": 0.21671, "Y4": 0.4698, "page": 0, "Index": 608}, {"Word": "DETERMINED", "Confidence": 0.855, "X1": 0.23368, "Y1": 0.4612, "X2": 0.30287, "Y2": 0.461, "X3": 0.30287, "Y3": 0.4698, "X4": 0.23368, "Y4": 0.4698, "page": 0, "Index": 609}, {"Word": "REQUIRING", "Confidence": 0.691, "X1": 0.28329, "Y1": 0.4702, "X2": 0.34334, "Y2": 0.47, "X3": 0.34334, "Y3": 0.4778, "X4": 0.28329, "Y4": 0.4778, "page": 0, "Index": 610}, {"Word": "BY", "Confidence": 0.824, "X1": 0.30548, "Y1": 0.4612, "X2": 0.32115, "Y2": 0.461, "X3": 0.32115, "Y3": 0.4698, "X4": 0.30548, "Y4": 0.4698, "page": 0, "Index": 611}, {"Word": "THE", "Confidence": 0.995, "X1": 0.32376, "Y1": 0.4622, "X2": 0.34465, "Y2": 0.462, "X3": 0.34465, "Y3": 0.4698, "X4": 0.32376, "Y4": 0.4698, "page": 0, "Index": 612}, {"Word": "Cheese,", "Confidence": 0.069, "X1": 0.43473, "Y1": 0.4682, "X2": 0.46606, "Y2": 0.468, "X3": 0.46736, "Y3": 0.4748, "X4": 0.43473, "Y4": 0.4748, "page": 0, "Index": 613}, {"Word": "support", "Confidence": 0.1, "X1": 0.46867, "Y1": 0.4682, "X2": 0.50392, "Y2": 0.468, "X3": 0.50392, "Y3": 0.4758, "X4": 0.46867, "Y4": 0.4748, "page": 0, "Index": 614}, {"Word": "treatment", "Confidence": 0.185, "X1": 0.50522, "Y1": 0.4682, "X2": 0.54961, "Y2": 0.468, "X3": 0.54961, "Y3": 0.4758, "X4": 0.50522, "Y4": 0.4758, "page": 0, "Index": 615}, {"Word": "uncompensated", "Confidence": 0.406, "X1": 0.53264, "Y1": 0.4602, "X2": 0.60444, "Y2": 0.46, "X3": 0.60313, "Y3": 0.4688, "X4": 0.53264, "Y4": 0.4678, "page": 0, "Index": 616}, {"Word": "of", "Confidence": 0.842, "X1": 0.55091, "Y1": 0.4682, "X2": 0.56136, "Y2": 0.468, "X3": 0.56136, "Y3": 0.4758, "X4": 0.55091, "Y4": 0.4758, "page": 0, "Index": 617}, {"Word": "patients", "Confidence": 0.353, "X1": 0.56266, "Y1": 0.4682, "X2": 0.60052, "Y2": 0.468, "X3": 0.60052, "Y3": 0.4758, "X4": 0.56266, "Y4": 0.4758, "page": 0, "Index": 618}, {"Word": "who", "Confidence": 0.804, "X1": 0.60313, "Y1": 0.4682, "X2": 0.62272, "Y2": 0.468, "X3": 0.62141, "Y3": 0.4758, "X4": 0.60313, "Y4": 0.4758, "page": 0, "Index": 619}, {"Word": "costs", "Confidence": 0.623, "X1": 0.60705, "Y1": 0.4602, "X2": 0.63055, "Y2": 0.46, "X3": 0.63055, "Y3": 0.4688, "X4": 0.60574, "Y4": 0.4688, "page": 0, "Index": 620}, {"Word": "cannot", "Confidence": 0.634, "X1": 0.62402, "Y1": 0.4682, "X2": 0.65405, "Y2": 0.468, "X3": 0.65274, "Y3": 0.4758, "X4": 0.62402, "Y4": 0.4758, "page": 0, "Index": 621}, {"Word": "of", "Confidence": 0.941, "X1": 0.63316, "Y1": 0.4592, "X2": 0.6423, "Y2": 0.459, "X3": 0.6423, "Y3": 0.4688, "X4": 0.63316, "Y4": 0.4688, "page": 0, "Index": 622}, {"Word": "tabacco-related", "Confidence": 0.174, "X1": 0.64491, "Y1": 0.4582, "X2": 0.71279, "Y2": 0.458, "X3": 0.71279, "Y3": 0.4688, "X4": 0.64491, "Y4": 0.4688, "page": 0, "Index": 623}, {"Word": "allard", "Confidence": 0.435, "X1": 0.65535, "Y1": 0.4682, "X2": 0.68146, "Y2": 0.468, "X3": 0.68146, "Y3": 0.4758, "X4": 0.65535, "Y4": 0.4758, "page": 0, "Index": 624}, {"Word": "to", "Confidence": 0.794, "X1": 0.68407, "Y1": 0.4682, "X2": 0.69321, "Y2": 0.468, "X3": 0.69191, "Y3": 0.4758, "X4": 0.68277, "Y4": 0.4758, "page": 0, "Index": 625}, {"Word": "pay", "Confidence": 0.679, "X1": 0.69452, "Y1": 0.4682, "X2": 0.71279, "Y2": 0.468, "X3": 0.71149, "Y3": 0.4758, "X4": 0.69452, "Y4": 0.4758, "page": 0, "Index": 626}, {"Word": "COLLECTION", "Confidence": 0.622, "X1": 0.01305, "Y1": 0.4772, "X2": 0.07441, "Y2": 0.477, "X3": 0.07441, "Y3": 0.4858, "X4": 0.01305, "Y4": 0.4858, "page": 0, "Index": 627}, {"Word": "OF", "Confidence": 0.81, "X1": 0.07963, "Y1": 0.4772, "X2": 0.09399, "Y2": 0.477, "X3": 0.09399, "Y3": 0.4858, "X4": 0.07963, "Y4": 0.4858, "page": 0, "Index": 628}, {"Word": "THE", "Confidence": 0.994, "X1": 0.09791, "Y1": 0.4772, "X2": 0.1201, "Y2": 0.477, "X3": 0.1201, "Y3": 0.4858, "X4": 0.09922, "Y4": 0.4858, "page": 0, "Index": 629}, {"Word": "TAX", "Confidence": 0.998, "X1": 0.12533, "Y1": 0.4772, "X2": 0.14621, "Y2": 0.477, "X3": 0.14621, "Y3": 0.4858, "X4": 0.12533, "Y4": 0.4858, "page": 0, "Index": 630}, {"Word": "IN", "Confidence": 0.995, "X1": 0.15013, "Y1": 0.4772, "X2": 0.16188, "Y2": 0.477, "X3": 0.16319, "Y3": 0.4858, "X4": 0.15013, "Y4": 0.4858, "page": 0, "Index": 631}, {"Word": "THE", "Confidence": 0.998, "X1": 0.16841, "Y1": 0.4772, "X2": 0.1893, "Y2": 0.477, "X3": 0.1893, "Y3": 0.4858, "X4": 0.16841, "Y4": 0.4858, "page": 0, "Index": 632}, {"Word": "MANNER", "Confidence": 0.784, "X1": 0.19321, "Y1": 0.4772, "X2": 0.24021, "Y2": 0.477, "X3": 0.24151, "Y3": 0.4858, "X4": 0.19321, "Y4": 0.4858, "page": 0, "Index": 633}, {"Word": "PROVIDED", "Confidence": 0.881, "X1": 0.24543, "Y1": 0.4772, "X2": 0.30157, "Y2": 0.477, "X3": 0.30157, "Y3": 0.4858, "X4": 0.24543, "Y4": 0.4858, "page": 0, "Index": 634}, {"Word": "FOR", "Confidence": 0.967, "X1": 0.30548, "Y1": 0.4772, "X2": 0.32637, "Y2": 0.477, "X3": 0.32768, "Y3": 0.4858, "X4": 0.30548, "Y4": 0.4858, "page": 0, "Index": 635}, {"Word": "IN", "Confidence": 0.997, "X1": 0.33159, "Y1": 0.4772, "X2": 0.34334, "Y2": 0.477, "X3": 0.34334, "Y3": 0.4858, "X4": 0.33159, "Y4": 0.4858, "page": 0, "Index": 636}, {"Word": "for", "Confidence": 0.025, "X1": 0.43603, "Y1": 0.4762, "X2": 0.44778, "Y2": 0.476, "X3": 0.44778, "Y3": 0.4838, "X4": 0.43603, "Y4": 0.4838, "page": 0, "Index": 637}, {"Word": "servicos,", "Confidence": 0.269, "X1": 0.44909, "Y1": 0.4772, "X2": 0.49086, "Y2": 0.477, "X3": 0.49086, "Y3": 0.4838, "X4": 0.45039, "Y4": 0.4838, "page": 0, "Index": 638}, {"Word": "A.C.A.", "Confidence": 0.991, "X1": 0.01175, "Y1": 0.4852, "X2": 0.04178, "Y2": 0.485, "X3": 0.04178, "Y3": 0.4938, "X4": 0.01175, "Y4": 0.4938, "page": 0, "Index": 639}, {"Word": "$", "Confidence": 0.127, "X1": 0.04439, "Y1": 0.4852, "X2": 0.05091, "Y2": 0.485, "X3": 0.05091, "Y3": 0.4938, "X4": 0.04439, "Y4": 0.4938, "page": 0, "Index": 640}, {"Word": "28-57-201", "Confidence": 0.624, "X1": 0.05352, "Y1": 0.4852, "X2": 0.10183, "Y2": 0.485, "X3": 0.10183, "Y3": 0.4938, "X4": 0.05352, "Y4": 0.4938, "page": 0, "Index": 641}, {"Word": "ET", "Confidence": 0.97, "X1": 0.10444, "Y1": 0.4852, "X2": 0.1188, "Y2": 0.485, "X3": 0.1188, "Y3": 0.4938, "X4": 0.10313, "Y4": 0.4938, "page": 0, "Index": 642}, {"Word": "SEQ", "Confidence": 0.956, "X1": 0.12272, "Y1": 0.4852, "X2": 0.1436, "Y2": 0.485, "X3": 0.1436, "Y3": 0.4938, "X4": 0.12272, "Y4": 0.4938, "page": 0, "Index": 643}, {"Word": ".:", "Confidence": 0.048, "X1": 0.14621, "Y1": 0.4852, "X2": 0.15405, "Y2": 0.485, "X3": 0.15405, "Y3": 0.4938, "X4": 0.14621, "Y4": 0.4938, "page": 0, "Index": 644}, {"Word": "PROVIDING", "Confidence": 0.842, "X1": 0.15535, "Y1": 0.4852, "X2": 0.21671, "Y2": 0.485, "X3": 0.21802, "Y3": 0.4938, "X4": 0.15535, "Y4": 0.4938, "page": 0, "Index": 645}, {"Word": "THAT", "Confidence": 0.989, "X1": 0.22324, "Y1": 0.4852, "X2": 0.25326, "Y2": 0.485, "X3": 0.25326, "Y3": 0.4938, "X4": 0.22324, "Y4": 0.4938, "page": 0, "Index": 646}, {"Word": "THE", "Confidence": 0.998, "X1": 0.25718, "Y1": 0.4852, "X2": 0.27937, "Y2": 0.485, "X3": 0.27937, "Y3": 0.4938, "X4": 0.25718, "Y4": 0.4938, "page": 0, "Index": 647}, {"Word": "REVENUES", "Confidence": 0.661, "X1": 0.28329, "Y1": 0.4852, "X2": 0.34465, "Y2": 0.485, "X3": 0.34465, "Y3": 0.4928, "X4": 0.2846, "Y4": 0.4938, "page": 0, "Index": 648}, {"Word": "10)", "Confidence": 0.635, "X1": 0.42037, "Y1": 0.4832, "X2": 0.43342, "Y2": 0.483, "X3": 0.43342, "Y3": 0.4918, "X4": 0.42037, "Y4": 0.4918, "page": 0, "Index": 649}, {"Word": "Support", "Confidence": 0.644, "X1": 0.43473, "Y1": 0.4832, "X2": 0.47128, "Y2": 0.483, "X3": 0.47128, "Y3": 0.4918, "X4": 0.43603, "Y4": 0.4918, "page": 0, "Index": 650}, {"Word": "deesse", "Confidence": 0.244, "X1": 0.47389, "Y1": 0.4832, "X2": 0.50522, "Y2": 0.483, "X3": 0.50653, "Y3": 0.4918, "X4": 0.47389, "Y4": 0.4918, "page": 0, "Index": 651}, {"Word": "surveillance", "Confidence": 0.338, "X1": 0.50783, "Y1": 0.4832, "X2": 0.56136, "Y2": 0.483, "X3": 0.56136, "Y3": 0.4918, "X4": 0.50783, "Y4": 0.4918, "page": 0, "Index": 652}, {"Word": "In", "Confidence": 0.96, "X1": 0.56397, "Y1": 0.4832, "X2": 0.57311, "Y2": 0.483, "X3": 0.57311, "Y3": 0.4918, "X4": 0.56397, "Y4": 0.4918, "page": 0, "Index": 653}, {"Word": "the", "Confidence": 0.969, "X1": 0.57572, "Y1": 0.4832, "X2": 0.59138, "Y2": 0.483, "X3": 0.59138, "Y3": 0.4918, "X4": 0.57572, "Y4": 0.4918, "page": 0, "Index": 654}, {"Word": "state", "Confidence": 0.66, "X1": 0.59399, "Y1": 0.4832, "X2": 0.61749, "Y2": 0.483, "X3": 0.61749, "Y3": 0.4918, "X4": 0.59399, "Y4": 0.4918, "page": 0, "Index": 655}, {"Word": "and", "Confidence": 0.44, "X1": 0.6188, "Y1": 0.4832, "X2": 0.63708, "Y2": 0.483, "X3": 0.63708, "Y3": 0.4918, "X4": 0.6188, "Y4": 0.4918, "page": 0, "Index": 656}, {"Word": "medical", "Confidence": 0.469, "X1": 0.63969, "Y1": 0.4832, "X2": 0.67363, "Y2": 0.483, "X3": 0.67232, "Y3": 0.4908, "X4": 0.63838, "Y4": 0.4918, "page": 0, "Index": 657}, {"Word": "research", "Confidence": 0.584, "X1": 0.67493, "Y1": 0.4832, "X2": 0.71149, "Y2": 0.483, "X3": 0.71149, "Y3": 0.4908, "X4": 0.67493, "Y4": 0.4908, "page": 0, "Index": 658}, {"Word": "COLLECTED", "Confidence": 0.625, "X1": 0.01175, "Y1": 0.4932, "X2": 0.06789, "Y2": 0.493, "X3": 0.06789, "Y3": 0.5018, "X4": 0.01175, "Y4": 0.5018, "page": 0, "Index": 659}, {"Word": "FROM", "Confidence": 0.89, "X1": 0.0718, "Y1": 0.4932, "X2": 0.10052, "Y2": 0.493, "X3": 0.10052, "Y3": 0.5018, "X4": 0.0718, "Y4": 0.5018, "page": 0, "Index": 660}, {"Word": "THIS", "Confidence": 0.715, "X1": 0.10574, "Y1": 0.4932, "X2": 0.13185, "Y2": 0.493, "X3": 0.13185, "Y3": 0.5018, "X4": 0.10705, "Y4": 0.5018, "page": 0, "Index": 661}, {"Word": "TAK", "Confidence": 0.934, "X1": 0.13446, "Y1": 0.4932, "X2": 0.15666, "Y2": 0.493, "X3": 0.15666, "Y3": 0.5018, "X4": 0.13577, "Y4": 0.5018, "page": 0, "Index": 662}, {"Word": "SHALL", "Confidence": 0.955, "X1": 0.15927, "Y1": 0.4932, "X2": 0.19321, "Y2": 0.493, "X3": 0.19452, "Y3": 0.5018, "X4": 0.15927, "Y4": 0.5018, "page": 0, "Index": 663}, {"Word": "BE", "Confidence": 0.991, "X1": 0.19582, "Y1": 0.4932, "X2": 0.21018, "Y2": 0.493, "X3": 0.21018, "Y3": 0.5018, "X4": 0.19713, "Y4": 0.5018, "page": 0, "Index": 664}, {"Word": "DEPOSITED", "Confidence": 0.619, "X1": 0.2141, "Y1": 0.4932, "X2": 0.27415, "Y2": 0.493, "X3": 0.27546, "Y3": 0.5008, "X4": 0.2154, "Y4": 0.5018, "page": 0, "Index": 665}, {"Word": "AS", "Confidence": 0.997, "X1": 0.27937, "Y1": 0.4932, "X2": 0.29243, "Y2": 0.493, "X3": 0.29373, "Y3": 0.5008, "X4": 0.27937, "Y4": 0.5008, "page": 0, "Index": 666}, {"Word": "SPECIAL", "Confidence": 0.818, "X1": 0.29896, "Y1": 0.4932, "X2": 0.34465, "Y2": 0.493, "X3": 0.34595, "Y3": 0.5008, "X4": 0.30026, "Y4": 0.5008, "page": 0, "Index": 667}, {"Word": "(5)", "Confidence": 0.799, "X1": 0.41906, "Y1": 0.4992, "X2": 0.43342, "Y2": 0.499, "X3": 0.43342, "Y3": 0.5068, "X4": 0.41906, "Y4": 0.5068, "page": 0, "Index": 668}, {"Word": "inte", "Confidence": 0.262, "X1": 0.43473, "Y1": 0.4922, "X2": 0.453, "Y2": 0.492, "X3": 0.453, "Y3": 0.4988, "X4": 0.43603, "Y4": 0.4988, "page": 0, "Index": 669}, {"Word": "Support", "Confidence": 0.624, "X1": 0.43603, "Y1": 0.5002, "X2": 0.47128, "Y2": 0.5, "X3": 0.47128, "Y3": 0.5068, "X4": 0.43603, "Y4": 0.5068, "page": 0, "Index": 670}, {"Word": "tabacos-to", "Confidence": 0.154, "X1": 0.45431, "Y1": 0.4922, "X2": 0.5, "Y2": 0.492, "X3": 0.5, "Y3": 0.4998, "X4": 0.45561, "Y4": 0.4988, "page": 0, "Index": 671}, {"Word": "services", "Confidence": 0.669, "X1": 0.47258, "Y1": 0.5002, "X2": 0.50783, "Y2": 0.5, "X3": 0.50783, "Y3": 0.5068, "X4": 0.47258, "Y4": 0.5068, "page": 0, "Index": 672}, {"Word": "sted", "Confidence": 0.607, "X1": 0.50261, "Y1": 0.4922, "X2": 0.52089, "Y2": 0.492, "X3": 0.52089, "Y3": 0.4998, "X4": 0.50261, "Y4": 0.4998, "page": 0, "Index": 673}, {"Word": "for", "Confidence": 0.883, "X1": 0.50914, "Y1": 0.5002, "X2": 0.52219, "Y2": 0.5, "X3": 0.52219, "Y3": 0.5068, "X4": 0.50914, "Y4": 0.5068, "page": 0, "Index": 674}, {"Word": "canmr,", "Confidence": 0.434, "X1": 0.52219, "Y1": 0.4922, "X2": 0.55352, "Y2": 0.492, "X3": 0.55352, "Y3": 0.4998, "X4": 0.5235, "Y4": 0.4998, "page": 0, "Index": 675}, {"Word": "senior", "Confidence": 0.248, "X1": 0.5248, "Y1": 0.5002, "X2": 0.55091, "Y2": 0.5, "X3": 0.55091, "Y3": 0.5068, "X4": 0.5235, "Y4": 0.5068, "page": 0, "Index": 676}, {"Word": "citizens", "Confidence": 0.296, "X1": 0.55222, "Y1": 0.4992, "X2": 0.58616, "Y2": 0.499, "X3": 0.58616, "Y3": 0.5068, "X4": 0.55222, "Y4": 0.5068, "page": 0, "Index": 677}, {"Word": "heart,", "Confidence": 0.816, "X1": 0.55483, "Y1": 0.4932, "X2": 0.58225, "Y2": 0.493, "X3": 0.58225, "Y3": 0.4998, "X4": 0.55614, "Y4": 0.4998, "page": 0, "Index": 678}, {"Word": "hing", "Confidence": 0.096, "X1": 0.58355, "Y1": 0.4932, "X2": 0.60444, "Y2": 0.493, "X3": 0.60444, "Y3": 0.4998, "X4": 0.58355, "Y4": 0.4998, "page": 0, "Index": 679}, {"Word": "and", "Confidence": 0.998, "X1": 0.58877, "Y1": 0.4992, "X2": 0.60574, "Y2": 0.499, "X3": 0.60444, "Y3": 0.5068, "X4": 0.58747, "Y4": 0.5068, "page": 0, "Index": 680}, {"Word": "and", "Confidence": 0.925, "X1": 0.60705, "Y1": 0.4932, "X2": 0.62402, "Y2": 0.493, "X3": 0.62402, "Y3": 0.4998, "X4": 0.60705, "Y4": 0.4998, "page": 0, "Index": 681}, {"Word": "children.", "Confidence": 0.619, "X1": 0.60705, "Y1": 0.4992, "X2": 0.64883, "Y2": 0.499, "X3": 0.64883, "Y3": 0.5078, "X4": 0.60705, "Y4": 0.5068, "page": 0, "Index": 682}, {"Word": "other", "Confidence": 0.771, "X1": 0.62533, "Y1": 0.4932, "X2": 0.64883, "Y2": 0.493, "X3": 0.64883, "Y3": 0.4998, "X4": 0.62533, "Y4": 0.4998, "page": 0, "Index": 683}, {"Word": "diseases;", "Confidence": 0.123, "X1": 0.65013, "Y1": 0.4932, "X2": 0.68799, "Y2": 0.493, "X3": 0.68799, "Y3": 0.4988, "X4": 0.65013, "Y4": 0.4998, "page": 0, "Index": 684}, {"Word": "and", "Confidence": 0.688, "X1": 0.6906, "Y1": 0.4932, "X2": 0.70627, "Y2": 0.493, "X3": 0.70496, "Y3": 0.4988, "X4": 0.6893, "Y4": 0.4988, "page": 0, "Index": 685}, {"Word": "FUND", "Confidence": 0.991, "X1": 0.01044, "Y1": 0.5092, "X2": 0.03916, "Y2": 0.509, "X3": 0.03916, "Y3": 0.5178, "X4": 0.00914, "Y4": 0.5178, "page": 0, "Index": 686}, {"Word": "ASVENUES", "Confidence": 0.463, "X1": 0.01305, "Y1": 0.5012, "X2": 0.06266, "Y2": 0.501, "X3": 0.06266, "Y3": 0.5098, "X4": 0.01305, "Y4": 0.5098, "page": 0, "Index": 687}, {"Word": "CREATED", "Confidence": 0.957, "X1": 0.04308, "Y1": 0.5092, "X2": 0.09269, "Y2": 0.509, "X3": 0.09269, "Y3": 0.5178, "X4": 0.04308, "Y4": 0.5178, "page": 0, "Index": 688}, {"Word": "IN", "Confidence": 0.998, "X1": 0.06527, "Y1": 0.5012, "X2": 0.07702, "Y2": 0.501, "X3": 0.07702, "Y3": 0.5098, "X4": 0.06527, "Y4": 0.5098, "page": 0, "Index": 689}, {"Word": "THE", "Confidence": 0.85, "X1": 0.08094, "Y1": 0.5012, "X2": 0.10183, "Y2": 0.501, "X3": 0.10183, "Y3": 0.5098, "X4": 0.08094, "Y4": 0.5098, "page": 0, "Index": 690}, {"Word": "BY", "Confidence": 0.881, "X1": 0.09661, "Y1": 0.5092, "X2": 0.11227, "Y2": 0.509, "X3": 0.11227, "Y3": 0.5178, "X4": 0.09661, "Y4": 0.5178, "page": 0, "Index": 691}, {"Word": "CIGARETTE", "Confidence": 0.649, "X1": 0.10444, "Y1": 0.5012, "X2": 0.16449, "Y2": 0.501, "X3": 0.16449, "Y3": 0.5098, "X4": 0.10444, "Y4": 0.5098, "page": 0, "Index": 692}, {"Word": "THIS", "Confidence": 0.955, "X1": 0.11749, "Y1": 0.5092, "X2": 0.14491, "Y2": 0.509, "X3": 0.14491, "Y3": 0.5178, "X4": 0.11619, "Y4": 0.5178, "page": 0, "Index": 693}, {"Word": "ACT", "Confidence": 0.998, "X1": 0.14752, "Y1": 0.5092, "X2": 0.16971, "Y2": 0.509, "X3": 0.16971, "Y3": 0.5178, "X4": 0.14752, "Y4": 0.5178, "page": 0, "Index": 694}, {"Word": "AND", "Confidence": 0.882, "X1": 0.1671, "Y1": 0.5012, "X2": 0.18799, "Y2": 0.501, "X3": 0.18799, "Y3": 0.5088, "X4": 0.1671, "Y4": 0.5098, "page": 0, "Index": 695}, {"Word": "ON", "Confidence": 0.994, "X1": 0.17232, "Y1": 0.5092, "X2": 0.18799, "Y2": 0.509, "X3": 0.18799, "Y3": 0.5178, "X4": 0.17232, "Y4": 0.5178, "page": 0, "Index": 696}, {"Word": "TOBACCO", "Confidence": 0.942, "X1": 0.19321, "Y1": 0.5012, "X2": 0.24151, "Y2": 0.501, "X3": 0.24151, "Y3": 0.5088, "X4": 0.19321, "Y4": 0.5088, "page": 0, "Index": 697}, {"Word": "THE", "Confidence": 0.991, "X1": 0.19452, "Y1": 0.5092, "X2": 0.2154, "Y2": 0.509, "X3": 0.2154, "Y3": 0.5168, "X4": 0.19452, "Y4": 0.5178, "page": 0, "Index": 698}, {"Word": "BOOKS", "Confidence": 0.913, "X1": 0.21932, "Y1": 0.5092, "X2": 0.25849, "Y2": 0.509, "X3": 0.25849, "Y3": 0.5168, "X4": 0.21932, "Y4": 0.5168, "page": 0, "Index": 699}, {"Word": "PRODUCTS", "Confidence": 0.533, "X1": 0.24543, "Y1": 0.5002, "X2": 0.30026, "Y2": 0.5, "X3": 0.30026, "Y3": 0.5088, "X4": 0.24543, "Y4": 0.5088, "page": 0, "Index": 700}, {"Word": "OF", "Confidence": 0.991, "X1": 0.2624, "Y1": 0.5092, "X2": 0.27807, "Y2": 0.509, "X3": 0.27807, "Y3": 0.5168, "X4": 0.2624, "Y4": 0.5168, "page": 0, "Index": 701}, {"Word": "THE", "Confidence": 0.998, "X1": 0.28198, "Y1": 0.5092, "X2": 0.30418, "Y2": 0.509, "X3": 0.30418, "Y3": 0.5168, "X4": 0.28198, "Y4": 0.5168, "page": 0, "Index": 702}, {"Word": "SURTAX", "Confidence": 0.962, "X1": 0.30287, "Y1": 0.5002, "X2": 0.34465, "Y2": 0.5, "X3": 0.34465, "Y3": 0.5088, "X4": 0.30287, "Y4": 0.5088, "page": 0, "Index": 703}, {"Word": "STATE", "Confidence": 0.997, "X1": 0.30809, "Y1": 0.5092, "X2": 0.34334, "Y2": 0.509, "X3": 0.34334, "Y3": 0.5168, "X4": 0.30809, "Y4": 0.5168, "page": 0, "Index": 704}, {"Word": "SECTION", "Confidence": 0.572, "X1": 0.37467, "Y1": 0.5072, "X2": 0.41514, "Y2": 0.507, "X3": 0.41514, "Y3": 0.5148, "X4": 0.37467, "Y4": 0.5148, "page": 0, "Index": 705}, {"Word": "3,", "Confidence": 0.102, "X1": 0.41775, "Y1": 0.5072, "X2": 0.4282, "Y2": 0.507, "X3": 0.4282, "Y3": 0.5148, "X4": 0.41775, "Y4": 0.5148, "page": 0, "Index": 706}, {"Word": "Definitions.", "Confidence": 0.11, "X1": 0.43081, "Y1": 0.5072, "X2": 0.48172, "Y2": 0.507, "X3": 0.48042, "Y3": 0.5148, "X4": 0.4295, "Y4": 0.5148, "page": 0, "Index": 707}, {"Word": "For", "Confidence": 0.888, "X1": 0.48303, "Y1": 0.5072, "X2": 0.49869, "Y2": 0.507, "X3": 0.49869, "Y3": 0.5148, "X4": 0.48303, "Y4": 0.5148, "page": 0, "Index": 708}, {"Word": "the", "Confidence": 0.935, "X1": 0.50131, "Y1": 0.5082, "X2": 0.51567, "Y2": 0.508, "X3": 0.51567, "Y3": 0.5148, "X4": 0.50131, "Y4": 0.5148, "page": 0, "Index": 709}, {"Word": "purpeso", "Confidence": 0.62, "X1": 0.51697, "Y1": 0.5082, "X2": 0.55091, "Y2": 0.508, "X3": 0.55091, "Y3": 0.5148, "X4": 0.51697, "Y4": 0.5148, "page": 0, "Index": 710}, {"Word": "ef", "Confidence": 0.808, "X1": 0.55352, "Y1": 0.5082, "X2": 0.56266, "Y2": 0.508, "X3": 0.56266, "Y3": 0.5158, "X4": 0.55352, "Y4": 0.5148, "page": 0, "Index": 711}, {"Word": "thin", "Confidence": 0.962, "X1": 0.56397, "Y1": 0.5082, "X2": 0.58094, "Y2": 0.508, "X3": 0.58094, "Y3": 0.5158, "X4": 0.56397, "Y4": 0.5158, "page": 0, "Index": 712}, {"Word": "acts", "Confidence": 0.092, "X1": 0.58355, "Y1": 0.5082, "X2": 0.60313, "Y2": 0.508, "X3": 0.60313, "Y3": 0.5158, "X4": 0.58355, "Y4": 0.5158, "page": 0, "Index": 713}, {"Word": "TREASURER,", "Confidence": 0.668, "X1": 0.01175, "Y1": 0.5172, "X2": 0.0705, "Y2": 0.517, "X3": 0.0705, "Y3": 0.5258, "X4": 0.01175, "Y4": 0.5258, "page": 0, "Index": 714}, {"Word": "AUDITOR,", "Confidence": 0.9, "X1": 0.07311, "Y1": 0.5172, "X2": 0.12272, "Y2": 0.517, "X3": 0.12272, "Y3": 0.5248, "X4": 0.07311, "Y4": 0.5258, "page": 0, "Index": 715}, {"Word": "AND", "Confidence": 0.998, "X1": 0.12533, "Y1": 0.5172, "X2": 0.14621, "Y2": 0.517, "X3": 0.14621, "Y3": 0.5248, "X4": 0.12402, "Y4": 0.5248, "page": 0, "Index": 716}, {"Word": "CHIEF", "Confidence": 0.785, "X1": 0.15013, "Y1": 0.5172, "X2": 0.18146, "Y2": 0.517, "X3": 0.18146, "Y3": 0.5248, "X4": 0.14883, "Y4": 0.5248, "page": 0, "Index": 717}, {"Word": "FISCAL", "Confidence": 0.847, "X1": 0.18407, "Y1": 0.5172, "X2": 0.22063, "Y2": 0.517, "X3": 0.22063, "Y3": 0.5248, "X4": 0.18407, "Y4": 0.5248, "page": 0, "Index": 718}, {"Word": "OFFICER", "Confidence": 0.909, "X1": 0.22324, "Y1": 0.5172, "X2": 0.26893, "Y2": 0.517, "X3": 0.26762, "Y3": 0.5248, "X4": 0.22324, "Y4": 0.5248, "page": 0, "Index": 719}, {"Word": "OF", "Confidence": 0.991, "X1": 0.27154, "Y1": 0.5172, "X2": 0.2859, "Y2": 0.517, "X3": 0.2846, "Y3": 0.5248, "X4": 0.27154, "Y4": 0.5248, "page": 0, "Index": 720}, {"Word": "THE", "Confidence": 0.998, "X1": 0.28851, "Y1": 0.5172, "X2": 0.3094, "Y2": 0.517, "X3": 0.30809, "Y3": 0.5248, "X4": 0.28851, "Y4": 0.5248, "page": 0, "Index": 721}, {"Word": "STATE", "Confidence": 0.804, "X1": 0.31201, "Y1": 0.5172, "X2": 0.34465, "Y2": 0.517, "X3": 0.34334, "Y3": 0.5238, "X4": 0.3107, "Y4": 0.5248, "page": 0, "Index": 722}, {"Word": "fal", "Confidence": 0.609, "X1": 0.40601, "Y1": 0.5162, "X2": 0.41775, "Y2": 0.516, "X3": 0.41775, "Y3": 0.5228, "X4": 0.40601, "Y4": 0.5228, "page": 0, "Index": 723}, {"Word": "\"cigarettes\"", "Confidence": 0.199, "X1": 0.41906, "Y1": 0.5162, "X2": 0.47258, "Y2": 0.516, "X3": 0.47258, "Y3": 0.5228, "X4": 0.41906, "Y4": 0.5228, "page": 0, "Index": 724}, {"Word": "means", "Confidence": 0.196, "X1": 0.47389, "Y1": 0.5162, "X2": 0.50522, "Y2": 0.516, "X3": 0.50392, "Y3": 0.5228, "X4": 0.47389, "Y4": 0.5228, "page": 0, "Index": 725}, {"Word": "all", "Confidence": 0.766, "X1": 0.50653, "Y1": 0.5162, "X2": 0.51958, "Y2": 0.516, "X3": 0.51958, "Y3": 0.5228, "X4": 0.50653, "Y4": 0.5228, "page": 0, "Index": 726}, {"Word": "telled", "Confidence": 0.616, "X1": 0.52219, "Y1": 0.5162, "X2": 0.5483, "Y2": 0.516, "X3": 0.5483, "Y3": 0.5228, "X4": 0.52089, "Y4": 0.5228, "page": 0, "Index": 727}, {"Word": "tobacco,", "Confidence": 0.652, "X1": 0.55091, "Y1": 0.5162, "X2": 0.58877, "Y2": 0.516, "X3": 0.58877, "Y3": 0.5228, "X4": 0.55091, "Y4": 0.5228, "page": 0, "Index": 728}, {"Word": "or", "Confidence": 0.771, "X1": 0.59138, "Y1": 0.5152, "X2": 0.60183, "Y2": 0.515, "X3": 0.60183, "Y3": 0.5228, "X4": 0.59008, "Y4": 0.5228, "page": 0, "Index": 729}, {"Word": "substitules", "Confidence": 0.668, "X1": 0.60444, "Y1": 0.5152, "X2": 0.65535, "Y2": 0.515, "X3": 0.65535, "Y3": 0.5228, "X4": 0.60444, "Y4": 0.5228, "page": 0, "Index": 730}, {"Word": "therefor,", "Confidence": 0.659, "X1": 0.65796, "Y1": 0.5152, "X2": 0.69713, "Y2": 0.515, "X3": 0.69713, "Y3": 0.5228, "X4": 0.65666, "Y4": 0.5228, "page": 0, "Index": 731}, {"Word": "fee", "Confidence": 0.129, "X1": 0.69843, "Y1": 0.5152, "X2": 0.71279, "Y2": 0.515, "X3": 0.71279, "Y3": 0.5228, "X4": 0.69843, "Y4": 0.5228, "page": 0, "Index": 732}, {"Word": "AND", "Confidence": 0.994, "X1": 0.01175, "Y1": 0.5252, "X2": 0.03264, "Y2": 0.525, "X3": 0.03264, "Y3": 0.5338, "X4": 0.01175, "Y4": 0.5338, "page": 0, "Index": 733}, {"Word": "CREDITED", "Confidence": 0.951, "X1": 0.03655, "Y1": 0.5252, "X2": 0.09008, "Y2": 0.525, "X3": 0.09008, "Y3": 0.5328, "X4": 0.03525, "Y4": 0.5338, "page": 0, "Index": 734}, {"Word": "TO", "Confidence": 0.994, "X1": 0.0953, "Y1": 0.5252, "X2": 0.10836, "Y2": 0.525, "X3": 0.10836, "Y3": 0.5328, "X4": 0.0953, "Y4": 0.5328, "page": 0, "Index": 735}, {"Word": "THE", "Confidence": 0.991, "X1": 0.11488, "Y1": 0.5242, "X2": 0.13708, "Y2": 0.524, "X3": 0.13708, "Y3": 0.5328, "X4": 0.11488, "Y4": 0.5328, "page": 0, "Index": 736}, {"Word": "FIVE", "Confidence": 0.955, "X1": 0.14099, "Y1": 0.5242, "X2": 0.1671, "Y2": 0.524, "X3": 0.1671, "Y3": 0.5328, "X4": 0.14099, "Y4": 0.5328, "page": 0, "Index": 737}, {"Word": "ACCOUNTS", "Confidence": 0.965, "X1": 0.17232, "Y1": 0.5242, "X2": 0.23238, "Y2": 0.524, "X3": 0.23238, "Y3": 0.5328, "X4": 0.17232, "Y4": 0.5328, "page": 0, "Index": 738}, {"Word": "CREATED", "Confidence": 0.66, "X1": 0.23629, "Y1": 0.5242, "X2": 0.28721, "Y2": 0.524, "X3": 0.28721, "Y3": 0.5328, "X4": 0.23629, "Y4": 0.5328, "page": 0, "Index": 739}, {"Word": "THEREIN", "Confidence": 0.94, "X1": 0.29373, "Y1": 0.5242, "X2": 0.34334, "Y2": 0.524, "X3": 0.34334, "Y3": 0.5318, "X4": 0.29373, "Y4": 0.5328, "page": 0, "Index": 740}, {"Word": "making", "Confidence": 0.52, "X1": 0.4047, "Y1": 0.5232, "X2": 0.44386, "Y2": 0.523, "X3": 0.44256, "Y3": 0.5308, "X4": 0.40339, "Y4": 0.5308, "page": 0, "Index": 741}, {"Word": "which", "Confidence": 0.659, "X1": 0.44648, "Y1": 0.5232, "X2": 0.47389, "Y2": 0.523, "X3": 0.47258, "Y3": 0.5308, "X4": 0.44517, "Y4": 0.5308, "page": 0, "Index": 742}, {"Word": "tebocro", "Confidence": 0.665, "X1": 0.45692, "Y1": 0.5312, "X2": 0.48825, "Y2": 0.531, "X3": 0.48825, "Y3": 0.5378, "X4": 0.45561, "Y4": 0.5388, "page": 0, "Index": 743}, {"Word": "is", "Confidence": 0.814, "X1": 0.4765, "Y1": 0.5232, "X2": 0.48695, "Y2": 0.523, "X3": 0.48695, "Y3": 0.5308, "X4": 0.4765, "Y4": 0.5308, "page": 0, "Index": 744}, {"Word": "wrapped", "Confidence": 0.765, "X1": 0.48956, "Y1": 0.5232, "X2": 0.53003, "Y2": 0.523, "X3": 0.52872, "Y3": 0.5308, "X4": 0.48956, "Y4": 0.5308, "page": 0, "Index": 745}, {"Word": "in", "Confidence": 0.849, "X1": 0.49086, "Y1": 0.5312, "X2": 0.5, "Y2": 0.531, "X3": 0.49869, "Y3": 0.5378, "X4": 0.49086, "Y4": 0.5378, "page": 0, "Index": 746}, {"Word": "in", "Confidence": 0.998, "X1": 0.53133, "Y1": 0.5232, "X2": 0.54178, "Y2": 0.523, "X3": 0.54178, "Y3": 0.5308, "X4": 0.53133, "Y4": 0.5308, "page": 0, "Index": 747}, {"Word": "popar", "Confidence": 0.356, "X1": 0.54569, "Y1": 0.5232, "X2": 0.57441, "Y2": 0.523, "X3": 0.57311, "Y3": 0.5308, "X4": 0.54569, "Y4": 0.5308, "page": 0, "Index": 748}, {"Word": "or", "Confidence": 0.681, "X1": 0.57702, "Y1": 0.5232, "X2": 0.58747, "Y2": 0.523, "X3": 0.58747, "Y3": 0.5308, "X4": 0.57572, "Y4": 0.5308, "page": 0, "Index": 749}, {"Word": "any", "Confidence": 0.857, "X1": 0.59008, "Y1": 0.5232, "X2": 0.60966, "Y2": 0.523, "X3": 0.60836, "Y3": 0.5308, "X4": 0.59008, "Y4": 0.5308, "page": 0, "Index": 750}, {"Word": "substitute", "Confidence": 0.455, "X1": 0.61227, "Y1": 0.5242, "X2": 0.66057, "Y2": 0.524, "X3": 0.66057, "Y3": 0.5308, "X4": 0.61097, "Y4": 0.5308, "page": 0, "Index": 751}, {"Word": "other", "Confidence": 0.663, "X1": 0.66319, "Y1": 0.5242, "X2": 0.68799, "Y2": 0.524, "X3": 0.68668, "Y3": 0.5308, "X4": 0.66188, "Y4": 0.5308, "page": 0, "Index": 752}, {"Word": "than", "Confidence": 0.095, "X1": 0.6893, "Y1": 0.5242, "X2": 0.71149, "Y2": 0.524, "X3": 0.71018, "Y3": 0.5308, "X4": 0.6893, "Y4": 0.5308, "page": 0, "Index": 753}, {"Word": "ACCORDING", "Confidence": 0.924, "X1": 0.01175, "Y1": 0.5332, "X2": 0.07311, "Y2": 0.533, "X3": 0.07311, "Y3": 0.5408, "X4": 0.01175, "Y4": 0.5418, "page": 0, "Index": 754}, {"Word": "TO", "Confidence": 0.997, "X1": 0.07963, "Y1": 0.5332, "X2": 0.09269, "Y2": 0.533, "X3": 0.09138, "Y3": 0.5408, "X4": 0.07833, "Y4": 0.5408, "page": 0, "Index": 755}, {"Word": "THE", "Confidence": 0.619, "X1": 0.09791, "Y1": 0.5322, "X2": 0.1201, "Y2": 0.532, "X3": 0.1201, "Y3": 0.5408, "X4": 0.09791, "Y4": 0.5408, "page": 0, "Index": 756}, {"Word": "FOLLOWING", "Confidence": 0.884, "X1": 0.12533, "Y1": 0.5322, "X2": 0.19321, "Y2": 0.532, "X3": 0.19321, "Y3": 0.5408, "X4": 0.12533, "Y4": 0.5408, "page": 0, "Index": 757}, {"Word": "FORMULA:", "Confidence": 0.501, "X1": 0.19843, "Y1": 0.5322, "X2": 0.25979, "Y2": 0.532, "X3": 0.25979, "Y3": 0.5398, "X4": 0.19843, "Y4": 0.5408, "page": 0, "Index": 758}, {"Word": "SOS", "Confidence": 0.442, "X1": 0.2624, "Y1": 0.5322, "X2": 0.28198, "Y2": 0.532, "X3": 0.28198, "Y3": 0.5398, "X4": 0.2624, "Y4": 0.5398, "page": 0, "Index": 759}, {"Word": "SHALL", "Confidence": 0.996, "X1": 0.28721, "Y1": 0.5322, "X2": 0.32376, "Y2": 0.532, "X3": 0.32507, "Y3": 0.5398, "X4": 0.28851, "Y4": 0.5398, "page": 0, "Index": 760}, {"Word": "BE", "Confidence": 0.996, "X1": 0.32898, "Y1": 0.5322, "X2": 0.34334, "Y2": 0.532, "X3": 0.34465, "Y3": 0.5398, "X4": 0.32898, "Y4": 0.5398, "page": 0, "Index": 761}, {"Word": "Haberal", "Confidence": 0.17, "X1": 0.4047, "Y1": 0.5312, "X2": 0.43603, "Y2": 0.531, "X3": 0.43603, "Y3": 0.5388, "X4": 0.4047, "Y4": 0.5388, "page": 0, "Index": 762}, {"Word": "(J", "Confidence": 0.034, "X1": 0.4047, "Y1": 0.5372, "X2": 0.41514, "Y2": 0.537, "X3": 0.41514, "Y3": 0.5478, "X4": 0.4047, "Y4": 0.5478, "page": 0, "Index": 763}, {"Word": "\"Tued\"", "Confidence": 0.1, "X1": 0.41775, "Y1": 0.5382, "X2": 0.45039, "Y2": 0.538, "X3": 0.45039, "Y3": 0.5468, "X4": 0.41775, "Y4": 0.5478, "page": 0, "Index": 764}, {"Word": "biraf", "Confidence": 0.142, "X1": 0.43734, "Y1": 0.5312, "X2": 0.45431, "Y2": 0.531, "X3": 0.45431, "Y3": 0.5388, "X4": 0.43734, "Y4": 0.5388, "page": 0, "Index": 765}, {"Word": "means", "Confidence": 0.624, "X1": 0.453, "Y1": 0.5382, "X2": 0.48303, "Y2": 0.538, "X3": 0.48303, "Y3": 0.5468, "X4": 0.453, "Y4": 0.5468, "page": 0, "Index": 766}, {"Word": "the", "Confidence": 0.991, "X1": 0.48564, "Y1": 0.5382, "X2": 0.50261, "Y2": 0.538, "X3": 0.50131, "Y3": 0.5468, "X4": 0.48564, "Y4": 0.5468, "page": 0, "Index": 767}, {"Word": "ilt", "Confidence": 0.663, "X1": 0.50131, "Y1": 0.5312, "X2": 0.51305, "Y2": 0.531, "X3": 0.51305, "Y3": 0.5388, "X4": 0.50131, "Y4": 0.5378, "page": 0, "Index": 768}, {"Word": "Cigarette", "Confidence": 0.528, "X1": 0.50522, "Y1": 0.5382, "X2": 0.5483, "Y2": 0.538, "X3": 0.547, "Y3": 0.5468, "X4": 0.50392, "Y4": 0.5468, "page": 0, "Index": 769}, {"Word": "natural", "Confidence": 0.691, "X1": 0.51567, "Y1": 0.5312, "X2": 0.547, "Y2": 0.531, "X3": 0.547, "Y3": 0.5388, "X4": 0.51436, "Y4": 0.5388, "page": 0, "Index": 770}, {"Word": "states", "Confidence": 0.247, "X1": 0.54961, "Y1": 0.5322, "X2": 0.57702, "Y2": 0.532, "X3": 0.57572, "Y3": 0.5388, "X4": 0.5483, "Y4": 0.5388, "page": 0, "Index": 771}, {"Word": "and", "Confidence": 0.902, "X1": 0.55091, "Y1": 0.5382, "X2": 0.5705, "Y2": 0.538, "X3": 0.5705, "Y3": 0.5468, "X4": 0.54961, "Y4": 0.5468, "page": 0, "Index": 772}, {"Word": "Tobacco", "Confidence": 0.374, "X1": 0.57441, "Y1": 0.5382, "X2": 0.60966, "Y2": 0.538, "X3": 0.60836, "Y3": 0.5478, "X4": 0.57311, "Y4": 0.5468, "page": 0, "Index": 773}, {"Word": "Products", "Confidence": 0.378, "X1": 0.61227, "Y1": 0.5382, "X2": 0.65144, "Y2": 0.538, "X3": 0.65013, "Y3": 0.5478, "X4": 0.60966, "Y4": 0.5478, "page": 0, "Index": 774}, {"Word": "DEPOSITED", "Confidence": 0.665, "X1": 0.01305, "Y1": 0.5412, "X2": 0.06527, "Y2": 0.541, "X3": 0.06527, "Y3": 0.5498, "X4": 0.01175, "Y4": 0.5508, "page": 0, "Index": 775}, {"Word": "PURPOSE", "Confidence": 0.636, "X1": 0.01305, "Y1": 0.5492, "X2": 0.05744, "Y2": 0.549, "X3": 0.05614, "Y3": 0.5568, "X4": 0.01175, "Y4": 0.5578, "page": 0, "Index": 776}, {"Word": "OF", "Confidence": 0.857, "X1": 0.06136, "Y1": 0.5492, "X2": 0.07441, "Y2": 0.549, "X3": 0.07441, "Y3": 0.5568, "X4": 0.06005, "Y4": 0.5568, "page": 0, "Index": 777}, {"Word": "TO", "Confidence": 0.879, "X1": 0.06919, "Y1": 0.5412, "X2": 0.08094, "Y2": 0.541, "X3": 0.08094, "Y3": 0.5498, "X4": 0.06789, "Y4": 0.5498, "page": 0, "Index": 778}, {"Word": "PAYING", "Confidence": 0.463, "X1": 0.07833, "Y1": 0.5482, "X2": 0.1188, "Y2": 0.548, "X3": 0.1188, "Y3": 0.5568, "X4": 0.07833, "Y4": 0.5568, "page": 0, "Index": 779}, {"Word": "THE", "Confidence": 0.811, "X1": 0.08616, "Y1": 0.5412, "X2": 0.10574, "Y2": 0.541, "X3": 0.10574, "Y3": 0.5488, "X4": 0.08486, "Y4": 0.5498, "page": 0, "Index": 780}, {"Word": "MEDICAL", "Confidence": 0.991, "X1": 0.10836, "Y1": 0.5402, "X2": 0.15666, "Y2": 0.54, "X3": 0.15666, "Y3": 0.5488, "X4": 0.10836, "Y4": 0.5488, "page": 0, "Index": 781}, {"Word": "HEALTH", "Confidence": 0.839, "X1": 0.12402, "Y1": 0.5482, "X2": 0.1671, "Y2": 0.548, "X3": 0.1671, "Y3": 0.5568, "X4": 0.12402, "Y4": 0.5568, "page": 0, "Index": 782}, {"Word": "SERVICES", "Confidence": 0.798, "X1": 0.15927, "Y1": 0.5402, "X2": 0.21018, "Y2": 0.54, "X3": 0.21018, "Y3": 0.5488, "X4": 0.15927, "Y4": 0.5488, "page": 0, "Index": 783}, {"Word": "CARE", "Confidence": 0.982, "X1": 0.17232, "Y1": 0.5482, "X2": 0.20104, "Y2": 0.548, "X3": 0.20104, "Y3": 0.5568, "X4": 0.17232, "Y4": 0.5568, "page": 0, "Index": 784}, {"Word": "PROVIDERS", "Confidence": 0.881, "X1": 0.20496, "Y1": 0.5482, "X2": 0.26762, "Y2": 0.548, "X3": 0.26762, "Y3": 0.5558, "X4": 0.20496, "Y4": 0.5568, "page": 0, "Index": 785}, {"Word": "FUND", "Confidence": 0.981, "X1": 0.21279, "Y1": 0.5402, "X2": 0.24282, "Y2": 0.54, "X3": 0.24282, "Y3": 0.5488, "X4": 0.21279, "Y4": 0.5488, "page": 0, "Index": 786}, {"Word": "ACCOUNT", "Confidence": 0.957, "X1": 0.24674, "Y1": 0.5402, "X2": 0.29634, "Y2": 0.54, "X3": 0.29634, "Y3": 0.5488, "X4": 0.24674, "Y4": 0.5488, "page": 0, "Index": 787}, {"Word": "FOR", "Confidence": 0.996, "X1": 0.27023, "Y1": 0.5472, "X2": 0.29243, "Y2": 0.547, "X3": 0.29243, "Y3": 0.5558, "X4": 0.27154, "Y4": 0.5558, "page": 0, "Index": 788}, {"Word": "CARE", "Confidence": 0.985, "X1": 0.29634, "Y1": 0.5472, "X2": 0.32507, "Y2": 0.547, "X3": 0.32637, "Y3": 0.5558, "X4": 0.29634, "Y4": 0.5558, "page": 0, "Index": 789}, {"Word": "FOR", "Confidence": 0.966, "X1": 0.29896, "Y1": 0.5402, "X2": 0.31984, "Y2": 0.54, "X3": 0.31984, "Y3": 0.5488, "X4": 0.29896, "Y4": 0.5488, "page": 0, "Index": 790}, {"Word": "THE", "Confidence": 0.994, "X1": 0.32376, "Y1": 0.5402, "X2": 0.34465, "Y2": 0.54, "X3": 0.34465, "Y3": 0.5488, "X4": 0.32376, "Y4": 0.5488, "page": 0, "Index": 791}, {"Word": "OF", "Confidence": 0.998, "X1": 0.32898, "Y1": 0.5472, "X2": 0.34465, "Y2": 0.547, "X3": 0.34465, "Y3": 0.5548, "X4": 0.33029, "Y4": 0.5558, "page": 0, "Index": 792}, {"Word": "created", "Confidence": 0.411, "X1": 0.40601, "Y1": 0.5472, "X2": 0.43603, "Y2": 0.547, "X3": 0.43473, "Y3": 0.5538, "X4": 0.40601, "Y4": 0.5538, "page": 0, "Index": 793}, {"Word": "by", "Confidence": 0.265, "X1": 0.43734, "Y1": 0.5472, "X2": 0.44778, "Y2": 0.547, "X3": 0.44778, "Y3": 0.5538, "X4": 0.43734, "Y4": 0.5538, "page": 0, "Index": 794}, {"Word": "this", "Confidence": 0.432, "X1": 0.45039, "Y1": 0.5472, "X2": 0.46867, "Y2": 0.547, "X3": 0.46867, "Y3": 0.5548, "X4": 0.44909, "Y4": 0.5538, "page": 0, "Index": 795}, {"Word": "ast;", "Confidence": 0.128, "X1": 0.46997, "Y1": 0.5482, "X2": 0.48956, "Y2": 0.548, "X3": 0.48825, "Y3": 0.5558, "X4": 0.46997, "Y4": 0.5548, "page": 0, "Index": 796}, {"Word": "Surtax", "Confidence": 0.938, "X1": 0.65405, "Y1": 0.5382, "X2": 0.68538, "Y2": 0.538, "X3": 0.68277, "Y3": 0.5488, "X4": 0.65274, "Y4": 0.5478, "page": 0, "Index": 797}, {"Word": "Fund", "Confidence": 0.608, "X1": 0.68799, "Y1": 0.5382, "X2": 0.71279, "Y2": 0.538, "X3": 0.71149, "Y3": 0.5488, "X4": 0.68538, "Y4": 0.5488, "page": 0, "Index": 798}, {"Word": "PATIENTS", "Confidence": 0.99, "X1": 0.01044, "Y1": 0.5572, "X2": 0.06005, "Y2": 0.557, "X3": 0.06005, "Y3": 0.5648, "X4": 0.01044, "Y4": 0.5658, "page": 0, "Index": 799}, {"Word": "CERTIFIRD", "Confidence": 0.695, "X1": 0.06266, "Y1": 0.5562, "X2": 0.1201, "Y2": 0.556, "X3": 0.1201, "Y3": 0.5648, "X4": 0.06266, "Y4": 0.5648, "page": 0, "Index": 800}, {"Word": "ELIGIBLE", "Confidence": 0.65, "X1": 0.12402, "Y1": 0.5562, "X2": 0.17624, "Y2": 0.556, "X3": 0.17624, "Y3": 0.5648, "X4": 0.12402, "Y4": 0.5648, "page": 0, "Index": 801}, {"Word": "FOR", "Confidence": 0.995, "X1": 0.17885, "Y1": 0.5562, "X2": 0.20104, "Y2": 0.556, "X3": 0.20104, "Y3": 0.5648, "X4": 0.17885, "Y4": 0.5648, "page": 0, "Index": 802}, {"Word": "MEDICAID;", "Confidence": 0.517, "X1": 0.20496, "Y1": 0.5562, "X2": 0.26501, "Y2": 0.556, "X3": 0.26501, "Y3": 0.5638, "X4": 0.20496, "Y4": 0.5648, "page": 0, "Index": 803}, {"Word": "201", "Confidence": 0.295, "X1": 0.26762, "Y1": 0.5552, "X2": 0.28721, "Y2": 0.555, "X3": 0.28721, "Y3": 0.5638, "X4": 0.26762, "Y4": 0.5638, "page": 0, "Index": 804}, {"Word": "SHALL", "Confidence": 0.997, "X1": 0.28982, "Y1": 0.5552, "X2": 0.32637, "Y2": 0.555, "X3": 0.32637, "Y3": 0.5638, "X4": 0.28982, "Y4": 0.5638, "page": 0, "Index": 805}, {"Word": "BE", "Confidence": 0.991, "X1": 0.33029, "Y1": 0.5552, "X2": 0.34334, "Y2": 0.555, "X3": 0.34465, "Y3": 0.5638, "X4": 0.33029, "Y4": 0.5638, "page": 0, "Index": 806}, {"Word": "[e)", "Confidence": 0.676, "X1": 0.4047, "Y1": 0.5552, "X2": 0.41645, "Y2": 0.555, "X3": 0.41645, "Y3": 0.5618, "X4": 0.4047, "Y4": 0.5618, "page": 0, "Index": 807}, {"Word": "\"Tobacco-free\"", "Confidence": 0.292, "X1": 0.41775, "Y1": 0.5552, "X2": 0.48825, "Y2": 0.555, "X3": 0.48825, "Y3": 0.5628, "X4": 0.41775, "Y4": 0.5618, "page": 0, "Index": 808}, {"Word": "means", "Confidence": 0.663, "X1": 0.49086, "Y1": 0.5542, "X2": 0.52219, "Y2": 0.554, "X3": 0.52219, "Y3": 0.5628, "X4": 0.49086, "Y4": 0.5628, "page": 0, "Index": 809}, {"Word": "that", "Confidence": 0.685, "X1": 0.5248, "Y1": 0.5542, "X2": 0.54569, "Y2": 0.554, "X3": 0.54569, "Y3": 0.5628, "X4": 0.5248, "Y4": 0.5628, "page": 0, "Index": 810}, {"Word": "the", "Confidence": 0.657, "X1": 0.5483, "Y1": 0.5542, "X2": 0.56527, "Y2": 0.554, "X3": 0.56527, "Y3": 0.5628, "X4": 0.5483, "Y4": 0.5628, "page": 0, "Index": 811}, {"Word": "possession", "Confidence": 0.603, "X1": 0.56789, "Y1": 0.5552, "X2": 0.6201, "Y2": 0.555, "X3": 0.6201, "Y3": 0.5628, "X4": 0.56789, "Y4": 0.5628, "page": 0, "Index": 812}, {"Word": "and", "Confidence": 0.993, "X1": 0.62402, "Y1": 0.5552, "X2": 0.6423, "Y2": 0.555, "X3": 0.6423, "Y3": 0.5628, "X4": 0.62402, "Y4": 0.5628, "page": 0, "Index": 813}, {"Word": "use", "Confidence": 0.181, "X1": 0.64491, "Y1": 0.5552, "X2": 0.66188, "Y2": 0.555, "X3": 0.66188, "Y3": 0.5628, "X4": 0.6436, "Y4": 0.5628, "page": 0, "Index": 814}, {"Word": "of", "Confidence": 0.383, "X1": 0.66449, "Y1": 0.5552, "X2": 0.67493, "Y2": 0.555, "X3": 0.67363, "Y3": 0.5628, "X4": 0.66319, "Y4": 0.5628, "page": 0, "Index": 815}, {"Word": "labaces", "Confidence": 0.676, "X1": 0.67624, "Y1": 0.5552, "X2": 0.71149, "Y2": 0.555, "X3": 0.71149, "Y3": 0.5628, "X4": 0.67624, "Y4": 0.5628, "page": 0, "Index": 816}, {"Word": "DEPOSITED", "Confidence": 0.484, "X1": 0.01305, "Y1": 0.5652, "X2": 0.06527, "Y2": 0.565, "X3": 0.06527, "Y3": 0.5728, "X4": 0.01305, "Y4": 0.5728, "page": 0, "Index": 817}, {"Word": "TO", "Confidence": 0.993, "X1": 0.0705, "Y1": 0.5652, "X2": 0.08355, "Y2": 0.565, "X3": 0.08355, "Y3": 0.5728, "X4": 0.0705, "Y4": 0.5728, "page": 0, "Index": 818}, {"Word": "THE", "Confidence": 0.267, "X1": 0.08877, "Y1": 0.5642, "X2": 0.10836, "Y2": 0.564, "X3": 0.10836, "Y3": 0.5728, "X4": 0.08877, "Y4": 0.5728, "page": 0, "Index": 819}, {"Word": "SENIOR", "Confidence": 0.803, "X1": 0.11358, "Y1": 0.5642, "X2": 0.15274, "Y2": 0.564, "X3": 0.15274, "Y3": 0.5728, "X4": 0.11227, "Y4": 0.5728, "page": 0, "Index": 820}, {"Word": "CITIZENS", "Confidence": 0.934, "X1": 0.15666, "Y1": 0.5642, "X2": 0.20496, "Y2": 0.564, "X3": 0.20496, "Y3": 0.5728, "X4": 0.15666, "Y4": 0.5728, "page": 0, "Index": 821}, {"Word": "FUND", "Confidence": 0.972, "X1": 0.20888, "Y1": 0.5642, "X2": 0.2376, "Y2": 0.564, "X3": 0.2376, "Y3": 0.5718, "X4": 0.20888, "Y4": 0.5728, "page": 0, "Index": 822}, {"Word": "ACCOUNT", "Confidence": 0.986, "X1": 0.24282, "Y1": 0.5642, "X2": 0.29504, "Y2": 0.564, "X3": 0.29373, "Y3": 0.5718, "X4": 0.24282, "Y4": 0.5718, "page": 0, "Index": 823}, {"Word": "FOR", "Confidence": 0.65, "X1": 0.29765, "Y1": 0.5642, "X2": 0.31854, "Y2": 0.564, "X3": 0.31854, "Y3": 0.5718, "X4": 0.29765, "Y4": 0.5718, "page": 0, "Index": 824}, {"Word": "THE", "Confidence": 0.913, "X1": 0.32376, "Y1": 0.5642, "X2": 0.34465, "Y2": 0.564, "X3": 0.34334, "Y3": 0.5718, "X4": 0.32376, "Y4": 0.5718, "page": 0, "Index": 825}, {"Word": "products", "Confidence": 0.14, "X1": 0.4047, "Y1": 0.5632, "X2": 0.43995, "Y2": 0.563, "X3": 0.43995, "Y3": 0.5708, "X4": 0.40601, "Y4": 0.5708, "page": 0, "Index": 826}, {"Word": "id)", "Confidence": 0.03, "X1": 0.4047, "Y1": 0.5702, "X2": 0.41514, "Y2": 0.57, "X3": 0.41514, "Y3": 0.5778, "X4": 0.4047, "Y4": 0.5778, "page": 0, "Index": 827}, {"Word": "\"Tobacco", "Confidence": 0.211, "X1": 0.41775, "Y1": 0.5702, "X2": 0.45561, "Y2": 0.57, "X3": 0.45561, "Y3": 0.5778, "X4": 0.41775, "Y4": 0.5778, "page": 0, "Index": 828}, {"Word": "and", "Confidence": 0.626, "X1": 0.44256, "Y1": 0.5632, "X2": 0.45953, "Y2": 0.563, "X3": 0.45953, "Y3": 0.5708, "X4": 0.44256, "Y4": 0.5708, "page": 0, "Index": 829}, {"Word": "products\"", "Confidence": 0.147, "X1": 0.45692, "Y1": 0.5702, "X2": 0.49869, "Y2": 0.57, "X3": 0.49869, "Y3": 0.5778, "X4": 0.45692, "Y4": 0.5778, "page": 0, "Index": 830}, {"Word": "cigarettes", "Confidence": 0.66, "X1": 0.46084, "Y1": 0.5632, "X2": 0.50392, "Y2": 0.563, "X3": 0.50392, "Y3": 0.5708, "X4": 0.46084, "Y4": 0.5708, "page": 0, "Index": 831}, {"Word": "Includes,", "Confidence": 0.244, "X1": 0.50131, "Y1": 0.5702, "X2": 0.53916, "Y2": 0.57, "X3": 0.53916, "Y3": 0.5778, "X4": 0.50131, "Y4": 0.5778, "page": 0, "Index": 832}, {"Word": "are", "Confidence": 0.578, "X1": 0.50653, "Y1": 0.5632, "X2": 0.52089, "Y2": 0.563, "X3": 0.51958, "Y3": 0.5708, "X4": 0.50522, "Y4": 0.5708, "page": 0, "Index": 833}, {"Word": "prohibited", "Confidence": 0.423, "X1": 0.52219, "Y1": 0.5632, "X2": 0.56658, "Y2": 0.563, "X3": 0.56658, "Y3": 0.5708, "X4": 0.52219, "Y4": 0.5708, "page": 0, "Index": 834}, {"Word": "but", "Confidence": 0.66, "X1": 0.54047, "Y1": 0.5702, "X2": 0.55614, "Y2": 0.57, "X3": 0.55614, "Y3": 0.5778, "X4": 0.54047, "Y4": 0.5778, "page": 0, "Index": 835}, {"Word": "is", "Confidence": 0.135, "X1": 0.55744, "Y1": 0.5712, "X2": 0.56658, "Y2": 0.571, "X3": 0.56527, "Y3": 0.5778, "X4": 0.55744, "Y4": 0.5778, "page": 0, "Index": 836}, {"Word": "not", "Confidence": 0.861, "X1": 0.56789, "Y1": 0.5712, "X2": 0.58355, "Y2": 0.571, "X3": 0.58355, "Y3": 0.5778, "X4": 0.56789, "Y4": 0.5778, "page": 0, "Index": 837}, {"Word": "on", "Confidence": 0.899, "X1": 0.56919, "Y1": 0.5632, "X2": 0.57963, "Y2": 0.563, "X3": 0.57963, "Y3": 0.5708, "X4": 0.56919, "Y4": 0.5708, "page": 0, "Index": 838}, {"Word": "the", "Confidence": 0.998, "X1": 0.58225, "Y1": 0.5632, "X2": 0.59791, "Y2": 0.563, "X3": 0.59661, "Y3": 0.5708, "X4": 0.58225, "Y4": 0.5708, "page": 0, "Index": 839}, {"Word": "limited", "Confidence": 0.507, "X1": 0.58616, "Y1": 0.5712, "X2": 0.61749, "Y2": 0.571, "X3": 0.61749, "Y3": 0.5778, "X4": 0.58616, "Y4": 0.5778, "page": 0, "Index": 840}, {"Word": "school", "Confidence": 0.615, "X1": 0.59922, "Y1": 0.5632, "X2": 0.62663, "Y2": 0.563, "X3": 0.62663, "Y3": 0.5708, "X4": 0.59922, "Y4": 0.5708, "page": 0, "Index": 841}, {"Word": "to,", "Confidence": 0.642, "X1": 0.6201, "Y1": 0.5712, "X2": 0.63055, "Y2": 0.571, "X3": 0.63055, "Y3": 0.5778, "X4": 0.6201, "Y4": 0.5778, "page": 0, "Index": 842}, {"Word": "premluca;", "Confidence": 0.411, "X1": 0.62924, "Y1": 0.5632, "X2": 0.67363, "Y2": 0.563, "X3": 0.67232, "Y3": 0.5698, "X4": 0.62794, "Y4": 0.5708, "page": 0, "Index": 843}, {"Word": "all", "Confidence": 0.247, "X1": 0.63316, "Y1": 0.5712, "X2": 0.6436, "Y2": 0.571, "X3": 0.6436, "Y3": 0.5778, "X4": 0.63316, "Y4": 0.5778, "page": 0, "Index": 844}, {"Word": "PURPOSE", "Confidence": 0.9, "X1": 0.01436, "Y1": 0.5722, "X2": 0.05875, "Y2": 0.572, "X3": 0.05875, "Y3": 0.5808, "X4": 0.01436, "Y4": 0.5808, "page": 0, "Index": 845}, {"Word": "SERVICES,", "Confidence": 0.543, "X1": 0.01436, "Y1": 0.5802, "X2": 0.06789, "Y2": 0.58, "X3": 0.06658, "Y3": 0.5878, "X4": 0.01305, "Y4": 0.5888, "page": 0, "Index": 846}, {"Word": "OF", "Confidence": 0.998, "X1": 0.06527, "Y1": 0.5722, "X2": 0.08094, "Y2": 0.572, "X3": 0.07963, "Y3": 0.5808, "X4": 0.06527, "Y4": 0.5808, "page": 0, "Index": 847}, {"Word": "INCLUDING", "Confidence": 0.993, "X1": 0.06919, "Y1": 0.5802, "X2": 0.13316, "Y2": 0.58, "X3": 0.13316, "Y3": 0.5878, "X4": 0.06919, "Y4": 0.5878, "page": 0, "Index": 848}, {"Word": "PROVIDING", "Confidence": 0.789, "X1": 0.08747, "Y1": 0.5722, "X2": 0.15144, "Y2": 0.572, "X3": 0.15013, "Y3": 0.5808, "X4": 0.08616, "Y4": 0.5808, "page": 0, "Index": 849}, {"Word": "TRANS-PORTATION", "Confidence": 0.882, "X1": 0.13969, "Y1": 0.5792, "X2": 0.24413, "Y2": 0.579, "X3": 0.24413, "Y3": 0.5878, "X4": 0.13969, "Y4": 0.5878, "page": 0, "Index": 850}, {"Word": "HOME", "Confidence": 0.801, "X1": 0.15927, "Y1": 0.5722, "X2": 0.19191, "Y2": 0.572, "X3": 0.19191, "Y3": 0.5798, "X4": 0.15927, "Y4": 0.5808, "page": 0, "Index": 851}, {"Word": "AND", "Confidence": 0.997, "X1": 0.20104, "Y1": 0.5722, "X2": 0.22324, "Y2": 0.572, "X3": 0.22193, "Y3": 0.5798, "X4": 0.19974, "Y4": 0.5798, "page": 0, "Index": 852}, {"Word": "COMMUNITY-BASED", "Confidence": 0.327, "X1": 0.23107, "Y1": 0.5722, "X2": 0.34465, "Y2": 0.572, "X3": 0.34334, "Y3": 0.5788, "X4": 0.23107, "Y4": 0.5798, "page": 0, "Index": 853}, {"Word": "AND", "Confidence": 0.958, "X1": 0.25196, "Y1": 0.5792, "X2": 0.27285, "Y2": 0.579, "X3": 0.27285, "Y3": 0.5868, "X4": 0.25196, "Y4": 0.5878, "page": 0, "Index": 854}, {"Word": "MEALS", "Confidence": 0.866, "X1": 0.27807, "Y1": 0.5792, "X2": 0.31854, "Y2": 0.579, "X3": 0.31854, "Y3": 0.5868, "X4": 0.27807, "Y4": 0.5868, "page": 0, "Index": 855}, {"Word": "FOR", "Confidence": 0.909, "X1": 0.32245, "Y1": 0.5792, "X2": 0.34334, "Y2": 0.579, "X3": 0.34334, "Y3": 0.5868, "X4": 0.32245, "Y4": 0.5868, "page": 0, "Index": 856}, {"Word": "smoking", "Confidence": 0.664, "X1": 0.40339, "Y1": 0.5782, "X2": 0.44125, "Y2": 0.578, "X3": 0.44256, "Y3": 0.5858, "X4": 0.40339, "Y4": 0.5848, "page": 0, "Index": 857}, {"Word": "Istades,", "Confidence": 0.168, "X1": 0.44386, "Y1": 0.5782, "X2": 0.48303, "Y2": 0.578, "X3": 0.48303, "Y3": 0.5858, "X4": 0.44517, "Y4": 0.5858, "page": 0, "Index": 858}, {"Word": "chewing", "Confidence": 0.369, "X1": 0.48433, "Y1": 0.5782, "X2": 0.5235, "Y2": 0.578, "X3": 0.5235, "Y3": 0.5858, "X4": 0.48564, "Y4": 0.5858, "page": 0, "Index": 859}, {"Word": "tobacco,", "Confidence": 0.156, "X1": 0.52611, "Y1": 0.5782, "X2": 0.56527, "Y2": 0.578, "X3": 0.56527, "Y3": 0.5868, "X4": 0.52742, "Y4": 0.5858, "page": 0, "Index": 860}, {"Word": "snuff", "Confidence": 0.356, "X1": 0.56658, "Y1": 0.5792, "X2": 0.59399, "Y2": 0.579, "X3": 0.59399, "Y3": 0.5868, "X4": 0.56658, "Y4": 0.5868, "page": 0, "Index": 861}, {"Word": "and", "Confidence": 0.65, "X1": 0.5953, "Y1": 0.5792, "X2": 0.61358, "Y2": 0.579, "X3": 0.61358, "Y3": 0.5858, "X4": 0.5953, "Y4": 0.5868, "page": 0, "Index": 862}, {"Word": "any", "Confidence": 0.692, "X1": 0.61619, "Y1": 0.5792, "X2": 0.63446, "Y2": 0.579, "X3": 0.63446, "Y3": 0.5858, "X4": 0.61619, "Y4": 0.5858, "page": 0, "Index": 863}, {"Word": "other", "Confidence": 0.61, "X1": 0.63708, "Y1": 0.5792, "X2": 0.66188, "Y2": 0.579, "X3": 0.66188, "Y3": 0.5858, "X4": 0.63708, "Y4": 0.5858, "page": 0, "Index": 864}, {"Word": "forms", "Confidence": 0.075, "X1": 0.64621, "Y1": 0.5712, "X2": 0.67102, "Y2": 0.571, "X3": 0.66971, "Y3": 0.5788, "X4": 0.64621, "Y4": 0.5778, "page": 0, "Index": 865}, {"Word": "articles", "Confidence": 0.301, "X1": 0.66449, "Y1": 0.5792, "X2": 0.69843, "Y2": 0.579, "X3": 0.69843, "Y3": 0.5858, "X4": 0.66449, "Y4": 0.5858, "page": 0, "Index": 866}, {"Word": "of", "Confidence": 0.177, "X1": 0.67232, "Y1": 0.5712, "X2": 0.68016, "Y2": 0.571, "X3": 0.68016, "Y3": 0.5788, "X4": 0.67232, "Y4": 0.5788, "page": 0, "Index": 867}, {"Word": "elgars,", "Confidence": 0.534, "X1": 0.68277, "Y1": 0.5712, "X2": 0.7141, "Y2": 0.571, "X3": 0.7141, "Y3": 0.5788, "X4": 0.68277, "Y4": 0.5788, "page": 0, "Index": 868}, {"Word": "er", "Confidence": 0.7, "X1": 0.70104, "Y1": 0.5792, "X2": 0.71279, "Y2": 0.579, "X3": 0.71149, "Y3": 0.5858, "X4": 0.70104, "Y4": 0.5858, "page": 0, "Index": 869}, {"Word": "PERSONS", "Confidence": 0.852, "X1": 0.01305, "Y1": 0.5872, "X2": 0.05875, "Y2": 0.587, "X3": 0.05875, "Y3": 0.5958, "X4": 0.01175, "Y4": 0.5958, "page": 0, "Index": 870}, {"Word": "AT", "Confidence": 0.993, "X1": 0.06527, "Y1": 0.5872, "X2": 0.07833, "Y2": 0.587, "X3": 0.07833, "Y3": 0.5958, "X4": 0.06397, "Y4": 0.5958, "page": 0, "Index": 871}, {"Word": "LEAST", "Confidence": 0.935, "X1": 0.08355, "Y1": 0.5872, "X2": 0.1201, "Y2": 0.587, "X3": 0.1201, "Y3": 0.5958, "X4": 0.08355, "Y4": 0.5958, "page": 0, "Index": 872}, {"Word": "SIXTY", "Confidence": 0.945, "X1": 0.12533, "Y1": 0.5872, "X2": 0.15927, "Y2": 0.587, "X3": 0.15927, "Y3": 0.5958, "X4": 0.12533, "Y4": 0.5958, "page": 0, "Index": 873}, {"Word": "YEARS", "Confidence": 0.969, "X1": 0.16449, "Y1": 0.5872, "X2": 0.20104, "Y2": 0.587, "X3": 0.20104, "Y3": 0.5948, "X4": 0.16449, "Y4": 0.5958, "page": 0, "Index": 874}, {"Word": "OF", "Confidence": 0.998, "X1": 0.20627, "Y1": 0.5872, "X2": 0.22193, "Y2": 0.587, "X3": 0.22193, "Y3": 0.5948, "X4": 0.20627, "Y4": 0.5948, "page": 0, "Index": 875}, {"Word": "AGE;", "Confidence": 0.735, "X1": 0.22846, "Y1": 0.5872, "X2": 0.25849, "Y2": 0.587, "X3": 0.25849, "Y3": 0.5948, "X4": 0.22846, "Y4": 0.5948, "page": 0, "Index": 876}, {"Word": "15$", "Confidence": 0.372, "X1": 0.2611, "Y1": 0.5872, "X2": 0.28068, "Y2": 0.587, "X3": 0.28068, "Y3": 0.5948, "X4": 0.2611, "Y4": 0.5948, "page": 0, "Index": 877}, {"Word": "SHALL", "Confidence": 0.994, "X1": 0.2859, "Y1": 0.5872, "X2": 0.32376, "Y2": 0.587, "X3": 0.32376, "Y3": 0.5948, "X4": 0.2859, "Y4": 0.5948, "page": 0, "Index": 878}, {"Word": "BE", "Confidence": 0.991, "X1": 0.32898, "Y1": 0.5862, "X2": 0.34465, "Y2": 0.586, "X3": 0.34465, "Y3": 0.5938, "X4": 0.32898, "Y4": 0.5948, "page": 0, "Index": 879}, {"Word": "products", "Confidence": 0.201, "X1": 0.4047, "Y1": 0.5862, "X2": 0.44256, "Y2": 0.586, "X3": 0.44256, "Y3": 0.5928, "X4": 0.4047, "Y4": 0.5928, "page": 0, "Index": 880}, {"Word": "made", "Confidence": 0.888, "X1": 0.44386, "Y1": 0.5862, "X2": 0.46867, "Y2": 0.586, "X3": 0.46867, "Y3": 0.5938, "X4": 0.44386, "Y4": 0.5928, "page": 0, "Index": 881}, {"Word": "of,", "Confidence": 0.688, "X1": 0.47128, "Y1": 0.5862, "X2": 0.48303, "Y2": 0.586, "X3": 0.48433, "Y3": 0.5938, "X4": 0.47128, "Y4": 0.5938, "page": 0, "Index": 882}, {"Word": "or", "Confidence": 0.273, "X1": 0.48564, "Y1": 0.5862, "X2": 0.49608, "Y2": 0.586, "X3": 0.49608, "Y3": 0.5938, "X4": 0.48564, "Y4": 0.5938, "page": 0, "Index": 883}, {"Word": "estfaining", "Confidence": 0.31, "X1": 0.49869, "Y1": 0.5862, "X2": 0.54439, "Y2": 0.586, "X3": 0.54439, "Y3": 0.5938, "X4": 0.49869, "Y4": 0.5938, "page": 0, "Index": 884}, {"Word": "at", "Confidence": 0.675, "X1": 0.547, "Y1": 0.5862, "X2": 0.55744, "Y2": 0.586, "X3": 0.55744, "Y3": 0.5938, "X4": 0.547, "Y4": 0.5938, "page": 0, "Index": 885}, {"Word": "least", "Confidence": 0.601, "X1": 0.56005, "Y1": 0.5862, "X2": 0.58355, "Y2": 0.586, "X3": 0.58355, "Y3": 0.5938, "X4": 0.56005, "Y4": 0.5938, "page": 0, "Index": 886}, {"Word": "50", "Confidence": 0.104, "X1": 0.58486, "Y1": 0.5862, "X2": 0.59791, "Y2": 0.586, "X3": 0.59791, "Y3": 0.5938, "X4": 0.58486, "Y4": 0.5938, "page": 0, "Index": 887}, {"Word": "percent", "Confidence": 0.843, "X1": 0.60052, "Y1": 0.5862, "X2": 0.63446, "Y2": 0.586, "X3": 0.63446, "Y3": 0.5938, "X4": 0.60052, "Y4": 0.5938, "page": 0, "Index": 888}, {"Word": "tobanco,", "Confidence": 0.266, "X1": 0.63708, "Y1": 0.5872, "X2": 0.67102, "Y2": 0.587, "X3": 0.67102, "Y3": 0.5938, "X4": 0.63577, "Y4": 0.5938, "page": 0, "Index": 889}, {"Word": "but", "Confidence": 0.813, "X1": 0.67363, "Y1": 0.5872, "X2": 0.6893, "Y2": 0.587, "X3": 0.6893, "Y3": 0.5938, "X4": 0.67232, "Y4": 0.5938, "page": 0, "Index": 890}, {"Word": "daes", "Confidence": 0.838, "X1": 0.69191, "Y1": 0.5872, "X2": 0.71279, "Y2": 0.587, "X3": 0.71149, "Y3": 0.5938, "X4": 0.6906, "Y4": 0.5938, "page": 0, "Index": 891}, {"Word": "DEPOSITED", "Confidence": 0.792, "X1": 0.01305, "Y1": 0.5962, "X2": 0.06658, "Y2": 0.596, "X3": 0.06658, "Y3": 0.6038, "X4": 0.01305, "Y4": 0.6038, "page": 0, "Index": 892}, {"Word": "TO", "Confidence": 0.998, "X1": 0.0718, "Y1": 0.5952, "X2": 0.08486, "Y2": 0.595, "X3": 0.08486, "Y3": 0.6038, "X4": 0.0718, "Y4": 0.6038, "page": 0, "Index": 893}, {"Word": "THE", "Confidence": 0.998, "X1": 0.09008, "Y1": 0.5952, "X2": 0.11097, "Y2": 0.595, "X3": 0.11097, "Y3": 0.6038, "X4": 0.08877, "Y4": 0.6038, "page": 0, "Index": 894}, {"Word": "HEALTH", "Confidence": 0.664, "X1": 0.11488, "Y1": 0.5952, "X2": 0.15927, "Y2": 0.595, "X3": 0.15927, "Y3": 0.6038, "X4": 0.11488, "Y4": 0.6038, "page": 0, "Index": 895}, {"Word": "EDUCATION", "Confidence": 0.947, "X1": 0.16319, "Y1": 0.5952, "X2": 0.22585, "Y2": 0.595, "X3": 0.22585, "Y3": 0.6028, "X4": 0.16319, "Y4": 0.6038, "page": 0, "Index": 896}, {"Word": "FUND", "Confidence": 0.986, "X1": 0.23238, "Y1": 0.5952, "X2": 0.2624, "Y2": 0.595, "X3": 0.2611, "Y3": 0.6028, "X4": 0.23107, "Y4": 0.6028, "page": 0, "Index": 897}, {"Word": "ACCOUNT", "Confidence": 0.995, "X1": 0.26632, "Y1": 0.5952, "X2": 0.31984, "Y2": 0.595, "X3": 0.31984, "Y3": 0.6028, "X4": 0.26632, "Y4": 0.6028, "page": 0, "Index": 898}, {"Word": "FOR", "Confidence": 0.994, "X1": 0.32245, "Y1": 0.5952, "X2": 0.34334, "Y2": 0.595, "X3": 0.34334, "Y3": 0.6028, "X4": 0.32245, "Y4": 0.6028, "page": 0, "Index": 899}, {"Word": "THE", "Confidence": 0.998, "X1": 0.01175, "Y1": 0.6042, "X2": 0.03133, "Y2": 0.604, "X3": 0.03003, "Y3": 0.6118, "X4": 0.01044, "Y4": 0.6128, "page": 0, "Index": 900}, {"Word": "PURPOSE", "Confidence": 0.991, "X1": 0.03264, "Y1": 0.6032, "X2": 0.07833, "Y2": 0.603, "X3": 0.07702, "Y3": 0.6118, "X4": 0.03264, "Y4": 0.6118, "page": 0, "Index": 901}, {"Word": "OF", "Confidence": 0.991, "X1": 0.08225, "Y1": 0.6032, "X2": 0.09661, "Y2": 0.603, "X3": 0.0953, "Y3": 0.6118, "X4": 0.08094, "Y4": 0.6118, "page": 0, "Index": 902}, {"Word": "PROVIDING", "Confidence": 0.863, "X1": 0.09791, "Y1": 0.6032, "X2": 0.15666, "Y2": 0.603, "X3": 0.15666, "Y3": 0.6108, "X4": 0.09791, "Y4": 0.6118, "page": 0, "Index": 903}, {"Word": "EDUCATIONAL", "Confidence": 0.801, "X1": 0.16057, "Y1": 0.6032, "X2": 0.23499, "Y2": 0.603, "X3": 0.23499, "Y3": 0.6108, "X4": 0.15927, "Y4": 0.6108, "page": 0, "Index": 904}, {"Word": "PROGRAMS", "Confidence": 0.885, "X1": 0.2389, "Y1": 0.6032, "X2": 0.29634, "Y2": 0.603, "X3": 0.29634, "Y3": 0.6108, "X4": 0.2389, "Y4": 0.6108, "page": 0, "Index": 905}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.29765, "Y1": 0.6022, "X2": 0.31854, "Y2": 0.602, "X3": 0.31854, "Y3": 0.6108, "X4": 0.29765, "Y4": 0.6108, "page": 0, "Index": 906}, {"Word": "THE", "Confidence": 0.998, "X1": 0.32376, "Y1": 0.6022, "X2": 0.34334, "Y2": 0.602, "X3": 0.34334, "Y3": 0.6108, "X4": 0.32376, "Y4": 0.6108, "page": 0, "Index": 907}, {"Word": "SECTION", "Confidence": 0.849, "X1": 0.37598, "Y1": 0.6012, "X2": 0.41514, "Y2": 0.601, "X3": 0.41384, "Y3": 0.6098, "X4": 0.37598, "Y4": 0.6098, "page": 0, "Index": 908}, {"Word": "(a)", "Confidence": 0.16, "X1": 0.4047, "Y1": 0.6092, "X2": 0.41645, "Y2": 0.609, "X3": 0.41645, "Y3": 0.6178, "X4": 0.4047, "Y4": 0.6178, "page": 0, "Index": 909}, {"Word": "4,", "Confidence": 0.667, "X1": 0.41775, "Y1": 0.6012, "X2": 0.42428, "Y2": 0.601, "X3": 0.42428, "Y3": 0.6098, "X4": 0.41775, "Y4": 0.6098, "page": 0, "Index": 910}, {"Word": "There", "Confidence": 0.995, "X1": 0.41906, "Y1": 0.6092, "X2": 0.44517, "Y2": 0.609, "X3": 0.44517, "Y3": 0.6168, "X4": 0.41906, "Y4": 0.6178, "page": 0, "Index": 911}, {"Word": "Cigarette", "Confidence": 0.6, "X1": 0.42689, "Y1": 0.6012, "X2": 0.46867, "Y2": 0.601, "X3": 0.46736, "Y3": 0.6088, "X4": 0.42689, "Y4": 0.6098, "page": 0, "Index": 912}, {"Word": "Is", "Confidence": 0.289, "X1": 0.44648, "Y1": 0.6092, "X2": 0.45561, "Y2": 0.609, "X3": 0.45561, "Y3": 0.6168, "X4": 0.44778, "Y4": 0.6168, "page": 0, "Index": 913}, {"Word": "harchy", "Confidence": 0.631, "X1": 0.45822, "Y1": 0.6092, "X2": 0.49086, "Y2": 0.609, "X3": 0.49086, "Y3": 0.6168, "X4": 0.45822, "Y4": 0.6168, "page": 0, "Index": 914}, {"Word": "and", "Confidence": 0.885, "X1": 0.46997, "Y1": 0.6012, "X2": 0.48695, "Y2": 0.601, "X3": 0.48695, "Y3": 0.6088, "X4": 0.46997, "Y4": 0.6088, "page": 0, "Index": 915}, {"Word": "Tobacco", "Confidence": 0.088, "X1": 0.48956, "Y1": 0.6012, "X2": 0.5235, "Y2": 0.601, "X3": 0.52219, "Y3": 0.6088, "X4": 0.48956, "Y4": 0.6088, "page": 0, "Index": 916}, {"Word": "created", "Confidence": 0.611, "X1": 0.49347, "Y1": 0.6092, "X2": 0.52611, "Y2": 0.609, "X3": 0.52611, "Y3": 0.6168, "X4": 0.49347, "Y4": 0.6168, "page": 0, "Index": 917}, {"Word": "Products", "Confidence": 0.548, "X1": 0.5248, "Y1": 0.6012, "X2": 0.56397, "Y2": 0.601, "X3": 0.56266, "Y3": 0.6088, "X4": 0.5248, "Y4": 0.6088, "page": 0, "Index": 918}, {"Word": "on", "Confidence": 0.965, "X1": 0.52872, "Y1": 0.6092, "X2": 0.54047, "Y2": 0.609, "X3": 0.54047, "Y3": 0.6168, "X4": 0.52872, "Y4": 0.6168, "page": 0, "Index": 919}, {"Word": "the", "Confidence": 0.601, "X1": 0.54308, "Y1": 0.6102, "X2": 0.55875, "Y2": 0.61, "X3": 0.55875, "Y3": 0.6168, "X4": 0.54308, "Y4": 0.6168, "page": 0, "Index": 920}, {"Word": "books", "Confidence": 0.654, "X1": 0.56136, "Y1": 0.6102, "X2": 0.58877, "Y2": 0.61, "X3": 0.58877, "Y3": 0.6168, "X4": 0.56136, "Y4": 0.6168, "page": 0, "Index": 921}, {"Word": "Surtax", "Confidence": 0.47, "X1": 0.56658, "Y1": 0.6012, "X2": 0.59661, "Y2": 0.601, "X3": 0.5953, "Y3": 0.6088, "X4": 0.56527, "Y4": 0.6088, "page": 0, "Index": 922}, {"Word": "of", "Confidence": 0.67, "X1": 0.59138, "Y1": 0.6102, "X2": 0.60052, "Y2": 0.61, "X3": 0.60052, "Y3": 0.6178, "X4": 0.59138, "Y4": 0.6168, "page": 0, "Index": 923}, {"Word": "Fund,", "Confidence": 0.659, "X1": 0.59922, "Y1": 0.6022, "X2": 0.63055, "Y2": 0.602, "X3": 0.62924, "Y3": 0.6088, "X4": 0.59791, "Y4": 0.6088, "page": 0, "Index": 924}, {"Word": "the", "Confidence": 0.955, "X1": 0.60313, "Y1": 0.6102, "X2": 0.6201, "Y2": 0.61, "X3": 0.6201, "Y3": 0.6178, "X4": 0.60313, "Y4": 0.6178, "page": 0, "Index": 925}, {"Word": "state", "Confidence": 0.606, "X1": 0.62141, "Y1": 0.6102, "X2": 0.64491, "Y2": 0.61, "X3": 0.64491, "Y3": 0.6178, "X4": 0.62141, "Y4": 0.6178, "page": 0, "Index": 926}, {"Word": "OSE", "Confidence": 0.224, "X1": 0.01175, "Y1": 0.6192, "X2": 0.03003, "Y2": 0.619, "X3": 0.03003, "Y3": 0.6268, "X4": 0.01175, "Y4": 0.6268, "page": 0, "Index": 927}, {"Word": "PREVENTION", "Confidence": 0.731, "X1": 0.01305, "Y1": 0.6112, "X2": 0.0718, "Y2": 0.611, "X3": 0.0718, "Y3": 0.6198, "X4": 0.01305, "Y4": 0.6198, "page": 0, "Index": 928}, {"Word": "AND", "Confidence": 0.998, "X1": 0.03264, "Y1": 0.6192, "X2": 0.05222, "Y2": 0.619, "X3": 0.05222, "Y3": 0.6268, "X4": 0.03264, "Y4": 0.6268, "page": 0, "Index": 929}, {"Word": "ABUSE,", "Confidence": 0.276, "X1": 0.05483, "Y1": 0.6192, "X2": 0.09269, "Y2": 0.619, "X3": 0.09138, "Y3": 0.6268, "X4": 0.05483, "Y4": 0.6268, "page": 0, "Index": 930}, {"Word": "AND", "Confidence": 0.998, "X1": 0.07572, "Y1": 0.6112, "X2": 0.09661, "Y2": 0.611, "X3": 0.09661, "Y3": 0.6198, "X4": 0.07572, "Y4": 0.6198, "page": 0, "Index": 931}, {"Word": "PRIMARILY", "Confidence": 0.809, "X1": 0.09399, "Y1": 0.6192, "X2": 0.15274, "Y2": 0.619, "X3": 0.15144, "Y3": 0.6268, "X4": 0.09399, "Y4": 0.6268, "page": 0, "Index": 932}, {"Word": "REDUCTION", "Confidence": 0.885, "X1": 0.10052, "Y1": 0.6102, "X2": 0.16188, "Y2": 0.61, "X3": 0.16188, "Y3": 0.6188, "X4": 0.10052, "Y4": 0.6198, "page": 0, "Index": 933}, {"Word": "AMONG", "Confidence": 0.906, "X1": 0.15535, "Y1": 0.6182, "X2": 0.19191, "Y2": 0.618, "X3": 0.19191, "Y3": 0.6268, "X4": 0.15535, "Y4": 0.6268, "page": 0, "Index": 934}, {"Word": "OF", "Confidence": 0.992, "X1": 0.16449, "Y1": 0.6102, "X2": 0.17885, "Y2": 0.61, "X3": 0.17885, "Y3": 0.6188, "X4": 0.16449, "Y4": 0.6188, "page": 0, "Index": 935}, {"Word": "DRUG,", "Confidence": 0.668, "X1": 0.18146, "Y1": 0.6102, "X2": 0.2154, "Y2": 0.61, "X3": 0.2154, "Y3": 0.6188, "X4": 0.18146, "Y4": 0.6188, "page": 0, "Index": 936}, {"Word": "SCHOOL", "Confidence": 0.909, "X1": 0.19582, "Y1": 0.6182, "X2": 0.2376, "Y2": 0.618, "X3": 0.2376, "Y3": 0.6268, "X4": 0.19582, "Y4": 0.6268, "page": 0, "Index": 937}, {"Word": "ALCOHOL", "Confidence": 0.455, "X1": 0.21802, "Y1": 0.6102, "X2": 0.26762, "Y2": 0.61, "X3": 0.26762, "Y3": 0.6188, "X4": 0.21671, "Y4": 0.6188, "page": 0, "Index": 938}, {"Word": "AGE", "Confidence": 0.797, "X1": 0.24151, "Y1": 0.6182, "X2": 0.2624, "Y2": 0.618, "X3": 0.2624, "Y3": 0.6268, "X4": 0.24151, "Y4": 0.6268, "page": 0, "Index": 939}, {"Word": "CHILDREN;", "Confidence": 0.802, "X1": 0.26501, "Y1": 0.6182, "X2": 0.32376, "Y2": 0.618, "X3": 0.32376, "Y3": 0.6268, "X4": 0.26501, "Y4": 0.6268, "page": 0, "Index": 940}, {"Word": "AND", "Confidence": 0.998, "X1": 0.27023, "Y1": 0.6102, "X2": 0.29112, "Y2": 0.61, "X3": 0.29112, "Y3": 0.6188, "X4": 0.27023, "Y4": 0.6188, "page": 0, "Index": 941}, {"Word": "TOBACCO", "Confidence": 0.817, "X1": 0.29634, "Y1": 0.6112, "X2": 0.34465, "Y2": 0.611, "X3": 0.34465, "Y3": 0.6188, "X4": 0.29634, "Y4": 0.6188, "page": 0, "Index": 942}, {"Word": "10%", "Confidence": 0.218, "X1": 0.32637, "Y1": 0.6182, "X2": 0.34334, "Y2": 0.618, "X3": 0.34334, "Y3": 0.6268, "X4": 0.32637, "Y4": 0.6268, "page": 0, "Index": 943}, {"Word": "State", "Confidence": 0.784, "X1": 0.40601, "Y1": 0.6172, "X2": 0.4282, "Y2": 0.617, "X3": 0.4282, "Y3": 0.6248, "X4": 0.40601, "Y4": 0.6248, "page": 0, "Index": 944}, {"Word": "Auditor,", "Confidence": 0.673, "X1": 0.4295, "Y1": 0.6172, "X2": 0.46997, "Y2": 0.617, "X3": 0.46997, "Y3": 0.6248, "X4": 0.43081, "Y4": 0.6248, "page": 0, "Index": 945}, {"Word": "and", "Confidence": 0.863, "X1": 0.47258, "Y1": 0.6172, "X2": 0.49086, "Y2": 0.617, "X3": 0.49086, "Y3": 0.6248, "X4": 0.47258, "Y4": 0.6248, "page": 0, "Index": 946}, {"Word": "the", "Confidence": 0.991, "X1": 0.49347, "Y1": 0.6172, "X2": 0.51044, "Y2": 0.617, "X3": 0.51044, "Y3": 0.6248, "X4": 0.49347, "Y4": 0.6248, "page": 0, "Index": 947}, {"Word": "Chief", "Confidence": 0.697, "X1": 0.51175, "Y1": 0.6172, "X2": 0.53916, "Y2": 0.617, "X3": 0.53916, "Y3": 0.6248, "X4": 0.51175, "Y4": 0.6248, "page": 0, "Index": 948}, {"Word": "Fiscal", "Confidence": 0.063, "X1": 0.54047, "Y1": 0.6172, "X2": 0.56919, "Y2": 0.617, "X3": 0.56919, "Y3": 0.6248, "X4": 0.54047, "Y4": 0.6248, "page": 0, "Index": 949}, {"Word": "Officer", "Confidence": 0.466, "X1": 0.5718, "Y1": 0.6172, "X2": 0.60705, "Y2": 0.617, "X3": 0.60574, "Y3": 0.6248, "X4": 0.5718, "Y4": 0.6248, "page": 0, "Index": 950}, {"Word": "of", "Confidence": 0.904, "X1": 0.60836, "Y1": 0.6172, "X2": 0.6188, "Y2": 0.617, "X3": 0.6188, "Y3": 0.6248, "X4": 0.60836, "Y4": 0.6248, "page": 0, "Index": 951}, {"Word": "the", "Confidence": 0.946, "X1": 0.6201, "Y1": 0.6182, "X2": 0.63708, "Y2": 0.618, "X3": 0.63708, "Y3": 0.6248, "X4": 0.6201, "Y4": 0.6248, "page": 0, "Index": 952}, {"Word": "State,", "Confidence": 0.632, "X1": 0.63969, "Y1": 0.6182, "X2": 0.66841, "Y2": 0.618, "X3": 0.66841, "Y3": 0.6258, "X4": 0.63969, "Y4": 0.6248, "page": 0, "Index": 953}, {"Word": "Treasurer,", "Confidence": 0.331, "X1": 0.64752, "Y1": 0.6102, "X2": 0.69452, "Y2": 0.61, "X3": 0.69452, "Y3": 0.6188, "X4": 0.64752, "Y4": 0.6178, "page": 0, "Index": 954}, {"Word": "a", "Confidence": 0.004, "X1": 0.66971, "Y1": 0.6182, "X2": 0.67624, "Y2": 0.618, "X3": 0.67624, "Y3": 0.6258, "X4": 0.66971, "Y4": 0.6258, "page": 0, "Index": 955}, {"Word": "spadlel", "Confidence": 0.164, "X1": 0.67885, "Y1": 0.6182, "X2": 0.71279, "Y2": 0.618, "X3": 0.71279, "Y3": 0.6258, "X4": 0.67755, "Y4": 0.6258, "page": 0, "Index": 956}, {"Word": "the", "Confidence": 0.915, "X1": 0.69582, "Y1": 0.6102, "X2": 0.71149, "Y2": 0.61, "X3": 0.71149, "Y3": 0.6198, "X4": 0.69582, "Y4": 0.6188, "page": 0, "Index": 957}, {"Word": "SHALL", "Confidence": 0.63, "X1": 0.01305, "Y1": 0.6272, "X2": 0.04439, "Y2": 0.627, "X3": 0.04439, "Y3": 0.6348, "X4": 0.01305, "Y4": 0.6348, "page": 0, "Index": 958}, {"Word": "BE", "Confidence": 0.991, "X1": 0.0483, "Y1": 0.6272, "X2": 0.06136, "Y2": 0.627, "X3": 0.06136, "Y3": 0.6348, "X4": 0.047, "Y4": 0.6348, "page": 0, "Index": 959}, {"Word": "DEPOSITED", "Confidence": 0.991, "X1": 0.06527, "Y1": 0.6262, "X2": 0.12794, "Y2": 0.626, "X3": 0.12794, "Y3": 0.6348, "X4": 0.06527, "Y4": 0.6348, "page": 0, "Index": 960}, {"Word": "TO", "Confidence": 0.997, "X1": 0.13446, "Y1": 0.6262, "X2": 0.14752, "Y2": 0.626, "X3": 0.14752, "Y3": 0.6348, "X4": 0.13446, "Y4": 0.6348, "page": 0, "Index": 961}, {"Word": "THE", "Confidence": 0.998, "X1": 0.15405, "Y1": 0.6262, "X2": 0.17624, "Y2": 0.626, "X3": 0.17493, "Y3": 0.6348, "X4": 0.15405, "Y4": 0.6348, "page": 0, "Index": 962}, {"Word": "CHILDREN'S", "Confidence": 0.608, "X1": 0.17885, "Y1": 0.6262, "X2": 0.24935, "Y2": 0.626, "X3": 0.24804, "Y3": 0.6348, "X4": 0.17885, "Y4": 0.6348, "page": 0, "Index": 963}, {"Word": "SERVICES", "Confidence": 0.994, "X1": 0.25326, "Y1": 0.6272, "X2": 0.30809, "Y2": 0.627, "X3": 0.30809, "Y3": 0.6348, "X4": 0.25196, "Y4": 0.6348, "page": 0, "Index": 964}, {"Word": "FUND", "Confidence": 0.983, "X1": 0.31201, "Y1": 0.6272, "X2": 0.34334, "Y2": 0.627, "X3": 0.34334, "Y3": 0.6338, "X4": 0.31201, "Y4": 0.6348, "page": 0, "Index": 965}, {"Word": "revenus", "Confidence": 0.343, "X1": 0.4047, "Y1": 0.6252, "X2": 0.43864, "Y2": 0.625, "X3": 0.43995, "Y3": 0.6328, "X4": 0.4047, "Y4": 0.6328, "page": 0, "Index": 966}, {"Word": "fund", "Confidence": 0.783, "X1": 0.44125, "Y1": 0.6252, "X2": 0.46345, "Y2": 0.625, "X3": 0.46475, "Y3": 0.6328, "X4": 0.44125, "Y4": 0.6328, "page": 0, "Index": 967}, {"Word": "to", "Confidence": 0.941, "X1": 0.46606, "Y1": 0.6252, "X2": 0.4765, "Y2": 0.625, "X3": 0.47781, "Y3": 0.6328, "X4": 0.46606, "Y4": 0.6328, "page": 0, "Index": 968}, {"Word": "be", "Confidence": 0.472, "X1": 0.47911, "Y1": 0.6252, "X2": 0.49086, "Y2": 0.625, "X3": 0.49086, "Y3": 0.6328, "X4": 0.47911, "Y4": 0.6328, "page": 0, "Index": 969}, {"Word": "known", "Confidence": 0.117, "X1": 0.49347, "Y1": 0.6252, "X2": 0.5235, "Y2": 0.625, "X3": 0.5235, "Y3": 0.6328, "X4": 0.49347, "Y4": 0.6328, "page": 0, "Index": 970}, {"Word": "as", "Confidence": 0.12, "X1": 0.52742, "Y1": 0.6252, "X2": 0.53916, "Y2": 0.625, "X3": 0.53916, "Y3": 0.6328, "X4": 0.52742, "Y4": 0.6328, "page": 0, "Index": 971}, {"Word": "the", "Confidence": 0.885, "X1": 0.54047, "Y1": 0.6252, "X2": 0.55744, "Y2": 0.625, "X3": 0.55744, "Y3": 0.6328, "X4": 0.54047, "Y4": 0.6328, "page": 0, "Index": 972}, {"Word": "\"Cigarette", "Confidence": 0.6, "X1": 0.56005, "Y1": 0.6252, "X2": 0.60966, "Y2": 0.625, "X3": 0.60966, "Y3": 0.6328, "X4": 0.56005, "Y4": 0.6328, "page": 0, "Index": 973}, {"Word": "and", "Confidence": 0.65, "X1": 0.61097, "Y1": 0.6252, "X2": 0.62924, "Y2": 0.625, "X3": 0.62924, "Y3": 0.6328, "X4": 0.61227, "Y4": 0.6328, "page": 0, "Index": 974}, {"Word": "Tobacco", "Confidence": 0.608, "X1": 0.63316, "Y1": 0.6262, "X2": 0.66841, "Y2": 0.626, "X3": 0.66841, "Y3": 0.6328, "X4": 0.63316, "Y4": 0.6328, "page": 0, "Index": 975}, {"Word": "Products", "Confidence": 0.391, "X1": 0.66971, "Y1": 0.6262, "X2": 0.71149, "Y2": 0.626, "X3": 0.71149, "Y3": 0.6338, "X4": 0.67102, "Y4": 0.6328, "page": 0, "Index": 976}, {"Word": "ACCOUNT", "Confidence": 0.673, "X1": 0.01305, "Y1": 0.6352, "X2": 0.05744, "Y2": 0.635, "X3": 0.05614, "Y3": 0.6428, "X4": 0.01175, "Y4": 0.6428, "page": 0, "Index": 977}, {"Word": "FOR", "Confidence": 0.994, "X1": 0.05875, "Y1": 0.6352, "X2": 0.07833, "Y2": 0.635, "X3": 0.07833, "Y3": 0.6428, "X4": 0.05875, "Y4": 0.6428, "page": 0, "Index": 978}, {"Word": "THE", "Confidence": 0.995, "X1": 0.08225, "Y1": 0.6352, "X2": 0.10183, "Y2": 0.635, "X3": 0.10183, "Y3": 0.6428, "X4": 0.08225, "Y4": 0.6428, "page": 0, "Index": 979}, {"Word": "PURPOSE", "Confidence": 0.848, "X1": 0.10574, "Y1": 0.6352, "X2": 0.15274, "Y2": 0.635, "X3": 0.15274, "Y3": 0.6428, "X4": 0.10444, "Y4": 0.6428, "page": 0, "Index": 980}, {"Word": "OF", "Confidence": 0.998, "X1": 0.15535, "Y1": 0.6352, "X2": 0.16971, "Y2": 0.635, "X3": 0.16841, "Y3": 0.6428, "X4": 0.15535, "Y4": 0.6428, "page": 0, "Index": 981}, {"Word": "PROVIDING", "Confidence": 0.67, "X1": 0.17102, "Y1": 0.6352, "X2": 0.22977, "Y2": 0.635, "X3": 0.22846, "Y3": 0.6428, "X4": 0.17102, "Y4": 0.6428, "page": 0, "Index": 982}, {"Word": "SERVICES", "Confidence": 0.623, "X1": 0.23238, "Y1": 0.6352, "X2": 0.2846, "Y2": 0.635, "X3": 0.28329, "Y3": 0.6428, "X4": 0.23238, "Y4": 0.6428, "page": 0, "Index": 983}, {"Word": "TO", "Confidence": 0.997, "X1": 0.28721, "Y1": 0.6352, "X2": 0.29896, "Y2": 0.635, "X3": 0.29896, "Y3": 0.6428, "X4": 0.2859, "Y4": 0.6428, "page": 0, "Index": 984}, {"Word": "ABUSED", "Confidence": 0.625, "X1": 0.30287, "Y1": 0.6352, "X2": 0.34334, "Y2": 0.635, "X3": 0.34204, "Y3": 0.6428, "X4": 0.30157, "Y4": 0.6428, "page": 0, "Index": 985}, {"Word": "(b)", "Confidence": 0.124, "X1": 0.40339, "Y1": 0.6412, "X2": 0.41384, "Y2": 0.641, "X3": 0.41384, "Y3": 0.6478, "X4": 0.40339, "Y4": 0.6478, "page": 0, "Index": 986}, {"Word": "AND", "Confidence": 0.971, "X1": 0.01175, "Y1": 0.6432, "X2": 0.03133, "Y2": 0.643, "X3": 0.03003, "Y3": 0.6518, "X4": 0.01044, "Y4": 0.6518, "page": 0, "Index": 987}, {"Word": "NEGLECTED", "Confidence": 0.628, "X1": 0.03394, "Y1": 0.6432, "X2": 0.09269, "Y2": 0.643, "X3": 0.09138, "Y3": 0.6508, "X4": 0.03264, "Y4": 0.6518, "page": 0, "Index": 988}, {"Word": "CHILDREN,", "Confidence": 0.817, "X1": 0.0953, "Y1": 0.6422, "X2": 0.15405, "Y2": 0.642, "X3": 0.15274, "Y3": 0.6508, "X4": 0.0953, "Y4": 0.6508, "page": 0, "Index": 989}, {"Word": "AND", "Confidence": 0.998, "X1": 0.15535, "Y1": 0.6422, "X2": 0.17624, "Y2": 0.642, "X3": 0.17624, "Y3": 0.6508, "X4": 0.15535, "Y4": 0.6508, "page": 0, "Index": 990}, {"Word": "FOR", "Confidence": 0.925, "X1": 0.18016, "Y1": 0.6422, "X2": 0.19974, "Y2": 0.642, "X3": 0.19974, "Y3": 0.6508, "X4": 0.17885, "Y4": 0.6508, "page": 0, "Index": 991}, {"Word": "FAMILY", "Confidence": 0.968, "X1": 0.20366, "Y1": 0.6422, "X2": 0.24413, "Y2": 0.642, "X3": 0.24282, "Y3": 0.6508, "X4": 0.20366, "Y4": 0.6508, "page": 0, "Index": 992}, {"Word": "SURVEILLANCE", "Confidence": 0.799, "X1": 0.22977, "Y1": 0.6502, "X2": 0.31593, "Y2": 0.65, "X3": 0.31593, "Y3": 0.6578, "X4": 0.22977, "Y4": 0.6588, "page": 0, "Index": 993}, {"Word": "PRESERVATION;", "Confidence": 0.701, "X1": 0.24674, "Y1": 0.6432, "X2": 0.32768, "Y2": 0.643, "X3": 0.32768, "Y3": 0.6508, "X4": 0.24543, "Y4": 0.6508, "page": 0, "Index": 994}, {"Word": "AND", "Confidence": 0.998, "X1": 0.31984, "Y1": 0.6502, "X2": 0.34204, "Y2": 0.65, "X3": 0.34204, "Y3": 0.6578, "X4": 0.31984, "Y4": 0.6578, "page": 0, "Index": 995}, {"Word": "JS", "Confidence": 0.003, "X1": 0.33029, "Y1": 0.6432, "X2": 0.34334, "Y2": 0.643, "X3": 0.34334, "Y3": 0.6508, "X4": 0.33029, "Y4": 0.6508, "page": 0, "Index": 996}, {"Word": "Menles", "Confidence": 0.61, "X1": 0.41645, "Y1": 0.6402, "X2": 0.44778, "Y2": 0.64, "X3": 0.44778, "Y3": 0.6488, "X4": 0.41645, "Y4": 0.6478, "page": 0, "Index": 997}, {"Word": "in", "Confidence": 0.994, "X1": 0.45039, "Y1": 0.6402, "X2": 0.45953, "Y2": 0.64, "X3": 0.45953, "Y3": 0.6488, "X4": 0.45039, "Y4": 0.6488, "page": 0, "Index": 998}, {"Word": "the", "Confidence": 0.602, "X1": 0.46214, "Y1": 0.6402, "X2": 0.47781, "Y2": 0.64, "X3": 0.47781, "Y3": 0.6488, "X4": 0.46214, "Y4": 0.6488, "page": 0, "Index": 999}, {"Word": "fand", "Confidence": 0.668, "X1": 0.48042, "Y1": 0.6402, "X2": 0.50131, "Y2": 0.64, "X3": 0.50131, "Y3": 0.6488, "X4": 0.48042, "Y4": 0.6488, "page": 0, "Index": 1000}, {"Word": "may", "Confidence": 0.859, "X1": 0.50392, "Y1": 0.6402, "X2": 0.52219, "Y2": 0.64, "X3": 0.52219, "Y3": 0.6488, "X4": 0.50392, "Y4": 0.6488, "page": 0, "Index": 1001}, {"Word": "only", "Confidence": 0.663, "X1": 0.5248, "Y1": 0.6402, "X2": 0.54308, "Y2": 0.64, "X3": 0.54308, "Y3": 0.6498, "X4": 0.5235, "Y4": 0.6498, "page": 0, "Index": 1002}, {"Word": "be", "Confidence": 0.641, "X1": 0.54569, "Y1": 0.6402, "X2": 0.55744, "Y2": 0.64, "X3": 0.55614, "Y3": 0.6498, "X4": 0.54569, "Y4": 0.6498, "page": 0, "Index": 1003}, {"Word": "appropriated", "Confidence": 0.668, "X1": 0.56005, "Y1": 0.6402, "X2": 0.61749, "Y2": 0.64, "X3": 0.61619, "Y3": 0.6498, "X4": 0.55875, "Y4": 0.6498, "page": 0, "Index": 1004}, {"Word": "and", "Confidence": 0.998, "X1": 0.6201, "Y1": 0.6402, "X2": 0.63708, "Y2": 0.64, "X3": 0.63577, "Y3": 0.6508, "X4": 0.6188, "Y4": 0.6498, "page": 0, "Index": 1005}, {"Word": "expended", "Confidence": 0.428, "X1": 0.63969, "Y1": 0.6402, "X2": 0.67885, "Y2": 0.64, "X3": 0.67885, "Y3": 0.6508, "X4": 0.63838, "Y4": 0.6508, "page": 0, "Index": 1006}, {"Word": "for", "Confidence": 0.617, "X1": 0.68146, "Y1": 0.6402, "X2": 0.69321, "Y2": 0.64, "X3": 0.69321, "Y3": 0.6508, "X4": 0.68146, "Y4": 0.6508, "page": 0, "Index": 1007}, {"Word": "the", "Confidence": 0.882, "X1": 0.69582, "Y1": 0.6412, "X2": 0.71279, "Y2": 0.641, "X3": 0.71149, "Y3": 0.6508, "X4": 0.69452, "Y4": 0.6508, "page": 0, "Index": 1008}, {"Word": "SHALL", "Confidence": 0.988, "X1": 0.01175, "Y1": 0.6502, "X2": 0.04439, "Y2": 0.65, "X3": 0.04439, "Y3": 0.6588, "X4": 0.01044, "Y4": 0.6588, "page": 0, "Index": 1009}, {"Word": "RESEARCH", "Confidence": 0.779, "X1": 0.01305, "Y1": 0.6582, "X2": 0.06136, "Y2": 0.658, "X3": 0.06005, "Y3": 0.6668, "X4": 0.01175, "Y4": 0.6668, "page": 0, "Index": 1010}, {"Word": "BE", "Confidence": 0.784, "X1": 0.047, "Y1": 0.6502, "X2": 0.06136, "Y2": 0.65, "X3": 0.06136, "Y3": 0.6588, "X4": 0.047, "Y4": 0.6588, "page": 0, "Index": 1011}, {"Word": "FUND", "Confidence": 0.671, "X1": 0.06397, "Y1": 0.6582, "X2": 0.09399, "Y2": 0.658, "X3": 0.09269, "Y3": 0.6668, "X4": 0.06397, "Y4": 0.6668, "page": 0, "Index": 1012}, {"Word": "DEPOSITED", "Confidence": 0.664, "X1": 0.06527, "Y1": 0.6502, "X2": 0.12663, "Y2": 0.65, "X3": 0.12663, "Y3": 0.6588, "X4": 0.06397, "Y4": 0.6588, "page": 0, "Index": 1013}, {"Word": "ACCOUNT", "Confidence": 0.991, "X1": 0.09791, "Y1": 0.6582, "X2": 0.14752, "Y2": 0.658, "X3": 0.14752, "Y3": 0.6658, "X4": 0.09661, "Y4": 0.6668, "page": 0, "Index": 1014}, {"Word": "TO", "Confidence": 0.997, "X1": 0.13316, "Y1": 0.6502, "X2": 0.14621, "Y2": 0.65, "X3": 0.14621, "Y3": 0.6588, "X4": 0.13316, "Y4": 0.6588, "page": 0, "Index": 1015}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.15013, "Y1": 0.6582, "X2": 0.17102, "Y2": 0.658, "X3": 0.17102, "Y3": 0.6658, "X4": 0.15013, "Y4": 0.6658, "page": 0, "Index": 1016}, {"Word": "THE", "Confidence": 0.991, "X1": 0.15274, "Y1": 0.6502, "X2": 0.17363, "Y2": 0.65, "X3": 0.17232, "Y3": 0.6588, "X4": 0.15144, "Y4": 0.6588, "page": 0, "Index": 1017}, {"Word": "THE", "Confidence": 0.998, "X1": 0.17624, "Y1": 0.6582, "X2": 0.19713, "Y2": 0.658, "X3": 0.19713, "Y3": 0.6658, "X4": 0.17493, "Y4": 0.6658, "page": 0, "Index": 1018}, {"Word": "DISEASE", "Confidence": 0.989, "X1": 0.17755, "Y1": 0.6502, "X2": 0.22454, "Y2": 0.65, "X3": 0.22454, "Y3": 0.6588, "X4": 0.17624, "Y4": 0.6588, "page": 0, "Index": 1019}, {"Word": "PURPOSE", "Confidence": 0.676, "X1": 0.20104, "Y1": 0.6582, "X2": 0.24804, "Y2": 0.658, "X3": 0.24804, "Y3": 0.6658, "X4": 0.20104, "Y4": 0.6658, "page": 0, "Index": 1020}, {"Word": "OF", "Confidence": 0.834, "X1": 0.25196, "Y1": 0.6582, "X2": 0.26632, "Y2": 0.658, "X3": 0.26632, "Y3": 0.6658, "X4": 0.25196, "Y4": 0.6658, "page": 0, "Index": 1021}, {"Word": "FUNDING", "Confidence": 0.846, "X1": 0.27023, "Y1": 0.6582, "X2": 0.31723, "Y2": 0.658, "X3": 0.31723, "Y3": 0.6658, "X4": 0.27023, "Y4": 0.6658, "page": 0, "Index": 1022}, {"Word": "THE", "Confidence": 0.833, "X1": 0.32245, "Y1": 0.6582, "X2": 0.34334, "Y2": 0.658, "X3": 0.34334, "Y3": 0.6658, "X4": 0.32245, "Y4": 0.6658, "page": 0, "Index": 1023}, {"Word": "(1)", "Confidence": 0.676, "X1": 0.41906, "Y1": 0.6572, "X2": 0.43081, "Y2": 0.657, "X3": 0.43081, "Y3": 0.6638, "X4": 0.41906, "Y4": 0.6638, "page": 0, "Index": 1024}, {"Word": "telacce", "Confidence": 0.192, "X1": 0.43342, "Y1": 0.6562, "X2": 0.46867, "Y2": 0.656, "X3": 0.46736, "Y3": 0.6638, "X4": 0.43342, "Y4": 0.6638, "page": 0, "Index": 1025}, {"Word": "parpong", "Confidence": 0.078, "X1": 0.44386, "Y1": 0.6502, "X2": 0.48564, "Y2": 0.65, "X3": 0.48564, "Y3": 0.6588, "X4": 0.44386, "Y4": 0.6568, "page": 0, "Index": 1026}, {"Word": "and", "Confidence": 0.207, "X1": 0.46997, "Y1": 0.6562, "X2": 0.48825, "Y2": 0.656, "X3": 0.48825, "Y3": 0.6638, "X4": 0.46997, "Y4": 0.6638, "page": 0, "Index": 1027}, {"Word": "other", "Confidence": 0.673, "X1": 0.49086, "Y1": 0.6552, "X2": 0.51697, "Y2": 0.655, "X3": 0.51697, "Y3": 0.6648, "X4": 0.49086, "Y4": 0.6638, "page": 0, "Index": 1028}, {"Word": "drug", "Confidence": 0.787, "X1": 0.51958, "Y1": 0.6552, "X2": 0.54047, "Y2": 0.655, "X3": 0.54047, "Y3": 0.6648, "X4": 0.51958, "Y4": 0.6648, "page": 0, "Index": 1029}, {"Word": "abase", "Confidence": 0.349, "X1": 0.54308, "Y1": 0.6552, "X2": 0.5705, "Y2": 0.655, "X3": 0.5705, "Y3": 0.6648, "X4": 0.54308, "Y4": 0.6648, "page": 0, "Index": 1030}, {"Word": "health", "Confidence": 0.446, "X1": 0.57311, "Y1": 0.6552, "X2": 0.60444, "Y2": 0.655, "X3": 0.60444, "Y3": 0.6648, "X4": 0.57311, "Y4": 0.6648, "page": 0, "Index": 1031}, {"Word": "education", "Confidence": 0.457, "X1": 0.60705, "Y1": 0.6562, "X2": 0.65274, "Y2": 0.656, "X3": 0.65274, "Y3": 0.6658, "X4": 0.60705, "Y4": 0.6648, "page": 0, "Index": 1032}, {"Word": "programs", "Confidence": 0.346, "X1": 0.65535, "Y1": 0.6572, "X2": 0.69713, "Y2": 0.657, "X3": 0.69713, "Y3": 0.6668, "X4": 0.65405, "Y4": 0.6658, "page": 0, "Index": 1033}, {"Word": "ja", "Confidence": 0.095, "X1": 0.69974, "Y1": 0.6572, "X2": 0.71149, "Y2": 0.657, "X3": 0.71018, "Y3": 0.6668, "X4": 0.69974, "Y4": 0.6668, "page": 0, "Index": 1034}, {"Word": "CANCER", "Confidence": 0.886, "X1": 0.01175, "Y1": 0.6662, "X2": 0.05091, "Y2": 0.666, "X3": 0.05091, "Y3": 0.6738, "X4": 0.01175, "Y4": 0.6738, "page": 0, "Index": 1035}, {"Word": "REGISTRY,", "Confidence": 0.67, "X1": 0.05352, "Y1": 0.6662, "X2": 0.10966, "Y2": 0.666, "X3": 0.10966, "Y3": 0.6748, "X4": 0.05352, "Y4": 0.6738, "page": 0, "Index": 1036}, {"Word": "THE", "Confidence": 0.998, "X1": 0.11227, "Y1": 0.6662, "X2": 0.13446, "Y2": 0.666, "X3": 0.13316, "Y3": 0.6748, "X4": 0.11227, "Y4": 0.6748, "page": 0, "Index": 1037}, {"Word": "ACQUISITION", "Confidence": 0.786, "X1": 0.13969, "Y1": 0.6662, "X2": 0.20757, "Y2": 0.666, "X3": 0.20757, "Y3": 0.6738, "X4": 0.13838, "Y4": 0.6748, "page": 0, "Index": 1038}, {"Word": "AND", "Confidence": 0.998, "X1": 0.21279, "Y1": 0.6662, "X2": 0.23368, "Y2": 0.666, "X3": 0.23368, "Y3": 0.6738, "X4": 0.21279, "Y4": 0.6738, "page": 0, "Index": 1039}, {"Word": "DISSEMINATION", "Confidence": 0.484, "X1": 0.2389, "Y1": 0.6662, "X2": 0.32376, "Y2": 0.666, "X3": 0.32376, "Y3": 0.6738, "X4": 0.2389, "Y4": 0.6738, "page": 0, "Index": 1040}, {"Word": "OF", "Confidence": 0.965, "X1": 0.32898, "Y1": 0.6662, "X2": 0.34334, "Y2": 0.666, "X3": 0.34334, "Y3": 0.6738, "X4": 0.32768, "Y4": 0.6738, "page": 0, "Index": 1041}, {"Word": "schoole", "Confidence": 0.163, "X1": 0.42167, "Y1": 0.6642, "X2": 0.45039, "Y2": 0.664, "X3": 0.45039, "Y3": 0.6718, "X4": 0.42167, "Y4": 0.6718, "page": 0, "Index": 1042}, {"Word": "and", "Confidence": 0.705, "X1": 0.4517, "Y1": 0.6642, "X2": 0.46867, "Y2": 0.664, "X3": 0.46867, "Y3": 0.6718, "X4": 0.4517, "Y4": 0.6718, "page": 0, "Index": 1043}, {"Word": "communities;", "Confidence": 0.162, "X1": 0.47128, "Y1": 0.6662, "X2": 0.53264, "Y2": 0.666, "X3": 0.53133, "Y3": 0.6728, "X4": 0.46997, "Y4": 0.6718, "page": 0, "Index": 1044}, {"Word": "DATA", "Confidence": 0.981, "X1": 0.01175, "Y1": 0.6742, "X2": 0.03916, "Y2": 0.674, "X3": 0.03786, "Y3": 0.6828, "X4": 0.01044, "Y4": 0.6828, "page": 0, "Index": 1045}, {"Word": "ON", "Confidence": 0.998, "X1": 0.04308, "Y1": 0.6742, "X2": 0.05744, "Y2": 0.674, "X3": 0.05614, "Y3": 0.6828, "X4": 0.04178, "Y4": 0.6828, "page": 0, "Index": 1046}, {"Word": "HEALTH", "Confidence": 0.997, "X1": 0.06266, "Y1": 0.6742, "X2": 0.10705, "Y2": 0.674, "X3": 0.10574, "Y3": 0.6818, "X4": 0.06136, "Y4": 0.6818, "page": 0, "Index": 1047}, {"Word": "CARE", "Confidence": 0.982, "X1": 0.11227, "Y1": 0.6742, "X2": 0.1436, "Y2": 0.674, "X3": 0.1423, "Y3": 0.6818, "X4": 0.11227, "Y4": 0.6818, "page": 0, "Index": 1048}, {"Word": "ISSUES", "Confidence": 0.934, "X1": 0.14883, "Y1": 0.6732, "X2": 0.1893, "Y2": 0.673, "X3": 0.1893, "Y3": 0.6818, "X4": 0.14752, "Y4": 0.6818, "page": 0, "Index": 1049}, {"Word": "AND", "Confidence": 0.998, "X1": 0.19452, "Y1": 0.6732, "X2": 0.21671, "Y2": 0.673, "X3": 0.2154, "Y3": 0.6818, "X4": 0.19321, "Y4": 0.6818, "page": 0, "Index": 1050}, {"Word": "OTHER", "Confidence": 0.966, "X1": 0.22193, "Y1": 0.6732, "X2": 0.2624, "Y2": 0.673, "X3": 0.2611, "Y3": 0.6818, "X4": 0.22193, "Y4": 0.6818, "page": 0, "Index": 1051}, {"Word": "DISEASE", "Confidence": 0.886, "X1": 0.26632, "Y1": 0.6742, "X2": 0.31462, "Y2": 0.674, "X3": 0.31462, "Y3": 0.6818, "X4": 0.26632, "Y4": 0.6818, "page": 0, "Index": 1052}, {"Word": "AND", "Confidence": 0.998, "X1": 0.32115, "Y1": 0.6742, "X2": 0.34334, "Y2": 0.674, "X3": 0.34334, "Y3": 0.6818, "X4": 0.31984, "Y4": 0.6818, "page": 0, "Index": 1053}, {"Word": "(2)", "Confidence": 0.901, "X1": 0.42167, "Y1": 0.6722, "X2": 0.43081, "Y2": 0.672, "X3": 0.43081, "Y3": 0.6798, "X4": 0.42037, "Y4": 0.6798, "page": 0, "Index": 1054}, {"Word": "pay", "Confidence": 0.958, "X1": 0.4295, "Y1": 0.6802, "X2": 0.44517, "Y2": 0.68, "X3": 0.44517, "Y3": 0.6878, "X4": 0.4295, "Y4": 0.6888, "page": 0, "Index": 1055}, {"Word": "health", "Confidence": 0.275, "X1": 0.43342, "Y1": 0.6722, "X2": 0.46214, "Y2": 0.672, "X3": 0.46214, "Y3": 0.6798, "X4": 0.43342, "Y4": 0.6798, "page": 0, "Index": 1056}, {"Word": "for", "Confidence": 0.233, "X1": 0.44778, "Y1": 0.6802, "X2": 0.46084, "Y2": 0.68, "X3": 0.46084, "Y3": 0.6878, "X4": 0.44778, "Y4": 0.6878, "page": 0, "Index": 1057}, {"Word": "these", "Confidence": 0.654, "X1": 0.46345, "Y1": 0.6812, "X2": 0.48564, "Y2": 0.681, "X3": 0.48564, "Y3": 0.6878, "X4": 0.46345, "Y4": 0.6878, "page": 0, "Index": 1058}, {"Word": "care", "Confidence": 0.764, "X1": 0.46475, "Y1": 0.6722, "X2": 0.48303, "Y2": 0.672, "X3": 0.48303, "Y3": 0.6798, "X4": 0.46345, "Y4": 0.6798, "page": 0, "Index": 1059}, {"Word": "and", "Confidence": 0.38, "X1": 0.48564, "Y1": 0.6712, "X2": 0.50261, "Y2": 0.671, "X3": 0.50131, "Y3": 0.6798, "X4": 0.48564, "Y4": 0.6798, "page": 0, "Index": 1060}, {"Word": "medical", "Confidence": 0.615, "X1": 0.50392, "Y1": 0.6712, "X2": 0.53786, "Y2": 0.671, "X3": 0.53655, "Y3": 0.6798, "X4": 0.50392, "Y4": 0.6798, "page": 0, "Index": 1061}, {"Word": "treatment", "Confidence": 0.604, "X1": 0.53916, "Y1": 0.6712, "X2": 0.58355, "Y2": 0.671, "X3": 0.58355, "Y3": 0.6808, "X4": 0.53916, "Y4": 0.6798, "page": 0, "Index": 1062}, {"Word": "of", "Confidence": 0.61, "X1": 0.58616, "Y1": 0.6712, "X2": 0.5953, "Y2": 0.671, "X3": 0.59399, "Y3": 0.6808, "X4": 0.58616, "Y4": 0.6808, "page": 0, "Index": 1063}, {"Word": "patients", "Confidence": 0.601, "X1": 0.59791, "Y1": 0.6712, "X2": 0.63316, "Y2": 0.671, "X3": 0.63316, "Y3": 0.6808, "X4": 0.59661, "Y4": 0.6808, "page": 0, "Index": 1064}, {"Word": "who", "Confidence": 0.077, "X1": 0.63577, "Y1": 0.6722, "X2": 0.65274, "Y2": 0.672, "X3": 0.65144, "Y3": 0.6818, "X4": 0.63577, "Y4": 0.6808, "page": 0, "Index": 1065}, {"Word": "cannot", "Confidence": 0.39, "X1": 0.65535, "Y1": 0.6722, "X2": 0.68277, "Y2": 0.672, "X3": 0.68277, "Y3": 0.6818, "X4": 0.65405, "Y4": 0.6818, "page": 0, "Index": 1066}, {"Word": "afford", "Confidence": 0.213, "X1": 0.68538, "Y1": 0.6722, "X2": 0.71149, "Y2": 0.672, "X3": 0.71149, "Y3": 0.6828, "X4": 0.68538, "Y4": 0.6818, "page": 0, "Index": 1067}, {"Word": "CANCER", "Confidence": 0.955, "X1": 0.01044, "Y1": 0.6822, "X2": 0.05352, "Y2": 0.682, "X3": 0.05352, "Y3": 0.6898, "X4": 0.01044, "Y4": 0.6898, "page": 0, "Index": 1068}, {"Word": "DEPARTMENT", "Confidence": 0.656, "X1": 0.01305, "Y1": 0.6902, "X2": 0.07702, "Y2": 0.69, "X3": 0.07702, "Y3": 0.6978, "X4": 0.01305, "Y4": 0.6978, "page": 0, "Index": 1069}, {"Word": "RESEARCH:", "Confidence": 0.666, "X1": 0.05744, "Y1": 0.6822, "X2": 0.12402, "Y2": 0.682, "X3": 0.12272, "Y3": 0.6898, "X4": 0.05744, "Y4": 0.6898, "page": 0, "Index": 1070}, {"Word": "DESIGNATING", "Confidence": 0.602, "X1": 0.12533, "Y1": 0.6812, "X2": 0.20366, "Y2": 0.681, "X3": 0.20366, "Y3": 0.6898, "X4": 0.12533, "Y4": 0.6898, "page": 0, "Index": 1071}, {"Word": "AS", "Confidence": 0.998, "X1": 0.1423, "Y1": 0.6902, "X2": 0.15535, "Y2": 0.69, "X3": 0.15535, "Y3": 0.6978, "X4": 0.1423, "Y4": 0.6988, "page": 0, "Index": 1072}, {"Word": "THE", "Confidence": 0.666, "X1": 0.15796, "Y1": 0.6902, "X2": 0.17755, "Y2": 0.69, "X3": 0.17755, "Y3": 0.6978, "X4": 0.15796, "Y4": 0.6978, "page": 0, "Index": 1073}, {"Word": "DISBURSING", "Confidence": 0.636, "X1": 0.18146, "Y1": 0.6902, "X2": 0.24543, "Y2": 0.69, "X3": 0.24543, "Y3": 0.6978, "X4": 0.18146, "Y4": 0.6978, "page": 0, "Index": 1074}, {"Word": "THE", "Confidence": 0.998, "X1": 0.21018, "Y1": 0.6812, "X2": 0.23238, "Y2": 0.681, "X3": 0.23238, "Y3": 0.6898, "X4": 0.21018, "Y4": 0.6898, "page": 0, "Index": 1075}, {"Word": "DIRECTOR", "Confidence": 0.962, "X1": 0.2376, "Y1": 0.6812, "X2": 0.29504, "Y2": 0.681, "X3": 0.29504, "Y3": 0.6898, "X4": 0.2376, "Y4": 0.6898, "page": 0, "Index": 1076}, {"Word": "OFFICER", "Confidence": 0.845, "X1": 0.25065, "Y1": 0.6892, "X2": 0.29634, "Y2": 0.689, "X3": 0.29634, "Y3": 0.6978, "X4": 0.25065, "Y4": 0.6978, "page": 0, "Index": 1077}, {"Word": "FOR", "Confidence": 0.911, "X1": 0.29896, "Y1": 0.6892, "X2": 0.31984, "Y2": 0.689, "X3": 0.31984, "Y3": 0.6978, "X4": 0.29896, "Y4": 0.6978, "page": 0, "Index": 1078}, {"Word": "OF", "Confidence": 0.603, "X1": 0.30157, "Y1": 0.6812, "X2": 0.31593, "Y2": 0.681, "X3": 0.31593, "Y3": 0.6898, "X4": 0.30157, "Y4": 0.6898, "page": 0, "Index": 1079}, {"Word": "THE", "Confidence": 0.958, "X1": 0.32245, "Y1": 0.6812, "X2": 0.34465, "Y2": 0.681, "X3": 0.34465, "Y3": 0.6898, "X4": 0.32245, "Y4": 0.6898, "page": 0, "Index": 1080}, {"Word": "THE", "Confidence": 0.997, "X1": 0.32376, "Y1": 0.6892, "X2": 0.34334, "Y2": 0.689, "X3": 0.34334, "Y3": 0.6968, "X4": 0.32376, "Y4": 0.6978, "page": 0, "Index": 1081}, {"Word": "to", "Confidence": 0.991, "X1": 0.41906, "Y1": 0.6802, "X2": 0.42689, "Y2": 0.68, "X3": 0.4282, "Y3": 0.6888, "X4": 0.42037, "Y4": 0.6888, "page": 0, "Index": 1082}, {"Word": "(3)", "Confidence": 0.627, "X1": 0.41906, "Y1": 0.6882, "X2": 0.43081, "Y2": 0.688, "X3": 0.43081, "Y3": 0.6958, "X4": 0.41906, "Y4": 0.6958, "page": 0, "Index": 1083}, {"Word": "home", "Confidence": 0.607, "X1": 0.43342, "Y1": 0.6882, "X2": 0.46084, "Y2": 0.688, "X3": 0.46084, "Y3": 0.6958, "X4": 0.43342, "Y4": 0.6958, "page": 0, "Index": 1084}, {"Word": "and", "Confidence": 0.997, "X1": 0.46345, "Y1": 0.6882, "X2": 0.48303, "Y2": 0.688, "X3": 0.48303, "Y3": 0.6958, "X4": 0.46345, "Y4": 0.6958, "page": 0, "Index": 1085}, {"Word": "community-based", "Confidence": 0.409, "X1": 0.48433, "Y1": 0.6872, "X2": 0.5705, "Y2": 0.687, "X3": 0.5705, "Y3": 0.6968, "X4": 0.48564, "Y4": 0.6958, "page": 0, "Index": 1086}, {"Word": "services;", "Confidence": 0.466, "X1": 0.48825, "Y1": 0.6822, "X2": 0.52872, "Y2": 0.682, "X3": 0.52872, "Y3": 0.6888, "X4": 0.48825, "Y4": 0.6878, "page": 0, "Index": 1087}, {"Word": "services", "Confidence": 0.488, "X1": 0.57311, "Y1": 0.6872, "X2": 0.61358, "Y2": 0.687, "X3": 0.61358, "Y3": 0.6968, "X4": 0.57311, "Y4": 0.6968, "page": 0, "Index": 1088}, {"Word": "for", "Confidence": 0.438, "X1": 0.61619, "Y1": 0.6872, "X2": 0.63185, "Y2": 0.687, "X3": 0.63185, "Y3": 0.6968, "X4": 0.61619, "Y4": 0.6968, "page": 0, "Index": 1089}, {"Word": "persons", "Confidence": 0.634, "X1": 0.63316, "Y1": 0.6882, "X2": 0.67102, "Y2": 0.688, "X3": 0.67102, "Y3": 0.6978, "X4": 0.63446, "Y4": 0.6968, "page": 0, "Index": 1090}, {"Word": "at", "Confidence": 0.248, "X1": 0.67363, "Y1": 0.6882, "X2": 0.68407, "Y2": 0.688, "X3": 0.68407, "Y3": 0.6978, "X4": 0.67363, "Y4": 0.6978, "page": 0, "Index": 1091}, {"Word": "least", "Confidence": 0.829, "X1": 0.68668, "Y1": 0.6882, "X2": 0.71279, "Y2": 0.688, "X3": 0.71279, "Y3": 0.6978, "X4": 0.68668, "Y4": 0.6978, "page": 0, "Index": 1092}, {"Word": "HEALTH", "Confidence": 0.919, "X1": 0.01305, "Y1": 0.6982, "X2": 0.05222, "Y2": 0.698, "X3": 0.05222, "Y3": 0.7058, "X4": 0.01305, "Y4": 0.7058, "page": 0, "Index": 1093}, {"Word": "EDUCATION", "Confidence": 0.615, "X1": 0.06005, "Y1": 0.6982, "X2": 0.12402, "Y2": 0.698, "X3": 0.12402, "Y3": 0.7068, "X4": 0.06005, "Y4": 0.7058, "page": 0, "Index": 1094}, {"Word": "OF", "Confidence": 0.998, "X1": 0.07963, "Y1": 0.6902, "X2": 0.09269, "Y2": 0.69, "X3": 0.09269, "Y3": 0.6988, "X4": 0.07833, "Y4": 0.6978, "page": 0, "Index": 1095}, {"Word": "HEALTH", "Confidence": 0.652, "X1": 0.0953, "Y1": 0.6902, "X2": 0.13708, "Y2": 0.69, "X3": 0.13708, "Y3": 0.6988, "X4": 0.0953, "Y4": 0.6988, "page": 0, "Index": 1096}, {"Word": "FUND", "Confidence": 0.812, "X1": 0.13446, "Y1": 0.6982, "X2": 0.16449, "Y2": 0.698, "X3": 0.16449, "Y3": 0.7068, "X4": 0.13316, "Y4": 0.7068, "page": 0, "Index": 1097}, {"Word": "ACCOUNT", "Confidence": 0.643, "X1": 0.17232, "Y1": 0.6972, "X2": 0.22715, "Y2": 0.697, "X3": 0.22715, "Y3": 0.7058, "X4": 0.17232, "Y4": 0.7058, "page": 0, "Index": 1098}, {"Word": "AND", "Confidence": 0.998, "X1": 0.23368, "Y1": 0.6972, "X2": 0.25718, "Y2": 0.697, "X3": 0.25587, "Y3": 0.7058, "X4": 0.23368, "Y4": 0.7058, "page": 0, "Index": 1099}, {"Word": "THE", "Confidence": 0.956, "X1": 0.26501, "Y1": 0.6972, "X2": 0.28721, "Y2": 0.697, "X3": 0.28721, "Y3": 0.7058, "X4": 0.26501, "Y4": 0.7058, "page": 0, "Index": 1100}, {"Word": "DISEASE", "Confidence": 0.776, "X1": 0.29504, "Y1": 0.6972, "X2": 0.34334, "Y2": 0.697, "X3": 0.34334, "Y3": 0.7048, "X4": 0.29504, "Y4": 0.7058, "page": 0, "Index": 1101}, {"Word": "50", "Confidence": 0.092, "X1": 0.42037, "Y1": 0.6952, "X2": 0.43081, "Y2": 0.695, "X3": 0.43081, "Y3": 0.7038, "X4": 0.42037, "Y4": 0.7038, "page": 0, "Index": 1102}, {"Word": "years", "Confidence": 0.655, "X1": 0.43342, "Y1": 0.6952, "X2": 0.45822, "Y2": 0.695, "X3": 0.45822, "Y3": 0.7048, "X4": 0.43342, "Y4": 0.7038, "page": 0, "Index": 1103}, {"Word": "of", "Confidence": 0.31, "X1": 0.46084, "Y1": 0.6962, "X2": 0.46997, "Y2": 0.696, "X3": 0.46997, "Y3": 0.7048, "X4": 0.46084, "Y4": 0.7048, "page": 0, "Index": 1104}, {"Word": "age,", "Confidence": 0.145, "X1": 0.47258, "Y1": 0.6962, "X2": 0.49217, "Y2": 0.696, "X3": 0.49217, "Y3": 0.7048, "X4": 0.47258, "Y4": 0.7048, "page": 0, "Index": 1105}, {"Word": "Including,", "Confidence": 0.136, "X1": 0.49478, "Y1": 0.6962, "X2": 0.53786, "Y2": 0.696, "X3": 0.53916, "Y3": 0.7048, "X4": 0.49478, "Y4": 0.7048, "page": 0, "Index": 1106}, {"Word": "but", "Confidence": 0.81, "X1": 0.54047, "Y1": 0.6962, "X2": 0.55875, "Y2": 0.696, "X3": 0.55875, "Y3": 0.7048, "X4": 0.54047, "Y4": 0.7048, "page": 0, "Index": 1107}, {"Word": "not", "Confidence": 0.337, "X1": 0.56136, "Y1": 0.6962, "X2": 0.57702, "Y2": 0.696, "X3": 0.57702, "Y3": 0.7048, "X4": 0.56136, "Y4": 0.7048, "page": 0, "Index": 1108}, {"Word": "limited", "Confidence": 0.68, "X1": 0.57833, "Y1": 0.6962, "X2": 0.61358, "Y2": 0.696, "X3": 0.61358, "Y3": 0.7048, "X4": 0.57833, "Y4": 0.7048, "page": 0, "Index": 1109}, {"Word": "to", "Confidence": 0.919, "X1": 0.61488, "Y1": 0.6962, "X2": 0.62533, "Y2": 0.696, "X3": 0.62533, "Y3": 0.7048, "X4": 0.61488, "Y4": 0.7048, "page": 0, "Index": 1110}, {"Word": "transportation", "Confidence": 0.624, "X1": 0.62794, "Y1": 0.6962, "X2": 0.6906, "Y2": 0.696, "X3": 0.6906, "Y3": 0.7048, "X4": 0.62794, "Y4": 0.7048, "page": 0, "Index": 1111}, {"Word": "and", "Confidence": 0.381, "X1": 0.69321, "Y1": 0.6962, "X2": 0.71149, "Y2": 0.696, "X3": 0.71149, "Y3": 0.7048, "X4": 0.69321, "Y4": 0.7048, "page": 0, "Index": 1112}, {"Word": "SURVEILLANCE", "Confidence": 0.894, "X1": 0.01305, "Y1": 0.7062, "X2": 0.09138, "Y2": 0.706, "X3": 0.09138, "Y3": 0.7138, "X4": 0.01305, "Y4": 0.7138, "page": 0, "Index": 1113}, {"Word": "AND", "Confidence": 0.998, "X1": 0.0953, "Y1": 0.7062, "X2": 0.11749, "Y2": 0.706, "X3": 0.11749, "Y3": 0.7138, "X4": 0.0953, "Y4": 0.7138, "page": 0, "Index": 1114}, {"Word": "RESEARCH", "Confidence": 0.634, "X1": 0.12141, "Y1": 0.7062, "X2": 0.18016, "Y2": 0.706, "X3": 0.18016, "Y3": 0.7138, "X4": 0.12141, "Y4": 0.7138, "page": 0, "Index": 1115}, {"Word": "FUND", "Confidence": 0.928, "X1": 0.18538, "Y1": 0.7052, "X2": 0.2154, "Y2": 0.705, "X3": 0.2154, "Y3": 0.7138, "X4": 0.18538, "Y4": 0.7138, "page": 0, "Index": 1116}, {"Word": "ACCOUNT,", "Confidence": 0.615, "X1": 0.22063, "Y1": 0.7052, "X2": 0.27937, "Y2": 0.705, "X3": 0.27937, "Y3": 0.7138, "X4": 0.22063, "Y4": 0.7138, "page": 0, "Index": 1117}, {"Word": "PROVIDING", "Confidence": 0.729, "X1": 0.28198, "Y1": 0.7052, "X2": 0.34334, "Y2": 0.705, "X3": 0.34334, "Y3": 0.7138, "X4": 0.28198, "Y4": 0.7138, "page": 0, "Index": 1118}, {"Word": "meslag", "Confidence": 0.112, "X1": 0.41906, "Y1": 0.7052, "X2": 0.4517, "Y2": 0.705, "X3": 0.4517, "Y3": 0.7128, "X4": 0.42037, "Y4": 0.7118, "page": 0, "Index": 1119}, {"Word": "THAT", "Confidence": 0.986, "X1": 0.01305, "Y1": 0.7132, "X2": 0.04047, "Y2": 0.713, "X3": 0.04047, "Y3": 0.7218, "X4": 0.01305, "Y4": 0.7218, "page": 0, "Index": 1120}, {"Word": "ANY", "Confidence": 0.998, "X1": 0.04308, "Y1": 0.7132, "X2": 0.06527, "Y2": 0.713, "X3": 0.06527, "Y3": 0.7218, "X4": 0.04308, "Y4": 0.7218, "page": 0, "Index": 1121}, {"Word": "SCHOOL", "Confidence": 0.944, "X1": 0.0705, "Y1": 0.7132, "X2": 0.11488, "Y2": 0.713, "X3": 0.11488, "Y3": 0.7218, "X4": 0.06919, "Y4": 0.7218, "page": 0, "Index": 1122}, {"Word": "RECEIVING", "Confidence": 0.953, "X1": 0.1201, "Y1": 0.7132, "X2": 0.18277, "Y2": 0.713, "X3": 0.18277, "Y3": 0.7218, "X4": 0.1201, "Y4": 0.7218, "page": 0, "Index": 1123}, {"Word": "FUNDS", "Confidence": 0.93, "X1": 0.18799, "Y1": 0.7132, "X2": 0.22715, "Y2": 0.713, "X3": 0.22715, "Y3": 0.7208, "X4": 0.18799, "Y4": 0.7218, "page": 0, "Index": 1124}, {"Word": "FROM", "Confidence": 0.904, "X1": 0.23238, "Y1": 0.7132, "X2": 0.2624, "Y2": 0.713, "X3": 0.2624, "Y3": 0.7208, "X4": 0.23107, "Y4": 0.7208, "page": 0, "Index": 1125}, {"Word": "THE", "Confidence": 0.695, "X1": 0.27023, "Y1": 0.7132, "X2": 0.29243, "Y2": 0.713, "X3": 0.29243, "Y3": 0.7208, "X4": 0.27023, "Y4": 0.7208, "page": 0, "Index": 1126}, {"Word": "Y", "Confidence": 0.995, "X1": 0.2859, "Y1": 0.7212, "X2": 0.29112, "Y2": 0.721, "X3": 0.28982, "Y3": 0.7278, "X4": 0.2859, "Y4": 0.7268, "page": 0, "Index": 1127}, {"Word": "TOBACCO", "Confidence": 0.785, "X1": 0.29504, "Y1": 0.7212, "X2": 0.34465, "Y2": 0.721, "X3": 0.34465, "Y3": 0.7278, "X4": 0.29634, "Y4": 0.7278, "page": 0, "Index": 1128}, {"Word": "HEALTH", "Confidence": 0.993, "X1": 0.29765, "Y1": 0.7132, "X2": 0.34334, "Y2": 0.713, "X3": 0.34204, "Y3": 0.7208, "X4": 0.29634, "Y4": 0.7208, "page": 0, "Index": 1129}, {"Word": "(4)", "Confidence": 0.008, "X1": 0.41906, "Y1": 0.7112, "X2": 0.43211, "Y2": 0.711, "X3": 0.43211, "Y3": 0.7188, "X4": 0.42037, "Y4": 0.7188, "page": 0, "Index": 1130}, {"Word": "(5)", "Confidence": 0.009, "X1": 0.42167, "Y1": 0.7192, "X2": 0.43211, "Y2": 0.719, "X3": 0.43211, "Y3": 0.7268, "X4": 0.42167, "Y4": 0.7268, "page": 0, "Index": 1131}, {"Word": "services", "Confidence": 0.505, "X1": 0.43342, "Y1": 0.7102, "X2": 0.46867, "Y2": 0.71, "X3": 0.46867, "Y3": 0.7198, "X4": 0.43473, "Y4": 0.7188, "page": 0, "Index": 1132}, {"Word": "dieeste", "Confidence": 0.08, "X1": 0.43473, "Y1": 0.7192, "X2": 0.46606, "Y2": 0.719, "X3": 0.46606, "Y3": 0.7268, "X4": 0.43473, "Y4": 0.7268, "page": 0, "Index": 1133}, {"Word": "surveillance,", "Confidence": 0.195, "X1": 0.46867, "Y1": 0.7192, "X2": 0.5235, "Y2": 0.719, "X3": 0.5235, "Y3": 0.7278, "X4": 0.46867, "Y4": 0.7268, "page": 0, "Index": 1134}, {"Word": "for", "Confidence": 0.634, "X1": 0.47128, "Y1": 0.7102, "X2": 0.48303, "Y2": 0.71, "X3": 0.48303, "Y3": 0.7198, "X4": 0.47128, "Y4": 0.7198, "page": 0, "Index": 1135}, {"Word": "children", "Confidence": 0.127, "X1": 0.48564, "Y1": 0.7112, "X2": 0.52089, "Y2": 0.711, "X3": 0.52089, "Y3": 0.7198, "X4": 0.48564, "Y4": 0.7198, "page": 0, "Index": 1136}, {"Word": "and", "Confidence": 0.837, "X1": 0.5235, "Y1": 0.7112, "X2": 0.53916, "Y2": 0.711, "X3": 0.53916, "Y3": 0.7198, "X4": 0.5235, "Y4": 0.7198, "page": 0, "Index": 1137}, {"Word": "Including", "Confidence": 0.227, "X1": 0.52611, "Y1": 0.7192, "X2": 0.56658, "Y2": 0.719, "X3": 0.56658, "Y3": 0.7278, "X4": 0.5248, "Y4": 0.7278, "page": 0, "Index": 1138}, {"Word": "their", "Confidence": 0.702, "X1": 0.54178, "Y1": 0.7112, "X2": 0.56397, "Y2": 0.711, "X3": 0.56266, "Y3": 0.7198, "X4": 0.54178, "Y4": 0.7198, "page": 0, "Index": 1139}, {"Word": "families;", "Confidence": 0.374, "X1": 0.56527, "Y1": 0.7112, "X2": 0.60836, "Y2": 0.711, "X3": 0.60705, "Y3": 0.7198, "X4": 0.56527, "Y4": 0.7198, "page": 0, "Index": 1140}, {"Word": "but", "Confidence": 0.931, "X1": 0.56919, "Y1": 0.7192, "X2": 0.58355, "Y2": 0.719, "X3": 0.58355, "Y3": 0.7278, "X4": 0.56789, "Y4": 0.7278, "page": 0, "Index": 1141}, {"Word": "not", "Confidence": 0.295, "X1": 0.58616, "Y1": 0.7192, "X2": 0.60052, "Y2": 0.719, "X3": 0.60052, "Y3": 0.7278, "X4": 0.58616, "Y4": 0.7278, "page": 0, "Index": 1142}, {"Word": "EDUCATION", "Confidence": 0.686, "X1": 0.01436, "Y1": 0.7212, "X2": 0.06789, "Y2": 0.721, "X3": 0.06789, "Y3": 0.7288, "X4": 0.01436, "Y4": 0.7288, "page": 0, "Index": 1143}, {"Word": "FREE", "Confidence": 0.615, "X1": 0.01436, "Y1": 0.7292, "X2": 0.03916, "Y2": 0.729, "X3": 0.03786, "Y3": 0.7368, "X4": 0.01305, "Y4": 0.7368, "page": 0, "Index": 1144}, {"Word": "(MEANING", "Confidence": 0.771, "X1": 0.04047, "Y1": 0.7282, "X2": 0.09399, "Y2": 0.728, "X3": 0.09399, "Y3": 0.7368, "X4": 0.04047, "Y4": 0.7368, "page": 0, "Index": 1145}, {"Word": "FUND", "Confidence": 0.945, "X1": 0.07311, "Y1": 0.7212, "X2": 0.10183, "Y2": 0.721, "X3": 0.10183, "Y3": 0.7288, "X4": 0.07311, "Y4": 0.7288, "page": 0, "Index": 1146}, {"Word": "NO", "Confidence": 0.688, "X1": 0.09922, "Y1": 0.7282, "X2": 0.11488, "Y2": 0.728, "X3": 0.11488, "Y3": 0.7368, "X4": 0.09922, "Y4": 0.7368, "page": 0, "Index": 1147}, {"Word": "ACCOUNT", "Confidence": 0.993, "X1": 0.10574, "Y1": 0.7212, "X2": 0.15796, "Y2": 0.721, "X3": 0.15796, "Y3": 0.7288, "X4": 0.10705, "Y4": 0.7288, "page": 0, "Index": 1148}, {"Word": "POSSESSION", "Confidence": 0.676, "X1": 0.1201, "Y1": 0.7282, "X2": 0.18538, "Y2": 0.728, "X3": 0.18538, "Y3": 0.7368, "X4": 0.1201, "Y4": 0.7368, "page": 0, "Index": 1149}, {"Word": "MUST", "Confidence": 0.846, "X1": 0.16188, "Y1": 0.7212, "X2": 0.1906, "Y2": 0.721, "X3": 0.1906, "Y3": 0.7288, "X4": 0.16188, "Y4": 0.7288, "page": 0, "Index": 1150}, {"Word": "OR", "Confidence": 0.998, "X1": 0.19191, "Y1": 0.7282, "X2": 0.20627, "Y2": 0.728, "X3": 0.20627, "Y3": 0.7368, "X4": 0.1906, "Y4": 0.7368, "page": 0, "Index": 1151}, {"Word": "BECOME", "Confidence": 0.633, "X1": 0.19452, "Y1": 0.7212, "X2": 0.24021, "Y2": 0.721, "X3": 0.24021, "Y3": 0.7288, "X4": 0.19452, "Y4": 0.7288, "page": 0, "Index": 1152}, {"Word": "USE", "Confidence": 0.998, "X1": 0.21149, "Y1": 0.7282, "X2": 0.23368, "Y2": 0.728, "X3": 0.23238, "Y3": 0.7368, "X4": 0.21149, "Y4": 0.7368, "page": 0, "Index": 1153}, {"Word": "OF", "Confidence": 0.998, "X1": 0.23629, "Y1": 0.7282, "X2": 0.25196, "Y2": 0.728, "X3": 0.25196, "Y3": 0.7368, "X4": 0.23629, "Y4": 0.7368, "page": 0, "Index": 1154}, {"Word": "TOTALLY", "Confidence": 0.994, "X1": 0.24543, "Y1": 0.7212, "X2": 0.29112, "Y2": 0.721, "X3": 0.29112, "Y3": 0.7288, "X4": 0.24543, "Y4": 0.7288, "page": 0, "Index": 1155}, {"Word": "CIGARETTES", "Confidence": 0.866, "X1": 0.25587, "Y1": 0.7282, "X2": 0.32637, "Y2": 0.728, "X3": 0.32637, "Y3": 0.7358, "X4": 0.25587, "Y4": 0.7368, "page": 0, "Index": 1156}, {"Word": "TOBA", "Confidence": 0.665, "X1": 0.29634, "Y1": 0.7232, "X2": 0.32245, "Y2": 0.723, "X3": 0.32115, "Y3": 0.7288, "X4": 0.29504, "Y4": 0.7278, "page": 0, "Index": 1157}, {"Word": "OR", "Confidence": 0.994, "X1": 0.32898, "Y1": 0.7282, "X2": 0.34334, "Y2": 0.728, "X3": 0.34334, "Y3": 0.7358, "X4": 0.32898, "Y4": 0.7358, "page": 0, "Index": 1158}, {"Word": "Irastod", "Confidence": 0.198, "X1": 0.60313, "Y1": 0.7192, "X2": 0.63446, "Y2": 0.719, "X3": 0.63446, "Y3": 0.7288, "X4": 0.60313, "Y4": 0.7278, "page": 0, "Index": 1159}, {"Word": "to", "Confidence": 0.992, "X1": 0.63708, "Y1": 0.7192, "X2": 0.64491, "Y2": 0.719, "X3": 0.6436, "Y3": 0.7288, "X4": 0.63708, "Y4": 0.7288, "page": 0, "Index": 1160}, {"Word": "tobence", "Confidence": 0.079, "X1": 0.64752, "Y1": 0.7192, "X2": 0.67885, "Y2": 0.719, "X3": 0.67755, "Y3": 0.7288, "X4": 0.64621, "Y4": 0.7288, "page": 0, "Index": 1161}, {"Word": "related", "Confidence": 0.652, "X1": 0.68146, "Y1": 0.7182, "X2": 0.71149, "Y2": 0.718, "X3": 0.71018, "Y3": 0.7288, "X4": 0.68016, "Y4": 0.7288, "page": 0, "Index": 1162}, {"Word": "TOBACCO", "Confidence": 0.9, "X1": 0.01436, "Y1": 0.7372, "X2": 0.05875, "Y2": 0.737, "X3": 0.05744, "Y3": 0.7448, "X4": 0.01305, "Y4": 0.7448, "page": 0, "Index": 1163}, {"Word": "PRODUCTS", "Confidence": 0.783, "X1": 0.06266, "Y1": 0.7362, "X2": 0.1201, "Y2": 0.736, "X3": 0.1188, "Y3": 0.7448, "X4": 0.06136, "Y4": 0.7448, "page": 0, "Index": 1164}, {"Word": "ARE", "Confidence": 0.994, "X1": 0.12402, "Y1": 0.7362, "X2": 0.14491, "Y2": 0.736, "X3": 0.14491, "Y3": 0.7448, "X4": 0.12402, "Y4": 0.7448, "page": 0, "Index": 1165}, {"Word": "PERMITTED", "Confidence": 0.697, "X1": 0.15013, "Y1": 0.7362, "X2": 0.21149, "Y2": 0.736, "X3": 0.21149, "Y3": 0.7448, "X4": 0.15013, "Y4": 0.7448, "page": 0, "Index": 1166}, {"Word": "ON", "Confidence": 0.998, "X1": 0.21671, "Y1": 0.7362, "X2": 0.23107, "Y2": 0.736, "X3": 0.23107, "Y3": 0.7448, "X4": 0.21671, "Y4": 0.7448, "page": 0, "Index": 1167}, {"Word": "SCHOOL", "Confidence": 0.747, "X1": 0.23629, "Y1": 0.7362, "X2": 0.28198, "Y2": 0.736, "X3": 0.28068, "Y3": 0.7448, "X4": 0.23629, "Y4": 0.7448, "page": 0, "Index": 1168}, {"Word": "PREMISES!", "Confidence": 0.638, "X1": 0.2859, "Y1": 0.7362, "X2": 0.34726, "Y2": 0.736, "X3": 0.34726, "Y3": 0.7438, "X4": 0.2846, "Y4": 0.7448, "page": 0, "Index": 1169}, {"Word": "fel", "Confidence": 0.239, "X1": 0.41906, "Y1": 0.7352, "X2": 0.43211, "Y2": 0.735, "X3": 0.43211, "Y3": 0.7428, "X4": 0.42037, "Y4": 0.7428, "page": 0, "Index": 1170}, {"Word": "The", "Confidence": 0.885, "X1": 0.43473, "Y1": 0.7352, "X2": 0.4517, "Y2": 0.735, "X3": 0.4517, "Y3": 0.7428, "X4": 0.43473, "Y4": 0.7428, "page": 0, "Index": 1171}, {"Word": "fund", "Confidence": 0.557, "X1": 0.453, "Y1": 0.7352, "X2": 0.4752, "Y2": 0.735, "X3": 0.4752, "Y3": 0.7428, "X4": 0.45431, "Y4": 0.7428, "page": 0, "Index": 1172}, {"Word": "shalt", "Confidence": 0.521, "X1": 0.47781, "Y1": 0.7342, "X2": 0.5, "Y2": 0.734, "X3": 0.5, "Y3": 0.7428, "X4": 0.47781, "Y4": 0.7428, "page": 0, "Index": 1173}, {"Word": "esgalst", "Confidence": 0.178, "X1": 0.50261, "Y1": 0.7342, "X2": 0.53264, "Y2": 0.734, "X3": 0.53264, "Y3": 0.7428, "X4": 0.50261, "Y4": 0.7428, "page": 0, "Index": 1174}, {"Word": "of", "Confidence": 0.881, "X1": 0.53525, "Y1": 0.7342, "X2": 0.54439, "Y2": 0.734, "X3": 0.54439, "Y3": 0.7428, "X4": 0.53525, "Y4": 0.7428, "page": 0, "Index": 1175}, {"Word": "the", "Confidence": 0.991, "X1": 0.547, "Y1": 0.7342, "X2": 0.56397, "Y2": 0.734, "X3": 0.56266, "Y3": 0.7438, "X4": 0.547, "Y4": 0.7428, "page": 0, "Index": 1176}, {"Word": "Health", "Confidence": 0.803, "X1": 0.56527, "Y1": 0.7342, "X2": 0.59791, "Y2": 0.734, "X3": 0.59791, "Y3": 0.7438, "X4": 0.56527, "Y4": 0.7438, "page": 0, "Index": 1177}, {"Word": "Education", "Confidence": 0.288, "X1": 0.60052, "Y1": 0.7352, "X2": 0.64621, "Y2": 0.735, "X3": 0.64491, "Y3": 0.7448, "X4": 0.60052, "Y4": 0.7438, "page": 0, "Index": 1178}, {"Word": "Fund", "Confidence": 0.563, "X1": 0.64883, "Y1": 0.7352, "X2": 0.67232, "Y2": 0.735, "X3": 0.67102, "Y3": 0.7448, "X4": 0.64752, "Y4": 0.7448, "page": 0, "Index": 1179}, {"Word": "Account-", "Confidence": 0.214, "X1": 0.67493, "Y1": 0.7362, "X2": 0.7154, "Y2": 0.736, "X3": 0.7141, "Y3": 0.7458, "X4": 0.67363, "Y4": 0.7448, "page": 0, "Index": 1180}, {"Word": "WITHIN", "Confidence": 0.886, "X1": 0.01305, "Y1": 0.7452, "X2": 0.047, "Y2": 0.745, "X3": 0.047, "Y3": 0.7528, "X4": 0.01305, "Y4": 0.7528, "page": 0, "Index": 1181}, {"Word": "THREE", "Confidence": 0.651, "X1": 0.05091, "Y1": 0.7442, "X2": 0.08355, "Y2": 0.744, "X3": 0.08355, "Y3": 0.7528, "X4": 0.05091, "Y4": 0.7528, "page": 0, "Index": 1182}, {"Word": "YEARS", "Confidence": 0.87, "X1": 0.08747, "Y1": 0.7442, "X2": 0.12141, "Y2": 0.744, "X3": 0.12141, "Y3": 0.7528, "X4": 0.08747, "Y4": 0.7528, "page": 0, "Index": 1183}, {"Word": "OF", "Confidence": 0.998, "X1": 0.12402, "Y1": 0.7442, "X2": 0.13838, "Y2": 0.744, "X3": 0.13838, "Y3": 0.7528, "X4": 0.12402, "Y4": 0.7528, "page": 0, "Index": 1184}, {"Word": "THE", "Confidence": 0.998, "X1": 0.1423, "Y1": 0.7442, "X2": 0.16319, "Y2": 0.744, "X3": 0.16188, "Y3": 0.7528, "X4": 0.1423, "Y4": 0.7528, "page": 0, "Index": 1185}, {"Word": "RECEIPT", "Confidence": 0.671, "X1": 0.1658, "Y1": 0.7442, "X2": 0.21149, "Y2": 0.744, "X3": 0.21149, "Y3": 0.7528, "X4": 0.1658, "Y4": 0.7528, "page": 0, "Index": 1186}, {"Word": "OF", "Confidence": 0.997, "X1": 0.2141, "Y1": 0.7442, "X2": 0.22715, "Y2": 0.744, "X3": 0.22715, "Y3": 0.7518, "X4": 0.21279, "Y4": 0.7528, "page": 0, "Index": 1187}, {"Word": "FUNDS;", "Confidence": 0.833, "X1": 0.23107, "Y1": 0.7442, "X2": 0.27154, "Y2": 0.744, "X3": 0.27023, "Y3": 0.7518, "X4": 0.23107, "Y4": 0.7518, "page": 0, "Index": 1188}, {"Word": "DESIGNATING", "Confidence": 0.644, "X1": 0.27285, "Y1": 0.7442, "X2": 0.34465, "Y2": 0.744, "X3": 0.34334, "Y3": 0.7518, "X4": 0.27285, "Y4": 0.7518, "page": 0, "Index": 1189}, {"Word": "the", "Confidence": 0.997, "X1": 0.41906, "Y1": 0.7422, "X2": 0.43473, "Y2": 0.742, "X3": 0.43603, "Y3": 0.7508, "X4": 0.41906, "Y4": 0.7508, "page": 0, "Index": 1190}, {"Word": "Medical", "Confidence": 0.675, "X1": 0.43734, "Y1": 0.7432, "X2": 0.4752, "Y2": 0.743, "X3": 0.4752, "Y3": 0.7508, "X4": 0.43734, "Y4": 0.7508, "page": 0, "Index": 1191}, {"Word": "Services", "Confidence": 0.622, "X1": 0.47781, "Y1": 0.7432, "X2": 0.51697, "Y2": 0.743, "X3": 0.51697, "Y3": 0.7508, "X4": 0.47781, "Y4": 0.7508, "page": 0, "Index": 1192}, {"Word": "Fund", "Confidence": 0.847, "X1": 0.51958, "Y1": 0.7432, "X2": 0.54569, "Y2": 0.743, "X3": 0.54569, "Y3": 0.7508, "X4": 0.51958, "Y4": 0.7508, "page": 0, "Index": 1193}, {"Word": "Account,", "Confidence": 0.449, "X1": 0.5483, "Y1": 0.7432, "X2": 0.59008, "Y2": 0.743, "X3": 0.59008, "Y3": 0.7508, "X4": 0.5483, "Y4": 0.7508, "page": 0, "Index": 1194}, {"Word": "the", "Confidence": 0.876, "X1": 0.59269, "Y1": 0.7432, "X2": 0.60966, "Y2": 0.743, "X3": 0.60836, "Y3": 0.7518, "X4": 0.59269, "Y4": 0.7508, "page": 0, "Index": 1195}, {"Word": "Senlee", "Confidence": 0.09, "X1": 0.61227, "Y1": 0.7432, "X2": 0.6436, "Y2": 0.743, "X3": 0.6423, "Y3": 0.7518, "X4": 0.61097, "Y4": 0.7518, "page": 0, "Index": 1196}, {"Word": "Citizens", "Confidence": 0.307, "X1": 0.64621, "Y1": 0.7422, "X2": 0.68407, "Y2": 0.742, "X3": 0.68277, "Y3": 0.7518, "X4": 0.64491, "Y4": 0.7518, "page": 0, "Index": 1197}, {"Word": "Fund", "Confidence": 0.557, "X1": 0.68538, "Y1": 0.7422, "X2": 0.71149, "Y2": 0.742, "X3": 0.71018, "Y3": 0.7518, "X4": 0.68407, "Y4": 0.7518, "page": 0, "Index": 1198}, {"Word": "THE", "Confidence": 0.998, "X1": 0.01175, "Y1": 0.7522, "X2": 0.03264, "Y2": 0.752, "X3": 0.03264, "Y3": 0.7608, "X4": 0.01175, "Y4": 0.7618, "page": 0, "Index": 1199}, {"Word": "DIRECTOR", "Confidence": 0.906, "X1": 0.03525, "Y1": 0.7522, "X2": 0.08616, "Y2": 0.752, "X3": 0.08616, "Y3": 0.7608, "X4": 0.03394, "Y4": 0.7608, "page": 0, "Index": 1200}, {"Word": "OF", "Confidence": 0.923, "X1": 0.09008, "Y1": 0.7522, "X2": 0.10444, "Y2": 0.752, "X3": 0.10444, "Y3": 0.7608, "X4": 0.09008, "Y4": 0.7608, "page": 0, "Index": 1201}, {"Word": "THE", "Confidence": 0.998, "X1": 0.10836, "Y1": 0.7522, "X2": 0.13055, "Y2": 0.752, "X3": 0.13055, "Y3": 0.7608, "X4": 0.10836, "Y4": 0.7608, "page": 0, "Index": 1202}, {"Word": "DEPARTMENT", "Confidence": 0.632, "X1": 0.13446, "Y1": 0.7522, "X2": 0.20757, "Y2": 0.752, "X3": 0.20757, "Y3": 0.7598, "X4": 0.13446, "Y4": 0.7608, "page": 0, "Index": 1203}, {"Word": "MEDICAL", "Confidence": 0.994, "X1": 0.20366, "Y1": 0.7602, "X2": 0.25326, "Y2": 0.76, "X3": 0.25326, "Y3": 0.7678, "X4": 0.20366, "Y4": 0.7688, "page": 0, "Index": 1204}, {"Word": "OF", "Confidence": 0.993, "X1": 0.21018, "Y1": 0.7522, "X2": 0.22585, "Y2": 0.752, "X3": 0.22585, "Y3": 0.7598, "X4": 0.21018, "Y4": 0.7598, "page": 0, "Index": 1205}, {"Word": "HUMAN", "Confidence": 0.955, "X1": 0.22977, "Y1": 0.7522, "X2": 0.26893, "Y2": 0.752, "X3": 0.26762, "Y3": 0.7598, "X4": 0.22977, "Y4": 0.7598, "page": 0, "Index": 1206}, {"Word": "SERVICES", "Confidence": 0.994, "X1": 0.25849, "Y1": 0.7602, "X2": 0.3094, "Y2": 0.76, "X3": 0.3094, "Y3": 0.7678, "X4": 0.25718, "Y4": 0.7678, "page": 0, "Index": 1207}, {"Word": "SERVICES", "Confidence": 0.615, "X1": 0.27285, "Y1": 0.7522, "X2": 0.32768, "Y2": 0.752, "X3": 0.32637, "Y3": 0.7598, "X4": 0.27285, "Y4": 0.7598, "page": 0, "Index": 1208}, {"Word": "FUND", "Confidence": 0.955, "X1": 0.31332, "Y1": 0.7602, "X2": 0.34334, "Y2": 0.76, "X3": 0.34204, "Y3": 0.7678, "X4": 0.31332, "Y4": 0.7678, "page": 0, "Index": 1209}, {"Word": "AS", "Confidence": 0.995, "X1": 0.33029, "Y1": 0.7522, "X2": 0.34465, "Y2": 0.752, "X3": 0.34334, "Y3": 0.7598, "X4": 0.33029, "Y4": 0.7598, "page": 0, "Index": 1210}, {"Word": "Account,", "Confidence": 0.456, "X1": 0.41906, "Y1": 0.7512, "X2": 0.45953, "Y2": 0.751, "X3": 0.45953, "Y3": 0.7588, "X4": 0.41906, "Y4": 0.7578, "page": 0, "Index": 1211}, {"Word": "Burveikinto", "Confidence": 0.061, "X1": 0.42167, "Y1": 0.7592, "X2": 0.47389, "Y2": 0.759, "X3": 0.47389, "Y3": 0.7668, "X4": 0.42167, "Y4": 0.7658, "page": 0, "Index": 1212}, {"Word": "the", "Confidence": 0.932, "X1": 0.46084, "Y1": 0.7512, "X2": 0.47781, "Y2": 0.751, "X3": 0.47781, "Y3": 0.7588, "X4": 0.46214, "Y4": 0.7588, "page": 0, "Index": 1213}, {"Word": "and", "Confidence": 0.48, "X1": 0.4752, "Y1": 0.7592, "X2": 0.49217, "Y2": 0.759, "X3": 0.49217, "Y3": 0.7668, "X4": 0.4752, "Y4": 0.7668, "page": 0, "Index": 1214}, {"Word": "CMidress", "Confidence": 0.565, "X1": 0.47911, "Y1": 0.7512, "X2": 0.5248, "Y2": 0.751, "X3": 0.5248, "Y3": 0.7588, "X4": 0.47911, "Y4": 0.7588, "page": 0, "Index": 1215}, {"Word": "Research", "Confidence": 0.386, "X1": 0.49347, "Y1": 0.7592, "X2": 0.53394, "Y2": 0.759, "X3": 0.53264, "Y3": 0.7668, "X4": 0.49347, "Y4": 0.7668, "page": 0, "Index": 1216}, {"Word": "Services", "Confidence": 0.594, "X1": 0.52611, "Y1": 0.7512, "X2": 0.56527, "Y2": 0.751, "X3": 0.56527, "Y3": 0.7598, "X4": 0.52611, "Y4": 0.7588, "page": 0, "Index": 1217}, {"Word": "Fund", "Confidence": 0.958, "X1": 0.53525, "Y1": 0.7592, "X2": 0.56005, "Y2": 0.759, "X3": 0.55875, "Y3": 0.7668, "X4": 0.53525, "Y4": 0.7668, "page": 0, "Index": 1218}, {"Word": "Account.", "Confidence": 0.621, "X1": 0.56136, "Y1": 0.7602, "X2": 0.60313, "Y2": 0.76, "X3": 0.60313, "Y3": 0.7668, "X4": 0.56136, "Y4": 0.7668, "page": 0, "Index": 1219}, {"Word": "Fund", "Confidence": 0.641, "X1": 0.56789, "Y1": 0.7512, "X2": 0.59269, "Y2": 0.751, "X3": 0.59269, "Y3": 0.7598, "X4": 0.56789, "Y4": 0.7598, "page": 0, "Index": 1220}, {"Word": "Account,", "Confidence": 0.605, "X1": 0.59661, "Y1": 0.7512, "X2": 0.63708, "Y2": 0.751, "X3": 0.63577, "Y3": 0.7598, "X4": 0.59661, "Y4": 0.7598, "page": 0, "Index": 1221}, {"Word": "and", "Confidence": 0.992, "X1": 0.63838, "Y1": 0.7512, "X2": 0.65535, "Y2": 0.751, "X3": 0.65535, "Y3": 0.7598, "X4": 0.63838, "Y4": 0.7598, "page": 0, "Index": 1222}, {"Word": "the", "Confidence": 0.85, "X1": 0.65796, "Y1": 0.7522, "X2": 0.67363, "Y2": 0.752, "X3": 0.67232, "Y3": 0.7598, "X4": 0.65796, "Y4": 0.7598, "page": 0, "Index": 1223}, {"Word": "Disease", "Confidence": 0.434, "X1": 0.67493, "Y1": 0.7522, "X2": 0.71149, "Y2": 0.752, "X3": 0.71018, "Y3": 0.7608, "X4": 0.67493, "Y4": 0.7598, "page": 0, "Index": 1224}, {"Word": "THE", "Confidence": 0.932, "X1": 0.01175, "Y1": 0.7612, "X2": 0.03133, "Y2": 0.761, "X3": 0.03133, "Y3": 0.7688, "X4": 0.01175, "Y4": 0.7688, "page": 0, "Index": 1225}, {"Word": "ACCOUNT,", "Confidence": 0.792, "X1": 0.01175, "Y1": 0.7682, "X2": 0.06658, "Y2": 0.768, "X3": 0.06658, "Y3": 0.7768, "X4": 0.01305, "Y4": 0.7768, "page": 0, "Index": 1226}, {"Word": "DISBURSING", "Confidence": 0.955, "X1": 0.03394, "Y1": 0.7602, "X2": 0.09791, "Y2": 0.76, "X3": 0.09791, "Y3": 0.7688, "X4": 0.03394, "Y4": 0.7688, "page": 0, "Index": 1227}, {"Word": "THE", "Confidence": 0.998, "X1": 0.06919, "Y1": 0.7682, "X2": 0.09008, "Y2": 0.768, "X3": 0.09138, "Y3": 0.7768, "X4": 0.06919, "Y4": 0.7768, "page": 0, "Index": 1228}, {"Word": "SENIOR", "Confidence": 0.88, "X1": 0.09399, "Y1": 0.7682, "X2": 0.13708, "Y2": 0.768, "X3": 0.13708, "Y3": 0.7768, "X4": 0.0953, "Y4": 0.7768, "page": 0, "Index": 1229}, {"Word": "OFFICER", "Confidence": 0.991, "X1": 0.10183, "Y1": 0.7602, "X2": 0.14883, "Y2": 0.76, "X3": 0.14883, "Y3": 0.7688, "X4": 0.10183, "Y4": 0.7688, "page": 0, "Index": 1230}, {"Word": "CITIZENS", "Confidence": 0.991, "X1": 0.14099, "Y1": 0.7682, "X2": 0.19321, "Y2": 0.768, "X3": 0.19452, "Y3": 0.7768, "X4": 0.1423, "Y4": 0.7768, "page": 0, "Index": 1231}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.15274, "Y1": 0.7602, "X2": 0.17363, "Y2": 0.76, "X3": 0.17363, "Y3": 0.7688, "X4": 0.15274, "Y4": 0.7688, "page": 0, "Index": 1232}, {"Word": "THE", "Confidence": 0.998, "X1": 0.17885, "Y1": 0.7602, "X2": 0.19974, "Y2": 0.76, "X3": 0.19974, "Y3": 0.7688, "X4": 0.17885, "Y4": 0.7688, "page": 0, "Index": 1233}, {"Word": "FUND", "Confidence": 0.677, "X1": 0.19713, "Y1": 0.7682, "X2": 0.22977, "Y2": 0.768, "X3": 0.22977, "Y3": 0.7768, "X4": 0.19713, "Y4": 0.7768, "page": 0, "Index": 1234}, {"Word": "ACCOUNT", "Confidence": 0.995, "X1": 0.23499, "Y1": 0.7682, "X2": 0.28851, "Y2": 0.768, "X3": 0.28851, "Y3": 0.7768, "X4": 0.23499, "Y4": 0.7768, "page": 0, "Index": 1235}, {"Word": "AND", "Confidence": 0.998, "X1": 0.29243, "Y1": 0.7682, "X2": 0.31462, "Y2": 0.768, "X3": 0.31462, "Y3": 0.7758, "X4": 0.29243, "Y4": 0.7768, "page": 0, "Index": 1236}, {"Word": "THE", "Confidence": 0.998, "X1": 0.32245, "Y1": 0.7682, "X2": 0.34334, "Y2": 0.768, "X3": 0.34334, "Y3": 0.7758, "X4": 0.32115, "Y4": 0.7758, "page": 0, "Index": 1237}, {"Word": "(d)", "Confidence": 0.689, "X1": 0.42037, "Y1": 0.7672, "X2": 0.43603, "Y2": 0.767, "X3": 0.43603, "Y3": 0.7748, "X4": 0.42037, "Y4": 0.7748, "page": 0, "Index": 1238}, {"Word": "Any", "Confidence": 0.669, "X1": 0.43734, "Y1": 0.7672, "X2": 0.45822, "Y2": 0.767, "X3": 0.45822, "Y3": 0.7748, "X4": 0.43734, "Y4": 0.7748, "page": 0, "Index": 1239}, {"Word": "monies", "Confidence": 0.754, "X1": 0.46214, "Y1": 0.7672, "X2": 0.5, "Y2": 0.767, "X3": 0.5, "Y3": 0.7758, "X4": 0.46214, "Y4": 0.7748, "page": 0, "Index": 1240}, {"Word": "remaining", "Confidence": 0.504, "X1": 0.50131, "Y1": 0.7672, "X2": 0.55483, "Y2": 0.767, "X3": 0.55352, "Y3": 0.7758, "X4": 0.50131, "Y4": 0.7758, "page": 0, "Index": 1241}, {"Word": "in", "Confidence": 0.991, "X1": 0.55875, "Y1": 0.7672, "X2": 0.56919, "Y2": 0.767, "X3": 0.56919, "Y3": 0.7758, "X4": 0.55875, "Y4": 0.7758, "page": 0, "Index": 1242}, {"Word": "the", "Confidence": 0.798, "X1": 0.57441, "Y1": 0.7672, "X2": 0.59269, "Y2": 0.767, "X3": 0.59269, "Y3": 0.7758, "X4": 0.57441, "Y4": 0.7758, "page": 0, "Index": 1243}, {"Word": "Cigarette", "Confidence": 0.66, "X1": 0.5953, "Y1": 0.7672, "X2": 0.64491, "Y2": 0.767, "X3": 0.64491, "Y3": 0.7758, "X4": 0.5953, "Y4": 0.7758, "page": 0, "Index": 1244}, {"Word": "and", "Confidence": 0.873, "X1": 0.64883, "Y1": 0.7682, "X2": 0.6671, "Y2": 0.768, "X3": 0.6671, "Y3": 0.7758, "X4": 0.64752, "Y4": 0.7758, "page": 0, "Index": 1245}, {"Word": "Tebutes", "Confidence": 0.145, "X1": 0.67232, "Y1": 0.7682, "X2": 0.71149, "Y2": 0.768, "X3": 0.71149, "Y3": 0.7758, "X4": 0.67232, "Y4": 0.7758, "page": 0, "Index": 1246}, {"Word": "CHILDREN'S", "Confidence": 0.609, "X1": 0.01175, "Y1": 0.7762, "X2": 0.06919, "Y2": 0.776, "X3": 0.06789, "Y3": 0.7848, "X4": 0.01175, "Y4": 0.7848, "page": 0, "Index": 1247}, {"Word": "SERVICES", "Confidence": 0.941, "X1": 0.0718, "Y1": 0.7762, "X2": 0.12272, "Y2": 0.776, "X3": 0.12141, "Y3": 0.7848, "X4": 0.0705, "Y4": 0.7848, "page": 0, "Index": 1248}, {"Word": "FUND", "Confidence": 0.944, "X1": 0.12402, "Y1": 0.7762, "X2": 0.15274, "Y2": 0.776, "X3": 0.15274, "Y3": 0.7848, "X4": 0.12402, "Y4": 0.7848, "page": 0, "Index": 1249}, {"Word": "ACCOUNT,", "Confidence": 0.662, "X1": 0.15796, "Y1": 0.7762, "X2": 0.20888, "Y2": 0.776, "X3": 0.20888, "Y3": 0.7848, "X4": 0.15666, "Y4": 0.7848, "page": 0, "Index": 1250}, {"Word": "PROVIDING", "Confidence": 0.811, "X1": 0.21149, "Y1": 0.7762, "X2": 0.26893, "Y2": 0.776, "X3": 0.26893, "Y3": 0.7848, "X4": 0.21149, "Y4": 0.7848, "page": 0, "Index": 1251}, {"Word": "THAT", "Confidence": 0.99, "X1": 0.27415, "Y1": 0.7762, "X2": 0.30026, "Y2": 0.776, "X3": 0.30026, "Y3": 0.7838, "X4": 0.27285, "Y4": 0.7848, "page": 0, "Index": 1252}, {"Word": "MONIES", "Confidence": 0.746, "X1": 0.30287, "Y1": 0.7762, "X2": 0.34465, "Y2": 0.776, "X3": 0.34465, "Y3": 0.7838, "X4": 0.30287, "Y4": 0.7838, "page": 0, "Index": 1253}, {"Word": "Products", "Confidence": 0.41, "X1": 0.42167, "Y1": 0.7752, "X2": 0.45822, "Y2": 0.775, "X3": 0.45822, "Y3": 0.7828, "X4": 0.42167, "Y4": 0.7818, "page": 0, "Index": 1254}, {"Word": "Surtax", "Confidence": 0.758, "X1": 0.46084, "Y1": 0.7752, "X2": 0.49086, "Y2": 0.775, "X3": 0.49086, "Y3": 0.7828, "X4": 0.45953, "Y4": 0.7828, "page": 0, "Index": 1255}, {"Word": "Fund", "Confidence": 0.48, "X1": 0.49347, "Y1": 0.7752, "X2": 0.51697, "Y2": 0.775, "X3": 0.51697, "Y3": 0.7828, "X4": 0.49347, "Y4": 0.7828, "page": 0, "Index": 1256}, {"Word": "or", "Confidence": 0.618, "X1": 0.51958, "Y1": 0.7752, "X2": 0.52872, "Y2": 0.775, "X3": 0.52742, "Y3": 0.7828, "X4": 0.51828, "Y4": 0.7828, "page": 0, "Index": 1257}, {"Word": "of", "Confidence": 0.341, "X1": 0.53003, "Y1": 0.7752, "X2": 0.54047, "Y2": 0.775, "X3": 0.53916, "Y3": 0.7828, "X4": 0.53003, "Y4": 0.7828, "page": 0, "Index": 1258}, {"Word": "Ito", "Confidence": 0.778, "X1": 0.54178, "Y1": 0.7752, "X2": 0.55352, "Y2": 0.775, "X3": 0.55352, "Y3": 0.7828, "X4": 0.54178, "Y4": 0.7828, "page": 0, "Index": 1259}, {"Word": "fund", "Confidence": 0.645, "X1": 0.55614, "Y1": 0.7752, "X2": 0.57702, "Y2": 0.775, "X3": 0.57702, "Y3": 0.7838, "X4": 0.55614, "Y4": 0.7838, "page": 0, "Index": 1260}, {"Word": "atotsote", "Confidence": 0.035, "X1": 0.57963, "Y1": 0.7762, "X2": 0.6188, "Y2": 0.776, "X3": 0.6188, "Y3": 0.7838, "X4": 0.57963, "Y4": 0.7838, "page": 0, "Index": 1261}, {"Word": "at", "Confidence": 0.838, "X1": 0.62141, "Y1": 0.7762, "X2": 0.63055, "Y2": 0.776, "X3": 0.63055, "Y3": 0.7838, "X4": 0.6201, "Y4": 0.7838, "page": 0, "Index": 1262}, {"Word": "the", "Confidence": 0.765, "X1": 0.63316, "Y1": 0.7762, "X2": 0.64752, "Y2": 0.776, "X3": 0.64621, "Y3": 0.7838, "X4": 0.63185, "Y4": 0.7838, "page": 0, "Index": 1263}, {"Word": "end", "Confidence": 0.684, "X1": 0.64883, "Y1": 0.7762, "X2": 0.6658, "Y2": 0.776, "X3": 0.6658, "Y3": 0.7838, "X4": 0.64883, "Y4": 0.7838, "page": 0, "Index": 1264}, {"Word": "of", "Confidence": 0.851, "X1": 0.66841, "Y1": 0.7762, "X2": 0.67755, "Y2": 0.776, "X3": 0.67624, "Y3": 0.7838, "X4": 0.6671, "Y4": 0.7838, "page": 0, "Index": 1265}, {"Word": "a", "Confidence": 0.142, "X1": 0.67885, "Y1": 0.7762, "X2": 0.68407, "Y2": 0.776, "X3": 0.68407, "Y3": 0.7838, "X4": 0.67885, "Y4": 0.7838, "page": 0, "Index": 1266}, {"Word": "focal", "Confidence": 0.012, "X1": 0.68668, "Y1": 0.7772, "X2": 0.71149, "Y2": 0.777, "X3": 0.71018, "Y3": 0.7838, "X4": 0.68538, "Y4": 0.7838, "page": 0, "Index": 1267}, {"Word": "RAISED", "Confidence": 0.85, "X1": 0.01175, "Y1": 0.7842, "X2": 0.0483, "Y2": 0.784, "X3": 0.0483, "Y3": 0.7918, "X4": 0.01175, "Y4": 0.7908, "page": 0, "Index": 1268}, {"Word": "BY", "Confidence": 0.714, "X1": 0.05222, "Y1": 0.7842, "X2": 0.06658, "Y2": 0.784, "X3": 0.06658, "Y3": 0.7918, "X4": 0.05222, "Y4": 0.7918, "page": 0, "Index": 1269}, {"Word": "THIS", "Confidence": 0.985, "X1": 0.0718, "Y1": 0.7842, "X2": 0.09661, "Y2": 0.784, "X3": 0.09661, "Y3": 0.7918, "X4": 0.0705, "Y4": 0.7918, "page": 0, "Index": 1270}, {"Word": "TAX", "Confidence": 0.995, "X1": 0.10052, "Y1": 0.7842, "X2": 0.12141, "Y2": 0.784, "X3": 0.12141, "Y3": 0.7918, "X4": 0.10052, "Y4": 0.7918, "page": 0, "Index": 1271}, {"Word": "SHALL", "Confidence": 0.996, "X1": 0.12533, "Y1": 0.7842, "X2": 0.16188, "Y2": 0.784, "X3": 0.16188, "Y3": 0.7928, "X4": 0.12533, "Y4": 0.7918, "page": 0, "Index": 1272}, {"Word": "DE", "Confidence": 0.917, "X1": 0.1658, "Y1": 0.7842, "X2": 0.18016, "Y2": 0.784, "X3": 0.17885, "Y3": 0.7928, "X4": 0.1658, "Y4": 0.7928, "page": 0, "Index": 1273}, {"Word": "USED", "Confidence": 0.431, "X1": 0.18407, "Y1": 0.7842, "X2": 0.21279, "Y2": 0.784, "X3": 0.21279, "Y3": 0.7928, "X4": 0.18407, "Y4": 0.7928, "page": 0, "Index": 1274}, {"Word": "TO", "Confidence": 0.998, "X1": 0.21932, "Y1": 0.7842, "X2": 0.23368, "Y2": 0.784, "X3": 0.23238, "Y3": 0.7928, "X4": 0.21932, "Y4": 0.7928, "page": 0, "Index": 1275}, {"Word": "SUPPLEMENT,", "Confidence": 0.898, "X1": 0.2376, "Y1": 0.7842, "X2": 0.31723, "Y2": 0.784, "X3": 0.31723, "Y3": 0.7918, "X4": 0.2376, "Y4": 0.7928, "page": 0, "Index": 1276}, {"Word": "NOT", "Confidence": 0.998, "X1": 0.31984, "Y1": 0.7842, "X2": 0.34334, "Y2": 0.784, "X3": 0.34334, "Y3": 0.7918, "X4": 0.31984, "Y4": 0.7918, "page": 0, "Index": 1277}, {"Word": "yesr", "Confidence": 0.489, "X1": 0.41906, "Y1": 0.7832, "X2": 0.43995, "Y2": 0.783, "X3": 0.43995, "Y3": 0.7908, "X4": 0.41775, "Y4": 0.7908, "page": 0, "Index": 1278}, {"Word": "shall", "Confidence": 0.602, "X1": 0.44125, "Y1": 0.7832, "X2": 0.46606, "Y2": 0.783, "X3": 0.46606, "Y3": 0.7908, "X4": 0.44125, "Y4": 0.7908, "page": 0, "Index": 1279}, {"Word": "fer", "Confidence": 0.878, "X1": 0.45561, "Y1": 0.7912, "X2": 0.46736, "Y2": 0.791, "X3": 0.46736, "Y3": 0.7978, "X4": 0.45431, "Y4": 0.7988, "page": 0, "Index": 1280}, {"Word": "be", "Confidence": 0.782, "X1": 0.46867, "Y1": 0.7832, "X2": 0.48042, "Y2": 0.783, "X3": 0.48042, "Y3": 0.7908, "X4": 0.46867, "Y4": 0.7908, "page": 0, "Index": 1281}, {"Word": "the", "Confidence": 0.968, "X1": 0.46997, "Y1": 0.7912, "X2": 0.48433, "Y2": 0.791, "X3": 0.48433, "Y3": 0.7978, "X4": 0.46867, "Y4": 0.7978, "page": 0, "Index": 1282}, {"Word": "carried", "Confidence": 0.569, "X1": 0.48172, "Y1": 0.7832, "X2": 0.51567, "Y2": 0.783, "X3": 0.51567, "Y3": 0.7908, "X4": 0.48172, "Y4": 0.7908, "page": 0, "Index": 1283}, {"Word": "forward", "Confidence": 0.606, "X1": 0.51828, "Y1": 0.7832, "X2": 0.55483, "Y2": 0.783, "X3": 0.55483, "Y3": 0.7908, "X4": 0.51828, "Y4": 0.7908, "page": 0, "Index": 1284}, {"Word": "and", "Confidence": 0.619, "X1": 0.55875, "Y1": 0.7832, "X2": 0.57702, "Y2": 0.783, "X3": 0.57572, "Y3": 0.7908, "X4": 0.55744, "Y4": 0.7908, "page": 0, "Index": 1285}, {"Word": "made", "Confidence": 0.696, "X1": 0.57833, "Y1": 0.7832, "X2": 0.60705, "Y2": 0.783, "X3": 0.60574, "Y3": 0.7908, "X4": 0.57833, "Y4": 0.7908, "page": 0, "Index": 1286}, {"Word": "avalfabio", "Confidence": 0.135, "X1": 0.60836, "Y1": 0.7842, "X2": 0.65013, "Y2": 0.784, "X3": 0.65013, "Y3": 0.7918, "X4": 0.60836, "Y4": 0.7918, "page": 0, "Index": 1287}, {"Word": "fee", "Confidence": 0.805, "X1": 0.65274, "Y1": 0.7842, "X2": 0.6658, "Y2": 0.784, "X3": 0.6658, "Y3": 0.7918, "X4": 0.65144, "Y4": 0.7918, "page": 0, "Index": 1288}, {"Word": "the", "Confidence": 0.639, "X1": 0.66841, "Y1": 0.7842, "X2": 0.68407, "Y2": 0.784, "X3": 0.68407, "Y3": 0.7918, "X4": 0.66841, "Y4": 0.7918, "page": 0, "Index": 1289}, {"Word": "same", "Confidence": 0.01, "X1": 0.68668, "Y1": 0.7842, "X2": 0.71018, "Y2": 0.784, "X3": 0.71018, "Y3": 0.7918, "X4": 0.68538, "Y4": 0.7918, "page": 0, "Index": 1290}, {"Word": "SUPPLANT,", "Confidence": 0.382, "X1": 0.01175, "Y1": 0.7922, "X2": 0.06527, "Y2": 0.792, "X3": 0.06527, "Y3": 0.7998, "X4": 0.01175, "Y4": 0.7998, "page": 0, "Index": 1291}, {"Word": "DEPARTMENT", "Confidence": 0.972, "X1": 0.01175, "Y1": 0.8002, "X2": 0.08355, "Y2": 0.8, "X3": 0.08355, "Y3": 0.8078, "X4": 0.01044, "Y4": 0.8078, "page": 0, "Index": 1292}, {"Word": "FUNDING", "Confidence": 0.632, "X1": 0.06789, "Y1": 0.7922, "X2": 0.11488, "Y2": 0.792, "X3": 0.11488, "Y3": 0.7998, "X4": 0.06658, "Y4": 0.7998, "page": 0, "Index": 1293}, {"Word": "OF", "Confidence": 0.993, "X1": 0.08877, "Y1": 0.8002, "X2": 0.10444, "Y2": 0.8, "X3": 0.10444, "Y3": 0.8078, "X4": 0.08877, "Y4": 0.8078, "page": 0, "Index": 1294}, {"Word": "FINANCE", "Confidence": 0.78, "X1": 0.11097, "Y1": 0.8002, "X2": 0.16188, "Y2": 0.8, "X3": 0.16188, "Y3": 0.8078, "X4": 0.11097, "Y4": 0.8078, "page": 0, "Index": 1295}, {"Word": "TO", "Confidence": 0.997, "X1": 0.1201, "Y1": 0.7922, "X2": 0.13316, "Y2": 0.792, "X3": 0.13185, "Y3": 0.7998, "X4": 0.1201, "Y4": 0.7998, "page": 0, "Index": 1296}, {"Word": "ANY", "Confidence": 0.869, "X1": 0.13838, "Y1": 0.7922, "X2": 0.16057, "Y2": 0.792, "X3": 0.15927, "Y3": 0.7998, "X4": 0.13708, "Y4": 0.7998, "page": 0, "Index": 1297}, {"Word": "PROGRAMS;", "Confidence": 0.658, "X1": 0.16188, "Y1": 0.7922, "X2": 0.22454, "Y2": 0.792, "X3": 0.22454, "Y3": 0.7998, "X4": 0.16188, "Y4": 0.7998, "page": 0, "Index": 1298}, {"Word": "AND", "Confidence": 0.998, "X1": 0.16841, "Y1": 0.8002, "X2": 0.1906, "Y2": 0.8, "X3": 0.1906, "Y3": 0.8078, "X4": 0.16841, "Y4": 0.8078, "page": 0, "Index": 1299}, {"Word": "ADMINISTRATION", "Confidence": 0.866, "X1": 0.19974, "Y1": 0.7992, "X2": 0.29765, "Y2": 0.799, "X3": 0.29896, "Y3": 0.8078, "X4": 0.19974, "Y4": 0.8078, "page": 0, "Index": 1300}, {"Word": "PROVIDING", "Confidence": 0.859, "X1": 0.22715, "Y1": 0.7922, "X2": 0.2846, "Y2": 0.792, "X3": 0.2846, "Y3": 0.7998, "X4": 0.22715, "Y4": 0.7998, "page": 0, "Index": 1301}, {"Word": "THAT", "Confidence": 0.988, "X1": 0.28982, "Y1": 0.7922, "X2": 0.31854, "Y2": 0.792, "X3": 0.31854, "Y3": 0.7998, "X4": 0.28982, "Y4": 0.7998, "page": 0, "Index": 1302}, {"Word": "SHALL", "Confidence": 0.955, "X1": 0.30548, "Y1": 0.7992, "X2": 0.34334, "Y2": 0.799, "X3": 0.34334, "Y3": 0.8068, "X4": 0.30679, "Y4": 0.8078, "page": 0, "Index": 1303}, {"Word": "THE", "Confidence": 0.998, "X1": 0.32115, "Y1": 0.7922, "X2": 0.34334, "Y2": 0.792, "X3": 0.34334, "Y3": 0.7998, "X4": 0.32115, "Y4": 0.7998, "page": 0, "Index": 1304}, {"Word": "(e)", "Confidence": 0.439, "X1": 0.41906, "Y1": 0.7982, "X2": 0.43342, "Y2": 0.798, "X3": 0.43211, "Y3": 0.8058, "X4": 0.41906, "Y4": 0.8058, "page": 0, "Index": 1305}, {"Word": "purpese", "Confidence": 0.676, "X1": 0.42037, "Y1": 0.7912, "X2": 0.453, "Y2": 0.791, "X3": 0.453, "Y3": 0.7988, "X4": 0.42037, "Y4": 0.7988, "page": 0, "Index": 1306}, {"Word": "The", "Confidence": 0.998, "X1": 0.43473, "Y1": 0.7982, "X2": 0.45431, "Y2": 0.798, "X3": 0.45431, "Y3": 0.8058, "X4": 0.43473, "Y4": 0.8058, "page": 0, "Index": 1307}, {"Word": "monies", "Confidence": 0.655, "X1": 0.45692, "Y1": 0.7982, "X2": 0.49086, "Y2": 0.798, "X3": 0.49086, "Y3": 0.8058, "X4": 0.45692, "Y4": 0.8058, "page": 0, "Index": 1308}, {"Word": "somceeding", "Confidence": 0.246, "X1": 0.48695, "Y1": 0.7912, "X2": 0.53264, "Y2": 0.791, "X3": 0.53264, "Y3": 0.7988, "X4": 0.48695, "Y4": 0.7978, "page": 0, "Index": 1309}, {"Word": "shall", "Confidence": 0.812, "X1": 0.49347, "Y1": 0.7992, "X2": 0.51828, "Y2": 0.799, "X3": 0.51697, "Y3": 0.8068, "X4": 0.49347, "Y4": 0.8058, "page": 0, "Index": 1310}, {"Word": "not", "Confidence": 0.205, "X1": 0.51958, "Y1": 0.7992, "X2": 0.53655, "Y2": 0.799, "X3": 0.53655, "Y3": 0.8068, "X4": 0.51958, "Y4": 0.8068, "page": 0, "Index": 1311}, {"Word": "fiscal", "Confidence": 0.614, "X1": 0.53525, "Y1": 0.7912, "X2": 0.55744, "Y2": 0.791, "X3": 0.55744, "Y3": 0.7998, "X4": 0.53394, "Y4": 0.7988, "page": 0, "Index": 1312}, {"Word": "be", "Confidence": 0.79, "X1": 0.53916, "Y1": 0.7992, "X2": 0.55222, "Y2": 0.799, "X3": 0.55222, "Y3": 0.8068, "X4": 0.53916, "Y4": 0.8068, "page": 0, "Index": 1313}, {"Word": "used", "Confidence": 0.128, "X1": 0.55483, "Y1": 0.7992, "X2": 0.57833, "Y2": 0.799, "X3": 0.57833, "Y3": 0.8068, "X4": 0.55352, "Y4": 0.8068, "page": 0, "Index": 1314}, {"Word": "year.", "Confidence": 0.607, "X1": 0.56005, "Y1": 0.7932, "X2": 0.58616, "Y2": 0.793, "X3": 0.58486, "Y3": 0.7998, "X4": 0.55875, "Y4": 0.7998, "page": 0, "Index": 1315}, {"Word": "to", "Confidence": 0.815, "X1": 0.58094, "Y1": 0.7992, "X2": 0.59138, "Y2": 0.799, "X3": 0.59138, "Y3": 0.8078, "X4": 0.57963, "Y4": 0.8068, "page": 0, "Index": 1316}, {"Word": "supplant", "Confidence": 0.18, "X1": 0.59399, "Y1": 0.7992, "X2": 0.63838, "Y2": 0.799, "X3": 0.63708, "Y3": 0.8078, "X4": 0.59399, "Y4": 0.8078, "page": 0, "Index": 1317}, {"Word": "funding", "Confidence": 0.846, "X1": 0.63969, "Y1": 0.7992, "X2": 0.67624, "Y2": 0.799, "X3": 0.67624, "Y3": 0.8078, "X4": 0.63969, "Y4": 0.8078, "page": 0, "Index": 1318}, {"Word": "ENFORCE", "Confidence": 0.684, "X1": 0.01044, "Y1": 0.8082, "X2": 0.05875, "Y2": 0.808, "X3": 0.05744, "Y3": 0.8158, "X4": 0.01044, "Y4": 0.8158, "page": 0, "Index": 1319}, {"Word": "THIS", "Confidence": 0.959, "X1": 0.06397, "Y1": 0.8082, "X2": 0.08877, "Y2": 0.808, "X3": 0.08877, "Y3": 0.8158, "X4": 0.06266, "Y4": 0.8158, "page": 0, "Index": 1320}, {"Word": "ACT", "Confidence": 0.998, "X1": 0.09269, "Y1": 0.8082, "X2": 0.11358, "Y2": 0.808, "X3": 0.11358, "Y3": 0.8158, "X4": 0.09269, "Y4": 0.8158, "page": 0, "Index": 1321}, {"Word": "AND", "Confidence": 0.998, "X1": 0.11749, "Y1": 0.8082, "X2": 0.13969, "Y2": 0.808, "X3": 0.13969, "Y3": 0.8158, "X4": 0.11749, "Y4": 0.8158, "page": 0, "Index": 1322}, {"Word": "HAVE", "Confidence": 0.958, "X1": 0.14491, "Y1": 0.8082, "X2": 0.17493, "Y2": 0.808, "X3": 0.17493, "Y3": 0.8158, "X4": 0.14491, "Y4": 0.8158, "page": 0, "Index": 1323}, {"Word": "AUTHORITY", "Confidence": 0.668, "X1": 0.18016, "Y1": 0.8082, "X2": 0.24543, "Y2": 0.808, "X3": 0.24543, "Y3": 0.8158, "X4": 0.18016, "Y4": 0.8158, "page": 0, "Index": 1324}, {"Word": "TO", "Confidence": 0.997, "X1": 0.24935, "Y1": 0.8082, "X2": 0.2624, "Y2": 0.808, "X3": 0.2624, "Y3": 0.8158, "X4": 0.24935, "Y4": 0.8158, "page": 0, "Index": 1325}, {"Word": "PROMULGATE", "Confidence": 0.807, "X1": 0.26762, "Y1": 0.8072, "X2": 0.34204, "Y2": 0.807, "X3": 0.34204, "Y3": 0.8158, "X4": 0.26762, "Y4": 0.8158, "page": 0, "Index": 1326}, {"Word": "programs", "Confidence": 0.488, "X1": 0.41906, "Y1": 0.8072, "X2": 0.46214, "Y2": 0.807, "X3": 0.46214, "Y3": 0.8148, "X4": 0.41906, "Y4": 0.8148, "page": 0, "Index": 1327}, {"Word": "but", "Confidence": 0.878, "X1": 0.46345, "Y1": 0.8072, "X2": 0.48042, "Y2": 0.807, "X3": 0.48042, "Y3": 0.8148, "X4": 0.46345, "Y4": 0.8148, "page": 0, "Index": 1328}, {"Word": "shell", "Confidence": 0.635, "X1": 0.48172, "Y1": 0.8072, "X2": 0.50522, "Y2": 0.807, "X3": 0.50522, "Y3": 0.8148, "X4": 0.48172, "Y4": 0.8148, "page": 0, "Index": 1329}, {"Word": "be", "Confidence": 0.895, "X1": 0.50783, "Y1": 0.8072, "X2": 0.51958, "Y2": 0.807, "X3": 0.51958, "Y3": 0.8148, "X4": 0.50783, "Y4": 0.8148, "page": 0, "Index": 1330}, {"Word": "used", "Confidence": 0.52, "X1": 0.52089, "Y1": 0.8072, "X2": 0.54308, "Y2": 0.807, "X3": 0.54308, "Y3": 0.8148, "X4": 0.52089, "Y4": 0.8148, "page": 0, "Index": 1331}, {"Word": "to", "Confidence": 0.706, "X1": 0.54569, "Y1": 0.8072, "X2": 0.55614, "Y2": 0.807, "X3": 0.55614, "Y3": 0.8148, "X4": 0.54569, "Y4": 0.8148, "page": 0, "Index": 1332}, {"Word": "supplement", "Confidence": 0.29, "X1": 0.55744, "Y1": 0.8072, "X2": 0.61227, "Y2": 0.807, "X3": 0.61227, "Y3": 0.8158, "X4": 0.55744, "Y4": 0.8148, "page": 0, "Index": 1333}, {"Word": "funding", "Confidence": 0.609, "X1": 0.61488, "Y1": 0.8082, "X2": 0.65013, "Y2": 0.808, "X3": 0.65013, "Y3": 0.8158, "X4": 0.61358, "Y4": 0.8158, "page": 0, "Index": 1334}, {"Word": "er", "Confidence": 0.667, "X1": 0.65274, "Y1": 0.8082, "X2": 0.66319, "Y2": 0.808, "X3": 0.66188, "Y3": 0.8158, "X4": 0.65144, "Y4": 0.8158, "page": 0, "Index": 1335}, {"Word": "to", "Confidence": 0.998, "X1": 0.66449, "Y1": 0.8082, "X2": 0.67363, "Y2": 0.808, "X3": 0.67363, "Y3": 0.8158, "X4": 0.66449, "Y4": 0.8158, "page": 0, "Index": 1336}, {"Word": "provide", "Confidence": 0.509, "X1": 0.67624, "Y1": 0.8082, "X2": 0.71018, "Y2": 0.808, "X3": 0.71018, "Y3": 0.8158, "X4": 0.67624, "Y4": 0.8158, "page": 0, "Index": 1337}, {"Word": "lo", "Confidence": 0.626, "X1": 0.67885, "Y1": 0.7992, "X2": 0.6893, "Y2": 0.799, "X3": 0.68799, "Y3": 0.8088, "X4": 0.67885, "Y4": 0.8078, "page": 0, "Index": 1338}, {"Word": "aty", "Confidence": 0.606, "X1": 0.6906, "Y1": 0.7992, "X2": 0.70888, "Y2": 0.799, "X3": 0.70888, "Y3": 0.8088, "X4": 0.6906, "Y4": 0.8088, "page": 0, "Index": 1339}, {"Word": "RULES", "Confidence": 0.936, "X1": 0.01044, "Y1": 0.8152, "X2": 0.04569, "Y2": 0.815, "X3": 0.04569, "Y3": 0.8228, "X4": 0.01044, "Y4": 0.8228, "page": 0, "Index": 1340}, {"Word": "AND", "Confidence": 0.998, "X1": 0.04961, "Y1": 0.8152, "X2": 0.0705, "Y2": 0.815, "X3": 0.0705, "Y3": 0.8228, "X4": 0.04961, "Y4": 0.8228, "page": 0, "Index": 1341}, {"Word": "REGULATIONS", "Confidence": 0.12, "X1": 0.07702, "Y1": 0.8152, "X2": 0.15796, "Y2": 0.815, "X3": 0.15796, "Y3": 0.8238, "X4": 0.07702, "Y4": 0.8228, "page": 0, "Index": 1342}, {"Word": "NECESSARY", "Confidence": 0.663, "X1": 0.16188, "Y1": 0.8162, "X2": 0.22977, "Y2": 0.816, "X3": 0.22977, "Y3": 0.8238, "X4": 0.16188, "Y4": 0.8238, "page": 0, "Index": 1343}, {"Word": "TO", "Confidence": 0.997, "X1": 0.23499, "Y1": 0.8162, "X2": 0.24804, "Y2": 0.816, "X3": 0.24804, "Y3": 0.8238, "X4": 0.23499, "Y4": 0.8238, "page": 0, "Index": 1344}, {"Word": "IMPLEMENT", "Confidence": 0.972, "X1": 0.25457, "Y1": 0.8162, "X2": 0.32245, "Y2": 0.816, "X3": 0.32245, "Y3": 0.8238, "X4": 0.25457, "Y4": 0.8238, "page": 0, "Index": 1345}, {"Word": "IT!", "Confidence": 0.161, "X1": 0.32768, "Y1": 0.8152, "X2": 0.34595, "Y2": 0.815, "X3": 0.34595, "Y3": 0.8238, "X4": 0.32768, "Y4": 0.8238, "page": 0, "Index": 1346}, {"Word": "funding", "Confidence": 0.288, "X1": 0.41775, "Y1": 0.8142, "X2": 0.4517, "Y2": 0.814, "X3": 0.453, "Y3": 0.8218, "X4": 0.41775, "Y4": 0.8218, "page": 0, "Index": 1347}, {"Word": "for", "Confidence": 0.67, "X1": 0.45431, "Y1": 0.8142, "X2": 0.46606, "Y2": 0.814, "X3": 0.46736, "Y3": 0.8218, "X4": 0.45431, "Y4": 0.8218, "page": 0, "Index": 1348}, {"Word": "sow", "Confidence": 0.163, "X1": 0.46867, "Y1": 0.8142, "X2": 0.48564, "Y2": 0.814, "X3": 0.48564, "Y3": 0.8218, "X4": 0.46867, "Y4": 0.8218, "page": 0, "Index": 1349}, {"Word": "activities", "Confidence": 0.386, "X1": 0.48956, "Y1": 0.8142, "X2": 0.52742, "Y2": 0.814, "X3": 0.52742, "Y3": 0.8228, "X4": 0.48956, "Y4": 0.8228, "page": 0, "Index": 1350}, {"Word": "described", "Confidence": 0.361, "X1": 0.53003, "Y1": 0.8152, "X2": 0.5718, "Y2": 0.815, "X3": 0.5718, "Y3": 0.8228, "X4": 0.53003, "Y4": 0.8228, "page": 0, "Index": 1351}, {"Word": "above.", "Confidence": 0.131, "X1": 0.57311, "Y1": 0.8152, "X2": 0.60574, "Y2": 0.815, "X3": 0.60574, "Y3": 0.8228, "X4": 0.57311, "Y4": 0.8228, "page": 0, "Index": 1352}, {"Word": "PROVIDING", "Confidence": 0.623, "X1": 0.01175, "Y1": 0.8232, "X2": 0.06397, "Y2": 0.823, "X3": 0.06397, "Y3": 0.8308, "X4": 0.01175, "Y4": 0.8308, "page": 0, "Index": 1353}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.06658, "Y1": 0.8232, "X2": 0.08616, "Y2": 0.823, "X3": 0.08616, "Y3": 0.8308, "X4": 0.06658, "Y4": 0.8308, "page": 0, "Index": 1354}, {"Word": "PUNISHMENT", "Confidence": 0.562, "X1": 0.09008, "Y1": 0.8232, "X2": 0.15927, "Y2": 0.823, "X3": 0.15796, "Y3": 0.8308, "X4": 0.08877, "Y4": 0.8308, "page": 0, "Index": 1355}, {"Word": "OF", "Confidence": 0.934, "X1": 0.16057, "Y1": 0.8232, "X2": 0.17493, "Y2": 0.823, "X3": 0.17363, "Y3": 0.8308, "X4": 0.16057, "Y4": 0.8308, "page": 0, "Index": 1356}, {"Word": "VIOLATORS", "Confidence": 0.958, "X1": 0.17755, "Y1": 0.8232, "X2": 0.23629, "Y2": 0.823, "X3": 0.23629, "Y3": 0.8308, "X4": 0.17755, "Y4": 0.8308, "page": 0, "Index": 1357}, {"Word": "OF", "Confidence": 0.787, "X1": 0.24151, "Y1": 0.8232, "X2": 0.25587, "Y2": 0.823, "X3": 0.25457, "Y3": 0.8308, "X4": 0.24021, "Y4": 0.8308, "page": 0, "Index": 1358}, {"Word": "THIS", "Confidence": 0.942, "X1": 0.25849, "Y1": 0.8232, "X2": 0.28198, "Y2": 0.823, "X3": 0.28198, "Y3": 0.8308, "X4": 0.25849, "Y4": 0.8308, "page": 0, "Index": 1359}, {"Word": "ACT", "Confidence": 0.995, "X1": 0.2846, "Y1": 0.8232, "X2": 0.30548, "Y2": 0.823, "X3": 0.30548, "Y3": 0.8308, "X4": 0.2846, "Y4": 0.8308, "page": 0, "Index": 1360}, {"Word": "IN", "Confidence": 0.998, "X1": 0.30809, "Y1": 0.8232, "X2": 0.31854, "Y2": 0.823, "X3": 0.31854, "Y3": 0.8318, "X4": 0.30679, "Y4": 0.8308, "page": 0, "Index": 1361}, {"Word": "THE", "Confidence": 0.995, "X1": 0.32245, "Y1": 0.8242, "X2": 0.34334, "Y2": 0.824, "X3": 0.34334, "Y3": 0.8318, "X4": 0.32245, "Y4": 0.8318, "page": 0, "Index": 1362}, {"Word": "SECTION", "Confidence": 0.115, "X1": 0.37467, "Y1": 0.8222, "X2": 0.41384, "Y2": 0.822, "X3": 0.41384, "Y3": 0.8288, "X4": 0.37467, "Y4": 0.8288, "page": 0, "Index": 1363}, {"Word": "officer", "Confidence": 0.041, "X1": 0.37467, "Y1": 0.8302, "X2": 0.39687, "Y2": 0.83, "X3": 0.39687, "Y3": 0.8368, "X4": 0.37467, "Y4": 0.8368, "page": 0, "Index": 1364}, {"Word": "of", "Confidence": 0.605, "X1": 0.39948, "Y1": 0.8302, "X2": 0.40731, "Y2": 0.83, "X3": 0.40731, "Y3": 0.8368, "X4": 0.39948, "Y4": 0.8368, "page": 0, "Index": 1365}, {"Word": "the", "Confidence": 0.173, "X1": 0.40992, "Y1": 0.8302, "X2": 0.42298, "Y2": 0.83, "X3": 0.42428, "Y3": 0.8368, "X4": 0.40992, "Y4": 0.8368, "page": 0, "Index": 1366}, {"Word": "&.", "Confidence": 0.281, "X1": 0.41645, "Y1": 0.8222, "X2": 0.42559, "Y2": 0.822, "X3": 0.42559, "Y3": 0.8298, "X4": 0.41645, "Y4": 0.8288, "page": 0, "Index": 1367}, {"Word": "Health", "Confidence": 0.614, "X1": 0.42559, "Y1": 0.8302, "X2": 0.45561, "Y2": 0.83, "X3": 0.45561, "Y3": 0.8378, "X4": 0.42559, "Y4": 0.8368, "page": 0, "Index": 1368}, {"Word": "The", "Confidence": 0.939, "X1": 0.4282, "Y1": 0.8222, "X2": 0.44517, "Y2": 0.822, "X3": 0.44517, "Y3": 0.8298, "X4": 0.4282, "Y4": 0.8298, "page": 0, "Index": 1369}, {"Word": "Director", "Confidence": 0.568, "X1": 0.44778, "Y1": 0.8222, "X2": 0.48303, "Y2": 0.822, "X3": 0.48303, "Y3": 0.8298, "X4": 0.44648, "Y4": 0.8298, "page": 0, "Index": 1370}, {"Word": "Education", "Confidence": 0.098, "X1": 0.45822, "Y1": 0.8302, "X2": 0.50261, "Y2": 0.83, "X3": 0.50261, "Y3": 0.8378, "X4": 0.45822, "Y4": 0.8378, "page": 0, "Index": 1371}, {"Word": "of", "Confidence": 0.059, "X1": 0.48564, "Y1": 0.8222, "X2": 0.49347, "Y2": 0.822, "X3": 0.49347, "Y3": 0.8298, "X4": 0.48433, "Y4": 0.8298, "page": 0, "Index": 1372}, {"Word": "the", "Confidence": 0.998, "X1": 0.49608, "Y1": 0.8222, "X2": 0.51044, "Y2": 0.822, "X3": 0.50914, "Y3": 0.8298, "X4": 0.49608, "Y4": 0.8298, "page": 0, "Index": 1373}, {"Word": "Fund", "Confidence": 0.842, "X1": 0.50522, "Y1": 0.8302, "X2": 0.52872, "Y2": 0.83, "X3": 0.52872, "Y3": 0.8378, "X4": 0.50522, "Y4": 0.8378, "page": 0, "Index": 1374}, {"Word": "Department", "Confidence": 0.488, "X1": 0.51175, "Y1": 0.8222, "X2": 0.56527, "Y2": 0.822, "X3": 0.56527, "Y3": 0.8308, "X4": 0.51175, "Y4": 0.8298, "page": 0, "Index": 1375}, {"Word": "of", "Confidence": 0.857, "X1": 0.56789, "Y1": 0.8222, "X2": 0.57702, "Y2": 0.822, "X3": 0.57572, "Y3": 0.8308, "X4": 0.56658, "Y4": 0.8308, "page": 0, "Index": 1376}, {"Word": "Heskh", "Confidence": 0.692, "X1": 0.57833, "Y1": 0.8222, "X2": 0.60966, "Y2": 0.822, "X3": 0.60966, "Y3": 0.8308, "X4": 0.57833, "Y4": 0.8308, "page": 0, "Index": 1377}, {"Word": "shall", "Confidence": 0.404, "X1": 0.61227, "Y1": 0.8222, "X2": 0.63316, "Y2": 0.822, "X3": 0.63316, "Y3": 0.8308, "X4": 0.61097, "Y4": 0.8308, "page": 0, "Index": 1378}, {"Word": "be", "Confidence": 0.881, "X1": 0.63577, "Y1": 0.8222, "X2": 0.64491, "Y2": 0.822, "X3": 0.64491, "Y3": 0.8308, "X4": 0.63446, "Y4": 0.8308, "page": 0, "Index": 1379}, {"Word": "the", "Confidence": 0.991, "X1": 0.64752, "Y1": 0.8222, "X2": 0.66188, "Y2": 0.822, "X3": 0.66057, "Y3": 0.8308, "X4": 0.64621, "Y4": 0.8308, "page": 0, "Index": 1380}, {"Word": "disbursing", "Confidence": 0.849, "X1": 0.66319, "Y1": 0.8222, "X2": 0.70888, "Y2": 0.822, "X3": 0.70888, "Y3": 0.8318, "X4": 0.66319, "Y4": 0.8308, "page": 0, "Index": 1381}, {"Word": "PROVIDING", "Confidence": 0.89, "X1": 0.01044, "Y1": 0.8392, "X2": 0.06397, "Y2": 0.839, "X3": 0.06397, "Y3": 0.8468, "X4": 0.01044, "Y4": 0.8468, "page": 0, "Index": 1382}, {"Word": "MANNER", "Confidence": 0.993, "X1": 0.01305, "Y1": 0.8312, "X2": 0.05352, "Y2": 0.831, "X3": 0.05352, "Y3": 0.8388, "X4": 0.01305, "Y4": 0.8388, "page": 0, "Index": 1383}, {"Word": "PROVIDED", "Confidence": 0.992, "X1": 0.05744, "Y1": 0.8312, "X2": 0.11097, "Y2": 0.831, "X3": 0.11097, "Y3": 0.8388, "X4": 0.05614, "Y4": 0.8388, "page": 0, "Index": 1384}, {"Word": "THAT", "Confidence": 0.989, "X1": 0.06919, "Y1": 0.8392, "X2": 0.09661, "Y2": 0.839, "X3": 0.09661, "Y3": 0.8468, "X4": 0.06919, "Y4": 0.8468, "page": 0, "Index": 1385}, {"Word": "THE", "Confidence": 0.998, "X1": 0.10052, "Y1": 0.8392, "X2": 0.12141, "Y2": 0.839, "X3": 0.12141, "Y3": 0.8468, "X4": 0.10052, "Y4": 0.8468, "page": 0, "Index": 1386}, {"Word": "BY", "Confidence": 0.955, "X1": 0.11619, "Y1": 0.8312, "X2": 0.13055, "Y2": 0.831, "X3": 0.13055, "Y3": 0.8388, "X4": 0.11488, "Y4": 0.8388, "page": 0, "Index": 1387}, {"Word": "EFFECTIVE", "Confidence": 0.64, "X1": 0.12533, "Y1": 0.8392, "X2": 0.18277, "Y2": 0.839, "X3": 0.18277, "Y3": 0.8468, "X4": 0.12533, "Y4": 0.8468, "page": 0, "Index": 1388}, {"Word": "THE", "Confidence": 0.998, "X1": 0.13577, "Y1": 0.8312, "X2": 0.15666, "Y2": 0.831, "X3": 0.15666, "Y3": 0.8388, "X4": 0.13577, "Y4": 0.8388, "page": 0, "Index": 1389}, {"Word": "ARKANSAS", "Confidence": 0.953, "X1": 0.16057, "Y1": 0.8312, "X2": 0.21802, "Y2": 0.831, "X3": 0.21802, "Y3": 0.8388, "X4": 0.16057, "Y4": 0.8388, "page": 0, "Index": 1390}, {"Word": "DATE", "Confidence": 0.987, "X1": 0.18799, "Y1": 0.8392, "X2": 0.2154, "Y2": 0.839, "X3": 0.2154, "Y3": 0.8468, "X4": 0.18668, "Y4": 0.8468, "page": 0, "Index": 1391}, {"Word": "OF", "Confidence": 0.814, "X1": 0.22063, "Y1": 0.8392, "X2": 0.23368, "Y2": 0.839, "X3": 0.23368, "Y3": 0.8468, "X4": 0.21932, "Y4": 0.8468, "page": 0, "Index": 1392}, {"Word": "TAX", "Confidence": 0.614, "X1": 0.22324, "Y1": 0.8312, "X2": 0.24413, "Y2": 0.831, "X3": 0.24413, "Y3": 0.8388, "X4": 0.22324, "Y4": 0.8388, "page": 0, "Index": 1393}, {"Word": "THIS", "Confidence": 0.984, "X1": 0.24021, "Y1": 0.8392, "X2": 0.26371, "Y2": 0.839, "X3": 0.26371, "Y3": 0.8468, "X4": 0.2389, "Y4": 0.8468, "page": 0, "Index": 1394}, {"Word": "PROCEDURE", "Confidence": 0.936, "X1": 0.24804, "Y1": 0.8312, "X2": 0.31332, "Y2": 0.831, "X3": 0.31332, "Y3": 0.8388, "X4": 0.24674, "Y4": 0.8388, "page": 0, "Index": 1395}, {"Word": "ACT,", "Confidence": 0.631, "X1": 0.26762, "Y1": 0.8392, "X2": 0.29373, "Y2": 0.839, "X3": 0.29243, "Y3": 0.8468, "X4": 0.26762, "Y4": 0.8468, "page": 0, "Index": 1396}, {"Word": "AND", "Confidence": 0.998, "X1": 0.29504, "Y1": 0.8392, "X2": 0.31593, "Y2": 0.839, "X3": 0.31593, "Y3": 0.8468, "X4": 0.29504, "Y4": 0.8468, "page": 0, "Index": 1397}, {"Word": "ACT!", "Confidence": 0.337, "X1": 0.31854, "Y1": 0.8312, "X2": 0.34465, "Y2": 0.831, "X3": 0.34334, "Y3": 0.8388, "X4": 0.31723, "Y4": 0.8388, "page": 0, "Index": 1398}, {"Word": "THE", "Confidence": 0.998, "X1": 0.32245, "Y1": 0.8382, "X2": 0.34204, "Y2": 0.838, "X3": 0.34204, "Y3": 0.8468, "X4": 0.32115, "Y4": 0.8468, "page": 0, "Index": 1399}, {"Word": "ely", "Confidence": 0.419, "X1": 0.37728, "Y1": 0.8382, "X2": 0.38903, "Y2": 0.838, "X3": 0.39034, "Y3": 0.8458, "X4": 0.37859, "Y4": 0.8458, "page": 0, "Index": 1400}, {"Word": "be", "Confidence": 0.117, "X1": 0.39164, "Y1": 0.8382, "X2": 0.40209, "Y2": 0.838, "X3": 0.40209, "Y3": 0.8458, "X4": 0.39164, "Y4": 0.8458, "page": 0, "Index": 1401}, {"Word": "exproded", "Confidence": 0.16, "X1": 0.4047, "Y1": 0.8382, "X2": 0.44386, "Y2": 0.838, "X3": 0.44386, "Y3": 0.8458, "X4": 0.4047, "Y4": 0.8458, "page": 0, "Index": 1402}, {"Word": "for", "Confidence": 0.044, "X1": 0.44648, "Y1": 0.8382, "X2": 0.45953, "Y2": 0.838, "X3": 0.45953, "Y3": 0.8458, "X4": 0.44648, "Y4": 0.8458, "page": 0, "Index": 1403}, {"Word": "programa", "Confidence": 0.677, "X1": 0.46214, "Y1": 0.8382, "X2": 0.50261, "Y2": 0.838, "X3": 0.50261, "Y3": 0.8468, "X4": 0.46214, "Y4": 0.8458, "page": 0, "Index": 1404}, {"Word": "let", "Confidence": 0.027, "X1": 0.50522, "Y1": 0.8382, "X2": 0.51697, "Y2": 0.838, "X3": 0.51697, "Y3": 0.8468, "X4": 0.50522, "Y4": 0.8468, "page": 0, "Index": 1405}, {"Word": "the", "Confidence": 0.991, "X1": 0.51958, "Y1": 0.8382, "X2": 0.53394, "Y2": 0.838, "X3": 0.53394, "Y3": 0.8468, "X4": 0.51958, "Y4": 0.8468, "page": 0, "Index": 1406}, {"Word": "Account.", "Confidence": 0.137, "X1": 0.53003, "Y1": 0.8302, "X2": 0.5705, "Y2": 0.83, "X3": 0.5705, "Y3": 0.8388, "X4": 0.53003, "Y4": 0.8378, "page": 0, "Index": 1407}, {"Word": "prevention", "Confidence": 0.545, "X1": 0.53655, "Y1": 0.8382, "X2": 0.58355, "Y2": 0.838, "X3": 0.58355, "Y3": 0.8468, "X4": 0.53525, "Y4": 0.8468, "page": 0, "Index": 1408}, {"Word": "The", "Confidence": 0.993, "X1": 0.57311, "Y1": 0.8302, "X2": 0.59008, "Y2": 0.83, "X3": 0.59008, "Y3": 0.8388, "X4": 0.57311, "Y4": 0.8388, "page": 0, "Index": 1409}, {"Word": "and", "Confidence": 0.279, "X1": 0.58616, "Y1": 0.8392, "X2": 0.60313, "Y2": 0.839, "X3": 0.60183, "Y3": 0.8468, "X4": 0.58616, "Y4": 0.8468, "page": 0, "Index": 1410}, {"Word": "monies", "Confidence": 0.421, "X1": 0.59269, "Y1": 0.8312, "X2": 0.62402, "Y2": 0.831, "X3": 0.62272, "Y3": 0.8388, "X4": 0.59269, "Y4": 0.8388, "page": 0, "Index": 1411}, {"Word": "bedaction", "Confidence": 0.18, "X1": 0.60444, "Y1": 0.8392, "X2": 0.64621, "Y2": 0.839, "X3": 0.64491, "Y3": 0.8468, "X4": 0.60444, "Y4": 0.8468, "page": 0, "Index": 1412}, {"Word": "in", "Confidence": 0.981, "X1": 0.62533, "Y1": 0.8312, "X2": 0.63446, "Y2": 0.831, "X3": 0.63446, "Y3": 0.8388, "X4": 0.62533, "Y4": 0.8388, "page": 0, "Index": 1413}, {"Word": "the", "Confidence": 0.106, "X1": 0.63708, "Y1": 0.8312, "X2": 0.65144, "Y2": 0.831, "X3": 0.65013, "Y3": 0.8388, "X4": 0.63577, "Y4": 0.8388, "page": 0, "Index": 1414}, {"Word": "of", "Confidence": 0.767, "X1": 0.64752, "Y1": 0.8392, "X2": 0.65666, "Y2": 0.839, "X3": 0.65535, "Y3": 0.8468, "X4": 0.64752, "Y4": 0.8468, "page": 0, "Index": 1415}, {"Word": "account", "Confidence": 0.136, "X1": 0.65274, "Y1": 0.8312, "X2": 0.68538, "Y2": 0.831, "X3": 0.68407, "Y3": 0.8388, "X4": 0.65274, "Y4": 0.8388, "page": 0, "Index": 1416}, {"Word": "tobacco", "Confidence": 0.03, "X1": 0.65796, "Y1": 0.8392, "X2": 0.6893, "Y2": 0.839, "X3": 0.68799, "Y3": 0.8468, "X4": 0.65796, "Y4": 0.8468, "page": 0, "Index": 1417}, {"Word": "shall", "Confidence": 0.611, "X1": 0.68799, "Y1": 0.8322, "X2": 0.71018, "Y2": 0.832, "X3": 0.71018, "Y3": 0.8388, "X4": 0.68668, "Y4": 0.8388, "page": 0, "Index": 1418}, {"Word": "ut),", "Confidence": 0.001, "X1": 0.6906, "Y1": 0.8402, "X2": 0.71149, "Y2": 0.84, "X3": 0.71018, "Y3": 0.8468, "X4": 0.6906, "Y4": 0.8468, "page": 0, "Index": 1419}, {"Word": "TATES", "Confidence": 0.7, "X1": 0.01305, "Y1": 0.8472, "X2": 0.04178, "Y2": 0.847, "X3": 0.04047, "Y3": 0.8548, "X4": 0.01175, "Y4": 0.8548, "page": 0, "Index": 1420}, {"Word": "LEVIED", "Confidence": 0.836, "X1": 0.04308, "Y1": 0.8472, "X2": 0.07963, "Y2": 0.847, "X3": 0.07833, "Y3": 0.8548, "X4": 0.04308, "Y4": 0.8548, "page": 0, "Index": 1421}, {"Word": "BY", "Confidence": 0.997, "X1": 0.08355, "Y1": 0.8472, "X2": 0.09791, "Y2": 0.847, "X3": 0.09661, "Y3": 0.8548, "X4": 0.08225, "Y4": 0.8548, "page": 0, "Index": 1422}, {"Word": "THIS", "Confidence": 0.67, "X1": 0.10183, "Y1": 0.8472, "X2": 0.12663, "Y2": 0.847, "X3": 0.12533, "Y3": 0.8548, "X4": 0.10052, "Y4": 0.8548, "page": 0, "Index": 1423}, {"Word": "ACT,", "Confidence": 0.695, "X1": 0.12924, "Y1": 0.8472, "X2": 0.15274, "Y2": 0.847, "X3": 0.15144, "Y3": 0.8548, "X4": 0.12794, "Y4": 0.8548, "page": 0, "Index": 1424}, {"Word": "IS", "Confidence": 0.616, "X1": 0.15405, "Y1": 0.8472, "X2": 0.1658, "Y2": 0.847, "X3": 0.16449, "Y3": 0.8548, "X4": 0.15274, "Y4": 0.8548, "page": 0, "Index": 1425}, {"Word": "JANUARY", "Confidence": 0.849, "X1": 0.1671, "Y1": 0.8472, "X2": 0.21671, "Y2": 0.847, "X3": 0.2154, "Y3": 0.8548, "X4": 0.1671, "Y4": 0.8548, "page": 0, "Index": 1426}, {"Word": "1,", "Confidence": 0.613, "X1": 0.21932, "Y1": 0.8472, "X2": 0.22977, "Y2": 0.847, "X3": 0.22846, "Y3": 0.8548, "X4": 0.21802, "Y4": 0.8548, "page": 0, "Index": 1427}, {"Word": "1999;", "Confidence": 0.632, "X1": 0.23107, "Y1": 0.8472, "X2": 0.25718, "Y2": 0.847, "X3": 0.25587, "Y3": 0.8548, "X4": 0.22977, "Y4": 0.8548, "page": 0, "Index": 1428}, {"Word": "AND", "Confidence": 0.771, "X1": 0.25979, "Y1": 0.8472, "X2": 0.28068, "Y2": 0.847, "X3": 0.27937, "Y3": 0.8548, "X4": 0.25849, "Y4": 0.8548, "page": 0, "Index": 1429}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.28329, "Y1": 0.8472, "X2": 0.30418, "Y2": 0.847, "X3": 0.30418, "Y3": 0.8548, "X4": 0.28329, "Y4": 0.8548, "page": 0, "Index": 1430}, {"Word": "OTHER", "Confidence": 0.656, "X1": 0.30809, "Y1": 0.8472, "X2": 0.34334, "Y2": 0.847, "X3": 0.34204, "Y3": 0.8548, "X4": 0.30679, "Y4": 0.8548, "page": 0, "Index": 1431}, {"Word": "the", "Confidence": 0.052, "X1": 0.3812, "Y1": 0.8462, "X2": 0.39948, "Y2": 0.846, "X3": 0.39948, "Y3": 0.8528, "X4": 0.3812, "Y4": 0.8518, "page": 0, "Index": 1432}, {"Word": "and", "Confidence": 0.97, "X1": 0.4047, "Y1": 0.8462, "X2": 0.42037, "Y2": 0.846, "X3": 0.42037, "Y3": 0.8528, "X4": 0.4047, "Y4": 0.8528, "page": 0, "Index": 1433}, {"Word": "other", "Confidence": 0.137, "X1": 0.42298, "Y1": 0.8462, "X2": 0.44648, "Y2": 0.846, "X3": 0.44648, "Y3": 0.8538, "X4": 0.42298, "Y4": 0.8528, "page": 0, "Index": 1434}, {"Word": "substance", "Confidence": 0.109, "X1": 0.44909, "Y1": 0.8462, "X2": 0.49478, "Y2": 0.846, "X3": 0.49347, "Y3": 0.8538, "X4": 0.44909, "Y4": 0.8538, "page": 0, "Index": 1435}, {"Word": "abuse,", "Confidence": 0.479, "X1": 0.49608, "Y1": 0.8472, "X2": 0.5248, "Y2": 0.847, "X3": 0.5248, "Y3": 0.8548, "X4": 0.49608, "Y4": 0.8538, "page": 0, "Index": 1436}, {"Word": "primarily", "Confidence": 0.815, "X1": 0.52611, "Y1": 0.8472, "X2": 0.56919, "Y2": 0.847, "X3": 0.56919, "Y3": 0.8548, "X4": 0.52611, "Y4": 0.8548, "page": 0, "Index": 1437}, {"Word": "among", "Confidence": 0.243, "X1": 0.5718, "Y1": 0.8472, "X2": 0.60183, "Y2": 0.847, "X3": 0.60183, "Y3": 0.8548, "X4": 0.5705, "Y4": 0.8548, "page": 0, "Index": 1438}, {"Word": "children,", "Confidence": 0.614, "X1": 0.60444, "Y1": 0.8472, "X2": 0.6436, "Y2": 0.847, "X3": 0.6423, "Y3": 0.8538, "X4": 0.60444, "Y4": 0.8548, "page": 0, "Index": 1439}, {"Word": "thesugh", "Confidence": 0.63, "X1": 0.64491, "Y1": 0.8472, "X2": 0.67885, "Y2": 0.847, "X3": 0.67885, "Y3": 0.8538, "X4": 0.64491, "Y4": 0.8538, "page": 0, "Index": 1440}, {"Word": "school", "Confidence": 0.233, "X1": 0.68277, "Y1": 0.8472, "X2": 0.71018, "Y2": 0.847, "X3": 0.70888, "Y3": 0.8538, "X4": 0.68146, "Y4": 0.8538, "page": 0, "Index": 1441}, {"Word": "and", "Confidence": 0.734, "X1": 0.37337, "Y1": 0.8542, "X2": 0.38773, "Y2": 0.854, "X3": 0.38903, "Y3": 0.8598, "X4": 0.37467, "Y4": 0.8598, "page": 0, "Index": 1442}, {"Word": "frem", "Confidence": 0.831, "X1": 0.37337, "Y1": 0.8612, "X2": 0.38903, "Y2": 0.861, "X3": 0.38903, "Y3": 0.8678, "X4": 0.37337, "Y4": 0.8678, "page": 0, "Index": 1443}, {"Word": "cousualty", "Confidence": 0.085, "X1": 0.39034, "Y1": 0.8542, "X2": 0.43864, "Y2": 0.854, "X3": 0.43864, "Y3": 0.8608, "X4": 0.39034, "Y4": 0.8608, "page": 0, "Index": 1444}, {"Word": "health", "Confidence": 0.395, "X1": 0.43995, "Y1": 0.8542, "X2": 0.46867, "Y2": 0.854, "X3": 0.46997, "Y3": 0.8618, "X4": 0.44125, "Y4": 0.8608, "page": 0, "Index": 1445}, {"Word": "education", "Confidence": 0.074, "X1": 0.47128, "Y1": 0.8542, "X2": 0.51305, "Y2": 0.854, "X3": 0.51436, "Y3": 0.8618, "X4": 0.47128, "Y4": 0.8618, "page": 0, "Index": 1446}, {"Word": "programs,", "Confidence": 0.195, "X1": 0.51567, "Y1": 0.8542, "X2": 0.56397, "Y2": 0.854, "X3": 0.56397, "Y3": 0.8618, "X4": 0.51567, "Y4": 0.8618, "page": 0, "Index": 1447}, {"Word": "Any", "Confidence": 0.817, "X1": 0.56527, "Y1": 0.8542, "X2": 0.58486, "Y2": 0.854, "X3": 0.58486, "Y3": 0.8618, "X4": 0.56527, "Y4": 0.8618, "page": 0, "Index": 1448}, {"Word": "school", "Confidence": 0.228, "X1": 0.58747, "Y1": 0.8542, "X2": 0.61619, "Y2": 0.854, "X3": 0.61619, "Y3": 0.8618, "X4": 0.58747, "Y4": 0.8618, "page": 0, "Index": 1449}, {"Word": "which", "Confidence": 0.138, "X1": 0.61749, "Y1": 0.8542, "X2": 0.6436, "Y2": 0.854, "X3": 0.6436, "Y3": 0.8618, "X4": 0.61749, "Y4": 0.8618, "page": 0, "Index": 1450}, {"Word": "sostyle", "Confidence": 0.034, "X1": 0.64491, "Y1": 0.8542, "X2": 0.67624, "Y2": 0.854, "X3": 0.67624, "Y3": 0.8618, "X4": 0.64491, "Y4": 0.8618, "page": 0, "Index": 1451}, {"Word": "meeles", "Confidence": 0.06, "X1": 0.67885, "Y1": 0.8542, "X2": 0.71018, "Y2": 0.854, "X3": 0.71018, "Y3": 0.8618, "X4": 0.67755, "Y4": 0.8618, "page": 0, "Index": 1452}, {"Word": "BRIT", "Confidence": 0.666, "X1": 0.01175, "Y1": 0.8692, "X2": 0.03525, "Y2": 0.869, "X3": 0.03394, "Y3": 0.8778, "X4": 0.01044, "Y4": 0.8778, "page": 0, "Index": 1453}, {"Word": "ENACTED", "Confidence": 0.705, "X1": 0.03786, "Y1": 0.8692, "X2": 0.08225, "Y2": 0.869, "X3": 0.08094, "Y3": 0.8778, "X4": 0.03655, "Y4": 0.8778, "page": 0, "Index": 1454}, {"Word": "BY", "Confidence": 1, "X1": 0.08486, "Y1": 0.8692, "X2": 0.09791, "Y2": 0.869, "X3": 0.09661, "Y3": 0.8778, "X4": 0.08355, "Y4": 0.8778, "page": 0, "Index": 1455}, {"Word": "THE", "Confidence": 1, "X1": 0.10052, "Y1": 0.8692, "X2": 0.1201, "Y2": 0.869, "X3": 0.1188, "Y3": 0.8778, "X4": 0.09922, "Y4": 0.8778, "page": 0, "Index": 1456}, {"Word": "PEOPLE", "Confidence": 1, "X1": 0.12272, "Y1": 0.8692, "X2": 0.16057, "Y2": 0.869, "X3": 0.16057, "Y3": 0.8778, "X4": 0.12141, "Y4": 0.8778, "page": 0, "Index": 1457}, {"Word": "OF", "Confidence": 1, "X1": 0.16319, "Y1": 0.8692, "X2": 0.17755, "Y2": 0.869, "X3": 0.17624, "Y3": 0.8778, "X4": 0.16188, "Y4": 0.8778, "page": 0, "Index": 1458}, {"Word": "THE", "Confidence": 1, "X1": 0.18016, "Y1": 0.8692, "X2": 0.19974, "Y2": 0.869, "X3": 0.19843, "Y3": 0.8778, "X4": 0.17885, "Y4": 0.8778, "page": 0, "Index": 1459}, {"Word": "STATE", "Confidence": 1, "X1": 0.20104, "Y1": 0.8692, "X2": 0.23368, "Y2": 0.869, "X3": 0.23238, "Y3": 0.8778, "X4": 0.19974, "Y4": 0.8778, "page": 0, "Index": 1460}, {"Word": "OF", "Confidence": 1, "X1": 0.23629, "Y1": 0.8692, "X2": 0.24935, "Y2": 0.869, "X3": 0.24935, "Y3": 0.8778, "X4": 0.23499, "Y4": 0.8778, "page": 0, "Index": 1461}, {"Word": "this", "Confidence": 0.143, "X1": 0.39556, "Y1": 0.8612, "X2": 0.41384, "Y2": 0.861, "X3": 0.41253, "Y3": 0.8688, "X4": 0.39556, "Y4": 0.8678, "page": 0, "Index": 1462}, {"Word": "account", "Confidence": 0.179, "X1": 0.41514, "Y1": 0.8622, "X2": 0.45039, "Y2": 0.862, "X3": 0.45039, "Y3": 0.8688, "X4": 0.41514, "Y4": 0.8688, "page": 0, "Index": 1463}, {"Word": "must", "Confidence": 0.886, "X1": 0.4517, "Y1": 0.8622, "X2": 0.4752, "Y2": 0.862, "X3": 0.4752, "Y3": 0.8688, "X4": 0.4517, "Y4": 0.8688, "page": 0, "Index": 1464}, {"Word": "becere", "Confidence": 0.066, "X1": 0.47781, "Y1": 0.8622, "X2": 0.51175, "Y2": 0.862, "X3": 0.51175, "Y3": 0.8698, "X4": 0.47781, "Y4": 0.8688, "page": 0, "Index": 1465}, {"Word": "totally", "Confidence": 0.442, "X1": 0.51305, "Y1": 0.8622, "X2": 0.54439, "Y2": 0.862, "X3": 0.54308, "Y3": 0.8698, "X4": 0.51305, "Y4": 0.8698, "page": 0, "Index": 1466}, {"Word": "tebarco", "Confidence": 0.642, "X1": 0.54569, "Y1": 0.8622, "X2": 0.57963, "Y2": 0.862, "X3": 0.57963, "Y3": 0.8698, "X4": 0.54569, "Y4": 0.8698, "page": 0, "Index": 1467}, {"Word": "freh", "Confidence": 0.156, "X1": 0.58225, "Y1": 0.8622, "X2": 0.60052, "Y2": 0.862, "X3": 0.59922, "Y3": 0.8698, "X4": 0.58094, "Y4": 0.8698, "page": 0, "Index": 1468}, {"Word": "within", "Confidence": 0.625, "X1": 0.60313, "Y1": 0.8632, "X2": 0.63185, "Y2": 0.863, "X3": 0.63185, "Y3": 0.8698, "X4": 0.60313, "Y4": 0.8698, "page": 0, "Index": 1469}, {"Word": "thee", "Confidence": 0.643, "X1": 0.63446, "Y1": 0.8632, "X2": 0.65796, "Y2": 0.863, "X3": 0.65796, "Y3": 0.8698, "X4": 0.63446, "Y4": 0.8698, "page": 0, "Index": 1470}, {"Word": "years", "Confidence": 0.626, "X1": 0.66057, "Y1": 0.8632, "X2": 0.68538, "Y2": 0.863, "X3": 0.68538, "Y3": 0.8698, "X4": 0.65927, "Y4": 0.8698, "page": 0, "Index": 1471}, {"Word": "after", "Confidence": 0.214, "X1": 0.68799, "Y1": 0.8632, "X2": 0.71018, "Y2": 0.863, "X3": 0.70888, "Y3": 0.8708, "X4": 0.68668, "Y4": 0.8698, "page": 0, "Index": 1472}, {"Word": "ARKANSAS", "Confidence": 1, "X1": 0.25196, "Y1": 0.8692, "X2": 0.30679, "Y2": 0.869, "X3": 0.30548, "Y3": 0.8788, "X4": 0.25065, "Y4": 0.8778, "page": 0, "Index": 1473}, {"Word": "SECTION", "Confidence": 0.664, "X1": 0.37467, "Y1": 0.8762, "X2": 0.41253, "Y2": 0.876, "X3": 0.41253, "Y3": 0.8838, "X4": 0.37337, "Y4": 0.8838, "page": 0, "Index": 1474}, {"Word": "6.", "Confidence": 0.665, "X1": 0.41645, "Y1": 0.8762, "X2": 0.42689, "Y2": 0.876, "X3": 0.42689, "Y3": 0.8838, "X4": 0.41645, "Y4": 0.8838, "page": 0, "Index": 1475}, {"Word": "The", "Confidence": 0.815, "X1": 0.4295, "Y1": 0.8762, "X2": 0.44648, "Y2": 0.876, "X3": 0.44517, "Y3": 0.8848, "X4": 0.4282, "Y4": 0.8838, "page": 0, "Index": 1476}, {"Word": "Director", "Confidence": 0.511, "X1": 0.44778, "Y1": 0.8772, "X2": 0.48564, "Y2": 0.877, "X3": 0.48433, "Y3": 0.8848, "X4": 0.44778, "Y4": 0.8848, "page": 0, "Index": 1477}, {"Word": "of", "Confidence": 0.61, "X1": 0.48825, "Y1": 0.8772, "X2": 0.49608, "Y2": 0.877, "X3": 0.49478, "Y3": 0.8848, "X4": 0.48695, "Y4": 0.8848, "page": 0, "Index": 1478}, {"Word": "the", "Confidence": 0.94, "X1": 0.49869, "Y1": 0.8772, "X2": 0.51436, "Y2": 0.877, "X3": 0.51175, "Y3": 0.8848, "X4": 0.49739, "Y4": 0.8848, "page": 0, "Index": 1479}, {"Word": "Depa", "Confidence": 0.651, "X1": 0.51567, "Y1": 0.8772, "X2": 0.53916, "Y2": 0.877, "X3": 0.53786, "Y3": 0.8848, "X4": 0.51436, "Y4": 0.8848, "page": 0, "Index": 1480}, {"Word": "rok", "Confidence": 0.33, "X1": 0.55744, "Y1": 0.8772, "X2": 0.56919, "Y2": 0.877, "X3": 0.56789, "Y3": 0.8848, "X4": 0.55614, "Y4": 0.8848, "page": 0, "Index": 1481}, {"Word": "of", "Confidence": 0.908, "X1": 0.5718, "Y1": 0.8772, "X2": 0.58094, "Y2": 0.877, "X3": 0.57963, "Y3": 0.8848, "X4": 0.5705, "Y4": 0.8848, "page": 0, "Index": 1482}, {"Word": "Human", "Confidence": 0.269, "X1": 0.58355, "Y1": 0.8782, "X2": 0.61749, "Y2": 0.878, "X3": 0.61619, "Y3": 0.8858, "X4": 0.58225, "Y4": 0.8848, "page": 0, "Index": 1483}, {"Word": "Services", "Confidence": 0.654, "X1": 0.6188, "Y1": 0.8782, "X2": 0.65535, "Y2": 0.878, "X3": 0.65405, "Y3": 0.8858, "X4": 0.6188, "Y4": 0.8858, "page": 0, "Index": 1484}, {"Word": "shall", "Confidence": 0.659, "X1": 0.65666, "Y1": 0.8782, "X2": 0.67755, "Y2": 0.878, "X3": 0.67755, "Y3": 0.8858, "X4": 0.65666, "Y4": 0.8858, "page": 0, "Index": 1485}, {"Word": "be", "Confidence": 0.901, "X1": 0.68016, "Y1": 0.8782, "X2": 0.6906, "Y2": 0.878, "X3": 0.6906, "Y3": 0.8858, "X4": 0.67885, "Y4": 0.8858, "page": 0, "Index": 1486}, {"Word": "the", "Confidence": 0.994, "X1": 0.69321, "Y1": 0.8782, "X2": 0.70888, "Y2": 0.878, "X3": 0.70888, "Y3": 0.8858, "X4": 0.69191, "Y4": 0.8858, "page": 0, "Index": 1487}, {"Word": "SUCTION", "Confidence": 0.848, "X1": 0.01305, "Y1": 0.8822, "X2": 0.05091, "Y2": 0.882, "X3": 0.05091, "Y3": 0.8908, "X4": 0.01175, "Y4": 0.8898, "page": 0, "Index": 1488}, {"Word": "Tihave", "Confidence": 0.037, "X1": 0.01305, "Y1": 0.8902, "X2": 0.04308, "Y2": 0.89, "X3": 0.04178, "Y3": 0.8978, "X4": 0.01175, "Y4": 0.8968, "page": 0, "Index": 1489}, {"Word": "Products", "Confidence": 0.214, "X1": 0.04439, "Y1": 0.8902, "X2": 0.08225, "Y2": 0.89, "X3": 0.08225, "Y3": 0.8978, "X4": 0.04439, "Y4": 0.8978, "page": 0, "Index": 1490}, {"Word": "1.", "Confidence": 0.807, "X1": 0.05483, "Y1": 0.8822, "X2": 0.06266, "Y2": 0.882, "X3": 0.06266, "Y3": 0.8908, "X4": 0.05483, "Y4": 0.8908, "page": 0, "Index": 1491}, {"Word": "This", "Confidence": 0.677, "X1": 0.06527, "Y1": 0.8822, "X2": 0.08486, "Y2": 0.882, "X3": 0.08486, "Y3": 0.8908, "X4": 0.06527, "Y4": 0.8908, "page": 0, "Index": 1492}, {"Word": "Tax", "Confidence": 0.127, "X1": 0.08355, "Y1": 0.8912, "X2": 0.09922, "Y2": 0.891, "X3": 0.09922, "Y3": 0.8978, "X4": 0.08355, "Y4": 0.8978, "page": 0, "Index": 1493}, {"Word": "act", "Confidence": 0.695, "X1": 0.08747, "Y1": 0.8822, "X2": 0.10052, "Y2": 0.882, "X3": 0.10052, "Y3": 0.8908, "X4": 0.08747, "Y4": 0.8908, "page": 0, "Index": 1494}, {"Word": "shall", "Confidence": 0.618, "X1": 0.10313, "Y1": 0.8822, "X2": 0.12533, "Y2": 0.882, "X3": 0.12533, "Y3": 0.8908, "X4": 0.10313, "Y4": 0.8908, "page": 0, "Index": 1495}, {"Word": "be", "Confidence": 0.898, "X1": 0.12794, "Y1": 0.8822, "X2": 0.13838, "Y2": 0.882, "X3": 0.13838, "Y3": 0.8908, "X4": 0.12663, "Y4": 0.8908, "page": 0, "Index": 1496}, {"Word": "known", "Confidence": 0.204, "X1": 0.14099, "Y1": 0.8822, "X2": 0.16971, "Y2": 0.882, "X3": 0.16971, "Y3": 0.8908, "X4": 0.14099, "Y4": 0.8908, "page": 0, "Index": 1497}, {"Word": "asd", "Confidence": 0.662, "X1": 0.17232, "Y1": 0.8822, "X2": 0.1893, "Y2": 0.882, "X3": 0.1893, "Y3": 0.8908, "X4": 0.17232, "Y4": 0.8908, "page": 0, "Index": 1498}, {"Word": "mary", "Confidence": 0.023, "X1": 0.19191, "Y1": 0.8822, "X2": 0.21149, "Y2": 0.882, "X3": 0.21149, "Y3": 0.8908, "X4": 0.19191, "Y4": 0.8908, "page": 0, "Index": 1499}, {"Word": "be", "Confidence": 0.861, "X1": 0.2141, "Y1": 0.8822, "X2": 0.22585, "Y2": 0.882, "X3": 0.22454, "Y3": 0.8908, "X4": 0.21279, "Y4": 0.8908, "page": 0, "Index": 1500}, {"Word": "cied", "Confidence": 0.602, "X1": 0.22846, "Y1": 0.8822, "X2": 0.25065, "Y2": 0.882, "X3": 0.24935, "Y3": 0.8908, "X4": 0.22715, "Y4": 0.8908, "page": 0, "Index": 1501}, {"Word": "as", "Confidence": 0.933, "X1": 0.25196, "Y1": 0.8822, "X2": 0.2624, "Y2": 0.882, "X3": 0.2611, "Y3": 0.8908, "X4": 0.25196, "Y4": 0.8908, "page": 0, "Index": 1502}, {"Word": "the", "Confidence": 0.922, "X1": 0.26371, "Y1": 0.8822, "X2": 0.27937, "Y2": 0.882, "X3": 0.27937, "Y3": 0.8908, "X4": 0.26371, "Y4": 0.8908, "page": 0, "Index": 1503}, {"Word": "Cipuretia", "Confidence": 0.294, "X1": 0.28198, "Y1": 0.8822, "X2": 0.32376, "Y2": 0.882, "X3": 0.32245, "Y3": 0.8908, "X4": 0.28198, "Y4": 0.8908, "page": 0, "Index": 1504}, {"Word": "and", "Confidence": 0.274, "X1": 0.32637, "Y1": 0.8822, "X2": 0.34465, "Y2": 0.882, "X3": 0.34465, "Y3": 0.8908, "X4": 0.32507, "Y4": 0.8908, "page": 0, "Index": 1505}, {"Word": "Lisboning", "Confidence": 0.103, "X1": 0.37467, "Y1": 0.8852, "X2": 0.41645, "Y2": 0.885, "X3": 0.41645, "Y3": 0.8928, "X4": 0.37467, "Y4": 0.8928, "page": 0, "Index": 1506}, {"Word": "offfear", "Confidence": 0.325, "X1": 0.41906, "Y1": 0.8852, "X2": 0.44778, "Y2": 0.885, "X3": 0.44778, "Y3": 0.8928, "X4": 0.41906, "Y4": 0.8928, "page": 0, "Index": 1507}, {"Word": "of", "Confidence": 0.416, "X1": 0.44909, "Y1": 0.8852, "X2": 0.45822, "Y2": 0.885, "X3": 0.45822, "Y3": 0.8928, "X4": 0.44909, "Y4": 0.8928, "page": 0, "Index": 1508}, {"Word": "the", "Confidence": 0.61, "X1": 0.46084, "Y1": 0.8852, "X2": 0.4765, "Y2": 0.885, "X3": 0.4765, "Y3": 0.8928, "X4": 0.46084, "Y4": 0.8928, "page": 0, "Index": 1509}, {"Word": "Medkal", "Confidence": 0.642, "X1": 0.47911, "Y1": 0.8862, "X2": 0.51436, "Y2": 0.886, "X3": 0.51436, "Y3": 0.8928, "X4": 0.47911, "Y4": 0.8928, "page": 0, "Index": 1510}, {"Word": "Services", "Confidence": 0.623, "X1": 0.51697, "Y1": 0.8862, "X2": 0.55352, "Y2": 0.886, "X3": 0.55352, "Y3": 0.8938, "X4": 0.51697, "Y4": 0.8928, "page": 0, "Index": 1511}, {"Word": "Fand", "Confidence": 0.636, "X1": 0.55614, "Y1": 0.8862, "X2": 0.58094, "Y2": 0.886, "X3": 0.57963, "Y3": 0.8938, "X4": 0.55614, "Y4": 0.8938, "page": 0, "Index": 1512}, {"Word": "Account.", "Confidence": 0.22, "X1": 0.58355, "Y1": 0.8862, "X2": 0.62533, "Y2": 0.886, "X3": 0.62533, "Y3": 0.8938, "X4": 0.58225, "Y4": 0.8938, "page": 0, "Index": 1513}, {"Word": "The", "Confidence": 0.808, "X1": 0.62924, "Y1": 0.8862, "X2": 0.64621, "Y2": 0.886, "X3": 0.64491, "Y3": 0.8938, "X4": 0.62924, "Y4": 0.8938, "page": 0, "Index": 1514}, {"Word": "menles", "Confidence": 0.594, "X1": 0.64752, "Y1": 0.8862, "X2": 0.67885, "Y2": 0.886, "X3": 0.67885, "Y3": 0.8938, "X4": 0.64752, "Y4": 0.8938, "page": 0, "Index": 1515}, {"Word": "la", "Confidence": 0.043, "X1": 0.68146, "Y1": 0.8862, "X2": 0.6906, "Y2": 0.886, "X3": 0.6906, "Y3": 0.8938, "X4": 0.68016, "Y4": 0.8938, "page": 0, "Index": 1516}, {"Word": "the", "Confidence": 0.998, "X1": 0.69321, "Y1": 0.8862, "X2": 0.70888, "Y2": 0.886, "X3": 0.70888, "Y3": 0.8938, "X4": 0.69191, "Y4": 0.8938, "page": 0, "Index": 1517}, {"Word": "SECTION", "Confidence": 0.36, "X1": 0.01305, "Y1": 0.8982, "X2": 0.05222, "Y2": 0.898, "X3": 0.05091, "Y3": 0.9058, "X4": 0.01175, "Y4": 0.9048, "page": 0, "Index": 1518}, {"Word": "2.", "Confidence": 0.307, "X1": 0.05483, "Y1": 0.8982, "X2": 0.06136, "Y2": 0.898, "X3": 0.06136, "Y3": 0.9058, "X4": 0.05352, "Y4": 0.9058, "page": 0, "Index": 1519}, {"Word": "The", "Confidence": 0.812, "X1": 0.06397, "Y1": 0.8972, "X2": 0.07963, "Y2": 0.897, "X3": 0.07833, "Y3": 0.9058, "X4": 0.06397, "Y4": 0.9058, "page": 0, "Index": 1520}, {"Word": "people", "Confidence": 0.408, "X1": 0.08094, "Y1": 0.8972, "X2": 0.10836, "Y2": 0.897, "X3": 0.10836, "Y3": 0.9058, "X4": 0.08094, "Y4": 0.9058, "page": 0, "Index": 1521}, {"Word": "Art.", "Confidence": 0.236, "X1": 0.10183, "Y1": 0.8912, "X2": 0.12272, "Y2": 0.891, "X3": 0.12272, "Y3": 0.8988, "X4": 0.10183, "Y4": 0.8978, "page": 0, "Index": 1522}, {"Word": "food", "Confidence": 0.069, "X1": 0.11097, "Y1": 0.8972, "X2": 0.12794, "Y2": 0.897, "X3": 0.12794, "Y3": 0.9058, "X4": 0.10966, "Y4": 0.9058, "page": 0, "Index": 1523}, {"Word": "and", "Confidence": 0.904, "X1": 0.13055, "Y1": 0.8972, "X2": 0.14621, "Y2": 0.897, "X3": 0.14621, "Y3": 0.9058, "X4": 0.13055, "Y4": 0.9058, "page": 0, "Index": 1524}, {"Word": "declare", "Confidence": 0.642, "X1": 0.14883, "Y1": 0.8972, "X2": 0.17885, "Y2": 0.897, "X3": 0.17755, "Y3": 0.9058, "X4": 0.14883, "Y4": 0.9058, "page": 0, "Index": 1525}, {"Word": "as", "Confidence": 0.007, "X1": 0.18146, "Y1": 0.8972, "X2": 0.1906, "Y2": 0.897, "X3": 0.1893, "Y3": 0.9068, "X4": 0.18016, "Y4": 0.9058, "page": 0, "Index": 1526}, {"Word": "follows", "Confidence": 0.105, "X1": 0.19191, "Y1": 0.8972, "X2": 0.22585, "Y2": 0.897, "X3": 0.22454, "Y3": 0.9068, "X4": 0.19191, "Y4": 0.9068, "page": 0, "Index": 1527}, {"Word": "are", "Confidence": 0.193, "X1": 0.62141, "Y1": 0.8942, "X2": 0.63316, "Y2": 0.894, "X3": 0.63316, "Y3": 0.9018, "X4": 0.62141, "Y4": 0.9018, "page": 0, "Index": 1528}, {"Word": "providers", "Confidence": 0.289, "X1": 0.63577, "Y1": 0.8932, "X2": 0.67624, "Y2": 0.893, "X3": 0.67624, "Y3": 0.9008, "X4": 0.63577, "Y4": 0.9008, "page": 0, "Index": 1529}, {"Word": "De", "Confidence": 0.012, "X1": 0.67885, "Y1": 0.8942, "X2": 0.69191, "Y2": 0.894, "X3": 0.69191, "Y3": 0.9018, "X4": 0.67885, "Y4": 0.9008, "page": 0, "Index": 1530}, {"Word": "the", "Confidence": 0.781, "X1": 0.69321, "Y1": 0.8942, "X2": 0.70888, "Y2": 0.894, "X3": 0.70888, "Y3": 0.9018, "X4": 0.69321, "Y4": 0.9018, "page": 0, "Index": 1531}, {"Word": "(a)", "Confidence": 0.024, "X1": 0.04047, "Y1": 0.9062, "X2": 0.05483, "Y2": 0.906, "X3": 0.05483, "Y3": 0.9128, "X4": 0.04047, "Y4": 0.9128, "page": 0, "Index": 1532}, {"Word": "Tobacco", "Confidence": 0.235, "X1": 0.05744, "Y1": 0.9062, "X2": 0.09661, "Y2": 0.906, "X3": 0.0953, "Y3": 0.9138, "X4": 0.05744, "Y4": 0.9138, "page": 0, "Index": 1533}, {"Word": "use", "Confidence": 0.023, "X1": 0.09791, "Y1": 0.9062, "X2": 0.11488, "Y2": 0.906, "X3": 0.11488, "Y3": 0.9138, "X4": 0.09791, "Y4": 0.9138, "page": 0, "Index": 1534}, {"Word": "to", "Confidence": 0.055, "X1": 0.11749, "Y1": 0.9062, "X2": 0.12794, "Y2": 0.906, "X3": 0.12663, "Y3": 0.9138, "X4": 0.11749, "Y4": 0.9138, "page": 0, "Index": 1535}, {"Word": "the", "Confidence": 0.515, "X1": 0.13055, "Y1": 0.9062, "X2": 0.14752, "Y2": 0.906, "X3": 0.14621, "Y3": 0.9138, "X4": 0.12924, "Y4": 0.9138, "page": 0, "Index": 1536}, {"Word": "single", "Confidence": 0.62, "X1": 0.15013, "Y1": 0.9062, "X2": 0.18016, "Y2": 0.906, "X3": 0.17885, "Y3": 0.9148, "X4": 0.14883, "Y4": 0.9138, "page": 0, "Index": 1537}, {"Word": "most", "Confidence": 0.699, "X1": 0.18146, "Y1": 0.9062, "X2": 0.20757, "Y2": 0.906, "X3": 0.20627, "Y3": 0.9148, "X4": 0.18146, "Y4": 0.9148, "page": 0, "Index": 1538}, {"Word": "preventable", "Confidence": 0.607, "X1": 0.20888, "Y1": 0.9062, "X2": 0.26893, "Y2": 0.906, "X3": 0.26762, "Y3": 0.9148, "X4": 0.20888, "Y4": 0.9148, "page": 0, "Index": 1539}, {"Word": "cause", "Confidence": 0.566, "X1": 0.27023, "Y1": 0.9052, "X2": 0.30026, "Y2": 0.905, "X3": 0.29896, "Y3": 0.9148, "X4": 0.27023, "Y4": 0.9148, "page": 0, "Index": 1540}, {"Word": "of", "Confidence": 0.345, "X1": 0.30287, "Y1": 0.9052, "X2": 0.31332, "Y2": 0.905, "X3": 0.31201, "Y3": 0.9148, "X4": 0.30157, "Y4": 0.9148, "page": 0, "Index": 1541}, {"Word": "death", "Confidence": 0.609, "X1": 0.31593, "Y1": 0.9052, "X2": 0.34334, "Y2": 0.905, "X3": 0.34204, "Y3": 0.9148, "X4": 0.31462, "Y4": 0.9148, "page": 0, "Index": 1542}, {"Word": "SECTION", "Confidence": 0.887, "X1": 0.37206, "Y1": 0.9082, "X2": 0.41253, "Y2": 0.908, "X3": 0.41253, "Y3": 0.9158, "X4": 0.37206, "Y4": 0.9158, "page": 0, "Index": 1543}, {"Word": "Irestaurat", "Confidence": 0.048, "X1": 0.37337, "Y1": 0.9012, "X2": 0.41384, "Y2": 0.901, "X3": 0.41384, "Y3": 0.9088, "X4": 0.37337, "Y4": 0.9078, "page": 0, "Index": 1544}, {"Word": "and", "Confidence": 0.146, "X1": 0.41514, "Y1": 0.9012, "X2": 0.43211, "Y2": 0.901, "X3": 0.43211, "Y3": 0.9088, "X4": 0.41514, "Y4": 0.9088, "page": 0, "Index": 1545}, {"Word": "7.", "Confidence": 0.789, "X1": 0.41775, "Y1": 0.9082, "X2": 0.42689, "Y2": 0.908, "X3": 0.42689, "Y3": 0.9158, "X4": 0.41775, "Y4": 0.9158, "page": 0, "Index": 1546}, {"Word": "The", "Confidence": 0.69, "X1": 0.4295, "Y1": 0.9082, "X2": 0.44648, "Y2": 0.908, "X3": 0.44648, "Y3": 0.9158, "X4": 0.4295, "Y4": 0.9158, "page": 0, "Index": 1547}, {"Word": "beakh", "Confidence": 0.659, "X1": 0.43473, "Y1": 0.9022, "X2": 0.46214, "Y2": 0.902, "X3": 0.46214, "Y3": 0.9088, "X4": 0.43473, "Y4": 0.9088, "page": 0, "Index": 1548}, {"Word": "Director", "Confidence": 0.122, "X1": 0.44909, "Y1": 0.9092, "X2": 0.48695, "Y2": 0.909, "X3": 0.48695, "Y3": 0.9158, "X4": 0.44909, "Y4": 0.9158, "page": 0, "Index": 1549}, {"Word": "esen", "Confidence": 0.022, "X1": 0.46475, "Y1": 0.9022, "X2": 0.48303, "Y2": 0.902, "X3": 0.48303, "Y3": 0.9088, "X4": 0.46475, "Y4": 0.9088, "page": 0, "Index": 1550}, {"Word": "af", "Confidence": 0.651, "X1": 0.48564, "Y1": 0.9022, "X2": 0.49478, "Y2": 0.902, "X3": 0.49347, "Y3": 0.9088, "X4": 0.48433, "Y4": 0.9088, "page": 0, "Index": 1551}, {"Word": "of", "Confidence": 0.603, "X1": 0.48825, "Y1": 0.9092, "X2": 0.49739, "Y2": 0.909, "X3": 0.49739, "Y3": 0.9158, "X4": 0.48825, "Y4": 0.9158, "page": 0, "Index": 1552}, {"Word": "parjeg", "Confidence": 0.123, "X1": 0.49608, "Y1": 0.9022, "X2": 0.5235, "Y2": 0.902, "X3": 0.52219, "Y3": 0.9088, "X4": 0.49608, "Y4": 0.9088, "page": 0, "Index": 1553}, {"Word": "the", "Confidence": 0.084, "X1": 0.49869, "Y1": 0.9102, "X2": 0.51436, "Y2": 0.91, "X3": 0.51436, "Y3": 0.9168, "X4": 0.49869, "Y4": 0.9158, "page": 0, "Index": 1554}, {"Word": "Der", "Confidence": 0.13, "X1": 0.51567, "Y1": 0.9102, "X2": 0.53264, "Y2": 0.91, "X3": 0.53264, "Y3": 0.9168, "X4": 0.51567, "Y4": 0.9168, "page": 0, "Index": 1555}, {"Word": "t", "Confidence": 0.938, "X1": 0.56658, "Y1": 0.9092, "X2": 0.5705, "Y2": 0.909, "X3": 0.56919, "Y3": 0.9168, "X4": 0.56658, "Y4": 0.9168, "page": 0, "Index": 1556}, {"Word": "of", "Confidence": 0.932, "X1": 0.5718, "Y1": 0.9092, "X2": 0.58094, "Y2": 0.909, "X3": 0.58094, "Y3": 0.9168, "X4": 0.5718, "Y4": 0.9168, "page": 0, "Index": 1557}, {"Word": "Humces", "Confidence": 0.031, "X1": 0.58355, "Y1": 0.9092, "X2": 0.61749, "Y2": 0.909, "X3": 0.61749, "Y3": 0.9168, "X4": 0.58225, "Y4": 0.9168, "page": 0, "Index": 1558}, {"Word": "Strvlees", "Confidence": 0.379, "X1": 0.6201, "Y1": 0.9102, "X2": 0.65535, "Y2": 0.91, "X3": 0.65535, "Y3": 0.9168, "X4": 0.6188, "Y4": 0.9168, "page": 0, "Index": 1559}, {"Word": "shall", "Confidence": 0.675, "X1": 0.65666, "Y1": 0.9092, "X2": 0.67885, "Y2": 0.909, "X3": 0.67885, "Y3": 0.9168, "X4": 0.65666, "Y4": 0.9168, "page": 0, "Index": 1560}, {"Word": "be", "Confidence": 0.252, "X1": 0.68146, "Y1": 0.9092, "X2": 0.69191, "Y2": 0.909, "X3": 0.69191, "Y3": 0.9178, "X4": 0.68146, "Y4": 0.9168, "page": 0, "Index": 1561}, {"Word": "the", "Confidence": 0.847, "X1": 0.69321, "Y1": 0.9092, "X2": 0.71018, "Y2": 0.909, "X3": 0.71018, "Y3": 0.9178, "X4": 0.69321, "Y4": 0.9178, "page": 0, "Index": 1562}, {"Word": "(h)", "Confidence": 0.048, "X1": 0.04047, "Y1": 0.9212, "X2": 0.05352, "Y2": 0.921, "X3": 0.05352, "Y3": 0.9278, "X4": 0.04047, "Y4": 0.9278, "page": 0, "Index": 1563}, {"Word": "and", "Confidence": 0.07, "X1": 0.04178, "Y1": 0.9132, "X2": 0.05744, "Y2": 0.913, "X3": 0.05744, "Y3": 0.9208, "X4": 0.04178, "Y4": 0.9208, "page": 0, "Index": 1564}, {"Word": "disease", "Confidence": 0.204, "X1": 0.05875, "Y1": 0.9132, "X2": 0.08877, "Y2": 0.913, "X3": 0.08877, "Y3": 0.9208, "X4": 0.05875, "Y4": 0.9208, "page": 0, "Index": 1565}, {"Word": "In", "Confidence": 0.305, "X1": 0.09138, "Y1": 0.9132, "X2": 0.10052, "Y2": 0.913, "X3": 0.10052, "Y3": 0.9208, "X4": 0.09138, "Y4": 0.9208, "page": 0, "Index": 1566}, {"Word": "America.", "Confidence": 0.556, "X1": 0.10313, "Y1": 0.9142, "X2": 0.14491, "Y2": 0.914, "X3": 0.1436, "Y3": 0.9218, "X4": 0.10183, "Y4": 0.9208, "page": 0, "Index": 1567}, {"Word": "Gaboning", "Confidence": 0.096, "X1": 0.37598, "Y1": 0.9162, "X2": 0.41775, "Y2": 0.916, "X3": 0.41906, "Y3": 0.9228, "X4": 0.37598, "Y4": 0.9218, "page": 0, "Index": 1568}, {"Word": "offour", "Confidence": 0.024, "X1": 0.42037, "Y1": 0.9162, "X2": 0.44909, "Y2": 0.916, "X3": 0.45039, "Y3": 0.9238, "X4": 0.42037, "Y4": 0.9228, "page": 0, "Index": 1569}, {"Word": "of", "Confidence": 0.663, "X1": 0.4517, "Y1": 0.9162, "X2": 0.46214, "Y2": 0.916, "X3": 0.46214, "Y3": 0.9238, "X4": 0.453, "Y4": 0.9238, "page": 0, "Index": 1570}, {"Word": "the", "Confidence": 0.847, "X1": 0.46345, "Y1": 0.9162, "X2": 0.47911, "Y2": 0.916, "X3": 0.47911, "Y3": 0.9238, "X4": 0.46345, "Y4": 0.9238, "page": 0, "Index": 1571}, {"Word": "Beaker", "Confidence": 0.012, "X1": 0.48172, "Y1": 0.9172, "X2": 0.51305, "Y2": 0.917, "X3": 0.51305, "Y3": 0.9238, "X4": 0.48172, "Y4": 0.9238, "page": 0, "Index": 1572}, {"Word": "Citi", "Confidence": 0.815, "X1": 0.51436, "Y1": 0.9172, "X2": 0.53264, "Y2": 0.917, "X3": 0.53264, "Y3": 0.9238, "X4": 0.51436, "Y4": 0.9238, "page": 0, "Index": 1573}, {"Word": "Fund", "Confidence": 0.606, "X1": 0.55744, "Y1": 0.9162, "X2": 0.57963, "Y2": 0.916, "X3": 0.57833, "Y3": 0.9248, "X4": 0.55614, "Y4": 0.9248, "page": 0, "Index": 1574}, {"Word": "Account", "Confidence": 0.065, "X1": 0.58094, "Y1": 0.9172, "X2": 0.6201, "Y2": 0.917, "X3": 0.6201, "Y3": 0.9248, "X4": 0.58094, "Y4": 0.9248, "page": 0, "Index": 1575}, {"Word": "The", "Confidence": 0.658, "X1": 0.62794, "Y1": 0.9172, "X2": 0.64621, "Y2": 0.917, "X3": 0.64491, "Y3": 0.9248, "X4": 0.62794, "Y4": 0.9248, "page": 0, "Index": 1576}, {"Word": "mooits", "Confidence": 0.01, "X1": 0.64752, "Y1": 0.9172, "X2": 0.67885, "Y2": 0.917, "X3": 0.67755, "Y3": 0.9248, "X4": 0.64752, "Y4": 0.9248, "page": 0, "Index": 1577}, {"Word": "in", "Confidence": 0.649, "X1": 0.68016, "Y1": 0.9162, "X2": 0.69191, "Y2": 0.916, "X3": 0.6906, "Y3": 0.9248, "X4": 0.68016, "Y4": 0.9248, "page": 0, "Index": 1578}, {"Word": "the", "Confidence": 0.361, "X1": 0.69321, "Y1": 0.9162, "X2": 0.71018, "Y2": 0.916, "X3": 0.71018, "Y3": 0.9248, "X4": 0.69321, "Y4": 0.9248, "page": 0, "Index": 1579}, {"Word": "Tobacos-related", "Confidence": 0.23, "X1": 0.05614, "Y1": 0.9212, "X2": 0.12533, "Y2": 0.921, "X3": 0.12402, "Y3": 0.9288, "X4": 0.05483, "Y4": 0.9278, "page": 0, "Index": 1580}, {"Word": "distains", "Confidence": 0.128, "X1": 0.12663, "Y1": 0.9212, "X2": 0.16449, "Y2": 0.921, "X3": 0.16449, "Y3": 0.9298, "X4": 0.12663, "Y4": 0.9288, "page": 0, "Index": 1581}, {"Word": "chate", "Confidence": 0.179, "X1": 0.1671, "Y1": 0.9212, "X2": 0.19452, "Y2": 0.921, "X3": 0.19321, "Y3": 0.9298, "X4": 0.1658, "Y4": 0.9298, "page": 0, "Index": 1582}, {"Word": "loansse", "Confidence": 0.103, "X1": 0.19713, "Y1": 0.9212, "X2": 0.2376, "Y2": 0.921, "X3": 0.2376, "Y3": 0.9298, "X4": 0.19582, "Y4": 0.9298, "page": 0, "Index": 1583}, {"Word": "suffering", "Confidence": 0.505, "X1": 0.24021, "Y1": 0.9212, "X2": 0.28198, "Y2": 0.921, "X3": 0.28068, "Y3": 0.9298, "X4": 0.2389, "Y4": 0.9298, "page": 0, "Index": 1584}, {"Word": "and", "Confidence": 0.04, "X1": 0.2846, "Y1": 0.9212, "X2": 0.30157, "Y2": 0.921, "X3": 0.30157, "Y3": 0.9298, "X4": 0.28329, "Y4": 0.9298, "page": 0, "Index": 1585}, {"Word": "pertotal", "Confidence": 0.269, "X1": 0.30418, "Y1": 0.9222, "X2": 0.34595, "Y2": 0.922, "X3": 0.34465, "Y3": 0.9288, "X4": 0.30287, "Y4": 0.9298, "page": 0, "Index": 1586}, {"Word": "SECTION", "Confidence": 0.683, "X1": 0.37206, "Y1": 0.9302, "X2": 0.41253, "Y2": 0.93, "X3": 0.41253, "Y3": 0.9378, "X4": 0.37337, "Y4": 0.9378, "page": 0, "Index": 1587}, {"Word": "B.", "Confidence": 0.66, "X1": 0.41645, "Y1": 0.9302, "X2": 0.42689, "Y2": 0.93, "X3": 0.42689, "Y3": 0.9378, "X4": 0.41775, "Y4": 0.9378, "page": 0, "Index": 1588}, {"Word": "The", "Confidence": 0.323, "X1": 0.4295, "Y1": 0.9302, "X2": 0.44648, "Y2": 0.93, "X3": 0.44648, "Y3": 0.9378, "X4": 0.4295, "Y4": 0.9378, "page": 0, "Index": 1589}, {"Word": "Director", "Confidence": 0.187, "X1": 0.44778, "Y1": 0.9312, "X2": 0.48564, "Y2": 0.931, "X3": 0.48564, "Y3": 0.9378, "X4": 0.44778, "Y4": 0.9378, "page": 0, "Index": 1590}, {"Word": "of", "Confidence": 0.046, "X1": 0.48825, "Y1": 0.9312, "X2": 0.49739, "Y2": 0.931, "X3": 0.49739, "Y3": 0.9388, "X4": 0.48825, "Y4": 0.9378, "page": 0, "Index": 1591}, {"Word": "the", "Confidence": 0.789, "X1": 0.49869, "Y1": 0.9322, "X2": 0.51436, "Y2": 0.932, "X3": 0.51436, "Y3": 0.9388, "X4": 0.49869, "Y4": 0.9388, "page": 0, "Index": 1592}, {"Word": "Dep", "Confidence": 0.672, "X1": 0.51567, "Y1": 0.9322, "X2": 0.53394, "Y2": 0.932, "X3": 0.53394, "Y3": 0.9398, "X4": 0.51567, "Y4": 0.9388, "page": 0, "Index": 1593}, {"Word": "det", "Confidence": 0.008, "X1": 0.55744, "Y1": 0.9312, "X2": 0.5705, "Y2": 0.931, "X3": 0.56919, "Y3": 0.9398, "X4": 0.55614, "Y4": 0.9398, "page": 0, "Index": 1594}, {"Word": "of", "Confidence": 0.761, "X1": 0.5718, "Y1": 0.9312, "X2": 0.58094, "Y2": 0.931, "X3": 0.58094, "Y3": 0.9398, "X4": 0.5718, "Y4": 0.9398, "page": 0, "Index": 1595}, {"Word": "Susan", "Confidence": 0.344, "X1": 0.58355, "Y1": 0.9322, "X2": 0.61749, "Y2": 0.932, "X3": 0.61619, "Y3": 0.9398, "X4": 0.58225, "Y4": 0.9398, "page": 0, "Index": 1596}, {"Word": "Borviens", "Confidence": 0.235, "X1": 0.6188, "Y1": 0.9322, "X2": 0.65535, "Y2": 0.932, "X3": 0.65405, "Y3": 0.9398, "X4": 0.6188, "Y4": 0.9398, "page": 0, "Index": 1597}, {"Word": "shall", "Confidence": 0.367, "X1": 0.65666, "Y1": 0.9322, "X2": 0.67885, "Y2": 0.932, "X3": 0.67755, "Y3": 0.9398, "X4": 0.65666, "Y4": 0.9398, "page": 0, "Index": 1598}, {"Word": "be", "Confidence": 0.357, "X1": 0.68016, "Y1": 0.9322, "X2": 0.69191, "Y2": 0.932, "X3": 0.69191, "Y3": 0.9398, "X4": 0.68016, "Y4": 0.9398, "page": 0, "Index": 1599}, {"Word": "the", "Confidence": 0.843, "X1": 0.69321, "Y1": 0.9322, "X2": 0.70888, "Y2": 0.932, "X3": 0.70888, "Y3": 0.9408, "X4": 0.69321, "Y4": 0.9398, "page": 0, "Index": 1600}, {"Word": "giversacats", "Confidence": 0.025, "X1": 0.04178, "Y1": 0.9452, "X2": 0.09661, "Y2": 0.945, "X3": 0.09661, "Y3": 0.9528, "X4": 0.04178, "Y4": 0.9518, "page": 0, "Index": 1601}, {"Word": "by", "Confidence": 0.133, "X1": 0.09922, "Y1": 0.9452, "X2": 0.10966, "Y2": 0.945, "X3": 0.11097, "Y3": 0.9528, "X4": 0.09922, "Y4": 0.9528, "page": 0, "Index": 1602}, {"Word": "requiring", "Confidence": 0.141, "X1": 0.11227, "Y1": 0.9452, "X2": 0.15535, "Y2": 0.945, "X3": 0.15535, "Y3": 0.9528, "X4": 0.11227, "Y4": 0.9528, "page": 0, "Index": 1603}, {"Word": "them", "Confidence": 0.511, "X1": 0.15796, "Y1": 0.9452, "X2": 0.17885, "Y2": 0.945, "X3": 0.17885, "Y3": 0.9528, "X4": 0.15796, "Y4": 0.9528, "page": 0, "Index": 1604}, {"Word": "to", "Confidence": 0.789, "X1": 0.18277, "Y1": 0.9442, "X2": 0.19321, "Y2": 0.944, "X3": 0.19321, "Y3": 0.9528, "X4": 0.18277, "Y4": 0.9528, "page": 0, "Index": 1605}, {"Word": "provide", "Confidence": 0.34, "X1": 0.19582, "Y1": 0.9442, "X2": 0.22977, "Y2": 0.944, "X3": 0.22977, "Y3": 0.9528, "X4": 0.19582, "Y4": 0.9528, "page": 0, "Index": 1606}, {"Word": "medical", "Confidence": 0.139, "X1": 0.23238, "Y1": 0.9442, "X2": 0.26893, "Y2": 0.944, "X3": 0.26762, "Y3": 0.9528, "X4": 0.23238, "Y4": 0.9528, "page": 0, "Index": 1607}, {"Word": "care", "Confidence": 0.439, "X1": 0.27154, "Y1": 0.9432, "X2": 0.29112, "Y2": 0.943, "X3": 0.29112, "Y3": 0.9528, "X4": 0.27023, "Y4": 0.9528, "page": 0, "Index": 1608}, {"Word": "and", "Confidence": 0.67, "X1": 0.29373, "Y1": 0.9432, "X2": 0.3107, "Y2": 0.943, "X3": 0.3107, "Y3": 0.9518, "X4": 0.29373, "Y4": 0.9528, "page": 0, "Index": 1609}, {"Word": "health", "Confidence": 0.079, "X1": 0.31332, "Y1": 0.9432, "X2": 0.34334, "Y2": 0.943, "X3": 0.34204, "Y3": 0.9518, "X4": 0.31201, "Y4": 0.9518, "page": 0, "Index": 1610}, {"Word": "services.", "Confidence": 0.104, "X1": 0.04047, "Y1": 0.9542, "X2": 0.07963, "Y2": 0.954, "X3": 0.07963, "Y3": 0.9598, "X4": 0.04178, "Y4": 0.9598, "page": 0, "Index": 1611}]}	"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"
ffcg0167	2	{"lines_data": [{"Word": "ALBO POSIT SETUP TO SHIP 6-07", "Confidence": 0.63767, "X1": 0.461, "Y1": 0.04619, "X2": 0.589, "Y2": 0.04599, "X3": 0.589, "Y3": 0.06156, "X4": 0.461, "Y4": 0.05893, "page": 0}, {"Word": "13", "Confidence": 0.749, "X1": 0.154, "Y1": 0.11715, "X2": 0.167, "Y2": 0.11695, "X3": 0.167, "Y3": 0.12726, "X4": 0.154, "Y4": 0.12726, "page": 0}, {"Word": "Linda Bet org", "Confidence": 0.56833, "X1": 0.186, "Y1": 0.11847, "X2": 0.236, "Y2": 0.11827, "X3": 0.236, "Y3": 0.12989, "X4": 0.186, "Y4": 0.12858, "page": 0}, {"Word": "351200", "Confidence": 0.953, "X1": 0.332, "Y1": 0.11978, "X2": 0.363, "Y2": 0.11958, "X3": 0.363, "Y3": 0.13252, "X4": 0.332, "Y4": 0.13252, "page": 0}, {"Word": ".1", "Confidence": 0.391, "X1": 0.404, "Y1": 0.12109, "X2": 0.415, "Y2": 0.12089, "X3": 0.415, "Y3": 0.13252, "X4": 0.404, "Y4": 0.13383, "page": 0}, {"Word": "Phip Mors USA", "Confidence": 0.702, "X1": 0.184, "Y1": 0.13161, "X2": 0.248, "Y2": 0.13141, "X3": 0.248, "Y3": 0.14303, "X4": 0.184, "Y4": 0.14172, "page": 0}, {"Word": "6802 4th Street, Sulla 205", "Confidence": 0.594, "X1": 0.184, "Y1": 0.14475, "X2": 0.283, "Y2": 0.14455, "X3": 0.283, "Y3": 0.15749, "X4": 0.184, "Y4": 0.15486, "page": 0}, {"Word": "Lubbock, TX 79416", "Confidence": 0.638, "X1": 0.185, "Y1": 0.15526, "X2": 0.258, "Y2": 0.15506, "X3": 0.258, "Y3": 0.16931, "X4": 0.185, "Y4": 0.168, "page": 0}, {"Word": "14", "Confidence": 0.997, "X1": 0.153, "Y1": 0.18285, "X2": 0.165, "Y2": 0.18265, "X3": 0.165, "Y3": 0.19165, "X4": 0.153, "Y4": 0.19165, "page": 0}, {"Word": "Steve Gasspelt", "Confidence": 0.334, "X1": 0.184, "Y1": 0.18154, "X2": 0.239, "Y2": 0.18134, "X3": 0.239, "Y3": 0.19428, "X4": 0.184, "Y4": 0.19428, "page": 0}, {"Word": "251300", "Confidence": 0.668, "X1": 0.331, "Y1": 0.18417, "X2": 0.362, "Y2": 0.18397, "X3": 0.362, "Y3": 0.19691, "X4": 0.331, "Y4": 0.19691, "page": 0}, {"Word": "4809 Rlesencod Drive", "Confidence": 0.62167, "X1": 0.183, "Y1": 0.196, "X2": 0.264, "Y2": 0.1958, "X3": 0.264, "Y3": 0.20742, "X4": 0.183, "Y4": 0.20611, "page": 0}, {"Word": "-", "Confidence": 0.659, "X1": 0.477, "Y1": 0.20125, "X2": 0.478, "Y2": 0.20105, "X3": 0.472, "Y3": 0.20085, "X4": 0.472, "Y4": 0.1864, "page": 0}, {"Word": "Midland, TX 79707", "Confidence": 0.80367, "X1": 0.184, "Y1": 0.20782, "X2": 0.253, "Y2": 0.20762, "X3": 0.253, "Y3": 0.22056, "X4": 0.184, "Y4": 0.22056, "page": 0}, {"Word": "Bobbie Ja Cochran", "Confidence": 0.34867, "X1": 0.183, "Y1": 0.23542, "X2": 0.251, "Y2": 0.23522, "X3": 0.251, "Y3": 0.24684, "X4": 0.183, "Y4": 0.24553, "page": 0}, {"Word": "351400", "Confidence": 0.86, "X1": 0.331, "Y1": 0.23673, "X2": 0.361, "Y2": 0.23653, "X3": 0.361, "Y3": 0.24947, "X4": 0.331, "Y4": 0.24947, "page": 0}, {"Word": "1", "Confidence": 0.995, "X1": 0.471, "Y1": 0.24067, "X2": 0.478, "Y2": 0.24047, "X3": 0.478, "Y3": 0.2521, "X4": 0.471, "Y4": 0.25341, "page": 0}, {"Word": "fat shipment", "Confidence": 0.396, "X1": 0.508, "Y1": 0.24199, "X2": 0.557, "Y2": 0.24179, "X3": 0.557, "Y3": 0.25341, "X4": 0.508, "Y4": 0.25341, "page": 0}, {"Word": "738 Danww!", "Confidence": 0.505, "X1": 0.183, "Y1": 0.24724, "X2": 0.23, "Y2": 0.24704, "X3": 0.23, "Y3": 0.25867, "X4": 0.183, "Y4": 0.25867, "page": 0}, {"Word": "Manstisk, TX 76063", "Confidence": 0.67867, "X1": 0.182, "Y1": 0.26038, "X2": 0.26, "Y2": 0.26018, "X3": 0.26, "Y3": 0.27312, "X4": 0.182, "Y4": 0.27181, "page": 0}, {"Word": "Teti Payne", "Confidence": 0.637, "X1": 0.182, "Y1": 0.28535, "X2": 0.224, "Y2": 0.28515, "X3": 0.224, "Y3": 0.29809, "X4": 0.182, "Y4": 0.29809, "page": 0}, {"Word": "\u00b7 351600", "Confidence": 0.4025, "X1": 0.322, "Y1": 0.28798, "X2": 0.362, "Y2": 0.28778, "X3": 0.362, "Y3": 0.30072, "X4": 0.322, "Y4": 0.29941, "page": 0}, {"Word": "1", "Confidence": 0.958, "X1": 0.47, "Y1": 0.29061, "X2": 0.479, "Y2": 0.29041, "X3": 0.479, "Y3": 0.30335, "X4": 0.47, "Y4": 0.30466, "page": 0}, {"Word": "4805 Mesa Terraza N.W.", "Confidence": 0.67675, "X1": 0.181, "Y1": 0.29981, "X2": 0.27, "Y2": 0.29961, "X3": 0.27, "Y3": 0.31123, "X4": 0.181, "Y4": 0.31123, "page": 0}, {"Word": "Albuquerque. NM 87120", "Confidence": 0.69567, "X1": 0.181, "Y1": 0.31295, "X2": 0.273, "Y2": 0.31275, "X3": 0.273, "Y3": 0.32569, "X4": 0.181, "Y4": 0.32437, "page": 0}, {"Word": "12", "Confidence": 0.684, "X1": 0.152, "Y1": 0.3366, "X2": 0.163, "Y2": 0.3364, "X3": 0.162, "Y3": 0.34671, "X4": 0.151, "Y4": 0.34803, "page": 0}, {"Word": "David Gasty .", "Confidence": 0.60033, "X1": 0.183, "Y1": 0.33791, "X2": 0.235, "Y2": 0.33771, "X3": 0.235, "Y3": 0.35065, "X4": 0.183, "Y4": 0.35065, "page": 0}, {"Word": "357300", "Confidence": 0.621, "X1": 0.33, "Y1": 0.34054, "X2": 0.361, "Y2": 0.34034, "X3": 0.361, "Y3": 0.35328, "X4": 0.33, "Y4": 0.35328, "page": 0}, {"Word": "-", "Confidence": 0.959, "X1": 0.476, "Y1": 0.35631, "X2": 0.476, "Y2": 0.35611, "X3": 0.47, "Y3": 0.35722, "X4": 0.47, "Y4": 0.34277, "page": 0}, {"Word": "Phip Moms USA", "Confidence": 0.713, "X1": 0.182, "Y1": 0.35105, "X2": 0.243, "Y2": 0.35085, "X3": 0.243, "Y3": 0.36379, "X4": 0.182, "Y4": 0.36379, "page": 0}, {"Word": "Ist shipmers", "Confidence": 0.6875, "X1": 0.507, "Y1": 0.3458, "X2": 0.556, "Y2": 0.3456, "X3": 0.556, "Y3": 0.35854, "X4": 0.507, "Y4": 0.35854, "page": 0}, {"Word": "5802 4th Street, Suite 205", "Confidence": 0.513, "X1": 0.182, "Y1": 0.36551, "X2": 0.28, "Y2": 0.36531, "X3": 0.28, "Y3": 0.37825, "X4": 0.181, "Y4": 0.37562, "page": 0}, {"Word": "Lubbock, TX 79410", "Confidence": 0.859, "X1": 0.182, "Y1": 0.37734, "X2": 0.255, "Y2": 0.37714, "X3": 0.255, "Y3": 0.39139, "X4": 0.182, "Y4": 0.38876, "page": 0}, {"Word": "Terry Sue Boney", "Confidence": 0.42167, "X1": 0.182, "Y1": 0.40362, "X2": 0.241, "Y2": 0.40342, "X3": 0.24, "Y3": 0.41636, "X4": 0.181, "Y4": 0.41504, "page": 0}, {"Word": "304100", "Confidence": 0.658, "X1": 0.329, "Y1": 0.40624, "X2": 0.36, "Y2": 0.40604, "X3": 0.36, "Y3": 0.41767, "X4": 0.329, "Y4": 0.41636, "page": 0}, {"Word": "16 thoment", "Confidence": 0.3585, "X1": 0.506, "Y1": 0.41019, "X2": 0.556, "Y2": 0.40999, "X3": 0.555, "Y3": 0.42293, "X4": 0.506, "Y4": 0.42161, "page": 0}, {"Word": "Phip Moms USA", "Confidence": 0.54467, "X1": 0.181, "Y1": 0.41676, "X2": 0.243, "Y2": 0.41656, "X3": 0.243, "Y3": 0.42818, "X4": 0.181, "Y4": 0.42818, "page": 0}, {"Word": "5001 Spring Veley Rd. Sure 340W", "Confidence": 0.56883, "X1": 0.182, "Y1": 0.4299, "X2": 0.31, "Y2": 0.4297, "X3": 0.31, "Y3": 0.44264, "X4": 0.182, "Y4": 0.44132, "page": 0}, {"Word": "Ostas, TX 75244", "Confidence": 0.84133, "X1": 0.18, "Y1": 0.44172, "X2": 0.246, "Y2": 0.44152, "X3": 0.246, "Y3": 0.45446, "X4": 0.18, "Y4": 0.45315, "page": 0}, {"Word": "Davida Culo", "Confidence": 0.5775, "X1": 0.181, "Y1": 0.46801, "X2": 0.226, "Y2": 0.46781, "X3": 0.226, "Y3": 0.48075, "X4": 0.181, "Y4": 0.47943, "page": 0}, {"Word": "304500", "Confidence": 0.778, "X1": 0.329, "Y1": 0.46932, "X2": 0.358, "Y2": 0.46912, "X3": 0.358, "Y3": 0.48337, "X4": 0.329, "Y4": 0.48337, "page": 0}, {"Word": "-", "Confidence": 0.847, "X1": 0.473, "Y1": 0.48377, "X2": 0.473, "Y2": 0.48357, "X3": 0.468, "Y3": 0.48469, "X4": 0.468, "Y4": 0.47155, "page": 0}, {"Word": "1002 % suih Street", "Confidence": 0.23025, "X1": 0.182, "Y1": 0.48246, "X2": 0.254, "Y2": 0.48226, "X3": 0.254, "Y3": 0.49389, "X4": 0.181, "Y4": 0.49257, "page": 0}, {"Word": "-N", "Confidence": 0.091, "X1": 0.408, "Y1": 0.49823, "X2": 0.41, "Y2": 0.49803, "X3": 0.403, "Y3": 0.49783, "X4": 0.402, "Y4": 0.47286, "page": 0}, {"Word": "A204'S AR 12754", "Confidence": 0.40433, "X1": 0.18, "Y1": 0.49429, "X2": 0.249, "Y2": 0.49409, "X3": 0.249, "Y3": 0.50703, "X4": 0.18, "Y4": 0.50571, "page": 0}, {"Word": "Layla Suasmen", "Confidence": 0.165, "X1": 0.179, "Y1": 0.52057, "X2": 0.234, "Y2": 0.52037, "X3": 0.234, "Y3": 0.53331, "X4": 0.179, "Y4": 0.53199, "page": 0}, {"Word": "404100", "Confidence": 0.656, "X1": 0.328, "Y1": 0.5232, "X2": 0.358, "Y2": 0.523, "X3": 0.358, "Y3": 0.53462, "X4": 0.328, "Y4": 0.53331, "page": 0}, {"Word": "1", "Confidence": 0.925, "X1": 0.467, "Y1": 0.52582, "X2": 0.476, "Y2": 0.52562, "X3": 0.475, "Y3": 0.53725, "X4": 0.466, "Y4": 0.53725, "page": 0}, {"Word": "12 Wextnunster Ad", "Confidence": 0.826, "X1": 0.181, "Y1": 0.53371, "X2": 0.249, "Y2": 0.53351, "X3": 0.249, "Y3": 0.54645, "X4": 0.181, "Y4": 0.54514, "page": 0}, {"Word": "Denbury, CT 00611", "Confidence": 0.54567, "X1": 0.18, "Y1": 0.54685, "X2": 0.252, "Y2": 0.54665, "X3": 0.252, "Y3": 0.55959, "X4": 0.18, "Y4": 0.55959, "page": 0}, {"Word": "21", "Confidence": 0.928, "X1": 0.148, "Y1": 0.57313, "X2": 0.16, "Y2": 0.57293, "X3": 0.159, "Y3": 0.58193, "X4": 0.147, "Y4": 0.58061, "page": 0}, {"Word": "Gary Thornton", "Confidence": 0.68, "X1": 0.18, "Y1": 0.57182, "X2": 0.232, "Y2": 0.57162, "X3": 0.232, "Y3": 0.58456, "X4": 0.18, "Y4": 0.58456, "page": 0}, {"Word": "304200", "Confidence": 0.705, "X1": 0.327, "Y1": 0.57576, "X2": 0.358, "Y2": 0.57556, "X3": 0.358, "Y3": 0.58719, "X4": 0.327, "Y4": 0.58587, "page": 0}, {"Word": "Phip Moms USA", "Confidence": 0.69433, "X1": 0.18, "Y1": 0.58496, "X2": 0.242, "Y2": 0.58476, "X3": 0.242, "Y3": 0.5977, "X4": 0.18, "Y4": 0.5977, "page": 0}, {"Word": "-", "Confidence": 0.609, "X1": 0.473, "Y1": 0.58759, "X2": 0.473, "Y2": 0.58739, "X3": 0.468, "Y3": 0.5885, "X4": 0.468, "Y4": 0.57799, "page": 0}, {"Word": "5001 Spring Valey Rd. Sure 353W", "Confidence": 0.54083, "X1": 0.179, "Y1": 0.5981, "X2": 0.308, "Y2": 0.5979, "X3": 0.307, "Y3": 0.61347, "X4": 0.179, "Y4": 0.61084, "page": 0}, {"Word": "Dallas, TX 75244", "Confidence": 0.72, "X1": 0.179, "Y1": 0.61124, "X2": 0.243, "Y2": 0.61104, "X3": 0.243, "Y3": 0.62398, "X4": 0.179, "Y4": 0.62266, "page": 0}, {"Word": "22", "Confidence": 0.749, "X1": 0.147, "Y1": 0.63621, "X2": 0.161, "Y2": 0.63601, "X3": 0.159, "Y3": 0.64763, "X4": 0.146, "Y4": 0.64632, "page": 0}, {"Word": "Mickey Seymour", "Confidence": 0.6305, "X1": 0.179, "Y1": 0.63752, "X2": 0.238, "Y2": 0.63732, "X3": 0.238, "Y3": 0.65026, "X4": 0.179, "Y4": 0.64895, "page": 0}, {"Word": "354400", "Confidence": 0.881, "X1": 0.326, "Y1": 0.64015, "X2": 0.356, "Y2": 0.63995, "X3": 0.356, "Y3": 0.65289, "X4": 0.326, "Y4": 0.65157, "page": 0}, {"Word": "1", "Confidence": 0.992, "X1": 0.398, "Y1": 0.64015, "X2": 0.408, "Y2": 0.63995, "X3": 0.408, "Y3": 0.65289, "X4": 0.398, "Y4": 0.65289, "page": 0}, {"Word": "1", "Confidence": 0.933, "X1": 0.465, "Y1": 0.64146, "X2": 0.475, "Y2": 0.64126, "X3": 0.475, "Y3": 0.65552, "X4": 0.465, "Y4": 0.65683, "page": 0}, {"Word": "In shipman", "Confidence": 0.0785, "X1": 0.501, "Y1": 0.64146, "X2": 0.551, "Y2": 0.64126, "X3": 0.552, "Y3": 0.65683, "X4": 0.501, "Y4": 0.65814, "page": 0}, {"Word": "Phip Moms USA", "Confidence": 0.666, "X1": 0.179, "Y1": 0.64935, "X2": 0.239, "Y2": 0.64915, "X3": 0.239, "Y3": 0.66209, "X4": 0.179, "Y4": 0.66209, "page": 0}, {"Word": "5802 45h St. Suite 205", "Confidence": 0.578, "X1": 0.176, "Y1": 0.6638, "X2": 0.265, "Y2": 0.6636, "X3": 0.265, "Y3": 0.67654, "X4": 0.176, "Y4": 0.67391, "page": 0}, {"Word": "Luobock, TX 79416", "Confidence": 0.70133, "X1": 0.178, "Y1": 0.67694, "X2": 0.251, "Y2": 0.67674, "X3": 0.251, "Y3": 0.68837, "X4": 0.178, "Y4": 0.68705, "page": 0}, {"Word": "Wyone Richardscn", "Confidence": 0.4405, "X1": 0.178, "Y1": 0.70191, "X2": 0.243, "Y2": 0.70171, "X3": 0.243, "Y3": 0.71465, "X4": 0.178, "Y4": 0.71465, "page": 0}, {"Word": "354400", "Confidence": 0.684, "X1": 0.324, "Y1": 0.70322, "X2": 0.356, "Y2": 0.70302, "X3": 0.356, "Y3": 0.71728, "X4": 0.324, "Y4": 0.71728, "page": 0}, {"Word": "-", "Confidence": 0.823, "X1": 0.404, "Y1": 0.71768, "X2": 0.405, "Y2": 0.71748, "X3": 0.401, "Y3": 0.71728, "X4": 0.401, "Y4": 0.70545, "page": 0}, {"Word": "1", "Confidence": 0.995, "X1": 0.464, "Y1": 0.70716, "X2": 0.475, "Y2": 0.70696, "X3": 0.473, "Y3": 0.71991, "X4": 0.463, "Y4": 0.71991, "page": 0}, {"Word": "18 shipman", "Confidence": 0.2305, "X1": 0.502, "Y1": 0.70979, "X2": 0.551, "Y2": 0.70959, "X3": 0.551, "Y3": 0.72122, "X4": 0.502, "Y4": 0.72122, "page": 0}, {"Word": "Indusinal Properties", "Confidence": 0.6125, "X1": 0.177, "Y1": 0.71636, "X2": 0.253, "Y2": 0.71616, "X3": 0.253, "Y3": 0.7291, "X4": 0.177, "Y4": 0.72648, "page": 0}, {"Word": "2100 Danion Or , SuBe 105", "Confidence": 0.724, "X1": 0.177, "Y1": 0.7295, "X2": 0.28, "Y2": 0.7293, "X3": 0.28, "Y3": 0.74093, "X4": 0.177, "Y4": 0.73962, "page": 0}, {"Word": "Austin, TX 78756", "Confidence": 0.70433, "X1": 0.177, "Y1": 0.74133, "X2": 0.244, "Y2": 0.74113, "X3": 0.244, "Y3": 0.75276, "X4": 0.177, "Y4": 0.75276, "page": 0}, {"Word": "24", "Confidence": 0.998, "X1": 0.145, "Y1": 0.76761, "X2": 0.158, "Y2": 0.76741, "X3": 0.157, "Y3": 0.77772, "X4": 0.145, "Y4": 0.77641, "page": 0}, {"Word": "James French", "Confidence": 0.6315, "X1": 0.178, "Y1": 0.7663, "X2": 0.226, "Y2": 0.7661, "X3": 0.226, "Y3": 0.77904, "X4": 0.178, "Y4": 0.77904, "page": 0}, {"Word": "524200", "Confidence": 0.998, "X1": 0.323, "Y1": 0.76893, "X2": 0.356, "Y2": 0.76873, "X3": 0.356, "Y3": 0.78167, "X4": 0.323, "Y4": 0.78167, "page": 0}, {"Word": "1", "Confidence": 0.995, "X1": 0.399, "Y1": 0.77024, "X2": 0.408, "Y2": 0.77004, "X3": 0.407, "Y3": 0.78298, "X4": 0.399, "Y4": 0.78298, "page": 0}, {"Word": "-", "Confidence": 0.651, "X1": 0.47, "Y1": 0.78469, "X2": 0.47, "Y2": 0.78449, "X3": 0.464, "Y3": 0.78561, "X4": 0.464, "Y4": 0.76984, "page": 0}, {"Word": "fat shpmars", "Confidence": 0.297, "X1": 0.501, "Y1": 0.77418, "X2": 0.55, "Y2": 0.77398, "X3": 0.55, "Y3": 0.78561, "X4": 0.501, "Y4": 0.78561, "page": 0}, {"Word": "0647 Tuberhawk Circle, Apla24", "Confidence": 0.556, "X1": 0.177, "Y1": 0.78075, "X2": 0.295, "Y2": 0.78055, "X3": 0.295, "Y3": 0.79481, "X4": 0.177, "Y4": 0.79218, "page": 0}, {"Word": "Highlands Ranch, CO 60129", "Confidence": 0.77975, "X1": 0.176, "Y1": 0.79258, "X2": 0.278, "Y2": 0.79238, "X3": 0.278, "Y3": 0.80663, "X4": 0.176, "Y4": 0.80532, "page": 0}, {"Word": "25", "Confidence": 0.892, "X1": 0.143, "Y1": 0.81886, "X2": 0.157, "Y2": 0.81866, "X3": 0.157, "Y3": 0.83029, "X4": 0.143, "Y4": 0.82897, "page": 0}, {"Word": "Tina Quelinen-Shock", "Confidence": 0.443, "X1": 0.177, "Y1": 0.82017, "X2": 0.249, "Y2": 0.81997, "X3": 0.249, "Y3": 0.8316, "X4": 0.177, "Y4": 0.83029, "page": 0}, {"Word": "524300", "Confidence": 0.871, "X1": 0.324, "Y1": 0.82149, "X2": 0.355, "Y2": 0.82129, "X3": 0.355, "Y3": 0.83291, "X4": 0.324, "Y4": 0.83291, "page": 0}, {"Word": "Ist shparent", "Confidence": 0.512, "X1": 0.502, "Y1": 0.82674, "X2": 0.55, "Y2": 0.82654, "X3": 0.55, "Y3": 0.83686, "X4": 0.502, "Y4": 0.83554, "page": 0}, {"Word": "11009 S 440: Street", "Confidence": 0.63325, "X1": 0.177, "Y1": 0.83331, "X2": 0.255, "Y2": 0.83311, "X3": 0.255, "Y3": 0.84605, "X4": 0.177, "Y4": 0.84343, "page": 0}, {"Word": "Plouma, AZ 85044", "Confidence": 0.80067, "X1": 0.177, "Y1": 0.84645, "X2": 0.247, "Y2": 0.84625, "X3": 0.247, "Y3": 0.85788, "X4": 0.177, "Y4": 0.85788, "page": 0}, {"Word": "26", "Confidence": 0.645, "X1": 0.144, "Y1": 0.87142, "X2": 0.157, "Y2": 0.87122, "X3": 0.156, "Y3": 0.88285, "X4": 0.143, "Y4": 0.88153, "page": 0}, {"Word": "Chuck Parsar", "Confidence": 0.664, "X1": 0.176, "Y1": 0.87142, "X2": 0.227, "Y2": 0.87122, "X3": 0.227, "Y3": 0.88416, "X4": 0.176, "Y4": 0.88285, "page": 0}, {"Word": ". 514500", "Confidence": 0.6745, "X1": 0.307, "Y1": 0.87536, "X2": 0.355, "Y2": 0.87516, "X3": 0.355, "Y3": 0.88548, "X4": 0.307, "Y4": 0.8881, "page": 0}, {"Word": "1713 S Vara Crest", "Confidence": 0.62525, "X1": 0.177, "Y1": 0.88456, "X2": 0.246, "Y2": 0.88436, "X3": 0.246, "Y3": 0.8973, "X4": 0.177, "Y4": 0.89599, "page": 0}, {"Word": "--", "Confidence": 0.656, "X1": 0.469, "Y1": 0.90165, "X2": 0.469, "Y2": 0.90145, "X3": 0.462, "Y3": 0.90125, "X4": 0.462, "Y4": 0.87628, "page": 0}, {"Word": "Veradale, WA 69337", "Confidence": 0.60567, "X1": 0.175, "Y1": 0.8977, "X2": 0.252, "Y2": 0.8975, "X3": 0.252, "Y3": 0.91044, "X4": 0.175, "Y4": 0.91044, "page": 0}, {"Word": "2072436980", "Confidence": 0.991, "X1": 0.206, "Y1": 0.97523, "X2": 0.104, "Y2": 0.97503, "X3": 0.104, "Y3": 0.95249, "X4": 0.207, "Y4": 0.95906, "page": 0}, {"Word": "---", "Confidence": 0.789, "X1": 0.23, "Y1": 0.99626, "X2": 0.229, "Y2": 0.99606, "X3": 0.222, "Y3": 0.99586, "X4": 0.222, "Y4": 0.93541, "page": 0}, {"Word": "Page", "Confidence": 0.618, "X1": 0.499, "Y1": 0.97786, "X2": 0.522, "Y2": 0.97766, "X3": 0.522, "Y3": 0.99192, "X4": 0.5, "Y4": 0.98929, "page": 0}], "words_data": [{"Word": "ALBO", "Confidence": 0.633, "X1": 0.462, "Y1": 0.04488, "X2": 0.48, "Y2": 0.04468, "X3": 0.48, "Y3": 0.05893, "X4": 0.461, "Y4": 0.05893, "page": 0, "Index": 0}, {"Word": "POSIT", "Confidence": 0.568, "X1": 0.482, "Y1": 0.04488, "X2": 0.511, "Y2": 0.04468, "X3": 0.51, "Y3": 0.06025, "X4": 0.482, "Y4": 0.05893, "page": 0, "Index": 1}, {"Word": "SETUP", "Confidence": 0.513, "X1": 0.513, "Y1": 0.04619, "X2": 0.537, "Y2": 0.04599, "X3": 0.536, "Y3": 0.06025, "X4": 0.512, "Y4": 0.06025, "page": 0, "Index": 2}, {"Word": "TO", "Confidence": 1, "X1": 0.539, "Y1": 0.04619, "X2": 0.549, "Y2": 0.04599, "X3": 0.548, "Y3": 0.06025, "X4": 0.538, "Y4": 0.06025, "page": 0, "Index": 3}, {"Word": "SHIP", "Confidence": 0.999, "X1": 0.551, "Y1": 0.04619, "X2": 0.567, "Y2": 0.04599, "X3": 0.566, "Y3": 0.06025, "X4": 0.55, "Y4": 0.06025, "page": 0, "Index": 4}, {"Word": "6-07", "Confidence": 0.113, "X1": 0.57, "Y1": 0.04751, "X2": 0.588, "Y2": 0.04731, "X3": 0.587, "Y3": 0.06156, "X4": 0.569, "Y4": 0.06025, "page": 0, "Index": 5}, {"Word": "13", "Confidence": 0.749, "X1": 0.154, "Y1": 0.11584, "X2": 0.166, "Y2": 0.11564, "X3": 0.166, "Y3": 0.12726, "X4": 0.154, "Y4": 0.12595, "page": 0, "Index": 6}, {"Word": "Linda", "Confidence": 0.631, "X1": 0.187, "Y1": 0.11715, "X2": 0.205, "Y2": 0.11695, "X3": 0.204, "Y3": 0.12989, "X4": 0.186, "Y4": 0.12989, "page": 0, "Index": 7}, {"Word": "Bet", "Confidence": 0.653, "X1": 0.207, "Y1": 0.11847, "X2": 0.219, "Y2": 0.11827, "X3": 0.218, "Y3": 0.13121, "X4": 0.206, "Y4": 0.12989, "page": 0, "Index": 8}, {"Word": "org", "Confidence": 0.421, "X1": 0.221, "Y1": 0.11847, "X2": 0.233, "Y2": 0.11827, "X3": 0.233, "Y3": 0.13121, "X4": 0.22, "Y4": 0.13121, "page": 0, "Index": 9}, {"Word": "351200", "Confidence": 0.953, "X1": 0.333, "Y1": 0.12109, "X2": 0.362, "Y2": 0.12089, "X3": 0.362, "Y3": 0.13383, "X4": 0.333, "Y4": 0.13383, "page": 0, "Index": 10}, {"Word": ".1", "Confidence": 0.391, "X1": 0.404, "Y1": 0.12109, "X2": 0.414, "Y2": 0.12089, "X3": 0.414, "Y3": 0.13383, "X4": 0.404, "Y4": 0.13383, "page": 0, "Index": 11}, {"Word": "Phip", "Confidence": 0.672, "X1": 0.185, "Y1": 0.13029, "X2": 0.204, "Y2": 0.13009, "X3": 0.203, "Y3": 0.14172, "X4": 0.184, "Y4": 0.14172, "page": 0, "Index": 12}, {"Word": "Mors", "Confidence": 0.436, "X1": 0.206, "Y1": 0.13161, "X2": 0.227, "Y2": 0.13141, "X3": 0.226, "Y3": 0.14303, "X4": 0.205, "Y4": 0.14303, "page": 0, "Index": 13}, {"Word": "USA", "Confidence": 0.998, "X1": 0.228, "Y1": 0.13292, "X2": 0.245, "Y2": 0.13272, "X3": 0.244, "Y3": 0.14435, "X4": 0.228, "Y4": 0.14303, "page": 0, "Index": 14}, {"Word": "6802", "Confidence": 0.617, "X1": 0.185, "Y1": 0.14343, "X2": 0.204, "Y2": 0.14323, "X3": 0.203, "Y3": 0.15617, "X4": 0.184, "Y4": 0.15617, "page": 0, "Index": 15}, {"Word": "4th", "Confidence": 0.129, "X1": 0.207, "Y1": 0.14475, "X2": 0.219, "Y2": 0.14455, "X3": 0.218, "Y3": 0.15617, "X4": 0.206, "Y4": 0.15617, "page": 0, "Index": 16}, {"Word": "Street,", "Confidence": 0.692, "X1": 0.221, "Y1": 0.14475, "X2": 0.245, "Y2": 0.14455, "X3": 0.245, "Y3": 0.15617, "X4": 0.22, "Y4": 0.15617, "page": 0, "Index": 17}, {"Word": "Sulla", "Confidence": 0.661, "X1": 0.247, "Y1": 0.14606, "X2": 0.267, "Y2": 0.14586, "X3": 0.267, "Y3": 0.15749, "X4": 0.247, "Y4": 0.15617, "page": 0, "Index": 18}, {"Word": "205", "Confidence": 0.871, "X1": 0.269, "Y1": 0.14606, "X2": 0.283, "Y2": 0.14586, "X3": 0.283, "Y3": 0.15749, "X4": 0.269, "Y4": 0.15749, "page": 0, "Index": 19}, {"Word": "Lubbock,", "Confidence": 0.325, "X1": 0.186, "Y1": 0.15657, "X2": 0.217, "Y2": 0.15637, "X3": 0.217, "Y3": 0.16931, "X4": 0.186, "Y4": 0.16931, "page": 0, "Index": 20}, {"Word": "TX", "Confidence": 0.997, "X1": 0.219, "Y1": 0.15657, "X2": 0.23, "Y2": 0.15637, "X3": 0.229, "Y3": 0.16931, "X4": 0.219, "Y4": 0.16931, "page": 0, "Index": 21}, {"Word": "79416", "Confidence": 0.592, "X1": 0.236, "Y1": 0.1592, "X2": 0.258, "Y2": 0.159, "X3": 0.258, "Y3": 0.16931, "X4": 0.235, "Y4": 0.16931, "page": 0, "Index": 22}, {"Word": "14", "Confidence": 0.997, "X1": 0.153, "Y1": 0.18285, "X2": 0.163, "Y2": 0.18265, "X3": 0.163, "Y3": 0.19165, "X4": 0.153, "Y4": 0.19165, "page": 0, "Index": 23}, {"Word": "Steve", "Confidence": 0.614, "X1": 0.185, "Y1": 0.18285, "X2": 0.206, "Y2": 0.18265, "X3": 0.205, "Y3": 0.19428, "X4": 0.184, "Y4": 0.1956, "page": 0, "Index": 24}, {"Word": "Gasspelt", "Confidence": 0.054, "X1": 0.208, "Y1": 0.18417, "X2": 0.239, "Y2": 0.18397, "X3": 0.238, "Y3": 0.1956, "X4": 0.208, "Y4": 0.19428, "page": 0, "Index": 25}, {"Word": "251300", "Confidence": 0.668, "X1": 0.332, "Y1": 0.18417, "X2": 0.362, "Y2": 0.18397, "X3": 0.362, "Y3": 0.19691, "X4": 0.332, "Y4": 0.19691, "page": 0, "Index": 26}, {"Word": "-", "Confidence": 0.659, "X1": 0.478, "Y1": 0.19337, "X2": 0.478, "Y2": 0.19317, "X3": 0.472, "Y3": 0.19297, "X4": 0.472, "Y4": 0.18771, "page": 0, "Index": 27}, {"Word": "4809", "Confidence": 0.641, "X1": 0.185, "Y1": 0.196, "X2": 0.202, "Y2": 0.1958, "X3": 0.202, "Y3": 0.20742, "X4": 0.184, "Y4": 0.20742, "page": 0, "Index": 28}, {"Word": "Rlesencod", "Confidence": 0.396, "X1": 0.204, "Y1": 0.19731, "X2": 0.241, "Y2": 0.19711, "X3": 0.241, "Y3": 0.20742, "X4": 0.203, "Y4": 0.20742, "page": 0, "Index": 29}, {"Word": "Drive", "Confidence": 0.828, "X1": 0.244, "Y1": 0.19731, "X2": 0.263, "Y2": 0.19711, "X3": 0.262, "Y3": 0.20874, "X4": 0.243, "Y4": 0.20742, "page": 0, "Index": 30}, {"Word": "Midland,", "Confidence": 0.665, "X1": 0.185, "Y1": 0.20914, "X2": 0.215, "Y2": 0.20894, "X3": 0.214, "Y3": 0.22056, "X4": 0.185, "Y4": 0.22056, "page": 0, "Index": 31}, {"Word": "TX", "Confidence": 0.997, "X1": 0.217, "Y1": 0.20914, "X2": 0.227, "Y2": 0.20894, "X3": 0.226, "Y3": 0.22056, "X4": 0.216, "Y4": 0.22056, "page": 0, "Index": 32}, {"Word": "79707", "Confidence": 0.749, "X1": 0.229, "Y1": 0.21045, "X2": 0.252, "Y2": 0.21025, "X3": 0.252, "Y3": 0.21925, "X4": 0.228, "Y4": 0.22056, "page": 0, "Index": 33}, {"Word": "Bobbie", "Confidence": 0.234, "X1": 0.184, "Y1": 0.2341, "X2": 0.209, "Y2": 0.2339, "X3": 0.208, "Y3": 0.24684, "X4": 0.183, "Y4": 0.24553, "page": 0, "Index": 34}, {"Word": "Ja", "Confidence": 0.204, "X1": 0.211, "Y1": 0.2341, "X2": 0.218, "Y2": 0.2339, "X3": 0.218, "Y3": 0.24684, "X4": 0.21, "Y4": 0.24684, "page": 0, "Index": 35}, {"Word": "Cochran", "Confidence": 0.608, "X1": 0.22, "Y1": 0.23673, "X2": 0.251, "Y2": 0.23653, "X3": 0.25, "Y3": 0.24816, "X4": 0.219, "Y4": 0.24684, "page": 0, "Index": 36}, {"Word": "351400", "Confidence": 0.86, "X1": 0.332, "Y1": 0.23673, "X2": 0.361, "Y2": 0.23653, "X3": 0.361, "Y3": 0.24947, "X4": 0.332, "Y4": 0.24947, "page": 0, "Index": 37}, {"Word": "1", "Confidence": 0.995, "X1": 0.471, "Y1": 0.24067, "X2": 0.477, "Y2": 0.24047, "X3": 0.478, "Y3": 0.25341, "X4": 0.472, "Y4": 0.25341, "page": 0, "Index": 38}, {"Word": "fat", "Confidence": 0.187, "X1": 0.509, "Y1": 0.24199, "X2": 0.521, "Y2": 0.24179, "X3": 0.52, "Y3": 0.25473, "X4": 0.509, "Y4": 0.25473, "page": 0, "Index": 39}, {"Word": "shipment", "Confidence": 0.605, "X1": 0.523, "Y1": 0.2433, "X2": 0.557, "Y2": 0.2431, "X3": 0.556, "Y3": 0.25473, "X4": 0.522, "Y4": 0.25473, "page": 0, "Index": 40}, {"Word": "738", "Confidence": 0.881, "X1": 0.184, "Y1": 0.24724, "X2": 0.197, "Y2": 0.24704, "X3": 0.197, "Y3": 0.25867, "X4": 0.184, "Y4": 0.25867, "page": 0, "Index": 41}, {"Word": "Danww!", "Confidence": 0.129, "X1": 0.199, "Y1": 0.24856, "X2": 0.231, "Y2": 0.24836, "X3": 0.23, "Y3": 0.25998, "X4": 0.199, "Y4": 0.25998, "page": 0, "Index": 42}, {"Word": "Manstisk,", "Confidence": 0.19, "X1": 0.184, "Y1": 0.26038, "X2": 0.22, "Y2": 0.26018, "X3": 0.219, "Y3": 0.27312, "X4": 0.183, "Y4": 0.27312, "page": 0, "Index": 43}, {"Word": "TX", "Confidence": 0.997, "X1": 0.222, "Y1": 0.2617, "X2": 0.232, "Y2": 0.2615, "X3": 0.231, "Y3": 0.27312, "X4": 0.221, "Y4": 0.27312, "page": 0, "Index": 44}, {"Word": "76063", "Confidence": 0.849, "X1": 0.237, "Y1": 0.2617, "X2": 0.26, "Y2": 0.2615, "X3": 0.259, "Y3": 0.27444, "X4": 0.236, "Y4": 0.27312, "page": 0, "Index": 45}, {"Word": "Teti", "Confidence": 0.613, "X1": 0.184, "Y1": 0.28667, "X2": 0.196, "Y2": 0.28647, "X3": 0.196, "Y3": 0.29809, "X4": 0.183, "Y4": 0.29941, "page": 0, "Index": 46}, {"Word": "Payne", "Confidence": 0.661, "X1": 0.198, "Y1": 0.28798, "X2": 0.221, "Y2": 0.28778, "X3": 0.22, "Y3": 0.29809, "X4": 0.198, "Y4": 0.29809, "page": 0, "Index": 47}, {"Word": "\u00b7", "Confidence": 0.005, "X1": 0.322, "Y1": 0.28798, "X2": 0.327, "Y2": 0.28778, "X3": 0.327, "Y3": 0.29941, "X4": 0.322, "Y4": 0.29941, "page": 0, "Index": 48}, {"Word": "351600", "Confidence": 0.8, "X1": 0.33, "Y1": 0.28798, "X2": 0.36, "Y2": 0.28778, "X3": 0.359, "Y3": 0.30203, "X4": 0.33, "Y4": 0.30072, "page": 0, "Index": 49}, {"Word": "1", "Confidence": 0.958, "X1": 0.47, "Y1": 0.29061, "X2": 0.476, "Y2": 0.29041, "X3": 0.477, "Y3": 0.30203, "X4": 0.471, "Y4": 0.30335, "page": 0, "Index": 50}, {"Word": "4805", "Confidence": 0.663, "X1": 0.183, "Y1": 0.29981, "X2": 0.2, "Y2": 0.29961, "X3": 0.199, "Y3": 0.31123, "X4": 0.182, "Y4": 0.31123, "page": 0, "Index": 51}, {"Word": "Mesa", "Confidence": 0.707, "X1": 0.202, "Y1": 0.29981, "X2": 0.221, "Y2": 0.29961, "X3": 0.221, "Y3": 0.31255, "X4": 0.201, "Y4": 0.31123, "page": 0, "Index": 52}, {"Word": "Terraza", "Confidence": 0.677, "X1": 0.223, "Y1": 0.30112, "X2": 0.249, "Y2": 0.30092, "X3": 0.249, "Y3": 0.31255, "X4": 0.223, "Y4": 0.31255, "page": 0, "Index": 53}, {"Word": "N.W.", "Confidence": 0.66, "X1": 0.251, "Y1": 0.30112, "X2": 0.27, "Y2": 0.30092, "X3": 0.27, "Y3": 0.31255, "X4": 0.251, "Y4": 0.31255, "page": 0, "Index": 54}, {"Word": "Albuquerque.", "Confidence": 0.34, "X1": 0.183, "Y1": 0.31426, "X2": 0.229, "Y2": 0.31406, "X3": 0.229, "Y3": 0.32569, "X4": 0.182, "Y4": 0.32569, "page": 0, "Index": 55}, {"Word": "NM", "Confidence": 0.901, "X1": 0.231, "Y1": 0.31426, "X2": 0.243, "Y2": 0.31406, "X3": 0.242, "Y3": 0.32569, "X4": 0.23, "Y4": 0.32569, "page": 0, "Index": 56}, {"Word": "87120", "Confidence": 0.846, "X1": 0.25, "Y1": 0.31557, "X2": 0.273, "Y2": 0.31537, "X3": 0.272, "Y3": 0.32569, "X4": 0.249, "Y4": 0.32569, "page": 0, "Index": 57}, {"Word": "12", "Confidence": 0.684, "X1": 0.151, "Y1": 0.3366, "X2": 0.16, "Y2": 0.3364, "X3": 0.161, "Y3": 0.34671, "X4": 0.151, "Y4": 0.34803, "page": 0, "Index": 58}, {"Word": "David", "Confidence": 0.608, "X1": 0.184, "Y1": 0.33923, "X2": 0.202, "Y2": 0.33903, "X3": 0.202, "Y3": 0.35065, "X4": 0.184, "Y4": 0.35065, "page": 0, "Index": 59}, {"Word": "Gasty", "Confidence": 0.581, "X1": 0.204, "Y1": 0.33791, "X2": 0.227, "Y2": 0.33771, "X3": 0.227, "Y3": 0.35065, "X4": 0.204, "Y4": 0.35065, "page": 0, "Index": 60}, {"Word": ".", "Confidence": 0.612, "X1": 0.229, "Y1": 0.33791, "X2": 0.235, "Y2": 0.33771, "X3": 0.235, "Y3": 0.35197, "X4": 0.229, "Y4": 0.35065, "page": 0, "Index": 61}, {"Word": "357300", "Confidence": 0.621, "X1": 0.331, "Y1": 0.34186, "X2": 0.36, "Y2": 0.34166, "X3": 0.359, "Y3": 0.35328, "X4": 0.33, "Y4": 0.35328, "page": 0, "Index": 62}, {"Word": "-", "Confidence": 0.959, "X1": 0.476, "Y1": 0.355, "X2": 0.476, "Y2": 0.3548, "X3": 0.47, "Y3": 0.3546, "X4": 0.47, "Y4": 0.34934, "page": 0, "Index": 63}, {"Word": "Phip", "Confidence": 0.651, "X1": 0.182, "Y1": 0.35237, "X2": 0.201, "Y2": 0.35217, "X3": 0.2, "Y3": 0.36379, "X4": 0.182, "Y4": 0.36379, "page": 0, "Index": 64}, {"Word": "Moms", "Confidence": 0.509, "X1": 0.202, "Y1": 0.35237, "X2": 0.224, "Y2": 0.35217, "X3": 0.223, "Y3": 0.36379, "X4": 0.202, "Y4": 0.36248, "page": 0, "Index": 65}, {"Word": "USA", "Confidence": 0.979, "X1": 0.225, "Y1": 0.35237, "X2": 0.242, "Y2": 0.35217, "X3": 0.241, "Y3": 0.36379, "X4": 0.225, "Y4": 0.36379, "page": 0, "Index": 66}, {"Word": "Ist", "Confidence": 0.879, "X1": 0.508, "Y1": 0.3458, "X2": 0.519, "Y2": 0.3456, "X3": 0.519, "Y3": 0.35854, "X4": 0.507, "Y4": 0.35854, "page": 0, "Index": 67}, {"Word": "shipmers", "Confidence": 0.496, "X1": 0.521, "Y1": 0.34711, "X2": 0.556, "Y2": 0.34691, "X3": 0.554, "Y3": 0.35985, "X4": 0.521, "Y4": 0.35854, "page": 0, "Index": 68}, {"Word": "5802", "Confidence": 0.815, "X1": 0.183, "Y1": 0.36419, "X2": 0.201, "Y2": 0.36399, "X3": 0.2, "Y3": 0.37562, "X4": 0.182, "Y4": 0.37562, "page": 0, "Index": 69}, {"Word": "4th", "Confidence": 0.521, "X1": 0.203, "Y1": 0.36419, "X2": 0.215, "Y2": 0.36399, "X3": 0.215, "Y3": 0.37562, "X4": 0.203, "Y4": 0.37562, "page": 0, "Index": 70}, {"Word": "Street,", "Confidence": 0.437, "X1": 0.217, "Y1": 0.36551, "X2": 0.242, "Y2": 0.36531, "X3": 0.242, "Y3": 0.37694, "X4": 0.217, "Y4": 0.37562, "page": 0, "Index": 71}, {"Word": "Suite", "Confidence": 0.148, "X1": 0.244, "Y1": 0.36551, "X2": 0.264, "Y2": 0.36531, "X3": 0.263, "Y3": 0.37825, "X4": 0.244, "Y4": 0.37694, "page": 0, "Index": 72}, {"Word": "205", "Confidence": 0.644, "X1": 0.266, "Y1": 0.36682, "X2": 0.28, "Y2": 0.36662, "X3": 0.28, "Y3": 0.37956, "X4": 0.266, "Y4": 0.37825, "page": 0, "Index": 73}, {"Word": "Lubbock,", "Confidence": 0.649, "X1": 0.182, "Y1": 0.37734, "X2": 0.215, "Y2": 0.37714, "X3": 0.214, "Y3": 0.39008, "X4": 0.182, "Y4": 0.39008, "page": 0, "Index": 74}, {"Word": "TX", "Confidence": 0.993, "X1": 0.216, "Y1": 0.37734, "X2": 0.227, "Y2": 0.37714, "X3": 0.226, "Y3": 0.39008, "X4": 0.216, "Y4": 0.39008, "page": 0, "Index": 75}, {"Word": "79410", "Confidence": 0.935, "X1": 0.232, "Y1": 0.37865, "X2": 0.255, "Y2": 0.37845, "X3": 0.255, "Y3": 0.39139, "X4": 0.232, "Y4": 0.39008, "page": 0, "Index": 76}, {"Word": "Terry", "Confidence": 0.183, "X1": 0.183, "Y1": 0.40362, "X2": 0.2, "Y2": 0.40342, "X3": 0.2, "Y3": 0.41636, "X4": 0.182, "Y4": 0.41504, "page": 0, "Index": 77}, {"Word": "Sue", "Confidence": 0.441, "X1": 0.202, "Y1": 0.40362, "X2": 0.216, "Y2": 0.40342, "X3": 0.216, "Y3": 0.41636, "X4": 0.202, "Y4": 0.41636, "page": 0, "Index": 78}, {"Word": "Boney", "Confidence": 0.641, "X1": 0.218, "Y1": 0.40493, "X2": 0.241, "Y2": 0.40473, "X3": 0.241, "Y3": 0.41767, "X4": 0.218, "Y4": 0.41636, "page": 0, "Index": 79}, {"Word": "304100", "Confidence": 0.658, "X1": 0.33, "Y1": 0.40756, "X2": 0.358, "Y2": 0.40736, "X3": 0.358, "Y3": 0.41767, "X4": 0.329, "Y4": 0.41767, "page": 0, "Index": 80}, {"Word": "16", "Confidence": 0.077, "X1": 0.507, "Y1": 0.4115, "X2": 0.516, "Y2": 0.4113, "X3": 0.516, "Y3": 0.42293, "X4": 0.506, "Y4": 0.42293, "page": 0, "Index": 81}, {"Word": "thoment", "Confidence": 0.64, "X1": 0.521, "Y1": 0.4115, "X2": 0.556, "Y2": 0.4113, "X3": 0.555, "Y3": 0.42293, "X4": 0.52, "Y4": 0.42293, "page": 0, "Index": 82}, {"Word": "Phip", "Confidence": 0.503, "X1": 0.182, "Y1": 0.41676, "X2": 0.201, "Y2": 0.41656, "X3": 0.2, "Y3": 0.42818, "X4": 0.181, "Y4": 0.42818, "page": 0, "Index": 83}, {"Word": "Moms", "Confidence": 0.451, "X1": 0.202, "Y1": 0.41676, "X2": 0.223, "Y2": 0.41656, "X3": 0.222, "Y3": 0.42818, "X4": 0.202, "Y4": 0.42818, "page": 0, "Index": 84}, {"Word": "USA", "Confidence": 0.68, "X1": 0.225, "Y1": 0.41807, "X2": 0.242, "Y2": 0.41787, "X3": 0.241, "Y3": 0.42818, "X4": 0.224, "Y4": 0.42818, "page": 0, "Index": 85}, {"Word": "5001", "Confidence": 0.756, "X1": 0.183, "Y1": 0.4299, "X2": 0.199, "Y2": 0.4297, "X3": 0.199, "Y3": 0.44132, "X4": 0.182, "Y4": 0.44132, "page": 0, "Index": 86}, {"Word": "Spring", "Confidence": 0.074, "X1": 0.201, "Y1": 0.4299, "X2": 0.224, "Y2": 0.4297, "X3": 0.224, "Y3": 0.44132, "X4": 0.201, "Y4": 0.44132, "page": 0, "Index": 87}, {"Word": "Veley", "Confidence": 0.677, "X1": 0.226, "Y1": 0.4299, "X2": 0.248, "Y2": 0.4297, "X3": 0.247, "Y3": 0.44264, "X4": 0.225, "Y4": 0.44132, "page": 0, "Index": 88}, {"Word": "Rd.", "Confidence": 0.671, "X1": 0.25, "Y1": 0.4299, "X2": 0.265, "Y2": 0.4297, "X3": 0.264, "Y3": 0.44264, "X4": 0.249, "Y4": 0.44264, "page": 0, "Index": 89}, {"Word": "Sure", "Confidence": 0.6, "X1": 0.267, "Y1": 0.4299, "X2": 0.285, "Y2": 0.4297, "X3": 0.285, "Y3": 0.44264, "X4": 0.266, "Y4": 0.44264, "page": 0, "Index": 90}, {"Word": "340W", "Confidence": 0.635, "X1": 0.287, "Y1": 0.4299, "X2": 0.306, "Y2": 0.4297, "X3": 0.305, "Y3": 0.44395, "X4": 0.287, "Y4": 0.44264, "page": 0, "Index": 91}, {"Word": "Ostas,", "Confidence": 0.621, "X1": 0.181, "Y1": 0.44172, "X2": 0.205, "Y2": 0.44152, "X3": 0.205, "Y3": 0.45446, "X4": 0.181, "Y4": 0.45446, "page": 0, "Index": 92}, {"Word": "TX", "Confidence": 0.971, "X1": 0.207, "Y1": 0.44304, "X2": 0.217, "Y2": 0.44284, "X3": 0.217, "Y3": 0.45446, "X4": 0.207, "Y4": 0.45446, "page": 0, "Index": 93}, {"Word": "75244", "Confidence": 0.932, "X1": 0.222, "Y1": 0.44304, "X2": 0.245, "Y2": 0.44284, "X3": 0.245, "Y3": 0.45578, "X4": 0.222, "Y4": 0.45446, "page": 0, "Index": 94}, {"Word": "Davida", "Confidence": 0.538, "X1": 0.182, "Y1": 0.46801, "X2": 0.204, "Y2": 0.46781, "X3": 0.203, "Y3": 0.48075, "X4": 0.182, "Y4": 0.48075, "page": 0, "Index": 95}, {"Word": "Culo", "Confidence": 0.617, "X1": 0.206, "Y1": 0.46932, "X2": 0.223, "Y2": 0.46912, "X3": 0.223, "Y3": 0.48075, "X4": 0.205, "Y4": 0.48075, "page": 0, "Index": 96}, {"Word": "304500", "Confidence": 0.778, "X1": 0.329, "Y1": 0.47063, "X2": 0.358, "Y2": 0.47043, "X3": 0.358, "Y3": 0.48469, "X4": 0.329, "Y4": 0.48337, "page": 0, "Index": 97}, {"Word": "-", "Confidence": 0.847, "X1": 0.473, "Y1": 0.47852, "X2": 0.473, "Y2": 0.47832, "X3": 0.468, "Y3": 0.47812, "X4": 0.468, "Y4": 0.47418, "page": 0, "Index": 98}, {"Word": "1002", "Confidence": 0.794, "X1": 0.182, "Y1": 0.48115, "X2": 0.199, "Y2": 0.48095, "X3": 0.198, "Y3": 0.49257, "X4": 0.182, "Y4": 0.49257, "page": 0, "Index": 99}, {"Word": "%", "Confidence": 0.007, "X1": 0.201, "Y1": 0.48246, "X2": 0.206, "Y2": 0.48226, "X3": 0.206, "Y3": 0.49389, "X4": 0.201, "Y4": 0.49257, "page": 0, "Index": 100}, {"Word": "suih", "Confidence": 0.022, "X1": 0.212, "Y1": 0.48246, "X2": 0.229, "Y2": 0.48226, "X3": 0.229, "Y3": 0.49389, "X4": 0.212, "Y4": 0.49389, "page": 0, "Index": 101}, {"Word": "Street", "Confidence": 0.098, "X1": 0.231, "Y1": 0.48246, "X2": 0.254, "Y2": 0.48226, "X3": 0.254, "Y3": 0.4952, "X4": 0.231, "Y4": 0.49389, "page": 0, "Index": 102}, {"Word": "-N", "Confidence": 0.091, "X1": 0.409, "Y1": 0.49034, "X2": 0.41, "Y2": 0.49014, "X3": 0.403, "Y3": 0.48994, "X4": 0.403, "Y4": 0.47286, "page": 0, "Index": 103}, {"Word": "A204'S", "Confidence": 0.011, "X1": 0.181, "Y1": 0.49429, "X2": 0.207, "Y2": 0.49409, "X3": 0.206, "Y3": 0.50703, "X4": 0.18, "Y4": 0.50703, "page": 0, "Index": 104}, {"Word": "AR", "Confidence": 0.659, "X1": 0.209, "Y1": 0.49429, "X2": 0.221, "Y2": 0.49409, "X3": 0.22, "Y3": 0.50703, "X4": 0.209, "Y4": 0.50703, "page": 0, "Index": 105}, {"Word": "12754", "Confidence": 0.543, "X1": 0.226, "Y1": 0.4956, "X2": 0.248, "Y2": 0.4954, "X3": 0.248, "Y3": 0.50703, "X4": 0.225, "Y4": 0.50703, "page": 0, "Index": 106}, {"Word": "Layla", "Confidence": 0.304, "X1": 0.18, "Y1": 0.52057, "X2": 0.198, "Y2": 0.52037, "X3": 0.198, "Y3": 0.53331, "X4": 0.18, "Y4": 0.53331, "page": 0, "Index": 107}, {"Word": "Suasmen", "Confidence": 0.026, "X1": 0.2, "Y1": 0.52188, "X2": 0.233, "Y2": 0.52168, "X3": 0.233, "Y3": 0.53331, "X4": 0.199, "Y4": 0.53331, "page": 0, "Index": 108}, {"Word": "404100", "Confidence": 0.656, "X1": 0.328, "Y1": 0.5232, "X2": 0.356, "Y2": 0.523, "X3": 0.356, "Y3": 0.53462, "X4": 0.328, "Y4": 0.53462, "page": 0, "Index": 109}, {"Word": "1", "Confidence": 0.925, "X1": 0.468, "Y1": 0.52582, "X2": 0.473, "Y2": 0.52562, "X3": 0.473, "Y3": 0.53725, "X4": 0.468, "Y4": 0.53725, "page": 0, "Index": 110}, {"Word": "12", "Confidence": 0.995, "X1": 0.181, "Y1": 0.53371, "X2": 0.189, "Y2": 0.53351, "X3": 0.189, "Y3": 0.54645, "X4": 0.182, "Y4": 0.54645, "page": 0, "Index": 111}, {"Word": "Wextnunster", "Confidence": 0.646, "X1": 0.191, "Y1": 0.53502, "X2": 0.236, "Y2": 0.53482, "X3": 0.235, "Y3": 0.54645, "X4": 0.191, "Y4": 0.54645, "page": 0, "Index": 112}, {"Word": "Ad", "Confidence": 0.837, "X1": 0.237, "Y1": 0.53502, "X2": 0.249, "Y2": 0.53482, "X3": 0.248, "Y3": 0.54645, "X4": 0.237, "Y4": 0.54645, "page": 0, "Index": 113}, {"Word": "Denbury,", "Confidence": 0.494, "X1": 0.181, "Y1": 0.54685, "X2": 0.211, "Y2": 0.54665, "X3": 0.211, "Y3": 0.55959, "X4": 0.18, "Y4": 0.5609, "page": 0, "Index": 114}, {"Word": "CT", "Confidence": 0.994, "X1": 0.213, "Y1": 0.54685, "X2": 0.225, "Y2": 0.54665, "X3": 0.225, "Y3": 0.55959, "X4": 0.213, "Y4": 0.55959, "page": 0, "Index": 115}, {"Word": "00611", "Confidence": 0.149, "X1": 0.229, "Y1": 0.54816, "X2": 0.253, "Y2": 0.54796, "X3": 0.252, "Y3": 0.5609, "X4": 0.229, "Y4": 0.55959, "page": 0, "Index": 116}, {"Word": "21", "Confidence": 0.928, "X1": 0.148, "Y1": 0.57313, "X2": 0.158, "Y2": 0.57293, "X3": 0.157, "Y3": 0.58193, "X4": 0.148, "Y4": 0.58061, "page": 0, "Index": 117}, {"Word": "Gary", "Confidence": 0.981, "X1": 0.181, "Y1": 0.57313, "X2": 0.197, "Y2": 0.57293, "X3": 0.197, "Y3": 0.58456, "X4": 0.18, "Y4": 0.58456, "page": 0, "Index": 118}, {"Word": "Thornton", "Confidence": 0.379, "X1": 0.199, "Y1": 0.57313, "X2": 0.232, "Y2": 0.57293, "X3": 0.232, "Y3": 0.58587, "X4": 0.199, "Y4": 0.58456, "page": 0, "Index": 119}, {"Word": "304200", "Confidence": 0.705, "X1": 0.328, "Y1": 0.57576, "X2": 0.356, "Y2": 0.57556, "X3": 0.356, "Y3": 0.58719, "X4": 0.328, "Y4": 0.58719, "page": 0, "Index": 120}, {"Word": "-", "Confidence": 0.609, "X1": 0.473, "Y1": 0.58233, "X2": 0.473, "Y2": 0.58213, "X3": 0.468, "Y3": 0.58193, "X4": 0.468, "Y4": 0.57799, "page": 0, "Index": 121}, {"Word": "Phip", "Confidence": 0.427, "X1": 0.181, "Y1": 0.58627, "X2": 0.198, "Y2": 0.58607, "X3": 0.197, "Y3": 0.5977, "X4": 0.18, "Y4": 0.5977, "page": 0, "Index": 122}, {"Word": "Moms", "Confidence": 0.663, "X1": 0.2, "Y1": 0.58627, "X2": 0.221, "Y2": 0.58607, "X3": 0.22, "Y3": 0.5977, "X4": 0.199, "Y4": 0.5977, "page": 0, "Index": 123}, {"Word": "USA", "Confidence": 0.993, "X1": 0.223, "Y1": 0.58496, "X2": 0.24, "Y2": 0.58476, "X3": 0.239, "Y3": 0.5977, "X4": 0.222, "Y4": 0.5977, "page": 0, "Index": 124}, {"Word": "5001", "Confidence": 0.933, "X1": 0.18, "Y1": 0.5981, "X2": 0.197, "Y2": 0.5979, "X3": 0.197, "Y3": 0.61084, "X4": 0.179, "Y4": 0.61084, "page": 0, "Index": 125}, {"Word": "Spring", "Confidence": 0.67, "X1": 0.2, "Y1": 0.5981, "X2": 0.222, "Y2": 0.5979, "X3": 0.221, "Y3": 0.61084, "X4": 0.199, "Y4": 0.61084, "page": 0, "Index": 126}, {"Word": "Valey", "Confidence": 0.62, "X1": 0.224, "Y1": 0.59941, "X2": 0.246, "Y2": 0.59921, "X3": 0.245, "Y3": 0.61215, "X4": 0.223, "Y4": 0.61084, "page": 0, "Index": 127}, {"Word": "Rd.", "Confidence": 0.716, "X1": 0.248, "Y1": 0.59941, "X2": 0.263, "Y2": 0.59921, "X3": 0.263, "Y3": 0.61215, "X4": 0.247, "Y4": 0.61215, "page": 0, "Index": 128}, {"Word": "Sure", "Confidence": 0.213, "X1": 0.265, "Y1": 0.59941, "X2": 0.283, "Y2": 0.59921, "X3": 0.282, "Y3": 0.61347, "X4": 0.265, "Y4": 0.61215, "page": 0, "Index": 129}, {"Word": "353W", "Confidence": 0.093, "X1": 0.285, "Y1": 0.59941, "X2": 0.304, "Y2": 0.59921, "X3": 0.303, "Y3": 0.61347, "X4": 0.284, "Y4": 0.61347, "page": 0, "Index": 130}, {"Word": "Dallas,", "Confidence": 0.199, "X1": 0.179, "Y1": 0.61124, "X2": 0.203, "Y2": 0.61104, "X3": 0.203, "Y3": 0.62398, "X4": 0.18, "Y4": 0.62398, "page": 0, "Index": 131}, {"Word": "TX", "Confidence": 0.97, "X1": 0.205, "Y1": 0.61124, "X2": 0.216, "Y2": 0.61104, "X3": 0.216, "Y3": 0.62398, "X4": 0.205, "Y4": 0.62398, "page": 0, "Index": 132}, {"Word": "75244", "Confidence": 0.991, "X1": 0.22, "Y1": 0.61255, "X2": 0.243, "Y2": 0.61235, "X3": 0.243, "Y3": 0.62398, "X4": 0.22, "Y4": 0.62398, "page": 0, "Index": 133}, {"Word": "22", "Confidence": 0.749, "X1": 0.149, "Y1": 0.63621, "X2": 0.159, "Y2": 0.63601, "X3": 0.158, "Y3": 0.64763, "X4": 0.148, "Y4": 0.64632, "page": 0, "Index": 134}, {"Word": "Mickey", "Confidence": 0.622, "X1": 0.179, "Y1": 0.63752, "X2": 0.203, "Y2": 0.63732, "X3": 0.202, "Y3": 0.65026, "X4": 0.179, "Y4": 0.65026, "page": 0, "Index": 135}, {"Word": "Seymour", "Confidence": 0.639, "X1": 0.205, "Y1": 0.63883, "X2": 0.238, "Y2": 0.63863, "X3": 0.237, "Y3": 0.65026, "X4": 0.204, "Y4": 0.65026, "page": 0, "Index": 136}, {"Word": "354400", "Confidence": 0.881, "X1": 0.326, "Y1": 0.64015, "X2": 0.355, "Y2": 0.63995, "X3": 0.355, "Y3": 0.65289, "X4": 0.327, "Y4": 0.65157, "page": 0, "Index": 137}, {"Word": "1", "Confidence": 0.992, "X1": 0.401, "Y1": 0.64015, "X2": 0.407, "Y2": 0.63995, "X3": 0.408, "Y3": 0.65289, "X4": 0.402, "Y4": 0.65289, "page": 0, "Index": 138}, {"Word": "1", "Confidence": 0.933, "X1": 0.465, "Y1": 0.64146, "X2": 0.472, "Y2": 0.64126, "X3": 0.473, "Y3": 0.65683, "X4": 0.466, "Y4": 0.65683, "page": 0, "Index": 139}, {"Word": "In", "Confidence": 0.026, "X1": 0.504, "Y1": 0.64278, "X2": 0.514, "Y2": 0.64258, "X3": 0.513, "Y3": 0.65683, "X4": 0.502, "Y4": 0.65683, "page": 0, "Index": 140}, {"Word": "Phip", "Confidence": 0.382, "X1": 0.179, "Y1": 0.65066, "X2": 0.197, "Y2": 0.65046, "X3": 0.197, "Y3": 0.66209, "X4": 0.179, "Y4": 0.66209, "page": 0, "Index": 141}, {"Word": "Moms", "Confidence": 0.619, "X1": 0.199, "Y1": 0.65066, "X2": 0.22, "Y2": 0.65046, "X3": 0.22, "Y3": 0.66209, "X4": 0.199, "Y4": 0.66209, "page": 0, "Index": 142}, {"Word": "USA", "Confidence": 0.997, "X1": 0.222, "Y1": 0.65066, "X2": 0.239, "Y2": 0.65046, "X3": 0.238, "Y3": 0.66209, "X4": 0.221, "Y4": 0.66209, "page": 0, "Index": 143}, {"Word": "shipman", "Confidence": 0.131, "X1": 0.517, "Y1": 0.64146, "X2": 0.55, "Y2": 0.64126, "X3": 0.549, "Y3": 0.65814, "X4": 0.516, "Y4": 0.65683, "page": 0, "Index": 144}, {"Word": "5802", "Confidence": 0.515, "X1": 0.178, "Y1": 0.66249, "X2": 0.197, "Y2": 0.66229, "X3": 0.197, "Y3": 0.67523, "X4": 0.177, "Y4": 0.67523, "page": 0, "Index": 145}, {"Word": "45h", "Confidence": 0.384, "X1": 0.199, "Y1": 0.6638, "X2": 0.211, "Y2": 0.6636, "X3": 0.211, "Y3": 0.67523, "X4": 0.199, "Y4": 0.67523, "page": 0, "Index": 146}, {"Word": "St.", "Confidence": 0.641, "X1": 0.213, "Y1": 0.6638, "X2": 0.227, "Y2": 0.6636, "X3": 0.226, "Y3": 0.67654, "X4": 0.212, "Y4": 0.67523, "page": 0, "Index": 147}, {"Word": "Suite", "Confidence": 0.737, "X1": 0.229, "Y1": 0.66511, "X2": 0.249, "Y2": 0.66491, "X3": 0.248, "Y3": 0.67654, "X4": 0.228, "Y4": 0.67654, "page": 0, "Index": 148}, {"Word": "205", "Confidence": 0.613, "X1": 0.251, "Y1": 0.66511, "X2": 0.265, "Y2": 0.66491, "X3": 0.265, "Y3": 0.67654, "X4": 0.25, "Y4": 0.67654, "page": 0, "Index": 149}, {"Word": "Luobock,", "Confidence": 0.545, "X1": 0.179, "Y1": 0.67694, "X2": 0.211, "Y2": 0.67674, "X3": 0.21, "Y3": 0.68837, "X4": 0.179, "Y4": 0.68837, "page": 0, "Index": 150}, {"Word": "TX", "Confidence": 0.909, "X1": 0.212, "Y1": 0.67694, "X2": 0.222, "Y2": 0.67674, "X3": 0.222, "Y3": 0.68837, "X4": 0.212, "Y4": 0.68837, "page": 0, "Index": 151}, {"Word": "79416", "Confidence": 0.65, "X1": 0.228, "Y1": 0.67826, "X2": 0.251, "Y2": 0.67806, "X3": 0.25, "Y3": 0.68968, "X4": 0.228, "Y4": 0.68837, "page": 0, "Index": 152}, {"Word": "Wyone", "Confidence": 0.657, "X1": 0.178, "Y1": 0.70322, "X2": 0.201, "Y2": 0.70302, "X3": 0.201, "Y3": 0.71465, "X4": 0.178, "Y4": 0.71465, "page": 0, "Index": 153}, {"Word": "Richardscn", "Confidence": 0.224, "X1": 0.203, "Y1": 0.70322, "X2": 0.243, "Y2": 0.70302, "X3": 0.242, "Y3": 0.71596, "X4": 0.203, "Y4": 0.71465, "page": 0, "Index": 154}, {"Word": "354400", "Confidence": 0.684, "X1": 0.325, "Y1": 0.70454, "X2": 0.355, "Y2": 0.70434, "X3": 0.355, "Y3": 0.71728, "X4": 0.325, "Y4": 0.71728, "page": 0, "Index": 155}, {"Word": "-", "Confidence": 0.823, "X1": 0.405, "Y1": 0.70979, "X2": 0.405, "Y2": 0.70959, "X3": 0.401, "Y3": 0.71071, "X4": 0.401, "Y4": 0.70676, "page": 0, "Index": 156}, {"Word": "Indusinal", "Confidence": 0.789, "X1": 0.177, "Y1": 0.71636, "X2": 0.211, "Y2": 0.71616, "X3": 0.211, "Y3": 0.72779, "X4": 0.177, "Y4": 0.72779, "page": 0, "Index": 157}, {"Word": "1", "Confidence": 0.995, "X1": 0.465, "Y1": 0.70716, "X2": 0.471, "Y2": 0.70696, "X3": 0.471, "Y3": 0.71991, "X4": 0.465, "Y4": 0.71991, "page": 0, "Index": 158}, {"Word": "18", "Confidence": 0.33, "X1": 0.503, "Y1": 0.71111, "X2": 0.512, "Y2": 0.71091, "X3": 0.511, "Y3": 0.72122, "X4": 0.502, "Y4": 0.72122, "page": 0, "Index": 159}, {"Word": "shipman", "Confidence": 0.131, "X1": 0.516, "Y1": 0.71111, "X2": 0.548, "Y2": 0.71091, "X3": 0.546, "Y3": 0.72253, "X4": 0.515, "Y4": 0.72122, "page": 0, "Index": 160}, {"Word": "Properties", "Confidence": 0.436, "X1": 0.213, "Y1": 0.71899, "X2": 0.249, "Y2": 0.71879, "X3": 0.249, "Y3": 0.7291, "X4": 0.212, "Y4": 0.72779, "page": 0, "Index": 161}, {"Word": "2100", "Confidence": 0.959, "X1": 0.178, "Y1": 0.72819, "X2": 0.196, "Y2": 0.72799, "X3": 0.195, "Y3": 0.73962, "X4": 0.178, "Y4": 0.73962, "page": 0, "Index": 162}, {"Word": "Danion", "Confidence": 0.624, "X1": 0.197, "Y1": 0.72819, "X2": 0.223, "Y2": 0.72799, "X3": 0.222, "Y3": 0.73962, "X4": 0.197, "Y4": 0.73962, "page": 0, "Index": 163}, {"Word": "Or", "Confidence": 0.809, "X1": 0.225, "Y1": 0.7295, "X2": 0.234, "Y2": 0.7293, "X3": 0.233, "Y3": 0.74093, "X4": 0.224, "Y4": 0.74093, "page": 0, "Index": 164}, {"Word": ",", "Confidence": 0.871, "X1": 0.236, "Y1": 0.7295, "X2": 0.241, "Y2": 0.7293, "X3": 0.241, "Y3": 0.74093, "X4": 0.235, "Y4": 0.74093, "page": 0, "Index": 165}, {"Word": "SuBe", "Confidence": 0.137, "X1": 0.244, "Y1": 0.7295, "X2": 0.264, "Y2": 0.7293, "X3": 0.263, "Y3": 0.74093, "X4": 0.244, "Y4": 0.74093, "page": 0, "Index": 166}, {"Word": "105", "Confidence": 0.944, "X1": 0.266, "Y1": 0.7295, "X2": 0.279, "Y2": 0.7293, "X3": 0.279, "Y3": 0.74224, "X4": 0.265, "Y4": 0.74093, "page": 0, "Index": 167}, {"Word": "Austin,", "Confidence": 0.487, "X1": 0.178, "Y1": 0.74133, "X2": 0.202, "Y2": 0.74113, "X3": 0.202, "Y3": 0.75407, "X4": 0.178, "Y4": 0.75407, "page": 0, "Index": 168}, {"Word": "TX", "Confidence": 0.997, "X1": 0.204, "Y1": 0.74133, "X2": 0.215, "Y2": 0.74113, "X3": 0.214, "Y3": 0.75407, "X4": 0.204, "Y4": 0.75407, "page": 0, "Index": 169}, {"Word": "78756", "Confidence": 0.629, "X1": 0.221, "Y1": 0.74264, "X2": 0.244, "Y2": 0.74244, "X3": 0.244, "Y3": 0.75407, "X4": 0.221, "Y4": 0.75407, "page": 0, "Index": 170}, {"Word": "24", "Confidence": 0.998, "X1": 0.146, "Y1": 0.76761, "X2": 0.156, "Y2": 0.76741, "X3": 0.156, "Y3": 0.77772, "X4": 0.146, "Y4": 0.77641, "page": 0, "Index": 171}, {"Word": "-", "Confidence": 0.651, "X1": 0.47, "Y1": 0.77681, "X2": 0.47, "Y2": 0.77661, "X3": 0.464, "Y3": 0.77641, "X4": 0.464, "Y4": 0.77247, "page": 0, "Index": 172}, {"Word": "James", "Confidence": 0.657, "X1": 0.178, "Y1": 0.76761, "X2": 0.199, "Y2": 0.76741, "X3": 0.199, "Y3": 0.78035, "X4": 0.179, "Y4": 0.78035, "page": 0, "Index": 173}, {"Word": "French", "Confidence": 0.606, "X1": 0.201, "Y1": 0.76761, "X2": 0.226, "Y2": 0.76741, "X3": 0.226, "Y3": 0.78035, "X4": 0.201, "Y4": 0.78035, "page": 0, "Index": 174}, {"Word": "524200", "Confidence": 0.998, "X1": 0.324, "Y1": 0.77024, "X2": 0.354, "Y2": 0.77004, "X3": 0.354, "Y3": 0.78167, "X4": 0.323, "Y4": 0.78167, "page": 0, "Index": 175}, {"Word": "1", "Confidence": 0.995, "X1": 0.4, "Y1": 0.77024, "X2": 0.405, "Y2": 0.77004, "X3": 0.405, "Y3": 0.78298, "X4": 0.4, "Y4": 0.78298, "page": 0, "Index": 176}, {"Word": "fat", "Confidence": 0.157, "X1": 0.502, "Y1": 0.77418, "X2": 0.513, "Y2": 0.77398, "X3": 0.513, "Y3": 0.78692, "X4": 0.502, "Y4": 0.78561, "page": 0, "Index": 177}, {"Word": "shpmars", "Confidence": 0.437, "X1": 0.515, "Y1": 0.7755, "X2": 0.55, "Y2": 0.7753, "X3": 0.548, "Y3": 0.78692, "X4": 0.514, "Y4": 0.78692, "page": 0, "Index": 178}, {"Word": "0647", "Confidence": 0.681, "X1": 0.178, "Y1": 0.78075, "X2": 0.196, "Y2": 0.78055, "X3": 0.195, "Y3": 0.79218, "X4": 0.177, "Y4": 0.79218, "page": 0, "Index": 179}, {"Word": "Tuberhawk", "Confidence": 0.623, "X1": 0.198, "Y1": 0.78075, "X2": 0.241, "Y2": 0.78055, "X3": 0.241, "Y3": 0.79349, "X4": 0.197, "Y4": 0.79218, "page": 0, "Index": 180}, {"Word": "Circle,", "Confidence": 0.393, "X1": 0.243, "Y1": 0.78075, "X2": 0.267, "Y2": 0.78055, "X3": 0.266, "Y3": 0.79481, "X4": 0.243, "Y4": 0.79349, "page": 0, "Index": 181}, {"Word": "Apla24", "Confidence": 0.527, "X1": 0.269, "Y1": 0.78075, "X2": 0.295, "Y2": 0.78055, "X3": 0.295, "Y3": 0.79481, "X4": 0.268, "Y4": 0.79481, "page": 0, "Index": 182}, {"Word": "Highlands", "Confidence": 0.856, "X1": 0.177, "Y1": 0.79389, "X2": 0.211, "Y2": 0.79369, "X3": 0.21, "Y3": 0.80663, "X4": 0.176, "Y4": 0.80663, "page": 0, "Index": 183}, {"Word": "Ranch,", "Confidence": 0.652, "X1": 0.213, "Y1": 0.79521, "X2": 0.237, "Y2": 0.79501, "X3": 0.237, "Y3": 0.80663, "X4": 0.212, "Y4": 0.80663, "page": 0, "Index": 184}, {"Word": "CO", "Confidence": 0.897, "X1": 0.239, "Y1": 0.79521, "X2": 0.25, "Y2": 0.79501, "X3": 0.25, "Y3": 0.80663, "X4": 0.238, "Y4": 0.80663, "page": 0, "Index": 185}, {"Word": "60129", "Confidence": 0.714, "X1": 0.256, "Y1": 0.79521, "X2": 0.278, "Y2": 0.79501, "X3": 0.278, "Y3": 0.80663, "X4": 0.255, "Y4": 0.80663, "page": 0, "Index": 186}, {"Word": "25", "Confidence": 0.892, "X1": 0.145, "Y1": 0.81886, "X2": 0.156, "Y2": 0.81866, "X3": 0.155, "Y3": 0.83029, "X4": 0.145, "Y4": 0.82897, "page": 0, "Index": 187}, {"Word": "Tina", "Confidence": 0.77, "X1": 0.178, "Y1": 0.81886, "X2": 0.192, "Y2": 0.81866, "X3": 0.192, "Y3": 0.8316, "X4": 0.178, "Y4": 0.8316, "page": 0, "Index": 188}, {"Word": "Quelinen-Shock", "Confidence": 0.116, "X1": 0.194, "Y1": 0.82149, "X2": 0.249, "Y2": 0.82129, "X3": 0.249, "Y3": 0.8316, "X4": 0.194, "Y4": 0.8316, "page": 0, "Index": 189}, {"Word": "524300", "Confidence": 0.871, "X1": 0.324, "Y1": 0.8228, "X2": 0.353, "Y2": 0.8226, "X3": 0.353, "Y3": 0.83423, "X4": 0.324, "Y4": 0.83423, "page": 0, "Index": 190}, {"Word": "Ist", "Confidence": 0.635, "X1": 0.502, "Y1": 0.82674, "X2": 0.513, "Y2": 0.82654, "X3": 0.513, "Y3": 0.83686, "X4": 0.502, "Y4": 0.83686, "page": 0, "Index": 191}, {"Word": "11009", "Confidence": 0.837, "X1": 0.178, "Y1": 0.83331, "X2": 0.199, "Y2": 0.83311, "X3": 0.199, "Y3": 0.84343, "X4": 0.178, "Y4": 0.84474, "page": 0, "Index": 192}, {"Word": "S", "Confidence": 0.805, "X1": 0.201, "Y1": 0.83331, "X2": 0.206, "Y2": 0.83311, "X3": 0.206, "Y3": 0.84474, "X4": 0.201, "Y4": 0.84343, "page": 0, "Index": 193}, {"Word": "440:", "Confidence": 0.356, "X1": 0.213, "Y1": 0.83463, "X2": 0.229, "Y2": 0.83443, "X3": 0.229, "Y3": 0.84474, "X4": 0.213, "Y4": 0.84474, "page": 0, "Index": 194}, {"Word": "Street", "Confidence": 0.535, "X1": 0.231, "Y1": 0.83594, "X2": 0.255, "Y2": 0.83574, "X3": 0.254, "Y3": 0.84605, "X4": 0.23, "Y4": 0.84474, "page": 0, "Index": 195}, {"Word": "shparent", "Confidence": 0.389, "X1": 0.514, "Y1": 0.82674, "X2": 0.549, "Y2": 0.82654, "X3": 0.55, "Y3": 0.83817, "X4": 0.515, "Y4": 0.83686, "page": 0, "Index": 196}, {"Word": "Plouma,", "Confidence": 0.681, "X1": 0.177, "Y1": 0.84645, "X2": 0.207, "Y2": 0.84625, "X3": 0.207, "Y3": 0.85788, "X4": 0.177, "Y4": 0.85788, "page": 0, "Index": 197}, {"Word": "AZ", "Confidence": 0.955, "X1": 0.209, "Y1": 0.84645, "X2": 0.219, "Y2": 0.84625, "X3": 0.219, "Y3": 0.85788, "X4": 0.208, "Y4": 0.85788, "page": 0, "Index": 198}, {"Word": "85044", "Confidence": 0.766, "X1": 0.224, "Y1": 0.84645, "X2": 0.246, "Y2": 0.84625, "X3": 0.246, "Y3": 0.8592, "X4": 0.224, "Y4": 0.85788, "page": 0, "Index": 199}, {"Word": "26", "Confidence": 0.645, "X1": 0.144, "Y1": 0.87142, "X2": 0.155, "Y2": 0.87122, "X3": 0.154, "Y3": 0.88285, "X4": 0.143, "Y4": 0.88153, "page": 0, "Index": 200}, {"Word": "Chuck", "Confidence": 0.66, "X1": 0.177, "Y1": 0.87142, "X2": 0.197, "Y2": 0.87122, "X3": 0.197, "Y3": 0.88416, "X4": 0.177, "Y4": 0.88416, "page": 0, "Index": 201}, {"Word": "Parsar", "Confidence": 0.668, "X1": 0.199, "Y1": 0.87274, "X2": 0.225, "Y2": 0.87254, "X3": 0.225, "Y3": 0.88548, "X4": 0.199, "Y4": 0.88416, "page": 0, "Index": 202}, {"Word": "514500", "Confidence": 0.726, "X1": 0.323, "Y1": 0.87536, "X2": 0.352, "Y2": 0.87516, "X3": 0.352, "Y3": 0.88679, "X4": 0.322, "Y4": 0.8881, "page": 0, "Index": 203}, {"Word": "1713", "Confidence": 0.665, "X1": 0.177, "Y1": 0.88588, "X2": 0.193, "Y2": 0.88568, "X3": 0.193, "Y3": 0.89599, "X4": 0.177, "Y4": 0.89599, "page": 0, "Index": 204}, {"Word": "S", "Confidence": 0.853, "X1": 0.195, "Y1": 0.88588, "X2": 0.2, "Y2": 0.88568, "X3": 0.2, "Y3": 0.89599, "X4": 0.195, "Y4": 0.89599, "page": 0, "Index": 205}, {"Word": "Vara", "Confidence": 0.603, "X1": 0.205, "Y1": 0.88588, "X2": 0.223, "Y2": 0.88568, "X3": 0.222, "Y3": 0.8973, "X4": 0.205, "Y4": 0.89599, "page": 0, "Index": 206}, {"Word": "Crest", "Confidence": 0.38, "X1": 0.224, "Y1": 0.88588, "X2": 0.246, "Y2": 0.88568, "X3": 0.246, "Y3": 0.8973, "X4": 0.224, "Y4": 0.8973, "page": 0, "Index": 207}, {"Word": ".", "Confidence": 0.623, "X1": 0.31, "Y1": 0.87799, "X2": 0.315, "Y2": 0.87779, "X3": 0.315, "Y3": 0.8881, "X4": 0.31, "Y4": 0.88942, "page": 0, "Index": 208}, {"Word": "--", "Confidence": 0.656, "X1": 0.469, "Y1": 0.89508, "X2": 0.469, "Y2": 0.89488, "X3": 0.463, "Y3": 0.89468, "X4": 0.462, "Y4": 0.87759, "page": 0, "Index": 209}, {"Word": "Veradale,", "Confidence": 0.664, "X1": 0.176, "Y1": 0.8977, "X2": 0.209, "Y2": 0.8975, "X3": 0.208, "Y3": 0.91044, "X4": 0.175, "Y4": 0.91044, "page": 0, "Index": 210}, {"Word": "WA", "Confidence": 0.984, "X1": 0.211, "Y1": 0.8977, "X2": 0.225, "Y2": 0.8975, "X3": 0.225, "Y3": 0.91044, "X4": 0.21, "Y4": 0.91044, "page": 0, "Index": 211}, {"Word": "69337", "Confidence": 0.169, "X1": 0.229, "Y1": 0.8977, "X2": 0.253, "Y2": 0.8975, "X3": 0.253, "Y3": 0.91044, "X4": 0.228, "Y4": 0.91044, "page": 0, "Index": 212}, {"Word": "2072436980", "Confidence": 0.991, "X1": 0.205, "Y1": 0.97655, "X2": 0.106, "Y2": 0.97635, "X3": 0.106, "Y3": 0.95381, "X4": 0.207, "Y4": 0.96038, "page": 0, "Index": 213}, {"Word": "---", "Confidence": 0.789, "X1": 0.23, "Y1": 0.98837, "X2": 0.229, "Y2": 0.98817, "X3": 0.223, "Y3": 0.98797, "X4": 0.223, "Y4": 0.94461, "page": 0, "Index": 214}, {"Word": "Page", "Confidence": 0.618, "X1": 0.499, "Y1": 0.97786, "X2": 0.518, "Y2": 0.97766, "X3": 0.517, "Y3": 0.99192, "X4": 0.499, "Y4": 0.98929, "page": 0, "Index": 215}]}	"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"
ffcg0167	0	{"lines_data": [{"Word": "ALBO POS KIT SETUP TO SIRP 9-07", "Confidence": 0.679, "X1": 0.444, "Y1": 0.04726, "X2": 0.57, "Y2": 0.04706, "X3": 0.57, "Y3": 0.06385, "X4": 0.444, "Y4": 0.06255, "page": 0}, {"Word": "9/5/97", "Confidence": 0.823, "X1": 0.911, "Y1": 0.00804, "X2": 0.976, "Y2": 0.00784, "X3": 0.98, "Y3": 0.06647, "X4": 0.916, "Y4": 0.07431, "page": 0}, {"Word": "OSM POS WORKSHEET / ALBUQUERQUE TEAT", "Confidence": 0.4155, "X1": 0.378, "Y1": 0.12569, "X2": 0.544, "Y2": 0.12549, "X3": 0.544, "Y3": 0.13705, "X4": 0.378, "Y4": 0.13705, "page": 0}, {"Word": "REVISED POS FOR DISTA BUTTON 9097", "Confidence": 0.8205, "X1": 0.389, "Y1": 0.13745, "X2": 0.534, "Y2": 0.13725, "X3": 0.534, "Y3": 0.15013, "X4": 0.388, "Y4": 0.15013, "page": 0}, {"Word": "KIT EXXXXX", "Confidence": 0.5195, "X1": 0.062, "Y1": 0.17536, "X2": 0.11, "Y2": 0.17516, "X3": 0.109, "Y3": 0.18934, "X4": 0.062, "Y4": 0.18804, "page": 0}, {"Word": "RTL LAG PK KIT", "Confidence": 0.64875, "X1": 0.113, "Y1": 0.17536, "X2": 0.177, "Y2": 0.17516, "X3": 0.177, "Y3": 0.18804, "X4": 0.113, "Y4": 0.18804, "page": 0}, {"Word": "POR #", "Confidence": 0.258, "X1": 0.36, "Y1": 0.17667, "X2": 0.39, "Y2": 0.17647, "X3": 0.391, "Y3": 0.18934, "X4": 0.36, "Y4": 0.18804, "page": 0}, {"Word": "PER KIT", "Confidence": 0.8535, "X1": 0.426, "Y1": 0.17667, "X2": 0.458, "Y2": 0.17647, "X3": 0.458, "Y3": 0.18934, "X4": 0.426, "Y4": 0.19065, "page": 0}, {"Word": "LOF KITS SHIPPED", "Confidence": 0.629, "X1": 0.486, "Y1": 0.17406, "X2": 0.577, "Y2": 0.17386, "X3": 0.577, "Y3": 0.19065, "X4": 0.486, "Y4": 0.19065, "page": 0}, {"Word": "2AR TOT OTY SHIPPED PER PIECE", "Confidence": 0.57317, "X1": 0.649, "Y1": 0.17275, "X2": 0.782, "Y2": 0.17255, "X3": 0.782, "Y3": 0.19196, "X4": 0.649, "Y4": 0.19196, "page": 0}, {"Word": "1 80 CL GRAVITY FEED DISPLY WIPCO", "Confidence": 0.85057, "X1": 0.107, "Y1": 0.19497, "X2": 0.248, "Y2": 0.19477, "X3": 0.248, "Y3": 0.20634, "X4": 0.107, "Y4": 0.20764, "page": 0}, {"Word": "03960", "Confidence": 0.617, "X1": 0.365, "Y1": 0.19497, "X2": 0.389, "Y2": 0.19477, "X3": 0.389, "Y3": 0.20764, "X4": 0.364, "Y4": 0.20764, "page": 0}, {"Word": "ADDRESS .", "Confidence": 0.311, "X1": 0.494, "Y1": 0.19628, "X2": 0.535, "Y2": 0.19608, "X3": 0.535, "Y3": 0.20764, "X4": 0.494, "Y4": 0.20764, "page": 0}, {"Word": "): 20MB", "Confidence": 0.3865, "X1": 0.014, "Y1": 0.20674, "X2": 0.079, "Y2": 0.20654, "X3": 0.08, "Y3": 0.22464, "X4": 0.015, "Y4": 0.2364, "page": 0}, {"Word": "PRICE CALL OUT STAR BURST", "Confidence": 0.841, "X1": 0.114, "Y1": 0.21196, "X2": 0.222, "Y2": 0.21176, "X3": 0.222, "Y3": 0.22464, "X4": 0.114, "Y4": 0.22464, "page": 0}, {"Word": "05951", "Confidence": 0.81, "X1": 0.364, "Y1": 0.21327, "X2": 0.388, "Y2": 0.21307, "X3": 0.388, "Y3": 0.22464, "X4": 0.364, "Y4": 0.22464, "page": 0}, {"Word": "2", "Confidence": 0.938, "X1": 0.457, "Y1": 0.21589, "X2": 0.464, "Y2": 0.21569, "X3": 0.464, "Y3": 0.22333, "X4": 0.458, "Y4": 0.22464, "page": 0}, {"Word": "2.000", "Confidence": 0.276, "X1": 0.286, "Y1": 0.20804, "X2": 0.33, "Y2": 0.20784, "X3": 0.332, "Y3": 0.23379, "X4": 0.288, "Y4": 0.24294, "page": 0}, {"Word": "DANGLER", "Confidence": 0.249, "X1": 0.114, "Y1": 0.23027, "X2": 0.151, "Y2": 0.23007, "X3": 0.152, "Y3": 0.24294, "X4": 0.114, "Y4": 0.24294, "page": 0}, {"Word": "05962", "Confidence": 0.623, "X1": 0.364, "Y1": 0.23157, "X2": 0.389, "Y2": 0.23137, "X3": 0.389, "Y3": 0.24294, "X4": 0.364, "Y4": 0.24294, "page": 0}, {"Word": "2", "Confidence": 0.994, "X1": 0.456, "Y1": 0.23157, "X2": 0.463, "Y2": 0.23137, "X3": 0.464, "Y3": 0.24163, "X4": 0.457, "Y4": 0.24163, "page": 0}, {"Word": "[SEE ADDRESS KEY BELOW) .", "Confidence": 0.7814, "X1": 0.493, "Y1": 0.22896, "X2": 0.598, "Y2": 0.22876, "X3": 0.598, "Y3": 0.24424, "X4": 0.493, "Y4": 0.24424, "page": 0}, {"Word": "., POSTER (16\" \u00d7 21) W/ PCO", "Confidence": 0.48057, "X1": 0.104, "Y1": 0.24464, "X2": 0.217, "Y2": 0.24444, "X3": 0.218, "Y3": 0.26255, "X4": 0.104, "Y4": 0.26516, "page": 0}, {"Word": "05903", "Confidence": 0.772, "X1": 0.363, "Y1": 0.24987, "X2": 0.389, "Y2": 0.24967, "X3": 0.388, "Y3": 0.26124, "X4": 0.363, "Y4": 0.26124, "page": 0}, {"Word": "KIT #XXXXX CARTON KIT", "Confidence": 0.759, "X1": 0.062, "Y1": 0.29824, "X2": 0.165, "Y2": 0.29804, "X3": 0.165, "Y3": 0.31222, "X4": 0.062, "Y4": 0.31353, "page": 0}, {"Word": "POS O", "Confidence": 0.391, "X1": 0.361, "Y1": 0.29955, "X2": 0.39, "Y2": 0.29935, "X3": 0.39, "Y3": 0.31222, "X4": 0.361, "Y4": 0.31222, "page": 0}, {"Word": "PER KIT", "Confidence": 0.801, "X1": 0.426, "Y1": 0.29955, "X2": 0.458, "Y2": 0.29935, "X3": 0.458, "Y3": 0.31222, "X4": 0.426, "Y4": 0.31222, "page": 0}, {"Word": "LOF KITS SHIPPED ..", "Confidence": 0.41175, "X1": 0.491, "Y1": 0.29824, "X2": 0.578, "Y2": 0.29804, "X3": 0.578, "Y3": 0.31222, "X4": 0.491, "Y4": 0.31222, "page": 0}, {"Word": "ATOT QTY SHIPPED PER PIECE", "Confidence": 0.6306, "X1": 0.657, "Y1": 0.29693, "X2": 0.777, "Y2": 0.29673, "X3": 0.777, "Y3": 0.31483, "X4": 0.657, "Y4": 0.31483, "page": 0}, {"Word": "2 30 CTN DISPLAY WY PCO", "Confidence": 0.7345, "X1": 0.106, "Y1": 0.31785, "X2": 0.205, "Y2": 0.31765, "X3": 0.205, "Y3": 0.33052, "X4": 0.106, "Y4": 0.33183, "page": 0}, {"Word": "05984", "Confidence": 0.62, "X1": 0.363, "Y1": 0.31915, "X2": 0.389, "Y2": 0.31895, "X3": 0.389, "Y3": 0.33183, "X4": 0.363, "Y4": 0.33183, "page": 0}, {"Word": "ADDRESS #", "Confidence": 0.3155, "X1": 0.493, "Y1": 0.31915, "X2": 0.534, "Y2": 0.31895, "X3": 0.534, "Y3": 0.33183, "X4": 0.493, "Y4": 0.33052, "page": 0}, {"Word": "PRICE CALL OUT STAR BURST", "Confidence": 0.964, "X1": 0.115, "Y1": 0.33615, "X2": 0.221, "Y2": 0.33595, "X3": 0.221, "Y3": 0.35013, "X4": 0.115, "Y4": 0.35013, "page": 0}, {"Word": "05001", "Confidence": 0.627, "X1": 0.364, "Y1": 0.33745, "X2": 0.388, "Y2": 0.33725, "X3": 0.388, "Y3": 0.35013, "X4": 0.363, "Y4": 0.35013, "page": 0}, {"Word": "DANGLER", "Confidence": 0.955, "X1": 0.115, "Y1": 0.35576, "X2": 0.15, "Y2": 0.35556, "X3": 0.15, "Y3": 0.36712, "X4": 0.115, "Y4": 0.36843, "page": 0}, {"Word": "5:0", "Confidence": 0.897, "X1": 0.284, "Y1": 0.34791, "X2": 0.316, "Y2": 0.34771, "X3": 0.319, "Y3": 0.37104, "X4": 0.287, "Y4": 0.38281, "page": 0}, {"Word": "05952", "Confidence": 0.625, "X1": 0.364, "Y1": 0.35706, "X2": 0.388, "Y2": 0.35686, "X3": 0.388, "Y3": 0.36843, "X4": 0.363, "Y4": 0.36712, "page": 0}, {"Word": "2", "Confidence": 0.886, "X1": 0.456, "Y1": 0.35837, "X2": 0.463, "Y2": 0.35817, "X3": 0.463, "Y3": 0.36843, "X4": 0.456, "Y4": 0.36843, "page": 0}, {"Word": "(SEE ADDRESSKEY BELOW)", "Confidence": 0.57333, "X1": 0.493, "Y1": 0.35445, "X2": 0.593, "Y2": 0.35425, "X3": 0.593, "Y3": 0.36973, "X4": 0.493, "Y4": 0.37104, "page": 0}, {"Word": "05863", "Confidence": 0.601, "X1": 0.363, "Y1": 0.37536, "X2": 0.389, "Y2": 0.37516, "X3": 0.389, "Y3": 0.38673, "X4": 0.363, "Y4": 0.38673, "page": 0}, {"Word": "POSTER (16\" X 21 ] W/ PCO", "Confidence": 0.54729, "X1": 0.115, "Y1": 0.37406, "X2": 0.217, "Y2": 0.37386, "X3": 0.217, "Y3": 0.38804, "X4": 0.115, "Y4": 0.38804, "page": 0}, {"Word": "SHELF TALKERS WIPCO", "Confidence": 0.60767, "X1": 0.115, "Y1": 0.39105, "X2": 0.203, "Y2": 0.39085, "X3": 0.203, "Y3": 0.40634, "X4": 0.115, "Y4": 0.40634, "page": 0}, {"Word": "KIL AXXXXX RIL BM PK KIZ", "Confidence": 0.63367, "X1": 0.062, "Y1": 0.4551, "X2": 0.171, "Y2": 0.4549, "X3": 0.171, "Y3": 0.46908, "X4": 0.062, "Y4": 0.47039, "page": 0}, {"Word": "POS #", "Confidence": 0.329, "X1": 0.36, "Y1": 0.45772, "X2": 0.388, "Y2": 0.45752, "X3": 0.387, "Y3": 0.46908, "X4": 0.36, "Y4": 0.46908, "page": 0}, {"Word": "PER KIT", "Confidence": 0.783, "X1": 0.421, "Y1": 0.45772, "X2": 0.457, "Y2": 0.45752, "X3": 0.457, "Y3": 0.47039, "X4": 0.421, "Y4": 0.47039, "page": 0}, {"Word": "LOE KITA SHIPPER A.", "Confidence": 0.418, "X1": 0.49, "Y1": 0.45641, "X2": 0.577, "Y2": 0.45621, "X3": 0.577, "Y3": 0.47039, "X4": 0.49, "Y4": 0.47039, "page": 0}, {"Word": "TOT QTY SHIPPED PER PIECE", "Confidence": 0.6398, "X1": 0.663, "Y1": 0.45379, "X2": 0.786, "Y2": 0.45359, "X3": 0.786, "Y3": 0.4717, "X4": 0.663, "Y4": 0.4717, "page": 0}, {"Word": "3 SM GREEN PLASTIC DISPLAY INSERT", "Confidence": 0.54767, "X1": 0.107, "Y1": 0.47602, "X2": 0.242, "Y2": 0.47582, "X3": 0.242, "Y3": 0.4913, "X4": 0.107, "Y4": 0.4913, "page": 0}, {"Word": "05947", "Confidence": 0.245, "X1": 0.363, "Y1": 0.47994, "X2": 0.388, "Y2": 0.47974, "X3": 0.387, "Y3": 0.4913, "X4": 0.363, "Y4": 0.49, "page": 0}, {"Word": "ADDRESS", "Confidence": 0.675, "X1": 0.493, "Y1": 0.47863, "X2": 0.534, "Y2": 0.47843, "X3": 0.534, "Y3": 0.49, "X4": 0.493, "Y4": 0.49, "page": 0}, {"Word": "PACE CALL OUT STAA BLAST", "Confidence": 0.6786, "X1": 0.113, "Y1": 0.49562, "X2": 0.22, "Y2": 0.49542, "X3": 0.22, "Y3": 0.51091, "X4": 0.113, "Y4": 0.51091, "page": 0}, {"Word": "05461", "Confidence": 0.657, "X1": 0.362, "Y1": 0.49955, "X2": 0.388, "Y2": 0.49935, "X3": 0.388, "Y3": 0.51091, "X4": 0.362, "Y4": 0.51091, "page": 0}, {"Word": "OWOLER", "Confidence": 0.478, "X1": 0.114, "Y1": 0.51654, "X2": 0.15, "Y2": 0.51634, "X3": 0.15, "Y3": 0.53052, "X4": 0.114, "Y4": 0.53052, "page": 0}, {"Word": "05002", "Confidence": 0.137, "X1": 0.363, "Y1": 0.51785, "X2": 0.388, "Y2": 0.51765, "X3": 0.387, "Y3": 0.52921, "X4": 0.363, "Y4": 0.52921, "page": 0}, {"Word": "(SEE ADDRESS KEY BELOW)", "Confidence": 0.706, "X1": 0.493, "Y1": 0.51654, "X2": 0.593, "Y2": 0.51634, "X3": 0.593, "Y3": 0.53183, "X4": 0.493, "Y4": 0.53183, "page": 0}, {"Word": "1.2:", "Confidence": 0.293, "X1": 0.286, "Y1": 0.52438, "X2": 0.317, "Y2": 0.52418, "X3": 0.317, "Y3": 0.54359, "X4": 0.286, "Y4": 0.54621, "page": 0}, {"Word": "POSTER (16\" \u00d7 217 W. PCO", "Confidence": 0.54583, "X1": 0.114, "Y1": 0.53745, "X2": 0.218, "Y2": 0.53725, "X3": 0.218, "Y3": 0.55143, "X4": 0.114, "Y4": 0.55143, "page": 0}, {"Word": "GREEN PLASTIC DISPLAY", "Confidence": 0.71133, "X1": 0.114, "Y1": 0.55576, "X2": 0.202, "Y2": 0.55556, "X3": 0.202, "Y3": 0.57104, "X4": 0.114, "Y4": 0.57104, "page": 0}, {"Word": "85400", "Confidence": 0.658, "X1": 0.398, "Y1": 0.55968, "X2": 0.424, "Y2": 0.55948, "X3": 0.424, "Y3": 0.56973, "X4": 0.398, "Y4": 0.56973, "page": 0}, {"Word": "1", "Confidence": 0.991, "X1": 0.455, "Y1": 0.55837, "X2": 0.463, "Y2": 0.55817, "X3": 0.463, "Y3": 0.56973, "X4": 0.455, "Y4": 0.56973, "page": 0}, {"Word": "MILIXLLAL FLOOR BASE KIT", "Confidence": 0.80675, "X1": 0.062, "Y1": 0.59497, "X2": 0.178, "Y2": 0.59477, "X3": 0.179, "Y3": 0.60895, "X4": 0.062, "Y4": 0.61026, "page": 0}, {"Word": "PEA KIT", "Confidence": 0.589, "X1": 0.42, "Y1": 0.59497, "X2": 0.456, "Y2": 0.59477, "X3": 0.456, "Y3": 0.60895, "X4": 0.42, "Y4": 0.61026, "page": 0}, {"Word": "LOE KITS SHIPPED ..", "Confidence": 0.35125, "X1": 0.485, "Y1": 0.59236, "X2": 0.577, "Y2": 0.59216, "X3": 0.577, "Y3": 0.61026, "X4": 0.485, "Y4": 0.61156, "page": 0}, {"Word": "TOT OTY GHUPPED PER PIECE", "Confidence": 0.5606, "X1": 0.665, "Y1": 0.59366, "X2": 0.775, "Y2": 0.59346, "X3": 0.774, "Y3": 0.61026, "X4": 0.665, "Y4": 0.60895, "page": 0}, {"Word": "4 FLOOR BASE FOR AK DISPLAY", "Confidence": 0.8575, "X1": 0.105, "Y1": 0.61589, "X2": 0.221, "Y2": 0.61569, "X3": 0.221, "Y3": 0.62987, "X4": 0.105, "Y4": 0.62987, "page": 0}, {"Word": "ADDRESS &", "Confidence": 0.391, "X1": 0.493, "Y1": 0.61719, "X2": 0.534, "Y2": 0.61699, "X3": 0.534, "Y3": 0.62987, "X4": 0.493, "Y4": 0.62987, "page": 0}, {"Word": "(SCE ADDRESS KEY BELOWY)", "Confidence": 0.594, "X1": 0.492, "Y1": 0.65379, "X2": 0.592, "Y2": 0.65359, "X3": 0.592, "Y3": 0.67039, "X4": 0.492, "Y4": 0.67039, "page": 0}, {"Word": "VAN KIT", "Confidence": 0.943, "X1": 0.111, "Y1": 0.69432, "X2": 0.15, "Y2": 0.69412, "X3": 0.15, "Y3": 0.70699, "X4": 0.111, "Y4": 0.7083, "page": 0}, {"Word": "POS .", "Confidence": 0.472, "X1": 0.362, "Y1": 0.69432, "X2": 0.387, "Y2": 0.69412, "X3": 0.387, "Y3": 0.70699, "X4": 0.362, "Y4": 0.70568, "page": 0}, {"Word": "PER KIT", "Confidence": 0.784, "X1": 0.421, "Y1": 0.69432, "X2": 0.456, "Y2": 0.69412, "X3": 0.456, "Y3": 0.7083, "X4": 0.421, "Y4": 0.70699, "page": 0}, {"Word": "LOE KITA SHIPPED ..", "Confidence": 0.1775, "X1": 0.488, "Y1": 0.6904, "X2": 0.578, "Y2": 0.6902, "X3": 0.578, "Y3": 0.7096, "X4": 0.488, "Y4": 0.7096, "page": 0}, {"Word": "AO TOT OTY SHIPPED PER PIECE", "Confidence": 0.577, "X1": 0.651, "Y1": 0.6904, "X2": 0.78, "Y2": 0.6902, "X3": 0.781, "Y3": 0.7096, "X4": 0.651, "Y4": 0.71091, "page": 0}, {"Word": "S BHEADER (NEW STYLE OFE) WI PCO", "Confidence": 0.64829, "X1": 0.105, "Y1": 0.71393, "X2": 0.247, "Y2": 0.71373, "X3": 0.247, "Y3": 0.7279, "X4": 0.105, "Y4": 0.72921, "page": 0}, {"Word": "ADDRESS !", "Confidence": 0.3185, "X1": 0.492, "Y1": 0.71654, "X2": 0.534, "Y2": 0.71634, "X3": 0.533, "Y3": 0.7279, "X4": 0.492, "Y4": 0.7266, "page": 0}, {"Word": "B-STRIP (NEW STYLE OPG)", "Confidence": 0.54275, "X1": 0.113, "Y1": 0.73484, "X2": 0.208, "Y2": 0.73464, "X3": 0.208, "Y3": 0.74751, "X4": 0.113, "Y4": 0.74882, "page": 0}, {"Word": "05970", "Confidence": 0.608, "X1": 0.362, "Y1": 0.73615, "X2": 0.387, "Y2": 0.73595, "X3": 0.387, "Y3": 0.74751, "X4": 0.362, "Y4": 0.74751, "page": 0}, {"Word": "PRICE CALL OUT STAR BURST", "Confidence": 0.9578, "X1": 0.111, "Y1": 0.75445, "X2": 0.219, "Y2": 0.75425, "X3": 0.219, "Y3": 0.76712, "X4": 0.111, "Y4": 0.76843, "page": 0}, {"Word": "(SEE ADDRESS KEY BELOW)", "Confidence": 0.738, "X1": 0.491, "Y1": 0.75445, "X2": 0.593, "Y2": 0.75425, "X3": 0.593, "Y3": 0.76973, "X4": 0.491, "Y4": 0.76973, "page": 0}, {"Word": "DANOLER", "Confidence": 0.595, "X1": 0.114, "Y1": 0.77536, "X2": 0.149, "Y2": 0.77516, "X3": 0.149, "Y3": 0.78673, "X4": 0.114, "Y4": 0.78673, "page": 0}, {"Word": "05862", "Confidence": 0.511, "X1": 0.362, "Y1": 0.77536, "X2": 0.388, "Y2": 0.77516, "X3": 0.388, "Y3": 0.78673, "X4": 0.362, "Y4": 0.78673, "page": 0}, {"Word": "(5863", "Confidence": 0.506, "X1": 0.362, "Y1": 0.79628, "X2": 0.387, "Y2": 0.79608, "X3": 0.387, "Y3": 0.80764, "X4": 0.362, "Y4": 0.80764, "page": 0}, {"Word": "POSTER (16\" X 217 W/ PCO", "Confidence": 0.71167, "X1": 0.113, "Y1": 0.79497, "X2": 0.216, "Y2": 0.79477, "X3": 0.216, "Y3": 0.80895, "X4": 0.113, "Y4": 0.80895, "page": 0}, {"Word": "50", "Confidence": 0.711, "X1": 0.455, "Y1": 0.79759, "X2": 0.466, "Y2": 0.79739, "X3": 0.464, "Y3": 0.80895, "X4": 0.454, "Y4": 0.80764, "page": 0}, {"Word": "OF HEADER WITH PCO", "Confidence": 0.90325, "X1": 0.114, "Y1": 0.81589, "X2": 0.194, "Y2": 0.81569, "X3": 0.194, "Y3": 0.82725, "X4": 0.114, "Y4": 0.82987, "page": 0}, {"Word": "05671", "Confidence": 0.583, "X1": 0.362, "Y1": 0.81719, "X2": 0.387, "Y2": 0.81699, "X3": 0.386, "Y3": 0.82856, "X4": 0.362, "Y4": 0.82856, "page": 0}, {"Word": "SHELF TALKERS VO PCO", "Confidence": 0.69325, "X1": 0.114, "Y1": 0.83811, "X2": 0.203, "Y2": 0.83791, "X3": 0.203, "Y3": 0.84817, "X4": 0.114, "Y4": 0.84947, "page": 0}, {"Word": "05885", "Confidence": 0.629, "X1": 0.363, "Y1": 0.83811, "X2": 0.387, "Y2": 0.83791, "X3": 0.387, "Y3": 0.84817, "X4": 0.363, "Y4": 0.84947, "page": 0}, {"Word": "INSERTS FOR GREEN DEIPLAY", "Confidence": 0.57775, "X1": 0.114, "Y1": 0.85772, "X2": 0.218, "Y2": 0.85752, "X3": 0.218, "Y3": 0.87039, "X4": 0.114, "Y4": 0.87039, "page": 0}, {"Word": "20", "Confidence": 0.888, "X1": 0.453, "Y1": 0.85772, "X2": 0.463, "Y2": 0.85752, "X3": 0.463, "Y3": 0.87039, "X4": 0.454, "Y4": 0.87039, "page": 0}, {"Word": ".", "Confidence": 0.678, "X1": 0.382, "Y1": 0.93223, "X2": 0.393, "Y2": 0.93203, "X3": 0.393, "Y3": 0.9449, "X4": 0.382, "Y4": 0.94359, "page": 0}, {"Word": "12436978", "Confidence": 0.821, "X1": 0.186, "Y1": 0.98974, "X2": 0.101, "Y2": 0.98954, "X3": 0.103, "Y3": 0.96451, "X4": 0.188, "Y4": 0.97366, "page": 0}, {"Word": "--", "Confidence": 0.673, "X1": 0.234, "Y1": 0.99105, "X2": 0.234, "Y2": 0.99085, "X3": 0.226, "Y3": 0.99196, "X4": 0.227, "Y4": 0.97235, "page": 0}], "words_data": [{"Word": "ALBO", "Confidence": 0.795, "X1": 0.445, "Y1": 0.04857, "X2": 0.464, "Y2": 0.04837, "X3": 0.463, "Y3": 0.06255, "X4": 0.444, "Y4": 0.06255, "page": 0, "Index": 0}, {"Word": "POS", "Confidence": 0.998, "X1": 0.466, "Y1": 0.04857, "X2": 0.481, "Y2": 0.04837, "X3": 0.48, "Y3": 0.06385, "X4": 0.466, "Y4": 0.06255, "page": 0, "Index": 1}, {"Word": "KIT", "Confidence": 0.67, "X1": 0.483, "Y1": 0.04857, "X2": 0.494, "Y2": 0.04837, "X3": 0.493, "Y3": 0.06385, "X4": 0.483, "Y4": 0.06385, "page": 0, "Index": 2}, {"Word": "SETUP", "Confidence": 0.996, "X1": 0.496, "Y1": 0.04857, "X2": 0.521, "Y2": 0.04837, "X3": 0.52, "Y3": 0.06385, "X4": 0.496, "Y4": 0.06385, "page": 0, "Index": 3}, {"Word": "TO", "Confidence": 0.93, "X1": 0.523, "Y1": 0.04857, "X2": 0.532, "Y2": 0.04837, "X3": 0.532, "Y3": 0.06385, "X4": 0.523, "Y4": 0.06385, "page": 0, "Index": 4}, {"Word": "SIRP", "Confidence": 0.018, "X1": 0.534, "Y1": 0.04857, "X2": 0.551, "Y2": 0.04837, "X3": 0.55, "Y3": 0.06385, "X4": 0.534, "Y4": 0.06385, "page": 0, "Index": 5}, {"Word": "9-07", "Confidence": 0.346, "X1": 0.553, "Y1": 0.04857, "X2": 0.57, "Y2": 0.04837, "X3": 0.57, "Y3": 0.06385, "X4": 0.553, "Y4": 0.06385, "page": 0, "Index": 6}, {"Word": "9/5/97", "Confidence": 0.823, "X1": 0.911, "Y1": 0.00804, "X2": 0.97, "Y2": 0.00784, "X3": 0.975, "Y3": 0.06647, "X4": 0.915, "Y4": 0.07431, "page": 0, "Index": 7}, {"Word": "OSM", "Confidence": 0.008, "X1": 0.379, "Y1": 0.12569, "X2": 0.393, "Y2": 0.12549, "X3": 0.393, "Y3": 0.13705, "X4": 0.378, "Y4": 0.13705, "page": 0, "Index": 8}, {"Word": "POS", "Confidence": 0.183, "X1": 0.395, "Y1": 0.12569, "X2": 0.411, "Y2": 0.12549, "X3": 0.411, "Y3": 0.13705, "X4": 0.395, "Y4": 0.13705, "page": 0, "Index": 9}, {"Word": "WORKSHEET", "Confidence": 0.783, "X1": 0.413, "Y1": 0.12569, "X2": 0.462, "Y2": 0.12549, "X3": 0.461, "Y3": 0.13836, "X4": 0.413, "Y4": 0.13705, "page": 0, "Index": 10}, {"Word": "/", "Confidence": 0.884, "X1": 0.463, "Y1": 0.12569, "X2": 0.467, "Y2": 0.12549, "X3": 0.467, "Y3": 0.13836, "X4": 0.463, "Y4": 0.13836, "page": 0, "Index": 11}, {"Word": "ALBUQUERQUE", "Confidence": 0.03, "X1": 0.469, "Y1": 0.12569, "X2": 0.522, "Y2": 0.12549, "X3": 0.522, "Y3": 0.13836, "X4": 0.469, "Y4": 0.13836, "page": 0, "Index": 12}, {"Word": "TEAT", "Confidence": 0.605, "X1": 0.524, "Y1": 0.127, "X2": 0.544, "Y2": 0.1268, "X3": 0.544, "Y3": 0.13836, "X4": 0.524, "Y4": 0.13836, "page": 0, "Index": 13}, {"Word": "REVISED", "Confidence": 0.966, "X1": 0.389, "Y1": 0.13876, "X2": 0.421, "Y2": 0.13856, "X3": 0.421, "Y3": 0.15143, "X4": 0.389, "Y4": 0.15143, "page": 0, "Index": 14}, {"Word": "POS", "Confidence": 0.985, "X1": 0.423, "Y1": 0.13876, "X2": 0.44, "Y2": 0.13856, "X3": 0.44, "Y3": 0.15013, "X4": 0.423, "Y4": 0.15013, "page": 0, "Index": 15}, {"Word": "FOR", "Confidence": 1, "X1": 0.442, "Y1": 0.13876, "X2": 0.458, "Y2": 0.13856, "X3": 0.458, "Y3": 0.15013, "X4": 0.441, "Y4": 0.15013, "page": 0, "Index": 16}, {"Word": "DISTA", "Confidence": 0.933, "X1": 0.46, "Y1": 0.13876, "X2": 0.484, "Y2": 0.13856, "X3": 0.483, "Y3": 0.15013, "X4": 0.46, "Y4": 0.15013, "page": 0, "Index": 17}, {"Word": "BUTTON", "Confidence": 0.932, "X1": 0.486, "Y1": 0.13876, "X2": 0.515, "Y2": 0.13856, "X3": 0.514, "Y3": 0.15143, "X4": 0.485, "Y4": 0.15013, "page": 0, "Index": 18}, {"Word": "9097", "Confidence": 0.107, "X1": 0.517, "Y1": 0.14007, "X2": 0.534, "Y2": 0.13987, "X3": 0.534, "Y3": 0.15143, "X4": 0.516, "Y4": 0.15143, "page": 0, "Index": 19}, {"Word": "KIT", "Confidence": 0.602, "X1": 0.063, "Y1": 0.17536, "X2": 0.074, "Y2": 0.17516, "X3": 0.074, "Y3": 0.18934, "X4": 0.063, "Y4": 0.18934, "page": 0, "Index": 20}, {"Word": "EXXXXX", "Confidence": 0.437, "X1": 0.077, "Y1": 0.17667, "X2": 0.108, "Y2": 0.17647, "X3": 0.108, "Y3": 0.18934, "X4": 0.076, "Y4": 0.18934, "page": 0, "Index": 21}, {"Word": "RTL", "Confidence": 0.621, "X1": 0.115, "Y1": 0.17667, "X2": 0.129, "Y2": 0.17647, "X3": 0.129, "Y3": 0.18934, "X4": 0.115, "Y4": 0.18934, "page": 0, "Index": 22}, {"Word": "LAG", "Confidence": 0.617, "X1": 0.131, "Y1": 0.17667, "X2": 0.148, "Y2": 0.17647, "X3": 0.147, "Y3": 0.18934, "X4": 0.131, "Y4": 0.18934, "page": 0, "Index": 23}, {"Word": "PK", "Confidence": 0.992, "X1": 0.15, "Y1": 0.17667, "X2": 0.16, "Y2": 0.17647, "X3": 0.159, "Y3": 0.18934, "X4": 0.149, "Y4": 0.18934, "page": 0, "Index": 24}, {"Word": "KIT", "Confidence": 0.365, "X1": 0.162, "Y1": 0.17667, "X2": 0.178, "Y2": 0.17647, "X3": 0.177, "Y3": 0.18934, "X4": 0.161, "Y4": 0.18934, "page": 0, "Index": 25}, {"Word": "POR", "Confidence": 0.516, "X1": 0.364, "Y1": 0.17667, "X2": 0.38, "Y2": 0.17647, "X3": 0.38, "Y3": 0.18934, "X4": 0.363, "Y4": 0.18804, "page": 0, "Index": 26}, {"Word": "#", "Confidence": 0, "X1": 0.382, "Y1": 0.17667, "X2": 0.388, "Y2": 0.17647, "X3": 0.388, "Y3": 0.18934, "X4": 0.382, "Y4": 0.18934, "page": 0, "Index": 27}, {"Word": "PER", "Confidence": 0.735, "X1": 0.427, "Y1": 0.17798, "X2": 0.442, "Y2": 0.17778, "X3": 0.443, "Y3": 0.19065, "X4": 0.428, "Y4": 0.19196, "page": 0, "Index": 28}, {"Word": "KIT", "Confidence": 0.972, "X1": 0.444, "Y1": 0.17667, "X2": 0.458, "Y2": 0.17647, "X3": 0.458, "Y3": 0.18934, "X4": 0.445, "Y4": 0.19065, "page": 0, "Index": 29}, {"Word": "LOF", "Confidence": 0.328, "X1": 0.494, "Y1": 0.17536, "X2": 0.511, "Y2": 0.17516, "X3": 0.511, "Y3": 0.19065, "X4": 0.494, "Y4": 0.19196, "page": 0, "Index": 30}, {"Word": "KITS", "Confidence": 0.945, "X1": 0.513, "Y1": 0.17667, "X2": 0.53, "Y2": 0.17647, "X3": 0.531, "Y3": 0.19065, "X4": 0.513, "Y4": 0.19065, "page": 0, "Index": 31}, {"Word": "SHIPPED", "Confidence": 0.614, "X1": 0.533, "Y1": 0.17536, "X2": 0.567, "Y2": 0.17516, "X3": 0.568, "Y3": 0.19065, "X4": 0.533, "Y4": 0.19065, "page": 0, "Index": 32}, {"Word": "2AR", "Confidence": 0.293, "X1": 0.65, "Y1": 0.17536, "X2": 0.664, "Y2": 0.17516, "X3": 0.664, "Y3": 0.19196, "X4": 0.65, "Y4": 0.19196, "page": 0, "Index": 33}, {"Word": "TOT", "Confidence": 0.789, "X1": 0.667, "Y1": 0.17536, "X2": 0.68, "Y2": 0.17516, "X3": 0.68, "Y3": 0.19196, "X4": 0.667, "Y4": 0.19196, "page": 0, "Index": 34}, {"Word": "OTY", "Confidence": 0.852, "X1": 0.683, "Y1": 0.17536, "X2": 0.698, "Y2": 0.17516, "X3": 0.698, "Y3": 0.19196, "X4": 0.683, "Y4": 0.19196, "page": 0, "Index": 35}, {"Word": "SHIPPED", "Confidence": 0.363, "X1": 0.7, "Y1": 0.17406, "X2": 0.732, "Y2": 0.17386, "X3": 0.732, "Y3": 0.19196, "X4": 0.7, "Y4": 0.19196, "page": 0, "Index": 36}, {"Word": "PER", "Confidence": 0.9, "X1": 0.735, "Y1": 0.17406, "X2": 0.749, "Y2": 0.17386, "X3": 0.749, "Y3": 0.19196, "X4": 0.735, "Y4": 0.19196, "page": 0, "Index": 37}, {"Word": "PIECE", "Confidence": 0.242, "X1": 0.751, "Y1": 0.17406, "X2": 0.777, "Y2": 0.17386, "X3": 0.777, "Y3": 0.19326, "X4": 0.751, "Y4": 0.19196, "page": 0, "Index": 38}, {"Word": "1", "Confidence": 0.864, "X1": 0.108, "Y1": 0.19628, "X2": 0.113, "Y2": 0.19608, "X3": 0.113, "Y3": 0.20764, "X4": 0.108, "Y4": 0.20764, "page": 0, "Index": 39}, {"Word": "80", "Confidence": 0.721, "X1": 0.115, "Y1": 0.19628, "X2": 0.123, "Y2": 0.19608, "X3": 0.122, "Y3": 0.20764, "X4": 0.114, "Y4": 0.20764, "page": 0, "Index": 40}, {"Word": "CL", "Confidence": 0.955, "X1": 0.125, "Y1": 0.19497, "X2": 0.134, "Y2": 0.19477, "X3": 0.134, "Y3": 0.20764, "X4": 0.124, "Y4": 0.20764, "page": 0, "Index": 41}, {"Word": "GRAVITY", "Confidence": 0.881, "X1": 0.136, "Y1": 0.19497, "X2": 0.168, "Y2": 0.19477, "X3": 0.167, "Y3": 0.20764, "X4": 0.136, "Y4": 0.20764, "page": 0, "Index": 42}, {"Word": "FEED", "Confidence": 0.961, "X1": 0.169, "Y1": 0.19497, "X2": 0.19, "Y2": 0.19477, "X3": 0.19, "Y3": 0.20764, "X4": 0.169, "Y4": 0.20764, "page": 0, "Index": 43}, {"Word": "DISPLY", "Confidence": 0.96, "X1": 0.192, "Y1": 0.19497, "X2": 0.217, "Y2": 0.19477, "X3": 0.217, "Y3": 0.20764, "X4": 0.192, "Y4": 0.20764, "page": 0, "Index": 44}, {"Word": "WIPCO", "Confidence": 0.612, "X1": 0.219, "Y1": 0.19497, "X2": 0.246, "Y2": 0.19477, "X3": 0.246, "Y3": 0.20764, "X4": 0.219, "Y4": 0.20764, "page": 0, "Index": 45}, {"Word": "03960", "Confidence": 0.617, "X1": 0.364, "Y1": 0.19497, "X2": 0.389, "Y2": 0.19477, "X3": 0.389, "Y3": 0.20764, "X4": 0.364, "Y4": 0.20764, "page": 0, "Index": 46}, {"Word": "ADDRESS", "Confidence": 0.615, "X1": 0.495, "Y1": 0.19759, "X2": 0.528, "Y2": 0.19739, "X3": 0.528, "Y3": 0.20895, "X4": 0.495, "Y4": 0.20764, "page": 0, "Index": 47}, {"Word": ".", "Confidence": 0.007, "X1": 0.53, "Y1": 0.19759, "X2": 0.535, "Y2": 0.19739, "X3": 0.535, "Y3": 0.20895, "X4": 0.53, "Y4": 0.20895, "page": 0, "Index": 48}, {"Word": "20MB", "Confidence": 0.25, "X1": 0.043, "Y1": 0.20804, "X2": 0.078, "Y2": 0.20784, "X3": 0.078, "Y3": 0.22594, "X4": 0.044, "Y4": 0.23117, "page": 0, "Index": 49}, {"Word": "PRICE", "Confidence": 0.328, "X1": 0.115, "Y1": 0.21327, "X2": 0.136, "Y2": 0.21307, "X3": 0.135, "Y3": 0.22594, "X4": 0.115, "Y4": 0.22594, "page": 0, "Index": 50}, {"Word": "CALL", "Confidence": 0.982, "X1": 0.138, "Y1": 0.21196, "X2": 0.156, "Y2": 0.21176, "X3": 0.155, "Y3": 0.22594, "X4": 0.137, "Y4": 0.22594, "page": 0, "Index": 51}, {"Word": "OUT", "Confidence": 0.976, "X1": 0.158, "Y1": 0.21196, "X2": 0.173, "Y2": 0.21176, "X3": 0.172, "Y3": 0.22594, "X4": 0.157, "Y4": 0.22594, "page": 0, "Index": 52}, {"Word": "STAR", "Confidence": 0.983, "X1": 0.175, "Y1": 0.21196, "X2": 0.194, "Y2": 0.21176, "X3": 0.193, "Y3": 0.22464, "X4": 0.174, "Y4": 0.22464, "page": 0, "Index": 53}, {"Word": "BURST", "Confidence": 0.936, "X1": 0.196, "Y1": 0.21196, "X2": 0.221, "Y2": 0.21176, "X3": 0.22, "Y3": 0.22464, "X4": 0.195, "Y4": 0.22464, "page": 0, "Index": 54}, {"Word": "05951", "Confidence": 0.81, "X1": 0.364, "Y1": 0.21327, "X2": 0.388, "Y2": 0.21307, "X3": 0.388, "Y3": 0.22464, "X4": 0.364, "Y4": 0.22464, "page": 0, "Index": 55}, {"Word": "2", "Confidence": 0.938, "X1": 0.458, "Y1": 0.21589, "X2": 0.462, "Y2": 0.21569, "X3": 0.462, "Y3": 0.22464, "X4": 0.458, "Y4": 0.22464, "page": 0, "Index": 56}, {"Word": "):", "Confidence": 0.523, "X1": 0.015, "Y1": 0.21327, "X2": 0.034, "Y2": 0.21307, "X3": 0.034, "Y3": 0.23248, "X4": 0.016, "Y4": 0.2364, "page": 0, "Index": 57}, {"Word": "2.000", "Confidence": 0.276, "X1": 0.286, "Y1": 0.20804, "X2": 0.329, "Y2": 0.20784, "X3": 0.332, "Y3": 0.23379, "X4": 0.288, "Y4": 0.24294, "page": 0, "Index": 58}, {"Word": "DANGLER", "Confidence": 0.249, "X1": 0.115, "Y1": 0.23157, "X2": 0.149, "Y2": 0.23137, "X3": 0.149, "Y3": 0.24294, "X4": 0.115, "Y4": 0.24294, "page": 0, "Index": 59}, {"Word": "05962", "Confidence": 0.623, "X1": 0.364, "Y1": 0.23157, "X2": 0.389, "Y2": 0.23137, "X3": 0.389, "Y3": 0.24294, "X4": 0.364, "Y4": 0.24294, "page": 0, "Index": 60}, {"Word": "2", "Confidence": 0.994, "X1": 0.457, "Y1": 0.23157, "X2": 0.462, "Y2": 0.23137, "X3": 0.462, "Y3": 0.24163, "X4": 0.457, "Y4": 0.24163, "page": 0, "Index": 61}, {"Word": "[SEE", "Confidence": 0.839, "X1": 0.494, "Y1": 0.23027, "X2": 0.509, "Y2": 0.23007, "X3": 0.509, "Y3": 0.24424, "X4": 0.494, "Y4": 0.24555, "page": 0, "Index": 62}, {"Word": "ADDRESS", "Confidence": 0.623, "X1": 0.512, "Y1": 0.23027, "X2": 0.544, "Y2": 0.23007, "X3": 0.544, "Y3": 0.24424, "X4": 0.511, "Y4": 0.24424, "page": 0, "Index": 63}, {"Word": "KEY", "Confidence": 0.658, "X1": 0.547, "Y1": 0.23027, "X2": 0.56, "Y2": 0.23007, "X3": 0.56, "Y3": 0.24424, "X4": 0.546, "Y4": 0.24424, "page": 0, "Index": 64}, {"Word": "BELOW)", "Confidence": 0.934, "X1": 0.563, "Y1": 0.23027, "X2": 0.591, "Y2": 0.23007, "X3": 0.591, "Y3": 0.24424, "X4": 0.563, "Y4": 0.24424, "page": 0, "Index": 65}, {"Word": ".", "Confidence": 0.853, "X1": 0.593, "Y1": 0.23027, "X2": 0.598, "Y2": 0.23007, "X3": 0.598, "Y3": 0.24555, "X4": 0.593, "Y4": 0.24424, "page": 0, "Index": 66}, {"Word": ".,", "Confidence": 0.219, "X1": 0.106, "Y1": 0.24857, "X2": 0.111, "Y2": 0.24837, "X3": 0.112, "Y3": 0.26516, "X4": 0.107, "Y4": 0.26516, "page": 0, "Index": 67}, {"Word": "POSTER", "Confidence": 0.96, "X1": 0.114, "Y1": 0.24726, "X2": 0.144, "Y2": 0.24706, "X3": 0.145, "Y3": 0.26385, "X4": 0.115, "Y4": 0.26516, "page": 0, "Index": 68}, {"Word": "(16\"", "Confidence": 0.333, "X1": 0.147, "Y1": 0.24726, "X2": 0.16, "Y2": 0.24706, "X3": 0.161, "Y3": 0.26255, "X4": 0.147, "Y4": 0.26385, "page": 0, "Index": 69}, {"Word": "\u00d7", "Confidence": 0.091, "X1": 0.163, "Y1": 0.24595, "X2": 0.168, "Y2": 0.24575, "X3": 0.169, "Y3": 0.26255, "X4": 0.163, "Y4": 0.26255, "page": 0, "Index": 70}, {"Word": "21)", "Confidence": 0.206, "X1": 0.171, "Y1": 0.24595, "X2": 0.184, "Y2": 0.24575, "X3": 0.184, "Y3": 0.26255, "X4": 0.171, "Y4": 0.26255, "page": 0, "Index": 71}, {"Word": "W/", "Confidence": 0.807, "X1": 0.186, "Y1": 0.24595, "X2": 0.196, "Y2": 0.24575, "X3": 0.196, "Y3": 0.26255, "X4": 0.186, "Y4": 0.26255, "page": 0, "Index": 72}, {"Word": "PCO", "Confidence": 0.748, "X1": 0.198, "Y1": 0.24595, "X2": 0.216, "Y2": 0.24575, "X3": 0.216, "Y3": 0.26255, "X4": 0.198, "Y4": 0.26255, "page": 0, "Index": 73}, {"Word": "05903", "Confidence": 0.772, "X1": 0.364, "Y1": 0.24857, "X2": 0.389, "Y2": 0.24837, "X3": 0.389, "Y3": 0.26124, "X4": 0.363, "Y4": 0.25993, "page": 0, "Index": 74}, {"Word": "KIT", "Confidence": 0.813, "X1": 0.062, "Y1": 0.29955, "X2": 0.073, "Y2": 0.29935, "X3": 0.074, "Y3": 0.31353, "X4": 0.063, "Y4": 0.31222, "page": 0, "Index": 75}, {"Word": "#XXXXX", "Confidence": 0.611, "X1": 0.076, "Y1": 0.29824, "X2": 0.107, "Y2": 0.29804, "X3": 0.107, "Y3": 0.31353, "X4": 0.076, "Y4": 0.31353, "page": 0, "Index": 76}, {"Word": "CARTON", "Confidence": 0.657, "X1": 0.115, "Y1": 0.29824, "X2": 0.148, "Y2": 0.29804, "X3": 0.147, "Y3": 0.31353, "X4": 0.115, "Y4": 0.31353, "page": 0, "Index": 77}, {"Word": "KIT", "Confidence": 0.955, "X1": 0.15, "Y1": 0.29824, "X2": 0.165, "Y2": 0.29804, "X3": 0.164, "Y3": 0.31222, "X4": 0.15, "Y4": 0.31353, "page": 0, "Index": 78}, {"Word": "POS", "Confidence": 0.78, "X1": 0.364, "Y1": 0.29824, "X2": 0.38, "Y2": 0.29804, "X3": 0.38, "Y3": 0.31222, "X4": 0.364, "Y4": 0.31222, "page": 0, "Index": 79}, {"Word": "O", "Confidence": 0.002, "X1": 0.382, "Y1": 0.29824, "X2": 0.388, "Y2": 0.29804, "X3": 0.388, "Y3": 0.31222, "X4": 0.382, "Y4": 0.31222, "page": 0, "Index": 80}, {"Word": "PER", "Confidence": 0.604, "X1": 0.427, "Y1": 0.29955, "X2": 0.442, "Y2": 0.29935, "X3": 0.442, "Y3": 0.31222, "X4": 0.427, "Y4": 0.31353, "page": 0, "Index": 81}, {"Word": "KIT", "Confidence": 0.998, "X1": 0.444, "Y1": 0.29955, "X2": 0.457, "Y2": 0.29935, "X3": 0.457, "Y3": 0.31222, "X4": 0.444, "Y4": 0.31222, "page": 0, "Index": 82}, {"Word": "LOF", "Confidence": 0.191, "X1": 0.494, "Y1": 0.29955, "X2": 0.51, "Y2": 0.29935, "X3": 0.51, "Y3": 0.31353, "X4": 0.494, "Y4": 0.31353, "page": 0, "Index": 83}, {"Word": "KITS", "Confidence": 0.835, "X1": 0.513, "Y1": 0.29955, "X2": 0.531, "Y2": 0.29935, "X3": 0.531, "Y3": 0.31353, "X4": 0.513, "Y4": 0.31353, "page": 0, "Index": 84}, {"Word": "SHIPPED", "Confidence": 0.606, "X1": 0.533, "Y1": 0.29955, "X2": 0.567, "Y2": 0.29935, "X3": 0.567, "Y3": 0.31353, "X4": 0.533, "Y4": 0.31353, "page": 0, "Index": 85}, {"Word": "..", "Confidence": 0.015, "X1": 0.569, "Y1": 0.29824, "X2": 0.578, "Y2": 0.29804, "X3": 0.579, "Y3": 0.31353, "X4": 0.569, "Y4": 0.31353, "page": 0, "Index": 86}, {"Word": "ATOT", "Confidence": 0.641, "X1": 0.658, "Y1": 0.29824, "X2": 0.681, "Y2": 0.29804, "X3": 0.681, "Y3": 0.31353, "X4": 0.658, "Y4": 0.31483, "page": 0, "Index": 87}, {"Word": "QTY", "Confidence": 0.675, "X1": 0.683, "Y1": 0.29693, "X2": 0.698, "Y2": 0.29673, "X3": 0.698, "Y3": 0.31353, "X4": 0.683, "Y4": 0.31353, "page": 0, "Index": 88}, {"Word": "SHIPPED", "Confidence": 0.887, "X1": 0.7, "Y1": 0.29693, "X2": 0.731, "Y2": 0.29673, "X3": 0.731, "Y3": 0.31353, "X4": 0.7, "Y4": 0.31353, "page": 0, "Index": 89}, {"Word": "PER", "Confidence": 0.616, "X1": 0.733, "Y1": 0.29693, "X2": 0.748, "Y2": 0.29673, "X3": 0.748, "Y3": 0.31483, "X4": 0.733, "Y4": 0.31353, "page": 0, "Index": 90}, {"Word": "PIECE", "Confidence": 0.334, "X1": 0.751, "Y1": 0.29824, "X2": 0.777, "Y2": 0.29804, "X3": 0.777, "Y3": 0.31483, "X4": 0.751, "Y4": 0.31483, "page": 0, "Index": 91}, {"Word": "2", "Confidence": 0.991, "X1": 0.107, "Y1": 0.31915, "X2": 0.113, "Y2": 0.31895, "X3": 0.113, "Y3": 0.33313, "X4": 0.107, "Y4": 0.33313, "page": 0, "Index": 92}, {"Word": "30", "Confidence": 0.963, "X1": 0.115, "Y1": 0.31915, "X2": 0.122, "Y2": 0.31895, "X3": 0.122, "Y3": 0.33183, "X4": 0.115, "Y4": 0.33183, "page": 0, "Index": 93}, {"Word": "CTN", "Confidence": 0.956, "X1": 0.124, "Y1": 0.31915, "X2": 0.141, "Y2": 0.31895, "X3": 0.14, "Y3": 0.33183, "X4": 0.124, "Y4": 0.33183, "page": 0, "Index": 94}, {"Word": "DISPLAY", "Confidence": 0.663, "X1": 0.143, "Y1": 0.31915, "X2": 0.174, "Y2": 0.31895, "X3": 0.173, "Y3": 0.33052, "X4": 0.142, "Y4": 0.33183, "page": 0, "Index": 95}, {"Word": "WY", "Confidence": 0.052, "X1": 0.176, "Y1": 0.31915, "X2": 0.186, "Y2": 0.31895, "X3": 0.185, "Y3": 0.33052, "X4": 0.175, "Y4": 0.33052, "page": 0, "Index": 96}, {"Word": "PCO", "Confidence": 0.782, "X1": 0.187, "Y1": 0.31915, "X2": 0.204, "Y2": 0.31895, "X3": 0.203, "Y3": 0.33052, "X4": 0.187, "Y4": 0.33052, "page": 0, "Index": 97}, {"Word": "05984", "Confidence": 0.62, "X1": 0.363, "Y1": 0.31915, "X2": 0.389, "Y2": 0.31895, "X3": 0.389, "Y3": 0.33052, "X4": 0.363, "Y4": 0.33183, "page": 0, "Index": 98}, {"Word": "ADDRESS", "Confidence": 0.619, "X1": 0.494, "Y1": 0.32046, "X2": 0.527, "Y2": 0.32026, "X3": 0.527, "Y3": 0.33183, "X4": 0.494, "Y4": 0.33183, "page": 0, "Index": 99}, {"Word": "#", "Confidence": 0.012, "X1": 0.529, "Y1": 0.32046, "X2": 0.534, "Y2": 0.32026, "X3": 0.534, "Y3": 0.33183, "X4": 0.529, "Y4": 0.33183, "page": 0, "Index": 100}, {"Word": "PRICE", "Confidence": 0.941, "X1": 0.115, "Y1": 0.33745, "X2": 0.136, "Y2": 0.33725, "X3": 0.135, "Y3": 0.35143, "X4": 0.115, "Y4": 0.35143, "page": 0, "Index": 101}, {"Word": "CALL", "Confidence": 0.964, "X1": 0.138, "Y1": 0.33745, "X2": 0.156, "Y2": 0.33725, "X3": 0.155, "Y3": 0.35013, "X4": 0.137, "Y4": 0.35143, "page": 0, "Index": 102}, {"Word": "OUT", "Confidence": 0.939, "X1": 0.158, "Y1": 0.33745, "X2": 0.173, "Y2": 0.33725, "X3": 0.172, "Y3": 0.35013, "X4": 0.157, "Y4": 0.35013, "page": 0, "Index": 103}, {"Word": "STAR", "Confidence": 0.985, "X1": 0.175, "Y1": 0.33745, "X2": 0.193, "Y2": 0.33725, "X3": 0.192, "Y3": 0.35013, "X4": 0.174, "Y4": 0.35013, "page": 0, "Index": 104}, {"Word": "BURST", "Confidence": 0.991, "X1": 0.195, "Y1": 0.33745, "X2": 0.221, "Y2": 0.33725, "X3": 0.22, "Y3": 0.35143, "X4": 0.195, "Y4": 0.35013, "page": 0, "Index": 105}, {"Word": "05001", "Confidence": 0.627, "X1": 0.363, "Y1": 0.33745, "X2": 0.387, "Y2": 0.33725, "X3": 0.388, "Y3": 0.34882, "X4": 0.363, "Y4": 0.35013, "page": 0, "Index": 106}, {"Word": "DANGLER", "Confidence": 0.955, "X1": 0.115, "Y1": 0.35576, "X2": 0.148, "Y2": 0.35556, "X3": 0.148, "Y3": 0.36843, "X4": 0.115, "Y4": 0.36843, "page": 0, "Index": 107}, {"Word": "5:0", "Confidence": 0.897, "X1": 0.287, "Y1": 0.34791, "X2": 0.313, "Y2": 0.34771, "X3": 0.318, "Y3": 0.37104, "X4": 0.292, "Y4": 0.38019, "page": 0, "Index": 108}, {"Word": "05952", "Confidence": 0.625, "X1": 0.363, "Y1": 0.35706, "X2": 0.388, "Y2": 0.35686, "X3": 0.387, "Y3": 0.36843, "X4": 0.363, "Y4": 0.36712, "page": 0, "Index": 109}, {"Word": "2", "Confidence": 0.886, "X1": 0.456, "Y1": 0.35837, "X2": 0.461, "Y2": 0.35817, "X3": 0.461, "Y3": 0.36843, "X4": 0.456, "Y4": 0.36843, "page": 0, "Index": 110}, {"Word": "(SEE", "Confidence": 0.795, "X1": 0.493, "Y1": 0.35576, "X2": 0.508, "Y2": 0.35556, "X3": 0.508, "Y3": 0.37104, "X4": 0.493, "Y4": 0.37104, "page": 0, "Index": 111}, {"Word": "ADDRESSKEY", "Confidence": 0.309, "X1": 0.511, "Y1": 0.35576, "X2": 0.56, "Y2": 0.35556, "X3": 0.56, "Y3": 0.37104, "X4": 0.511, "Y4": 0.37104, "page": 0, "Index": 112}, {"Word": "BELOW)", "Confidence": 0.616, "X1": 0.562, "Y1": 0.35576, "X2": 0.593, "Y2": 0.35556, "X3": 0.593, "Y3": 0.37104, "X4": 0.562, "Y4": 0.37104, "page": 0, "Index": 113}, {"Word": "POSTER", "Confidence": 0.901, "X1": 0.116, "Y1": 0.37536, "X2": 0.146, "Y2": 0.37516, "X3": 0.146, "Y3": 0.38804, "X4": 0.115, "Y4": 0.38804, "page": 0, "Index": 114}, {"Word": "(16\"", "Confidence": 0.454, "X1": 0.148, "Y1": 0.37536, "X2": 0.161, "Y2": 0.37516, "X3": 0.161, "Y3": 0.38804, "X4": 0.148, "Y4": 0.38804, "page": 0, "Index": 115}, {"Word": "X", "Confidence": 0.228, "X1": 0.163, "Y1": 0.37536, "X2": 0.169, "Y2": 0.37516, "X3": 0.169, "Y3": 0.38804, "X4": 0.163, "Y4": 0.38804, "page": 0, "Index": 116}, {"Word": "21", "Confidence": 0.909, "X1": 0.171, "Y1": 0.37536, "X2": 0.179, "Y2": 0.37516, "X3": 0.178, "Y3": 0.38804, "X4": 0.171, "Y4": 0.38804, "page": 0, "Index": 117}, {"Word": "]", "Confidence": 0.058, "X1": 0.181, "Y1": 0.37406, "X2": 0.185, "Y2": 0.37386, "X3": 0.184, "Y3": 0.38804, "X4": 0.18, "Y4": 0.38804, "page": 0, "Index": 118}, {"Word": "W/", "Confidence": 0.372, "X1": 0.187, "Y1": 0.37406, "X2": 0.197, "Y2": 0.37386, "X3": 0.196, "Y3": 0.38804, "X4": 0.187, "Y4": 0.38804, "page": 0, "Index": 119}, {"Word": "PCO", "Confidence": 0.909, "X1": 0.199, "Y1": 0.37406, "X2": 0.216, "Y2": 0.37386, "X3": 0.215, "Y3": 0.38804, "X4": 0.198, "Y4": 0.38804, "page": 0, "Index": 120}, {"Word": "05863", "Confidence": 0.601, "X1": 0.363, "Y1": 0.37667, "X2": 0.388, "Y2": 0.37647, "X3": 0.388, "Y3": 0.38804, "X4": 0.363, "Y4": 0.38673, "page": 0, "Index": 121}, {"Word": "SHELF", "Confidence": 0.658, "X1": 0.115, "Y1": 0.39236, "X2": 0.138, "Y2": 0.39216, "X3": 0.138, "Y3": 0.40634, "X4": 0.115, "Y4": 0.40764, "page": 0, "Index": 122}, {"Word": "TALKERS", "Confidence": 0.671, "X1": 0.14, "Y1": 0.39236, "X2": 0.171, "Y2": 0.39216, "X3": 0.171, "Y3": 0.40634, "X4": 0.14, "Y4": 0.40634, "page": 0, "Index": 123}, {"Word": "WIPCO", "Confidence": 0.494, "X1": 0.173, "Y1": 0.39236, "X2": 0.201, "Y2": 0.39216, "X3": 0.201, "Y3": 0.40634, "X4": 0.173, "Y4": 0.40634, "page": 0, "Index": 124}, {"Word": "KIL", "Confidence": 0.635, "X1": 0.062, "Y1": 0.45772, "X2": 0.073, "Y2": 0.45752, "X3": 0.073, "Y3": 0.4717, "X4": 0.062, "Y4": 0.4717, "page": 0, "Index": 125}, {"Word": "AXXXXX", "Confidence": 0.646, "X1": 0.076, "Y1": 0.45641, "X2": 0.107, "Y2": 0.45621, "X3": 0.107, "Y3": 0.47039, "X4": 0.075, "Y4": 0.4717, "page": 0, "Index": 126}, {"Word": "RIL", "Confidence": 0.314, "X1": 0.115, "Y1": 0.45641, "X2": 0.129, "Y2": 0.45621, "X3": 0.129, "Y3": 0.47039, "X4": 0.115, "Y4": 0.47039, "page": 0, "Index": 127}, {"Word": "BM", "Confidence": 0.593, "X1": 0.131, "Y1": 0.45641, "X2": 0.143, "Y2": 0.45621, "X3": 0.143, "Y3": 0.47039, "X4": 0.131, "Y4": 0.47039, "page": 0, "Index": 128}, {"Word": "PK", "Confidence": 0.998, "X1": 0.145, "Y1": 0.45641, "X2": 0.155, "Y2": 0.45621, "X3": 0.155, "Y3": 0.47039, "X4": 0.145, "Y4": 0.47039, "page": 0, "Index": 129}, {"Word": "KIZ", "Confidence": 0.616, "X1": 0.157, "Y1": 0.45641, "X2": 0.172, "Y2": 0.45621, "X3": 0.172, "Y3": 0.46908, "X4": 0.157, "Y4": 0.47039, "page": 0, "Index": 130}, {"Word": "POS", "Confidence": 0.648, "X1": 0.363, "Y1": 0.45772, "X2": 0.379, "Y2": 0.45752, "X3": 0.379, "Y3": 0.46908, "X4": 0.363, "Y4": 0.46908, "page": 0, "Index": 131}, {"Word": "#", "Confidence": 0.01, "X1": 0.381, "Y1": 0.45772, "X2": 0.387, "Y2": 0.45752, "X3": 0.387, "Y3": 0.46908, "X4": 0.381, "Y4": 0.46908, "page": 0, "Index": 132}, {"Word": "PER", "Confidence": 0.961, "X1": 0.426, "Y1": 0.45772, "X2": 0.441, "Y2": 0.45752, "X3": 0.441, "Y3": 0.47039, "X4": 0.427, "Y4": 0.47039, "page": 0, "Index": 133}, {"Word": "KIT", "Confidence": 0.605, "X1": 0.443, "Y1": 0.45772, "X2": 0.457, "Y2": 0.45752, "X3": 0.457, "Y3": 0.4717, "X4": 0.443, "Y4": 0.47039, "page": 0, "Index": 134}, {"Word": "LOE", "Confidence": 0.276, "X1": 0.493, "Y1": 0.45641, "X2": 0.51, "Y2": 0.45621, "X3": 0.51, "Y3": 0.4717, "X4": 0.493, "Y4": 0.4717, "page": 0, "Index": 135}, {"Word": "KITA", "Confidence": 0.766, "X1": 0.512, "Y1": 0.45641, "X2": 0.53, "Y2": 0.45621, "X3": 0.53, "Y3": 0.4717, "X4": 0.512, "Y4": 0.4717, "page": 0, "Index": 136}, {"Word": "SHIPPER", "Confidence": 0.215, "X1": 0.532, "Y1": 0.45641, "X2": 0.566, "Y2": 0.45621, "X3": 0.566, "Y3": 0.4717, "X4": 0.533, "Y4": 0.4717, "page": 0, "Index": 137}, {"Word": "A.", "Confidence": 0.415, "X1": 0.568, "Y1": 0.45641, "X2": 0.577, "Y2": 0.45621, "X3": 0.578, "Y3": 0.4717, "X4": 0.569, "Y4": 0.4717, "page": 0, "Index": 138}, {"Word": "TOT", "Confidence": 0.993, "X1": 0.667, "Y1": 0.4551, "X2": 0.68, "Y2": 0.4549, "X3": 0.68, "Y3": 0.4717, "X4": 0.666, "Y4": 0.4717, "page": 0, "Index": 139}, {"Word": "QTY", "Confidence": 0.631, "X1": 0.682, "Y1": 0.45641, "X2": 0.696, "Y2": 0.45621, "X3": 0.696, "Y3": 0.4717, "X4": 0.682, "Y4": 0.4717, "page": 0, "Index": 140}, {"Word": "SHIPPED", "Confidence": 0.72, "X1": 0.699, "Y1": 0.45641, "X2": 0.73, "Y2": 0.45621, "X3": 0.73, "Y3": 0.4717, "X4": 0.699, "Y4": 0.4717, "page": 0, "Index": 141}, {"Word": "PER", "Confidence": 0.604, "X1": 0.733, "Y1": 0.4551, "X2": 0.747, "Y2": 0.4549, "X3": 0.747, "Y3": 0.4717, "X4": 0.733, "Y4": 0.4717, "page": 0, "Index": 142}, {"Word": "PIECE", "Confidence": 0.251, "X1": 0.749, "Y1": 0.4551, "X2": 0.776, "Y2": 0.4549, "X3": 0.776, "Y3": 0.4717, "X4": 0.75, "Y4": 0.4717, "page": 0, "Index": 143}, {"Word": "3", "Confidence": 0.206, "X1": 0.107, "Y1": 0.47732, "X2": 0.112, "Y2": 0.47712, "X3": 0.112, "Y3": 0.49261, "X4": 0.107, "Y4": 0.49261, "page": 0, "Index": 144}, {"Word": "SM", "Confidence": 0.793, "X1": 0.114, "Y1": 0.47732, "X2": 0.124, "Y2": 0.47712, "X3": 0.124, "Y3": 0.4913, "X4": 0.114, "Y4": 0.4913, "page": 0, "Index": 145}, {"Word": "GREEN", "Confidence": 0.714, "X1": 0.126, "Y1": 0.47732, "X2": 0.151, "Y2": 0.47712, "X3": 0.151, "Y3": 0.4913, "X4": 0.126, "Y4": 0.4913, "page": 0, "Index": 146}, {"Word": "PLASTIC", "Confidence": 0.689, "X1": 0.153, "Y1": 0.47732, "X2": 0.181, "Y2": 0.47712, "X3": 0.181, "Y3": 0.49, "X4": 0.153, "Y4": 0.4913, "page": 0, "Index": 147}, {"Word": "DISPLAY", "Confidence": 0.28, "X1": 0.183, "Y1": 0.47732, "X2": 0.212, "Y2": 0.47712, "X3": 0.212, "Y3": 0.4913, "X4": 0.183, "Y4": 0.49, "page": 0, "Index": 148}, {"Word": "INSERT", "Confidence": 0.604, "X1": 0.214, "Y1": 0.47863, "X2": 0.242, "Y2": 0.47843, "X3": 0.241, "Y3": 0.4913, "X4": 0.214, "Y4": 0.4913, "page": 0, "Index": 149}, {"Word": "05947", "Confidence": 0.245, "X1": 0.363, "Y1": 0.47994, "X2": 0.388, "Y2": 0.47974, "X3": 0.387, "Y3": 0.4913, "X4": 0.363, "Y4": 0.49, "page": 0, "Index": 150}, {"Word": "ADDRESS", "Confidence": 0.675, "X1": 0.494, "Y1": 0.47994, "X2": 0.528, "Y2": 0.47974, "X3": 0.527, "Y3": 0.49, "X4": 0.494, "Y4": 0.4913, "page": 0, "Index": 151}, {"Word": "PACE", "Confidence": 0.454, "X1": 0.114, "Y1": 0.49693, "X2": 0.134, "Y2": 0.49673, "X3": 0.134, "Y3": 0.51091, "X4": 0.114, "Y4": 0.51091, "page": 0, "Index": 152}, {"Word": "CALL", "Confidence": 0.91, "X1": 0.136, "Y1": 0.49693, "X2": 0.154, "Y2": 0.49673, "X3": 0.154, "Y3": 0.51091, "X4": 0.136, "Y4": 0.51091, "page": 0, "Index": 153}, {"Word": "OUT", "Confidence": 0.8, "X1": 0.156, "Y1": 0.49693, "X2": 0.171, "Y2": 0.49673, "X3": 0.17, "Y3": 0.51091, "X4": 0.156, "Y4": 0.51091, "page": 0, "Index": 154}, {"Word": "STAA", "Confidence": 0.614, "X1": 0.173, "Y1": 0.49693, "X2": 0.192, "Y2": 0.49673, "X3": 0.191, "Y3": 0.51091, "X4": 0.173, "Y4": 0.51091, "page": 0, "Index": 155}, {"Word": "BLAST", "Confidence": 0.615, "X1": 0.194, "Y1": 0.49693, "X2": 0.22, "Y2": 0.49673, "X3": 0.22, "Y3": 0.51091, "X4": 0.194, "Y4": 0.51091, "page": 0, "Index": 156}, {"Word": "05461", "Confidence": 0.657, "X1": 0.363, "Y1": 0.49955, "X2": 0.387, "Y2": 0.49935, "X3": 0.387, "Y3": 0.51091, "X4": 0.363, "Y4": 0.51091, "page": 0, "Index": 157}, {"Word": "OWOLER", "Confidence": 0.478, "X1": 0.115, "Y1": 0.51785, "X2": 0.148, "Y2": 0.51765, "X3": 0.148, "Y3": 0.53052, "X4": 0.114, "Y4": 0.53052, "page": 0, "Index": 158}, {"Word": "05002", "Confidence": 0.137, "X1": 0.363, "Y1": 0.51785, "X2": 0.387, "Y2": 0.51765, "X3": 0.388, "Y3": 0.52921, "X4": 0.363, "Y4": 0.52921, "page": 0, "Index": 159}, {"Word": "(SEE", "Confidence": 0.606, "X1": 0.494, "Y1": 0.51654, "X2": 0.508, "Y2": 0.51634, "X3": 0.508, "Y3": 0.53183, "X4": 0.494, "Y4": 0.53313, "page": 0, "Index": 160}, {"Word": "ADDRESS", "Confidence": 0.637, "X1": 0.51, "Y1": 0.51654, "X2": 0.543, "Y2": 0.51634, "X3": 0.543, "Y3": 0.53183, "X4": 0.51, "Y4": 0.53183, "page": 0, "Index": 161}, {"Word": "KEY", "Confidence": 0.765, "X1": 0.545, "Y1": 0.51654, "X2": 0.559, "Y2": 0.51634, "X3": 0.558, "Y3": 0.53183, "X4": 0.545, "Y4": 0.53183, "page": 0, "Index": 162}, {"Word": "BELOW)", "Confidence": 0.816, "X1": 0.561, "Y1": 0.51654, "X2": 0.593, "Y2": 0.51634, "X3": 0.592, "Y3": 0.53313, "X4": 0.561, "Y4": 0.53183, "page": 0, "Index": 163}, {"Word": "1.2:", "Confidence": 0.293, "X1": 0.286, "Y1": 0.52438, "X2": 0.317, "Y2": 0.52418, "X3": 0.318, "Y3": 0.54228, "X4": 0.286, "Y4": 0.54621, "page": 0, "Index": 164}, {"Word": "POSTER", "Confidence": 0.637, "X1": 0.115, "Y1": 0.53745, "X2": 0.145, "Y2": 0.53725, "X3": 0.145, "Y3": 0.55013, "X4": 0.115, "Y4": 0.55143, "page": 0, "Index": 165}, {"Word": "(16\"", "Confidence": 0.426, "X1": 0.147, "Y1": 0.53745, "X2": 0.161, "Y2": 0.53725, "X3": 0.161, "Y3": 0.55143, "X4": 0.147, "Y4": 0.55013, "page": 0, "Index": 166}, {"Word": "\u00d7", "Confidence": 0.115, "X1": 0.164, "Y1": 0.53745, "X2": 0.168, "Y2": 0.53725, "X3": 0.168, "Y3": 0.55143, "X4": 0.163, "Y4": 0.55143, "page": 0, "Index": 167}, {"Word": "217", "Confidence": 0.71, "X1": 0.17, "Y1": 0.53745, "X2": 0.185, "Y2": 0.53725, "X3": 0.184, "Y3": 0.55143, "X4": 0.17, "Y4": 0.55143, "page": 0, "Index": 168}, {"Word": "W.", "Confidence": 0.532, "X1": 0.187, "Y1": 0.53745, "X2": 0.196, "Y2": 0.53725, "X3": 0.196, "Y3": 0.55143, "X4": 0.186, "Y4": 0.55143, "page": 0, "Index": 169}, {"Word": "PCO", "Confidence": 0.855, "X1": 0.198, "Y1": 0.53745, "X2": 0.215, "Y2": 0.53725, "X3": 0.215, "Y3": 0.55143, "X4": 0.198, "Y4": 0.55143, "page": 0, "Index": 170}, {"Word": "GREEN", "Confidence": 0.625, "X1": 0.115, "Y1": 0.55706, "X2": 0.139, "Y2": 0.55686, "X3": 0.138, "Y3": 0.57104, "X4": 0.114, "Y4": 0.57235, "page": 0, "Index": 171}, {"Word": "PLASTIC", "Confidence": 0.726, "X1": 0.141, "Y1": 0.55706, "X2": 0.169, "Y2": 0.55686, "X3": 0.168, "Y3": 0.57104, "X4": 0.14, "Y4": 0.57104, "page": 0, "Index": 172}, {"Word": "DISPLAY", "Confidence": 0.783, "X1": 0.171, "Y1": 0.55706, "X2": 0.202, "Y2": 0.55686, "X3": 0.201, "Y3": 0.57104, "X4": 0.17, "Y4": 0.57104, "page": 0, "Index": 173}, {"Word": "85400", "Confidence": 0.658, "X1": 0.399, "Y1": 0.55968, "X2": 0.423, "Y2": 0.55948, "X3": 0.423, "Y3": 0.56973, "X4": 0.399, "Y4": 0.57104, "page": 0, "Index": 174}, {"Word": "1", "Confidence": 0.991, "X1": 0.457, "Y1": 0.55837, "X2": 0.462, "Y2": 0.55817, "X3": 0.462, "Y3": 0.56973, "X4": 0.457, "Y4": 0.56973, "page": 0, "Index": 175}, {"Word": "MILIXLLAL", "Confidence": 0.37, "X1": 0.062, "Y1": 0.59628, "X2": 0.107, "Y2": 0.59608, "X3": 0.107, "Y3": 0.61156, "X4": 0.062, "Y4": 0.61026, "page": 0, "Index": 176}, {"Word": "FLOOR", "Confidence": 1, "X1": 0.113, "Y1": 0.59628, "X2": 0.14, "Y2": 0.59608, "X3": 0.14, "Y3": 0.61026, "X4": 0.113, "Y4": 0.61156, "page": 0, "Index": 177}, {"Word": "BASE", "Confidence": 0.994, "X1": 0.142, "Y1": 0.59628, "X2": 0.163, "Y2": 0.59608, "X3": 0.163, "Y3": 0.61026, "X4": 0.142, "Y4": 0.61026, "page": 0, "Index": 178}, {"Word": "KIT", "Confidence": 0.863, "X1": 0.165, "Y1": 0.59628, "X2": 0.179, "Y2": 0.59608, "X3": 0.178, "Y3": 0.60895, "X4": 0.165, "Y4": 0.61026, "page": 0, "Index": 179}, {"Word": "PEA", "Confidence": 0.777, "X1": 0.427, "Y1": 0.59497, "X2": 0.441, "Y2": 0.59477, "X3": 0.441, "Y3": 0.61026, "X4": 0.427, "Y4": 0.61026, "page": 0, "Index": 180}, {"Word": "KIT", "Confidence": 0.401, "X1": 0.444, "Y1": 0.59497, "X2": 0.456, "Y2": 0.59477, "X3": 0.456, "Y3": 0.60895, "X4": 0.444, "Y4": 0.61026, "page": 0, "Index": 181}, {"Word": "LOE", "Confidence": 0.608, "X1": 0.492, "Y1": 0.59366, "X2": 0.509, "Y2": 0.59346, "X3": 0.509, "Y3": 0.61026, "X4": 0.492, "Y4": 0.61156, "page": 0, "Index": 182}, {"Word": "KITS", "Confidence": 0.647, "X1": 0.512, "Y1": 0.59366, "X2": 0.53, "Y2": 0.59346, "X3": 0.53, "Y3": 0.60895, "X4": 0.512, "Y4": 0.61026, "page": 0, "Index": 183}, {"Word": "SHIPPED", "Confidence": 0.138, "X1": 0.532, "Y1": 0.59366, "X2": 0.565, "Y2": 0.59346, "X3": 0.565, "Y3": 0.61026, "X4": 0.532, "Y4": 0.60895, "page": 0, "Index": 184}, {"Word": "..", "Confidence": 0.012, "X1": 0.568, "Y1": 0.59366, "X2": 0.577, "Y2": 0.59346, "X3": 0.577, "Y3": 0.61156, "X4": 0.568, "Y4": 0.61026, "page": 0, "Index": 185}, {"Word": "TOT", "Confidence": 0.955, "X1": 0.666, "Y1": 0.59366, "X2": 0.679, "Y2": 0.59346, "X3": 0.679, "Y3": 0.60895, "X4": 0.666, "Y4": 0.60895, "page": 0, "Index": 186}, {"Word": "OTY", "Confidence": 0.67, "X1": 0.682, "Y1": 0.59366, "X2": 0.697, "Y2": 0.59346, "X3": 0.697, "Y3": 0.60895, "X4": 0.682, "Y4": 0.60895, "page": 0, "Index": 187}, {"Word": "GHUPPED", "Confidence": 0.151, "X1": 0.699, "Y1": 0.59366, "X2": 0.73, "Y2": 0.59346, "X3": 0.73, "Y3": 0.61026, "X4": 0.699, "Y4": 0.60895, "page": 0, "Index": 188}, {"Word": "PER", "Confidence": 0.807, "X1": 0.733, "Y1": 0.59366, "X2": 0.747, "Y2": 0.59346, "X3": 0.747, "Y3": 0.61026, "X4": 0.733, "Y4": 0.61026, "page": 0, "Index": 189}, {"Word": "PIECE", "Confidence": 0.22, "X1": 0.75, "Y1": 0.59497, "X2": 0.774, "Y2": 0.59477, "X3": 0.774, "Y3": 0.61156, "X4": 0.75, "Y4": 0.61026, "page": 0, "Index": 190}, {"Word": "4", "Confidence": 0.941, "X1": 0.106, "Y1": 0.61719, "X2": 0.112, "Y2": 0.61699, "X3": 0.112, "Y3": 0.62987, "X4": 0.106, "Y4": 0.62987, "page": 0, "Index": 191}, {"Word": "FLOOR", "Confidence": 0.963, "X1": 0.114, "Y1": 0.61589, "X2": 0.138, "Y2": 0.61569, "X3": 0.138, "Y3": 0.62987, "X4": 0.114, "Y4": 0.62987, "page": 0, "Index": 192}, {"Word": "BASE", "Confidence": 0.991, "X1": 0.14, "Y1": 0.61589, "X2": 0.158, "Y2": 0.61569, "X3": 0.158, "Y3": 0.62987, "X4": 0.14, "Y4": 0.62987, "page": 0, "Index": 193}, {"Word": "FOR", "Confidence": 0.89, "X1": 0.16, "Y1": 0.61589, "X2": 0.175, "Y2": 0.61569, "X3": 0.175, "Y3": 0.62987, "X4": 0.16, "Y4": 0.62987, "page": 0, "Index": 194}, {"Word": "AK", "Confidence": 0.396, "X1": 0.177, "Y1": 0.61589, "X2": 0.186, "Y2": 0.61569, "X3": 0.186, "Y3": 0.62987, "X4": 0.177, "Y4": 0.62987, "page": 0, "Index": 195}, {"Word": "DISPLAY", "Confidence": 0.964, "X1": 0.189, "Y1": 0.61719, "X2": 0.22, "Y2": 0.61699, "X3": 0.22, "Y3": 0.62987, "X4": 0.188, "Y4": 0.62987, "page": 0, "Index": 196}, {"Word": "ADDRESS", "Confidence": 0.777, "X1": 0.494, "Y1": 0.6185, "X2": 0.526, "Y2": 0.6183, "X3": 0.526, "Y3": 0.62987, "X4": 0.493, "Y4": 0.62987, "page": 0, "Index": 197}, {"Word": "&", "Confidence": 0.005, "X1": 0.528, "Y1": 0.6185, "X2": 0.534, "Y2": 0.6183, "X3": 0.533, "Y3": 0.62987, "X4": 0.528, "Y4": 0.62987, "page": 0, "Index": 198}, {"Word": "(SCE", "Confidence": 0.719, "X1": 0.492, "Y1": 0.6551, "X2": 0.508, "Y2": 0.6549, "X3": 0.507, "Y3": 0.67039, "X4": 0.492, "Y4": 0.67039, "page": 0, "Index": 199}, {"Word": "ADDRESS", "Confidence": 0.625, "X1": 0.51, "Y1": 0.6551, "X2": 0.543, "Y2": 0.6549, "X3": 0.542, "Y3": 0.67039, "X4": 0.51, "Y4": 0.67039, "page": 0, "Index": 200}, {"Word": "KEY", "Confidence": 0.869, "X1": 0.545, "Y1": 0.6551, "X2": 0.559, "Y2": 0.6549, "X3": 0.558, "Y3": 0.67039, "X4": 0.544, "Y4": 0.67039, "page": 0, "Index": 201}, {"Word": "BELOWY)", "Confidence": 0.163, "X1": 0.561, "Y1": 0.65641, "X2": 0.593, "Y2": 0.65621, "X3": 0.592, "Y3": 0.6717, "X4": 0.561, "Y4": 0.67039, "page": 0, "Index": 202}, {"Word": "POS", "Confidence": 0.944, "X1": 0.363, "Y1": 0.69432, "X2": 0.378, "Y2": 0.69412, "X3": 0.378, "Y3": 0.70699, "X4": 0.362, "Y4": 0.70568, "page": 0, "Index": 203}, {"Word": ".", "Confidence": 0, "X1": 0.38, "Y1": 0.69432, "X2": 0.386, "Y2": 0.69412, "X3": 0.386, "Y3": 0.70699, "X4": 0.38, "Y4": 0.70699, "page": 0, "Index": 204}, {"Word": "PER", "Confidence": 0.617, "X1": 0.426, "Y1": 0.6917, "X2": 0.44, "Y2": 0.6915, "X3": 0.439, "Y3": 0.70699, "X4": 0.426, "Y4": 0.70699, "page": 0, "Index": 205}, {"Word": "VAN", "Confidence": 0.891, "X1": 0.114, "Y1": 0.69432, "X2": 0.13, "Y2": 0.69412, "X3": 0.13, "Y3": 0.7083, "X4": 0.115, "Y4": 0.7096, "page": 0, "Index": 206}, {"Word": "KIT", "Confidence": 0.995, "X1": 0.133, "Y1": 0.69432, "X2": 0.148, "Y2": 0.69412, "X3": 0.148, "Y3": 0.7083, "X4": 0.133, "Y4": 0.7083, "page": 0, "Index": 207}, {"Word": "KIT", "Confidence": 0.951, "X1": 0.442, "Y1": 0.69301, "X2": 0.455, "Y2": 0.69281, "X3": 0.455, "Y3": 0.7083, "X4": 0.442, "Y4": 0.70699, "page": 0, "Index": 208}, {"Word": "LOE", "Confidence": 0.132, "X1": 0.492, "Y1": 0.69301, "X2": 0.509, "Y2": 0.69281, "X3": 0.509, "Y3": 0.7083, "X4": 0.492, "Y4": 0.7096, "page": 0, "Index": 209}, {"Word": "KITA", "Confidence": 0.463, "X1": 0.511, "Y1": 0.69301, "X2": 0.529, "Y2": 0.69281, "X3": 0.529, "Y3": 0.7083, "X4": 0.511, "Y4": 0.7083, "page": 0, "Index": 210}, {"Word": "SHIPPED", "Confidence": 0.087, "X1": 0.532, "Y1": 0.69301, "X2": 0.565, "Y2": 0.69281, "X3": 0.565, "Y3": 0.7096, "X4": 0.532, "Y4": 0.7083, "page": 0, "Index": 211}, {"Word": "..", "Confidence": 0.028, "X1": 0.567, "Y1": 0.6917, "X2": 0.578, "Y2": 0.6915, "X3": 0.578, "Y3": 0.71091, "X4": 0.568, "Y4": 0.7096, "page": 0, "Index": 212}, {"Word": "AO", "Confidence": 0.112, "X1": 0.652, "Y1": 0.69562, "X2": 0.66, "Y2": 0.69542, "X3": 0.659, "Y3": 0.71091, "X4": 0.651, "Y4": 0.71091, "page": 0, "Index": 213}, {"Word": "TOT", "Confidence": 0.624, "X1": 0.663, "Y1": 0.69432, "X2": 0.678, "Y2": 0.69412, "X3": 0.677, "Y3": 0.71091, "X4": 0.662, "Y4": 0.71091, "page": 0, "Index": 214}, {"Word": "OTY", "Confidence": 0.749, "X1": 0.68, "Y1": 0.69432, "X2": 0.693, "Y2": 0.69412, "X3": 0.693, "Y3": 0.7096, "X4": 0.68, "Y4": 0.7096, "page": 0, "Index": 215}, {"Word": "SHIPPED", "Confidence": 0.982, "X1": 0.696, "Y1": 0.69301, "X2": 0.728, "Y2": 0.69281, "X3": 0.728, "Y3": 0.7096, "X4": 0.695, "Y4": 0.7096, "page": 0, "Index": 216}, {"Word": "PER", "Confidence": 0.379, "X1": 0.731, "Y1": 0.6917, "X2": 0.746, "Y2": 0.6915, "X3": 0.746, "Y3": 0.7096, "X4": 0.731, "Y4": 0.7096, "page": 0, "Index": 217}, {"Word": "PIECE", "Confidence": 0.616, "X1": 0.749, "Y1": 0.6904, "X2": 0.775, "Y2": 0.6902, "X3": 0.774, "Y3": 0.7096, "X4": 0.748, "Y4": 0.7096, "page": 0, "Index": 218}, {"Word": "ADDRESS", "Confidence": 0.634, "X1": 0.493, "Y1": 0.71654, "X2": 0.527, "Y2": 0.71634, "X3": 0.526, "Y3": 0.7279, "X4": 0.493, "Y4": 0.7279, "page": 0, "Index": 219}, {"Word": "S", "Confidence": 0.235, "X1": 0.106, "Y1": 0.71523, "X2": 0.111, "Y2": 0.71503, "X3": 0.111, "Y3": 0.72921, "X4": 0.106, "Y4": 0.73052, "page": 0, "Index": 220}, {"Word": "BHEADER", "Confidence": 0.829, "X1": 0.113, "Y1": 0.71523, "X2": 0.151, "Y2": 0.71503, "X3": 0.151, "Y3": 0.72921, "X4": 0.113, "Y4": 0.72921, "page": 0, "Index": 221}, {"Word": "(NEW", "Confidence": 0.955, "X1": 0.153, "Y1": 0.71523, "X2": 0.171, "Y2": 0.71503, "X3": 0.171, "Y3": 0.72921, "X4": 0.153, "Y4": 0.72921, "page": 0, "Index": 222}, {"Word": "STYLE", "Confidence": 0.885, "X1": 0.174, "Y1": 0.71523, "X2": 0.196, "Y2": 0.71503, "X3": 0.196, "Y3": 0.72921, "X4": 0.174, "Y4": 0.72921, "page": 0, "Index": 223}, {"Word": "OFE)", "Confidence": 0.072, "X1": 0.198, "Y1": 0.71523, "X2": 0.216, "Y2": 0.71503, "X3": 0.215, "Y3": 0.72921, "X4": 0.198, "Y4": 0.72921, "page": 0, "Index": 224}, {"Word": "WI", "Confidence": 0.627, "X1": 0.218, "Y1": 0.71523, "X2": 0.227, "Y2": 0.71503, "X3": 0.227, "Y3": 0.72921, "X4": 0.217, "Y4": 0.72921, "page": 0, "Index": 225}, {"Word": "PCO", "Confidence": 0.935, "X1": 0.229, "Y1": 0.71523, "X2": 0.246, "Y2": 0.71503, "X3": 0.245, "Y3": 0.72921, "X4": 0.229, "Y4": 0.72921, "page": 0, "Index": 226}, {"Word": "!", "Confidence": 0.003, "X1": 0.528, "Y1": 0.71785, "X2": 0.534, "Y2": 0.71765, "X3": 0.533, "Y3": 0.72921, "X4": 0.528, "Y4": 0.7279, "page": 0, "Index": 227}, {"Word": "05970", "Confidence": 0.608, "X1": 0.362, "Y1": 0.73615, "X2": 0.386, "Y2": 0.73595, "X3": 0.387, "Y3": 0.74751, "X4": 0.362, "Y4": 0.74751, "page": 0, "Index": 228}, {"Word": "B-STRIP", "Confidence": 0.375, "X1": 0.114, "Y1": 0.73615, "X2": 0.142, "Y2": 0.73595, "X3": 0.141, "Y3": 0.74882, "X4": 0.114, "Y4": 0.74882, "page": 0, "Index": 229}, {"Word": "(NEW", "Confidence": 0.667, "X1": 0.144, "Y1": 0.73484, "X2": 0.162, "Y2": 0.73464, "X3": 0.162, "Y3": 0.74882, "X4": 0.143, "Y4": 0.74882, "page": 0, "Index": 230}, {"Word": "STYLE", "Confidence": 0.992, "X1": 0.164, "Y1": 0.73484, "X2": 0.187, "Y2": 0.73464, "X3": 0.187, "Y3": 0.74882, "X4": 0.164, "Y4": 0.74882, "page": 0, "Index": 231}, {"Word": "OPG)", "Confidence": 0.137, "X1": 0.189, "Y1": 0.73484, "X2": 0.209, "Y2": 0.73464, "X3": 0.208, "Y3": 0.74882, "X4": 0.189, "Y4": 0.74882, "page": 0, "Index": 232}, {"Word": "BURST", "Confidence": 0.9, "X1": 0.194, "Y1": 0.75576, "X2": 0.219, "Y2": 0.75556, "X3": 0.219, "Y3": 0.76712, "X4": 0.194, "Y4": 0.76843, "page": 0, "Index": 233}, {"Word": "PRICE", "Confidence": 0.923, "X1": 0.114, "Y1": 0.75576, "X2": 0.135, "Y2": 0.75556, "X3": 0.134, "Y3": 0.76843, "X4": 0.113, "Y4": 0.76843, "page": 0, "Index": 234}, {"Word": "CALL", "Confidence": 0.987, "X1": 0.137, "Y1": 0.75576, "X2": 0.154, "Y2": 0.75556, "X3": 0.154, "Y3": 0.76843, "X4": 0.136, "Y4": 0.76843, "page": 0, "Index": 235}, {"Word": "OUT", "Confidence": 0.997, "X1": 0.156, "Y1": 0.75576, "X2": 0.171, "Y2": 0.75556, "X3": 0.171, "Y3": 0.76843, "X4": 0.156, "Y4": 0.76843, "page": 0, "Index": 236}, {"Word": "STAR", "Confidence": 0.982, "X1": 0.173, "Y1": 0.75576, "X2": 0.193, "Y2": 0.75556, "X3": 0.192, "Y3": 0.76843, "X4": 0.172, "Y4": 0.76843, "page": 0, "Index": 237}, {"Word": "(SEE", "Confidence": 0.616, "X1": 0.493, "Y1": 0.75576, "X2": 0.508, "Y2": 0.75556, "X3": 0.508, "Y3": 0.76973, "X4": 0.492, "Y4": 0.76973, "page": 0, "Index": 238}, {"Word": "ADDRESS", "Confidence": 0.626, "X1": 0.51, "Y1": 0.75445, "X2": 0.543, "Y2": 0.75425, "X3": 0.542, "Y3": 0.76843, "X4": 0.51, "Y4": 0.76973, "page": 0, "Index": 239}, {"Word": "KEY", "Confidence": 0.824, "X1": 0.545, "Y1": 0.75445, "X2": 0.559, "Y2": 0.75425, "X3": 0.559, "Y3": 0.76973, "X4": 0.545, "Y4": 0.76973, "page": 0, "Index": 240}, {"Word": "BELOW)", "Confidence": 0.886, "X1": 0.561, "Y1": 0.75576, "X2": 0.593, "Y2": 0.75556, "X3": 0.593, "Y3": 0.77104, "X4": 0.561, "Y4": 0.76973, "page": 0, "Index": 241}, {"Word": "DANOLER", "Confidence": 0.595, "X1": 0.115, "Y1": 0.77667, "X2": 0.147, "Y2": 0.77647, "X3": 0.146, "Y3": 0.78673, "X4": 0.115, "Y4": 0.78804, "page": 0, "Index": 242}, {"Word": "05862", "Confidence": 0.511, "X1": 0.362, "Y1": 0.77536, "X2": 0.388, "Y2": 0.77516, "X3": 0.388, "Y3": 0.78673, "X4": 0.362, "Y4": 0.78673, "page": 0, "Index": 243}, {"Word": "(5863", "Confidence": 0.506, "X1": 0.362, "Y1": 0.79628, "X2": 0.387, "Y2": 0.79608, "X3": 0.387, "Y3": 0.80764, "X4": 0.362, "Y4": 0.80764, "page": 0, "Index": 244}, {"Word": "POSTER", "Confidence": 0.991, "X1": 0.114, "Y1": 0.79628, "X2": 0.145, "Y2": 0.79608, "X3": 0.144, "Y3": 0.80895, "X4": 0.114, "Y4": 0.80895, "page": 0, "Index": 245}, {"Word": "(16\"", "Confidence": 0.396, "X1": 0.147, "Y1": 0.79628, "X2": 0.161, "Y2": 0.79608, "X3": 0.161, "Y3": 0.80895, "X4": 0.146, "Y4": 0.80895, "page": 0, "Index": 246}, {"Word": "X", "Confidence": 0.621, "X1": 0.163, "Y1": 0.79628, "X2": 0.168, "Y2": 0.79608, "X3": 0.168, "Y3": 0.80895, "X4": 0.163, "Y4": 0.80895, "page": 0, "Index": 247}, {"Word": "217", "Confidence": 0.637, "X1": 0.17, "Y1": 0.79628, "X2": 0.184, "Y2": 0.79608, "X3": 0.183, "Y3": 0.80895, "X4": 0.17, "Y4": 0.80895, "page": 0, "Index": 248}, {"Word": "W/", "Confidence": 0.704, "X1": 0.186, "Y1": 0.79628, "X2": 0.196, "Y2": 0.79608, "X3": 0.195, "Y3": 0.80895, "X4": 0.185, "Y4": 0.80895, "page": 0, "Index": 249}, {"Word": "PCO", "Confidence": 0.921, "X1": 0.198, "Y1": 0.79628, "X2": 0.214, "Y2": 0.79608, "X3": 0.214, "Y3": 0.80895, "X4": 0.197, "Y4": 0.80895, "page": 0, "Index": 250}, {"Word": "50", "Confidence": 0.711, "X1": 0.454, "Y1": 0.79759, "X2": 0.465, "Y2": 0.79739, "X3": 0.464, "Y3": 0.80895, "X4": 0.454, "Y4": 0.80764, "page": 0, "Index": 251}, {"Word": "OF", "Confidence": 0.78, "X1": 0.115, "Y1": 0.81719, "X2": 0.122, "Y2": 0.81699, "X3": 0.122, "Y3": 0.82987, "X4": 0.115, "Y4": 0.82987, "page": 0, "Index": 252}, {"Word": "HEADER", "Confidence": 0.992, "X1": 0.124, "Y1": 0.81719, "X2": 0.154, "Y2": 0.81699, "X3": 0.153, "Y3": 0.82987, "X4": 0.124, "Y4": 0.82987, "page": 0, "Index": 253}, {"Word": "WITH", "Confidence": 0.991, "X1": 0.156, "Y1": 0.81719, "X2": 0.173, "Y2": 0.81699, "X3": 0.173, "Y3": 0.82856, "X4": 0.155, "Y4": 0.82987, "page": 0, "Index": 254}, {"Word": "PCO", "Confidence": 0.85, "X1": 0.175, "Y1": 0.81719, "X2": 0.191, "Y2": 0.81699, "X3": 0.19, "Y3": 0.82856, "X4": 0.174, "Y4": 0.82856, "page": 0, "Index": 255}, {"Word": "05671", "Confidence": 0.583, "X1": 0.362, "Y1": 0.81719, "X2": 0.387, "Y2": 0.81699, "X3": 0.387, "Y3": 0.82856, "X4": 0.362, "Y4": 0.82856, "page": 0, "Index": 256}, {"Word": "SHELF", "Confidence": 0.768, "X1": 0.115, "Y1": 0.83811, "X2": 0.137, "Y2": 0.83791, "X3": 0.137, "Y3": 0.84947, "X4": 0.115, "Y4": 0.84947, "page": 0, "Index": 257}, {"Word": "TALKERS", "Confidence": 0.991, "X1": 0.139, "Y1": 0.83811, "X2": 0.171, "Y2": 0.83791, "X3": 0.171, "Y3": 0.84947, "X4": 0.139, "Y4": 0.84947, "page": 0, "Index": 258}, {"Word": "VO", "Confidence": 0.059, "X1": 0.173, "Y1": 0.83811, "X2": 0.182, "Y2": 0.83791, "X3": 0.182, "Y3": 0.84947, "X4": 0.173, "Y4": 0.84947, "page": 0, "Index": 259}, {"Word": "PCO", "Confidence": 0.955, "X1": 0.184, "Y1": 0.83811, "X2": 0.199, "Y2": 0.83791, "X3": 0.199, "Y3": 0.84947, "X4": 0.184, "Y4": 0.84947, "page": 0, "Index": 260}, {"Word": "05885", "Confidence": 0.629, "X1": 0.363, "Y1": 0.83811, "X2": 0.386, "Y2": 0.83791, "X3": 0.386, "Y3": 0.84947, "X4": 0.363, "Y4": 0.84947, "page": 0, "Index": 261}, {"Word": "INSERTS", "Confidence": 0.654, "X1": 0.115, "Y1": 0.85902, "X2": 0.143, "Y2": 0.85882, "X3": 0.142, "Y3": 0.87039, "X4": 0.115, "Y4": 0.8717, "page": 0, "Index": 262}, {"Word": "FOR", "Confidence": 0.85, "X1": 0.144, "Y1": 0.85902, "X2": 0.159, "Y2": 0.85882, "X3": 0.159, "Y3": 0.87039, "X4": 0.144, "Y4": 0.87039, "page": 0, "Index": 263}, {"Word": "GREEN", "Confidence": 0.601, "X1": 0.161, "Y1": 0.85902, "X2": 0.185, "Y2": 0.85882, "X3": 0.185, "Y3": 0.87039, "X4": 0.161, "Y4": 0.87039, "page": 0, "Index": 264}, {"Word": "DEIPLAY", "Confidence": 0.206, "X1": 0.187, "Y1": 0.85902, "X2": 0.217, "Y2": 0.85882, "X3": 0.217, "Y3": 0.87039, "X4": 0.187, "Y4": 0.87039, "page": 0, "Index": 265}, {"Word": "20", "Confidence": 0.888, "X1": 0.453, "Y1": 0.85772, "X2": 0.462, "Y2": 0.85752, "X3": 0.462, "Y3": 0.87039, "X4": 0.453, "Y4": 0.87039, "page": 0, "Index": 266}, {"Word": ".", "Confidence": 0.678, "X1": 0.386, "Y1": 0.93223, "X2": 0.392, "Y2": 0.93203, "X3": 0.391, "Y3": 0.9449, "X4": 0.386, "Y4": 0.94359, "page": 0, "Index": 267}, {"Word": "12436978", "Confidence": 0.821, "X1": 0.186, "Y1": 0.98974, "X2": 0.106, "Y2": 0.98954, "X3": 0.107, "Y3": 0.96581, "X4": 0.186, "Y4": 0.97366, "page": 0, "Index": 268}, {"Word": "--", "Confidence": 0.673, "X1": 0.235, "Y1": 0.98713, "X2": 0.234, "Y2": 0.98693, "X3": 0.226, "Y3": 0.98673, "X4": 0.227, "Y4": 0.97235, "page": 0, "Index": 269}]}	"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"
ffcg0167	1	{"lines_data": [{"Word": "ALSO POS KIT SETUP TO SHIP 6-47", "Confidence": 0.79271, "X1": 0.45, "Y1": 0.03699, "X2": 0.58, "Y2": 0.03679, "X3": 0.58, "Y3": 0.05236, "X4": 0.45, "Y4": 0.05236, "page": 0}, {"Word": "ADDRESS", "Confidence": 0.507, "X1": 0.117, "Y1": 0.1027, "X2": 0.174, "Y2": 0.1025, "X3": 0.174, "Y3": 0.11412, "X4": 0.117, "Y4": 0.11412, "page": 0}, {"Word": "ADORESS", "Confidence": 0.886, "X1": 0.222, "Y1": 0.1027, "X2": 0.257, "Y2": 0.1025, "X3": 0.257, "Y3": 0.11281, "X4": 0.222, "Y4": 0.11281, "page": 0}, {"Word": "TERRITORY KIT V'S OTY PER KIT", "Confidence": 0.52533, "X1": 0.313, "Y1": 0.10007, "X2": 0.503, "Y2": 0.09987, "X3": 0.503, "Y3": 0.11412, "X4": 0.313, "Y4": 0.11544, "page": 0}, {"Word": "SHIP TO.", "Confidence": 0.891, "X1": 0.065, "Y1": 0.12766, "X2": 0.101, "Y2": 0.12746, "X3": 0.101, "Y3": 0.14172, "X4": 0.065, "Y4": 0.14172, "page": 0}, {"Word": "1", "Confidence": 0.832, "X1": 0.144, "Y1": 0.13029, "X2": 0.149, "Y2": 0.13009, "X3": 0.149, "Y3": 0.13909, "X4": 0.144, "Y4": 0.13909, "page": 0}, {"Word": "KELVIN RAMOS", "Confidence": 0.8625, "X1": 0.173, "Y1": 0.12898, "X2": 0.229, "Y2": 0.12878, "X3": 0.229, "Y3": 0.13909, "X4": 0.173, "Y4": 0.13909, "page": 0}, {"Word": "35-12-05", "Confidence": 0.91, "X1": 0.318, "Y1": 0.12635, "X2": 0.356, "Y2": 0.12615, "X3": 0.357, "Y3": 0.1404, "X4": 0.318, "Y4": 0.14172, "page": 0}, {"Word": "1st shipment", "Confidence": 0.37, "X1": 0.502, "Y1": 0.12898, "X2": 0.552, "Y2": 0.12878, "X3": 0.552, "Y3": 0.14172, "X4": 0.502, "Y4": 0.1404, "page": 0}, {"Word": "$213 42nd Street", "Confidence": 0.641, "X1": 0.173, "Y1": 0.14212, "X2": 0.24, "Y2": 0.14192, "X3": 0.24, "Y3": 0.15223, "X4": 0.173, "Y4": 0.15223, "page": 0}, {"Word": "2nd shipment", "Confidence": 0.2475, "X1": 0.502, "Y1": 0.1408, "X2": 0.553, "Y2": 0.1406, "X3": 0.553, "Y3": 0.15355, "X4": 0.502, "Y4": 0.15223, "page": 0}, {"Word": "Lubbock, TX 79414", "Confidence": 0.782, "X1": 0.172, "Y1": 0.15395, "X2": 0.247, "Y2": 0.15375, "X3": 0.247, "Y3": 0.16537, "X4": 0.172, "Y4": 0.16669, "page": 0}, {"Word": "10", "Confidence": 0.387, "X1": 0.462, "Y1": 0.15395, "X2": 0.474, "Y2": 0.15375, "X3": 0.473, "Y3": 0.168, "X4": 0.462, "Y4": 0.16537, "page": 0}, {"Word": "Ist shopment", "Confidence": 0.2815, "X1": 0.502, "Y1": 0.15395, "X2": 0.553, "Y2": 0.15375, "X3": 0.552, "Y3": 0.16537, "X4": 0.502, "Y4": 0.16406, "page": 0}, {"Word": "----", "Confidence": 0.786, "X1": 0.404, "Y1": 0.17891, "X2": 0.404, "Y2": 0.17871, "X3": 0.398, "Y3": 0.17851, "X4": 0.398, "Y4": 0.12726, "page": 0}, {"Word": "10", "Confidence": 0.862, "X1": 0.463, "Y1": 0.16577, "X2": 0.474, "Y2": 0.16557, "X3": 0.473, "Y3": 0.17851, "X4": 0.463, "Y4": 0.17983, "page": 0}, {"Word": "MICHAEL WITHALL", "Confidence": 0.7495, "X1": 0.172, "Y1": 0.19205, "X2": 0.24, "Y2": 0.19185, "X3": 0.24, "Y3": 0.20479, "X4": 0.172, "Y4": 0.20479, "page": 0}, {"Word": "35-13-04", "Confidence": 0.78, "X1": 0.319, "Y1": 0.19205, "X2": 0.356, "Y2": 0.19185, "X3": 0.356, "Y3": 0.20479, "X4": 0.319, "Y4": 0.20479, "page": 0}, {"Word": "2.", "Confidence": 0.794, "X1": 0.463, "Y1": 0.19731, "X2": 0.477, "Y2": 0.19711, "X3": 0.476, "Y3": 0.20742, "X4": 0.463, "Y4": 0.20611, "page": 0}, {"Word": "Ise shipment", "Confidence": 0.405, "X1": 0.503, "Y1": 0.19337, "X2": 0.552, "Y2": 0.19317, "X3": 0.552, "Y3": 0.20479, "X4": 0.503, "Y4": 0.20611, "page": 0}, {"Word": "5", "Confidence": 0.676, "X1": 0.399, "Y1": 0.20782, "X2": 0.405, "Y2": 0.20762, "X3": 0.405, "Y3": 0.21399, "X4": 0.399, "Y4": 0.21531, "page": 0}, {"Word": "2nd shipment", "Confidence": 0.7525, "X1": 0.501, "Y1": 0.20782, "X2": 0.553, "Y2": 0.20762, "X3": 0.553, "Y3": 0.21793, "X4": 0.501, "Y4": 0.21662, "page": 0}, {"Word": "3", "Confidence": 0.84, "X1": 0.463, "Y1": 0.20519, "X2": 0.473, "Y2": 0.20499, "X3": 0.472, "Y3": 0.21925, "X4": 0.463, "Y4": 0.21793, "page": 0}, {"Word": "509 EAK 2nd St.", "Confidence": 0.44775, "X1": 0.173, "Y1": 0.21833, "X2": 0.234, "Y2": 0.21813, "X3": 0.234, "Y3": 0.22976, "X4": 0.173, "Y4": 0.22976, "page": 0}, {"Word": "10", "Confidence": 0.97, "X1": 0.463, "Y1": 0.21965, "X2": 0.474, "Y2": 0.21945, "X3": 0.473, "Y3": 0.23107, "X4": 0.463, "Y4": 0.23107, "page": 0}, {"Word": "1st shipment", "Confidence": 0.3365, "X1": 0.502, "Y1": 0.21965, "X2": 0.552, "Y2": 0.21945, "X3": 0.552, "Y3": 0.23107, "X4": 0.502, "Y4": 0.22976, "page": 0}, {"Word": "Roswel, NM 08201-6217", "Confidence": 0.643, "X1": 0.172, "Y1": 0.23147, "X2": 0.265, "Y2": 0.23127, "X3": 0.265, "Y3": 0.2429, "X4": 0.172, "Y4": 0.24422, "page": 0}, {"Word": "10", "Confidence": 0.904, "X1": 0.463, "Y1": 0.23016, "X2": 0.474, "Y2": 0.22996, "X3": 0.474, "Y3": 0.24422, "X4": 0.463, "Y4": 0.24422, "page": 0}, {"Word": "and shipment", "Confidence": 0.367, "X1": 0.503, "Y1": 0.23279, "X2": 0.554, "Y2": 0.23259, "X3": 0.554, "Y3": 0.24422, "X4": 0.503, "Y4": 0.2429, "page": 0}, {"Word": "SPENCER WEYERMAN", "Confidence": 0.907, "X1": 0.173, "Y1": 0.25644, "X2": 0.249, "Y2": 0.25624, "X3": 0.249, "Y3": 0.26918, "X4": 0.173, "Y4": 0.2705, "page": 0}, {"Word": "35-13-05", "Confidence": 0.891, "X1": 0.318, "Y1": 0.25776, "X2": 0.355, "Y2": 0.25756, "X3": 0.355, "Y3": 0.26918, "X4": 0.318, "Y4": 0.26918, "page": 0}, {"Word": "2", "Confidence": 0.994, "X1": 0.461, "Y1": 0.25644, "X2": 0.473, "Y2": 0.25624, "X3": 0.472, "Y3": 0.2705, "X4": 0.461, "Y4": 0.2705, "page": 0}, {"Word": "Ist shiposamt", "Confidence": 0.442, "X1": 0.503, "Y1": 0.25907, "X2": 0.551, "Y2": 0.25887, "X3": 0.551, "Y3": 0.26918, "X4": 0.502, "Y4": 0.26918, "page": 0}, {"Word": "3625 Fleetwood", "Confidence": 0.5665, "X1": 0.172, "Y1": 0.2709, "X2": 0.233, "Y2": 0.2707, "X3": 0.233, "Y3": 0.28232, "X4": 0.172, "Y4": 0.28232, "page": 0}, {"Word": "3", "Confidence": 0.505, "X1": 0.462, "Y1": 0.27221, "X2": 0.473, "Y2": 0.27201, "X3": 0.473, "Y3": 0.28364, "X4": 0.462, "Y4": 0.28364, "page": 0}, {"Word": "2nd shipment", "Confidence": 0.567, "X1": 0.501, "Y1": 0.2709, "X2": 0.554, "Y2": 0.2707, "X3": 0.554, "Y3": 0.28232, "X4": 0.5, "Y4": 0.28101, "page": 0}, {"Word": "Carlsbad, NM 86220", "Confidence": 0.741, "X1": 0.172, "Y1": 0.28272, "X2": 0.246, "Y2": 0.28252, "X3": 0.246, "Y3": 0.29546, "X4": 0.172, "Y4": 0.29678, "page": 0}, {"Word": "12: shipowet", "Confidence": 0.167, "X1": 0.501, "Y1": 0.28535, "X2": 0.551, "Y2": 0.28515, "X3": 0.551, "Y3": 0.29546, "X4": 0.501, "Y4": 0.29546, "page": 0}, {"Word": "10", "Confidence": 0.995, "X1": 0.462, "Y1": 0.29586, "X2": 0.474, "Y2": 0.29566, "X3": 0.473, "Y3": 0.30992, "X4": 0.461, "Y4": 0.30992, "page": 0}, {"Word": "and shipment", "Confidence": 0.5235, "X1": 0.5, "Y1": 0.29718, "X2": 0.552, "Y2": 0.29698, "X3": 0.552, "Y3": 0.3086, "X4": 0.5, "Y4": 0.3086, "page": 0}, {"Word": "GABRIEL MACIAS", "Confidence": 0.6155, "X1": 0.172, "Y1": 0.32083, "X2": 0.234, "Y2": 0.32063, "X3": 0.234, "Y3": 0.33357, "X4": 0.172, "Y4": 0.33357, "page": 0}, {"Word": "35-14-01", "Confidence": 0.886, "X1": 0.319, "Y1": 0.32214, "X2": 0.356, "Y2": 0.32194, "X3": 0.356, "Y3": 0.33489, "X4": 0.319, "Y4": 0.33489, "page": 0}, {"Word": "3245 E. Universey Ave. 8107", "Confidence": 0.7554, "X1": 0.172, "Y1": 0.33529, "X2": 0.28, "Y2": 0.33509, "X3": 0.28, "Y3": 0.34671, "X4": 0.172, "Y4": 0.34671, "page": 0}, {"Word": "2nd shipmom", "Confidence": 0.545, "X1": 0.501, "Y1": 0.3366, "X2": 0.552, "Y2": 0.3364, "X3": 0.552, "Y3": 0.34803, "X4": 0.501, "Y4": 0.34671, "page": 0}, {"Word": "Las Cruces, HM 86011", "Confidence": 0.66075, "X1": 0.172, "Y1": 0.34843, "X2": 0.255, "Y2": 0.34823, "X3": 0.255, "Y3": 0.35985, "X4": 0.172, "Y4": 0.35985, "page": 0}, {"Word": "10", "Confidence": 0.875, "X1": 0.463, "Y1": 0.34974, "X2": 0.474, "Y2": 0.34954, "X3": 0.473, "Y3": 0.36248, "X4": 0.462, "Y4": 0.36117, "page": 0}, {"Word": "18 shameen", "Confidence": 0.147, "X1": 0.503, "Y1": 0.34974, "X2": 0.551, "Y2": 0.34954, "X3": 0.551, "Y3": 0.35985, "X4": 0.503, "Y4": 0.35985, "page": 0}, {"Word": "10", "Confidence": 0.98, "X1": 0.462, "Y1": 0.35894, "X2": 0.473, "Y2": 0.35874, "X3": 0.472, "Y3": 0.37299, "X4": 0.461, "Y4": 0.37299, "page": 0}, {"Word": "and ahemant", "Confidence": 0.2725, "X1": 0.501, "Y1": 0.36288, "X2": 0.553, "Y2": 0.36268, "X3": 0.553, "Y3": 0.37299, "X4": 0.501, "Y4": 0.37168, "page": 0}, {"Word": "JILL RULAND", "Confidence": 0.429, "X1": 0.172, "Y1": 0.38653, "X2": 0.219, "Y2": 0.38633, "X3": 0.219, "Y3": 0.39927, "X4": 0.172, "Y4": 0.40059, "page": 0}, {"Word": "35-14-02", "Confidence": 0.789, "X1": 0.319, "Y1": 0.38785, "X2": 0.357, "Y2": 0.38765, "X3": 0.357, "Y3": 0.39927, "X4": 0.319, "Y4": 0.39927, "page": 0}, {"Word": "Ist shomens", "Confidence": 0.615, "X1": 0.503, "Y1": 0.38785, "X2": 0.551, "Y2": 0.38765, "X3": 0.551, "Y3": 0.39927, "X4": 0.502, "Y4": 0.39927, "page": 0}, {"Word": "945 Mesa Hos Dove 1900", "Confidence": 0.4098, "X1": 0.171, "Y1": 0.39967, "X2": 0.268, "Y2": 0.39947, "X3": 0.268, "Y3": 0.41241, "X4": 0.171, "Y4": 0.41241, "page": 0}, {"Word": "and shapmen", "Confidence": 0.727, "X1": 0.501, "Y1": 0.4023, "X2": 0.552, "Y2": 0.4021, "X3": 0.552, "Y3": 0.41241, "X4": 0.501, "Y4": 0.4111, "page": 0}, {"Word": "El Paso, TX 79012", "Confidence": 0.73025, "X1": 0.172, "Y1": 0.41281, "X2": 0.239, "Y2": 0.41261, "X3": 0.239, "Y3": 0.42424, "X4": 0.172, "Y4": 0.42424, "page": 0}, {"Word": "10", "Confidence": 0.996, "X1": 0.462, "Y1": 0.41281, "X2": 0.474, "Y2": 0.41261, "X3": 0.474, "Y3": 0.42556, "X4": 0.462, "Y4": 0.42556, "page": 0}, {"Word": "tat shomers", "Confidence": 0.333, "X1": 0.502, "Y1": 0.41413, "X2": 0.551, "Y2": 0.41393, "X3": 0.551, "Y3": 0.42424, "X4": 0.502, "Y4": 0.42424, "page": 0}, {"Word": "10", "Confidence": 0.991, "X1": 0.462, "Y1": 0.42464, "X2": 0.474, "Y2": 0.42444, "X3": 0.473, "Y3": 0.43738, "X4": 0.462, "Y4": 0.4387, "page": 0}, {"Word": "2nd thpmen", "Confidence": 0.6155, "X1": 0.501, "Y1": 0.42596, "X2": 0.553, "Y2": 0.42576, "X3": 0.553, "Y3": 0.43738, "X4": 0.501, "Y4": 0.43738, "page": 0}, {"Word": "JUANA (GABBY) GARCIA", "Confidence": 0.79833, "X1": 0.17, "Y1": 0.45092, "X2": 0.26, "Y2": 0.45072, "X3": 0.26, "Y3": 0.46366, "X4": 0.17, "Y4": 0.46498, "page": 0}, {"Word": "35-14-03", "Confidence": 0.856, "X1": 0.319, "Y1": 0.45092, "X2": 0.355, "Y2": 0.45072, "X3": 0.355, "Y3": 0.46366, "X4": 0.319, "Y4": 0.46366, "page": 0}, {"Word": "12107 Ares Guerrare", "Confidence": 0.431, "X1": 0.172, "Y1": 0.46538, "X2": 0.248, "Y2": 0.46518, "X3": 0.248, "Y3": 0.47549, "X4": 0.172, "Y4": 0.4768, "page": 0}, {"Word": "El Paso TX 77936", "Confidence": 0.29675, "X1": 0.171, "Y1": 0.47852, "X2": 0.24, "Y2": 0.47832, "X3": 0.24, "Y3": 0.48994, "X4": 0.171, "Y4": 0.48994, "page": 0}, {"Word": "--", "Confidence": 0.632, "X1": 0.403, "Y1": 0.5048, "X2": 0.403, "Y2": 0.5046, "X3": 0.398, "Y3": 0.5044, "X4": 0.398, "Y4": 0.47023, "page": 0}, {"Word": "RICHARD ARAUJO", "Confidence": 0.817, "X1": 0.171, "Y1": 0.51794, "X2": 0.237, "Y2": 0.51774, "X3": 0.237, "Y3": 0.52937, "X4": 0.171, "Y4": 0.52805, "page": 0}, {"Word": "35-16-04", "Confidence": 0.659, "X1": 0.319, "Y1": 0.51663, "X2": 0.355, "Y2": 0.51643, "X3": 0.355, "Y3": 0.52805, "X4": 0.319, "Y4": 0.52937, "page": 0}, {"Word": "2", "Confidence": 0.996, "X1": 0.461, "Y1": 0.51663, "X2": 0.473, "Y2": 0.51643, "X3": 0.473, "Y3": 0.53068, "X4": 0.461, "Y4": 0.53068, "page": 0}, {"Word": "224 Passmore Ad", "Confidence": 0.662, "X1": 0.172, "Y1": 0.53108, "X2": 0.237, "Y2": 0.53088, "X3": 0.237, "Y3": 0.54119, "X4": 0.172, "Y4": 0.54119, "page": 0}, {"Word": "2nd thomArt", "Confidence": 0.429, "X1": 0.501, "Y1": 0.53108, "X2": 0.552, "Y2": 0.53088, "X3": 0.552, "Y3": 0.54119, "X4": 0.501, "Y4": 0.53988, "page": 0}, {"Word": "El Paso TX 78927", "Confidence": 0.51725, "X1": 0.171, "Y1": 0.54291, "X2": 0.24, "Y2": 0.54271, "X3": 0.24, "Y3": 0.55433, "X4": 0.171, "Y4": 0.55433, "page": 0}, {"Word": "10", "Confidence": 0.997, "X1": 0.461, "Y1": 0.54159, "X2": 0.473, "Y2": 0.54139, "X3": 0.473, "Y3": 0.55565, "X4": 0.461, "Y4": 0.55433, "page": 0}, {"Word": "1st shipment", "Confidence": 0.457, "X1": 0.5, "Y1": 0.54291, "X2": 0.551, "Y2": 0.54271, "X3": 0.551, "Y3": 0.55433, "X4": 0.5, "Y4": 0.55433, "page": 0}, {"Word": "10", "Confidence": 0.857, "X1": 0.461, "Y1": 0.55342, "X2": 0.473, "Y2": 0.55322, "X3": 0.473, "Y3": 0.56747, "X4": 0.462, "Y4": 0.56879, "page": 0}, {"Word": "----", "Confidence": 0.68, "X1": 0.404, "Y1": 0.5705, "X2": 0.404, "Y2": 0.5703, "X3": 0.397, "Y3": 0.5701, "X4": 0.397, "Y4": 0.5136, "page": 0}, {"Word": "RICHARD BACA", "Confidence": 0.56, "X1": 0.171, "Y1": 0.58101, "X2": 0.228, "Y2": 0.58081, "X3": 0.228, "Y3": 0.59244, "X4": 0.171, "Y4": 0.59244, "page": 0}, {"Word": "35-16-01", "Confidence": 0.673, "X1": 0.318, "Y1": 0.5797, "X2": 0.354, "Y2": 0.5795, "X3": 0.354, "Y3": 0.59244, "X4": 0.318, "Y4": 0.59376, "page": 0}, {"Word": "1st shipmerz", "Confidence": 0.1695, "X1": 0.502, "Y1": 0.58233, "X2": 0.551, "Y2": 0.58213, "X3": 0.551, "Y3": 0.59244, "X4": 0.502, "Y4": 0.59244, "page": 0}, {"Word": "5346 Canada Vere N W", "Confidence": 0.465, "X1": 0.171, "Y1": 0.59547, "X2": 0.26, "Y2": 0.59527, "X3": 0.26, "Y3": 0.6069, "X4": 0.171, "Y4": 0.6069, "page": 0}, {"Word": "2nd ahpmert", "Confidence": 0.5985, "X1": 0.501, "Y1": 0.59547, "X2": 0.553, "Y2": 0.59527, "X3": 0.553, "Y3": 0.60558, "X4": 0.501, "Y4": 0.60558, "page": 0}, {"Word": "Albuquerque, NM 87120", "Confidence": 0.61967, "X1": 0.171, "Y1": 0.60861, "X2": 0.263, "Y2": 0.60841, "X3": 0.263, "Y3": 0.62004, "X4": 0.171, "Y4": 0.62135, "page": 0}, {"Word": "10", "Confidence": 0.998, "X1": 0.462, "Y1": 0.6073, "X2": 0.474, "Y2": 0.6071, "X3": 0.473, "Y3": 0.62135, "X4": 0.461, "Y4": 0.62004, "page": 0}, {"Word": "18: shipment", "Confidence": 0.3415, "X1": 0.501, "Y1": 0.60861, "X2": 0.55, "Y2": 0.60841, "X3": 0.55, "Y3": 0.61872, "X4": 0.501, "Y4": 0.61741, "page": 0}, {"Word": "----", "Confidence": 0.424, "X1": 0.404, "Y1": 0.63489, "X2": 0.405, "Y2": 0.63469, "X3": 0.397, "Y3": 0.63449, "X4": 0.397, "Y4": 0.57667, "page": 0}, {"Word": "10", "Confidence": 0.745, "X1": 0.462, "Y1": 0.61912, "X2": 0.474, "Y2": 0.61892, "X3": 0.473, "Y3": 0.63318, "X4": 0.461, "Y4": 0.63186, "page": 0}, {"Word": "2nd Bhomem", "Confidence": 0.487, "X1": 0.5, "Y1": 0.62175, "X2": 0.552, "Y2": 0.62155, "X3": 0.552, "Y3": 0.63186, "X4": 0.5, "Y4": 0.63186, "page": 0}, {"Word": "DORA ARADON ANAYA", "Confidence": 0.71667, "X1": 0.171, "Y1": 0.64672, "X2": 0.255, "Y2": 0.64652, "X3": 0.255, "Y3": 0.65683, "X4": 0.171, "Y4": 0.65683, "page": 0}, {"Word": "35-16-02", "Confidence": 0.704, "X1": 0.321, "Y1": 0.6454, "X2": 0.357, "Y2": 0.6452, "X3": 0.357, "Y3": 0.65814, "X4": 0.321, "Y4": 0.65946, "page": 0}, {"Word": "HC 75. Go# 115", "Confidence": 0.64075, "X1": 0.172, "Y1": 0.65986, "X2": 0.233, "Y2": 0.65966, "X3": 0.233, "Y3": 0.66997, "X4": 0.172, "Y4": 0.66997, "page": 0}, {"Word": "Ing shipment", "Confidence": 0.1945, "X1": 0.501, "Y1": 0.65986, "X2": 0.553, "Y2": 0.65966, "X3": 0.553, "Y3": 0.66997, "X4": 0.501, "Y4": 0.66997, "page": 0}, {"Word": "Galkaleo, NM 87543", "Confidence": 0.55967, "X1": 0.171, "Y1": 0.673, "X2": 0.248, "Y2": 0.6728, "X3": 0.248, "Y3": 0.68443, "X4": 0.171, "Y4": 0.68443, "page": 0}, {"Word": "10", "Confidence": 0.958, "X1": 0.461, "Y1": 0.67037, "X2": 0.474, "Y2": 0.67017, "X3": 0.473, "Y3": 0.68574, "X4": 0.461, "Y4": 0.68443, "page": 0}, {"Word": "10", "Confidence": 0.803, "X1": 0.461, "Y1": 0.68351, "X2": 0.473, "Y2": 0.68331, "X3": 0.473, "Y3": 0.69757, "X4": 0.461, "Y4": 0.69625, "page": 0}, {"Word": "MIKE MONTGOMERY", "Confidence": 0.088, "X1": 0.171, "Y1": 0.71111, "X2": 0.243, "Y2": 0.71091, "X3": 0.243, "Y3": 0.72253, "X4": 0.171, "Y4": 0.72253, "page": 0}, {"Word": "35-16-43", "Confidence": 0.659, "X1": 0.322, "Y1": 0.70979, "X2": 0.354, "Y2": 0.70959, "X3": 0.355, "Y3": 0.72253, "X4": 0.322, "Y4": 0.72253, "page": 0}, {"Word": "2", "Confidence": 0.991, "X1": 0.461, "Y1": 0.70979, "X2": 0.472, "Y2": 0.70959, "X3": 0.472, "Y3": 0.72253, "X4": 0.461, "Y4": 0.72385, "page": 0}, {"Word": "104 West 35th Street", "Confidence": 0.63175, "X1": 0.171, "Y1": 0.72425, "X2": 0.254, "Y2": 0.72405, "X3": 0.254, "Y3": 0.73567, "X4": 0.171, "Y4": 0.73567, "page": 0}, {"Word": "2nd shipment", "Confidence": 0.2925, "X1": 0.499, "Y1": 0.72556, "X2": 0.552, "Y2": 0.72536, "X3": 0.552, "Y3": 0.73567, "X4": 0.499, "Y4": 0.73436, "page": 0}, {"Word": "Farmington, NM 67401", "Confidence": 0.61533, "X1": 0.171, "Y1": 0.7387, "X2": 0.257, "Y2": 0.7385, "X3": 0.257, "Y3": 0.74881, "X4": 0.171, "Y4": 0.75013, "page": 0}, {"Word": "40", "Confidence": 0.62, "X1": 0.46, "Y1": 0.73739, "X2": 0.472, "Y2": 0.73719, "X3": 0.472, "Y3": 0.75144, "X4": 0.46, "Y4": 0.75013, "page": 0}, {"Word": "tal shipment", "Confidence": 0.318, "X1": 0.501, "Y1": 0.73739, "X2": 0.551, "Y2": 0.73719, "X3": 0.551, "Y3": 0.74881, "X4": 0.501, "Y4": 0.74881, "page": 0}, {"Word": "----", "Confidence": 0.235, "X1": 0.404, "Y1": 0.76367, "X2": 0.404, "Y2": 0.76347, "X3": 0.397, "Y3": 0.76327, "X4": 0.397, "Y4": 0.70676, "page": 0}, {"Word": "2nd shipment", "Confidence": 0.613, "X1": 0.501, "Y1": 0.75053, "X2": 0.553, "Y2": 0.75033, "X3": 0.553, "Y3": 0.76196, "X4": 0.5, "Y4": 0.76064, "page": 0}, {"Word": "11", "Confidence": 0.17, "X1": 0.141, "Y1": 0.77812, "X2": 0.151, "Y2": 0.77792, "X3": 0.15, "Y3": 0.78692, "X4": 0.141, "Y4": 0.78561, "page": 0}, {"Word": "ERIC.EWELL", "Confidence": 0.683, "X1": 0.172, "Y1": 0.77681, "X2": 0.219, "Y2": 0.77661, "X3": 0.219, "Y3": 0.78692, "X4": 0.172, "Y4": 0.78692, "page": 0}, {"Word": "35-16-04", "Confidence": 0.663, "X1": 0.322, "Y1": 0.7755, "X2": 0.359, "Y2": 0.7753, "X3": 0.359, "Y3": 0.78824, "X4": 0.322, "Y4": 0.78955, "page": 0}, {"Word": "S", "Confidence": 0.68, "X1": 0.398, "Y1": 0.77681, "X2": 0.404, "Y2": 0.77661, "X3": 0.404, "Y3": 0.78824, "X4": 0.398, "Y4": 0.78824, "page": 0}, {"Word": "2", "Confidence": 0.994, "X1": 0.461, "Y1": 0.7755, "X2": 0.472, "Y2": 0.7753, "X3": 0.471, "Y3": 0.78824, "X4": 0.461, "Y4": 0.78824, "page": 0}, {"Word": "Isi shipor ene", "Confidence": 0.253, "X1": 0.5, "Y1": 0.77681, "X2": 0.55, "Y2": 0.77661, "X3": 0.55, "Y3": 0.78824, "X4": 0.5, "Y4": 0.78692, "page": 0}, {"Word": "8305 La Cania NE", "Confidence": 0.72325, "X1": 0.172, "Y1": 0.78995, "X2": 0.241, "Y2": 0.78975, "X3": 0.241, "Y3": 0.80006, "X4": 0.172, "Y4": 0.80138, "page": 0}, {"Word": "Albuquerque, NV 87110", "Confidence": 0.59867, "X1": 0.172, "Y1": 0.80178, "X2": 0.263, "Y2": 0.80158, "X3": 0.263, "Y3": 0.8132, "X4": 0.172, "Y4": 0.81583, "page": 0}, {"Word": "10", "Confidence": 0.755, "X1": 0.461, "Y1": 0.80046, "X2": 0.473, "Y2": 0.80026, "X3": 0.473, "Y3": 0.81583, "X4": 0.461, "Y4": 0.81452, "page": 0}, {"Word": "10", "Confidence": 0.624, "X1": 0.461, "Y1": 0.8136, "X2": 0.473, "Y2": 0.8134, "X3": 0.473, "Y3": 0.82634, "X4": 0.461, "Y4": 0.82766, "page": 0}, {"Word": "2nd shipment", "Confidence": 0.421, "X1": 0.498, "Y1": 0.81492, "X2": 0.552, "Y2": 0.81472, "X3": 0.552, "Y3": 0.82634, "X4": 0.498, "Y4": 0.82503, "page": 0}, {"Word": "12", "Confidence": 0.994, "X1": 0.14, "Y1": 0.84251, "X2": 0.152, "Y2": 0.84231, "X3": 0.151, "Y3": 0.85263, "X4": 0.14, "Y4": 0.85263, "page": 0}, {"Word": "LEROY PEER", "Confidence": 0.741, "X1": 0.171, "Y1": 0.8412, "X2": 0.216, "Y2": 0.841, "X3": 0.216, "Y3": 0.85131, "X4": 0.171, "Y4": 0.85263, "page": 0}, {"Word": "35-18-05", "Confidence": 0.363, "X1": 0.321, "Y1": 0.84251, "X2": 0.356, "Y2": 0.84231, "X3": 0.356, "Y3": 0.85394, "X4": 0.321, "Y4": 0.85394, "page": 0}, {"Word": "2", "Confidence": 0.859, "X1": 0.46, "Y1": 0.8412, "X2": 0.472, "Y2": 0.841, "X3": 0.472, "Y3": 0.85525, "X4": 0.461, "Y4": 0.85525, "page": 0}, {"Word": "1x shpinsd", "Confidence": 0.329, "X1": 0.499, "Y1": 0.8412, "X2": 0.551, "Y2": 0.841, "X3": 0.551, "Y3": 0.85263, "X4": 0.499, "Y4": 0.85263, "page": 0}, {"Word": "4610 Eubank Bivo NE #808", "Confidence": 0.567, "X1": 0.171, "Y1": 0.85303, "X2": 0.274, "Y2": 0.85283, "X3": 0.274, "Y3": 0.86445, "X4": 0.171, "Y4": 0.86708, "page": 0}, {"Word": "Albuquerque NM 07111", "Confidence": 0.54633, "X1": 0.171, "Y1": 0.86748, "X2": 0.264, "Y2": 0.86728, "X3": 0.264, "Y3": 0.87891, "X4": 0.171, "Y4": 0.88022, "page": 0}, {"Word": "10", "Confidence": 0.937, "X1": 0.462, "Y1": 0.86617, "X2": 0.473, "Y2": 0.86597, "X3": 0.472, "Y3": 0.87891, "X4": 0.462, "Y4": 0.87759, "page": 0}, {"Word": "----", "Confidence": 0.806, "X1": 0.403, "Y1": 0.89376, "X2": 0.403, "Y2": 0.89356, "X3": 0.397, "Y3": 0.89336, "X4": 0.397, "Y4": 0.84211, "page": 0}, {"Word": "10", "Confidence": 0.7, "X1": 0.462, "Y1": 0.87931, "X2": 0.471, "Y2": 0.87911, "X3": 0.471, "Y3": 0.89073, "X4": 0.462, "Y4": 0.89073, "page": 0}, {"Word": "2nd anpment", "Confidence": 0.515, "X1": 0.501, "Y1": 0.88193, "X2": 0.551, "Y2": 0.88173, "X3": 0.551, "Y3": 0.89336, "X4": 0.501, "Y4": 0.89205, "page": 0}, {"Word": "2072436979", "Confidence": 0.699, "X1": 0.168, "Y1": 0.98575, "X2": 0.064, "Y2": 0.98555, "X3": 0.066, "Y3": 0.96169, "X4": 0.171, "Y4": 0.97746, "page": 0}, {"Word": "Page ?", "Confidence": 0.359, "X1": 0.5, "Y1": 0.96603, "X2": 0.526, "Y2": 0.96583, "X3": 0.526, "Y3": 0.9814, "X4": 0.5, "Y4": 0.98009, "page": 0}], "words_data": [{"Word": "ALSO", "Confidence": 0.616, "X1": 0.451, "Y1": 0.03699, "X2": 0.47, "Y2": 0.03679, "X3": 0.47, "Y3": 0.05236, "X4": 0.451, "Y4": 0.05368, "page": 0, "Index": 0}, {"Word": "POS", "Confidence": 0.963, "X1": 0.473, "Y1": 0.03699, "X2": 0.488, "Y2": 0.03679, "X3": 0.488, "Y3": 0.05236, "X4": 0.473, "Y4": 0.05236, "page": 0, "Index": 1}, {"Word": "KIT", "Confidence": 0.607, "X1": 0.49, "Y1": 0.03699, "X2": 0.501, "Y2": 0.03679, "X3": 0.501, "Y3": 0.05236, "X4": 0.49, "Y4": 0.05236, "page": 0, "Index": 2}, {"Word": "SETUP", "Confidence": 0.991, "X1": 0.503, "Y1": 0.03699, "X2": 0.528, "Y2": 0.03679, "X3": 0.528, "Y3": 0.05105, "X4": 0.503, "Y4": 0.05236, "page": 0, "Index": 3}, {"Word": "TO", "Confidence": 0.997, "X1": 0.531, "Y1": 0.03699, "X2": 0.54, "Y2": 0.03679, "X3": 0.54, "Y3": 0.05105, "X4": 0.53, "Y4": 0.05105, "page": 0, "Index": 4}, {"Word": "SHIP", "Confidence": 0.772, "X1": 0.543, "Y1": 0.03699, "X2": 0.559, "Y2": 0.03679, "X3": 0.559, "Y3": 0.05105, "X4": 0.542, "Y4": 0.05105, "page": 0, "Index": 5}, {"Word": "6-47", "Confidence": 0.603, "X1": 0.562, "Y1": 0.03831, "X2": 0.58, "Y2": 0.03811, "X3": 0.58, "Y3": 0.05236, "X4": 0.561, "Y4": 0.05105, "page": 0, "Index": 6}, {"Word": "ADDRESS", "Confidence": 0.507, "X1": 0.124, "Y1": 0.10401, "X2": 0.16, "Y2": 0.10381, "X3": 0.16, "Y3": 0.11412, "X4": 0.124, "Y4": 0.11544, "page": 0, "Index": 7}, {"Word": "ADORESS", "Confidence": 0.886, "X1": 0.223, "Y1": 0.10401, "X2": 0.255, "Y2": 0.10381, "X3": 0.255, "Y3": 0.11412, "X4": 0.222, "Y4": 0.11281, "page": 0, "Index": 8}, {"Word": "TERRITORY", "Confidence": 0.343, "X1": 0.313, "Y1": 0.10138, "X2": 0.357, "Y2": 0.10118, "X3": 0.357, "Y3": 0.11675, "X4": 0.313, "Y4": 0.11544, "page": 0, "Index": 9}, {"Word": "KIT", "Confidence": 0.6, "X1": 0.387, "Y1": 0.10138, "X2": 0.401, "Y2": 0.10118, "X3": 0.401, "Y3": 0.11544, "X4": 0.387, "Y4": 0.11675, "page": 0, "Index": 10}, {"Word": "V'S", "Confidence": 0.138, "X1": 0.403, "Y1": 0.10138, "X2": 0.416, "Y2": 0.10118, "X3": 0.416, "Y3": 0.11544, "X4": 0.403, "Y4": 0.11544, "page": 0, "Index": 11}, {"Word": "OTY", "Confidence": 0.801, "X1": 0.439, "Y1": 0.10138, "X2": 0.455, "Y2": 0.10118, "X3": 0.455, "Y3": 0.11544, "X4": 0.439, "Y4": 0.11544, "page": 0, "Index": 12}, {"Word": "PER", "Confidence": 0.61, "X1": 0.457, "Y1": 0.10138, "X2": 0.474, "Y2": 0.10118, "X3": 0.473, "Y3": 0.11412, "X4": 0.457, "Y4": 0.11544, "page": 0, "Index": 13}, {"Word": "KIT", "Confidence": 0.66, "X1": 0.476, "Y1": 0.10138, "X2": 0.491, "Y2": 0.10118, "X3": 0.491, "Y3": 0.11412, "X4": 0.475, "Y4": 0.11412, "page": 0, "Index": 14}, {"Word": "SHIP", "Confidence": 0.824, "X1": 0.066, "Y1": 0.12898, "X2": 0.083, "Y2": 0.12878, "X3": 0.083, "Y3": 0.14303, "X4": 0.066, "Y4": 0.14303, "page": 0, "Index": 15}, {"Word": "TO.", "Confidence": 0.958, "X1": 0.085, "Y1": 0.12898, "X2": 0.101, "Y2": 0.12878, "X3": 0.101, "Y3": 0.14172, "X4": 0.085, "Y4": 0.14303, "page": 0, "Index": 16}, {"Word": "1", "Confidence": 0.832, "X1": 0.144, "Y1": 0.13029, "X2": 0.149, "Y2": 0.13009, "X3": 0.149, "Y3": 0.13909, "X4": 0.144, "Y4": 0.13909, "page": 0, "Index": 17}, {"Word": "KELVIN", "Confidence": 0.787, "X1": 0.173, "Y1": 0.12898, "X2": 0.197, "Y2": 0.12878, "X3": 0.198, "Y3": 0.1404, "X4": 0.174, "Y4": 0.13909, "page": 0, "Index": 18}, {"Word": "RAMOS", "Confidence": 0.938, "X1": 0.199, "Y1": 0.12898, "X2": 0.227, "Y2": 0.12878, "X3": 0.227, "Y3": 0.1404, "X4": 0.199, "Y4": 0.1404, "page": 0, "Index": 19}, {"Word": "35-12-05", "Confidence": 0.91, "X1": 0.319, "Y1": 0.12766, "X2": 0.355, "Y2": 0.12746, "X3": 0.356, "Y3": 0.1404, "X4": 0.319, "Y4": 0.14172, "page": 0, "Index": 20}, {"Word": "1st", "Confidence": 0.1, "X1": 0.503, "Y1": 0.13029, "X2": 0.515, "Y2": 0.13009, "X3": 0.515, "Y3": 0.1404, "X4": 0.502, "Y4": 0.1404, "page": 0, "Index": 21}, {"Word": "shipment", "Confidence": 0.64, "X1": 0.517, "Y1": 0.13029, "X2": 0.552, "Y2": 0.13009, "X3": 0.552, "Y3": 0.14172, "X4": 0.516, "Y4": 0.1404, "page": 0, "Index": 22}, {"Word": "$213", "Confidence": 0.483, "X1": 0.173, "Y1": 0.14212, "X2": 0.191, "Y2": 0.14192, "X3": 0.19, "Y3": 0.15355, "X4": 0.173, "Y4": 0.15355, "page": 0, "Index": 23}, {"Word": "42nd", "Confidence": 0.829, "X1": 0.194, "Y1": 0.14212, "X2": 0.212, "Y2": 0.14192, "X3": 0.212, "Y3": 0.15355, "X4": 0.194, "Y4": 0.15355, "page": 0, "Index": 24}, {"Word": "Street", "Confidence": 0.611, "X1": 0.215, "Y1": 0.14212, "X2": 0.24, "Y2": 0.14192, "X3": 0.24, "Y3": 0.15355, "X4": 0.215, "Y4": 0.15355, "page": 0, "Index": 25}, {"Word": "2nd", "Confidence": 0.263, "X1": 0.503, "Y1": 0.14212, "X2": 0.516, "Y2": 0.14192, "X3": 0.516, "Y3": 0.15355, "X4": 0.503, "Y4": 0.15355, "page": 0, "Index": 26}, {"Word": "shipment", "Confidence": 0.232, "X1": 0.519, "Y1": 0.14343, "X2": 0.553, "Y2": 0.14323, "X3": 0.553, "Y3": 0.15355, "X4": 0.518, "Y4": 0.15355, "page": 0, "Index": 27}, {"Word": "Lubbock,", "Confidence": 0.726, "X1": 0.173, "Y1": 0.15526, "X2": 0.205, "Y2": 0.15506, "X3": 0.205, "Y3": 0.16669, "X4": 0.173, "Y4": 0.16669, "page": 0, "Index": 28}, {"Word": "TX", "Confidence": 0.997, "X1": 0.207, "Y1": 0.15526, "X2": 0.217, "Y2": 0.15506, "X3": 0.217, "Y3": 0.16669, "X4": 0.207, "Y4": 0.16669, "page": 0, "Index": 29}, {"Word": "79414", "Confidence": 0.623, "X1": 0.224, "Y1": 0.15526, "X2": 0.247, "Y2": 0.15506, "X3": 0.247, "Y3": 0.16669, "X4": 0.224, "Y4": 0.16669, "page": 0, "Index": 30}, {"Word": "10", "Confidence": 0.387, "X1": 0.464, "Y1": 0.15395, "X2": 0.474, "Y2": 0.15375, "X3": 0.472, "Y3": 0.168, "X4": 0.462, "Y4": 0.16537, "page": 0, "Index": 31}, {"Word": "Ist", "Confidence": 0.458, "X1": 0.503, "Y1": 0.15526, "X2": 0.516, "Y2": 0.15506, "X3": 0.515, "Y3": 0.16537, "X4": 0.503, "Y4": 0.16537, "page": 0, "Index": 32}, {"Word": "shopment", "Confidence": 0.105, "X1": 0.517, "Y1": 0.15526, "X2": 0.552, "Y2": 0.15506, "X3": 0.552, "Y3": 0.16669, "X4": 0.517, "Y4": 0.16537, "page": 0, "Index": 33}, {"Word": "----", "Confidence": 0.786, "X1": 0.405, "Y1": 0.17234, "X2": 0.404, "Y2": 0.17214, "X3": 0.399, "Y3": 0.17194, "X4": 0.398, "Y4": 0.12989, "page": 0, "Index": 34}, {"Word": "10", "Confidence": 0.862, "X1": 0.463, "Y1": 0.16577, "X2": 0.472, "Y2": 0.16557, "X3": 0.473, "Y3": 0.1772, "X4": 0.463, "Y4": 0.17851, "page": 0, "Index": 35}, {"Word": "MICHAEL", "Confidence": 0.618, "X1": 0.173, "Y1": 0.19205, "X2": 0.204, "Y2": 0.19185, "X3": 0.204, "Y3": 0.20479, "X4": 0.173, "Y4": 0.20479, "page": 0, "Index": 36}, {"Word": "WITHALL", "Confidence": 0.881, "X1": 0.206, "Y1": 0.19337, "X2": 0.24, "Y2": 0.19317, "X3": 0.24, "Y3": 0.20611, "X4": 0.206, "Y4": 0.20479, "page": 0, "Index": 37}, {"Word": "35-13-04", "Confidence": 0.78, "X1": 0.321, "Y1": 0.19337, "X2": 0.355, "Y2": 0.19317, "X3": 0.355, "Y3": 0.20611, "X4": 0.32, "Y4": 0.20611, "page": 0, "Index": 38}, {"Word": "2.", "Confidence": 0.794, "X1": 0.465, "Y1": 0.196, "X2": 0.477, "Y2": 0.1958, "X3": 0.476, "Y3": 0.20742, "X4": 0.464, "Y4": 0.20479, "page": 0, "Index": 39}, {"Word": "Ise", "Confidence": 0.444, "X1": 0.504, "Y1": 0.19468, "X2": 0.514, "Y2": 0.19448, "X3": 0.514, "Y3": 0.20611, "X4": 0.503, "Y4": 0.20611, "page": 0, "Index": 40}, {"Word": "shipment", "Confidence": 0.366, "X1": 0.516, "Y1": 0.19468, "X2": 0.552, "Y2": 0.19448, "X3": 0.552, "Y3": 0.20611, "X4": 0.516, "Y4": 0.20611, "page": 0, "Index": 41}, {"Word": "5", "Confidence": 0.676, "X1": 0.399, "Y1": 0.20782, "X2": 0.402, "Y2": 0.20762, "X3": 0.403, "Y3": 0.21531, "X4": 0.399, "Y4": 0.21531, "page": 0, "Index": 42}, {"Word": "2nd", "Confidence": 0.853, "X1": 0.503, "Y1": 0.20782, "X2": 0.516, "Y2": 0.20762, "X3": 0.515, "Y3": 0.21662, "X4": 0.502, "Y4": 0.21662, "page": 0, "Index": 43}, {"Word": "3", "Confidence": 0.84, "X1": 0.464, "Y1": 0.20519, "X2": 0.471, "Y2": 0.20499, "X3": 0.47, "Y3": 0.21925, "X4": 0.464, "Y4": 0.21793, "page": 0, "Index": 44}, {"Word": "shipment", "Confidence": 0.652, "X1": 0.519, "Y1": 0.20914, "X2": 0.553, "Y2": 0.20894, "X3": 0.553, "Y3": 0.21925, "X4": 0.518, "Y4": 0.21662, "page": 0, "Index": 45}, {"Word": "509", "Confidence": 0.663, "X1": 0.174, "Y1": 0.21965, "X2": 0.186, "Y2": 0.21945, "X3": 0.186, "Y3": 0.23107, "X4": 0.174, "Y4": 0.23107, "page": 0, "Index": 46}, {"Word": "EAK", "Confidence": 0.226, "X1": 0.188, "Y1": 0.21965, "X2": 0.203, "Y2": 0.21945, "X3": 0.203, "Y3": 0.23107, "X4": 0.188, "Y4": 0.23107, "page": 0, "Index": 47}, {"Word": "2nd", "Confidence": 0.889, "X1": 0.207, "Y1": 0.21965, "X2": 0.221, "Y2": 0.21945, "X3": 0.22, "Y3": 0.23107, "X4": 0.206, "Y4": 0.23107, "page": 0, "Index": 48}, {"Word": "St.", "Confidence": 0.013, "X1": 0.223, "Y1": 0.21965, "X2": 0.234, "Y2": 0.21945, "X3": 0.233, "Y3": 0.23107, "X4": 0.223, "Y4": 0.23107, "page": 0, "Index": 49}, {"Word": "10", "Confidence": 0.97, "X1": 0.463, "Y1": 0.21965, "X2": 0.472, "Y2": 0.21945, "X3": 0.472, "Y3": 0.23107, "X4": 0.463, "Y4": 0.23107, "page": 0, "Index": 50}, {"Word": "1st", "Confidence": 0.074, "X1": 0.503, "Y1": 0.22096, "X2": 0.515, "Y2": 0.22076, "X3": 0.514, "Y3": 0.23107, "X4": 0.503, "Y4": 0.23107, "page": 0, "Index": 51}, {"Word": "shipment", "Confidence": 0.599, "X1": 0.516, "Y1": 0.22096, "X2": 0.552, "Y2": 0.22076, "X3": 0.552, "Y3": 0.23239, "X4": 0.516, "Y4": 0.23107, "page": 0, "Index": 52}, {"Word": "Roswel,", "Confidence": 0.337, "X1": 0.173, "Y1": 0.23279, "X2": 0.203, "Y2": 0.23259, "X3": 0.202, "Y3": 0.24422, "X4": 0.173, "Y4": 0.24553, "page": 0, "Index": 53}, {"Word": "NM", "Confidence": 0.97, "X1": 0.205, "Y1": 0.23147, "X2": 0.216, "Y2": 0.23127, "X3": 0.215, "Y3": 0.24422, "X4": 0.204, "Y4": 0.24422, "page": 0, "Index": 54}, {"Word": "08201-6217", "Confidence": 0.622, "X1": 0.221, "Y1": 0.23279, "X2": 0.264, "Y2": 0.23259, "X3": 0.263, "Y3": 0.24422, "X4": 0.22, "Y4": 0.2429, "page": 0, "Index": 55}, {"Word": "10", "Confidence": 0.904, "X1": 0.463, "Y1": 0.23016, "X2": 0.473, "Y2": 0.22996, "X3": 0.473, "Y3": 0.24422, "X4": 0.463, "Y4": 0.24422, "page": 0, "Index": 56}, {"Word": "and", "Confidence": 0.529, "X1": 0.503, "Y1": 0.23279, "X2": 0.517, "Y2": 0.23259, "X3": 0.516, "Y3": 0.24422, "X4": 0.503, "Y4": 0.24422, "page": 0, "Index": 57}, {"Word": "shipment", "Confidence": 0.205, "X1": 0.519, "Y1": 0.23279, "X2": 0.554, "Y2": 0.23259, "X3": 0.554, "Y3": 0.24553, "X4": 0.518, "Y4": 0.24422, "page": 0, "Index": 58}, {"Word": "SPENCER", "Confidence": 0.931, "X1": 0.173, "Y1": 0.25776, "X2": 0.203, "Y2": 0.25756, "X3": 0.203, "Y3": 0.26918, "X4": 0.173, "Y4": 0.2705, "page": 0, "Index": 59}, {"Word": "WEYERMAN", "Confidence": 0.883, "X1": 0.205, "Y1": 0.25776, "X2": 0.248, "Y2": 0.25756, "X3": 0.247, "Y3": 0.2705, "X4": 0.205, "Y4": 0.26918, "page": 0, "Index": 60}, {"Word": "35-13-05", "Confidence": 0.891, "X1": 0.319, "Y1": 0.25907, "X2": 0.353, "Y2": 0.25887, "X3": 0.353, "Y3": 0.26918, "X4": 0.319, "Y4": 0.26918, "page": 0, "Index": 61}, {"Word": "2", "Confidence": 0.994, "X1": 0.464, "Y1": 0.25644, "X2": 0.47, "Y2": 0.25624, "X3": 0.47, "Y3": 0.2705, "X4": 0.464, "Y4": 0.2705, "page": 0, "Index": 62}, {"Word": "Ist", "Confidence": 0.759, "X1": 0.504, "Y1": 0.25907, "X2": 0.515, "Y2": 0.25887, "X3": 0.514, "Y3": 0.26918, "X4": 0.503, "Y4": 0.26918, "page": 0, "Index": 63}, {"Word": "shiposamt", "Confidence": 0.125, "X1": 0.516, "Y1": 0.26038, "X2": 0.551, "Y2": 0.26018, "X3": 0.551, "Y3": 0.2705, "X4": 0.516, "Y4": 0.26918, "page": 0, "Index": 64}, {"Word": "3625", "Confidence": 0.763, "X1": 0.173, "Y1": 0.2709, "X2": 0.19, "Y2": 0.2707, "X3": 0.191, "Y3": 0.28364, "X4": 0.173, "Y4": 0.28364, "page": 0, "Index": 65}, {"Word": "Fleetwood", "Confidence": 0.37, "X1": 0.193, "Y1": 0.27221, "X2": 0.232, "Y2": 0.27201, "X3": 0.231, "Y3": 0.28364, "X4": 0.193, "Y4": 0.28364, "page": 0, "Index": 66}, {"Word": "3", "Confidence": 0.505, "X1": 0.466, "Y1": 0.2709, "X2": 0.473, "Y2": 0.2707, "X3": 0.472, "Y3": 0.28364, "X4": 0.466, "Y4": 0.28364, "page": 0, "Index": 67}, {"Word": "2nd", "Confidence": 0.671, "X1": 0.502, "Y1": 0.27221, "X2": 0.516, "Y2": 0.27201, "X3": 0.515, "Y3": 0.28232, "X4": 0.501, "Y4": 0.28232, "page": 0, "Index": 68}, {"Word": "shipment", "Confidence": 0.463, "X1": 0.518, "Y1": 0.27221, "X2": 0.553, "Y2": 0.27201, "X3": 0.553, "Y3": 0.28364, "X4": 0.518, "Y4": 0.28232, "page": 0, "Index": 69}, {"Word": "Carlsbad,", "Confidence": 0.616, "X1": 0.173, "Y1": 0.28272, "X2": 0.205, "Y2": 0.28252, "X3": 0.205, "Y3": 0.29678, "X4": 0.173, "Y4": 0.29678, "page": 0, "Index": 70}, {"Word": "NM", "Confidence": 0.994, "X1": 0.207, "Y1": 0.28272, "X2": 0.219, "Y2": 0.28252, "X3": 0.219, "Y3": 0.29678, "X4": 0.207, "Y4": 0.29678, "page": 0, "Index": 71}, {"Word": "86220", "Confidence": 0.613, "X1": 0.223, "Y1": 0.28404, "X2": 0.246, "Y2": 0.28384, "X3": 0.246, "Y3": 0.29546, "X4": 0.222, "Y4": 0.29546, "page": 0, "Index": 72}, {"Word": "12:", "Confidence": 0.059, "X1": 0.503, "Y1": 0.28535, "X2": 0.515, "Y2": 0.28515, "X3": 0.514, "Y3": 0.29546, "X4": 0.502, "Y4": 0.29546, "page": 0, "Index": 73}, {"Word": "shipowet", "Confidence": 0.275, "X1": 0.516, "Y1": 0.28535, "X2": 0.552, "Y2": 0.28515, "X3": 0.552, "Y3": 0.29678, "X4": 0.516, "Y4": 0.29546, "page": 0, "Index": 74}, {"Word": "10", "Confidence": 0.995, "X1": 0.462, "Y1": 0.29586, "X2": 0.473, "Y2": 0.29566, "X3": 0.473, "Y3": 0.30992, "X4": 0.462, "Y4": 0.30992, "page": 0, "Index": 75}, {"Word": "and", "Confidence": 0.612, "X1": 0.502, "Y1": 0.29849, "X2": 0.516, "Y2": 0.29829, "X3": 0.516, "Y3": 0.3086, "X4": 0.502, "Y4": 0.3086, "page": 0, "Index": 76}, {"Word": "shipment", "Confidence": 0.435, "X1": 0.518, "Y1": 0.29849, "X2": 0.552, "Y2": 0.29829, "X3": 0.552, "Y3": 0.30992, "X4": 0.518, "Y4": 0.3086, "page": 0, "Index": 77}, {"Word": "GABRIEL", "Confidence": 0.463, "X1": 0.174, "Y1": 0.32214, "X2": 0.203, "Y2": 0.32194, "X3": 0.202, "Y3": 0.33357, "X4": 0.173, "Y4": 0.33489, "page": 0, "Index": 78}, {"Word": "MACIAS", "Confidence": 0.768, "X1": 0.205, "Y1": 0.32346, "X2": 0.233, "Y2": 0.32326, "X3": 0.233, "Y3": 0.33357, "X4": 0.204, "Y4": 0.33357, "page": 0, "Index": 79}, {"Word": "35-14-01", "Confidence": 0.886, "X1": 0.32, "Y1": 0.32346, "X2": 0.354, "Y2": 0.32326, "X3": 0.354, "Y3": 0.33489, "X4": 0.32, "Y4": 0.33489, "page": 0, "Index": 80}, {"Word": "2nd", "Confidence": 0.629, "X1": 0.503, "Y1": 0.3366, "X2": 0.516, "Y2": 0.3364, "X3": 0.515, "Y3": 0.34671, "X4": 0.502, "Y4": 0.34671, "page": 0, "Index": 81}, {"Word": "3245", "Confidence": 0.854, "X1": 0.173, "Y1": 0.3366, "X2": 0.19, "Y2": 0.3364, "X3": 0.19, "Y3": 0.34803, "X4": 0.172, "Y4": 0.34803, "page": 0, "Index": 82}, {"Word": "E.", "Confidence": 0.906, "X1": 0.192, "Y1": 0.3366, "X2": 0.201, "Y2": 0.3364, "X3": 0.2, "Y3": 0.34803, "X4": 0.192, "Y4": 0.34803, "page": 0, "Index": 83}, {"Word": "Universey", "Confidence": 0.656, "X1": 0.203, "Y1": 0.3366, "X2": 0.239, "Y2": 0.3364, "X3": 0.239, "Y3": 0.34803, "X4": 0.202, "Y4": 0.34803, "page": 0, "Index": 84}, {"Word": "Ave.", "Confidence": 0.713, "X1": 0.241, "Y1": 0.3366, "X2": 0.258, "Y2": 0.3364, "X3": 0.258, "Y3": 0.34803, "X4": 0.241, "Y4": 0.34803, "page": 0, "Index": 85}, {"Word": "8107", "Confidence": 0.648, "X1": 0.26, "Y1": 0.3366, "X2": 0.279, "Y2": 0.3364, "X3": 0.279, "Y3": 0.34803, "X4": 0.26, "Y4": 0.34803, "page": 0, "Index": 86}, {"Word": "shipmom", "Confidence": 0.461, "X1": 0.518, "Y1": 0.33791, "X2": 0.549, "Y2": 0.33771, "X3": 0.548, "Y3": 0.34803, "X4": 0.517, "Y4": 0.34671, "page": 0, "Index": 87}, {"Word": "Las", "Confidence": 0.988, "X1": 0.173, "Y1": 0.34974, "X2": 0.184, "Y2": 0.34954, "X3": 0.184, "Y3": 0.36117, "X4": 0.172, "Y4": 0.36117, "page": 0, "Index": 88}, {"Word": "Cruces,", "Confidence": 0.67, "X1": 0.186, "Y1": 0.34974, "X2": 0.214, "Y2": 0.34954, "X3": 0.213, "Y3": 0.36117, "X4": 0.186, "Y4": 0.36117, "page": 0, "Index": 89}, {"Word": "HM", "Confidence": 0.367, "X1": 0.216, "Y1": 0.34974, "X2": 0.228, "Y2": 0.34954, "X3": 0.227, "Y3": 0.36117, "X4": 0.215, "Y4": 0.36117, "page": 0, "Index": 90}, {"Word": "86011", "Confidence": 0.618, "X1": 0.234, "Y1": 0.34974, "X2": 0.255, "Y2": 0.34954, "X3": 0.254, "Y3": 0.36117, "X4": 0.234, "Y4": 0.36117, "page": 0, "Index": 91}, {"Word": "10", "Confidence": 0.875, "X1": 0.462, "Y1": 0.34974, "X2": 0.474, "Y2": 0.34954, "X3": 0.473, "Y3": 0.36248, "X4": 0.462, "Y4": 0.36117, "page": 0, "Index": 92}, {"Word": "18", "Confidence": 0.016, "X1": 0.504, "Y1": 0.34974, "X2": 0.511, "Y2": 0.34954, "X3": 0.511, "Y3": 0.35985, "X4": 0.503, "Y4": 0.35985, "page": 0, "Index": 93}, {"Word": "shameen", "Confidence": 0.278, "X1": 0.516, "Y1": 0.35105, "X2": 0.55, "Y2": 0.35085, "X3": 0.55, "Y3": 0.36117, "X4": 0.516, "Y4": 0.35985, "page": 0, "Index": 94}, {"Word": "10", "Confidence": 0.98, "X1": 0.461, "Y1": 0.35894, "X2": 0.473, "Y2": 0.35874, "X3": 0.473, "Y3": 0.37299, "X4": 0.461, "Y4": 0.37299, "page": 0, "Index": 95}, {"Word": "and", "Confidence": 0.204, "X1": 0.502, "Y1": 0.36288, "X2": 0.516, "Y2": 0.36268, "X3": 0.516, "Y3": 0.37299, "X4": 0.502, "Y4": 0.37299, "page": 0, "Index": 96}, {"Word": "ahemant", "Confidence": 0.341, "X1": 0.518, "Y1": 0.36288, "X2": 0.553, "Y2": 0.36268, "X3": 0.553, "Y3": 0.37299, "X4": 0.518, "Y4": 0.37299, "page": 0, "Index": 97}, {"Word": "JILL", "Confidence": 0.335, "X1": 0.174, "Y1": 0.38785, "X2": 0.185, "Y2": 0.38765, "X3": 0.185, "Y3": 0.40059, "X4": 0.173, "Y4": 0.4019, "page": 0, "Index": 98}, {"Word": "RULAND", "Confidence": 0.523, "X1": 0.187, "Y1": 0.38785, "X2": 0.218, "Y2": 0.38765, "X3": 0.217, "Y3": 0.40059, "X4": 0.187, "Y4": 0.40059, "page": 0, "Index": 99}, {"Word": "35-14-02", "Confidence": 0.789, "X1": 0.32, "Y1": 0.38785, "X2": 0.355, "Y2": 0.38765, "X3": 0.354, "Y3": 0.39927, "X4": 0.32, "Y4": 0.39927, "page": 0, "Index": 100}, {"Word": "Ist", "Confidence": 0.627, "X1": 0.504, "Y1": 0.38916, "X2": 0.514, "Y2": 0.38896, "X3": 0.514, "Y3": 0.39927, "X4": 0.503, "Y4": 0.39927, "page": 0, "Index": 101}, {"Word": "shomens", "Confidence": 0.603, "X1": 0.516, "Y1": 0.38916, "X2": 0.551, "Y2": 0.38896, "X3": 0.55, "Y3": 0.40059, "X4": 0.515, "Y4": 0.39927, "page": 0, "Index": 102}, {"Word": "945", "Confidence": 0.299, "X1": 0.172, "Y1": 0.40099, "X2": 0.186, "Y2": 0.40079, "X3": 0.186, "Y3": 0.41241, "X4": 0.172, "Y4": 0.41241, "page": 0, "Index": 103}, {"Word": "Mesa", "Confidence": 0.539, "X1": 0.188, "Y1": 0.40099, "X2": 0.207, "Y2": 0.40079, "X3": 0.207, "Y3": 0.41241, "X4": 0.187, "Y4": 0.41241, "page": 0, "Index": 104}, {"Word": "Hos", "Confidence": 0.612, "X1": 0.209, "Y1": 0.40099, "X2": 0.226, "Y2": 0.40079, "X3": 0.225, "Y3": 0.41241, "X4": 0.209, "Y4": 0.41241, "page": 0, "Index": 105}, {"Word": "Dove", "Confidence": 0.55, "X1": 0.227, "Y1": 0.40099, "X2": 0.247, "Y2": 0.40079, "X3": 0.246, "Y3": 0.41373, "X4": 0.227, "Y4": 0.41241, "page": 0, "Index": 106}, {"Word": "1900", "Confidence": 0.049, "X1": 0.249, "Y1": 0.40099, "X2": 0.267, "Y2": 0.40079, "X3": 0.266, "Y3": 0.41373, "X4": 0.248, "Y4": 0.41373, "page": 0, "Index": 107}, {"Word": "and", "Confidence": 0.853, "X1": 0.502, "Y1": 0.40099, "X2": 0.515, "Y2": 0.40079, "X3": 0.515, "Y3": 0.4111, "X4": 0.502, "Y4": 0.4111, "page": 0, "Index": 108}, {"Word": "shapmen", "Confidence": 0.601, "X1": 0.518, "Y1": 0.4023, "X2": 0.549, "Y2": 0.4021, "X3": 0.548, "Y3": 0.41241, "X4": 0.517, "Y4": 0.41241, "page": 0, "Index": 109}, {"Word": "El", "Confidence": 0.513, "X1": 0.173, "Y1": 0.41413, "X2": 0.179, "Y2": 0.41393, "X3": 0.18, "Y3": 0.42556, "X4": 0.173, "Y4": 0.42556, "page": 0, "Index": 110}, {"Word": "Paso,", "Confidence": 0.777, "X1": 0.181, "Y1": 0.41413, "X2": 0.202, "Y2": 0.41393, "X3": 0.202, "Y3": 0.42556, "X4": 0.181, "Y4": 0.42556, "page": 0, "Index": 111}, {"Word": "TX", "Confidence": 0.997, "X1": 0.203, "Y1": 0.41413, "X2": 0.213, "Y2": 0.41393, "X3": 0.213, "Y3": 0.42556, "X4": 0.204, "Y4": 0.42556, "page": 0, "Index": 112}, {"Word": "79012", "Confidence": 0.634, "X1": 0.216, "Y1": 0.41413, "X2": 0.238, "Y2": 0.41393, "X3": 0.238, "Y3": 0.42424, "X4": 0.216, "Y4": 0.42556, "page": 0, "Index": 113}, {"Word": "10", "Confidence": 0.996, "X1": 0.462, "Y1": 0.41281, "X2": 0.473, "Y2": 0.41261, "X3": 0.473, "Y3": 0.42556, "X4": 0.462, "Y4": 0.42556, "page": 0, "Index": 114}, {"Word": "tat", "Confidence": 0.292, "X1": 0.502, "Y1": 0.41544, "X2": 0.515, "Y2": 0.41524, "X3": 0.514, "Y3": 0.42424, "X4": 0.502, "Y4": 0.42424, "page": 0, "Index": 115}, {"Word": "shomers", "Confidence": 0.374, "X1": 0.516, "Y1": 0.41544, "X2": 0.55, "Y2": 0.41524, "X3": 0.55, "Y3": 0.42556, "X4": 0.516, "Y4": 0.42424, "page": 0, "Index": 116}, {"Word": "10", "Confidence": 0.991, "X1": 0.462, "Y1": 0.42464, "X2": 0.473, "Y2": 0.42444, "X3": 0.473, "Y3": 0.43738, "X4": 0.462, "Y4": 0.4387, "page": 0, "Index": 117}, {"Word": "2nd", "Confidence": 0.647, "X1": 0.502, "Y1": 0.42727, "X2": 0.515, "Y2": 0.42707, "X3": 0.515, "Y3": 0.43738, "X4": 0.502, "Y4": 0.43738, "page": 0, "Index": 118}, {"Word": "thpmen", "Confidence": 0.584, "X1": 0.518, "Y1": 0.42727, "X2": 0.55, "Y2": 0.42707, "X3": 0.549, "Y3": 0.4387, "X4": 0.518, "Y4": 0.43738, "page": 0, "Index": 119}, {"Word": "JUANA", "Confidence": 0.908, "X1": 0.172, "Y1": 0.45224, "X2": 0.194, "Y2": 0.45204, "X3": 0.194, "Y3": 0.46498, "X4": 0.171, "Y4": 0.46498, "page": 0, "Index": 120}, {"Word": "(GABBY)", "Confidence": 0.826, "X1": 0.196, "Y1": 0.45224, "X2": 0.23, "Y2": 0.45204, "X3": 0.23, "Y3": 0.46366, "X4": 0.196, "Y4": 0.46498, "page": 0, "Index": 121}, {"Word": "GARCIA", "Confidence": 0.661, "X1": 0.232, "Y1": 0.45224, "X2": 0.26, "Y2": 0.45204, "X3": 0.26, "Y3": 0.46498, "X4": 0.232, "Y4": 0.46366, "page": 0, "Index": 122}, {"Word": "35-14-03", "Confidence": 0.856, "X1": 0.319, "Y1": 0.45224, "X2": 0.355, "Y2": 0.45204, "X3": 0.355, "Y3": 0.46366, "X4": 0.319, "Y4": 0.46366, "page": 0, "Index": 123}, {"Word": "12107", "Confidence": 0.895, "X1": 0.173, "Y1": 0.46669, "X2": 0.195, "Y2": 0.46649, "X3": 0.194, "Y3": 0.4768, "X4": 0.172, "Y4": 0.4768, "page": 0, "Index": 124}, {"Word": "Ares", "Confidence": 0.183, "X1": 0.197, "Y1": 0.46669, "X2": 0.213, "Y2": 0.46649, "X3": 0.212, "Y3": 0.4768, "X4": 0.196, "Y4": 0.4768, "page": 0, "Index": 125}, {"Word": "Guerrare", "Confidence": 0.215, "X1": 0.215, "Y1": 0.46669, "X2": 0.248, "Y2": 0.46649, "X3": 0.248, "Y3": 0.4768, "X4": 0.214, "Y4": 0.4768, "page": 0, "Index": 126}, {"Word": "El", "Confidence": 0.048, "X1": 0.171, "Y1": 0.47852, "X2": 0.179, "Y2": 0.47832, "X3": 0.179, "Y3": 0.48994, "X4": 0.172, "Y4": 0.48994, "page": 0, "Index": 127}, {"Word": "Paso", "Confidence": 0.675, "X1": 0.181, "Y1": 0.47852, "X2": 0.2, "Y2": 0.47832, "X3": 0.2, "Y3": 0.48994, "X4": 0.181, "Y4": 0.48994, "page": 0, "Index": 128}, {"Word": "TX", "Confidence": 0.308, "X1": 0.203, "Y1": 0.47852, "X2": 0.213, "Y2": 0.47832, "X3": 0.213, "Y3": 0.48994, "X4": 0.203, "Y4": 0.48994, "page": 0, "Index": 129}, {"Word": "77936", "Confidence": 0.156, "X1": 0.216, "Y1": 0.47983, "X2": 0.238, "Y2": 0.47963, "X3": 0.238, "Y3": 0.48994, "X4": 0.216, "Y4": 0.48994, "page": 0, "Index": 130}, {"Word": "--", "Confidence": 0.632, "X1": 0.404, "Y1": 0.4956, "X2": 0.404, "Y2": 0.4954, "X3": 0.398, "Y3": 0.49651, "X4": 0.398, "Y4": 0.47812, "page": 0, "Index": 131}, {"Word": "RICHARD", "Confidence": 0.851, "X1": 0.173, "Y1": 0.51794, "X2": 0.204, "Y2": 0.51774, "X3": 0.203, "Y3": 0.52937, "X4": 0.171, "Y4": 0.52805, "page": 0, "Index": 132}, {"Word": "ARAUJO", "Confidence": 0.783, "X1": 0.206, "Y1": 0.51794, "X2": 0.235, "Y2": 0.51774, "X3": 0.235, "Y3": 0.52937, "X4": 0.205, "Y4": 0.52937, "page": 0, "Index": 133}, {"Word": "35-16-04", "Confidence": 0.659, "X1": 0.319, "Y1": 0.51794, "X2": 0.353, "Y2": 0.51774, "X3": 0.353, "Y3": 0.52805, "X4": 0.319, "Y4": 0.52937, "page": 0, "Index": 134}, {"Word": "2", "Confidence": 0.996, "X1": 0.464, "Y1": 0.51663, "X2": 0.47, "Y2": 0.51643, "X3": 0.47, "Y3": 0.53068, "X4": 0.464, "Y4": 0.53068, "page": 0, "Index": 135}, {"Word": "224", "Confidence": 0.48, "X1": 0.172, "Y1": 0.53108, "X2": 0.185, "Y2": 0.53088, "X3": 0.185, "Y3": 0.54119, "X4": 0.172, "Y4": 0.54119, "page": 0, "Index": 136}, {"Word": "Passmore", "Confidence": 0.631, "X1": 0.186, "Y1": 0.53239, "X2": 0.221, "Y2": 0.53219, "X3": 0.221, "Y3": 0.54251, "X4": 0.186, "Y4": 0.54119, "page": 0, "Index": 137}, {"Word": "Ad", "Confidence": 0.875, "X1": 0.223, "Y1": 0.53239, "X2": 0.234, "Y2": 0.53219, "X3": 0.234, "Y3": 0.54251, "X4": 0.223, "Y4": 0.54251, "page": 0, "Index": 138}, {"Word": "2nd", "Confidence": 0.366, "X1": 0.502, "Y1": 0.53108, "X2": 0.515, "Y2": 0.53088, "X3": 0.515, "Y3": 0.54119, "X4": 0.502, "Y4": 0.54119, "page": 0, "Index": 139}, {"Word": "thomArt", "Confidence": 0.492, "X1": 0.518, "Y1": 0.53108, "X2": 0.552, "Y2": 0.53088, "X3": 0.552, "Y3": 0.54251, "X4": 0.517, "Y4": 0.54119, "page": 0, "Index": 140}, {"Word": "El", "Confidence": 0.608, "X1": 0.172, "Y1": 0.54422, "X2": 0.179, "Y2": 0.54402, "X3": 0.179, "Y3": 0.55433, "X4": 0.172, "Y4": 0.55433, "page": 0, "Index": 141}, {"Word": "Paso", "Confidence": 0.054, "X1": 0.181, "Y1": 0.54422, "X2": 0.201, "Y2": 0.54402, "X3": 0.201, "Y3": 0.55433, "X4": 0.181, "Y4": 0.55433, "page": 0, "Index": 142}, {"Word": "TX", "Confidence": 0.973, "X1": 0.204, "Y1": 0.54422, "X2": 0.213, "Y2": 0.54402, "X3": 0.213, "Y3": 0.55565, "X4": 0.204, "Y4": 0.55433, "page": 0, "Index": 143}, {"Word": "78927", "Confidence": 0.434, "X1": 0.216, "Y1": 0.54422, "X2": 0.238, "Y2": 0.54402, "X3": 0.238, "Y3": 0.55565, "X4": 0.216, "Y4": 0.55565, "page": 0, "Index": 144}, {"Word": "10", "Confidence": 0.997, "X1": 0.462, "Y1": 0.54159, "X2": 0.472, "Y2": 0.54139, "X3": 0.472, "Y3": 0.55565, "X4": 0.461, "Y4": 0.55433, "page": 0, "Index": 145}, {"Word": "1st", "Confidence": 0.442, "X1": 0.501, "Y1": 0.54422, "X2": 0.514, "Y2": 0.54402, "X3": 0.514, "Y3": 0.55433, "X4": 0.501, "Y4": 0.55433, "page": 0, "Index": 146}, {"Word": "shipment", "Confidence": 0.472, "X1": 0.516, "Y1": 0.54554, "X2": 0.55, "Y2": 0.54534, "X3": 0.55, "Y3": 0.55433, "X4": 0.516, "Y4": 0.55433, "page": 0, "Index": 147}, {"Word": "----", "Confidence": 0.68, "X1": 0.404, "Y1": 0.5613, "X2": 0.404, "Y2": 0.5611, "X3": 0.398, "Y3": 0.56222, "X4": 0.397, "Y4": 0.51623, "page": 0, "Index": 148}, {"Word": "10", "Confidence": 0.857, "X1": 0.461, "Y1": 0.55342, "X2": 0.472, "Y2": 0.55322, "X3": 0.472, "Y3": 0.56747, "X4": 0.462, "Y4": 0.56879, "page": 0, "Index": 149}, {"Word": "RICHARD", "Confidence": 0.147, "X1": 0.172, "Y1": 0.58233, "X2": 0.204, "Y2": 0.58213, "X3": 0.203, "Y3": 0.59244, "X4": 0.172, "Y4": 0.59376, "page": 0, "Index": 150}, {"Word": "BACA", "Confidence": 0.973, "X1": 0.205, "Y1": 0.58233, "X2": 0.227, "Y2": 0.58213, "X3": 0.227, "Y3": 0.59244, "X4": 0.205, "Y4": 0.59244, "page": 0, "Index": 151}, {"Word": "35-16-01", "Confidence": 0.673, "X1": 0.318, "Y1": 0.58101, "X2": 0.354, "Y2": 0.58081, "X3": 0.354, "Y3": 0.59244, "X4": 0.319, "Y4": 0.59507, "page": 0, "Index": 152}, {"Word": "1st", "Confidence": 0.107, "X1": 0.503, "Y1": 0.58364, "X2": 0.514, "Y2": 0.58344, "X3": 0.514, "Y3": 0.59244, "X4": 0.502, "Y4": 0.59244, "page": 0, "Index": 153}, {"Word": "shipmerz", "Confidence": 0.232, "X1": 0.516, "Y1": 0.58364, "X2": 0.55, "Y2": 0.58344, "X3": 0.55, "Y3": 0.59376, "X4": 0.516, "Y4": 0.59244, "page": 0, "Index": 154}, {"Word": "5346", "Confidence": 0.432, "X1": 0.172, "Y1": 0.59547, "X2": 0.189, "Y2": 0.59527, "X3": 0.189, "Y3": 0.6069, "X4": 0.172, "Y4": 0.60821, "page": 0, "Index": 155}, {"Word": "Canada", "Confidence": 0.393, "X1": 0.191, "Y1": 0.59547, "X2": 0.22, "Y2": 0.59527, "X3": 0.219, "Y3": 0.6069, "X4": 0.191, "Y4": 0.6069, "page": 0, "Index": 156}, {"Word": "Vere", "Confidence": 0.122, "X1": 0.221, "Y1": 0.59547, "X2": 0.239, "Y2": 0.59527, "X3": 0.239, "Y3": 0.6069, "X4": 0.221, "Y4": 0.6069, "page": 0, "Index": 157}, {"Word": "N", "Confidence": 0.448, "X1": 0.241, "Y1": 0.59547, "X2": 0.246, "Y2": 0.59527, "X3": 0.246, "Y3": 0.6069, "X4": 0.241, "Y4": 0.6069, "page": 0, "Index": 158}, {"Word": "W", "Confidence": 0.93, "X1": 0.249, "Y1": 0.59678, "X2": 0.254, "Y2": 0.59658, "X3": 0.254, "Y3": 0.6069, "X4": 0.249, "Y4": 0.6069, "page": 0, "Index": 159}, {"Word": "2nd", "Confidence": 0.61, "X1": 0.502, "Y1": 0.59547, "X2": 0.515, "Y2": 0.59527, "X3": 0.515, "Y3": 0.60558, "X4": 0.501, "Y4": 0.60558, "page": 0, "Index": 160}, {"Word": "ahpmert", "Confidence": 0.587, "X1": 0.518, "Y1": 0.59678, "X2": 0.552, "Y2": 0.59658, "X3": 0.552, "Y3": 0.6069, "X4": 0.517, "Y4": 0.60558, "page": 0, "Index": 161}, {"Word": "Albuquerque,", "Confidence": 0.194, "X1": 0.172, "Y1": 0.60861, "X2": 0.219, "Y2": 0.60841, "X3": 0.219, "Y3": 0.62004, "X4": 0.172, "Y4": 0.62135, "page": 0, "Index": 162}, {"Word": "NM", "Confidence": 0.848, "X1": 0.221, "Y1": 0.60861, "X2": 0.233, "Y2": 0.60841, "X3": 0.232, "Y3": 0.62004, "X4": 0.221, "Y4": 0.62004, "page": 0, "Index": 163}, {"Word": "87120", "Confidence": 0.817, "X1": 0.24, "Y1": 0.60861, "X2": 0.262, "Y2": 0.60841, "X3": 0.262, "Y3": 0.62004, "X4": 0.239, "Y4": 0.62004, "page": 0, "Index": 164}, {"Word": "----", "Confidence": 0.424, "X1": 0.405, "Y1": 0.62701, "X2": 0.404, "Y2": 0.62681, "X3": 0.398, "Y3": 0.62661, "X4": 0.397, "Y4": 0.58061, "page": 0, "Index": 165}, {"Word": "10", "Confidence": 0.998, "X1": 0.462, "Y1": 0.6073, "X2": 0.472, "Y2": 0.6071, "X3": 0.472, "Y3": 0.62135, "X4": 0.461, "Y4": 0.62004, "page": 0, "Index": 166}, {"Word": "18:", "Confidence": 0.077, "X1": 0.502, "Y1": 0.60992, "X2": 0.514, "Y2": 0.60972, "X3": 0.514, "Y3": 0.61872, "X4": 0.501, "Y4": 0.61872, "page": 0, "Index": 167}, {"Word": "shipment", "Confidence": 0.606, "X1": 0.516, "Y1": 0.60992, "X2": 0.55, "Y2": 0.60972, "X3": 0.55, "Y3": 0.62004, "X4": 0.515, "Y4": 0.61872, "page": 0, "Index": 168}, {"Word": "10", "Confidence": 0.745, "X1": 0.461, "Y1": 0.61912, "X2": 0.473, "Y2": 0.61892, "X3": 0.472, "Y3": 0.63318, "X4": 0.461, "Y4": 0.63186, "page": 0, "Index": 169}, {"Word": "2nd", "Confidence": 0.779, "X1": 0.502, "Y1": 0.62175, "X2": 0.515, "Y2": 0.62155, "X3": 0.515, "Y3": 0.63186, "X4": 0.501, "Y4": 0.63186, "page": 0, "Index": 170}, {"Word": "Bhomem", "Confidence": 0.195, "X1": 0.518, "Y1": 0.62175, "X2": 0.549, "Y2": 0.62155, "X3": 0.548, "Y3": 0.63186, "X4": 0.518, "Y4": 0.63186, "page": 0, "Index": 171}, {"Word": "DORA", "Confidence": 0.838, "X1": 0.172, "Y1": 0.64672, "X2": 0.193, "Y2": 0.64652, "X3": 0.192, "Y3": 0.65814, "X4": 0.171, "Y4": 0.65814, "page": 0, "Index": 172}, {"Word": "ARADON", "Confidence": 0.321, "X1": 0.195, "Y1": 0.64672, "X2": 0.227, "Y2": 0.64652, "X3": 0.226, "Y3": 0.65814, "X4": 0.194, "Y4": 0.65814, "page": 0, "Index": 173}, {"Word": "ANAYA", "Confidence": 0.991, "X1": 0.229, "Y1": 0.64672, "X2": 0.254, "Y2": 0.64652, "X3": 0.254, "Y3": 0.65814, "X4": 0.229, "Y4": 0.65814, "page": 0, "Index": 174}, {"Word": "35-16-02", "Confidence": 0.704, "X1": 0.323, "Y1": 0.64672, "X2": 0.355, "Y2": 0.64652, "X3": 0.355, "Y3": 0.65946, "X4": 0.322, "Y4": 0.65946, "page": 0, "Index": 175}, {"Word": "HC", "Confidence": 0.955, "X1": 0.173, "Y1": 0.66117, "X2": 0.183, "Y2": 0.66097, "X3": 0.183, "Y3": 0.67128, "X4": 0.172, "Y4": 0.67128, "page": 0, "Index": 176}, {"Word": "75.", "Confidence": 0.617, "X1": 0.186, "Y1": 0.66117, "X2": 0.199, "Y2": 0.66097, "X3": 0.199, "Y3": 0.67128, "X4": 0.186, "Y4": 0.67128, "page": 0, "Index": 177}, {"Word": "Go#", "Confidence": 0.048, "X1": 0.202, "Y1": 0.66117, "X2": 0.216, "Y2": 0.66097, "X3": 0.215, "Y3": 0.67128, "X4": 0.201, "Y4": 0.67128, "page": 0, "Index": 178}, {"Word": "115", "Confidence": 0.943, "X1": 0.218, "Y1": 0.66117, "X2": 0.231, "Y2": 0.66097, "X3": 0.231, "Y3": 0.67128, "X4": 0.218, "Y4": 0.67128, "page": 0, "Index": 179}, {"Word": "Ing", "Confidence": 0.288, "X1": 0.502, "Y1": 0.66117, "X2": 0.515, "Y2": 0.66097, "X3": 0.515, "Y3": 0.67128, "X4": 0.501, "Y4": 0.67128, "page": 0, "Index": 180}, {"Word": "shipment", "Confidence": 0.101, "X1": 0.518, "Y1": 0.66117, "X2": 0.553, "Y2": 0.66097, "X3": 0.552, "Y3": 0.67128, "X4": 0.517, "Y4": 0.67128, "page": 0, "Index": 181}, {"Word": "Galkaleo,", "Confidence": 0.069, "X1": 0.172, "Y1": 0.67431, "X2": 0.205, "Y2": 0.67411, "X3": 0.204, "Y3": 0.68443, "X4": 0.171, "Y4": 0.68443, "page": 0, "Index": 182}, {"Word": "NM", "Confidence": 0.993, "X1": 0.206, "Y1": 0.67431, "X2": 0.217, "Y2": 0.67411, "X3": 0.217, "Y3": 0.68443, "X4": 0.206, "Y4": 0.68443, "page": 0, "Index": 183}, {"Word": "87543", "Confidence": 0.617, "X1": 0.225, "Y1": 0.673, "X2": 0.247, "Y2": 0.6728, "X3": 0.247, "Y3": 0.68443, "X4": 0.224, "Y4": 0.68443, "page": 0, "Index": 184}, {"Word": "10", "Confidence": 0.958, "X1": 0.461, "Y1": 0.67037, "X2": 0.473, "Y2": 0.67017, "X3": 0.472, "Y3": 0.68574, "X4": 0.461, "Y4": 0.68443, "page": 0, "Index": 185}, {"Word": "10", "Confidence": 0.803, "X1": 0.462, "Y1": 0.68351, "X2": 0.472, "Y2": 0.68331, "X3": 0.472, "Y3": 0.69757, "X4": 0.461, "Y4": 0.69625, "page": 0, "Index": 186}, {"Word": "MIKE", "Confidence": 0.035, "X1": 0.173, "Y1": 0.71111, "X2": 0.188, "Y2": 0.71091, "X3": 0.188, "Y3": 0.72253, "X4": 0.172, "Y4": 0.72253, "page": 0, "Index": 187}, {"Word": "MONTGOMERY", "Confidence": 0.141, "X1": 0.19, "Y1": 0.71242, "X2": 0.243, "Y2": 0.71222, "X3": 0.243, "Y3": 0.72253, "X4": 0.189, "Y4": 0.72253, "page": 0, "Index": 188}, {"Word": "35-16-43", "Confidence": 0.659, "X1": 0.323, "Y1": 0.71111, "X2": 0.355, "Y2": 0.71091, "X3": 0.355, "Y3": 0.72253, "X4": 0.322, "Y4": 0.72385, "page": 0, "Index": 189}, {"Word": "2", "Confidence": 0.991, "X1": 0.464, "Y1": 0.70979, "X2": 0.471, "Y2": 0.70959, "X3": 0.471, "Y3": 0.72385, "X4": 0.464, "Y4": 0.72385, "page": 0, "Index": 190}, {"Word": "104", "Confidence": 0.991, "X1": 0.172, "Y1": 0.72556, "X2": 0.186, "Y2": 0.72536, "X3": 0.186, "Y3": 0.73699, "X4": 0.172, "Y4": 0.73699, "page": 0, "Index": 191}, {"Word": "West", "Confidence": 0.64, "X1": 0.188, "Y1": 0.72556, "X2": 0.209, "Y2": 0.72536, "X3": 0.209, "Y3": 0.73567, "X4": 0.188, "Y4": 0.73699, "page": 0, "Index": 192}, {"Word": "35th", "Confidence": 0.676, "X1": 0.211, "Y1": 0.72556, "X2": 0.228, "Y2": 0.72536, "X3": 0.228, "Y3": 0.73567, "X4": 0.211, "Y4": 0.73567, "page": 0, "Index": 193}, {"Word": "Street", "Confidence": 0.22, "X1": 0.23, "Y1": 0.72556, "X2": 0.253, "Y2": 0.72536, "X3": 0.254, "Y3": 0.73567, "X4": 0.23, "Y4": 0.73567, "page": 0, "Index": 194}, {"Word": "2nd", "Confidence": 0.179, "X1": 0.501, "Y1": 0.72556, "X2": 0.515, "Y2": 0.72536, "X3": 0.514, "Y3": 0.73567, "X4": 0.501, "Y4": 0.73567, "page": 0, "Index": 195}, {"Word": "shipment", "Confidence": 0.406, "X1": 0.517, "Y1": 0.72556, "X2": 0.552, "Y2": 0.72536, "X3": 0.552, "Y3": 0.73567, "X4": 0.517, "Y4": 0.73567, "page": 0, "Index": 196}, {"Word": "Farmington,", "Confidence": 0.329, "X1": 0.172, "Y1": 0.7387, "X2": 0.213, "Y2": 0.7385, "X3": 0.213, "Y3": 0.75013, "X4": 0.171, "Y4": 0.75013, "page": 0, "Index": 197}, {"Word": "NM", "Confidence": 0.832, "X1": 0.215, "Y1": 0.7387, "X2": 0.227, "Y2": 0.7385, "X3": 0.227, "Y3": 0.75013, "X4": 0.215, "Y4": 0.75013, "page": 0, "Index": 198}, {"Word": "67401", "Confidence": 0.685, "X1": 0.235, "Y1": 0.7387, "X2": 0.257, "Y2": 0.7385, "X3": 0.257, "Y3": 0.75013, "X4": 0.234, "Y4": 0.75013, "page": 0, "Index": 199}, {"Word": "----", "Confidence": 0.235, "X1": 0.404, "Y1": 0.75447, "X2": 0.404, "Y2": 0.75427, "X3": 0.398, "Y3": 0.75538, "X4": 0.398, "Y4": 0.71071, "page": 0, "Index": 200}, {"Word": "40", "Confidence": 0.62, "X1": 0.461, "Y1": 0.73739, "X2": 0.472, "Y2": 0.73719, "X3": 0.471, "Y3": 0.75144, "X4": 0.46, "Y4": 0.75013, "page": 0, "Index": 201}, {"Word": "tal", "Confidence": 0.009, "X1": 0.502, "Y1": 0.7387, "X2": 0.514, "Y2": 0.7385, "X3": 0.514, "Y3": 0.74881, "X4": 0.502, "Y4": 0.74881, "page": 0, "Index": 202}, {"Word": "shipment", "Confidence": 0.627, "X1": 0.516, "Y1": 0.7387, "X2": 0.552, "Y2": 0.7385, "X3": 0.551, "Y3": 0.75013, "X4": 0.515, "Y4": 0.74881, "page": 0, "Index": 203}, {"Word": "2nd", "Confidence": 0.846, "X1": 0.502, "Y1": 0.75184, "X2": 0.515, "Y2": 0.75164, "X3": 0.515, "Y3": 0.76196, "X4": 0.501, "Y4": 0.76196, "page": 0, "Index": 204}, {"Word": "shipment", "Confidence": 0.38, "X1": 0.518, "Y1": 0.75184, "X2": 0.553, "Y2": 0.75164, "X3": 0.553, "Y3": 0.76196, "X4": 0.518, "Y4": 0.76196, "page": 0, "Index": 205}, {"Word": "11", "Confidence": 0.17, "X1": 0.141, "Y1": 0.77812, "X2": 0.15, "Y2": 0.77792, "X3": 0.149, "Y3": 0.78692, "X4": 0.141, "Y4": 0.78561, "page": 0, "Index": 206}, {"Word": "Isi", "Confidence": 0.121, "X1": 0.501, "Y1": 0.77681, "X2": 0.514, "Y2": 0.77661, "X3": 0.514, "Y3": 0.78692, "X4": 0.501, "Y4": 0.78692, "page": 0, "Index": 207}, {"Word": "shipor", "Confidence": 0.626, "X1": 0.516, "Y1": 0.77812, "X2": 0.536, "Y2": 0.77792, "X3": 0.536, "Y3": 0.78692, "X4": 0.515, "Y4": 0.78692, "page": 0, "Index": 208}, {"Word": "ERIC.EWELL", "Confidence": 0.683, "X1": 0.173, "Y1": 0.77812, "X2": 0.217, "Y2": 0.77792, "X3": 0.217, "Y3": 0.78824, "X4": 0.173, "Y4": 0.78692, "page": 0, "Index": 209}, {"Word": "35-16-04", "Confidence": 0.663, "X1": 0.323, "Y1": 0.7755, "X2": 0.356, "Y2": 0.7753, "X3": 0.355, "Y3": 0.78824, "X4": 0.323, "Y4": 0.78955, "page": 0, "Index": 210}, {"Word": "S", "Confidence": 0.68, "X1": 0.398, "Y1": 0.77681, "X2": 0.403, "Y2": 0.77661, "X3": 0.404, "Y3": 0.78824, "X4": 0.399, "Y4": 0.78824, "page": 0, "Index": 211}, {"Word": "2", "Confidence": 0.994, "X1": 0.465, "Y1": 0.7755, "X2": 0.472, "Y2": 0.7753, "X3": 0.472, "Y3": 0.78824, "X4": 0.465, "Y4": 0.78824, "page": 0, "Index": 212}, {"Word": "ene", "Confidence": 0.012, "X1": 0.537, "Y1": 0.77812, "X2": 0.549, "Y2": 0.77792, "X3": 0.549, "Y3": 0.78824, "X4": 0.537, "Y4": 0.78824, "page": 0, "Index": 213}, {"Word": "8305", "Confidence": 0.817, "X1": 0.173, "Y1": 0.78995, "X2": 0.189, "Y2": 0.78975, "X3": 0.189, "Y3": 0.80138, "X4": 0.172, "Y4": 0.80138, "page": 0, "Index": 214}, {"Word": "La", "Confidence": 0.888, "X1": 0.191, "Y1": 0.78995, "X2": 0.199, "Y2": 0.78975, "X3": 0.199, "Y3": 0.80138, "X4": 0.191, "Y4": 0.80138, "page": 0, "Index": 215}, {"Word": "Cania", "Confidence": 0.219, "X1": 0.201, "Y1": 0.78995, "X2": 0.225, "Y2": 0.78975, "X3": 0.225, "Y3": 0.80138, "X4": 0.201, "Y4": 0.80138, "page": 0, "Index": 216}, {"Word": "NE", "Confidence": 0.969, "X1": 0.227, "Y1": 0.78995, "X2": 0.239, "Y2": 0.78975, "X3": 0.239, "Y3": 0.80138, "X4": 0.227, "Y4": 0.80138, "page": 0, "Index": 217}, {"Word": "Albuquerque,", "Confidence": 0.461, "X1": 0.172, "Y1": 0.80309, "X2": 0.219, "Y2": 0.80289, "X3": 0.219, "Y3": 0.81452, "X4": 0.172, "Y4": 0.81583, "page": 0, "Index": 218}, {"Word": "NV", "Confidence": 0.651, "X1": 0.221, "Y1": 0.80309, "X2": 0.233, "Y2": 0.80289, "X3": 0.232, "Y3": 0.81452, "X4": 0.221, "Y4": 0.81452, "page": 0, "Index": 219}, {"Word": "87110", "Confidence": 0.684, "X1": 0.24, "Y1": 0.80309, "X2": 0.262, "Y2": 0.80289, "X3": 0.261, "Y3": 0.81452, "X4": 0.239, "Y4": 0.81452, "page": 0, "Index": 220}, {"Word": "10", "Confidence": 0.755, "X1": 0.461, "Y1": 0.80046, "X2": 0.474, "Y2": 0.80026, "X3": 0.473, "Y3": 0.81583, "X4": 0.461, "Y4": 0.81452, "page": 0, "Index": 221}, {"Word": "10", "Confidence": 0.624, "X1": 0.461, "Y1": 0.8136, "X2": 0.472, "Y2": 0.8134, "X3": 0.472, "Y3": 0.82766, "X4": 0.461, "Y4": 0.82766, "page": 0, "Index": 222}, {"Word": "2nd", "Confidence": 0.796, "X1": 0.502, "Y1": 0.81623, "X2": 0.515, "Y2": 0.81603, "X3": 0.515, "Y3": 0.82634, "X4": 0.501, "Y4": 0.82634, "page": 0, "Index": 223}, {"Word": "shipment", "Confidence": 0.046, "X1": 0.517, "Y1": 0.81623, "X2": 0.552, "Y2": 0.81603, "X3": 0.552, "Y3": 0.82766, "X4": 0.517, "Y4": 0.82634, "page": 0, "Index": 224}, {"Word": "12", "Confidence": 0.994, "X1": 0.14, "Y1": 0.84251, "X2": 0.15, "Y2": 0.84231, "X3": 0.15, "Y3": 0.85263, "X4": 0.14, "Y4": 0.85263, "page": 0, "Index": 225}, {"Word": "LEROY", "Confidence": 0.863, "X1": 0.172, "Y1": 0.8412, "X2": 0.194, "Y2": 0.841, "X3": 0.193, "Y3": 0.85263, "X4": 0.172, "Y4": 0.85263, "page": 0, "Index": 226}, {"Word": "PEER", "Confidence": 0.619, "X1": 0.195, "Y1": 0.8412, "X2": 0.214, "Y2": 0.841, "X3": 0.213, "Y3": 0.85263, "X4": 0.195, "Y4": 0.85263, "page": 0, "Index": 227}, {"Word": "35-18-05", "Confidence": 0.363, "X1": 0.322, "Y1": 0.84383, "X2": 0.355, "Y2": 0.84363, "X3": 0.354, "Y3": 0.85394, "X4": 0.322, "Y4": 0.85394, "page": 0, "Index": 228}, {"Word": "2", "Confidence": 0.859, "X1": 0.463, "Y1": 0.8412, "X2": 0.469, "Y2": 0.841, "X3": 0.469, "Y3": 0.85525, "X4": 0.463, "Y4": 0.85525, "page": 0, "Index": 229}, {"Word": "1x", "Confidence": 0.037, "X1": 0.5, "Y1": 0.84251, "X2": 0.51, "Y2": 0.84231, "X3": 0.51, "Y3": 0.85394, "X4": 0.5, "Y4": 0.85394, "page": 0, "Index": 230}, {"Word": "shpinsd", "Confidence": 0.621, "X1": 0.515, "Y1": 0.84251, "X2": 0.547, "Y2": 0.84231, "X3": 0.546, "Y3": 0.85263, "X4": 0.515, "Y4": 0.85394, "page": 0, "Index": 231}, {"Word": "4610", "Confidence": 0.61, "X1": 0.173, "Y1": 0.85565, "X2": 0.189, "Y2": 0.85545, "X3": 0.189, "Y3": 0.86708, "X4": 0.172, "Y4": 0.86708, "page": 0, "Index": 232}, {"Word": "Eubank", "Confidence": 0.618, "X1": 0.191, "Y1": 0.85565, "X2": 0.219, "Y2": 0.85545, "X3": 0.218, "Y3": 0.86577, "X4": 0.191, "Y4": 0.86708, "page": 0, "Index": 233}, {"Word": "Bivo", "Confidence": 0.604, "X1": 0.221, "Y1": 0.85434, "X2": 0.238, "Y2": 0.85414, "X3": 0.238, "Y3": 0.86577, "X4": 0.22, "Y4": 0.86577, "page": 0, "Index": 234}, {"Word": "NE", "Confidence": 0.993, "X1": 0.241, "Y1": 0.85434, "X2": 0.252, "Y2": 0.85414, "X3": 0.251, "Y3": 0.86577, "X4": 0.24, "Y4": 0.86577, "page": 0, "Index": 235}, {"Word": "#808", "Confidence": 0.01, "X1": 0.255, "Y1": 0.85434, "X2": 0.273, "Y2": 0.85414, "X3": 0.273, "Y3": 0.86577, "X4": 0.255, "Y4": 0.86577, "page": 0, "Index": 236}, {"Word": "Albuquerque", "Confidence": 0.076, "X1": 0.173, "Y1": 0.86879, "X2": 0.218, "Y2": 0.86859, "X3": 0.217, "Y3": 0.88022, "X4": 0.172, "Y4": 0.88022, "page": 0, "Index": 237}, {"Word": "NM", "Confidence": 0.933, "X1": 0.221, "Y1": 0.86879, "X2": 0.232, "Y2": 0.86859, "X3": 0.232, "Y3": 0.88022, "X4": 0.22, "Y4": 0.88022, "page": 0, "Index": 238}, {"Word": "07111", "Confidence": 0.63, "X1": 0.24, "Y1": 0.86879, "X2": 0.263, "Y2": 0.86859, "X3": 0.262, "Y3": 0.88022, "X4": 0.24, "Y4": 0.88022, "page": 0, "Index": 239}, {"Word": "----", "Confidence": 0.806, "X1": 0.402, "Y1": 0.88456, "X2": 0.403, "Y2": 0.88436, "X3": 0.398, "Y3": 0.88548, "X4": 0.398, "Y4": 0.84343, "page": 0, "Index": 240}, {"Word": "10", "Confidence": 0.937, "X1": 0.462, "Y1": 0.86617, "X2": 0.473, "Y2": 0.86597, "X3": 0.472, "Y3": 0.87891, "X4": 0.462, "Y4": 0.87759, "page": 0, "Index": 241}, {"Word": "10", "Confidence": 0.7, "X1": 0.462, "Y1": 0.87931, "X2": 0.47, "Y2": 0.87911, "X3": 0.47, "Y3": 0.89073, "X4": 0.462, "Y4": 0.89073, "page": 0, "Index": 242}, {"Word": "2nd", "Confidence": 0.427, "X1": 0.501, "Y1": 0.88062, "X2": 0.515, "Y2": 0.88042, "X3": 0.514, "Y3": 0.89205, "X4": 0.501, "Y4": 0.89205, "page": 0, "Index": 243}, {"Word": "anpment", "Confidence": 0.603, "X1": 0.517, "Y1": 0.88193, "X2": 0.551, "Y2": 0.88173, "X3": 0.551, "Y3": 0.89468, "X4": 0.516, "Y4": 0.89205, "page": 0, "Index": 244}, {"Word": "2072436979", "Confidence": 0.699, "X1": 0.169, "Y1": 0.98575, "X2": 0.068, "Y2": 0.98555, "X3": 0.07, "Y3": 0.96301, "X4": 0.17, "Y4": 0.97878, "page": 0, "Index": 245}, {"Word": "Page", "Confidence": 0.657, "X1": 0.5, "Y1": 0.96603, "X2": 0.517, "Y2": 0.96583, "X3": 0.517, "Y3": 0.9814, "X4": 0.5, "Y4": 0.98009, "page": 0, "Index": 246}, {"Word": "?", "Confidence": 0.061, "X1": 0.519, "Y1": 0.96603, "X2": 0.526, "Y2": 0.96583, "X3": 0.525, "Y3": 0.9814, "X4": 0.519, "Y4": 0.9814, "page": 0, "Index": 247}]}	"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"
ffcg0167	3	{"lines_data": [{"Word": "ALBO POS NIT SETUP TO SHIP 947", "Confidence": 0.69186, "X1": 0.46, "Y1": 0.05489, "X2": 0.588, "Y2": 0.05469, "X3": 0.588, "Y3": 0.07141, "X4": 0.46, "Y4": 0.07011, "page": 0}, {"Word": "27", "Confidence": 0.863, "X1": 0.152, "Y1": 0.13041, "X2": 0.166, "Y2": 0.13021, "X3": 0.165, "Y3": 0.14173, "X4": 0.151, "Y4": 0.14173, "page": 0}, {"Word": "Don Cloney", "Confidence": 0.5245, "X1": 0.185, "Y1": 0.13041, "X2": 0.23, "Y2": 0.13021, "X3": 0.23, "Y3": 0.14303, "X4": 0.185, "Y4": 0.14303, "page": 0}, {"Word": "534500", "Confidence": 0.583, "X1": 0.332, "Y1": 0.13171, "X2": 0.363, "Y2": 0.13151, "X3": 0.362, "Y3": 0.14433, "X4": 0.333, "Y4": 0.14433, "page": 0}, {"Word": "hat ab pment", "Confidence": 0.395, "X1": 0.511, "Y1": 0.13431, "X2": 0.56, "Y2": 0.13411, "X3": 0.56, "Y3": 0.14433, "X4": 0.511, "Y4": 0.14433, "page": 0}, {"Word": "434 Noonan ranch Lane", "Confidence": 0.67925, "X1": 0.184, "Y1": 0.14213, "X2": 0.271, "Y2": 0.14193, "X3": 0.271, "Y3": 0.15605, "X4": 0.184, "Y4": 0.15605, "page": 0}, {"Word": "Ist shipment", "Confidence": 0.4535, "X1": 0.513, "Y1": 0.14734, "X2": 0.56, "Y2": 0.14714, "X3": 0.56, "Y3": 0.15735, "X4": 0.513, "Y4": 0.15605, "page": 0}, {"Word": "Santa Rosa, CA 95400", "Confidence": 0.64675, "X1": 0.186, "Y1": 0.15645, "X2": 0.269, "Y2": 0.15625, "X3": 0.269, "Y3": 0.16777, "X4": 0.186, "Y4": 0.16777, "page": 0}, {"Word": "28", "Confidence": 0.229, "X1": 0.152, "Y1": 0.18379, "X2": 0.167, "Y2": 0.18359, "X3": 0.167, "Y3": 0.19251, "X4": 0.152, "Y4": 0.19121, "page": 0}, {"Word": "Barbara Machel", "Confidence": 0.725, "X1": 0.185, "Y1": 0.18119, "X2": 0.242, "Y2": 0.18099, "X3": 0.242, "Y3": 0.19251, "X4": 0.185, "Y4": 0.19251, "page": 0}, {"Word": "544100", "Confidence": 0.645, "X1": 0.332, "Y1": 0.18119, "X2": 0.363, "Y2": 0.18099, "X3": 0.363, "Y3": 0.19381, "X4": 0.332, "Y4": 0.19381, "page": 0}, {"Word": "1", "Confidence": 0.702, "X1": 0.407, "Y1": 0.18249, "X2": 0.416, "Y2": 0.18229, "X3": 0.416, "Y3": 0.19511, "X4": 0.407, "Y4": 0.19511, "page": 0}, {"Word": "1", "Confidence": 0.995, "X1": 0.473, "Y1": 0.18249, "X2": 0.482, "Y2": 0.18229, "X3": 0.481, "Y3": 0.19511, "X4": 0.472, "Y4": 0.19511, "page": 0}, {"Word": "1st shipment", "Confidence": 0.4825, "X1": 0.51, "Y1": 0.18379, "X2": 0.56, "Y2": 0.18359, "X3": 0.56, "Y3": 0.19511, "X4": 0.51, "Y4": 0.19641, "page": 0}, {"Word": "Philp Mocs USA", "Confidence": 0.52467, "X1": 0.185, "Y1": 0.19421, "X2": 0.247, "Y2": 0.19401, "X3": 0.247, "Y3": 0.20553, "X4": 0.185, "Y4": 0.20553, "page": 0}, {"Word": "300 N. Late Ave ., Sune 1100", "Confidence": 0.83929, "X1": 0.185, "Y1": 0.20723, "X2": 0.291, "Y2": 0.20703, "X3": 0.291, "Y3": 0.21855, "X4": 0.184, "Y4": 0.21855, "page": 0}, {"Word": "Pasadade, CA 91101\"", "Confidence": 0.56067, "X1": 0.184, "Y1": 0.21765, "X2": 0.265, "Y2": 0.21745, "X3": 0.265, "Y3": 0.23157, "X4": 0.184, "Y4": 0.23157, "page": 0}, {"Word": "Joey Ancrons", "Confidence": 0.522, "X1": 0.185, "Y1": 0.24629, "X2": 0.237, "Y2": 0.24609, "X3": 0.237, "Y3": 0.25761, "X4": 0.185, "Y4": 0.25631, "page": 0}, {"Word": "354500", "Confidence": 0.663, "X1": 0.332, "Y1": 0.24499, "X2": 0.363, "Y2": 0.24479, "X3": 0.363, "Y3": 0.25761, "X4": 0.332, "Y4": 0.25761, "page": 0}, {"Word": "-", "Confidence": 0.849, "X1": 0.479, "Y1": 0.25801, "X2": 0.479, "Y2": 0.25781, "X3": 0.473, "Y3": 0.25891, "X4": 0.473, "Y4": 0.2472, "page": 0}, {"Word": "Ist shipment", "Confidence": 0.197, "X1": 0.511, "Y1": 0.2476, "X2": 0.559, "Y2": 0.2474, "X3": 0.559, "Y3": 0.25891, "X4": 0.511, "Y4": 0.25761, "page": 0}, {"Word": "Philip Monis USA", "Confidence": 0.629, "X1": 0.184, "Y1": 0.25801, "X2": 0.245, "Y2": 0.25781, "X3": 0.246, "Y3": 0.26803, "X4": 0.184, "Y4": 0.26803, "page": 0}, {"Word": "- -", "Confidence": 0.342, "X1": 0.414, "Y1": 0.26843, "X2": 0.413, "Y2": 0.26823, "X3": 0.407, "Y3": 0.26933, "X4": 0.407, "Y4": 0.24589, "page": 0}, {"Word": "1", "Confidence": 0.669, "X1": 0.478, "Y1": 0.27103, "X2": 0.478, "Y2": 0.27083, "X3": 0.473, "Y3": 0.27063, "X4": 0.473, "Y4": 0.25891, "page": 0}, {"Word": "1 shipment", "Confidence": 0.0745, "X1": 0.512, "Y1": 0.26192, "X2": 0.56, "Y2": 0.26172, "X3": 0.559, "Y3": 0.27194, "X4": 0.512, "Y4": 0.27063, "page": 0}, {"Word": "$802 4th St, Suite 205", "Confidence": 0.5352, "X1": 0.183, "Y1": 0.26973, "X2": 0.272, "Y2": 0.26953, "X3": 0.272, "Y3": 0.28105, "X4": 0.183, "Y4": 0.28105, "page": 0}, {"Word": "Lubbock, TX 79410", "Confidence": 0.69833, "X1": 0.184, "Y1": 0.28275, "X2": 0.26, "Y2": 0.28255, "X3": 0.26, "Y3": 0.29407, "X4": 0.184, "Y4": 0.29407, "page": 0}, {"Word": "30", "Confidence": 0.97, "X1": 0.152, "Y1": 0.3101, "X2": 0.165, "Y2": 0.3099, "X3": 0.164, "Y3": 0.31751, "X4": 0.152, "Y4": 0.31751, "page": 0}, {"Word": "Laune Dallale", "Confidence": 0.3405, "X1": 0.184, "Y1": 0.30749, "X2": 0.233, "Y2": 0.30729, "X3": 0.233, "Y3": 0.32011, "X4": 0.184, "Y4": 0.32011, "page": 0}, {"Word": "527300", "Confidence": 0.831, "X1": 0.331, "Y1": 0.30749, "X2": 0.362, "Y2": 0.30729, "X3": 0.362, "Y3": 0.32011, "X4": 0.331, "Y4": 0.31881, "page": 0}, {"Word": "1", "Confidence": 0.826, "X1": 0.47, "Y1": 0.3114, "X2": 0.481, "Y2": 0.3112, "X3": 0.481, "Y3": 0.32532, "X4": 0.47, "Y4": 0.32532, "page": 0}, {"Word": "1et shipment", "Confidence": 0.335, "X1": 0.511, "Y1": 0.3114, "X2": 0.559, "Y2": 0.3112, "X3": 0.559, "Y3": 0.32141, "X4": 0.511, "Y4": 0.32011, "page": 0}, {"Word": "202A Heritage Hils Drive", "Confidence": 0.43275, "X1": 0.185, "Y1": 0.32181, "X2": 0.274, "Y2": 0.32161, "X3": 0.274, "Y3": 0.33313, "X4": 0.185, "Y4": 0.33313, "page": 0}, {"Word": "2", "Confidence": 0.755, "X1": 0.407, "Y1": 0.3153, "X2": 0.417, "Y2": 0.3151, "X3": 0.417, "Y3": 0.33183, "X4": 0.406, "Y4": 0.33183, "page": 0}, {"Word": "181 shipment", "Confidence": 0.1945, "X1": 0.511, "Y1": 0.32442, "X2": 0.559, "Y2": 0.32422, "X3": 0.559, "Y3": 0.33444, "X4": 0.511, "Y4": 0.33313, "page": 0}, {"Word": "Somers, NY 10550", "Confidence": 0.72267, "X1": 0.185, "Y1": 0.33353, "X2": 0.254, "Y2": 0.33333, "X3": 0.254, "Y3": 0.34615, "X4": 0.185, "Y4": 0.34615, "page": 0}, {"Word": "31", "Confidence": 0.941, "X1": 0.15, "Y1": 0.35957, "X2": 0.163, "Y2": 0.35938, "X3": 0.163, "Y3": 0.37089, "X4": 0.15, "Y4": 0.37089, "page": 0}, {"Word": "Nancy Zis", "Confidence": 0.752, "X1": 0.184, "Y1": 0.35957, "X2": 0.229, "Y2": 0.35938, "X3": 0.229, "Y3": 0.37089, "X4": 0.184, "Y4": 0.37089, "page": 0}, {"Word": "621300", "Confidence": 0.787, "X1": 0.332, "Y1": 0.35957, "X2": 0.363, "Y2": 0.35938, "X3": 0.363, "Y3": 0.3735, "X4": 0.332, "Y4": 0.3722, "page": 0}, {"Word": "1E Shipment", "Confidence": 0.136, "X1": 0.51, "Y1": 0.36218, "X2": 0.558, "Y2": 0.36198, "X3": 0.558, "Y3": 0.3735, "X4": 0.509, "Y4": 0.37089, "page": 0}, {"Word": "12774 North 100th St.", "Confidence": 0.731, "X1": 0.185, "Y1": 0.3726, "X2": 0.267, "Y2": 0.3724, "X3": 0.267, "Y3": 0.38391, "X4": 0.185, "Y4": 0.38261, "page": 0}, {"Word": "2", "Confidence": 0.908, "X1": 0.407, "Y1": 0.3739, "X2": 0.414, "Y2": 0.3737, "X3": 0.414, "Y3": 0.38261, "X4": 0.406, "Y4": 0.38261, "page": 0}, {"Word": "- -", "Confidence": 0.7215, "X1": 0.479, "Y1": 0.38041, "X2": 0.478, "Y2": 0.38021, "X3": 0.471, "Y3": 0.38001, "X4": 0.471, "Y4": 0.36048, "page": 0}, {"Word": "1st shipment", "Confidence": 0.1735, "X1": 0.51, "Y1": 0.3752, "X2": 0.559, "Y2": 0.375, "X3": 0.559, "Y3": 0.38522, "X4": 0.51, "Y4": 0.38522, "page": 0}, {"Word": "Scousdale, AZ 85200", "Confidence": 0.68167, "X1": 0.185, "Y1": 0.38562, "X2": 0.266, "Y2": 0.38542, "X3": 0.266, "Y3": 0.39694, "X4": 0.185, "Y4": 0.39694, "page": 0}, {"Word": "32", "Confidence": 0.965, "X1": 0.152, "Y1": 0.41166, "X2": 0.164, "Y2": 0.41146, "X3": 0.164, "Y3": 0.42037, "X4": 0.152, "Y4": 0.42037, "page": 0}, {"Word": "Las Theaman", "Confidence": 0.433, "X1": 0.184, "Y1": 0.41036, "X2": 0.234, "Y2": 0.41016, "X3": 0.234, "Y3": 0.42168, "X4": 0.184, "Y4": 0.42168, "page": 0}, {"Word": "104100", "Confidence": 0.991, "X1": 0.331, "Y1": 0.41036, "X2": 0.363, "Y2": 0.41016, "X3": 0.363, "Y3": 0.42298, "X4": 0.331, "Y4": 0.42298, "page": 0}, {"Word": "IM shipment", "Confidence": 0.146, "X1": 0.51, "Y1": 0.41296, "X2": 0.559, "Y2": 0.41276, "X3": 0.559, "Y3": 0.42298, "X4": 0.51, "Y4": 0.42298, "page": 0}, {"Word": "103 Wilson Avs.", "Confidence": 0.61, "X1": 0.185, "Y1": 0.42338, "X2": 0.243, "Y2": 0.42318, "X3": 0.243, "Y3": 0.43339, "X4": 0.185, "Y4": 0.43339, "page": 0}, {"Word": "--", "Confidence": 0.701, "X1": 0.479, "Y1": 0.4364, "X2": 0.479, "Y2": 0.4362, "X3": 0.472, "Y3": 0.436, "X4": 0.472, "Y4": 0.40996, "page": 0}, {"Word": "Ist ahomard", "Confidence": 0.31, "X1": 0.511, "Y1": 0.42598, "X2": 0.558, "Y2": 0.42578, "X3": 0.558, "Y3": 0.436, "X4": 0.511, "Y4": 0.436, "page": 0}, {"Word": "Wayne, NJ 07470", "Confidence": 0.61033, "X1": 0.183, "Y1": 0.4351, "X2": 0.249, "Y2": 0.4349, "X3": 0.249, "Y3": 0.44641, "X4": 0.183, "Y4": 0.44641, "page": 0}, {"Word": "33", "Confidence": 0.416, "X1": 0.152, "Y1": 0.46114, "X2": 0.164, "Y2": 0.46094, "X3": 0.163, "Y3": 0.47115, "X4": 0.151, "Y4": 0.46985, "page": 0}, {"Word": "Fronda Johngh", "Confidence": 0.365, "X1": 0.183, "Y1": 0.46114, "X2": 0.243, "Y2": 0.46094, "X3": 0.243, "Y3": 0.47246, "X4": 0.183, "Y4": 0.47246, "page": 0}, {"Word": "528200", "Confidence": 0.713, "X1": 0.331, "Y1": 0.45984, "X2": 0.362, "Y2": 0.45964, "X3": 0.362, "Y3": 0.47246, "X4": 0.331, "Y4": 0.47246, "page": 0}, {"Word": "537 West Prestwick", "Confidence": 0.562, "X1": 0.183, "Y1": 0.47416, "X2": 0.258, "Y2": 0.47396, "X3": 0.258, "Y3": 0.48678, "X4": 0.183, "Y4": 0.48418, "page": 0}, {"Word": "Castle Alca, CO 50104", "Confidence": 0.375, "X1": 0.182, "Y1": 0.48588, "X2": 0.269, "Y2": 0.48568, "X3": 0.269, "Y3": 0.4985, "X4": 0.182, "Y4": 0.4985, "page": 0}, {"Word": "14", "Confidence": 0.219, "X1": 0.151, "Y1": 0.51322, "X2": 0.164, "Y2": 0.51302, "X3": 0.164, "Y3": 0.52194, "X4": 0.151, "Y4": 0.52063, "page": 0}, {"Word": "314400", "Confidence": 0.657, "X1": 0.331, "Y1": 0.51322, "X2": 0.362, "Y2": 0.51302, "X3": 0.362, "Y3": 0.52454, "X4": 0.331, "Y4": 0.52324, "page": 0}, {"Word": "1", "Confidence": 0.495, "X1": 0.471, "Y1": 0.51192, "X2": 0.479, "Y2": 0.51172, "X3": 0.479, "Y3": 0.52454, "X4": 0.471, "Y4": 0.52714, "page": 0}, {"Word": "Pralo Mond USA", "Confidence": 0.37867, "X1": 0.183, "Y1": 0.52494, "X2": 0.246, "Y2": 0.52474, "X3": 0.246, "Y3": 0.53626, "X4": 0.183, "Y4": 0.53626, "page": 0}, {"Word": "12101 & Star Se, Sude 105", "Confidence": 0.408, "X1": 0.184, "Y1": 0.53796, "X2": 0.29, "Y2": 0.53776, "X3": 0.29, "Y3": 0.54928, "X4": 0.184, "Y4": 0.54798, "page": 0}, {"Word": "Tulsa, OK 74140", "Confidence": 0.53867, "X1": 0.184, "Y1": 0.54968, "X2": 0.247, "Y2": 0.54948, "X3": 0.247, "Y3": 0.5623, "X4": 0.184, "Y4": 0.561, "page": 0}, {"Word": "2012434980A", "Confidence": 0.756, "X1": 0.201, "Y1": 0.99109, "X2": 0.039, "Y2": 0.99089, "X3": 0.039, "Y3": 0.94121, "X4": 0.2, "Y4": 0.9386, "page": 0}, {"Word": "Page", "Confidence": 0.676, "X1": 0.507, "Y1": 0.96765, "X2": 0.531, "Y2": 0.96745, "X3": 0.53, "Y3": 0.98287, "X4": 0.505, "Y4": 0.98027, "page": 0}], "words_data": [{"Word": "ALBO", "Confidence": 0.832, "X1": 0.462, "Y1": 0.05619, "X2": 0.479, "Y2": 0.05599, "X3": 0.479, "Y3": 0.07141, "X4": 0.461, "Y4": 0.07141, "page": 0, "Index": 0}, {"Word": "POS", "Confidence": 0.904, "X1": 0.482, "Y1": 0.05619, "X2": 0.497, "Y2": 0.05599, "X3": 0.497, "Y3": 0.07011, "X4": 0.481, "Y4": 0.07141, "page": 0, "Index": 1}, {"Word": "NIT", "Confidence": 0.656, "X1": 0.499, "Y1": 0.05489, "X2": 0.51, "Y2": 0.05469, "X3": 0.51, "Y3": 0.07011, "X4": 0.499, "Y4": 0.07011, "page": 0, "Index": 2}, {"Word": "SETUP", "Confidence": 0.955, "X1": 0.512, "Y1": 0.05619, "X2": 0.537, "Y2": 0.05599, "X3": 0.536, "Y3": 0.07011, "X4": 0.512, "Y4": 0.07011, "page": 0, "Index": 3}, {"Word": "TO", "Confidence": 0.804, "X1": 0.539, "Y1": 0.05619, "X2": 0.549, "Y2": 0.05599, "X3": 0.549, "Y3": 0.07011, "X4": 0.539, "Y4": 0.07011, "page": 0, "Index": 4}, {"Word": "SHIP", "Confidence": 0.055, "X1": 0.552, "Y1": 0.05619, "X2": 0.568, "Y2": 0.05599, "X3": 0.567, "Y3": 0.07141, "X4": 0.551, "Y4": 0.07011, "page": 0, "Index": 5}, {"Word": "947", "Confidence": 0.637, "X1": 0.57, "Y1": 0.05619, "X2": 0.588, "Y2": 0.05599, "X3": 0.587, "Y3": 0.07141, "X4": 0.569, "Y4": 0.07141, "page": 0, "Index": 6}, {"Word": "27", "Confidence": 0.863, "X1": 0.155, "Y1": 0.13041, "X2": 0.165, "Y2": 0.13021, "X3": 0.165, "Y3": 0.14173, "X4": 0.155, "Y4": 0.14173, "page": 0, "Index": 7}, {"Word": "Don", "Confidence": 0.898, "X1": 0.185, "Y1": 0.13171, "X2": 0.2, "Y2": 0.13151, "X3": 0.199, "Y3": 0.14303, "X4": 0.185, "Y4": 0.14303, "page": 0, "Index": 8}, {"Word": "Cloney", "Confidence": 0.151, "X1": 0.201, "Y1": 0.13171, "X2": 0.228, "Y2": 0.13151, "X3": 0.227, "Y3": 0.14303, "X4": 0.201, "Y4": 0.14303, "page": 0, "Index": 9}, {"Word": "534500", "Confidence": 0.583, "X1": 0.333, "Y1": 0.13041, "X2": 0.363, "Y2": 0.13021, "X3": 0.363, "Y3": 0.14433, "X4": 0.332, "Y4": 0.14303, "page": 0, "Index": 10}, {"Word": "hat", "Confidence": 0.377, "X1": 0.512, "Y1": 0.13431, "X2": 0.523, "Y2": 0.13411, "X3": 0.523, "Y3": 0.14433, "X4": 0.512, "Y4": 0.14433, "page": 0, "Index": 11}, {"Word": "ab", "Confidence": 0.105, "X1": 0.525, "Y1": 0.13431, "X2": 0.534, "Y2": 0.13411, "X3": 0.534, "Y3": 0.14433, "X4": 0.525, "Y4": 0.14433, "page": 0, "Index": 12}, {"Word": "pment", "Confidence": 0.703, "X1": 0.536, "Y1": 0.13431, "X2": 0.56, "Y2": 0.13411, "X3": 0.56, "Y3": 0.14563, "X4": 0.536, "Y4": 0.14433, "page": 0, "Index": 13}, {"Word": "434", "Confidence": 0.594, "X1": 0.185, "Y1": 0.14473, "X2": 0.198, "Y2": 0.14453, "X3": 0.198, "Y3": 0.15605, "X4": 0.185, "Y4": 0.15605, "page": 0, "Index": 14}, {"Word": "Noonan", "Confidence": 0.64, "X1": 0.2, "Y1": 0.14473, "X2": 0.228, "Y2": 0.14453, "X3": 0.227, "Y3": 0.15605, "X4": 0.2, "Y4": 0.15605, "page": 0, "Index": 15}, {"Word": "ranch", "Confidence": 0.812, "X1": 0.23, "Y1": 0.14473, "X2": 0.25, "Y2": 0.14453, "X3": 0.249, "Y3": 0.15605, "X4": 0.229, "Y4": 0.15605, "page": 0, "Index": 16}, {"Word": "Lane", "Confidence": 0.671, "X1": 0.251, "Y1": 0.14343, "X2": 0.271, "Y2": 0.14323, "X3": 0.27, "Y3": 0.15605, "X4": 0.251, "Y4": 0.15605, "page": 0, "Index": 17}, {"Word": "Ist", "Confidence": 0.608, "X1": 0.513, "Y1": 0.14734, "X2": 0.523, "Y2": 0.14714, "X3": 0.523, "Y3": 0.15735, "X4": 0.513, "Y4": 0.15605, "page": 0, "Index": 18}, {"Word": "shipment", "Confidence": 0.299, "X1": 0.525, "Y1": 0.14734, "X2": 0.56, "Y2": 0.14714, "X3": 0.56, "Y3": 0.15865, "X4": 0.525, "Y4": 0.15735, "page": 0, "Index": 19}, {"Word": "Santa", "Confidence": 0.702, "X1": 0.186, "Y1": 0.15645, "X2": 0.205, "Y2": 0.15625, "X3": 0.205, "Y3": 0.16907, "X4": 0.186, "Y4": 0.16907, "page": 0, "Index": 20}, {"Word": "Rosa,", "Confidence": 0.618, "X1": 0.207, "Y1": 0.15645, "X2": 0.228, "Y2": 0.15625, "X3": 0.228, "Y3": 0.16907, "X4": 0.207, "Y4": 0.16907, "page": 0, "Index": 21}, {"Word": "CA", "Confidence": 0.996, "X1": 0.23, "Y1": 0.15645, "X2": 0.241, "Y2": 0.15625, "X3": 0.241, "Y3": 0.16907, "X4": 0.229, "Y4": 0.16907, "page": 0, "Index": 22}, {"Word": "95400", "Confidence": 0.271, "X1": 0.245, "Y1": 0.15645, "X2": 0.268, "Y2": 0.15625, "X3": 0.268, "Y3": 0.16907, "X4": 0.245, "Y4": 0.16907, "page": 0, "Index": 23}, {"Word": "28", "Confidence": 0.229, "X1": 0.153, "Y1": 0.18379, "X2": 0.163, "Y2": 0.18359, "X3": 0.162, "Y3": 0.19251, "X4": 0.153, "Y4": 0.19121, "page": 0, "Index": 24}, {"Word": "Barbara", "Confidence": 0.812, "X1": 0.186, "Y1": 0.18119, "X2": 0.212, "Y2": 0.18099, "X3": 0.212, "Y3": 0.19381, "X4": 0.186, "Y4": 0.19381, "page": 0, "Index": 25}, {"Word": "Machel", "Confidence": 0.638, "X1": 0.214, "Y1": 0.18119, "X2": 0.242, "Y2": 0.18099, "X3": 0.242, "Y3": 0.19381, "X4": 0.214, "Y4": 0.19381, "page": 0, "Index": 26}, {"Word": "544100", "Confidence": 0.645, "X1": 0.333, "Y1": 0.18249, "X2": 0.362, "Y2": 0.18229, "X3": 0.362, "Y3": 0.19381, "X4": 0.333, "Y4": 0.19511, "page": 0, "Index": 27}, {"Word": "1", "Confidence": 0.702, "X1": 0.408, "Y1": 0.18249, "X2": 0.414, "Y2": 0.18229, "X3": 0.415, "Y3": 0.19511, "X4": 0.408, "Y4": 0.19511, "page": 0, "Index": 28}, {"Word": "1", "Confidence": 0.995, "X1": 0.473, "Y1": 0.18249, "X2": 0.479, "Y2": 0.18229, "X3": 0.479, "Y3": 0.19511, "X4": 0.473, "Y4": 0.19511, "page": 0, "Index": 29}, {"Word": "1st", "Confidence": 0.544, "X1": 0.511, "Y1": 0.1851, "X2": 0.523, "Y2": 0.1849, "X3": 0.522, "Y3": 0.19641, "X4": 0.511, "Y4": 0.19641, "page": 0, "Index": 30}, {"Word": "shipment", "Confidence": 0.421, "X1": 0.525, "Y1": 0.1851, "X2": 0.56, "Y2": 0.1849, "X3": 0.559, "Y3": 0.19511, "X4": 0.524, "Y4": 0.19641, "page": 0, "Index": 31}, {"Word": "Philp", "Confidence": 0.458, "X1": 0.186, "Y1": 0.19551, "X2": 0.204, "Y2": 0.19531, "X3": 0.203, "Y3": 0.20553, "X4": 0.185, "Y4": 0.20683, "page": 0, "Index": 32}, {"Word": "Mocs", "Confidence": 0.121, "X1": 0.205, "Y1": 0.19551, "X2": 0.227, "Y2": 0.19531, "X3": 0.226, "Y3": 0.20553, "X4": 0.205, "Y4": 0.20553, "page": 0, "Index": 33}, {"Word": "USA", "Confidence": 0.995, "X1": 0.228, "Y1": 0.19551, "X2": 0.245, "Y2": 0.19531, "X3": 0.244, "Y3": 0.20683, "X4": 0.228, "Y4": 0.20553, "page": 0, "Index": 34}, {"Word": "300", "Confidence": 0.963, "X1": 0.186, "Y1": 0.20723, "X2": 0.198, "Y2": 0.20703, "X3": 0.198, "Y3": 0.21855, "X4": 0.185, "Y4": 0.21855, "page": 0, "Index": 35}, {"Word": "N.", "Confidence": 0.955, "X1": 0.2, "Y1": 0.20723, "X2": 0.209, "Y2": 0.20703, "X3": 0.208, "Y3": 0.21855, "X4": 0.2, "Y4": 0.21855, "page": 0, "Index": 36}, {"Word": "Late", "Confidence": 0.645, "X1": 0.21, "Y1": 0.20723, "X2": 0.229, "Y2": 0.20703, "X3": 0.229, "Y3": 0.21855, "X4": 0.21, "Y4": 0.21855, "page": 0, "Index": 37}, {"Word": "Ave", "Confidence": 0.687, "X1": 0.231, "Y1": 0.20723, "X2": 0.243, "Y2": 0.20703, "X3": 0.242, "Y3": 0.21855, "X4": 0.23, "Y4": 0.21855, "page": 0, "Index": 38}, {"Word": ".,", "Confidence": 0.929, "X1": 0.244, "Y1": 0.20723, "X2": 0.249, "Y2": 0.20703, "X3": 0.249, "Y3": 0.21855, "X4": 0.244, "Y4": 0.21855, "page": 0, "Index": 39}, {"Word": "Sune", "Confidence": 0.741, "X1": 0.251, "Y1": 0.20723, "X2": 0.27, "Y2": 0.20703, "X3": 0.27, "Y3": 0.21985, "X4": 0.251, "Y4": 0.21855, "page": 0, "Index": 40}, {"Word": "1100", "Confidence": 0.955, "X1": 0.272, "Y1": 0.20853, "X2": 0.29, "Y2": 0.20833, "X3": 0.289, "Y3": 0.21985, "X4": 0.272, "Y4": 0.21985, "page": 0, "Index": 41}, {"Word": "Pasadade,", "Confidence": 0.164, "X1": 0.184, "Y1": 0.21895, "X2": 0.221, "Y2": 0.21875, "X3": 0.221, "Y3": 0.23287, "X4": 0.185, "Y4": 0.23287, "page": 0, "Index": 42}, {"Word": "CA", "Confidence": 0.906, "X1": 0.223, "Y1": 0.21895, "X2": 0.235, "Y2": 0.21875, "X3": 0.235, "Y3": 0.23157, "X4": 0.223, "Y4": 0.23287, "page": 0, "Index": 43}, {"Word": "91101\"", "Confidence": 0.612, "X1": 0.238, "Y1": 0.22025, "X2": 0.266, "Y2": 0.22005, "X3": 0.265, "Y3": 0.23157, "X4": 0.238, "Y4": 0.23157, "page": 0, "Index": 44}, {"Word": "Joey", "Confidence": 0.434, "X1": 0.186, "Y1": 0.24629, "X2": 0.202, "Y2": 0.24609, "X3": 0.202, "Y3": 0.25761, "X4": 0.186, "Y4": 0.25761, "page": 0, "Index": 45}, {"Word": "Ancrons", "Confidence": 0.61, "X1": 0.204, "Y1": 0.2476, "X2": 0.235, "Y2": 0.2474, "X3": 0.235, "Y3": 0.25761, "X4": 0.204, "Y4": 0.25761, "page": 0, "Index": 46}, {"Word": "354500", "Confidence": 0.663, "X1": 0.333, "Y1": 0.24499, "X2": 0.362, "Y2": 0.24479, "X3": 0.362, "Y3": 0.25761, "X4": 0.332, "Y4": 0.25891, "page": 0, "Index": 47}, {"Word": "-", "Confidence": 0.62, "X1": 0.414, "Y1": 0.25541, "X2": 0.414, "Y2": 0.25521, "X3": 0.407, "Y3": 0.25501, "X4": 0.407, "Y4": 0.2498, "page": 0, "Index": 48}, {"Word": "-", "Confidence": 0.849, "X1": 0.479, "Y1": 0.2515, "X2": 0.479, "Y2": 0.2513, "X3": 0.473, "Y3": 0.2511, "X4": 0.473, "Y4": 0.2472, "page": 0, "Index": 49}, {"Word": "1", "Confidence": 0.669, "X1": 0.478, "Y1": 0.26322, "X2": 0.478, "Y2": 0.26302, "X3": 0.473, "Y3": 0.26282, "X4": 0.473, "Y4": 0.25891, "page": 0, "Index": 50}, {"Word": "Ist", "Confidence": 0.091, "X1": 0.511, "Y1": 0.2476, "X2": 0.523, "Y2": 0.2474, "X3": 0.523, "Y3": 0.25891, "X4": 0.511, "Y4": 0.25761, "page": 0, "Index": 51}, {"Word": "shipment", "Confidence": 0.303, "X1": 0.524, "Y1": 0.2476, "X2": 0.559, "Y2": 0.2474, "X3": 0.559, "Y3": 0.25891, "X4": 0.524, "Y4": 0.25891, "page": 0, "Index": 52}, {"Word": "Philip", "Confidence": 0.646, "X1": 0.185, "Y1": 0.25801, "X2": 0.203, "Y2": 0.25781, "X3": 0.203, "Y3": 0.26933, "X4": 0.185, "Y4": 0.26933, "page": 0, "Index": 53}, {"Word": "Monis", "Confidence": 0.307, "X1": 0.205, "Y1": 0.25801, "X2": 0.226, "Y2": 0.25781, "X3": 0.226, "Y3": 0.26933, "X4": 0.205, "Y4": 0.26933, "page": 0, "Index": 54}, {"Word": "USA", "Confidence": 0.934, "X1": 0.228, "Y1": 0.25801, "X2": 0.244, "Y2": 0.25781, "X3": 0.244, "Y3": 0.26933, "X4": 0.228, "Y4": 0.26933, "page": 0, "Index": 55}, {"Word": "-", "Confidence": 0.064, "X1": 0.414, "Y1": 0.26843, "X2": 0.414, "Y2": 0.26823, "X3": 0.407, "Y3": 0.26803, "X4": 0.407, "Y4": 0.26152, "page": 0, "Index": 56}, {"Word": "1", "Confidence": 0.013, "X1": 0.512, "Y1": 0.26192, "X2": 0.517, "Y2": 0.26172, "X3": 0.517, "Y3": 0.27063, "X4": 0.512, "Y4": 0.27063, "page": 0, "Index": 57}, {"Word": "shipment", "Confidence": 0.136, "X1": 0.524, "Y1": 0.26192, "X2": 0.559, "Y2": 0.26172, "X3": 0.558, "Y3": 0.27194, "X4": 0.524, "Y4": 0.27063, "page": 0, "Index": 58}, {"Word": "$802", "Confidence": 0.191, "X1": 0.184, "Y1": 0.27103, "X2": 0.203, "Y2": 0.27083, "X3": 0.202, "Y3": 0.28235, "X4": 0.184, "Y4": 0.28235, "page": 0, "Index": 59}, {"Word": "4th", "Confidence": 0.414, "X1": 0.205, "Y1": 0.27103, "X2": 0.217, "Y2": 0.27083, "X3": 0.217, "Y3": 0.28235, "X4": 0.205, "Y4": 0.28235, "page": 0, "Index": 60}, {"Word": "St,", "Confidence": 0.662, "X1": 0.219, "Y1": 0.27103, "X2": 0.232, "Y2": 0.27083, "X3": 0.232, "Y3": 0.28235, "X4": 0.219, "Y4": 0.28235, "page": 0, "Index": 61}, {"Word": "Suite", "Confidence": 0.602, "X1": 0.234, "Y1": 0.27103, "X2": 0.254, "Y2": 0.27083, "X3": 0.253, "Y3": 0.28235, "X4": 0.234, "Y4": 0.28235, "page": 0, "Index": 62}, {"Word": "205", "Confidence": 0.807, "X1": 0.256, "Y1": 0.27103, "X2": 0.27, "Y2": 0.27083, "X3": 0.27, "Y3": 0.28235, "X4": 0.255, "Y4": 0.28235, "page": 0, "Index": 63}, {"Word": "Lubbock,", "Confidence": 0.769, "X1": 0.185, "Y1": 0.28275, "X2": 0.217, "Y2": 0.28255, "X3": 0.216, "Y3": 0.29537, "X4": 0.185, "Y4": 0.29537, "page": 0, "Index": 64}, {"Word": "TX", "Confidence": 0.966, "X1": 0.219, "Y1": 0.28275, "X2": 0.229, "Y2": 0.28255, "X3": 0.229, "Y3": 0.29537, "X4": 0.218, "Y4": 0.29537, "page": 0, "Index": 65}, {"Word": "79410", "Confidence": 0.36, "X1": 0.235, "Y1": 0.28405, "X2": 0.257, "Y2": 0.28385, "X3": 0.257, "Y3": 0.29537, "X4": 0.235, "Y4": 0.29537, "page": 0, "Index": 66}, {"Word": "30", "Confidence": 0.97, "X1": 0.153, "Y1": 0.3101, "X2": 0.161, "Y2": 0.3099, "X3": 0.161, "Y3": 0.31751, "X4": 0.153, "Y4": 0.31751, "page": 0, "Index": 67}, {"Word": "Laune", "Confidence": 0.564, "X1": 0.185, "Y1": 0.30879, "X2": 0.204, "Y2": 0.30859, "X3": 0.204, "Y3": 0.32141, "X4": 0.185, "Y4": 0.32141, "page": 0, "Index": 68}, {"Word": "Dallale", "Confidence": 0.117, "X1": 0.206, "Y1": 0.30879, "X2": 0.234, "Y2": 0.30859, "X3": 0.234, "Y3": 0.32141, "X4": 0.206, "Y4": 0.32141, "page": 0, "Index": 69}, {"Word": "527300", "Confidence": 0.831, "X1": 0.332, "Y1": 0.30879, "X2": 0.362, "Y2": 0.30859, "X3": 0.362, "Y3": 0.32141, "X4": 0.332, "Y4": 0.32011, "page": 0, "Index": 70}, {"Word": "1", "Confidence": 0.826, "X1": 0.472, "Y1": 0.3101, "X2": 0.48, "Y2": 0.3099, "X3": 0.479, "Y3": 0.32532, "X4": 0.471, "Y4": 0.32532, "page": 0, "Index": 71}, {"Word": "1et", "Confidence": 0.061, "X1": 0.511, "Y1": 0.3114, "X2": 0.522, "Y2": 0.3112, "X3": 0.522, "Y3": 0.32141, "X4": 0.511, "Y4": 0.32141, "page": 0, "Index": 72}, {"Word": "shipment", "Confidence": 0.609, "X1": 0.524, "Y1": 0.3127, "X2": 0.559, "Y2": 0.3125, "X3": 0.559, "Y3": 0.32141, "X4": 0.524, "Y4": 0.32141, "page": 0, "Index": 73}, {"Word": "202A", "Confidence": 0.651, "X1": 0.185, "Y1": 0.32181, "X2": 0.202, "Y2": 0.32161, "X3": 0.202, "Y3": 0.33313, "X4": 0.185, "Y4": 0.33313, "page": 0, "Index": 74}, {"Word": "Heritage", "Confidence": 0.235, "X1": 0.204, "Y1": 0.32181, "X2": 0.234, "Y2": 0.32161, "X3": 0.234, "Y3": 0.33444, "X4": 0.204, "Y4": 0.33313, "page": 0, "Index": 75}, {"Word": "Hils", "Confidence": 0.625, "X1": 0.236, "Y1": 0.32181, "X2": 0.252, "Y2": 0.32161, "X3": 0.252, "Y3": 0.33444, "X4": 0.236, "Y4": 0.33444, "page": 0, "Index": 76}, {"Word": "Drive", "Confidence": 0.22, "X1": 0.254, "Y1": 0.32181, "X2": 0.274, "Y2": 0.32161, "X3": 0.273, "Y3": 0.33444, "X4": 0.253, "Y4": 0.33444, "page": 0, "Index": 77}, {"Word": "2", "Confidence": 0.755, "X1": 0.406, "Y1": 0.3153, "X2": 0.416, "Y2": 0.3151, "X3": 0.416, "Y3": 0.33183, "X4": 0.406, "Y4": 0.33183, "page": 0, "Index": 78}, {"Word": "181", "Confidence": 0.058, "X1": 0.511, "Y1": 0.32442, "X2": 0.522, "Y2": 0.32422, "X3": 0.522, "Y3": 0.33444, "X4": 0.512, "Y4": 0.33444, "page": 0, "Index": 79}, {"Word": "shipment", "Confidence": 0.331, "X1": 0.524, "Y1": 0.32442, "X2": 0.559, "Y2": 0.32422, "X3": 0.559, "Y3": 0.33574, "X4": 0.524, "Y4": 0.33444, "page": 0, "Index": 80}, {"Word": "Somers,", "Confidence": 0.67, "X1": 0.185, "Y1": 0.33484, "X2": 0.213, "Y2": 0.33464, "X3": 0.213, "Y3": 0.34615, "X4": 0.185, "Y4": 0.34615, "page": 0, "Index": 81}, {"Word": "NY", "Confidence": 0.885, "X1": 0.215, "Y1": 0.33484, "X2": 0.228, "Y2": 0.33464, "X3": 0.228, "Y3": 0.34615, "X4": 0.215, "Y4": 0.34615, "page": 0, "Index": 82}, {"Word": "10550", "Confidence": 0.613, "X1": 0.232, "Y1": 0.33484, "X2": 0.253, "Y2": 0.33464, "X3": 0.253, "Y3": 0.34746, "X4": 0.231, "Y4": 0.34615, "page": 0, "Index": 83}, {"Word": "31", "Confidence": 0.941, "X1": 0.152, "Y1": 0.35957, "X2": 0.163, "Y2": 0.35938, "X3": 0.163, "Y3": 0.37089, "X4": 0.152, "Y4": 0.37089, "page": 0, "Index": 84}, {"Word": "Nancy", "Confidence": 0.881, "X1": 0.185, "Y1": 0.35957, "X2": 0.205, "Y2": 0.35938, "X3": 0.205, "Y3": 0.37089, "X4": 0.185, "Y4": 0.37089, "page": 0, "Index": 85}, {"Word": "Zis", "Confidence": 0.623, "X1": 0.207, "Y1": 0.36088, "X2": 0.228, "Y2": 0.36068, "X3": 0.228, "Y3": 0.37089, "X4": 0.207, "Y4": 0.37089, "page": 0, "Index": 86}, {"Word": "621300", "Confidence": 0.787, "X1": 0.332, "Y1": 0.36088, "X2": 0.361, "Y2": 0.36068, "X3": 0.36, "Y3": 0.3735, "X4": 0.332, "Y4": 0.3722, "page": 0, "Index": 87}, {"Word": "-", "Confidence": 0.704, "X1": 0.479, "Y1": 0.3726, "X2": 0.479, "Y2": 0.3724, "X3": 0.471, "Y3": 0.3722, "X4": 0.471, "Y4": 0.36569, "page": 0, "Index": 88}, {"Word": "1E", "Confidence": 0.239, "X1": 0.511, "Y1": 0.36218, "X2": 0.519, "Y2": 0.36198, "X3": 0.518, "Y3": 0.3722, "X4": 0.51, "Y4": 0.3722, "page": 0, "Index": 89}, {"Word": "Shipment", "Confidence": 0.033, "X1": 0.523, "Y1": 0.36348, "X2": 0.558, "Y2": 0.36328, "X3": 0.558, "Y3": 0.3735, "X4": 0.523, "Y4": 0.3722, "page": 0, "Index": 90}, {"Word": "12774", "Confidence": 0.981, "X1": 0.185, "Y1": 0.3726, "X2": 0.206, "Y2": 0.3724, "X3": 0.206, "Y3": 0.38391, "X4": 0.185, "Y4": 0.38391, "page": 0, "Index": 91}, {"Word": "North", "Confidence": 0.809, "X1": 0.209, "Y1": 0.3726, "X2": 0.231, "Y2": 0.3724, "X3": 0.231, "Y3": 0.38391, "X4": 0.209, "Y4": 0.38391, "page": 0, "Index": 92}, {"Word": "100th", "Confidence": 0.501, "X1": 0.233, "Y1": 0.3726, "X2": 0.254, "Y2": 0.3724, "X3": 0.254, "Y3": 0.38391, "X4": 0.233, "Y4": 0.38391, "page": 0, "Index": 93}, {"Word": "St.", "Confidence": 0.633, "X1": 0.256, "Y1": 0.3739, "X2": 0.267, "Y2": 0.3737, "X3": 0.267, "Y3": 0.38391, "X4": 0.256, "Y4": 0.38391, "page": 0, "Index": 94}, {"Word": "2", "Confidence": 0.908, "X1": 0.409, "Y1": 0.3739, "X2": 0.413, "Y2": 0.3737, "X3": 0.413, "Y3": 0.38261, "X4": 0.409, "Y4": 0.38261, "page": 0, "Index": 95}, {"Word": "-", "Confidence": 0.739, "X1": 0.479, "Y1": 0.38041, "X2": 0.479, "Y2": 0.38021, "X3": 0.471, "Y3": 0.38001, "X4": 0.471, "Y4": 0.3735, "page": 0, "Index": 96}, {"Word": "1st", "Confidence": 0.022, "X1": 0.511, "Y1": 0.3752, "X2": 0.522, "Y2": 0.375, "X3": 0.522, "Y3": 0.38522, "X4": 0.511, "Y4": 0.38522, "page": 0, "Index": 97}, {"Word": "shipment", "Confidence": 0.325, "X1": 0.524, "Y1": 0.3765, "X2": 0.559, "Y2": 0.3763, "X3": 0.559, "Y3": 0.38652, "X4": 0.523, "Y4": 0.38522, "page": 0, "Index": 98}, {"Word": "Scousdale,", "Confidence": 0.401, "X1": 0.186, "Y1": 0.38562, "X2": 0.223, "Y2": 0.38542, "X3": 0.223, "Y3": 0.39694, "X4": 0.185, "Y4": 0.39694, "page": 0, "Index": 99}, {"Word": "AZ", "Confidence": 0.998, "X1": 0.225, "Y1": 0.38562, "X2": 0.237, "Y2": 0.38542, "X3": 0.236, "Y3": 0.39694, "X4": 0.225, "Y4": 0.39694, "page": 0, "Index": 100}, {"Word": "85200", "Confidence": 0.646, "X1": 0.242, "Y1": 0.38562, "X2": 0.264, "Y2": 0.38542, "X3": 0.264, "Y3": 0.39824, "X4": 0.241, "Y4": 0.39694, "page": 0, "Index": 101}, {"Word": "32", "Confidence": 0.965, "X1": 0.153, "Y1": 0.41166, "X2": 0.162, "Y2": 0.41146, "X3": 0.162, "Y3": 0.42037, "X4": 0.153, "Y4": 0.42037, "page": 0, "Index": 102}, {"Word": "Las", "Confidence": 0.262, "X1": 0.185, "Y1": 0.41036, "X2": 0.198, "Y2": 0.41016, "X3": 0.198, "Y3": 0.42168, "X4": 0.185, "Y4": 0.42168, "page": 0, "Index": 103}, {"Word": "Theaman", "Confidence": 0.604, "X1": 0.2, "Y1": 0.41166, "X2": 0.233, "Y2": 0.41146, "X3": 0.232, "Y3": 0.42168, "X4": 0.2, "Y4": 0.42168, "page": 0, "Index": 104}, {"Word": "104100", "Confidence": 0.991, "X1": 0.332, "Y1": 0.41166, "X2": 0.361, "Y2": 0.41146, "X3": 0.361, "Y3": 0.42298, "X4": 0.332, "Y4": 0.42298, "page": 0, "Index": 105}, {"Word": "IM", "Confidence": 0.123, "X1": 0.51, "Y1": 0.41296, "X2": 0.518, "Y2": 0.41276, "X3": 0.518, "Y3": 0.42298, "X4": 0.51, "Y4": 0.42298, "page": 0, "Index": 106}, {"Word": "shipment", "Confidence": 0.169, "X1": 0.523, "Y1": 0.41426, "X2": 0.559, "Y2": 0.41406, "X3": 0.559, "Y3": 0.42428, "X4": 0.523, "Y4": 0.42298, "page": 0, "Index": 107}, {"Word": "103", "Confidence": 0.892, "X1": 0.186, "Y1": 0.42338, "X2": 0.198, "Y2": 0.42318, "X3": 0.197, "Y3": 0.43339, "X4": 0.185, "Y4": 0.43339, "page": 0, "Index": 108}, {"Word": "Wilson", "Confidence": 0.625, "X1": 0.2, "Y1": 0.42338, "X2": 0.224, "Y2": 0.42318, "X3": 0.224, "Y3": 0.43339, "X4": 0.199, "Y4": 0.43339, "page": 0, "Index": 109}, {"Word": "Avs.", "Confidence": 0.313, "X1": 0.227, "Y1": 0.42468, "X2": 0.243, "Y2": 0.42448, "X3": 0.243, "Y3": 0.4347, "X4": 0.226, "Y4": 0.43339, "page": 0, "Index": 110}, {"Word": "--", "Confidence": 0.701, "X1": 0.479, "Y1": 0.42859, "X2": 0.479, "Y2": 0.42839, "X3": 0.473, "Y3": 0.42949, "X4": 0.472, "Y4": 0.41256, "page": 0, "Index": 111}, {"Word": "Ist", "Confidence": 0.015, "X1": 0.511, "Y1": 0.42598, "X2": 0.521, "Y2": 0.42578, "X3": 0.521, "Y3": 0.436, "X4": 0.511, "Y4": 0.436, "page": 0, "Index": 112}, {"Word": "ahomard", "Confidence": 0.605, "X1": 0.523, "Y1": 0.42728, "X2": 0.557, "Y2": 0.42708, "X3": 0.556, "Y3": 0.4373, "X4": 0.523, "Y4": 0.436, "page": 0, "Index": 113}, {"Word": "Wayne,", "Confidence": 0.45, "X1": 0.184, "Y1": 0.4364, "X2": 0.21, "Y2": 0.4362, "X3": 0.21, "Y3": 0.44772, "X4": 0.183, "Y4": 0.44772, "page": 0, "Index": 114}, {"Word": "NJ", "Confidence": 0.701, "X1": 0.212, "Y1": 0.4364, "X2": 0.224, "Y2": 0.4362, "X3": 0.223, "Y3": 0.44772, "X4": 0.211, "Y4": 0.44772, "page": 0, "Index": 115}, {"Word": "07470", "Confidence": 0.68, "X1": 0.227, "Y1": 0.4364, "X2": 0.249, "Y2": 0.4362, "X3": 0.249, "Y3": 0.44772, "X4": 0.226, "Y4": 0.44772, "page": 0, "Index": 116}, {"Word": "33", "Confidence": 0.416, "X1": 0.152, "Y1": 0.46114, "X2": 0.161, "Y2": 0.46094, "X3": 0.161, "Y3": 0.47115, "X4": 0.152, "Y4": 0.46985, "page": 0, "Index": 117}, {"Word": "Fronda", "Confidence": 0.513, "X1": 0.184, "Y1": 0.46114, "X2": 0.211, "Y2": 0.46094, "X3": 0.211, "Y3": 0.47246, "X4": 0.184, "Y4": 0.47246, "page": 0, "Index": 118}, {"Word": "Johngh", "Confidence": 0.217, "X1": 0.213, "Y1": 0.46244, "X2": 0.241, "Y2": 0.46224, "X3": 0.241, "Y3": 0.47376, "X4": 0.212, "Y4": 0.47246, "page": 0, "Index": 119}, {"Word": "528200", "Confidence": 0.713, "X1": 0.331, "Y1": 0.46114, "X2": 0.36, "Y2": 0.46094, "X3": 0.36, "Y3": 0.47376, "X4": 0.332, "Y4": 0.47376, "page": 0, "Index": 120}, {"Word": "537", "Confidence": 0.908, "X1": 0.184, "Y1": 0.47416, "X2": 0.197, "Y2": 0.47396, "X3": 0.197, "Y3": 0.48548, "X4": 0.184, "Y4": 0.48548, "page": 0, "Index": 121}, {"Word": "West", "Confidence": 0.652, "X1": 0.198, "Y1": 0.47416, "X2": 0.218, "Y2": 0.47396, "X3": 0.218, "Y3": 0.48548, "X4": 0.198, "Y4": 0.48548, "page": 0, "Index": 122}, {"Word": "Prestwick", "Confidence": 0.126, "X1": 0.22, "Y1": 0.47676, "X2": 0.254, "Y2": 0.47656, "X3": 0.254, "Y3": 0.48548, "X4": 0.22, "Y4": 0.48548, "page": 0, "Index": 123}, {"Word": "Castle", "Confidence": 0.194, "X1": 0.183, "Y1": 0.48718, "X2": 0.204, "Y2": 0.48698, "X3": 0.204, "Y3": 0.4985, "X4": 0.183, "Y4": 0.4985, "page": 0, "Index": 124}, {"Word": "Alca,", "Confidence": 0.025, "X1": 0.206, "Y1": 0.48718, "X2": 0.226, "Y2": 0.48698, "X3": 0.226, "Y3": 0.4985, "X4": 0.206, "Y4": 0.4985, "page": 0, "Index": 125}, {"Word": "CO", "Confidence": 0.631, "X1": 0.228, "Y1": 0.48718, "X2": 0.24, "Y2": 0.48698, "X3": 0.24, "Y3": 0.4985, "X4": 0.228, "Y4": 0.4985, "page": 0, "Index": 126}, {"Word": "50104", "Confidence": 0.65, "X1": 0.245, "Y1": 0.48718, "X2": 0.268, "Y2": 0.48698, "X3": 0.268, "Y3": 0.4985, "X4": 0.245, "Y4": 0.4985, "page": 0, "Index": 127}, {"Word": "14", "Confidence": 0.219, "X1": 0.152, "Y1": 0.51322, "X2": 0.161, "Y2": 0.51302, "X3": 0.16, "Y3": 0.52194, "X4": 0.152, "Y4": 0.52063, "page": 0, "Index": 128}, {"Word": "314400", "Confidence": 0.657, "X1": 0.331, "Y1": 0.51322, "X2": 0.359, "Y2": 0.51302, "X3": 0.36, "Y3": 0.52454, "X4": 0.331, "Y4": 0.52454, "page": 0, "Index": 129}, {"Word": "1", "Confidence": 0.495, "X1": 0.472, "Y1": 0.51192, "X2": 0.478, "Y2": 0.51172, "X3": 0.48, "Y3": 0.52324, "X4": 0.473, "Y4": 0.52584, "page": 0, "Index": 130}, {"Word": "Pralo", "Confidence": 0.073, "X1": 0.184, "Y1": 0.52494, "X2": 0.202, "Y2": 0.52474, "X3": 0.201, "Y3": 0.53626, "X4": 0.184, "Y4": 0.53626, "page": 0, "Index": 131}, {"Word": "Mond", "Confidence": 0.136, "X1": 0.203, "Y1": 0.52624, "X2": 0.225, "Y2": 0.52604, "X3": 0.224, "Y3": 0.53626, "X4": 0.203, "Y4": 0.53626, "page": 0, "Index": 132}, {"Word": "USA", "Confidence": 0.927, "X1": 0.227, "Y1": 0.52624, "X2": 0.243, "Y2": 0.52604, "X3": 0.243, "Y3": 0.53626, "X4": 0.226, "Y4": 0.53626, "page": 0, "Index": 133}, {"Word": "12101", "Confidence": 0.874, "X1": 0.184, "Y1": 0.53796, "X2": 0.205, "Y2": 0.53776, "X3": 0.205, "Y3": 0.54928, "X4": 0.184, "Y4": 0.54928, "page": 0, "Index": 134}, {"Word": "&", "Confidence": 0.022, "X1": 0.207, "Y1": 0.53796, "X2": 0.212, "Y2": 0.53776, "X3": 0.212, "Y3": 0.54928, "X4": 0.207, "Y4": 0.54928, "page": 0, "Index": 135}, {"Word": "Star", "Confidence": 0.075, "X1": 0.221, "Y1": 0.53796, "X2": 0.238, "Y2": 0.53776, "X3": 0.238, "Y3": 0.54928, "X4": 0.221, "Y4": 0.54928, "page": 0, "Index": 136}, {"Word": "Se,", "Confidence": 0.151, "X1": 0.24, "Y1": 0.53796, "X2": 0.252, "Y2": 0.53776, "X3": 0.252, "Y3": 0.54928, "X4": 0.239, "Y4": 0.54928, "page": 0, "Index": 137}, {"Word": "Sude", "Confidence": 0.634, "X1": 0.254, "Y1": 0.53796, "X2": 0.274, "Y2": 0.53776, "X3": 0.273, "Y3": 0.55058, "X4": 0.253, "Y4": 0.54928, "page": 0, "Index": 138}, {"Word": "105", "Confidence": 0.692, "X1": 0.276, "Y1": 0.53796, "X2": 0.289, "Y2": 0.53776, "X3": 0.288, "Y3": 0.55058, "X4": 0.275, "Y4": 0.55058, "page": 0, "Index": 139}, {"Word": "Tulsa,", "Confidence": 0.179, "X1": 0.185, "Y1": 0.55098, "X2": 0.205, "Y2": 0.55078, "X3": 0.205, "Y3": 0.5623, "X4": 0.185, "Y4": 0.5623, "page": 0, "Index": 140}, {"Word": "OK", "Confidence": 0.822, "X1": 0.207, "Y1": 0.55098, "X2": 0.218, "Y2": 0.55078, "X3": 0.218, "Y3": 0.5623, "X4": 0.207, "Y4": 0.5623, "page": 0, "Index": 141}, {"Word": "74140", "Confidence": 0.615, "X1": 0.224, "Y1": 0.55228, "X2": 0.246, "Y2": 0.55208, "X3": 0.246, "Y3": 0.5636, "X4": 0.224, "Y4": 0.5623, "page": 0, "Index": 142}, {"Word": "2012434980A", "Confidence": 0.756, "X1": 0.2, "Y1": 0.99109, "X2": 0.043, "Y2": 0.99089, "X3": 0.043, "Y3": 0.94251, "X4": 0.2, "Y4": 0.9386, "page": 0, "Index": 143}, {"Word": "Page", "Confidence": 0.676, "X1": 0.507, "Y1": 0.96765, "X2": 0.527, "Y2": 0.96745, "X3": 0.527, "Y3": 0.98287, "X4": 0.506, "Y4": 0.98027, "page": 0, "Index": 144}]}	"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"
ffjj0071	0	{"lines_data": [{"Word": "Brandts", "Confidence": 0.943, "X1": 0.48121, "Y1": 0.1012, "X2": 0.56936, "Y2": 0.101, "X3": 0.59104, "Y3": 0.1248, "X4": 0.50145, "Y4": 0.1608, "page": 0}, {"Word": "Comments", "Confidence": 0.711, "X1": 0.47543, "Y1": 0.1312, "X2": 0.5737, "Y2": 0.131, "X3": 0.59538, "Y3": 0.1498, "X4": 0.49711, "Y4": 0.2038, "page": 0}, {"Word": "2080475828", "Confidence": 0.995, "X1": 0.48555, "Y1": 0.2332, "X2": 0.47254, "Y2": 0.233, "X3": 0.44653, "Y3": 0.2318, "X4": 0.45809, "Y4": 0.1308, "page": 0}], "words_data": [{"Word": "Brandts", "Confidence": 0.943, "X1": 0.48121, "Y1": 0.1012, "X2": 0.56792, "Y2": 0.101, "X3": 0.58815, "Y3": 0.1248, "X4": 0.50145, "Y4": 0.1608, "page": 0, "Index": 0}, {"Word": "Comments", "Confidence": 0.711, "X1": 0.47688, "Y1": 0.1322, "X2": 0.5737, "Y2": 0.132, "X3": 0.59393, "Y3": 0.1518, "X4": 0.49855, "Y4": 0.2048, "page": 0, "Index": 1}, {"Word": "2080475828", "Confidence": 0.995, "X1": 0.48555, "Y1": 0.2322, "X2": 0.4711, "Y2": 0.232, "X3": 0.44653, "Y3": 0.2288, "X4": 0.45954, "Y4": 0.1318, "page": 0, "Index": 2}]}	"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"
ffjj0071	1	{"lines_data": [{"Word": "10/24/00 18:45 FAX 804 274 4780", "Confidence": 0.91883, "X1": 0.04178, "Y1": 0.0362, "X2": 0.3504, "Y2": 0.036, "X3": 0.34906, "Y3": 0.0508, "X4": 0.04178, "Y4": 0.0458, "page": 0}, {"Word": "PM RICH LEGAL", "Confidence": 0.99467, "X1": 0.42722, "Y1": 0.0392, "X2": 0.55526, "Y2": 0.039, "X3": 0.55526, "Y3": 0.0538, "X4": 0.42722, "Y4": 0.0518, "page": 0}, {"Word": "+ PM LEGAL NY", "Confidence": 0.8745, "X1": 0.66038, "Y1": 0.0442, "X2": 0.79111, "Y2": 0.044, "X3": 0.79111, "Y3": 0.0578, "X4": 0.66038, "Y4": 0.0558, "page": 0}, {"Word": "2 001", "Confidence": 0.811, "X1": 0.85175, "Y1": 0.0472, "X2": 0.89892, "Y2": 0.047, "X3": 0.89892, "Y3": 0.0588, "X4": 0.85175, "Y4": 0.0588, "page": 0}, {"Word": "ECEIVE", "Confidence": 0.985, "X1": 0.43261, "Y1": 0.1222, "X2": 0.59164, "Y2": 0.122, "X3": 0.59569, "Y3": 0.1478, "X4": 0.43261, "Y4": 0.1588, "page": 0}, {"Word": "NOV - 2 2000", "Confidence": 0.95775, "X1": 0.46092, "Y1": 0.1692, "X2": 0.57817, "Y2": 0.169, "X3": 0.58086, "Y3": 0.1878, "X4": 0.46361, "Y4": 0.1938, "page": 0}, {"Word": "PHILIP MORRIS", "Confidence": 0.9945, "X1": 0.0593, "Y1": 0.1632, "X2": 0.37466, "Y2": 0.163, "X3": 0.37466, "Y3": 0.1948, "X4": 0.0593, "Y4": 0.1948, "page": 0}, {"Word": "OG", "Confidence": 0.182, "X1": 0.43127, "Y1": 0.2052, "X2": 0.43261, "Y2": 0.205, "X3": 0.4097, "Y3": 0.2048, "X4": 0.40701, "Y4": 0.1348, "page": 0}, {"Word": "MANAGEMENT CORP.", "Confidence": 0.993, "X1": 0.06604, "Y1": 0.1982, "X2": 0.33423, "Y2": 0.198, "X3": 0.33423, "Y3": 0.2178, "X4": 0.06604, "Y4": 0.2178, "page": 0}, {"Word": "Telefax Number (804) 274-4780", "Confidence": 0.99025, "X1": 0.06199, "Y1": 0.2182, "X2": 0.30997, "Y2": 0.218, "X3": 0.30997, "Y3": 0.2328, "X4": 0.06199, "Y4": 0.2338, "page": 0}, {"Word": "CWC", "Confidence": 0.998, "X1": 0.49191, "Y1": 0.2112, "X2": 0.56469, "Y2": 0.211, "X3": 0.56604, "Y3": 0.2318, "X4": 0.49326, "Y4": 0.2338, "page": 0}, {"Word": "PHILIP MORRIS", "Confidence": 0.317, "X1": 0.75741, "Y1": 0.2222, "X2": 0.84367, "Y2": 0.222, "X3": 0.84367, "Y3": 0.2348, "X4": 0.75741, "Y4": 0.2348, "page": 0}, {"Word": "Telephone Number: (804) 274-2822", "Confidence": 0.8455, "X1": 0.06604, "Y1": 0.2332, "X2": 0.33423, "Y2": 0.233, "X3": 0.33423, "Y3": 0.2498, "X4": 0.06604, "Y4": 0.2498, "page": 0}, {"Word": "To", "Confidence": 0.994, "X1": 0.06604, "Y1": 0.2692, "X2": 0.09434, "Y2": 0.269, "X3": 0.09434, "Y3": 0.2858, "X4": 0.06739, "Y4": 0.2868, "page": 0}, {"Word": ":", "Confidence": 0.991, "X1": 0.30458, "Y1": 0.2742, "X2": 0.31536, "Y2": 0.274, "X3": 0.31402, "Y3": 0.2858, "X4": 0.30323, "Y4": 0.2868, "page": 0}, {"Word": "Chris Caputo", "Confidence": 0.494, "X1": 0.38275, "Y1": 0.2492, "X2": 0.61725, "Y2": 0.249, "X3": 0.6159, "Y3": 0.2898, "X4": 0.38275, "Y4": 0.2898, "page": 0}, {"Word": "Fax. No.", "Confidence": 0.99, "X1": 0.06334, "Y1": 0.3112, "X2": 0.15633, "Y2": 0.311, "X3": 0.15633, "Y3": 0.3308, "X4": 0.06334, "Y4": 0.3318, "page": 0}, {"Word": ":", "Confidence": 0.991, "X1": 0.30323, "Y1": 0.3172, "X2": 0.31671, "Y2": 0.317, "X3": 0.31671, "Y3": 0.3308, "X4": 0.30323, "Y4": 0.3308, "page": 0}, {"Word": "From", "Confidence": 0.989, "X1": 0.06469, "Y1": 0.3552, "X2": 0.12534, "Y2": 0.355, "X3": 0.12534, "Y3": 0.3728, "X4": 0.06469, "Y4": 0.3718, "page": 0}, {"Word": ":", "Confidence": 0.995, "X1": 0.30323, "Y1": 0.3592, "X2": 0.31671, "Y2": 0.359, "X3": 0.31671, "Y3": 0.3718, "X4": 0.30323, "Y4": 0.3728, "page": 0}, {"Word": "Brunet Surger", "Confidence": 0.3075, "X1": 0.38814, "Y1": 0.3352, "X2": 0.72102, "Y2": 0.335, "X3": 0.71968, "Y3": 0.3768, "X4": 0.38814, "Y4": 0.3748, "page": 0}, {"Word": "Date", "Confidence": 0.981, "X1": 0.06604, "Y1": 0.3982, "X2": 0.1186, "Y2": 0.398, "X3": 0.1186, "Y3": 0.4148, "X4": 0.06469, "Y4": 0.4138, "page": 0}, {"Word": ":", "Confidence": 0.995, "X1": 0.30458, "Y1": 0.4012, "X2": 0.31536, "Y2": 0.401, "X3": 0.31671, "Y3": 0.4138, "X4": 0.30458, "Y4": 0.4148, "page": 0}, {"Word": "10/24/00", "Confidence": 0.964, "X1": 0.42049, "Y1": 0.3842, "X2": 0.57951, "Y2": 0.384, "X3": 0.57951, "Y3": 0.4188, "X4": 0.42049, "Y4": 0.4198, "page": 0}, {"Word": ":", "Confidence": 0.992, "X1": 0.30593, "Y1": 0.4422, "X2": 0.31536, "Y2": 0.442, "X3": 0.31536, "Y3": 0.4548, "X4": 0.30593, "Y4": 0.4548, "page": 0}, {"Word": "Subject", "Confidence": 0.97, "X1": 0.06469, "Y1": 0.4382, "X2": 0.1469, "Y2": 0.438, "X3": 0.1469, "Y3": 0.4588, "X4": 0.06469, "Y4": 0.4578, "page": 0}, {"Word": "MES SpudA", "Confidence": 0.708, "X1": 0.4097, "Y1": 0.4292, "X2": 0.62399, "Y2": 0.429, "X3": 0.62264, "Y3": 0.4638, "X4": 0.4097, "Y4": 0.4608, "page": 0}, {"Word": "Number of", "Confidence": 0.9975, "X1": 0.06469, "Y1": 0.4812, "X2": 0.18733, "Y2": 0.481, "X3": 0.18733, "Y3": 0.5008, "X4": 0.06334, "Y4": 0.5008, "page": 0}, {"Word": "2", "Confidence": 0.994, "X1": 0.45418, "Y1": 0.4802, "X2": 0.49865, "Y2": 0.48, "X3": 0.5, "Y3": 0.5128, "X4": 0.45418, "Y4": 0.5118, "page": 0}, {"Word": "Pages to Follow", "Confidence": 0.99767, "X1": 0.06334, "Y1": 0.5022, "X2": 0.23585, "Y2": 0.502, "X3": 0.23585, "Y3": 0.5228, "X4": 0.06334, "Y4": 0.5238, "page": 0}, {"Word": ":", "Confidence": 0.984, "X1": 0.30458, "Y1": 0.5072, "X2": 0.31671, "Y2": 0.507, "X3": 0.31536, "Y3": 0.5198, "X4": 0.30323, "Y4": 0.5198, "page": 0}, {"Word": "Message", "Confidence": 0.97, "X1": 0.06469, "Y1": 0.5462, "X2": 0.16173, "Y2": 0.546, "X3": 0.16038, "Y3": 0.5658, "X4": 0.06469, "Y4": 0.5638, "page": 0}, {"Word": ":", "Confidence": 0.807, "X1": 0.30458, "Y1": 0.5492, "X2": 0.31671, "Y2": 0.549, "X3": 0.31671, "Y3": 0.5608, "X4": 0.30458, "Y4": 0.5608, "page": 0}, {"Word": "PHILIP MORRIS MANAGEMENT CORP.", "Confidence": 0.9625, "X1": 0.30593, "Y1": 0.7772, "X2": 0.7035, "Y2": 0.777, "X3": 0.7035, "Y3": 0.7958, "X4": 0.30593, "Y4": 0.7968, "page": 0}, {"Word": "2080475829", "Confidence": 0.995, "X1": 0.95687, "Y1": 0.8052, "X2": 0.94474, "Y2": 0.805, "X3": 0.92318, "Y3": 0.8038, "X4": 0.93396, "Y4": 0.7028, "page": 0}, {"Word": "Courier Address: 2000 Bells Road, Gate S, Door 100, Richmond, Virginia 23234", "Confidence": 0.89533, "X1": 0.20216, "Y1": 0.8122, "X2": 0.80728, "Y2": 0.812, "X3": 0.80728, "Y3": 0.8278, "X4": 0.20216, "Y4": 0.8288, "page": 0}, {"Word": "Mailing Address: P.O. Box 26603, Richmond, Virginia 23261-6603", "Confidence": 0.90075, "X1": 0.25472, "Y1": 0.8282, "X2": 0.75337, "Y2": 0.828, "X3": 0.75337, "Y3": 0.8428, "X4": 0.25472, "Y4": 0.8428, "page": 0}, {"Word": "This facsimile transmission (and/or the documents accompanying it) may contain privileged and confidential information", "Confidence": 0.82529, "X1": 0.06469, "Y1": 0.8602, "X2": 0.94205, "Y2": 0.86, "X3": 0.94205, "Y3": 0.8748, "X4": 0.06469, "Y4": 0.8758, "page": 0}, {"Word": "belonging to the sender. The Information is intended only for the use of the addressee or entity named above. If you are not the", "Confidence": 0.81054, "X1": 0.06604, "Y1": 0.8762, "X2": 0.9407, "Y2": 0.876, "X3": 0.9407, "Y3": 0.8898, "X4": 0.06604, "Y4": 0.8898, "page": 0}, {"Word": "intended recipient, you are hereby notifled that any disclosure, copying, distribution or the taking of any action In reliance of the", "Confidence": 0.85438, "X1": 0.06604, "Y1": 0.8902, "X2": 0.9407, "Y2": 0.89, "X3": 0.9407, "Y3": 0.9048, "X4": 0.06604, "Y4": 0.9048, "page": 0}, {"Word": "contents of this information is strictly prohibited by law. If you have received this transmission in error, please immediately notify", "Confidence": 0.74715, "X1": 0.06604, "Y1": 0.9052, "X2": 0.9407, "Y2": 0.905, "X3": 0.9407, "Y3": 0.9198, "X4": 0.06604, "Y4": 0.9198, "page": 0}, {"Word": "us by telephone to arrange for the return of the documents.", "Confidence": 0.93391, "X1": 0.06604, "Y1": 0.9192, "X2": 0.469, "Y2": 0.919, "X3": 0.47035, "Y3": 0.9348, "X4": 0.06604, "Y4": 0.9348, "page": 0}], "words_data": [{"Word": "10/24/00", "Confidence": 0.641, "X1": 0.04313, "Y1": 0.0342, "X2": 0.11725, "Y2": 0.034, "X3": 0.11725, "Y3": 0.0458, "X4": 0.04313, "Y4": 0.0438, "page": 0, "Index": 0}, {"Word": "18:45", "Confidence": 0.957, "X1": 0.13477, "Y1": 0.0352, "X2": 0.18464, "Y2": 0.035, "X3": 0.18329, "Y3": 0.0478, "X4": 0.13477, "Y4": 0.0468, "page": 0, "Index": 1}, {"Word": "FAX", "Confidence": 0.998, "X1": 0.19137, "Y1": 0.0352, "X2": 0.22102, "Y2": 0.035, "X3": 0.22102, "Y3": 0.0488, "X4": 0.19137, "Y4": 0.0478, "page": 0, "Index": 2}, {"Word": "804", "Confidence": 0.949, "X1": 0.23046, "Y1": 0.0352, "X2": 0.26011, "Y2": 0.035, "X3": 0.26011, "Y3": 0.0498, "X4": 0.23046, "Y4": 0.0488, "page": 0, "Index": 3}, {"Word": "274", "Confidence": 0.981, "X1": 0.26819, "Y1": 0.0362, "X2": 0.29784, "Y2": 0.036, "X3": 0.29784, "Y3": 0.0498, "X4": 0.26819, "Y4": 0.0498, "page": 0, "Index": 4}, {"Word": "4780", "Confidence": 0.987, "X1": 0.30593, "Y1": 0.0362, "X2": 0.34367, "Y2": 0.036, "X3": 0.34367, "Y3": 0.0508, "X4": 0.30593, "Y4": 0.0508, "page": 0, "Index": 5}, {"Word": "PM", "Confidence": 0.997, "X1": 0.42722, "Y1": 0.0382, "X2": 0.45013, "Y2": 0.038, "X3": 0.44879, "Y3": 0.0528, "X4": 0.42722, "Y4": 0.0528, "page": 0, "Index": 6}, {"Word": "RICH", "Confidence": 0.989, "X1": 0.45553, "Y1": 0.0392, "X2": 0.49596, "Y2": 0.039, "X3": 0.49596, "Y3": 0.0538, "X4": 0.45553, "Y4": 0.0528, "page": 0, "Index": 7}, {"Word": "LEGAL", "Confidence": 0.998, "X1": 0.5027, "Y1": 0.0402, "X2": 0.55391, "Y2": 0.04, "X3": 0.55256, "Y3": 0.0548, "X4": 0.5027, "Y4": 0.0538, "page": 0, "Index": 8}, {"Word": "+", "Confidence": 0.798, "X1": 0.66307, "Y1": 0.0432, "X2": 0.67385, "Y2": 0.043, "X3": 0.67385, "Y3": 0.0568, "X4": 0.66307, "Y4": 0.0568, "page": 0, "Index": 9}, {"Word": "PM", "Confidence": 0.931, "X1": 0.67925, "Y1": 0.0442, "X2": 0.70081, "Y2": 0.044, "X3": 0.70081, "Y3": 0.0568, "X4": 0.67925, "Y4": 0.0568, "page": 0, "Index": 10}, {"Word": "LEGAL", "Confidence": 0.8, "X1": 0.70755, "Y1": 0.0452, "X2": 0.75741, "Y2": 0.045, "X3": 0.75606, "Y3": 0.0578, "X4": 0.70755, "Y4": 0.0568, "page": 0, "Index": 11}, {"Word": "NY", "Confidence": 0.969, "X1": 0.76415, "Y1": 0.0452, "X2": 0.78571, "Y2": 0.045, "X3": 0.78571, "Y3": 0.0578, "X4": 0.76415, "Y4": 0.0578, "page": 0, "Index": 12}, {"Word": "2", "Confidence": 0.844, "X1": 0.8558, "Y1": 0.0472, "X2": 0.86523, "Y2": 0.047, "X3": 0.86523, "Y3": 0.0588, "X4": 0.8558, "Y4": 0.0588, "page": 0, "Index": 13}, {"Word": "001", "Confidence": 0.778, "X1": 0.86927, "Y1": 0.0472, "X2": 0.89757, "Y2": 0.047, "X3": 0.89757, "Y3": 0.0588, "X4": 0.86927, "Y4": 0.0588, "page": 0, "Index": 14}, {"Word": "ECEIVE", "Confidence": 0.985, "X1": 0.44205, "Y1": 0.1222, "X2": 0.58895, "Y2": 0.122, "X3": 0.59299, "Y3": 0.1488, "X4": 0.4434, "Y4": 0.1578, "page": 0, "Index": 15}, {"Word": "PHILIP", "Confidence": 0.993, "X1": 0.0593, "Y1": 0.1632, "X2": 0.19542, "Y2": 0.163, "X3": 0.19542, "Y3": 0.1958, "X4": 0.06065, "Y4": 0.1958, "page": 0, "Index": 16}, {"Word": "MORRIS", "Confidence": 0.996, "X1": 0.2035, "Y1": 0.1632, "X2": 0.37062, "Y2": 0.163, "X3": 0.36927, "Y3": 0.1958, "X4": 0.2035, "Y4": 0.1958, "page": 0, "Index": 17}, {"Word": "OG", "Confidence": 0.182, "X1": 0.43127, "Y1": 0.1952, "X2": 0.43261, "Y2": 0.195, "X3": 0.41105, "Y3": 0.1968, "X4": 0.40836, "Y4": 0.1528, "page": 0, "Index": 18}, {"Word": "NOV", "Confidence": 0.994, "X1": 0.46226, "Y1": 0.1732, "X2": 0.49865, "Y2": 0.173, "X3": 0.5, "Y3": 0.1918, "X4": 0.46361, "Y4": 0.1948, "page": 0, "Index": 19}, {"Word": "-", "Confidence": 0.991, "X1": 0.50404, "Y1": 0.1722, "X2": 0.51752, "Y2": 0.172, "X3": 0.51887, "Y3": 0.1908, "X4": 0.50539, "Y4": 0.1918, "page": 0, "Index": 20}, {"Word": "2", "Confidence": 0.995, "X1": 0.52291, "Y1": 0.1712, "X2": 0.53639, "Y2": 0.171, "X3": 0.53774, "Y3": 0.1898, "X4": 0.52426, "Y4": 0.1908, "page": 0, "Index": 21}, {"Word": "2000", "Confidence": 0.851, "X1": 0.54043, "Y1": 0.1702, "X2": 0.57817, "Y2": 0.17, "X3": 0.57951, "Y3": 0.1888, "X4": 0.54178, "Y4": 0.1898, "page": 0, "Index": 22}, {"Word": "MANAGEMENT", "Confidence": 0.989, "X1": 0.06604, "Y1": 0.1982, "X2": 0.25067, "Y2": 0.198, "X3": 0.25067, "Y3": 0.2178, "X4": 0.06604, "Y4": 0.2188, "page": 0, "Index": 23}, {"Word": "CORP.", "Confidence": 0.997, "X1": 0.25606, "Y1": 0.1982, "X2": 0.33423, "Y2": 0.198, "X3": 0.33423, "Y3": 0.2178, "X4": 0.25606, "Y4": 0.2178, "page": 0, "Index": 24}, {"Word": "Telefax", "Confidence": 0.991, "X1": 0.06469, "Y1": 0.2192, "X2": 0.1186, "Y2": 0.219, "X3": 0.1186, "Y3": 0.2338, "X4": 0.06469, "Y4": 0.2338, "page": 0, "Index": 25}, {"Word": "Number", "Confidence": 0.995, "X1": 0.12264, "Y1": 0.2192, "X2": 0.19003, "Y2": 0.219, "X3": 0.18868, "Y3": 0.2338, "X4": 0.12129, "Y4": 0.2338, "page": 0, "Index": 26}, {"Word": "(804)", "Confidence": 0.984, "X1": 0.19407, "Y1": 0.2192, "X2": 0.23585, "Y2": 0.219, "X3": 0.2345, "Y3": 0.2338, "X4": 0.19272, "Y4": 0.2338, "page": 0, "Index": 27}, {"Word": "274-4780", "Confidence": 0.991, "X1": 0.23989, "Y1": 0.2192, "X2": 0.30863, "Y2": 0.219, "X3": 0.30728, "Y3": 0.2338, "X4": 0.23854, "Y4": 0.2338, "page": 0, "Index": 28}, {"Word": "CWC", "Confidence": 0.998, "X1": 0.49191, "Y1": 0.2112, "X2": 0.55526, "Y2": 0.211, "X3": 0.5566, "Y3": 0.2318, "X4": 0.49326, "Y4": 0.2348, "page": 0, "Index": 29}, {"Word": "PHILIP", "Confidence": 0.626, "X1": 0.76011, "Y1": 0.2232, "X2": 0.79245, "Y2": 0.223, "X3": 0.79111, "Y3": 0.2348, "X4": 0.75741, "Y4": 0.2348, "page": 0, "Index": 30}, {"Word": "MORRIS", "Confidence": 0.008, "X1": 0.7965, "Y1": 0.2232, "X2": 0.83827, "Y2": 0.223, "X3": 0.83693, "Y3": 0.2358, "X4": 0.79515, "Y4": 0.2348, "page": 0, "Index": 31}, {"Word": "Telephone", "Confidence": 0.813, "X1": 0.06604, "Y1": 0.2342, "X2": 0.14151, "Y2": 0.234, "X3": 0.14151, "Y3": 0.2498, "X4": 0.06604, "Y4": 0.2508, "page": 0, "Index": 32}, {"Word": "Number:", "Confidence": 0.934, "X1": 0.14555, "Y1": 0.2352, "X2": 0.21833, "Y2": 0.235, "X3": 0.21698, "Y3": 0.2498, "X4": 0.14555, "Y4": 0.2498, "page": 0, "Index": 33}, {"Word": "(804)", "Confidence": 0.824, "X1": 0.22237, "Y1": 0.2352, "X2": 0.26011, "Y2": 0.235, "X3": 0.25876, "Y3": 0.2498, "X4": 0.22102, "Y4": 0.2498, "page": 0, "Index": 34}, {"Word": "274-2822", "Confidence": 0.811, "X1": 0.26415, "Y1": 0.2342, "X2": 0.33154, "Y2": 0.234, "X3": 0.33019, "Y3": 0.2498, "X4": 0.2628, "Y4": 0.2498, "page": 0, "Index": 35}, {"Word": "To", "Confidence": 0.994, "X1": 0.06604, "Y1": 0.2692, "X2": 0.09164, "Y2": 0.269, "X3": 0.09299, "Y3": 0.2858, "X4": 0.06739, "Y4": 0.2868, "page": 0, "Index": 36}, {"Word": ":", "Confidence": 0.991, "X1": 0.30323, "Y1": 0.2742, "X2": 0.31132, "Y2": 0.274, "X3": 0.31267, "Y3": 0.2848, "X4": 0.30323, "Y4": 0.2858, "page": 0, "Index": 37}, {"Word": "Chris", "Confidence": 0.284, "X1": 0.39218, "Y1": 0.2512, "X2": 0.48652, "Y2": 0.251, "X3": 0.48652, "Y3": 0.2898, "X4": 0.39084, "Y4": 0.2908, "page": 0, "Index": 38}, {"Word": "Caputo", "Confidence": 0.704, "X1": 0.4973, "Y1": 0.2512, "X2": 0.6159, "Y2": 0.251, "X3": 0.61725, "Y3": 0.2888, "X4": 0.4973, "Y4": 0.2898, "page": 0, "Index": 39}, {"Word": "Fax.", "Confidence": 0.982, "X1": 0.06334, "Y1": 0.3122, "X2": 0.10647, "Y2": 0.312, "X3": 0.10647, "Y3": 0.3308, "X4": 0.06469, "Y4": 0.3318, "page": 0, "Index": 40}, {"Word": "No.", "Confidence": 0.998, "X1": 0.11186, "Y1": 0.3112, "X2": 0.15768, "Y2": 0.311, "X3": 0.15768, "Y3": 0.3318, "X4": 0.11186, "Y4": 0.3308, "page": 0, "Index": 41}, {"Word": ":", "Confidence": 0.991, "X1": 0.30323, "Y1": 0.3172, "X2": 0.31536, "Y2": 0.317, "X3": 0.31536, "Y3": 0.3308, "X4": 0.30323, "Y4": 0.3308, "page": 0, "Index": 42}, {"Word": "From", "Confidence": 0.989, "X1": 0.06604, "Y1": 0.3552, "X2": 0.1159, "Y2": 0.355, "X3": 0.1159, "Y3": 0.3728, "X4": 0.06604, "Y4": 0.3718, "page": 0, "Index": 43}, {"Word": ":", "Confidence": 0.995, "X1": 0.30323, "Y1": 0.3592, "X2": 0.31402, "Y2": 0.359, "X3": 0.31536, "Y3": 0.3728, "X4": 0.30458, "Y4": 0.3728, "page": 0, "Index": 44}, {"Word": "Brunet", "Confidence": 0.422, "X1": 0.41509, "Y1": 0.3372, "X2": 0.54852, "Y2": 0.337, "X3": 0.54717, "Y3": 0.3768, "X4": 0.4124, "Y4": 0.3768, "page": 0, "Index": 45}, {"Word": "Surger", "Confidence": 0.193, "X1": 0.5593, "Y1": 0.3372, "X2": 0.71833, "Y2": 0.337, "X3": 0.71968, "Y3": 0.3768, "X4": 0.5593, "Y4": 0.3768, "page": 0, "Index": 46}, {"Word": "Date", "Confidence": 0.981, "X1": 0.06469, "Y1": 0.3982, "X2": 0.1186, "Y2": 0.398, "X3": 0.11725, "Y3": 0.4148, "X4": 0.06469, "Y4": 0.4138, "page": 0, "Index": 47}, {"Word": ":", "Confidence": 0.995, "X1": 0.30458, "Y1": 0.4012, "X2": 0.31267, "Y2": 0.401, "X3": 0.31536, "Y3": 0.4138, "X4": 0.30458, "Y4": 0.4148, "page": 0, "Index": 48}, {"Word": "10/24/00", "Confidence": 0.964, "X1": 0.42049, "Y1": 0.3852, "X2": 0.57951, "Y2": 0.385, "X3": 0.57682, "Y3": 0.4208, "X4": 0.42049, "Y4": 0.4208, "page": 0, "Index": 49}, {"Word": ":", "Confidence": 0.992, "X1": 0.30593, "Y1": 0.4422, "X2": 0.31402, "Y2": 0.442, "X3": 0.31536, "Y3": 0.4538, "X4": 0.30593, "Y4": 0.4548, "page": 0, "Index": 50}, {"Word": "Subject", "Confidence": 0.97, "X1": 0.06739, "Y1": 0.4392, "X2": 0.14825, "Y2": 0.439, "X3": 0.1469, "Y3": 0.4598, "X4": 0.06469, "Y4": 0.4578, "page": 0, "Index": 51}, {"Word": "MES", "Confidence": 0.888, "X1": 0.42453, "Y1": 0.4282, "X2": 0.49057, "Y2": 0.428, "X3": 0.48922, "Y3": 0.4598, "X4": 0.42183, "Y4": 0.4588, "page": 0, "Index": 52}, {"Word": "SpudA", "Confidence": 0.528, "X1": 0.5, "Y1": 0.4292, "X2": 0.62129, "Y2": 0.429, "X3": 0.6186, "Y3": 0.4648, "X4": 0.4973, "Y4": 0.4598, "page": 0, "Index": 53}, {"Word": "Number", "Confidence": 0.997, "X1": 0.06604, "Y1": 0.4812, "X2": 0.15499, "Y2": 0.481, "X3": 0.15364, "Y3": 0.5008, "X4": 0.06469, "Y4": 0.5008, "page": 0, "Index": 54}, {"Word": "of", "Confidence": 0.998, "X1": 0.16038, "Y1": 0.4822, "X2": 0.18868, "Y2": 0.482, "X3": 0.18733, "Y3": 0.5018, "X4": 0.15903, "Y4": 0.5008, "page": 0, "Index": 55}, {"Word": "2", "Confidence": 0.994, "X1": 0.47305, "Y1": 0.4802, "X2": 0.49596, "Y2": 0.48, "X3": 0.49461, "Y3": 0.5128, "X4": 0.4717, "Y4": 0.5128, "page": 0, "Index": 56}, {"Word": "Pages", "Confidence": 0.998, "X1": 0.06469, "Y1": 0.5022, "X2": 0.12534, "Y2": 0.502, "X3": 0.12534, "Y3": 0.5238, "X4": 0.06469, "Y4": 0.5248, "page": 0, "Index": 57}, {"Word": "to", "Confidence": 0.998, "X1": 0.13073, "Y1": 0.5022, "X2": 0.15094, "Y2": 0.502, "X3": 0.15094, "Y3": 0.5238, "X4": 0.13073, "Y4": 0.5238, "page": 0, "Index": 58}, {"Word": "Follow", "Confidence": 0.997, "X1": 0.15633, "Y1": 0.5032, "X2": 0.22642, "Y2": 0.503, "X3": 0.22642, "Y3": 0.5218, "X4": 0.15633, "Y4": 0.5238, "page": 0, "Index": 59}, {"Word": ":", "Confidence": 0.984, "X1": 0.30323, "Y1": 0.5072, "X2": 0.31536, "Y2": 0.507, "X3": 0.31536, "Y3": 0.5198, "X4": 0.30323, "Y4": 0.5198, "page": 0, "Index": 60}, {"Word": "Message", "Confidence": 0.97, "X1": 0.06604, "Y1": 0.5462, "X2": 0.16038, "Y2": 0.546, "X3": 0.16038, "Y3": 0.5668, "X4": 0.06469, "Y4": 0.5638, "page": 0, "Index": 61}, {"Word": ":", "Confidence": 0.807, "X1": 0.30458, "Y1": 0.5482, "X2": 0.31402, "Y2": 0.548, "X3": 0.31402, "Y3": 0.5608, "X4": 0.30458, "Y4": 0.5598, "page": 0, "Index": 62}, {"Word": "PHILIP", "Confidence": 0.983, "X1": 0.30593, "Y1": 0.7792, "X2": 0.37332, "Y2": 0.779, "X3": 0.37332, "Y3": 0.7968, "X4": 0.30593, "Y4": 0.7968, "page": 0, "Index": 63}, {"Word": "MORRIS", "Confidence": 0.941, "X1": 0.37871, "Y1": 0.7782, "X2": 0.46496, "Y2": 0.778, "X3": 0.46496, "Y3": 0.7968, "X4": 0.37871, "Y4": 0.7968, "page": 0, "Index": 64}, {"Word": "MANAGEMENT", "Confidence": 0.993, "X1": 0.47035, "Y1": 0.7782, "X2": 0.62938, "Y2": 0.778, "X3": 0.62938, "Y3": 0.7968, "X4": 0.47035, "Y4": 0.7968, "page": 0, "Index": 65}, {"Word": "CORP.", "Confidence": 0.933, "X1": 0.63477, "Y1": 0.7782, "X2": 0.7035, "Y2": 0.778, "X3": 0.7035, "Y3": 0.7968, "X4": 0.63477, "Y4": 0.7968, "page": 0, "Index": 66}, {"Word": "2080475829", "Confidence": 0.995, "X1": 0.95822, "Y1": 0.8032, "X2": 0.94609, "Y2": 0.803, "X3": 0.92453, "Y3": 0.8028, "X4": 0.93396, "Y4": 0.7048, "page": 0, "Index": 67}, {"Word": "Virginia", "Confidence": 0.966, "X1": 0.69137, "Y1": 0.8122, "X2": 0.75067, "Y2": 0.812, "X3": 0.75067, "Y3": 0.8278, "X4": 0.69137, "Y4": 0.8288, "page": 0, "Index": 68}, {"Word": "23234", "Confidence": 0.982, "X1": 0.75472, "Y1": 0.8122, "X2": 0.80593, "Y2": 0.812, "X3": 0.80593, "Y3": 0.8278, "X4": 0.75472, "Y4": 0.8278, "page": 0, "Index": 69}, {"Word": "Courier", "Confidence": 0.619, "X1": 0.2035, "Y1": 0.8132, "X2": 0.25741, "Y2": 0.813, "X3": 0.25741, "Y3": 0.8288, "X4": 0.2035, "Y4": 0.8288, "page": 0, "Index": 70}, {"Word": "Address:", "Confidence": 0.609, "X1": 0.26146, "Y1": 0.8132, "X2": 0.33288, "Y2": 0.813, "X3": 0.33288, "Y3": 0.8288, "X4": 0.26146, "Y4": 0.8288, "page": 0, "Index": 71}, {"Word": "2000", "Confidence": 0.967, "X1": 0.33693, "Y1": 0.8132, "X2": 0.37466, "Y2": 0.813, "X3": 0.37466, "Y3": 0.8288, "X4": 0.33693, "Y4": 0.8288, "page": 0, "Index": 72}, {"Word": "Bells", "Confidence": 0.927, "X1": 0.37871, "Y1": 0.8132, "X2": 0.41509, "Y2": 0.813, "X3": 0.41509, "Y3": 0.8288, "X4": 0.37871, "Y4": 0.8288, "page": 0, "Index": 73}, {"Word": "Road,", "Confidence": 0.933, "X1": 0.41914, "Y1": 0.8122, "X2": 0.46496, "Y2": 0.812, "X3": 0.46496, "Y3": 0.8288, "X4": 0.41914, "Y4": 0.8288, "page": 0, "Index": 74}, {"Word": "Gate", "Confidence": 0.961, "X1": 0.469, "Y1": 0.8122, "X2": 0.50539, "Y2": 0.812, "X3": 0.50539, "Y3": 0.8288, "X4": 0.469, "Y4": 0.8288, "page": 0, "Index": 75}, {"Word": "S,", "Confidence": 0.901, "X1": 0.50943, "Y1": 0.8122, "X2": 0.52561, "Y2": 0.812, "X3": 0.52561, "Y3": 0.8288, "X4": 0.50943, "Y4": 0.8288, "page": 0, "Index": 76}, {"Word": "Door", "Confidence": 0.986, "X1": 0.52965, "Y1": 0.8122, "X2": 0.56604, "Y2": 0.812, "X3": 0.56604, "Y3": 0.8288, "X4": 0.52965, "Y4": 0.8288, "page": 0, "Index": 77}, {"Word": "100,", "Confidence": 0.932, "X1": 0.57008, "Y1": 0.8122, "X2": 0.60243, "Y2": 0.812, "X3": 0.60243, "Y3": 0.8288, "X4": 0.57008, "Y4": 0.8288, "page": 0, "Index": 78}, {"Word": "Richmond,", "Confidence": 0.961, "X1": 0.60647, "Y1": 0.8122, "X2": 0.68733, "Y2": 0.812, "X3": 0.68733, "Y3": 0.8288, "X4": 0.60647, "Y4": 0.8288, "page": 0, "Index": 79}, {"Word": "Mailing", "Confidence": 0.639, "X1": 0.25472, "Y1": 0.8282, "X2": 0.30728, "Y2": 0.828, "X3": 0.30728, "Y3": 0.8428, "X4": 0.25472, "Y4": 0.8428, "page": 0, "Index": 80}, {"Word": "Address:", "Confidence": 0.992, "X1": 0.31132, "Y1": 0.8282, "X2": 0.38275, "Y2": 0.828, "X3": 0.3814, "Y3": 0.8438, "X4": 0.31132, "Y4": 0.8428, "page": 0, "Index": 81}, {"Word": "P.O.", "Confidence": 0.981, "X1": 0.38679, "Y1": 0.8282, "X2": 0.42183, "Y2": 0.828, "X3": 0.42183, "Y3": 0.8438, "X4": 0.38544, "Y4": 0.8438, "page": 0, "Index": 82}, {"Word": "Box", "Confidence": 0.994, "X1": 0.42588, "Y1": 0.8282, "X2": 0.45418, "Y2": 0.828, "X3": 0.45418, "Y3": 0.8438, "X4": 0.42588, "Y4": 0.8438, "page": 0, "Index": 83}, {"Word": "26603,", "Confidence": 0.854, "X1": 0.45822, "Y1": 0.8282, "X2": 0.50943, "Y2": 0.828, "X3": 0.50943, "Y3": 0.8438, "X4": 0.45822, "Y4": 0.8438, "page": 0, "Index": 84}, {"Word": "Richmond,", "Confidence": 0.905, "X1": 0.51348, "Y1": 0.8282, "X2": 0.59434, "Y2": 0.828, "X3": 0.59434, "Y3": 0.8428, "X4": 0.51348, "Y4": 0.8438, "page": 0, "Index": 85}, {"Word": "Virginia", "Confidence": 0.992, "X1": 0.59838, "Y1": 0.8282, "X2": 0.65633, "Y2": 0.828, "X3": 0.65633, "Y3": 0.8428, "X4": 0.59838, "Y4": 0.8428, "page": 0, "Index": 86}, {"Word": "23261-6603", "Confidence": 0.849, "X1": 0.66173, "Y1": 0.8282, "X2": 0.75337, "Y2": 0.828, "X3": 0.75337, "Y3": 0.8418, "X4": 0.66173, "Y4": 0.8428, "page": 0, "Index": 87}, {"Word": "This", "Confidence": 0.967, "X1": 0.06873, "Y1": 0.8612, "X2": 0.09973, "Y2": 0.861, "X3": 0.09838, "Y3": 0.8758, "X4": 0.06739, "Y4": 0.8758, "page": 0, "Index": 88}, {"Word": "facsimile", "Confidence": 0.605, "X1": 0.10377, "Y1": 0.8622, "X2": 0.16846, "Y2": 0.862, "X3": 0.16712, "Y3": 0.8758, "X4": 0.10243, "Y4": 0.8758, "page": 0, "Index": 89}, {"Word": "transmission", "Confidence": 0.891, "X1": 0.17251, "Y1": 0.8622, "X2": 0.26146, "Y2": 0.862, "X3": 0.26011, "Y3": 0.8758, "X4": 0.17116, "Y4": 0.8758, "page": 0, "Index": 90}, {"Word": "(and/or", "Confidence": 0.783, "X1": 0.26685, "Y1": 0.8622, "X2": 0.31941, "Y2": 0.862, "X3": 0.31941, "Y3": 0.8758, "X4": 0.2655, "Y4": 0.8758, "page": 0, "Index": 91}, {"Word": "the", "Confidence": 0.998, "X1": 0.32345, "Y1": 0.8622, "X2": 0.3504, "Y2": 0.862, "X3": 0.34906, "Y3": 0.8758, "X4": 0.3221, "Y4": 0.8758, "page": 0, "Index": 92}, {"Word": "documents", "Confidence": 0.658, "X1": 0.35445, "Y1": 0.8622, "X2": 0.43396, "Y2": 0.862, "X3": 0.43261, "Y3": 0.8758, "X4": 0.3531, "Y4": 0.8758, "page": 0, "Index": 93}, {"Word": "accompanying", "Confidence": 0.617, "X1": 0.43801, "Y1": 0.8622, "X2": 0.54043, "Y2": 0.862, "X3": 0.53908, "Y3": 0.8758, "X4": 0.43666, "Y4": 0.8758, "page": 0, "Index": 94}, {"Word": "it)", "Confidence": 0.993, "X1": 0.54447, "Y1": 0.8622, "X2": 0.56334, "Y2": 0.862, "X3": 0.56199, "Y3": 0.8758, "X4": 0.54313, "Y4": 0.8758, "page": 0, "Index": 95}, {"Word": "may", "Confidence": 0.998, "X1": 0.56739, "Y1": 0.8622, "X2": 0.59973, "Y2": 0.862, "X3": 0.59838, "Y3": 0.8758, "X4": 0.56604, "Y4": 0.8758, "page": 0, "Index": 96}, {"Word": "contain", "Confidence": 0.517, "X1": 0.60377, "Y1": 0.8622, "X2": 0.65633, "Y2": 0.862, "X3": 0.65633, "Y3": 0.8758, "X4": 0.60243, "Y4": 0.8758, "page": 0, "Index": 97}, {"Word": "privileged", "Confidence": 0.925, "X1": 0.66173, "Y1": 0.8612, "X2": 0.73585, "Y2": 0.861, "X3": 0.7345, "Y3": 0.8758, "X4": 0.66038, "Y4": 0.8758, "page": 0, "Index": 98}, {"Word": "and", "Confidence": 0.998, "X1": 0.74124, "Y1": 0.8612, "X2": 0.77089, "Y2": 0.861, "X3": 0.76954, "Y3": 0.8758, "X4": 0.73989, "Y4": 0.8758, "page": 0, "Index": 99}, {"Word": "confidential", "Confidence": 0.662, "X1": 0.77628, "Y1": 0.8612, "X2": 0.85714, "Y2": 0.861, "X3": 0.8558, "Y3": 0.8758, "X4": 0.77493, "Y4": 0.8758, "page": 0, "Index": 100}, {"Word": "information", "Confidence": 0.942, "X1": 0.86119, "Y1": 0.8612, "X2": 0.9407, "Y2": 0.861, "X3": 0.93935, "Y3": 0.8758, "X4": 0.85984, "Y4": 0.8758, "page": 0, "Index": 101}, {"Word": "belonging", "Confidence": 0.926, "X1": 0.06739, "Y1": 0.8772, "X2": 0.13477, "Y2": 0.877, "X3": 0.13342, "Y3": 0.8908, "X4": 0.06604, "Y4": 0.8908, "page": 0, "Index": 102}, {"Word": "to", "Confidence": 0.996, "X1": 0.13747, "Y1": 0.8772, "X2": 0.15094, "Y2": 0.877, "X3": 0.1496, "Y3": 0.8908, "X4": 0.13612, "Y4": 0.8908, "page": 0, "Index": 103}, {"Word": "the", "Confidence": 0.865, "X1": 0.15499, "Y1": 0.8772, "X2": 0.17655, "Y2": 0.877, "X3": 0.1752, "Y3": 0.8908, "X4": 0.15364, "Y4": 0.8908, "page": 0, "Index": 104}, {"Word": "sender.", "Confidence": 0.494, "X1": 0.18059, "Y1": 0.8772, "X2": 0.23854, "Y2": 0.877, "X3": 0.2372, "Y3": 0.8908, "X4": 0.17925, "Y4": 0.8908, "page": 0, "Index": 105}, {"Word": "The", "Confidence": 0.994, "X1": 0.24124, "Y1": 0.8772, "X2": 0.26685, "Y2": 0.877, "X3": 0.2655, "Y3": 0.8908, "X4": 0.23989, "Y4": 0.8908, "page": 0, "Index": 106}, {"Word": "Information", "Confidence": 0.177, "X1": 0.27089, "Y1": 0.8772, "X2": 0.34771, "Y2": 0.877, "X3": 0.34636, "Y3": 0.8908, "X4": 0.26954, "Y4": 0.8908, "page": 0, "Index": 107}, {"Word": "is", "Confidence": 0.997, "X1": 0.35175, "Y1": 0.8772, "X2": 0.36523, "Y2": 0.877, "X3": 0.36388, "Y3": 0.8908, "X4": 0.3504, "Y4": 0.8908, "page": 0, "Index": 108}, {"Word": "intended", "Confidence": 0.202, "X1": 0.36792, "Y1": 0.8772, "X2": 0.42722, "Y2": 0.877, "X3": 0.42588, "Y3": 0.8908, "X4": 0.36658, "Y4": 0.8908, "page": 0, "Index": 109}, {"Word": "only", "Confidence": 0.857, "X1": 0.43127, "Y1": 0.8772, "X2": 0.45822, "Y2": 0.877, "X3": 0.45822, "Y3": 0.8908, "X4": 0.42992, "Y4": 0.8908, "page": 0, "Index": 110}, {"Word": "for", "Confidence": 0.995, "X1": 0.46226, "Y1": 0.8772, "X2": 0.48113, "Y2": 0.877, "X3": 0.48113, "Y3": 0.8908, "X4": 0.46092, "Y4": 0.8908, "page": 0, "Index": 111}, {"Word": "the", "Confidence": 0.64, "X1": 0.48518, "Y1": 0.8772, "X2": 0.50674, "Y2": 0.877, "X3": 0.50674, "Y3": 0.8908, "X4": 0.48383, "Y4": 0.8908, "page": 0, "Index": 112}, {"Word": "use", "Confidence": 0.998, "X1": 0.51078, "Y1": 0.8772, "X2": 0.53774, "Y2": 0.877, "X3": 0.53639, "Y3": 0.8908, "X4": 0.50943, "Y4": 0.8908, "page": 0, "Index": 113}, {"Word": "of", "Confidence": 0.995, "X1": 0.54043, "Y1": 0.8772, "X2": 0.55256, "Y2": 0.877, "X3": 0.55256, "Y3": 0.8908, "X4": 0.54043, "Y4": 0.8908, "page": 0, "Index": 114}, {"Word": "the", "Confidence": 0.958, "X1": 0.5566, "Y1": 0.8772, "X2": 0.57951, "Y2": 0.877, "X3": 0.57817, "Y3": 0.8908, "X4": 0.55526, "Y4": 0.8908, "page": 0, "Index": 115}, {"Word": "addressee", "Confidence": 0.645, "X1": 0.58356, "Y1": 0.8772, "X2": 0.65364, "Y2": 0.877, "X3": 0.65364, "Y3": 0.8908, "X4": 0.58221, "Y4": 0.8908, "page": 0, "Index": 116}, {"Word": "or", "Confidence": 0.991, "X1": 0.65768, "Y1": 0.8772, "X2": 0.67251, "Y2": 0.877, "X3": 0.67116, "Y3": 0.8908, "X4": 0.65768, "Y4": 0.8908, "page": 0, "Index": 117}, {"Word": "entity", "Confidence": 0.678, "X1": 0.67655, "Y1": 0.8772, "X2": 0.71159, "Y2": 0.877, "X3": 0.71159, "Y3": 0.8908, "X4": 0.6752, "Y4": 0.8908, "page": 0, "Index": 118}, {"Word": "named", "Confidence": 0.991, "X1": 0.71563, "Y1": 0.8772, "X2": 0.76415, "Y2": 0.877, "X3": 0.7628, "Y3": 0.8908, "X4": 0.71563, "Y4": 0.8908, "page": 0, "Index": 119}, {"Word": "above.", "Confidence": 0.67, "X1": 0.76819, "Y1": 0.8772, "X2": 0.81806, "Y2": 0.877, "X3": 0.81806, "Y3": 0.8908, "X4": 0.76685, "Y4": 0.8908, "page": 0, "Index": 120}, {"Word": "If", "Confidence": 0.905, "X1": 0.8221, "Y1": 0.8772, "X2": 0.83154, "Y2": 0.877, "X3": 0.83154, "Y3": 0.8908, "X4": 0.82075, "Y4": 0.8908, "page": 0, "Index": 121}, {"Word": "you", "Confidence": 0.998, "X1": 0.83558, "Y1": 0.8772, "X2": 0.86119, "Y2": 0.877, "X3": 0.85984, "Y3": 0.8908, "X4": 0.83423, "Y4": 0.8908, "page": 0, "Index": 122}, {"Word": "are", "Confidence": 0.632, "X1": 0.86388, "Y1": 0.8772, "X2": 0.88544, "Y2": 0.877, "X3": 0.88544, "Y3": 0.8908, "X4": 0.86388, "Y4": 0.8908, "page": 0, "Index": 123}, {"Word": "not", "Confidence": 0.851, "X1": 0.88949, "Y1": 0.8772, "X2": 0.9124, "Y2": 0.877, "X3": 0.9124, "Y3": 0.8908, "X4": 0.88949, "Y4": 0.8908, "page": 0, "Index": 124}, {"Word": "the", "Confidence": 0.998, "X1": 0.91644, "Y1": 0.8782, "X2": 0.9407, "Y2": 0.878, "X3": 0.9407, "Y3": 0.8908, "X4": 0.91509, "Y4": 0.8908, "page": 0, "Index": 125}, {"Word": "intended", "Confidence": 0.604, "X1": 0.06739, "Y1": 0.8912, "X2": 0.12534, "Y2": 0.891, "X3": 0.12534, "Y3": 0.9048, "X4": 0.06739, "Y4": 0.9048, "page": 0, "Index": 126}, {"Word": "recipient,", "Confidence": 0.801, "X1": 0.12938, "Y1": 0.8912, "X2": 0.19272, "Y2": 0.891, "X3": 0.19272, "Y3": 0.9048, "X4": 0.12938, "Y4": 0.9048, "page": 0, "Index": 127}, {"Word": "you", "Confidence": 0.97, "X1": 0.19677, "Y1": 0.8912, "X2": 0.22237, "Y2": 0.891, "X3": 0.22237, "Y3": 0.9048, "X4": 0.19677, "Y4": 0.9048, "page": 0, "Index": 128}, {"Word": "are", "Confidence": 0.661, "X1": 0.22642, "Y1": 0.8912, "X2": 0.25067, "Y2": 0.891, "X3": 0.24933, "Y3": 0.9048, "X4": 0.22642, "Y4": 0.9048, "page": 0, "Index": 129}, {"Word": "hereby", "Confidence": 0.933, "X1": 0.25337, "Y1": 0.8912, "X2": 0.30189, "Y2": 0.891, "X3": 0.30189, "Y3": 0.9048, "X4": 0.25337, "Y4": 0.9048, "page": 0, "Index": 130}, {"Word": "notifled", "Confidence": 0.672, "X1": 0.30593, "Y1": 0.8912, "X2": 0.35714, "Y2": 0.891, "X3": 0.3558, "Y3": 0.9048, "X4": 0.30593, "Y4": 0.9048, "page": 0, "Index": 131}, {"Word": "that", "Confidence": 0.953, "X1": 0.36119, "Y1": 0.8912, "X2": 0.38814, "Y2": 0.891, "X3": 0.38814, "Y3": 0.9048, "X4": 0.35984, "Y4": 0.9048, "page": 0, "Index": 132}, {"Word": "any", "Confidence": 0.996, "X1": 0.39218, "Y1": 0.8912, "X2": 0.41779, "Y2": 0.891, "X3": 0.41779, "Y3": 0.9048, "X4": 0.39084, "Y4": 0.9048, "page": 0, "Index": 133}, {"Word": "disclosure,", "Confidence": 0.867, "X1": 0.42183, "Y1": 0.8912, "X2": 0.49461, "Y2": 0.891, "X3": 0.49461, "Y3": 0.9048, "X4": 0.42049, "Y4": 0.9048, "page": 0, "Index": 134}, {"Word": "copying,", "Confidence": 0.641, "X1": 0.49865, "Y1": 0.8912, "X2": 0.5566, "Y2": 0.891, "X3": 0.5566, "Y3": 0.9048, "X4": 0.4973, "Y4": 0.9048, "page": 0, "Index": 135}, {"Word": "distribution", "Confidence": 0.781, "X1": 0.56065, "Y1": 0.8912, "X2": 0.63477, "Y2": 0.891, "X3": 0.63477, "Y3": 0.9048, "X4": 0.56065, "Y4": 0.9048, "page": 0, "Index": 136}, {"Word": "or", "Confidence": 0.797, "X1": 0.63881, "Y1": 0.8912, "X2": 0.65229, "Y2": 0.891, "X3": 0.65229, "Y3": 0.9048, "X4": 0.63881, "Y4": 0.9048, "page": 0, "Index": 137}, {"Word": "the", "Confidence": 0.994, "X1": 0.65633, "Y1": 0.8912, "X2": 0.67925, "Y2": 0.891, "X3": 0.67925, "Y3": 0.9048, "X4": 0.65499, "Y4": 0.9048, "page": 0, "Index": 138}, {"Word": "taking", "Confidence": 0.955, "X1": 0.68329, "Y1": 0.8912, "X2": 0.72507, "Y2": 0.891, "X3": 0.72507, "Y3": 0.9048, "X4": 0.68329, "Y4": 0.9048, "page": 0, "Index": 139}, {"Word": "of", "Confidence": 0.997, "X1": 0.72911, "Y1": 0.8912, "X2": 0.74394, "Y2": 0.891, "X3": 0.74394, "Y3": 0.9048, "X4": 0.72911, "Y4": 0.9048, "page": 0, "Index": 140}, {"Word": "any", "Confidence": 0.959, "X1": 0.74798, "Y1": 0.8912, "X2": 0.77224, "Y2": 0.891, "X3": 0.77224, "Y3": 0.9048, "X4": 0.74798, "Y4": 0.9048, "page": 0, "Index": 141}, {"Word": "action", "Confidence": 0.929, "X1": 0.77628, "Y1": 0.8912, "X2": 0.81806, "Y2": 0.891, "X3": 0.81671, "Y3": 0.9048, "X4": 0.77628, "Y4": 0.9048, "page": 0, "Index": 142}, {"Word": "In", "Confidence": 0.991, "X1": 0.82075, "Y1": 0.8912, "X2": 0.83423, "Y2": 0.891, "X3": 0.83423, "Y3": 0.9048, "X4": 0.82075, "Y4": 0.9048, "page": 0, "Index": 143}, {"Word": "reliance", "Confidence": 0.634, "X1": 0.83827, "Y1": 0.8922, "X2": 0.89488, "Y2": 0.892, "X3": 0.89353, "Y3": 0.9048, "X4": 0.83827, "Y4": 0.9048, "page": 0, "Index": 144}, {"Word": "of", "Confidence": 0.924, "X1": 0.89757, "Y1": 0.8922, "X2": 0.9124, "Y2": 0.892, "X3": 0.91105, "Y3": 0.9048, "X4": 0.89757, "Y4": 0.9048, "page": 0, "Index": 145}, {"Word": "the", "Confidence": 0.883, "X1": 0.91509, "Y1": 0.8922, "X2": 0.9407, "Y2": 0.892, "X3": 0.9407, "Y3": 0.9048, "X4": 0.91509, "Y4": 0.9048, "page": 0, "Index": 146}, {"Word": "contents", "Confidence": 0.686, "X1": 0.06739, "Y1": 0.9062, "X2": 0.12534, "Y2": 0.906, "X3": 0.12399, "Y3": 0.9198, "X4": 0.06604, "Y4": 0.9198, "page": 0, "Index": 147}, {"Word": "of", "Confidence": 0.85, "X1": 0.12938, "Y1": 0.9062, "X2": 0.14286, "Y2": 0.906, "X3": 0.14151, "Y3": 0.9198, "X4": 0.12803, "Y4": 0.9198, "page": 0, "Index": 148}, {"Word": "this", "Confidence": 0.096, "X1": 0.1469, "Y1": 0.9062, "X2": 0.17116, "Y2": 0.906, "X3": 0.16981, "Y3": 0.9198, "X4": 0.14555, "Y4": 0.9198, "page": 0, "Index": 149}, {"Word": "information", "Confidence": 0.617, "X1": 0.1752, "Y1": 0.9052, "X2": 0.25067, "Y2": 0.905, "X3": 0.24933, "Y3": 0.9198, "X4": 0.17385, "Y4": 0.9198, "page": 0, "Index": 150}, {"Word": "is", "Confidence": 0.825, "X1": 0.25472, "Y1": 0.9052, "X2": 0.26819, "Y2": 0.905, "X3": 0.26685, "Y3": 0.9198, "X4": 0.25337, "Y4": 0.9198, "page": 0, "Index": 151}, {"Word": "strictly", "Confidence": 0.656, "X1": 0.27224, "Y1": 0.9052, "X2": 0.31402, "Y2": 0.905, "X3": 0.31402, "Y3": 0.9198, "X4": 0.27089, "Y4": 0.9198, "page": 0, "Index": 152}, {"Word": "prohibited", "Confidence": 0.628, "X1": 0.31806, "Y1": 0.9052, "X2": 0.38814, "Y2": 0.905, "X3": 0.38679, "Y3": 0.9198, "X4": 0.31806, "Y4": 0.9198, "page": 0, "Index": 153}, {"Word": "by", "Confidence": 0.991, "X1": 0.39218, "Y1": 0.9052, "X2": 0.40701, "Y2": 0.905, "X3": 0.40701, "Y3": 0.9198, "X4": 0.39084, "Y4": 0.9198, "page": 0, "Index": 154}, {"Word": "law.", "Confidence": 0.903, "X1": 0.41105, "Y1": 0.9052, "X2": 0.4434, "Y2": 0.905, "X3": 0.4434, "Y3": 0.9198, "X4": 0.41105, "Y4": 0.9198, "page": 0, "Index": 155}, {"Word": "If", "Confidence": 0.625, "X1": 0.44744, "Y1": 0.9052, "X2": 0.45822, "Y2": 0.905, "X3": 0.45687, "Y3": 0.9198, "X4": 0.44744, "Y4": 0.9198, "page": 0, "Index": 156}, {"Word": "you", "Confidence": 0.993, "X1": 0.46226, "Y1": 0.9052, "X2": 0.48652, "Y2": 0.905, "X3": 0.48652, "Y3": 0.9198, "X4": 0.46092, "Y4": 0.9198, "page": 0, "Index": 157}, {"Word": "have", "Confidence": 0.553, "X1": 0.49057, "Y1": 0.9052, "X2": 0.52426, "Y2": 0.905, "X3": 0.52426, "Y3": 0.9198, "X4": 0.49057, "Y4": 0.9198, "page": 0, "Index": 158}, {"Word": "received", "Confidence": 0.991, "X1": 0.5283, "Y1": 0.9052, "X2": 0.58625, "Y2": 0.905, "X3": 0.58491, "Y3": 0.9198, "X4": 0.5283, "Y4": 0.9198, "page": 0, "Index": 159}, {"Word": "this", "Confidence": 0.866, "X1": 0.5903, "Y1": 0.9052, "X2": 0.61321, "Y2": 0.905, "X3": 0.61321, "Y3": 0.9198, "X4": 0.58895, "Y4": 0.9198, "page": 0, "Index": 160}, {"Word": "transmission", "Confidence": 0.655, "X1": 0.61725, "Y1": 0.9052, "X2": 0.7035, "Y2": 0.905, "X3": 0.70216, "Y3": 0.9198, "X4": 0.6159, "Y4": 0.9198, "page": 0, "Index": 161}, {"Word": "in", "Confidence": 0.997, "X1": 0.70755, "Y1": 0.9052, "X2": 0.71968, "Y2": 0.905, "X3": 0.71968, "Y3": 0.9198, "X4": 0.7062, "Y4": 0.9198, "page": 0, "Index": 162}, {"Word": "error,", "Confidence": 0.778, "X1": 0.72372, "Y1": 0.9052, "X2": 0.76011, "Y2": 0.905, "X3": 0.76011, "Y3": 0.9198, "X4": 0.72372, "Y4": 0.9198, "page": 0, "Index": 163}, {"Word": "please", "Confidence": 0.942, "X1": 0.76415, "Y1": 0.9052, "X2": 0.80997, "Y2": 0.905, "X3": 0.80997, "Y3": 0.9198, "X4": 0.76415, "Y4": 0.9198, "page": 0, "Index": 164}, {"Word": "immediately", "Confidence": 0.656, "X1": 0.81402, "Y1": 0.9062, "X2": 0.89623, "Y2": 0.906, "X3": 0.89623, "Y3": 0.9198, "X4": 0.81402, "Y4": 0.9198, "page": 0, "Index": 165}, {"Word": "notify", "Confidence": 0.635, "X1": 0.90027, "Y1": 0.9062, "X2": 0.9407, "Y2": 0.906, "X3": 0.9407, "Y3": 0.9198, "X4": 0.90027, "Y4": 0.9198, "page": 0, "Index": 166}, {"Word": "us", "Confidence": 0.995, "X1": 0.06739, "Y1": 0.9202, "X2": 0.08221, "Y2": 0.92, "X3": 0.08221, "Y3": 0.9358, "X4": 0.06739, "Y4": 0.9358, "page": 0, "Index": 167}, {"Word": "by", "Confidence": 0.998, "X1": 0.08625, "Y1": 0.9202, "X2": 0.10243, "Y2": 0.92, "X3": 0.10243, "Y3": 0.9358, "X4": 0.08625, "Y4": 0.9358, "page": 0, "Index": 168}, {"Word": "telephone", "Confidence": 0.941, "X1": 0.10647, "Y1": 0.9202, "X2": 0.17251, "Y2": 0.92, "X3": 0.17251, "Y3": 0.9348, "X4": 0.10647, "Y4": 0.9358, "page": 0, "Index": 169}, {"Word": "to", "Confidence": 0.997, "X1": 0.17655, "Y1": 0.9202, "X2": 0.19137, "Y2": 0.92, "X3": 0.19137, "Y3": 0.9348, "X4": 0.17655, "Y4": 0.9348, "page": 0, "Index": 170}, {"Word": "arrange", "Confidence": 0.98, "X1": 0.19542, "Y1": 0.9202, "X2": 0.24663, "Y2": 0.92, "X3": 0.24663, "Y3": 0.9348, "X4": 0.19542, "Y4": 0.9348, "page": 0, "Index": 171}, {"Word": "for", "Confidence": 0.958, "X1": 0.25067, "Y1": 0.9202, "X2": 0.26954, "Y2": 0.92, "X3": 0.26954, "Y3": 0.9348, "X4": 0.25067, "Y4": 0.9348, "page": 0, "Index": 172}, {"Word": "the", "Confidence": 0.849, "X1": 0.27358, "Y1": 0.9202, "X2": 0.29515, "Y2": 0.92, "X3": 0.29515, "Y3": 0.9348, "X4": 0.27358, "Y4": 0.9348, "page": 0, "Index": 173}, {"Word": "return", "Confidence": 0.673, "X1": 0.29919, "Y1": 0.9202, "X2": 0.33962, "Y2": 0.92, "X3": 0.33962, "Y3": 0.9348, "X4": 0.29919, "Y4": 0.9348, "page": 0, "Index": 174}, {"Word": "of", "Confidence": 0.998, "X1": 0.34367, "Y1": 0.9202, "X2": 0.3558, "Y2": 0.92, "X3": 0.3558, "Y3": 0.9348, "X4": 0.34367, "Y4": 0.9348, "page": 0, "Index": 175}, {"Word": "the", "Confidence": 0.998, "X1": 0.35984, "Y1": 0.9202, "X2": 0.38275, "Y2": 0.92, "X3": 0.38275, "Y3": 0.9348, "X4": 0.35984, "Y4": 0.9348, "page": 0, "Index": 176}, {"Word": "documents.", "Confidence": 0.886, "X1": 0.38679, "Y1": 0.9202, "X2": 0.47035, "Y2": 0.92, "X3": 0.469, "Y3": 0.9348, "X4": 0.38679, "Y4": 0.9348, "page": 0, "Index": 177}]}	"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"
fffc0069	1	{"lines_data": [{"Word": ". Creative Review & Preliminary Story-Board Development", "Confidence": 0.92214, "X1": 0.1186, "Y1": 0.1592, "X2": 0.65768, "Y2": 0.159, "X3": 0.65768, "Y3": 0.1778, "X4": 0.1186, "Y4": 0.1758, "page": 0}, {"Word": "> LBC develop creative and story board", "Confidence": 0.95743, "X1": 0.14825, "Y1": 0.1892, "X2": 0.46092, "Y2": 0.189, "X3": 0.46092, "Y3": 0.2048, "X4": 0.14825, "Y4": 0.2038, "page": 0}, {"Word": "> TM share creative with KB & Op Co.", "Confidence": 0.97656, "X1": 0.14825, "Y1": 0.2172, "X2": 0.44744, "Y2": 0.217, "X3": 0.44744, "Y3": 0.2348, "X4": 0.14825, "Y4": 0.2338, "page": 0}, {"Word": "> KB give feedback, double check with program managers on any questions", "Confidence": 0.94633, "X1": 0.14825, "Y1": 0.2472, "X2": 0.72507, "Y2": 0.247, "X3": 0.72507, "Y3": 0.2628, "X4": 0.14825, "Y4": 0.2618, "page": 0}, {"Word": "\u00b7 Present to Core Ad Team", "Confidence": 0.8325, "X1": 0.1186, "Y1": 0.2952, "X2": 0.37871, "Y2": 0.295, "X3": 0.37871, "Y3": 0.3108, "X4": 0.1186, "Y4": 0.3118, "page": 0}, {"Word": "Creative Revisions", "Confidence": 0.995, "X1": 0.14151, "Y1": 0.3292, "X2": 0.31806, "Y2": 0.329, "X3": 0.31806, "Y3": 0.3448, "X4": 0.14151, "Y4": 0.3448, "page": 0}, {"Word": "> TM provides revisions to KB for review", "Confidence": 0.93625, "X1": 0.14825, "Y1": 0.3592, "X2": 0.46496, "Y2": 0.359, "X3": 0.46496, "Y3": 0.3758, "X4": 0.14825, "Y4": 0.3758, "page": 0}, {"Word": "> KB inform department & Op Co. of changes", "Confidence": 0.96433, "X1": 0.1469, "Y1": 0.3882, "X2": 0.5, "Y2": 0.388, "X3": 0.5, "Y3": 0.4038, "X4": 0.1469, "Y4": 0.4028, "page": 0}, {"Word": "> KB/Op Co. send creative to partner", "Confidence": 0.93929, "X1": 0.14555, "Y1": 0.4162, "X2": 0.4407, "Y2": 0.416, "X3": 0.4407, "Y3": 0.4318, "X4": 0.14555, "Y4": 0.4308, "page": 0}, {"Word": "> Get partner approval", "Confidence": 0.81475, "X1": 0.1469, "Y1": 0.4442, "X2": 0.33423, "Y2": 0.444, "X3": 0.33423, "Y3": 0.4588, "X4": 0.1469, "Y4": 0.4588, "page": 0}, {"Word": "\u00b7 Creative Development Research", "Confidence": 0.78125, "X1": 0.1159, "Y1": 0.4882, "X2": 0.43801, "Y2": 0.488, "X3": 0.43801, "Y3": 0.5058, "X4": 0.1159, "Y4": 0.5068, "page": 0}, {"Word": ". Refine & Present to Broad Team ... Move to Production Recommendation", "Confidence": 0.96333, "X1": 0.11725, "Y1": 0.5232, "X2": 0.78706, "Y2": 0.523, "X3": 0.78706, "Y3": 0.5408, "X4": 0.11725, "Y4": 0.5408, "page": 0}, {"Word": "Tasks/Issues/Questions", "Confidence": 0.877, "X1": 0.1159, "Y1": 0.5912, "X2": 0.33288, "Y2": 0.591, "X3": 0.33288, "Y3": 0.6088, "X4": 0.1159, "Y4": 0.6088, "page": 0}, {"Word": "MS/TM work on story idea template - database format for shared access?", "Confidence": 0.99367, "X1": 0.1442, "Y1": 0.6272, "X2": 0.79919, "Y2": 0.627, "X3": 0.79919, "Y3": 0.6428, "X4": 0.1442, "Y4": 0.6428, "page": 0}, {"Word": "{story summary, history with group, history with giving area, recommended", "Confidence": 0.9545, "X1": 0.14286, "Y1": 0.6442, "X2": 0.80323, "Y2": 0.644, "X3": 0.80323, "Y3": 0.6598, "X4": 0.14286, "Y4": 0.6598, "page": 0}, {"Word": "interviewees, issues/concerns, contact information for group)", "Confidence": 0.96883, "X1": 0.14555, "Y1": 0.6612, "X2": 0.68329, "Y2": 0.661, "X3": 0.68329, "Y3": 0.6788, "X4": 0.14555, "Y4": 0.6778, "page": 0}, {"Word": ". Gifts access for Tamara Moore - can we get read-only access for TM?", "Confidence": 0.969, "X1": 0.11456, "Y1": 0.6952, "X2": 0.76954, "Y2": 0.695, "X3": 0.76954, "Y3": 0.7128, "X4": 0.11456, "Y4": 0.7128, "page": 0}, {"Word": "2081688883", "Confidence": 0.991, "X1": 0.89757, "Y1": 0.8662, "X2": 0.88679, "Y2": 0.866, "X3": 0.86119, "Y3": 0.8648, "X4": 0.87062, "Y4": 0.7668, "page": 0}, {"Word": "DRAFT for discussion", "Confidence": 0.99633, "X1": 0.6496, "Y1": 0.9382, "X2": 0.83288, "Y2": 0.938, "X3": 0.83288, "Y3": 0.9558, "X4": 0.6496, "Y4": 0.9558, "page": 0}], "words_data": [{"Word": ".", "Confidence": 0.519, "X1": 0.11995, "Y1": 0.1592, "X2": 0.13342, "Y2": 0.159, "X3": 0.13342, "Y3": 0.1758, "X4": 0.11995, "Y4": 0.1758, "page": 0, "Index": 0}, {"Word": "Creative", "Confidence": 0.993, "X1": 0.14825, "Y1": 0.1592, "X2": 0.22372, "Y2": 0.159, "X3": 0.22372, "Y3": 0.1758, "X4": 0.14825, "Y4": 0.1758, "page": 0, "Index": 1}, {"Word": "Review", "Confidence": 0.995, "X1": 0.22776, "Y1": 0.1592, "X2": 0.2938, "Y2": 0.159, "X3": 0.2938, "Y3": 0.1758, "X4": 0.22776, "Y4": 0.1758, "page": 0, "Index": 2}, {"Word": "&", "Confidence": 0.971, "X1": 0.29919, "Y1": 0.1592, "X2": 0.31132, "Y2": 0.159, "X3": 0.31132, "Y3": 0.1768, "X4": 0.29919, "Y4": 0.1768, "page": 0, "Index": 3}, {"Word": "Preliminary", "Confidence": 0.991, "X1": 0.31671, "Y1": 0.1592, "X2": 0.41779, "Y2": 0.159, "X3": 0.41644, "Y3": 0.1768, "X4": 0.31671, "Y4": 0.1768, "page": 0, "Index": 4}, {"Word": "Story-Board", "Confidence": 0.993, "X1": 0.42318, "Y1": 0.1592, "X2": 0.5283, "Y2": 0.159, "X3": 0.52695, "Y3": 0.1778, "X4": 0.42183, "Y4": 0.1768, "page": 0, "Index": 5}, {"Word": "Development", "Confidence": 0.993, "X1": 0.53369, "Y1": 0.1602, "X2": 0.65768, "Y2": 0.16, "X3": 0.65633, "Y3": 0.1788, "X4": 0.53235, "Y4": 0.1778, "page": 0, "Index": 6}, {"Word": ">", "Confidence": 0.831, "X1": 0.1496, "Y1": 0.1882, "X2": 0.16173, "Y2": 0.188, "X3": 0.16173, "Y3": 0.2048, "X4": 0.1496, "Y4": 0.2048, "page": 0, "Index": 7}, {"Word": "LBC", "Confidence": 0.902, "X1": 0.17655, "Y1": 0.1892, "X2": 0.21159, "Y2": 0.189, "X3": 0.21159, "Y3": 0.2048, "X4": 0.17655, "Y4": 0.2048, "page": 0, "Index": 8}, {"Word": "develop", "Confidence": 0.993, "X1": 0.21563, "Y1": 0.1892, "X2": 0.27358, "Y2": 0.189, "X3": 0.27224, "Y3": 0.2048, "X4": 0.21563, "Y4": 0.2048, "page": 0, "Index": 9}, {"Word": "creative", "Confidence": 0.994, "X1": 0.27763, "Y1": 0.1892, "X2": 0.33827, "Y2": 0.189, "X3": 0.33693, "Y3": 0.2048, "X4": 0.27628, "Y4": 0.2048, "page": 0, "Index": 10}, {"Word": "and", "Confidence": 0.998, "X1": 0.34232, "Y1": 0.1902, "X2": 0.36927, "Y2": 0.19, "X3": 0.36792, "Y3": 0.2058, "X4": 0.34097, "Y4": 0.2058, "page": 0, "Index": 11}, {"Word": "story", "Confidence": 0.991, "X1": 0.37332, "Y1": 0.1902, "X2": 0.4097, "Y2": 0.19, "X3": 0.40836, "Y3": 0.2058, "X4": 0.37332, "Y4": 0.2058, "page": 0, "Index": 12}, {"Word": "board", "Confidence": 0.993, "X1": 0.41375, "Y1": 0.1902, "X2": 0.46092, "Y2": 0.19, "X3": 0.45957, "Y3": 0.2058, "X4": 0.4124, "Y4": 0.2058, "page": 0, "Index": 13}, {"Word": ">", "Confidence": 0.863, "X1": 0.15094, "Y1": 0.2172, "X2": 0.16442, "Y2": 0.217, "X3": 0.16307, "Y3": 0.2338, "X4": 0.1496, "Y4": 0.2338, "page": 0, "Index": 14}, {"Word": "TM", "Confidence": 0.994, "X1": 0.17925, "Y1": 0.2182, "X2": 0.20216, "Y2": 0.218, "X3": 0.20081, "Y3": 0.2338, "X4": 0.1779, "Y4": 0.2338, "page": 0, "Index": 15}, {"Word": "share", "Confidence": 0.997, "X1": 0.2062, "Y1": 0.2182, "X2": 0.24798, "Y2": 0.218, "X3": 0.24663, "Y3": 0.2338, "X4": 0.20485, "Y4": 0.2338, "page": 0, "Index": 16}, {"Word": "creative", "Confidence": 0.995, "X1": 0.25202, "Y1": 0.2182, "X2": 0.30863, "Y2": 0.218, "X3": 0.30863, "Y3": 0.2348, "X4": 0.25202, "Y4": 0.2338, "page": 0, "Index": 17}, {"Word": "with", "Confidence": 0.991, "X1": 0.31402, "Y1": 0.2182, "X2": 0.34367, "Y2": 0.218, "X3": 0.34367, "Y3": 0.2348, "X4": 0.31267, "Y4": 0.2348, "page": 0, "Index": 18}, {"Word": "KB", "Confidence": 0.998, "X1": 0.34771, "Y1": 0.2182, "X2": 0.37197, "Y2": 0.218, "X3": 0.37197, "Y3": 0.2348, "X4": 0.34771, "Y4": 0.2348, "page": 0, "Index": 19}, {"Word": "&", "Confidence": 0.996, "X1": 0.37601, "Y1": 0.2182, "X2": 0.38679, "Y2": 0.218, "X3": 0.38679, "Y3": 0.2348, "X4": 0.37601, "Y4": 0.2348, "page": 0, "Index": 20}, {"Word": "Op", "Confidence": 0.997, "X1": 0.39084, "Y1": 0.2182, "X2": 0.41375, "Y2": 0.218, "X3": 0.41375, "Y3": 0.2348, "X4": 0.39084, "Y4": 0.2348, "page": 0, "Index": 21}, {"Word": "Co.", "Confidence": 0.958, "X1": 0.41779, "Y1": 0.2172, "X2": 0.44879, "Y2": 0.217, "X3": 0.44879, "Y3": 0.2358, "X4": 0.41779, "Y4": 0.2348, "page": 0, "Index": 22}, {"Word": ">", "Confidence": 0.699, "X1": 0.15094, "Y1": 0.2472, "X2": 0.16173, "Y2": 0.247, "X3": 0.16173, "Y3": 0.2618, "X4": 0.1496, "Y4": 0.2618, "page": 0, "Index": 23}, {"Word": "KB", "Confidence": 0.997, "X1": 0.1779, "Y1": 0.2472, "X2": 0.20081, "Y2": 0.247, "X3": 0.20081, "Y3": 0.2618, "X4": 0.17655, "Y4": 0.2618, "page": 0, "Index": 24}, {"Word": "give", "Confidence": 0.988, "X1": 0.20485, "Y1": 0.2472, "X2": 0.2345, "Y2": 0.247, "X3": 0.2345, "Y3": 0.2618, "X4": 0.20485, "Y4": 0.2618, "page": 0, "Index": 25}, {"Word": "feedback,", "Confidence": 0.934, "X1": 0.23854, "Y1": 0.2472, "X2": 0.31267, "Y2": 0.247, "X3": 0.31132, "Y3": 0.2628, "X4": 0.23854, "Y4": 0.2618, "page": 0, "Index": 26}, {"Word": "double", "Confidence": 0.981, "X1": 0.31671, "Y1": 0.2472, "X2": 0.36523, "Y2": 0.247, "X3": 0.36523, "Y3": 0.2628, "X4": 0.31671, "Y4": 0.2628, "page": 0, "Index": 27}, {"Word": "check", "Confidence": 0.881, "X1": 0.36927, "Y1": 0.2472, "X2": 0.41375, "Y2": 0.247, "X3": 0.41375, "Y3": 0.2628, "X4": 0.36927, "Y4": 0.2628, "page": 0, "Index": 28}, {"Word": "with", "Confidence": 0.994, "X1": 0.41779, "Y1": 0.2472, "X2": 0.44744, "Y2": 0.247, "X3": 0.44744, "Y3": 0.2628, "X4": 0.41779, "Y4": 0.2628, "page": 0, "Index": 29}, {"Word": "program", "Confidence": 0.979, "X1": 0.45148, "Y1": 0.2472, "X2": 0.51213, "Y2": 0.247, "X3": 0.51213, "Y3": 0.2628, "X4": 0.45148, "Y4": 0.2628, "page": 0, "Index": 30}, {"Word": "managers", "Confidence": 0.941, "X1": 0.51752, "Y1": 0.2482, "X2": 0.5903, "Y2": 0.248, "X3": 0.59164, "Y3": 0.2628, "X4": 0.51752, "Y4": 0.2628, "page": 0, "Index": 31}, {"Word": "on", "Confidence": 0.97, "X1": 0.59569, "Y1": 0.2482, "X2": 0.61456, "Y2": 0.248, "X3": 0.61456, "Y3": 0.2628, "X4": 0.59569, "Y4": 0.2628, "page": 0, "Index": 32}, {"Word": "any", "Confidence": 0.998, "X1": 0.6186, "Y1": 0.2482, "X2": 0.64555, "Y2": 0.248, "X3": 0.64555, "Y3": 0.2628, "X4": 0.6186, "Y4": 0.2628, "page": 0, "Index": 33}, {"Word": "questions", "Confidence": 0.994, "X1": 0.6496, "Y1": 0.2482, "X2": 0.72507, "Y2": 0.248, "X3": 0.72507, "Y3": 0.2628, "X4": 0.6496, "Y4": 0.2628, "page": 0, "Index": 34}, {"Word": "\u00b7", "Confidence": 0.03, "X1": 0.11995, "Y1": 0.2952, "X2": 0.13208, "Y2": 0.295, "X3": 0.13208, "Y3": 0.3118, "X4": 0.11995, "Y4": 0.3118, "page": 0, "Index": 35}, {"Word": "Present", "Confidence": 0.995, "X1": 0.1469, "Y1": 0.2952, "X2": 0.21698, "Y2": 0.295, "X3": 0.21698, "Y3": 0.3108, "X4": 0.1469, "Y4": 0.3118, "page": 0, "Index": 36}, {"Word": "to", "Confidence": 0.998, "X1": 0.22102, "Y1": 0.2952, "X2": 0.23989, "Y2": 0.295, "X3": 0.23989, "Y3": 0.3098, "X4": 0.22102, "Y4": 0.3098, "page": 0, "Index": 37}, {"Word": "Core", "Confidence": 0.989, "X1": 0.24394, "Y1": 0.2952, "X2": 0.28841, "Y2": 0.295, "X3": 0.28841, "Y3": 0.3098, "X4": 0.24394, "Y4": 0.3098, "page": 0, "Index": 38}, {"Word": "Ad", "Confidence": 0.998, "X1": 0.29245, "Y1": 0.2952, "X2": 0.31806, "Y2": 0.295, "X3": 0.31941, "Y3": 0.3098, "X4": 0.2938, "Y4": 0.3098, "page": 0, "Index": 39}, {"Word": "Team", "Confidence": 0.985, "X1": 0.32345, "Y1": 0.2962, "X2": 0.36927, "Y2": 0.296, "X3": 0.36927, "Y3": 0.3108, "X4": 0.32345, "Y4": 0.3098, "page": 0, "Index": 40}, {"Word": "Creative", "Confidence": 0.995, "X1": 0.14825, "Y1": 0.3302, "X2": 0.22372, "Y2": 0.33, "X3": 0.22237, "Y3": 0.3448, "X4": 0.1469, "Y4": 0.3458, "page": 0, "Index": 41}, {"Word": "Revisions", "Confidence": 0.995, "X1": 0.22776, "Y1": 0.3302, "X2": 0.31806, "Y2": 0.33, "X3": 0.31536, "Y3": 0.3458, "X4": 0.22642, "Y4": 0.3448, "page": 0, "Index": 42}, {"Word": ">", "Confidence": 0.844, "X1": 0.1496, "Y1": 0.3602, "X2": 0.16038, "Y2": 0.36, "X3": 0.16038, "Y3": 0.3758, "X4": 0.1496, "Y4": 0.3758, "page": 0, "Index": 43}, {"Word": "TM", "Confidence": 0.988, "X1": 0.17925, "Y1": 0.3602, "X2": 0.19946, "Y2": 0.36, "X3": 0.19946, "Y3": 0.3758, "X4": 0.17925, "Y4": 0.3758, "page": 0, "Index": 44}, {"Word": "provides", "Confidence": 0.941, "X1": 0.20485, "Y1": 0.3602, "X2": 0.26819, "Y2": 0.36, "X3": 0.26819, "Y3": 0.3748, "X4": 0.20485, "Y4": 0.3748, "page": 0, "Index": 45}, {"Word": "revisions", "Confidence": 0.965, "X1": 0.27224, "Y1": 0.3612, "X2": 0.33827, "Y2": 0.361, "X3": 0.33827, "Y3": 0.3748, "X4": 0.27224, "Y4": 0.3748, "page": 0, "Index": 46}, {"Word": "to", "Confidence": 0.998, "X1": 0.34232, "Y1": 0.3612, "X2": 0.35714, "Y2": 0.361, "X3": 0.3558, "Y3": 0.3748, "X4": 0.34232, "Y4": 0.3748, "page": 0, "Index": 47}, {"Word": "KB", "Confidence": 0.998, "X1": 0.36119, "Y1": 0.3612, "X2": 0.38275, "Y2": 0.361, "X3": 0.38275, "Y3": 0.3748, "X4": 0.35984, "Y4": 0.3748, "page": 0, "Index": 48}, {"Word": "for", "Confidence": 0.998, "X1": 0.38679, "Y1": 0.3612, "X2": 0.40836, "Y2": 0.361, "X3": 0.40701, "Y3": 0.3748, "X4": 0.38679, "Y4": 0.3748, "page": 0, "Index": 49}, {"Word": "review", "Confidence": 0.758, "X1": 0.4124, "Y1": 0.3612, "X2": 0.46092, "Y2": 0.361, "X3": 0.45957, "Y3": 0.3758, "X4": 0.41105, "Y4": 0.3748, "page": 0, "Index": 50}, {"Word": ">", "Confidence": 0.733, "X1": 0.1496, "Y1": 0.3882, "X2": 0.16038, "Y2": 0.388, "X3": 0.16173, "Y3": 0.4028, "X4": 0.1496, "Y4": 0.4028, "page": 0, "Index": 51}, {"Word": "KB", "Confidence": 0.997, "X1": 0.17655, "Y1": 0.3882, "X2": 0.19946, "Y2": 0.388, "X3": 0.19946, "Y3": 0.4028, "X4": 0.17655, "Y4": 0.4028, "page": 0, "Index": 52}, {"Word": "inform", "Confidence": 0.981, "X1": 0.2035, "Y1": 0.3882, "X2": 0.24798, "Y2": 0.388, "X3": 0.24798, "Y3": 0.4028, "X4": 0.2035, "Y4": 0.4028, "page": 0, "Index": 53}, {"Word": "department", "Confidence": 0.981, "X1": 0.25202, "Y1": 0.3892, "X2": 0.33827, "Y2": 0.389, "X3": 0.33827, "Y3": 0.4038, "X4": 0.25337, "Y4": 0.4028, "page": 0, "Index": 54}, {"Word": "&", "Confidence": 0.998, "X1": 0.34232, "Y1": 0.3892, "X2": 0.3531, "Y2": 0.389, "X3": 0.3531, "Y3": 0.4038, "X4": 0.34232, "Y4": 0.4038, "page": 0, "Index": 55}, {"Word": "Op", "Confidence": 0.997, "X1": 0.35714, "Y1": 0.3892, "X2": 0.38005, "Y2": 0.389, "X3": 0.38005, "Y3": 0.4038, "X4": 0.35714, "Y4": 0.4038, "page": 0, "Index": 56}, {"Word": "Co.", "Confidence": 0.998, "X1": 0.3841, "Y1": 0.3892, "X2": 0.4097, "Y2": 0.389, "X3": 0.4097, "Y3": 0.4038, "X4": 0.3841, "Y4": 0.4038, "page": 0, "Index": 57}, {"Word": "of", "Confidence": 0.998, "X1": 0.41375, "Y1": 0.3892, "X2": 0.42857, "Y2": 0.389, "X3": 0.42857, "Y3": 0.4038, "X4": 0.41375, "Y4": 0.4038, "page": 0, "Index": 58}, {"Word": "changes", "Confidence": 0.996, "X1": 0.43261, "Y1": 0.3892, "X2": 0.5, "Y2": 0.389, "X3": 0.5, "Y3": 0.4048, "X4": 0.43261, "Y4": 0.4038, "page": 0, "Index": 59}, {"Word": ">", "Confidence": 0.683, "X1": 0.14825, "Y1": 0.4162, "X2": 0.15903, "Y2": 0.416, "X3": 0.16038, "Y3": 0.4308, "X4": 0.14825, "Y4": 0.4308, "page": 0, "Index": 60}, {"Word": "KB/Op", "Confidence": 0.991, "X1": 0.1752, "Y1": 0.4162, "X2": 0.22507, "Y2": 0.416, "X3": 0.22507, "Y3": 0.4318, "X4": 0.1752, "Y4": 0.4318, "page": 0, "Index": 61}, {"Word": "Co.", "Confidence": 0.991, "X1": 0.22911, "Y1": 0.4162, "X2": 0.25606, "Y2": 0.416, "X3": 0.25606, "Y3": 0.4318, "X4": 0.22911, "Y4": 0.4318, "page": 0, "Index": 62}, {"Word": "send", "Confidence": 0.987, "X1": 0.26146, "Y1": 0.4162, "X2": 0.2965, "Y2": 0.416, "X3": 0.29515, "Y3": 0.4318, "X4": 0.26011, "Y4": 0.4318, "page": 0, "Index": 63}, {"Word": "creative", "Confidence": 0.991, "X1": 0.30054, "Y1": 0.4172, "X2": 0.35849, "Y2": 0.417, "X3": 0.35714, "Y3": 0.4318, "X4": 0.29919, "Y4": 0.4318, "page": 0, "Index": 64}, {"Word": "to", "Confidence": 0.998, "X1": 0.36253, "Y1": 0.4172, "X2": 0.37871, "Y2": 0.417, "X3": 0.37736, "Y3": 0.4318, "X4": 0.36119, "Y4": 0.4318, "page": 0, "Index": 65}, {"Word": "partner", "Confidence": 0.934, "X1": 0.38275, "Y1": 0.4172, "X2": 0.4407, "Y2": 0.417, "X3": 0.43935, "Y3": 0.4318, "X4": 0.3814, "Y4": 0.4318, "page": 0, "Index": 66}, {"Word": ">", "Confidence": 0.78, "X1": 0.1496, "Y1": 0.4452, "X2": 0.16038, "Y2": 0.445, "X3": 0.16038, "Y3": 0.4588, "X4": 0.1496, "Y4": 0.4588, "page": 0, "Index": 67}, {"Word": "Get", "Confidence": 0.993, "X1": 0.17655, "Y1": 0.4442, "X2": 0.2035, "Y2": 0.444, "X3": 0.20216, "Y3": 0.4588, "X4": 0.17655, "Y4": 0.4588, "page": 0, "Index": 68}, {"Word": "partner", "Confidence": 0.637, "X1": 0.2062, "Y1": 0.4452, "X2": 0.26146, "Y2": 0.445, "X3": 0.26146, "Y3": 0.4598, "X4": 0.2062, "Y4": 0.4588, "page": 0, "Index": 69}, {"Word": "approval", "Confidence": 0.849, "X1": 0.2655, "Y1": 0.4452, "X2": 0.33423, "Y2": 0.445, "X3": 0.33288, "Y3": 0.4598, "X4": 0.2655, "Y4": 0.4598, "page": 0, "Index": 70}, {"Word": "\u00b7", "Confidence": 0.141, "X1": 0.1186, "Y1": 0.4892, "X2": 0.13208, "Y2": 0.489, "X3": 0.13208, "Y3": 0.5068, "X4": 0.11725, "Y4": 0.5068, "page": 0, "Index": 71}, {"Word": "Creative", "Confidence": 0.996, "X1": 0.14555, "Y1": 0.4882, "X2": 0.21968, "Y2": 0.488, "X3": 0.21968, "Y3": 0.5068, "X4": 0.14555, "Y4": 0.5068, "page": 0, "Index": 72}, {"Word": "Development", "Confidence": 0.993, "X1": 0.22507, "Y1": 0.4892, "X2": 0.34232, "Y2": 0.489, "X3": 0.34232, "Y3": 0.5058, "X4": 0.22372, "Y4": 0.5068, "page": 0, "Index": 73}, {"Word": "Research", "Confidence": 0.995, "X1": 0.34771, "Y1": 0.4892, "X2": 0.43531, "Y2": 0.489, "X3": 0.43531, "Y3": 0.5068, "X4": 0.34636, "Y4": 0.5058, "page": 0, "Index": 74}, {"Word": ".", "Confidence": 0.624, "X1": 0.11725, "Y1": 0.5242, "X2": 0.13073, "Y2": 0.524, "X3": 0.13073, "Y3": 0.5408, "X4": 0.1186, "Y4": 0.5408, "page": 0, "Index": 75}, {"Word": "Refine", "Confidence": 0.995, "X1": 0.14555, "Y1": 0.5242, "X2": 0.2035, "Y2": 0.524, "X3": 0.20485, "Y3": 0.5408, "X4": 0.14555, "Y4": 0.5408, "page": 0, "Index": 76}, {"Word": "&", "Confidence": 0.998, "X1": 0.20889, "Y1": 0.5242, "X2": 0.22237, "Y2": 0.524, "X3": 0.22237, "Y3": 0.5408, "X4": 0.20889, "Y4": 0.5408, "page": 0, "Index": 77}, {"Word": "Present", "Confidence": 0.996, "X1": 0.22776, "Y1": 0.5242, "X2": 0.29515, "Y2": 0.524, "X3": 0.29515, "Y3": 0.5418, "X4": 0.22776, "Y4": 0.5408, "page": 0, "Index": 78}, {"Word": "to", "Confidence": 0.998, "X1": 0.30054, "Y1": 0.5242, "X2": 0.31806, "Y2": 0.524, "X3": 0.31941, "Y3": 0.5418, "X4": 0.30054, "Y4": 0.5418, "page": 0, "Index": 79}, {"Word": "Broad", "Confidence": 0.997, "X1": 0.32345, "Y1": 0.5242, "X2": 0.37871, "Y2": 0.524, "X3": 0.37871, "Y3": 0.5418, "X4": 0.32345, "Y4": 0.5418, "page": 0, "Index": 80}, {"Word": "Team", "Confidence": 0.986, "X1": 0.3841, "Y1": 0.5242, "X2": 0.42857, "Y2": 0.524, "X3": 0.42857, "Y3": 0.5418, "X4": 0.3841, "Y4": 0.5418, "page": 0, "Index": 81}, {"Word": "...", "Confidence": 0.993, "X1": 0.43261, "Y1": 0.5242, "X2": 0.44744, "Y2": 0.524, "X3": 0.44744, "Y3": 0.5418, "X4": 0.43261, "Y4": 0.5418, "page": 0, "Index": 82}, {"Word": "Move", "Confidence": 0.988, "X1": 0.45148, "Y1": 0.5242, "X2": 0.50135, "Y2": 0.524, "X3": 0.50135, "Y3": 0.5418, "X4": 0.45148, "Y4": 0.5418, "page": 0, "Index": 83}, {"Word": "to", "Confidence": 0.998, "X1": 0.50674, "Y1": 0.5242, "X2": 0.52291, "Y2": 0.524, "X3": 0.52291, "Y3": 0.5418, "X4": 0.50539, "Y4": 0.5418, "page": 0, "Index": 84}, {"Word": "Production", "Confidence": 0.994, "X1": 0.5283, "Y1": 0.5242, "X2": 0.62399, "Y2": 0.524, "X3": 0.62399, "Y3": 0.5408, "X4": 0.5283, "Y4": 0.5418, "page": 0, "Index": 85}, {"Word": "Recommendation", "Confidence": 0.993, "X1": 0.62803, "Y1": 0.5242, "X2": 0.78706, "Y2": 0.524, "X3": 0.78706, "Y3": 0.5408, "X4": 0.62803, "Y4": 0.5408, "page": 0, "Index": 86}, {"Word": "Tasks/Issues/Questions", "Confidence": 0.877, "X1": 0.11725, "Y1": 0.5922, "X2": 0.33019, "Y2": 0.592, "X3": 0.33019, "Y3": 0.6088, "X4": 0.11725, "Y4": 0.6088, "page": 0, "Index": 87}, {"Word": "MS/TM", "Confidence": 0.991, "X1": 0.14555, "Y1": 0.6272, "X2": 0.20485, "Y2": 0.627, "X3": 0.20485, "Y3": 0.6428, "X4": 0.14555, "Y4": 0.6428, "page": 0, "Index": 88}, {"Word": "work", "Confidence": 0.988, "X1": 0.21294, "Y1": 0.6272, "X2": 0.25606, "Y2": 0.627, "X3": 0.25606, "Y3": 0.6428, "X4": 0.21294, "Y4": 0.6428, "page": 0, "Index": 89}, {"Word": "on", "Confidence": 0.997, "X1": 0.26146, "Y1": 0.6272, "X2": 0.28437, "Y2": 0.627, "X3": 0.28437, "Y3": 0.6428, "X4": 0.26146, "Y4": 0.6428, "page": 0, "Index": 90}, {"Word": "story", "Confidence": 0.997, "X1": 0.28841, "Y1": 0.6272, "X2": 0.33288, "Y2": 0.627, "X3": 0.33288, "Y3": 0.6438, "X4": 0.28841, "Y4": 0.6428, "page": 0, "Index": 91}, {"Word": "idea", "Confidence": 0.982, "X1": 0.33693, "Y1": 0.6272, "X2": 0.37601, "Y2": 0.627, "X3": 0.37601, "Y3": 0.6438, "X4": 0.33693, "Y4": 0.6438, "page": 0, "Index": 92}, {"Word": "template", "Confidence": 0.994, "X1": 0.38005, "Y1": 0.6272, "X2": 0.45687, "Y2": 0.627, "X3": 0.45687, "Y3": 0.6438, "X4": 0.38005, "Y4": 0.6438, "page": 0, "Index": 93}, {"Word": "-", "Confidence": 0.995, "X1": 0.46092, "Y1": 0.6272, "X2": 0.47439, "Y2": 0.627, "X3": 0.47305, "Y3": 0.6438, "X4": 0.46092, "Y4": 0.6438, "page": 0, "Index": 94}, {"Word": "database", "Confidence": 0.994, "X1": 0.47844, "Y1": 0.6272, "X2": 0.56199, "Y2": 0.627, "X3": 0.56065, "Y3": 0.6438, "X4": 0.47844, "Y4": 0.6438, "page": 0, "Index": 95}, {"Word": "format", "Confidence": 0.997, "X1": 0.56604, "Y1": 0.6272, "X2": 0.62264, "Y2": 0.627, "X3": 0.62264, "Y3": 0.6438, "X4": 0.56604, "Y4": 0.6438, "page": 0, "Index": 96}, {"Word": "for", "Confidence": 0.998, "X1": 0.62803, "Y1": 0.6272, "X2": 0.65229, "Y2": 0.627, "X3": 0.65094, "Y3": 0.6438, "X4": 0.62668, "Y4": 0.6438, "page": 0, "Index": 97}, {"Word": "shared", "Confidence": 0.997, "X1": 0.65633, "Y1": 0.6272, "X2": 0.71833, "Y2": 0.627, "X3": 0.71833, "Y3": 0.6428, "X4": 0.65633, "Y4": 0.6438, "page": 0, "Index": 98}, {"Word": "access?", "Confidence": 0.994, "X1": 0.72372, "Y1": 0.6272, "X2": 0.79919, "Y2": 0.627, "X3": 0.79919, "Y3": 0.6428, "X4": 0.72237, "Y4": 0.6428, "page": 0, "Index": 99}, {"Word": "{story", "Confidence": 0.609, "X1": 0.1442, "Y1": 0.6442, "X2": 0.19407, "Y2": 0.644, "X3": 0.19407, "Y3": 0.6608, "X4": 0.14555, "Y4": 0.6598, "page": 0, "Index": 100}, {"Word": "summary,", "Confidence": 0.994, "X1": 0.19811, "Y1": 0.6442, "X2": 0.28841, "Y2": 0.644, "X3": 0.28841, "Y3": 0.6608, "X4": 0.19946, "Y4": 0.6608, "page": 0, "Index": 101}, {"Word": "history", "Confidence": 0.995, "X1": 0.29245, "Y1": 0.6442, "X2": 0.35175, "Y2": 0.644, "X3": 0.35175, "Y3": 0.6608, "X4": 0.29245, "Y4": 0.6608, "page": 0, "Index": 102}, {"Word": "with", "Confidence": 0.989, "X1": 0.3558, "Y1": 0.6442, "X2": 0.39218, "Y2": 0.644, "X3": 0.39218, "Y3": 0.6608, "X4": 0.3558, "Y4": 0.6608, "page": 0, "Index": 103}, {"Word": "group,", "Confidence": 0.996, "X1": 0.39623, "Y1": 0.6442, "X2": 0.45418, "Y2": 0.644, "X3": 0.45418, "Y3": 0.6608, "X4": 0.39757, "Y4": 0.6608, "page": 0, "Index": 104}, {"Word": "history", "Confidence": 0.995, "X1": 0.45957, "Y1": 0.6442, "X2": 0.51887, "Y2": 0.644, "X3": 0.51887, "Y3": 0.6608, "X4": 0.45957, "Y4": 0.6608, "page": 0, "Index": 105}, {"Word": "with", "Confidence": 0.987, "X1": 0.52291, "Y1": 0.6442, "X2": 0.5593, "Y2": 0.644, "X3": 0.5593, "Y3": 0.6608, "X4": 0.52291, "Y4": 0.6608, "page": 0, "Index": 106}, {"Word": "giving", "Confidence": 0.996, "X1": 0.56334, "Y1": 0.6442, "X2": 0.61725, "Y2": 0.644, "X3": 0.61725, "Y3": 0.6608, "X4": 0.56334, "Y4": 0.6608, "page": 0, "Index": 107}, {"Word": "area,", "Confidence": 0.991, "X1": 0.62129, "Y1": 0.6442, "X2": 0.66846, "Y2": 0.644, "X3": 0.66712, "Y3": 0.6598, "X4": 0.62129, "Y4": 0.6608, "page": 0, "Index": 108}, {"Word": "recommended", "Confidence": 0.993, "X1": 0.67251, "Y1": 0.6442, "X2": 0.80054, "Y2": 0.644, "X3": 0.80054, "Y3": 0.6598, "X4": 0.67116, "Y4": 0.6598, "page": 0, "Index": 109}, {"Word": "interviewees,", "Confidence": 0.988, "X1": 0.1469, "Y1": 0.6622, "X2": 0.26146, "Y2": 0.662, "X3": 0.26146, "Y3": 0.6778, "X4": 0.1469, "Y4": 0.6768, "page": 0, "Index": 110}, {"Word": "issues/concerns,", "Confidence": 0.844, "X1": 0.2655, "Y1": 0.6622, "X2": 0.41509, "Y2": 0.662, "X3": 0.41509, "Y3": 0.6778, "X4": 0.2655, "Y4": 0.6778, "page": 0, "Index": 111}, {"Word": "contact", "Confidence": 0.995, "X1": 0.41914, "Y1": 0.6622, "X2": 0.48383, "Y2": 0.662, "X3": 0.48383, "Y3": 0.6778, "X4": 0.41914, "Y4": 0.6778, "page": 0, "Index": 112}, {"Word": "information", "Confidence": 0.994, "X1": 0.48922, "Y1": 0.6622, "X2": 0.5876, "Y2": 0.662, "X3": 0.5876, "Y3": 0.6788, "X4": 0.48922, "Y4": 0.6778, "page": 0, "Index": 113}, {"Word": "for", "Confidence": 0.998, "X1": 0.59164, "Y1": 0.6622, "X2": 0.61725, "Y2": 0.662, "X3": 0.61725, "Y3": 0.6788, "X4": 0.59164, "Y4": 0.6788, "page": 0, "Index": 114}, {"Word": "group)", "Confidence": 0.994, "X1": 0.62129, "Y1": 0.6622, "X2": 0.68464, "Y2": 0.662, "X3": 0.68329, "Y3": 0.6798, "X4": 0.62129, "Y4": 0.6788, "page": 0, "Index": 115}, {"Word": ".", "Confidence": 0.674, "X1": 0.11725, "Y1": 0.6962, "X2": 0.12938, "Y2": 0.696, "X3": 0.12803, "Y3": 0.7128, "X4": 0.1159, "Y4": 0.7128, "page": 0, "Index": 116}, {"Word": "Gifts", "Confidence": 0.991, "X1": 0.1442, "Y1": 0.6962, "X2": 0.18733, "Y2": 0.696, "X3": 0.18598, "Y3": 0.7128, "X4": 0.14286, "Y4": 0.7128, "page": 0, "Index": 117}, {"Word": "access", "Confidence": 0.995, "X1": 0.19137, "Y1": 0.6962, "X2": 0.25337, "Y2": 0.696, "X3": 0.25337, "Y3": 0.7128, "X4": 0.19137, "Y4": 0.7128, "page": 0, "Index": 118}, {"Word": "for", "Confidence": 0.998, "X1": 0.25876, "Y1": 0.6962, "X2": 0.28302, "Y2": 0.696, "X3": 0.28302, "Y3": 0.7128, "X4": 0.25741, "Y4": 0.7128, "page": 0, "Index": 119}, {"Word": "Tamara", "Confidence": 0.992, "X1": 0.28706, "Y1": 0.6962, "X2": 0.3558, "Y2": 0.696, "X3": 0.35445, "Y3": 0.7128, "X4": 0.28706, "Y4": 0.7128, "page": 0, "Index": 120}, {"Word": "Moore", "Confidence": 0.997, "X1": 0.35984, "Y1": 0.6962, "X2": 0.41779, "Y2": 0.696, "X3": 0.41644, "Y3": 0.7128, "X4": 0.35849, "Y4": 0.7128, "page": 0, "Index": 121}, {"Word": "-", "Confidence": 0.995, "X1": 0.42183, "Y1": 0.6962, "X2": 0.43396, "Y2": 0.696, "X3": 0.43261, "Y3": 0.7128, "X4": 0.42183, "Y4": 0.7128, "page": 0, "Index": 122}, {"Word": "can", "Confidence": 0.998, "X1": 0.43801, "Y1": 0.6962, "X2": 0.4717, "Y2": 0.696, "X3": 0.4717, "Y3": 0.7128, "X4": 0.43801, "Y4": 0.7128, "page": 0, "Index": 123}, {"Word": "we", "Confidence": 0.998, "X1": 0.47709, "Y1": 0.6962, "X2": 0.5027, "Y2": 0.696, "X3": 0.5027, "Y3": 0.7128, "X4": 0.47574, "Y4": 0.7128, "page": 0, "Index": 124}, {"Word": "get", "Confidence": 0.998, "X1": 0.50809, "Y1": 0.6962, "X2": 0.53639, "Y2": 0.696, "X3": 0.53504, "Y3": 0.7128, "X4": 0.50674, "Y4": 0.7128, "page": 0, "Index": 125}, {"Word": "read-only", "Confidence": 0.949, "X1": 0.54043, "Y1": 0.6962, "X2": 0.62399, "Y2": 0.696, "X3": 0.62399, "Y3": 0.7128, "X4": 0.53908, "Y4": 0.7128, "page": 0, "Index": 126}, {"Word": "access", "Confidence": 0.995, "X1": 0.62938, "Y1": 0.6962, "X2": 0.69272, "Y2": 0.696, "X3": 0.69137, "Y3": 0.7128, "X4": 0.62803, "Y4": 0.7128, "page": 0, "Index": 127}, {"Word": "for", "Confidence": 0.998, "X1": 0.69677, "Y1": 0.6962, "X2": 0.72237, "Y2": 0.696, "X3": 0.72102, "Y3": 0.7128, "X4": 0.69542, "Y4": 0.7128, "page": 0, "Index": 128}, {"Word": "TM?", "Confidence": 0.988, "X1": 0.72642, "Y1": 0.6952, "X2": 0.76954, "Y2": 0.695, "X3": 0.76819, "Y3": 0.7128, "X4": 0.72507, "Y4": 0.7128, "page": 0, "Index": 129}, {"Word": "2081688883", "Confidence": 0.991, "X1": 0.89623, "Y1": 0.8632, "X2": 0.88814, "Y2": 0.863, "X3": 0.86119, "Y3": 0.8618, "X4": 0.87197, "Y4": 0.7678, "page": 0, "Index": 130}, {"Word": "DRAFT", "Confidence": 0.997, "X1": 0.65094, "Y1": 0.9392, "X2": 0.71159, "Y2": 0.939, "X3": 0.71024, "Y3": 0.9558, "X4": 0.6496, "Y4": 0.9558, "page": 0, "Index": 131}, {"Word": "for", "Confidence": 0.998, "X1": 0.71563, "Y1": 0.9392, "X2": 0.73989, "Y2": 0.939, "X3": 0.73854, "Y3": 0.9558, "X4": 0.71429, "Y4": 0.9558, "page": 0, "Index": 132}, {"Word": "discussion", "Confidence": 0.994, "X1": 0.74528, "Y1": 0.9392, "X2": 0.83019, "Y2": 0.939, "X3": 0.83019, "Y3": 0.9568, "X4": 0.74394, "Y4": 0.9558, "page": 0, "Index": 133}]}	"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"
fffc0069	0	{"lines_data": [{"Word": "Roles and Responsibilities", "Confidence": 0.99533, "X1": 0.33019, "Y1": 0.1182, "X2": 0.62534, "Y2": 0.118, "X3": 0.62534, "Y3": 0.1368, "X4": 0.33019, "Y4": 0.1368, "page": 0}, {"Word": "Story Gathering Sequence", "Confidence": 0.99533, "X1": 0.33154, "Y1": 0.1372, "X2": 0.62399, "Y2": 0.137, "X3": 0.62399, "Y3": 0.1568, "X4": 0.33154, "Y4": 0.1568, "page": 0}, {"Word": "\u00b7 LBC/PMMC Develop & Agree to Topics and Priorities", "Confidence": 0.89067, "X1": 0.1159, "Y1": 0.1922, "X2": 0.6186, "Y2": 0.192, "X3": 0.6186, "Y3": 0.2118, "X4": 0.1159, "Y4": 0.2108, "page": 0}, {"Word": "\u00b7 Corporate Contributions Develops Story Leads", "Confidence": 0.83033, "X1": 0.11725, "Y1": 0.2282, "X2": 0.5593, "Y2": 0.228, "X3": 0.5593, "Y3": 0.2458, "X4": 0.11725, "Y4": 0.2458, "page": 0}, {"Word": "> Karen Brosius (KB) takes the lead on developing story ideas from Corporate", "Confidence": 0.97746, "X1": 0.1496, "Y1": 0.2612, "X2": 0.73854, "Y2": 0.261, "X3": 0.73854, "Y3": 0.2778, "X4": 0.1496, "Y4": 0.2778, "page": 0}, {"Word": "> KB to meet regularly with program managers for leads", "Confidence": 0.9491, "X1": 0.1469, "Y1": 0.2902, "X2": 0.57682, "Y2": 0.29, "X3": 0.57682, "Y3": 0.3058, "X4": 0.1469, "Y4": 0.3058, "page": 0}, {"Word": "> MS/AM provide additional leads to KB from site visits", "Confidence": 0.9275, "X1": 0.1469, "Y1": 0.3172, "X2": 0.56604, "Y2": 0.317, "X3": 0.56604, "Y3": 0.3338, "X4": 0.1469, "Y4": 0.3338, "page": 0}, {"Word": "> KB completes story gathering template", "Confidence": 0.919, "X1": 0.1469, "Y1": 0.3472, "X2": 0.46361, "Y2": 0.347, "X3": 0.46361, "Y3": 0.3628, "X4": 0.1469, "Y4": 0.3618, "page": 0}, {"Word": "> Provides monthly story templates to PMMC (electronically?)", "Confidence": 0.90075, "X1": 0.1469, "Y1": 0.3762, "X2": 0.6186, "Y2": 0.376, "X3": 0.6186, "Y3": 0.3938, "X4": 0.1469, "Y4": 0.3928, "page": 0}, {"Word": ". Operating Company Develops Story Leads", "Confidence": 0.92583, "X1": 0.1159, "Y1": 0.4272, "X2": 0.5283, "Y2": 0.427, "X3": 0.5283, "Y3": 0.4448, "X4": 0.1159, "Y4": 0.4458, "page": 0}, {"Word": "> Tamara Moore (TM) liaison with Op Co. to develop ideas", "Confidence": 0.94127, "X1": 0.14555, "Y1": 0.4572, "X2": 0.59569, "Y2": 0.457, "X3": 0.59569, "Y3": 0.4728, "X4": 0.14555, "Y4": 0.4738, "page": 0}, {"Word": "> TM fill out story template and share with KB", "Confidence": 0.9002, "X1": 0.1442, "Y1": 0.4852, "X2": 0.5, "Y2": 0.485, "X3": 0.5, "Y3": 0.5008, "X4": 0.1442, "Y4": 0.5028, "page": 0}, {"Word": "> KB review idea and work directly with Op Co. to resolve any inconsistencies or concerns", "Confidence": 0.94369, "X1": 0.14555, "Y1": 0.5142, "X2": 0.8248, "Y2": 0.514, "X3": 0.8248, "Y3": 0.5298, "X4": 0.14555, "Y4": 0.5298, "page": 0}, {"Word": "> KB give thumbs up to PMMC for Op Co. stories to go onto next stage", "Confidence": 0.971, "X1": 0.1442, "Y1": 0.5432, "X2": 0.68598, "Y2": 0.543, "X3": 0.68598, "Y3": 0.5598, "X4": 0.1442, "Y4": 0.5598, "page": 0}, {"Word": ".LBC Story Filtering", "Confidence": 0.96933, "X1": 0.11995, "Y1": 0.5912, "X2": 0.31671, "Y2": 0.591, "X3": 0.31671, "Y3": 0.6088, "X4": 0.11995, "Y4": 0.6078, "page": 0}, {"Word": "> LBC & PMMC vet ideas from both Corporate and Op Cos.", "Confidence": 0.95258, "X1": 0.1469, "Y1": 0.6212, "X2": 0.60377, "Y2": 0.621, "X3": 0.60377, "Y3": 0.6358, "X4": 0.1469, "Y4": 0.6358, "page": 0}, {"Word": "> TM inform KB which stories LBC is taking to next level", "Confidence": 0.98192, "X1": 0.14286, "Y1": 0.6502, "X2": 0.57547, "Y2": 0.65, "X3": 0.57547, "Y3": 0.6648, "X4": 0.14286, "Y4": 0.6648, "page": 0}, {"Word": "> KB alert Tom Collamore, program managers and Op Co. as to status", "Confidence": 0.96046, "X1": 0.1442, "Y1": 0.6772, "X2": 0.68329, "Y2": 0.677, "X3": 0.68329, "Y3": 0.6928, "X4": 0.1442, "Y4": 0.6938, "page": 0}, {"Word": "> KB/MS or appropriate Op Cos. representative to contact nonprofit group, make", "Confidence": 0.94442, "X1": 0.14555, "Y1": 0.7072, "X2": 0.75472, "Y2": 0.707, "X3": 0.75472, "Y3": 0.7228, "X4": 0.14555, "Y4": 0.7238, "page": 0}, {"Word": "introduction to TM and LBC", "Confidence": 0.9962, "X1": 0.17251, "Y1": 0.7372, "X2": 0.38005, "Y2": 0.737, "X3": 0.38005, "Y3": 0.7508, "X4": 0.17251, "Y4": 0.7508, "page": 0}, {"Word": "\u00b7 LBC/PM Conducts Interviews", "Confidence": 0.74225, "X1": 0.11456, "Y1": 0.7832, "X2": 0.40701, "Y2": 0.783, "X3": 0.40701, "Y3": 0.8008, "X4": 0.11456, "Y4": 0.8008, "page": 0}, {"Word": "> TM works directly with nonprofit group to set up with LBC", "Confidence": 0.93808, "X1": 0.14151, "Y1": 0.8132, "X2": 0.59569, "Y2": 0.813, "X3": 0.59569, "Y3": 0.8288, "X4": 0.14151, "Y4": 0.8288, "page": 0}, {"Word": "> LBC handles all interviews", "Confidence": 0.9358, "X1": 0.14016, "Y1": 0.8412, "X2": 0.37332, "Y2": 0.841, "X3": 0.37332, "Y3": 0.8578, "X4": 0.14016, "Y4": 0.8578, "page": 0}, {"Word": "2081688882", "Confidence": 0.991, "X1": 0.91644, "Y1": 0.8552, "X2": 0.90566, "Y2": 0.855, "X3": 0.88005, "Y3": 0.8538, "X4": 0.88949, "Y4": 0.7518, "page": 0}, {"Word": "DRAFT for discussion", "Confidence": 0.959, "X1": 0.6496, "Y1": 0.9412, "X2": 0.83288, "Y2": 0.941, "X3": 0.83288, "Y3": 0.9578, "X4": 0.6496, "Y4": 0.9578, "page": 0}], "words_data": [{"Word": "Roles", "Confidence": 0.997, "X1": 0.33019, "Y1": 0.1182, "X2": 0.39084, "Y2": 0.118, "X3": 0.39084, "Y3": 0.1368, "X4": 0.33019, "Y4": 0.1368, "page": 0, "Index": 0}, {"Word": "and", "Confidence": 0.998, "X1": 0.39623, "Y1": 0.1182, "X2": 0.43801, "Y2": 0.118, "X3": 0.43801, "Y3": 0.1368, "X4": 0.39623, "Y4": 0.1368, "page": 0, "Index": 1}, {"Word": "Responsibilities", "Confidence": 0.991, "X1": 0.4434, "Y1": 0.1182, "X2": 0.62399, "Y2": 0.118, "X3": 0.62399, "Y3": 0.1378, "X4": 0.4434, "Y4": 0.1368, "page": 0, "Index": 2}, {"Word": "Story", "Confidence": 0.994, "X1": 0.33154, "Y1": 0.1382, "X2": 0.38949, "Y2": 0.138, "X3": 0.38949, "Y3": 0.1568, "X4": 0.33154, "Y4": 0.1578, "page": 0, "Index": 3}, {"Word": "Gathering", "Confidence": 0.996, "X1": 0.39353, "Y1": 0.1382, "X2": 0.50539, "Y2": 0.138, "X3": 0.50539, "Y3": 0.1558, "X4": 0.39353, "Y4": 0.1568, "page": 0, "Index": 4}, {"Word": "Sequence", "Confidence": 0.996, "X1": 0.51078, "Y1": 0.1392, "X2": 0.61995, "Y2": 0.139, "X3": 0.61995, "Y3": 0.1568, "X4": 0.51078, "Y4": 0.1558, "page": 0, "Index": 5}, {"Word": "\u00b7", "Confidence": 0.062, "X1": 0.1186, "Y1": 0.1922, "X2": 0.13208, "Y2": 0.192, "X3": 0.13073, "Y3": 0.2118, "X4": 0.11725, "Y4": 0.2118, "page": 0, "Index": 6}, {"Word": "LBC/PMMC", "Confidence": 0.993, "X1": 0.14555, "Y1": 0.1922, "X2": 0.25202, "Y2": 0.192, "X3": 0.25067, "Y3": 0.2118, "X4": 0.1442, "Y4": 0.2118, "page": 0, "Index": 7}, {"Word": "Develop", "Confidence": 0.996, "X1": 0.25741, "Y1": 0.1922, "X2": 0.33154, "Y2": 0.192, "X3": 0.33019, "Y3": 0.2118, "X4": 0.25606, "Y4": 0.2118, "page": 0, "Index": 8}, {"Word": "&", "Confidence": 0.998, "X1": 0.33693, "Y1": 0.1922, "X2": 0.34906, "Y2": 0.192, "X3": 0.34906, "Y3": 0.2118, "X4": 0.33558, "Y4": 0.2118, "page": 0, "Index": 9}, {"Word": "Agree", "Confidence": 0.997, "X1": 0.35445, "Y1": 0.1932, "X2": 0.40836, "Y2": 0.193, "X3": 0.40701, "Y3": 0.2118, "X4": 0.35445, "Y4": 0.2118, "page": 0, "Index": 10}, {"Word": "to", "Confidence": 0.998, "X1": 0.4124, "Y1": 0.1932, "X2": 0.43127, "Y2": 0.193, "X3": 0.42992, "Y3": 0.2118, "X4": 0.4124, "Y4": 0.2118, "page": 0, "Index": 11}, {"Word": "Topics", "Confidence": 0.991, "X1": 0.43531, "Y1": 0.1932, "X2": 0.49326, "Y2": 0.193, "X3": 0.49326, "Y3": 0.2118, "X4": 0.43531, "Y4": 0.2118, "page": 0, "Index": 12}, {"Word": "and", "Confidence": 0.998, "X1": 0.49865, "Y1": 0.1942, "X2": 0.53235, "Y2": 0.194, "X3": 0.53235, "Y3": 0.2118, "X4": 0.49865, "Y4": 0.2118, "page": 0, "Index": 13}, {"Word": "Priorities", "Confidence": 0.983, "X1": 0.53639, "Y1": 0.1942, "X2": 0.6186, "Y2": 0.194, "X3": 0.6186, "Y3": 0.2108, "X4": 0.53639, "Y4": 0.2108, "page": 0, "Index": 14}, {"Word": "\u00b7", "Confidence": 0.01, "X1": 0.1186, "Y1": 0.2292, "X2": 0.13208, "Y2": 0.229, "X3": 0.13208, "Y3": 0.2468, "X4": 0.1186, "Y4": 0.2468, "page": 0, "Index": 15}, {"Word": "Corporate", "Confidence": 0.994, "X1": 0.14555, "Y1": 0.2292, "X2": 0.23585, "Y2": 0.229, "X3": 0.23585, "Y3": 0.2468, "X4": 0.14555, "Y4": 0.2468, "page": 0, "Index": 16}, {"Word": "Contributions", "Confidence": 0.991, "X1": 0.24124, "Y1": 0.2292, "X2": 0.35849, "Y2": 0.229, "X3": 0.35849, "Y3": 0.2468, "X4": 0.23989, "Y4": 0.2468, "page": 0, "Index": 17}, {"Word": "Develops", "Confidence": 0.993, "X1": 0.36388, "Y1": 0.2292, "X2": 0.44744, "Y2": 0.229, "X3": 0.44744, "Y3": 0.2468, "X4": 0.36253, "Y4": 0.2468, "page": 0, "Index": 18}, {"Word": "Story", "Confidence": 0.997, "X1": 0.45148, "Y1": 0.2292, "X2": 0.49865, "Y2": 0.229, "X3": 0.4973, "Y3": 0.2468, "X4": 0.45148, "Y4": 0.2468, "page": 0, "Index": 19}, {"Word": "Leads", "Confidence": 0.997, "X1": 0.5027, "Y1": 0.2292, "X2": 0.56065, "Y2": 0.229, "X3": 0.56065, "Y3": 0.2468, "X4": 0.5027, "Y4": 0.2468, "page": 0, "Index": 20}, {"Word": ">", "Confidence": 0.804, "X1": 0.1496, "Y1": 0.2622, "X2": 0.16173, "Y2": 0.262, "X3": 0.16307, "Y3": 0.2778, "X4": 0.15094, "Y4": 0.2778, "page": 0, "Index": 21}, {"Word": "Karen", "Confidence": 0.994, "X1": 0.17385, "Y1": 0.2622, "X2": 0.21968, "Y2": 0.262, "X3": 0.22102, "Y3": 0.2778, "X4": 0.1752, "Y4": 0.2778, "page": 0, "Index": 22}, {"Word": "Brosius", "Confidence": 0.993, "X1": 0.22507, "Y1": 0.2622, "X2": 0.28032, "Y2": 0.262, "X3": 0.28032, "Y3": 0.2778, "X4": 0.22507, "Y4": 0.2778, "page": 0, "Index": 23}, {"Word": "(KB)", "Confidence": 0.991, "X1": 0.28437, "Y1": 0.2622, "X2": 0.31671, "Y2": 0.262, "X3": 0.31671, "Y3": 0.2778, "X4": 0.28437, "Y4": 0.2778, "page": 0, "Index": 24}, {"Word": "takes", "Confidence": 0.991, "X1": 0.32075, "Y1": 0.2622, "X2": 0.36119, "Y2": 0.262, "X3": 0.36119, "Y3": 0.2778, "X4": 0.3221, "Y4": 0.2778, "page": 0, "Index": 25}, {"Word": "the", "Confidence": 0.998, "X1": 0.36523, "Y1": 0.2622, "X2": 0.38949, "Y2": 0.262, "X3": 0.38949, "Y3": 0.2778, "X4": 0.36523, "Y4": 0.2778, "page": 0, "Index": 26}, {"Word": "lead", "Confidence": 0.985, "X1": 0.39353, "Y1": 0.2622, "X2": 0.42588, "Y2": 0.262, "X3": 0.42588, "Y3": 0.2788, "X4": 0.39353, "Y4": 0.2788, "page": 0, "Index": 27}, {"Word": "on", "Confidence": 0.994, "X1": 0.42992, "Y1": 0.2622, "X2": 0.44744, "Y2": 0.262, "X3": 0.44744, "Y3": 0.2788, "X4": 0.42992, "Y4": 0.2788, "page": 0, "Index": 28}, {"Word": "developing", "Confidence": 0.991, "X1": 0.45148, "Y1": 0.2622, "X2": 0.53235, "Y2": 0.262, "X3": 0.53235, "Y3": 0.2788, "X4": 0.45148, "Y4": 0.2788, "page": 0, "Index": 29}, {"Word": "story", "Confidence": 0.995, "X1": 0.53774, "Y1": 0.2622, "X2": 0.57278, "Y2": 0.262, "X3": 0.57278, "Y3": 0.2788, "X4": 0.53774, "Y4": 0.2788, "page": 0, "Index": 30}, {"Word": "ideas", "Confidence": 0.994, "X1": 0.57682, "Y1": 0.2622, "X2": 0.61725, "Y2": 0.262, "X3": 0.6159, "Y3": 0.2788, "X4": 0.57682, "Y4": 0.2788, "page": 0, "Index": 31}, {"Word": "from", "Confidence": 0.983, "X1": 0.62129, "Y1": 0.2622, "X2": 0.65499, "Y2": 0.262, "X3": 0.65364, "Y3": 0.2788, "X4": 0.62129, "Y4": 0.2788, "page": 0, "Index": 32}, {"Word": "Corporate", "Confidence": 0.994, "X1": 0.66038, "Y1": 0.2622, "X2": 0.73854, "Y2": 0.262, "X3": 0.73854, "Y3": 0.2788, "X4": 0.66038, "Y4": 0.2788, "page": 0, "Index": 33}, {"Word": ">", "Confidence": 0.691, "X1": 0.14825, "Y1": 0.2912, "X2": 0.16038, "Y2": 0.291, "X3": 0.16038, "Y3": 0.3058, "X4": 0.14825, "Y4": 0.3058, "page": 0, "Index": 34}, {"Word": "KB", "Confidence": 0.997, "X1": 0.1752, "Y1": 0.2912, "X2": 0.19677, "Y2": 0.291, "X3": 0.19677, "Y3": 0.3058, "X4": 0.1752, "Y4": 0.3058, "page": 0, "Index": 35}, {"Word": "to", "Confidence": 0.994, "X1": 0.20081, "Y1": 0.2912, "X2": 0.21698, "Y2": 0.291, "X3": 0.21698, "Y3": 0.3058, "X4": 0.20081, "Y4": 0.3058, "page": 0, "Index": 36}, {"Word": "meet", "Confidence": 0.944, "X1": 0.22102, "Y1": 0.2912, "X2": 0.25876, "Y2": 0.291, "X3": 0.25876, "Y3": 0.3058, "X4": 0.22102, "Y4": 0.3058, "page": 0, "Index": 37}, {"Word": "regularly", "Confidence": 0.904, "X1": 0.2628, "Y1": 0.2912, "X2": 0.32615, "Y2": 0.291, "X3": 0.32615, "Y3": 0.3058, "X4": 0.2628, "Y4": 0.3058, "page": 0, "Index": 38}, {"Word": "with", "Confidence": 0.981, "X1": 0.33019, "Y1": 0.2912, "X2": 0.35984, "Y2": 0.291, "X3": 0.35984, "Y3": 0.3058, "X4": 0.33019, "Y4": 0.3058, "page": 0, "Index": 39}, {"Word": "program", "Confidence": 0.993, "X1": 0.36388, "Y1": 0.2912, "X2": 0.42453, "Y2": 0.291, "X3": 0.42453, "Y3": 0.3058, "X4": 0.36388, "Y4": 0.3058, "page": 0, "Index": 40}, {"Word": "managers", "Confidence": 0.992, "X1": 0.43127, "Y1": 0.2912, "X2": 0.50539, "Y2": 0.291, "X3": 0.50539, "Y3": 0.3058, "X4": 0.42992, "Y4": 0.3058, "page": 0, "Index": 41}, {"Word": "for", "Confidence": 0.998, "X1": 0.50943, "Y1": 0.2912, "X2": 0.5283, "Y2": 0.291, "X3": 0.5283, "Y3": 0.3058, "X4": 0.50943, "Y4": 0.3058, "page": 0, "Index": 42}, {"Word": "leads", "Confidence": 0.997, "X1": 0.53235, "Y1": 0.2912, "X2": 0.57682, "Y2": 0.291, "X3": 0.57682, "Y3": 0.3058, "X4": 0.53235, "Y4": 0.3058, "page": 0, "Index": 43}, {"Word": ">", "Confidence": 0.735, "X1": 0.14825, "Y1": 0.3182, "X2": 0.16173, "Y2": 0.318, "X3": 0.16173, "Y3": 0.3348, "X4": 0.14825, "Y4": 0.3348, "page": 0, "Index": 44}, {"Word": "MS/AM", "Confidence": 0.966, "X1": 0.17655, "Y1": 0.3182, "X2": 0.22911, "Y2": 0.318, "X3": 0.22911, "Y3": 0.3338, "X4": 0.17655, "Y4": 0.3348, "page": 0, "Index": 45}, {"Word": "provide", "Confidence": 0.994, "X1": 0.23315, "Y1": 0.3182, "X2": 0.28976, "Y2": 0.318, "X3": 0.28976, "Y3": 0.3338, "X4": 0.23315, "Y4": 0.3338, "page": 0, "Index": 46}, {"Word": "additional", "Confidence": 0.63, "X1": 0.29515, "Y1": 0.3182, "X2": 0.36523, "Y2": 0.318, "X3": 0.36523, "Y3": 0.3338, "X4": 0.2938, "Y4": 0.3338, "page": 0, "Index": 47}, {"Word": "leads", "Confidence": 0.995, "X1": 0.36927, "Y1": 0.3182, "X2": 0.40836, "Y2": 0.318, "X3": 0.40836, "Y3": 0.3338, "X4": 0.36927, "Y4": 0.3338, "page": 0, "Index": 48}, {"Word": "to", "Confidence": 0.996, "X1": 0.41375, "Y1": 0.3182, "X2": 0.42722, "Y2": 0.318, "X3": 0.42722, "Y3": 0.3338, "X4": 0.4124, "Y4": 0.3338, "page": 0, "Index": 49}, {"Word": "KB", "Confidence": 0.996, "X1": 0.43127, "Y1": 0.3182, "X2": 0.45418, "Y2": 0.318, "X3": 0.45283, "Y3": 0.3338, "X4": 0.43127, "Y4": 0.3338, "page": 0, "Index": 50}, {"Word": "from", "Confidence": 0.988, "X1": 0.45822, "Y1": 0.3182, "X2": 0.49057, "Y2": 0.318, "X3": 0.49057, "Y3": 0.3338, "X4": 0.45822, "Y4": 0.3338, "page": 0, "Index": 51}, {"Word": "site", "Confidence": 0.982, "X1": 0.49596, "Y1": 0.3182, "X2": 0.52291, "Y2": 0.318, "X3": 0.52291, "Y3": 0.3338, "X4": 0.49461, "Y4": 0.3338, "page": 0, "Index": 52}, {"Word": "visits", "Confidence": 0.993, "X1": 0.52695, "Y1": 0.3182, "X2": 0.56739, "Y2": 0.318, "X3": 0.56604, "Y3": 0.3338, "X4": 0.52695, "Y4": 0.3338, "page": 0, "Index": 53}, {"Word": ">", "Confidence": 0.847, "X1": 0.14825, "Y1": 0.3472, "X2": 0.16038, "Y2": 0.347, "X3": 0.16038, "Y3": 0.3628, "X4": 0.14825, "Y4": 0.3628, "page": 0, "Index": 54}, {"Word": "KB", "Confidence": 0.994, "X1": 0.1752, "Y1": 0.3472, "X2": 0.19811, "Y2": 0.347, "X3": 0.19811, "Y3": 0.3628, "X4": 0.1752, "Y4": 0.3628, "page": 0, "Index": 55}, {"Word": "completes", "Confidence": 0.902, "X1": 0.20216, "Y1": 0.3482, "X2": 0.27763, "Y2": 0.348, "X3": 0.27898, "Y3": 0.3628, "X4": 0.20216, "Y4": 0.3628, "page": 0, "Index": 56}, {"Word": "story", "Confidence": 0.997, "X1": 0.28302, "Y1": 0.3482, "X2": 0.31806, "Y2": 0.348, "X3": 0.31806, "Y3": 0.3628, "X4": 0.28302, "Y4": 0.3628, "page": 0, "Index": 57}, {"Word": "gathering", "Confidence": 0.809, "X1": 0.3221, "Y1": 0.3482, "X2": 0.39218, "Y2": 0.348, "X3": 0.39218, "Y3": 0.3628, "X4": 0.32345, "Y4": 0.3628, "page": 0, "Index": 58}, {"Word": "template", "Confidence": 0.965, "X1": 0.39623, "Y1": 0.3472, "X2": 0.46361, "Y2": 0.347, "X3": 0.46361, "Y3": 0.3638, "X4": 0.39623, "Y4": 0.3628, "page": 0, "Index": 59}, {"Word": ">", "Confidence": 0.805, "X1": 0.1496, "Y1": 0.3772, "X2": 0.16173, "Y2": 0.377, "X3": 0.16173, "Y3": 0.3938, "X4": 0.1496, "Y4": 0.3938, "page": 0, "Index": 60}, {"Word": "Provides", "Confidence": 0.991, "X1": 0.17385, "Y1": 0.3772, "X2": 0.23854, "Y2": 0.377, "X3": 0.23854, "Y3": 0.3938, "X4": 0.17385, "Y4": 0.3938, "page": 0, "Index": 61}, {"Word": "monthly", "Confidence": 0.814, "X1": 0.24394, "Y1": 0.3772, "X2": 0.30189, "Y2": 0.377, "X3": 0.30189, "Y3": 0.3938, "X4": 0.24394, "Y4": 0.3938, "page": 0, "Index": 62}, {"Word": "story", "Confidence": 0.955, "X1": 0.30593, "Y1": 0.3772, "X2": 0.34232, "Y2": 0.377, "X3": 0.34232, "Y3": 0.3938, "X4": 0.30593, "Y4": 0.3938, "page": 0, "Index": 63}, {"Word": "templates", "Confidence": 0.796, "X1": 0.34636, "Y1": 0.3772, "X2": 0.41914, "Y2": 0.377, "X3": 0.41914, "Y3": 0.3938, "X4": 0.34636, "Y4": 0.3938, "page": 0, "Index": 64}, {"Word": "to", "Confidence": 0.998, "X1": 0.42318, "Y1": 0.3772, "X2": 0.43666, "Y2": 0.377, "X3": 0.43666, "Y3": 0.3938, "X4": 0.42318, "Y4": 0.3938, "page": 0, "Index": 65}, {"Word": "PMMC", "Confidence": 0.988, "X1": 0.44205, "Y1": 0.3772, "X2": 0.49191, "Y2": 0.377, "X3": 0.49191, "Y3": 0.3938, "X4": 0.44205, "Y4": 0.3938, "page": 0, "Index": 66}, {"Word": "(electronically?)", "Confidence": 0.859, "X1": 0.4973, "Y1": 0.3772, "X2": 0.6186, "Y2": 0.377, "X3": 0.6186, "Y3": 0.3938, "X4": 0.4973, "Y4": 0.3938, "page": 0, "Index": 67}, {"Word": ".", "Confidence": 0.717, "X1": 0.1186, "Y1": 0.4292, "X2": 0.13073, "Y2": 0.429, "X3": 0.13073, "Y3": 0.4468, "X4": 0.11725, "Y4": 0.4468, "page": 0, "Index": 68}, {"Word": "Operating", "Confidence": 0.994, "X1": 0.14555, "Y1": 0.4282, "X2": 0.23315, "Y2": 0.428, "X3": 0.23315, "Y3": 0.4458, "X4": 0.1442, "Y4": 0.4468, "page": 0, "Index": 69}, {"Word": "Company", "Confidence": 0.997, "X1": 0.23854, "Y1": 0.4282, "X2": 0.3248, "Y2": 0.428, "X3": 0.3248, "Y3": 0.4458, "X4": 0.2372, "Y4": 0.4458, "page": 0, "Index": 70}, {"Word": "Develops", "Confidence": 0.851, "X1": 0.32884, "Y1": 0.4282, "X2": 0.4124, "Y2": 0.428, "X3": 0.4124, "Y3": 0.4448, "X4": 0.32884, "Y4": 0.4458, "page": 0, "Index": 71}, {"Word": "Story", "Confidence": 0.998, "X1": 0.41779, "Y1": 0.4282, "X2": 0.46361, "Y2": 0.428, "X3": 0.46361, "Y3": 0.4448, "X4": 0.41779, "Y4": 0.4448, "page": 0, "Index": 72}, {"Word": "Leads", "Confidence": 0.998, "X1": 0.469, "Y1": 0.4282, "X2": 0.5283, "Y2": 0.428, "X3": 0.5283, "Y3": 0.4448, "X4": 0.469, "Y4": 0.4448, "page": 0, "Index": 73}, {"Word": ">", "Confidence": 0.785, "X1": 0.1469, "Y1": 0.4592, "X2": 0.15903, "Y2": 0.459, "X3": 0.15903, "Y3": 0.4738, "X4": 0.1469, "Y4": 0.4738, "page": 0, "Index": 74}, {"Word": "Tamara", "Confidence": 0.964, "X1": 0.1752, "Y1": 0.4582, "X2": 0.23181, "Y2": 0.458, "X3": 0.23181, "Y3": 0.4738, "X4": 0.1752, "Y4": 0.4738, "page": 0, "Index": 75}, {"Word": "Moore", "Confidence": 0.995, "X1": 0.23585, "Y1": 0.4582, "X2": 0.28302, "Y2": 0.458, "X3": 0.28302, "Y3": 0.4738, "X4": 0.23585, "Y4": 0.4738, "page": 0, "Index": 76}, {"Word": "(TM)", "Confidence": 0.991, "X1": 0.28706, "Y1": 0.4582, "X2": 0.32345, "Y2": 0.458, "X3": 0.32345, "Y3": 0.4738, "X4": 0.28706, "Y4": 0.4738, "page": 0, "Index": 77}, {"Word": "liaison", "Confidence": 0.692, "X1": 0.32749, "Y1": 0.4582, "X2": 0.37466, "Y2": 0.458, "X3": 0.37466, "Y3": 0.4738, "X4": 0.32749, "Y4": 0.4738, "page": 0, "Index": 78}, {"Word": "with", "Confidence": 0.982, "X1": 0.37871, "Y1": 0.4582, "X2": 0.40836, "Y2": 0.458, "X3": 0.40836, "Y3": 0.4738, "X4": 0.37871, "Y4": 0.4738, "page": 0, "Index": 79}, {"Word": "Op", "Confidence": 0.997, "X1": 0.4124, "Y1": 0.4582, "X2": 0.43531, "Y2": 0.458, "X3": 0.43531, "Y3": 0.4738, "X4": 0.4124, "Y4": 0.4738, "page": 0, "Index": 80}, {"Word": "Co.", "Confidence": 0.997, "X1": 0.43935, "Y1": 0.4582, "X2": 0.46631, "Y2": 0.458, "X3": 0.46631, "Y3": 0.4738, "X4": 0.43935, "Y4": 0.4738, "page": 0, "Index": 81}, {"Word": "to", "Confidence": 0.997, "X1": 0.47035, "Y1": 0.4582, "X2": 0.48383, "Y2": 0.458, "X3": 0.48383, "Y3": 0.4738, "X4": 0.47035, "Y4": 0.4738, "page": 0, "Index": 82}, {"Word": "develop", "Confidence": 0.957, "X1": 0.48787, "Y1": 0.4582, "X2": 0.54717, "Y2": 0.458, "X3": 0.54717, "Y3": 0.4728, "X4": 0.48787, "Y4": 0.4738, "page": 0, "Index": 83}, {"Word": "ideas", "Confidence": 0.997, "X1": 0.55121, "Y1": 0.4582, "X2": 0.59434, "Y2": 0.458, "X3": 0.59434, "Y3": 0.4728, "X4": 0.55121, "Y4": 0.4728, "page": 0, "Index": 84}, {"Word": ">", "Confidence": 0.796, "X1": 0.14825, "Y1": 0.4872, "X2": 0.16442, "Y2": 0.487, "X3": 0.16442, "Y3": 0.5028, "X4": 0.1469, "Y4": 0.5028, "page": 0, "Index": 85}, {"Word": "TM", "Confidence": 0.961, "X1": 0.1752, "Y1": 0.4872, "X2": 0.19407, "Y2": 0.487, "X3": 0.19407, "Y3": 0.5028, "X4": 0.1752, "Y4": 0.5028, "page": 0, "Index": 86}, {"Word": "fill", "Confidence": 0.283, "X1": 0.19811, "Y1": 0.4872, "X2": 0.21968, "Y2": 0.487, "X3": 0.21968, "Y3": 0.5028, "X4": 0.19811, "Y4": 0.5028, "page": 0, "Index": 87}, {"Word": "out", "Confidence": 0.998, "X1": 0.22372, "Y1": 0.4872, "X2": 0.24528, "Y2": 0.487, "X3": 0.24394, "Y3": 0.5028, "X4": 0.22372, "Y4": 0.5028, "page": 0, "Index": 88}, {"Word": "story", "Confidence": 0.987, "X1": 0.24933, "Y1": 0.4872, "X2": 0.28437, "Y2": 0.487, "X3": 0.28437, "Y3": 0.5018, "X4": 0.24933, "Y4": 0.5028, "page": 0, "Index": 89}, {"Word": "template", "Confidence": 0.995, "X1": 0.28841, "Y1": 0.4872, "X2": 0.3558, "Y2": 0.487, "X3": 0.35445, "Y3": 0.5018, "X4": 0.28841, "Y4": 0.5018, "page": 0, "Index": 90}, {"Word": "and", "Confidence": 0.998, "X1": 0.35984, "Y1": 0.4862, "X2": 0.38949, "Y2": 0.486, "X3": 0.38814, "Y3": 0.5018, "X4": 0.35849, "Y4": 0.5018, "page": 0, "Index": 91}, {"Word": "share", "Confidence": 0.997, "X1": 0.39353, "Y1": 0.4862, "X2": 0.43666, "Y2": 0.486, "X3": 0.43531, "Y3": 0.5018, "X4": 0.39218, "Y4": 0.5018, "page": 0, "Index": 92}, {"Word": "with", "Confidence": 0.99, "X1": 0.44205, "Y1": 0.4862, "X2": 0.4717, "Y2": 0.486, "X3": 0.469, "Y3": 0.5018, "X4": 0.43935, "Y4": 0.5018, "page": 0, "Index": 93}, {"Word": "KB", "Confidence": 0.997, "X1": 0.47574, "Y1": 0.4862, "X2": 0.5, "Y2": 0.486, "X3": 0.49865, "Y3": 0.5018, "X4": 0.47305, "Y4": 0.5018, "page": 0, "Index": 94}, {"Word": ">", "Confidence": 0.794, "X1": 0.14825, "Y1": 0.5152, "X2": 0.15903, "Y2": 0.515, "X3": 0.15903, "Y3": 0.5298, "X4": 0.1469, "Y4": 0.5298, "page": 0, "Index": 95}, {"Word": "KB", "Confidence": 0.998, "X1": 0.17385, "Y1": 0.5152, "X2": 0.19677, "Y2": 0.515, "X3": 0.19542, "Y3": 0.5308, "X4": 0.17251, "Y4": 0.5298, "page": 0, "Index": 96}, {"Word": "review", "Confidence": 0.807, "X1": 0.20081, "Y1": 0.5152, "X2": 0.24933, "Y2": 0.515, "X3": 0.24933, "Y3": 0.5308, "X4": 0.19946, "Y4": 0.5308, "page": 0, "Index": 97}, {"Word": "idea", "Confidence": 0.986, "X1": 0.25337, "Y1": 0.5152, "X2": 0.28571, "Y2": 0.515, "X3": 0.28437, "Y3": 0.5308, "X4": 0.25337, "Y4": 0.5308, "page": 0, "Index": 98}, {"Word": "and", "Confidence": 0.998, "X1": 0.28976, "Y1": 0.5152, "X2": 0.31671, "Y2": 0.515, "X3": 0.31671, "Y3": 0.5308, "X4": 0.28841, "Y4": 0.5308, "page": 0, "Index": 99}, {"Word": "work", "Confidence": 0.989, "X1": 0.32075, "Y1": 0.5152, "X2": 0.35714, "Y2": 0.515, "X3": 0.35714, "Y3": 0.5308, "X4": 0.32075, "Y4": 0.5308, "page": 0, "Index": 100}, {"Word": "directly", "Confidence": 0.989, "X1": 0.36119, "Y1": 0.5152, "X2": 0.41375, "Y2": 0.515, "X3": 0.4124, "Y3": 0.5308, "X4": 0.36119, "Y4": 0.5308, "page": 0, "Index": 101}, {"Word": "with", "Confidence": 0.988, "X1": 0.41779, "Y1": 0.5152, "X2": 0.44744, "Y2": 0.515, "X3": 0.44744, "Y3": 0.5308, "X4": 0.41779, "Y4": 0.5308, "page": 0, "Index": 102}, {"Word": "Op", "Confidence": 0.997, "X1": 0.45148, "Y1": 0.5152, "X2": 0.47439, "Y2": 0.515, "X3": 0.47439, "Y3": 0.5308, "X4": 0.45148, "Y4": 0.5308, "page": 0, "Index": 103}, {"Word": "Co.", "Confidence": 0.994, "X1": 0.47844, "Y1": 0.5152, "X2": 0.50539, "Y2": 0.515, "X3": 0.50404, "Y3": 0.5308, "X4": 0.47844, "Y4": 0.5308, "page": 0, "Index": 104}, {"Word": "to", "Confidence": 0.994, "X1": 0.50943, "Y1": 0.5152, "X2": 0.52291, "Y2": 0.515, "X3": 0.52291, "Y3": 0.5308, "X4": 0.50809, "Y4": 0.5308, "page": 0, "Index": 105}, {"Word": "resolve", "Confidence": 0.981, "X1": 0.52695, "Y1": 0.5152, "X2": 0.58086, "Y2": 0.515, "X3": 0.58086, "Y3": 0.5308, "X4": 0.52695, "Y4": 0.5308, "page": 0, "Index": 106}, {"Word": "any", "Confidence": 0.998, "X1": 0.58491, "Y1": 0.5152, "X2": 0.61321, "Y2": 0.515, "X3": 0.61186, "Y3": 0.5308, "X4": 0.58491, "Y4": 0.5308, "page": 0, "Index": 107}, {"Word": "inconsistencies", "Confidence": 0.908, "X1": 0.61725, "Y1": 0.5152, "X2": 0.73046, "Y2": 0.515, "X3": 0.73046, "Y3": 0.5298, "X4": 0.6159, "Y4": 0.5308, "page": 0, "Index": 108}, {"Word": "or", "Confidence": 0.996, "X1": 0.7345, "Y1": 0.5152, "X2": 0.74933, "Y2": 0.515, "X3": 0.74933, "Y3": 0.5298, "X4": 0.7345, "Y4": 0.5298, "page": 0, "Index": 109}, {"Word": "concerns", "Confidence": 0.682, "X1": 0.75337, "Y1": 0.5152, "X2": 0.82345, "Y2": 0.515, "X3": 0.82345, "Y3": 0.5298, "X4": 0.75337, "Y4": 0.5298, "page": 0, "Index": 110}, {"Word": ">", "Confidence": 0.784, "X1": 0.1469, "Y1": 0.5442, "X2": 0.15903, "Y2": 0.544, "X3": 0.15903, "Y3": 0.5608, "X4": 0.14555, "Y4": 0.5608, "page": 0, "Index": 111}, {"Word": "KB", "Confidence": 0.996, "X1": 0.17251, "Y1": 0.5442, "X2": 0.19677, "Y2": 0.544, "X3": 0.19677, "Y3": 0.5608, "X4": 0.17251, "Y4": 0.5608, "page": 0, "Index": 112}, {"Word": "give", "Confidence": 0.987, "X1": 0.20081, "Y1": 0.5442, "X2": 0.23181, "Y2": 0.544, "X3": 0.23046, "Y3": 0.5608, "X4": 0.20081, "Y4": 0.5608, "page": 0, "Index": 113}, {"Word": "thumbs", "Confidence": 0.991, "X1": 0.23585, "Y1": 0.5442, "X2": 0.28976, "Y2": 0.544, "X3": 0.28976, "Y3": 0.5608, "X4": 0.2345, "Y4": 0.5608, "page": 0, "Index": 114}, {"Word": "up", "Confidence": 0.997, "X1": 0.29515, "Y1": 0.5442, "X2": 0.31267, "Y2": 0.544, "X3": 0.31267, "Y3": 0.5608, "X4": 0.2938, "Y4": 0.5608, "page": 0, "Index": 115}, {"Word": "to", "Confidence": 0.994, "X1": 0.31806, "Y1": 0.5442, "X2": 0.33154, "Y2": 0.544, "X3": 0.33154, "Y3": 0.5608, "X4": 0.31671, "Y4": 0.5608, "page": 0, "Index": 116}, {"Word": "PMMC", "Confidence": 0.985, "X1": 0.33558, "Y1": 0.5442, "X2": 0.38679, "Y2": 0.544, "X3": 0.38544, "Y3": 0.5608, "X4": 0.33558, "Y4": 0.5608, "page": 0, "Index": 117}, {"Word": "for", "Confidence": 0.998, "X1": 0.39084, "Y1": 0.5442, "X2": 0.41105, "Y2": 0.544, "X3": 0.4097, "Y3": 0.5608, "X4": 0.38949, "Y4": 0.5608, "page": 0, "Index": 118}, {"Word": "Op", "Confidence": 0.991, "X1": 0.41509, "Y1": 0.5442, "X2": 0.43666, "Y2": 0.544, "X3": 0.43666, "Y3": 0.5598, "X4": 0.41509, "Y4": 0.5608, "page": 0, "Index": 119}, {"Word": "Co.", "Confidence": 0.997, "X1": 0.4407, "Y1": 0.5442, "X2": 0.46765, "Y2": 0.544, "X3": 0.46765, "Y3": 0.5598, "X4": 0.4407, "Y4": 0.5598, "page": 0, "Index": 120}, {"Word": "stories", "Confidence": 0.994, "X1": 0.4717, "Y1": 0.5442, "X2": 0.52156, "Y2": 0.544, "X3": 0.52022, "Y3": 0.5598, "X4": 0.4717, "Y4": 0.5598, "page": 0, "Index": 121}, {"Word": "to", "Confidence": 0.994, "X1": 0.52561, "Y1": 0.5442, "X2": 0.53908, "Y2": 0.544, "X3": 0.53908, "Y3": 0.5598, "X4": 0.52561, "Y4": 0.5598, "page": 0, "Index": 122}, {"Word": "go", "Confidence": 0.966, "X1": 0.54447, "Y1": 0.5442, "X2": 0.56199, "Y2": 0.544, "X3": 0.56199, "Y3": 0.5598, "X4": 0.54313, "Y4": 0.5598, "page": 0, "Index": 123}, {"Word": "onto", "Confidence": 0.985, "X1": 0.56739, "Y1": 0.5452, "X2": 0.59973, "Y2": 0.545, "X3": 0.59973, "Y3": 0.5598, "X4": 0.56604, "Y4": 0.5598, "page": 0, "Index": 124}, {"Word": "next", "Confidence": 0.881, "X1": 0.60377, "Y1": 0.5452, "X2": 0.63612, "Y2": 0.545, "X3": 0.63612, "Y3": 0.5598, "X4": 0.60377, "Y4": 0.5598, "page": 0, "Index": 125}, {"Word": "stage", "Confidence": 0.996, "X1": 0.64016, "Y1": 0.5452, "X2": 0.68598, "Y2": 0.545, "X3": 0.68598, "Y3": 0.5588, "X4": 0.64016, "Y4": 0.5598, "page": 0, "Index": 126}, {"Word": ".LBC", "Confidence": 0.915, "X1": 0.12129, "Y1": 0.5912, "X2": 0.18194, "Y2": 0.591, "X3": 0.18194, "Y3": 0.6078, "X4": 0.12129, "Y4": 0.6088, "page": 0, "Index": 127}, {"Word": "Story", "Confidence": 0.998, "X1": 0.18733, "Y1": 0.5912, "X2": 0.2372, "Y2": 0.591, "X3": 0.23585, "Y3": 0.6078, "X4": 0.18733, "Y4": 0.6078, "page": 0, "Index": 128}, {"Word": "Filtering", "Confidence": 0.995, "X1": 0.24124, "Y1": 0.5922, "X2": 0.31536, "Y2": 0.592, "X3": 0.31402, "Y3": 0.6088, "X4": 0.24124, "Y4": 0.6078, "page": 0, "Index": 129}, {"Word": ">", "Confidence": 0.817, "X1": 0.1469, "Y1": 0.6212, "X2": 0.15903, "Y2": 0.621, "X3": 0.15903, "Y3": 0.6368, "X4": 0.14825, "Y4": 0.6368, "page": 0, "Index": 130}, {"Word": "LBC", "Confidence": 0.998, "X1": 0.17251, "Y1": 0.6212, "X2": 0.2062, "Y2": 0.621, "X3": 0.2062, "Y3": 0.6368, "X4": 0.17251, "Y4": 0.6368, "page": 0, "Index": 131}, {"Word": "&", "Confidence": 0.97, "X1": 0.21024, "Y1": 0.6212, "X2": 0.22102, "Y2": 0.621, "X3": 0.22102, "Y3": 0.6368, "X4": 0.21024, "Y4": 0.6368, "page": 0, "Index": 132}, {"Word": "PMMC", "Confidence": 0.98, "X1": 0.22507, "Y1": 0.6212, "X2": 0.27628, "Y2": 0.621, "X3": 0.27628, "Y3": 0.6358, "X4": 0.22507, "Y4": 0.6368, "page": 0, "Index": 133}, {"Word": "vet", "Confidence": 0.859, "X1": 0.28032, "Y1": 0.6212, "X2": 0.30323, "Y2": 0.621, "X3": 0.30323, "Y3": 0.6358, "X4": 0.28032, "Y4": 0.6358, "page": 0, "Index": 134}, {"Word": "ideas", "Confidence": 0.988, "X1": 0.30728, "Y1": 0.6212, "X2": 0.34771, "Y2": 0.621, "X3": 0.34771, "Y3": 0.6358, "X4": 0.30728, "Y4": 0.6358, "page": 0, "Index": 135}, {"Word": "from", "Confidence": 0.988, "X1": 0.35175, "Y1": 0.6212, "X2": 0.3841, "Y2": 0.621, "X3": 0.3841, "Y3": 0.6358, "X4": 0.35175, "Y4": 0.6358, "page": 0, "Index": 136}, {"Word": "both", "Confidence": 0.987, "X1": 0.38949, "Y1": 0.6212, "X2": 0.42318, "Y2": 0.621, "X3": 0.42318, "Y3": 0.6358, "X4": 0.38949, "Y4": 0.6358, "page": 0, "Index": 137}, {"Word": "Corporate", "Confidence": 0.884, "X1": 0.42722, "Y1": 0.6212, "X2": 0.5, "Y2": 0.621, "X3": 0.5, "Y3": 0.6368, "X4": 0.42722, "Y4": 0.6358, "page": 0, "Index": 138}, {"Word": "and", "Confidence": 0.998, "X1": 0.50404, "Y1": 0.6212, "X2": 0.53369, "Y2": 0.621, "X3": 0.53369, "Y3": 0.6368, "X4": 0.50404, "Y4": 0.6368, "page": 0, "Index": 139}, {"Word": "Op", "Confidence": 0.998, "X1": 0.53774, "Y1": 0.6212, "X2": 0.5593, "Y2": 0.621, "X3": 0.5593, "Y3": 0.6368, "X4": 0.53774, "Y4": 0.6368, "page": 0, "Index": 140}, {"Word": "Cos.", "Confidence": 0.964, "X1": 0.56334, "Y1": 0.6212, "X2": 0.60377, "Y2": 0.621, "X3": 0.60377, "Y3": 0.6368, "X4": 0.56334, "Y4": 0.6368, "page": 0, "Index": 141}, {"Word": ">", "Confidence": 0.93, "X1": 0.14555, "Y1": 0.6502, "X2": 0.15768, "Y2": 0.65, "X3": 0.15768, "Y3": 0.6648, "X4": 0.14555, "Y4": 0.6648, "page": 0, "Index": 142}, {"Word": "TM", "Confidence": 0.936, "X1": 0.1752, "Y1": 0.6502, "X2": 0.19542, "Y2": 0.65, "X3": 0.19542, "Y3": 0.6648, "X4": 0.1752, "Y4": 0.6648, "page": 0, "Index": 143}, {"Word": "inform", "Confidence": 0.992, "X1": 0.20081, "Y1": 0.6512, "X2": 0.24663, "Y2": 0.651, "X3": 0.24798, "Y3": 0.6648, "X4": 0.20081, "Y4": 0.6648, "page": 0, "Index": 144}, {"Word": "KB", "Confidence": 0.997, "X1": 0.25202, "Y1": 0.6512, "X2": 0.27493, "Y2": 0.651, "X3": 0.27493, "Y3": 0.6648, "X4": 0.25337, "Y4": 0.6648, "page": 0, "Index": 145}, {"Word": "which", "Confidence": 0.994, "X1": 0.27898, "Y1": 0.6512, "X2": 0.3221, "Y2": 0.651, "X3": 0.3221, "Y3": 0.6648, "X4": 0.27898, "Y4": 0.6648, "page": 0, "Index": 146}, {"Word": "stories", "Confidence": 0.995, "X1": 0.32615, "Y1": 0.6512, "X2": 0.37601, "Y2": 0.651, "X3": 0.37601, "Y3": 0.6648, "X4": 0.32615, "Y4": 0.6648, "page": 0, "Index": 147}, {"Word": "LBC", "Confidence": 0.998, "X1": 0.38005, "Y1": 0.6512, "X2": 0.4124, "Y2": 0.651, "X3": 0.41105, "Y3": 0.6648, "X4": 0.38005, "Y4": 0.6648, "page": 0, "Index": 148}, {"Word": "is", "Confidence": 0.963, "X1": 0.41644, "Y1": 0.6502, "X2": 0.42857, "Y2": 0.65, "X3": 0.42857, "Y3": 0.6648, "X4": 0.41644, "Y4": 0.6648, "page": 0, "Index": 149}, {"Word": "taking", "Confidence": 0.996, "X1": 0.43261, "Y1": 0.6502, "X2": 0.47844, "Y2": 0.65, "X3": 0.47844, "Y3": 0.6648, "X4": 0.43261, "Y4": 0.6648, "page": 0, "Index": 150}, {"Word": "to", "Confidence": 0.997, "X1": 0.48248, "Y1": 0.6502, "X2": 0.49596, "Y2": 0.65, "X3": 0.49596, "Y3": 0.6648, "X4": 0.48248, "Y4": 0.6648, "page": 0, "Index": 151}, {"Word": "next", "Confidence": 0.991, "X1": 0.5, "Y1": 0.6502, "X2": 0.531, "Y2": 0.65, "X3": 0.531, "Y3": 0.6648, "X4": 0.5, "Y4": 0.6648, "page": 0, "Index": 152}, {"Word": "level", "Confidence": 0.994, "X1": 0.53504, "Y1": 0.6502, "X2": 0.57547, "Y2": 0.65, "X3": 0.57547, "Y3": 0.6648, "X4": 0.53504, "Y4": 0.6648, "page": 0, "Index": 153}, {"Word": ">", "Confidence": 0.691, "X1": 0.14555, "Y1": 0.6782, "X2": 0.15768, "Y2": 0.678, "X3": 0.15768, "Y3": 0.6928, "X4": 0.14555, "Y4": 0.6928, "page": 0, "Index": 154}, {"Word": "KB", "Confidence": 0.995, "X1": 0.17251, "Y1": 0.6782, "X2": 0.19542, "Y2": 0.678, "X3": 0.19542, "Y3": 0.6938, "X4": 0.17385, "Y4": 0.6938, "page": 0, "Index": 155}, {"Word": "alert", "Confidence": 0.929, "X1": 0.19946, "Y1": 0.6782, "X2": 0.2345, "Y2": 0.678, "X3": 0.2345, "Y3": 0.6938, "X4": 0.19946, "Y4": 0.6938, "page": 0, "Index": 156}, {"Word": "Tom", "Confidence": 0.998, "X1": 0.23854, "Y1": 0.6782, "X2": 0.26819, "Y2": 0.678, "X3": 0.26954, "Y3": 0.6938, "X4": 0.23854, "Y4": 0.6938, "page": 0, "Index": 157}, {"Word": "Collamore,", "Confidence": 0.967, "X1": 0.27493, "Y1": 0.6782, "X2": 0.3558, "Y2": 0.678, "X3": 0.3558, "Y3": 0.6938, "X4": 0.27493, "Y4": 0.6938, "page": 0, "Index": 158}, {"Word": "program", "Confidence": 0.991, "X1": 0.35984, "Y1": 0.6782, "X2": 0.41914, "Y2": 0.678, "X3": 0.41914, "Y3": 0.6938, "X4": 0.35984, "Y4": 0.6938, "page": 0, "Index": 159}, {"Word": "managers", "Confidence": 0.991, "X1": 0.42453, "Y1": 0.6782, "X2": 0.49865, "Y2": 0.678, "X3": 0.49865, "Y3": 0.6938, "X4": 0.42588, "Y4": 0.6938, "page": 0, "Index": 160}, {"Word": "and", "Confidence": 0.998, "X1": 0.5027, "Y1": 0.6782, "X2": 0.531, "Y2": 0.678, "X3": 0.531, "Y3": 0.6938, "X4": 0.5027, "Y4": 0.6938, "page": 0, "Index": 161}, {"Word": "Op", "Confidence": 0.996, "X1": 0.53504, "Y1": 0.6782, "X2": 0.55795, "Y2": 0.678, "X3": 0.55795, "Y3": 0.6938, "X4": 0.53504, "Y4": 0.6938, "page": 0, "Index": 162}, {"Word": "Co.", "Confidence": 0.998, "X1": 0.56199, "Y1": 0.6782, "X2": 0.58895, "Y2": 0.678, "X3": 0.58895, "Y3": 0.6938, "X4": 0.56199, "Y4": 0.6938, "page": 0, "Index": 163}, {"Word": "as", "Confidence": 0.995, "X1": 0.59434, "Y1": 0.6782, "X2": 0.61051, "Y2": 0.678, "X3": 0.61051, "Y3": 0.6938, "X4": 0.59299, "Y4": 0.6938, "page": 0, "Index": 164}, {"Word": "to", "Confidence": 0.996, "X1": 0.61456, "Y1": 0.6782, "X2": 0.62803, "Y2": 0.678, "X3": 0.62803, "Y3": 0.6928, "X4": 0.61456, "Y4": 0.6938, "page": 0, "Index": 165}, {"Word": "status", "Confidence": 0.941, "X1": 0.63208, "Y1": 0.6782, "X2": 0.68194, "Y2": 0.678, "X3": 0.68194, "Y3": 0.6928, "X4": 0.63208, "Y4": 0.6928, "page": 0, "Index": 166}, {"Word": ">", "Confidence": 0.705, "X1": 0.1469, "Y1": 0.7092, "X2": 0.15903, "Y2": 0.709, "X3": 0.15903, "Y3": 0.7238, "X4": 0.1469, "Y4": 0.7238, "page": 0, "Index": 167}, {"Word": "KB/MS", "Confidence": 0.979, "X1": 0.17251, "Y1": 0.7092, "X2": 0.22507, "Y2": 0.709, "X3": 0.22507, "Y3": 0.7238, "X4": 0.17251, "Y4": 0.7238, "page": 0, "Index": 168}, {"Word": "or", "Confidence": 0.994, "X1": 0.22911, "Y1": 0.7092, "X2": 0.24394, "Y2": 0.709, "X3": 0.24394, "Y3": 0.7238, "X4": 0.22911, "Y4": 0.7238, "page": 0, "Index": 169}, {"Word": "appropriate", "Confidence": 0.941, "X1": 0.24798, "Y1": 0.7092, "X2": 0.33288, "Y2": 0.709, "X3": 0.33288, "Y3": 0.7238, "X4": 0.24798, "Y4": 0.7238, "page": 0, "Index": 170}, {"Word": "Op", "Confidence": 0.998, "X1": 0.33693, "Y1": 0.7092, "X2": 0.35849, "Y2": 0.709, "X3": 0.35849, "Y3": 0.7238, "X4": 0.33693, "Y4": 0.7238, "page": 0, "Index": 171}, {"Word": "Cos.", "Confidence": 0.97, "X1": 0.36253, "Y1": 0.7092, "X2": 0.39757, "Y2": 0.709, "X3": 0.39757, "Y3": 0.7238, "X4": 0.36253, "Y4": 0.7238, "page": 0, "Index": 172}, {"Word": "representative", "Confidence": 0.991, "X1": 0.40162, "Y1": 0.7092, "X2": 0.50674, "Y2": 0.709, "X3": 0.50674, "Y3": 0.7238, "X4": 0.40162, "Y4": 0.7238, "page": 0, "Index": 173}, {"Word": "to", "Confidence": 0.997, "X1": 0.51078, "Y1": 0.7092, "X2": 0.52695, "Y2": 0.709, "X3": 0.52561, "Y3": 0.7238, "X4": 0.51078, "Y4": 0.7238, "page": 0, "Index": 174}, {"Word": "contact", "Confidence": 0.993, "X1": 0.531, "Y1": 0.7092, "X2": 0.58356, "Y2": 0.709, "X3": 0.58356, "Y3": 0.7238, "X4": 0.531, "Y4": 0.7238, "page": 0, "Index": 175}, {"Word": "nonprofit", "Confidence": 0.991, "X1": 0.5876, "Y1": 0.7082, "X2": 0.65364, "Y2": 0.708, "X3": 0.65364, "Y3": 0.7238, "X4": 0.5876, "Y4": 0.7238, "page": 0, "Index": 176}, {"Word": "group,", "Confidence": 0.96, "X1": 0.65768, "Y1": 0.7082, "X2": 0.7062, "Y2": 0.708, "X3": 0.7062, "Y3": 0.7238, "X4": 0.65768, "Y4": 0.7238, "page": 0, "Index": 177}, {"Word": "make", "Confidence": 0.814, "X1": 0.71024, "Y1": 0.7082, "X2": 0.75337, "Y2": 0.708, "X3": 0.75337, "Y3": 0.7238, "X4": 0.71024, "Y4": 0.7238, "page": 0, "Index": 178}, {"Word": "introduction", "Confidence": 0.991, "X1": 0.17385, "Y1": 0.7382, "X2": 0.26011, "Y2": 0.738, "X3": 0.25876, "Y3": 0.7518, "X4": 0.17385, "Y4": 0.7518, "page": 0, "Index": 179}, {"Word": "to", "Confidence": 0.998, "X1": 0.2628, "Y1": 0.7382, "X2": 0.28032, "Y2": 0.738, "X3": 0.27898, "Y3": 0.7518, "X4": 0.2628, "Y4": 0.7518, "page": 0, "Index": 180}, {"Word": "TM", "Confidence": 0.996, "X1": 0.28437, "Y1": 0.7382, "X2": 0.30323, "Y2": 0.738, "X3": 0.30323, "Y3": 0.7518, "X4": 0.28302, "Y4": 0.7518, "page": 0, "Index": 181}, {"Word": "and", "Confidence": 0.998, "X1": 0.31132, "Y1": 0.7382, "X2": 0.33962, "Y2": 0.738, "X3": 0.33827, "Y3": 0.7518, "X4": 0.31132, "Y4": 0.7518, "page": 0, "Index": 182}, {"Word": "LBC", "Confidence": 0.998, "X1": 0.34367, "Y1": 0.7372, "X2": 0.37601, "Y2": 0.737, "X3": 0.37466, "Y3": 0.7518, "X4": 0.34232, "Y4": 0.7518, "page": 0, "Index": 183}, {"Word": "\u00b7", "Confidence": 0.017, "X1": 0.1159, "Y1": 0.7842, "X2": 0.12938, "Y2": 0.784, "X3": 0.12803, "Y3": 0.8018, "X4": 0.1159, "Y4": 0.8018, "page": 0, "Index": 184}, {"Word": "LBC/PM", "Confidence": 0.996, "X1": 0.14286, "Y1": 0.7832, "X2": 0.21429, "Y2": 0.783, "X3": 0.21429, "Y3": 0.8008, "X4": 0.14151, "Y4": 0.8018, "page": 0, "Index": 185}, {"Word": "Conducts", "Confidence": 0.993, "X1": 0.22237, "Y1": 0.7842, "X2": 0.30863, "Y2": 0.784, "X3": 0.30728, "Y3": 0.7998, "X4": 0.22237, "Y4": 0.8008, "page": 0, "Index": 186}, {"Word": "Interviews", "Confidence": 0.963, "X1": 0.31267, "Y1": 0.7862, "X2": 0.40701, "Y2": 0.786, "X3": 0.40566, "Y3": 0.8008, "X4": 0.31132, "Y4": 0.7998, "page": 0, "Index": 187}, {"Word": ">", "Confidence": 0.815, "X1": 0.14286, "Y1": 0.8142, "X2": 0.15499, "Y2": 0.814, "X3": 0.15633, "Y3": 0.8288, "X4": 0.1442, "Y4": 0.8288, "page": 0, "Index": 188}, {"Word": "TM", "Confidence": 0.992, "X1": 0.17251, "Y1": 0.8142, "X2": 0.19542, "Y2": 0.814, "X3": 0.19542, "Y3": 0.8288, "X4": 0.17385, "Y4": 0.8288, "page": 0, "Index": 189}, {"Word": "works", "Confidence": 0.955, "X1": 0.19946, "Y1": 0.8142, "X2": 0.24394, "Y2": 0.814, "X3": 0.24394, "Y3": 0.8288, "X4": 0.19946, "Y4": 0.8288, "page": 0, "Index": 190}, {"Word": "directly", "Confidence": 0.987, "X1": 0.24798, "Y1": 0.8142, "X2": 0.30189, "Y2": 0.814, "X3": 0.30189, "Y3": 0.8288, "X4": 0.24798, "Y4": 0.8288, "page": 0, "Index": 191}, {"Word": "with", "Confidence": 0.991, "X1": 0.30593, "Y1": 0.8142, "X2": 0.33423, "Y2": 0.814, "X3": 0.33558, "Y3": 0.8288, "X4": 0.30593, "Y4": 0.8288, "page": 0, "Index": 192}, {"Word": "nonprofit", "Confidence": 0.754, "X1": 0.33827, "Y1": 0.8142, "X2": 0.40431, "Y2": 0.814, "X3": 0.40566, "Y3": 0.8288, "X4": 0.33962, "Y4": 0.8288, "page": 0, "Index": 193}, {"Word": "group", "Confidence": 0.993, "X1": 0.40836, "Y1": 0.8142, "X2": 0.45148, "Y2": 0.814, "X3": 0.45148, "Y3": 0.8298, "X4": 0.4097, "Y4": 0.8288, "page": 0, "Index": 194}, {"Word": "to", "Confidence": 0.886, "X1": 0.45553, "Y1": 0.8142, "X2": 0.469, "Y2": 0.814, "X3": 0.47035, "Y3": 0.8298, "X4": 0.45553, "Y4": 0.8298, "page": 0, "Index": 195}, {"Word": "set", "Confidence": 0.997, "X1": 0.47439, "Y1": 0.8142, "X2": 0.49596, "Y2": 0.814, "X3": 0.49596, "Y3": 0.8298, "X4": 0.47439, "Y4": 0.8298, "page": 0, "Index": 196}, {"Word": "up", "Confidence": 0.997, "X1": 0.5, "Y1": 0.8142, "X2": 0.51887, "Y2": 0.814, "X3": 0.51887, "Y3": 0.8298, "X4": 0.5, "Y4": 0.8298, "page": 0, "Index": 197}, {"Word": "with", "Confidence": 0.892, "X1": 0.52291, "Y1": 0.8132, "X2": 0.55391, "Y2": 0.813, "X3": 0.55391, "Y3": 0.8298, "X4": 0.52426, "Y4": 0.8298, "page": 0, "Index": 198}, {"Word": "LBC", "Confidence": 0.998, "X1": 0.55795, "Y1": 0.8132, "X2": 0.5903, "Y2": 0.813, "X3": 0.5903, "Y3": 0.8298, "X4": 0.55795, "Y4": 0.8298, "page": 0, "Index": 199}, {"Word": ">", "Confidence": 0.79, "X1": 0.1442, "Y1": 0.8422, "X2": 0.15633, "Y2": 0.842, "X3": 0.15633, "Y3": 0.8578, "X4": 0.1442, "Y4": 0.8588, "page": 0, "Index": 200}, {"Word": "LBC", "Confidence": 0.994, "X1": 0.17251, "Y1": 0.8422, "X2": 0.20485, "Y2": 0.842, "X3": 0.20485, "Y3": 0.8578, "X4": 0.17251, "Y4": 0.8578, "page": 0, "Index": 201}, {"Word": "handles", "Confidence": 0.982, "X1": 0.20889, "Y1": 0.8422, "X2": 0.26819, "Y2": 0.842, "X3": 0.26819, "Y3": 0.8568, "X4": 0.20889, "Y4": 0.8568, "page": 0, "Index": 202}, {"Word": "all", "Confidence": 0.966, "X1": 0.27224, "Y1": 0.8422, "X2": 0.28976, "Y2": 0.842, "X3": 0.28976, "Y3": 0.8568, "X4": 0.27224, "Y4": 0.8568, "page": 0, "Index": 203}, {"Word": "interviews", "Confidence": 0.947, "X1": 0.2938, "Y1": 0.8432, "X2": 0.37332, "Y2": 0.843, "X3": 0.37197, "Y3": 0.8568, "X4": 0.2938, "Y4": 0.8568, "page": 0, "Index": 204}, {"Word": "2081688882", "Confidence": 0.991, "X1": 0.91644, "Y1": 0.8522, "X2": 0.90701, "Y2": 0.852, "X3": 0.88005, "Y3": 0.8508, "X4": 0.89084, "Y4": 0.7538, "page": 0, "Index": 205}, {"Word": "DRAFT", "Confidence": 0.995, "X1": 0.65229, "Y1": 0.9422, "X2": 0.71294, "Y2": 0.942, "X3": 0.71159, "Y3": 0.9588, "X4": 0.65094, "Y4": 0.9588, "page": 0, "Index": 206}, {"Word": "for", "Confidence": 0.998, "X1": 0.71698, "Y1": 0.9422, "X2": 0.74124, "Y2": 0.942, "X3": 0.73989, "Y3": 0.9588, "X4": 0.71698, "Y4": 0.9588, "page": 0, "Index": 207}, {"Word": "discussion", "Confidence": 0.884, "X1": 0.74528, "Y1": 0.9422, "X2": 0.83154, "Y2": 0.942, "X3": 0.83154, "Y3": 0.9588, "X4": 0.74528, "Y4": 0.9588, "page": 0, "Index": 208}]}	"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"
ffhg0214	0	{"lines_data": [{"Word": "(07", "Confidence": 0.798, "X1": 0.87656, "Y1": 0.1362, "X2": 0.92094, "Y2": 0.136, "X3": 0.92233, "Y3": 0.1588, "X4": 0.87933, "Y4": 0.1598, "page": 0}, {"Word": "--", "Confidence": 0.39, "X1": 0.1484, "Y1": 0.2462, "X2": 0.14702, "Y2": 0.246, "X3": 0.1595, "Y3": 0.2448, "X4": 0.1595, "Y4": 0.2648, "page": 0}, {"Word": "Pythe board in June .", "Confidence": 0.2648, "X1": 0.69071, "Y1": 0.2232, "X2": 0.86408, "Y2": 0.223, "X3": 0.88627, "Y3": 0.2398, "X4": 0.71151, "Y4": 0.3488, "page": 0}, {"Word": "24/5", "Confidence": 0.858, "X1": 0.66574, "Y1": 0.2892, "X2": 0.7129, "Y2": 0.289, "X3": 0.72538, "Y3": 0.3008, "X4": 0.67684, "Y4": 0.3248, "page": 0}, {"Word": "Of in agaton will transfer", "Confidence": 0.3916, "X1": 0.74896, "Y1": 0.2892, "X2": 0.91956, "Y2": 0.289, "X3": 0.93759, "Y3": 0.3038, "X4": 0.7656, "Y4": 0.4098, "page": 0}, {"Word": "Tel. LimHill", "Confidence": 0.704, "X1": 0.73093, "Y1": 0.3032, "X2": 0.84743, "Y2": 0.303, "X3": 0.86546, "Y3": 0.3178, "X4": 0.74757, "Y4": 0.3918, "page": 0}, {"Word": "ARH/LA/stock-ex", "Confidence": 0.347, "X1": 0.28988, "Y1": 0.3162, "X2": 0.38558, "Y2": 0.316, "X3": 0.38558, "Y3": 0.3278, "X4": 0.28988, "Y4": 0.3288, "page": 0}, {"Word": "Sth May 1993", "Confidence": 0.92267, "X1": 0.23994, "Y1": 0.3432, "X2": 0.33703, "Y2": 0.343, "X3": 0.33703, "Y3": 0.3558, "X4": 0.23994, "Y4": 0.3568, "page": 0}, {"Word": "28/6", "Confidence": 0.93, "X1": 0.70319, "Y1": 0.3462, "X2": 0.74202, "Y2": 0.346, "X3": 0.75589, "Y3": 0.3568, "X4": 0.71567, "Y4": 0.3798, "page": 0}, {"Word": "Ms K Smorol", "Confidence": 0.995, "X1": 0.24133, "Y1": 0.3722, "X2": 0.33426, "Y2": 0.372, "X3": 0.33426, "Y3": 0.3838, "X4": 0.24133, "Y4": 0.3838, "page": 0}, {"Word": "American Stock Exchange", "Confidence": 0.995, "X1": 0.23717, "Y1": 0.3862, "X2": 0.42025, "Y2": 0.386, "X3": 0.42025, "Y3": 0.3998, "X4": 0.23717, "Y4": 0.3998, "page": 0}, {"Word": "86 Trinity Place", "Confidence": 0.889, "X1": 0.24133, "Y1": 0.4012, "X2": 0.34813, "Y2": 0.401, "X3": 0.34813, "Y3": 0.4128, "X4": 0.24133, "Y4": 0.4128, "page": 0}, {"Word": "New York", "Confidence": 0.9935, "X1": 0.24133, "Y1": 0.4142, "X2": 0.31623, "Y2": 0.414, "X3": 0.31623, "Y3": 0.4248, "X4": 0.24133, "Y4": 0.4268, "page": 0}, {"Word": "3016", "Confidence": 0.374, "X1": 0.75589, "Y1": 0.4072, "X2": 0.79057, "Y2": 0.407, "X3": 0.80444, "Y3": 0.4198, "X4": 0.77393, "Y4": 0.4388, "page": 0}, {"Word": "New York 10006 - 1881", "Confidence": 0.9888, "X1": 0.24133, "Y1": 0.4272, "X2": 0.40638, "Y2": 0.427, "X3": 0.40638, "Y3": 0.4398, "X4": 0.24133, "Y4": 0.4408, "page": 0}, {"Word": "USA", "Confidence": 0.998, "X1": 0.24133, "Y1": 0.4422, "X2": 0.27878, "Y2": 0.442, "X3": 0.27878, "Y3": 0.4538, "X4": 0.24272, "Y4": 0.4538, "page": 0}, {"Word": "Telefax: 0101-212-306-1824", "Confidence": 0.938, "X1": 0.23994, "Y1": 0.4692, "X2": 0.43412, "Y2": 0.469, "X3": 0.43412, "Y3": 0.4838, "X4": 0.23994, "Y4": 0.4838, "page": 0}, {"Word": "-------", "Confidence": 0.197, "X1": 0.15257, "Y1": 0.5122, "X2": 0.15118, "Y2": 0.512, "X3": 0.16089, "Y3": 0.5118, "X4": 0.16089, "Y4": 0.5518, "page": 0}, {"Word": "Dear Ms Smorol", "Confidence": 0.99267, "X1": 0.24133, "Y1": 0.4982, "X2": 0.35645, "Y2": 0.498, "X3": 0.35506, "Y3": 0.5128, "X4": 0.24133, "Y4": 0.5118, "page": 0}, {"Word": "Re: Duplicate Payment $14.500", "Confidence": 0.83575, "X1": 0.45076, "Y1": 0.5242, "X2": 0.67129, "Y2": 0.524, "X3": 0.67129, "Y3": 0.5388, "X4": 0.45076, "Y4": 0.5408, "page": 0}, {"Word": "Further to our telephone conversation yesterday I am writing to confirm our repayment", "Confidence": 0.89131, "X1": 0.24272, "Y1": 0.5542, "X2": 0.80999, "Y2": 0.554, "X3": 0.80999, "Y3": 0.5668, "X4": 0.24272, "Y4": 0.5688, "page": 0}, {"Word": "instructions in respect of the duplicate payment of this Company's listing fee. I would be grateful", "Confidence": 0.963, "X1": 0.24133, "Y1": 0.5662, "X2": 0.8724, "Y2": 0.566, "X3": 0.8724, "Y3": 0.5808, "X4": 0.24133, "Y4": 0.5828, "page": 0}, {"Word": "if you could make payment by telegraphic transfer as follows :-", "Confidence": 0.90982, "X1": 0.24133, "Y1": 0.5812, "X2": 0.64771, "Y2": 0.581, "X3": 0.64771, "Y3": 0.5948, "X4": 0.24133, "Y4": 0.5968, "page": 0}, {"Word": "Account Title: B.A.T Industries ple", "Confidence": 0.882, "X1": 0.24272, "Y1": 0.6102, "X2": 0.47573, "Y2": 0.61, "X3": 0.47573, "Y3": 0.6238, "X4": 0.24272, "Y4": 0.6248, "page": 0}, {"Word": "Bank:", "Confidence": 0.965, "X1": 0.24133, "Y1": 0.6402, "X2": 0.28433, "Y2": 0.64, "X3": 0.28433, "Y3": 0.6518, "X4": 0.24133, "Y4": 0.6508, "page": 0}, {"Word": "National Westminster Bank - London", "Confidence": 0.8458, "X1": 0.33842, "Y1": 0.6362, "X2": 0.58807, "Y2": 0.636, "X3": 0.58807, "Y3": 0.6508, "X4": 0.33842, "Y4": 0.6518, "page": 0}, {"Word": "50.00.00", "Confidence": 0.991, "X1": 0.33287, "Y1": 0.6662, "X2": 0.40222, "Y2": 0.666, "X3": 0.40222, "Y3": 0.6778, "X4": 0.33287, "Y4": 0.6778, "page": 0}, {"Word": "Sort Code:", "Confidence": 0.9685, "X1": 0.24272, "Y1": 0.6672, "X2": 0.32732, "Y2": 0.667, "X3": 0.32732, "Y3": 0.6798, "X4": 0.24272, "Y4": 0.6788, "page": 0}, {"Word": "Account No: 03/00/21/60", "Confidence": 0.98267, "X1": 0.24272, "Y1": 0.6942, "X2": 0.42718, "Y2": 0.694, "X3": 0.42718, "Y3": 0.7078, "X4": 0.24272, "Y4": 0.7088, "page": 0}, {"Word": "Amount:", "Confidence": 0.661, "X1": 0.24411, "Y1": 0.7262, "X2": 0.30791, "Y2": 0.726, "X3": 0.30791, "Y3": 0.7368, "X4": 0.24411, "Y4": 0.7368, "page": 0}, {"Word": "US$14,500 - (less any charges)", "Confidence": 0.8678, "X1": 0.33842, "Y1": 0.7222, "X2": 0.54508, "Y2": 0.722, "X3": 0.54508, "Y3": 0.7378, "X4": 0.33842, "Y4": 0.7378, "page": 0}, {"Word": "Yours sincerely", "Confidence": 0.9925, "X1": 0.24411, "Y1": 0.7532, "X2": 0.34813, "Y2": 0.753, "X3": 0.34813, "Y3": 0.7658, "X4": 0.24411, "Y4": 0.7658, "page": 0}, {"Word": "AR HOLLIMAN", "Confidence": 0.8365, "X1": 0.24272, "Y1": 0.8642, "X2": 0.36477, "Y2": 0.864, "X3": 0.36477, "Y3": 0.8768, "X4": 0.24411, "Y4": 0.8798, "page": 0}, {"Word": "890860107", "Confidence": 0.958, "X1": 0.95007, "Y1": 0.8722, "X2": 0.95007, "Y2": 0.872, "X3": 0.98058, "Y3": 0.8718, "X4": 0.9792, "Y4": 0.9908, "page": 0}, {"Word": "ASSISTANT COMPANY SECRETARY", "Confidence": 0.994, "X1": 0.24411, "Y1": 0.8782, "X2": 0.52011, "Y2": 0.878, "X3": 0.52011, "Y3": 0.8918, "X4": 0.24411, "Y4": 0.8938, "page": 0}, {"Word": "cc(noo) Mrs D Wood", "Confidence": 0.94925, "X1": 0.24133, "Y1": 0.9072, "X2": 0.38835, "Y2": 0.907, "X3": 0.38835, "Y3": 0.9208, "X4": 0.24133, "Y4": 0.9218, "page": 0}], "words_data": [{"Word": "(07", "Confidence": 0.798, "X1": 0.87656, "Y1": 0.1362, "X2": 0.92094, "Y2": 0.136, "X3": 0.92094, "Y3": 0.1588, "X4": 0.87656, "Y4": 0.1598, "page": 0, "Index": 0}, {"Word": ".", "Confidence": 0.704, "X1": 0.8516, "Y1": 0.2232, "X2": 0.86408, "Y2": 0.223, "X3": 0.88627, "Y3": 0.2398, "X4": 0.87379, "Y4": 0.2478, "page": 0, "Index": 1}, {"Word": "--", "Confidence": 0.39, "X1": 0.14702, "Y1": 0.2492, "X2": 0.14702, "Y2": 0.249, "X3": 0.1595, "Y3": 0.2488, "X4": 0.1595, "Y4": 0.2638, "page": 0, "Index": 2}, {"Word": "June", "Confidence": 0.379, "X1": 0.81831, "Y1": 0.2342, "X2": 0.84605, "Y2": 0.234, "X3": 0.86824, "Y3": 0.2508, "X4": 0.8405, "Y4": 0.2678, "page": 0, "Index": 3}, {"Word": "in", "Confidence": 0.075, "X1": 0.79473, "Y1": 0.2542, "X2": 0.81276, "Y2": 0.254, "X3": 0.83634, "Y3": 0.2718, "X4": 0.81831, "Y4": 0.2828, "page": 0, "Index": 4}, {"Word": "board", "Confidence": 0.066, "X1": 0.74341, "Y1": 0.2692, "X2": 0.78918, "Y2": 0.269, "X3": 0.81276, "Y3": 0.2858, "X4": 0.7656, "Y4": 0.3158, "page": 0, "Index": 5}, {"Word": "24/5", "Confidence": 0.858, "X1": 0.67129, "Y1": 0.2892, "X2": 0.7129, "Y2": 0.289, "X3": 0.72399, "Y3": 0.3008, "X4": 0.68377, "Y4": 0.3208, "page": 0, "Index": 6}, {"Word": "transfer", "Confidence": 0.068, "X1": 0.87517, "Y1": 0.2912, "X2": 0.91817, "Y2": 0.291, "X3": 0.9362, "Y3": 0.3048, "X4": 0.89182, "Y4": 0.3328, "page": 0, "Index": 7}, {"Word": "LimHill", "Confidence": 0.634, "X1": 0.77393, "Y1": 0.3042, "X2": 0.84743, "Y2": 0.304, "X3": 0.86546, "Y3": 0.3168, "X4": 0.79334, "Y4": 0.3638, "page": 0, "Index": 8}, {"Word": "Pythe", "Confidence": 0.1, "X1": 0.69209, "Y1": 0.3012, "X2": 0.73786, "Y2": 0.301, "X3": 0.76006, "Y3": 0.3198, "X4": 0.7129, "Y4": 0.3498, "page": 0, "Index": 9}, {"Word": "ARH/LA/stock-ex", "Confidence": 0.347, "X1": 0.28988, "Y1": 0.3172, "X2": 0.38419, "Y2": 0.317, "X3": 0.38419, "Y3": 0.3288, "X4": 0.28988, "Y4": 0.3288, "page": 0, "Index": 10}, {"Word": "will", "Confidence": 0.829, "X1": 0.84327, "Y1": 0.3212, "X2": 0.87101, "Y2": 0.321, "X3": 0.88766, "Y3": 0.3358, "X4": 0.85992, "Y4": 0.3528, "page": 0, "Index": 11}, {"Word": "Sth", "Confidence": 0.779, "X1": 0.24272, "Y1": 0.3442, "X2": 0.26214, "Y2": 0.344, "X3": 0.26214, "Y3": 0.3568, "X4": 0.24133, "Y4": 0.3568, "page": 0, "Index": 12}, {"Word": "May", "Confidence": 0.998, "X1": 0.2663, "Y1": 0.3442, "X2": 0.29681, "Y2": 0.344, "X3": 0.29681, "Y3": 0.3568, "X4": 0.2663, "Y4": 0.3568, "page": 0, "Index": 13}, {"Word": "1993", "Confidence": 0.991, "X1": 0.29958, "Y1": 0.3432, "X2": 0.33564, "Y2": 0.343, "X3": 0.33564, "Y3": 0.3568, "X4": 0.29958, "Y4": 0.3568, "page": 0, "Index": 14}, {"Word": "28/6", "Confidence": 0.93, "X1": 0.70596, "Y1": 0.3462, "X2": 0.74064, "Y2": 0.346, "X3": 0.75312, "Y3": 0.3578, "X4": 0.71845, "Y4": 0.3778, "page": 0, "Index": 15}, {"Word": "agaton", "Confidence": 0.137, "X1": 0.79889, "Y1": 0.3412, "X2": 0.83911, "Y2": 0.341, "X3": 0.85576, "Y3": 0.3558, "X4": 0.81415, "Y4": 0.3808, "page": 0, "Index": 16}, {"Word": "Tel.", "Confidence": 0.774, "X1": 0.7337, "Y1": 0.3542, "X2": 0.76838, "Y2": 0.354, "X3": 0.78918, "Y3": 0.3668, "X4": 0.75312, "Y4": 0.3888, "page": 0, "Index": 17}, {"Word": "Ms", "Confidence": 0.994, "X1": 0.24272, "Y1": 0.3732, "X2": 0.26214, "Y2": 0.373, "X3": 0.26214, "Y3": 0.3848, "X4": 0.24272, "Y4": 0.3848, "page": 0, "Index": 18}, {"Word": "K", "Confidence": 0.996, "X1": 0.26491, "Y1": 0.3732, "X2": 0.27462, "Y2": 0.373, "X3": 0.27462, "Y3": 0.3848, "X4": 0.26491, "Y4": 0.3848, "page": 0, "Index": 19}, {"Word": "Smorol", "Confidence": 0.995, "X1": 0.28155, "Y1": 0.3732, "X2": 0.33426, "Y2": 0.373, "X3": 0.33287, "Y3": 0.3848, "X4": 0.28155, "Y4": 0.3848, "page": 0, "Index": 20}, {"Word": "in", "Confidence": 0.777, "X1": 0.77115, "Y1": 0.3692, "X2": 0.79196, "Y2": 0.369, "X3": 0.8086, "Y3": 0.3838, "X4": 0.78779, "Y4": 0.3968, "page": 0, "Index": 21}, {"Word": "American", "Confidence": 0.994, "X1": 0.24411, "Y1": 0.3872, "X2": 0.30513, "Y2": 0.387, "X3": 0.30374, "Y3": 0.3988, "X4": 0.24133, "Y4": 0.3998, "page": 0, "Index": 22}, {"Word": "Stock", "Confidence": 0.997, "X1": 0.30929, "Y1": 0.3872, "X2": 0.34674, "Y2": 0.387, "X3": 0.34674, "Y3": 0.3988, "X4": 0.30791, "Y4": 0.3988, "page": 0, "Index": 23}, {"Word": "Exchange", "Confidence": 0.994, "X1": 0.3509, "Y1": 0.3862, "X2": 0.41886, "Y2": 0.386, "X3": 0.41886, "Y3": 0.4008, "X4": 0.34951, "Y4": 0.3988, "page": 0, "Index": 24}, {"Word": "Of", "Confidence": 0.147, "X1": 0.75035, "Y1": 0.3842, "X2": 0.76699, "Y2": 0.384, "X3": 0.78363, "Y3": 0.3988, "X4": 0.7656, "Y4": 0.4088, "page": 0, "Index": 25}, {"Word": "86", "Confidence": 0.675, "X1": 0.24272, "Y1": 0.4012, "X2": 0.25936, "Y2": 0.401, "X3": 0.25936, "Y3": 0.4128, "X4": 0.24133, "Y4": 0.4128, "page": 0, "Index": 26}, {"Word": "Trinity", "Confidence": 0.995, "X1": 0.26352, "Y1": 0.4012, "X2": 0.30652, "Y2": 0.401, "X3": 0.30652, "Y3": 0.4128, "X4": 0.26352, "Y4": 0.4128, "page": 0, "Index": 27}, {"Word": "Place", "Confidence": 0.997, "X1": 0.31068, "Y1": 0.4012, "X2": 0.34813, "Y2": 0.401, "X3": 0.34674, "Y3": 0.4138, "X4": 0.30929, "Y4": 0.4128, "page": 0, "Index": 28}, {"Word": "New", "Confidence": 0.998, "X1": 0.24272, "Y1": 0.4152, "X2": 0.27184, "Y2": 0.415, "X3": 0.27046, "Y3": 0.4268, "X4": 0.24272, "Y4": 0.4278, "page": 0, "Index": 29}, {"Word": "York", "Confidence": 0.989, "X1": 0.27739, "Y1": 0.4142, "X2": 0.31345, "Y2": 0.414, "X3": 0.31207, "Y3": 0.4258, "X4": 0.27739, "Y4": 0.4268, "page": 0, "Index": 30}, {"Word": "3016", "Confidence": 0.374, "X1": 0.75589, "Y1": 0.4072, "X2": 0.78779, "Y2": 0.407, "X3": 0.80444, "Y3": 0.4208, "X4": 0.77254, "Y4": 0.4398, "page": 0, "Index": 31}, {"Word": "New", "Confidence": 0.998, "X1": 0.24133, "Y1": 0.4282, "X2": 0.27046, "Y2": 0.428, "X3": 0.27184, "Y3": 0.4398, "X4": 0.24272, "Y4": 0.4408, "page": 0, "Index": 32}, {"Word": "York", "Confidence": 0.987, "X1": 0.27878, "Y1": 0.4282, "X2": 0.31207, "Y2": 0.428, "X3": 0.31207, "Y3": 0.4398, "X4": 0.27878, "Y4": 0.4398, "page": 0, "Index": 33}, {"Word": "10006", "Confidence": 0.996, "X1": 0.31623, "Y1": 0.4282, "X2": 0.35645, "Y2": 0.428, "X3": 0.35645, "Y3": 0.4398, "X4": 0.31623, "Y4": 0.4398, "page": 0, "Index": 34}, {"Word": "-", "Confidence": 0.991, "X1": 0.35922, "Y1": 0.4282, "X2": 0.36893, "Y2": 0.428, "X3": 0.36893, "Y3": 0.4398, "X4": 0.35922, "Y4": 0.4398, "page": 0, "Index": 35}, {"Word": "1881", "Confidence": 0.972, "X1": 0.37171, "Y1": 0.4282, "X2": 0.40638, "Y2": 0.428, "X3": 0.40638, "Y3": 0.4398, "X4": 0.37171, "Y4": 0.4398, "page": 0, "Index": 36}, {"Word": "USA", "Confidence": 0.998, "X1": 0.24272, "Y1": 0.4422, "X2": 0.27462, "Y2": 0.442, "X3": 0.27462, "Y3": 0.4538, "X4": 0.24272, "Y4": 0.4538, "page": 0, "Index": 37}, {"Word": "Telefax:", "Confidence": 0.98, "X1": 0.24133, "Y1": 0.4692, "X2": 0.29542, "Y2": 0.469, "X3": 0.29542, "Y3": 0.4848, "X4": 0.24133, "Y4": 0.4848, "page": 0, "Index": 38}, {"Word": "0101-212-306-1824", "Confidence": 0.896, "X1": 0.29958, "Y1": 0.4702, "X2": 0.43412, "Y2": 0.47, "X3": 0.43551, "Y3": 0.4838, "X4": 0.29958, "Y4": 0.4848, "page": 0, "Index": 39}, {"Word": "-------", "Confidence": 0.197, "X1": 0.15257, "Y1": 0.5192, "X2": 0.15257, "Y2": 0.519, "X3": 0.16227, "Y3": 0.5178, "X4": 0.16227, "Y4": 0.5508, "page": 0, "Index": 40}, {"Word": "Dear", "Confidence": 0.992, "X1": 0.24272, "Y1": 0.4982, "X2": 0.27323, "Y2": 0.498, "X3": 0.27323, "Y3": 0.5128, "X4": 0.24272, "Y4": 0.5128, "page": 0, "Index": 41}, {"Word": "Ms", "Confidence": 0.991, "X1": 0.27739, "Y1": 0.4982, "X2": 0.2982, "Y2": 0.498, "X3": 0.2982, "Y3": 0.5128, "X4": 0.27739, "Y4": 0.5128, "page": 0, "Index": 42}, {"Word": "Smorol", "Confidence": 0.995, "X1": 0.30236, "Y1": 0.4992, "X2": 0.35645, "Y2": 0.499, "X3": 0.35506, "Y3": 0.5128, "X4": 0.30236, "Y4": 0.5128, "page": 0, "Index": 43}, {"Word": "Re:", "Confidence": 0.944, "X1": 0.45076, "Y1": 0.5272, "X2": 0.47295, "Y2": 0.527, "X3": 0.47295, "Y3": 0.5408, "X4": 0.45076, "Y4": 0.5408, "page": 0, "Index": 44}, {"Word": "Duplicate", "Confidence": 0.981, "X1": 0.47712, "Y1": 0.5262, "X2": 0.54508, "Y2": 0.526, "X3": 0.54508, "Y3": 0.5398, "X4": 0.47712, "Y4": 0.5408, "page": 0, "Index": 45}, {"Word": "Payment", "Confidence": 0.427, "X1": 0.54924, "Y1": 0.5252, "X2": 0.61026, "Y2": 0.525, "X3": 0.60888, "Y3": 0.5398, "X4": 0.54924, "Y4": 0.5398, "page": 0, "Index": 46}, {"Word": "$14.500", "Confidence": 0.991, "X1": 0.61304, "Y1": 0.5252, "X2": 0.67129, "Y2": 0.525, "X3": 0.67129, "Y3": 0.5398, "X4": 0.61304, "Y4": 0.5398, "page": 0, "Index": 47}, {"Word": "am", "Confidence": 0.997, "X1": 0.56588, "Y1": 0.5552, "X2": 0.58391, "Y2": 0.555, "X3": 0.58252, "Y3": 0.5678, "X4": 0.56449, "Y4": 0.5688, "page": 0, "Index": 48}, {"Word": "writing", "Confidence": 0.994, "X1": 0.58946, "Y1": 0.5552, "X2": 0.63523, "Y2": 0.555, "X3": 0.63384, "Y3": 0.5678, "X4": 0.58807, "Y4": 0.5678, "page": 0, "Index": 49}, {"Word": "to", "Confidence": 0.997, "X1": 0.63939, "Y1": 0.5552, "X2": 0.65187, "Y2": 0.555, "X3": 0.65049, "Y3": 0.5678, "X4": 0.638, "Y4": 0.5678, "page": 0, "Index": 50}, {"Word": "confirm", "Confidence": 0.761, "X1": 0.65603, "Y1": 0.5542, "X2": 0.70458, "Y2": 0.554, "X3": 0.70319, "Y3": 0.5678, "X4": 0.65465, "Y4": 0.5678, "page": 0, "Index": 51}, {"Word": "our", "Confidence": 0.998, "X1": 0.71151, "Y1": 0.5542, "X2": 0.73509, "Y2": 0.554, "X3": 0.73232, "Y3": 0.5678, "X4": 0.71012, "Y4": 0.5678, "page": 0, "Index": 52}, {"Word": "repayment", "Confidence": 0.991, "X1": 0.73786, "Y1": 0.5542, "X2": 0.80999, "Y2": 0.554, "X3": 0.8086, "Y3": 0.5668, "X4": 0.73648, "Y4": 0.5678, "page": 0, "Index": 53}, {"Word": "Further", "Confidence": 0.993, "X1": 0.24411, "Y1": 0.5562, "X2": 0.28988, "Y2": 0.556, "X3": 0.28988, "Y3": 0.5688, "X4": 0.24411, "Y4": 0.5678, "page": 0, "Index": 54}, {"Word": "to", "Confidence": 0.9, "X1": 0.29265, "Y1": 0.5562, "X2": 0.30791, "Y2": 0.556, "X3": 0.30791, "Y3": 0.5688, "X4": 0.29265, "Y4": 0.5688, "page": 0, "Index": 55}, {"Word": "our", "Confidence": 0.995, "X1": 0.31207, "Y1": 0.5562, "X2": 0.33426, "Y2": 0.556, "X3": 0.33426, "Y3": 0.5688, "X4": 0.31068, "Y4": 0.5688, "page": 0, "Index": 56}, {"Word": "telephone", "Confidence": 0.945, "X1": 0.33842, "Y1": 0.5552, "X2": 0.40222, "Y2": 0.555, "X3": 0.40222, "Y3": 0.5688, "X4": 0.33842, "Y4": 0.5688, "page": 0, "Index": 57}, {"Word": "conversation", "Confidence": 0.991, "X1": 0.40638, "Y1": 0.5552, "X2": 0.48821, "Y2": 0.555, "X3": 0.48821, "Y3": 0.5688, "X4": 0.40499, "Y4": 0.5688, "page": 0, "Index": 58}, {"Word": "yesterday", "Confidence": 0.994, "X1": 0.49237, "Y1": 0.5552, "X2": 0.55201, "Y2": 0.555, "X3": 0.55201, "Y3": 0.5688, "X4": 0.49098, "Y4": 0.5688, "page": 0, "Index": 59}, {"Word": "I", "Confidence": 0.031, "X1": 0.55617, "Y1": 0.5552, "X2": 0.56172, "Y2": 0.555, "X3": 0.56172, "Y3": 0.5688, "X4": 0.55479, "Y4": 0.5688, "page": 0, "Index": 60}, {"Word": "instructions", "Confidence": 0.873, "X1": 0.24272, "Y1": 0.5702, "X2": 0.31623, "Y2": 0.57, "X3": 0.31623, "Y3": 0.5818, "X4": 0.24272, "Y4": 0.5828, "page": 0, "Index": 61}, {"Word": "in", "Confidence": 0.998, "X1": 0.32039, "Y1": 0.5702, "X2": 0.33426, "Y2": 0.57, "X3": 0.33426, "Y3": 0.5818, "X4": 0.32039, "Y4": 0.5818, "page": 0, "Index": 62}, {"Word": "respect", "Confidence": 0.955, "X1": 0.33703, "Y1": 0.5702, "X2": 0.38419, "Y2": 0.57, "X3": 0.38419, "Y3": 0.5818, "X4": 0.33703, "Y4": 0.5818, "page": 0, "Index": 63}, {"Word": "of", "Confidence": 0.998, "X1": 0.38835, "Y1": 0.5702, "X2": 0.40222, "Y2": 0.57, "X3": 0.40083, "Y3": 0.5818, "X4": 0.38835, "Y4": 0.5818, "page": 0, "Index": 64}, {"Word": "the", "Confidence": 0.998, "X1": 0.40499, "Y1": 0.5692, "X2": 0.4258, "Y2": 0.569, "X3": 0.4258, "Y3": 0.5818, "X4": 0.40499, "Y4": 0.5818, "page": 0, "Index": 65}, {"Word": "duplicate", "Confidence": 0.788, "X1": 0.42996, "Y1": 0.5692, "X2": 0.4896, "Y2": 0.569, "X3": 0.4896, "Y3": 0.5818, "X4": 0.42996, "Y4": 0.5818, "page": 0, "Index": 66}, {"Word": "payment", "Confidence": 0.995, "X1": 0.49237, "Y1": 0.5692, "X2": 0.54785, "Y2": 0.569, "X3": 0.54646, "Y3": 0.5818, "X4": 0.49237, "Y4": 0.5818, "page": 0, "Index": 67}, {"Word": "of", "Confidence": 0.998, "X1": 0.55062, "Y1": 0.5692, "X2": 0.56449, "Y2": 0.569, "X3": 0.56449, "Y3": 0.5818, "X4": 0.55062, "Y4": 0.5818, "page": 0, "Index": 68}, {"Word": "this", "Confidence": 0.991, "X1": 0.56865, "Y1": 0.5692, "X2": 0.59085, "Y2": 0.569, "X3": 0.58946, "Y3": 0.5818, "X4": 0.56727, "Y4": 0.5818, "page": 0, "Index": 69}, {"Word": "Company's", "Confidence": 0.991, "X1": 0.59362, "Y1": 0.5682, "X2": 0.66436, "Y2": 0.568, "X3": 0.66436, "Y3": 0.5818, "X4": 0.59362, "Y4": 0.5818, "page": 0, "Index": 70}, {"Word": "listing", "Confidence": 0.991, "X1": 0.66852, "Y1": 0.5682, "X2": 0.70874, "Y2": 0.568, "X3": 0.70874, "Y3": 0.5818, "X4": 0.66852, "Y4": 0.5818, "page": 0, "Index": 71}, {"Word": "fee.", "Confidence": 0.953, "X1": 0.7129, "Y1": 0.5672, "X2": 0.74064, "Y2": 0.567, "X3": 0.74064, "Y3": 0.5818, "X4": 0.7129, "Y4": 0.5818, "page": 0, "Index": 72}, {"Word": "I", "Confidence": 0.964, "X1": 0.7448, "Y1": 0.5672, "X2": 0.75173, "Y2": 0.567, "X3": 0.75173, "Y3": 0.5818, "X4": 0.7448, "Y4": 0.5818, "page": 0, "Index": 73}, {"Word": "would", "Confidence": 0.997, "X1": 0.75589, "Y1": 0.5672, "X2": 0.79473, "Y2": 0.567, "X3": 0.79473, "Y3": 0.5818, "X4": 0.75589, "Y4": 0.5818, "page": 0, "Index": 74}, {"Word": "be", "Confidence": 0.997, "X1": 0.79889, "Y1": 0.5672, "X2": 0.81415, "Y2": 0.567, "X3": 0.81415, "Y3": 0.5818, "X4": 0.79889, "Y4": 0.5818, "page": 0, "Index": 75}, {"Word": "grateful", "Confidence": 0.921, "X1": 0.81831, "Y1": 0.5662, "X2": 0.8724, "Y2": 0.566, "X3": 0.8724, "Y3": 0.5818, "X4": 0.81831, "Y4": 0.5818, "page": 0, "Index": 76}, {"Word": "if", "Confidence": 0.997, "X1": 0.24272, "Y1": 0.5832, "X2": 0.25243, "Y2": 0.583, "X3": 0.25243, "Y3": 0.5968, "X4": 0.24272, "Y4": 0.5968, "page": 0, "Index": 77}, {"Word": "you", "Confidence": 0.998, "X1": 0.25659, "Y1": 0.5832, "X2": 0.28017, "Y2": 0.583, "X3": 0.27878, "Y3": 0.5968, "X4": 0.2552, "Y4": 0.5968, "page": 0, "Index": 78}, {"Word": "could", "Confidence": 0.997, "X1": 0.28294, "Y1": 0.5832, "X2": 0.32039, "Y2": 0.583, "X3": 0.32039, "Y3": 0.5968, "X4": 0.28294, "Y4": 0.5968, "page": 0, "Index": 79}, {"Word": "make", "Confidence": 0.991, "X1": 0.32455, "Y1": 0.5832, "X2": 0.35922, "Y2": 0.583, "X3": 0.35922, "Y3": 0.5968, "X4": 0.32316, "Y4": 0.5968, "page": 0, "Index": 80}, {"Word": "payment", "Confidence": 0.995, "X1": 0.36338, "Y1": 0.5832, "X2": 0.41748, "Y2": 0.583, "X3": 0.41748, "Y3": 0.5968, "X4": 0.36338, "Y4": 0.5968, "page": 0, "Index": 81}, {"Word": "by", "Confidence": 0.998, "X1": 0.42164, "Y1": 0.5832, "X2": 0.43828, "Y2": 0.583, "X3": 0.43689, "Y3": 0.5968, "X4": 0.42164, "Y4": 0.5968, "page": 0, "Index": 82}, {"Word": "telegraphic", "Confidence": 0.944, "X1": 0.44105, "Y1": 0.5832, "X2": 0.51179, "Y2": 0.583, "X3": 0.51179, "Y3": 0.5958, "X4": 0.44105, "Y4": 0.5968, "page": 0, "Index": 83}, {"Word": "transfer", "Confidence": 0.995, "X1": 0.51595, "Y1": 0.5822, "X2": 0.56449, "Y2": 0.582, "X3": 0.56449, "Y3": 0.5958, "X4": 0.51456, "Y4": 0.5958, "page": 0, "Index": 84}, {"Word": "as", "Confidence": 0.998, "X1": 0.56865, "Y1": 0.5822, "X2": 0.58252, "Y2": 0.582, "X3": 0.58114, "Y3": 0.5958, "X4": 0.56865, "Y4": 0.5958, "page": 0, "Index": 85}, {"Word": "follows", "Confidence": 0.995, "X1": 0.5853, "Y1": 0.5822, "X2": 0.63107, "Y2": 0.582, "X3": 0.63107, "Y3": 0.5948, "X4": 0.5853, "Y4": 0.5958, "page": 0, "Index": 86}, {"Word": ":-", "Confidence": 0.1, "X1": 0.63523, "Y1": 0.5822, "X2": 0.6491, "Y2": 0.582, "X3": 0.6491, "Y3": 0.5938, "X4": 0.63523, "Y4": 0.5948, "page": 0, "Index": 87}, {"Word": "Account", "Confidence": 0.839, "X1": 0.24411, "Y1": 0.6112, "X2": 0.2982, "Y2": 0.611, "X3": 0.2982, "Y3": 0.6248, "X4": 0.24411, "Y4": 0.6248, "page": 0, "Index": 88}, {"Word": "Title:", "Confidence": 0.983, "X1": 0.30236, "Y1": 0.6112, "X2": 0.33564, "Y2": 0.611, "X3": 0.33564, "Y3": 0.6248, "X4": 0.30236, "Y4": 0.6248, "page": 0, "Index": 89}, {"Word": "B.A.T", "Confidence": 0.956, "X1": 0.33981, "Y1": 0.6102, "X2": 0.38141, "Y2": 0.61, "X3": 0.38141, "Y3": 0.6248, "X4": 0.33981, "Y4": 0.6248, "page": 0, "Index": 90}, {"Word": "Industries", "Confidence": 0.945, "X1": 0.38558, "Y1": 0.6102, "X2": 0.44799, "Y2": 0.61, "X3": 0.44799, "Y3": 0.6248, "X4": 0.38558, "Y4": 0.6248, "page": 0, "Index": 91}, {"Word": "ple", "Confidence": 0.687, "X1": 0.45215, "Y1": 0.6102, "X2": 0.47573, "Y2": 0.61, "X3": 0.47573, "Y3": 0.6248, "X4": 0.45215, "Y4": 0.6248, "page": 0, "Index": 92}, {"Word": "Bank:", "Confidence": 0.965, "X1": 0.24272, "Y1": 0.6402, "X2": 0.28294, "Y2": 0.64, "X3": 0.28294, "Y3": 0.6518, "X4": 0.24272, "Y4": 0.6508, "page": 0, "Index": 93}, {"Word": "National", "Confidence": 0.808, "X1": 0.34119, "Y1": 0.6372, "X2": 0.39667, "Y2": 0.637, "X3": 0.39667, "Y3": 0.6508, "X4": 0.33981, "Y4": 0.6518, "page": 0, "Index": 94}, {"Word": "Westminster", "Confidence": 0.889, "X1": 0.40083, "Y1": 0.6372, "X2": 0.47989, "Y2": 0.637, "X3": 0.47989, "Y3": 0.6508, "X4": 0.40083, "Y4": 0.6508, "page": 0, "Index": 95}, {"Word": "Bank", "Confidence": 0.982, "X1": 0.48405, "Y1": 0.6372, "X2": 0.51872, "Y2": 0.637, "X3": 0.51872, "Y3": 0.6508, "X4": 0.48405, "Y4": 0.6508, "page": 0, "Index": 96}, {"Word": "-", "Confidence": 0.554, "X1": 0.52288, "Y1": 0.6372, "X2": 0.52705, "Y2": 0.637, "X3": 0.52705, "Y3": 0.6508, "X4": 0.5215, "Y4": 0.6508, "page": 0, "Index": 97}, {"Word": "London", "Confidence": 0.996, "X1": 0.53121, "Y1": 0.6372, "X2": 0.58669, "Y2": 0.637, "X3": 0.5853, "Y3": 0.6508, "X4": 0.53121, "Y4": 0.6508, "page": 0, "Index": 98}, {"Word": "Sort", "Confidence": 0.969, "X1": 0.24272, "Y1": 0.6672, "X2": 0.27046, "Y2": 0.667, "X3": 0.27046, "Y3": 0.6798, "X4": 0.24272, "Y4": 0.6798, "page": 0, "Index": 99}, {"Word": "Code:", "Confidence": 0.968, "X1": 0.27462, "Y1": 0.6672, "X2": 0.32039, "Y2": 0.667, "X3": 0.32039, "Y3": 0.6798, "X4": 0.27323, "Y4": 0.6798, "page": 0, "Index": 100}, {"Word": "50.00.00", "Confidence": 0.991, "X1": 0.33981, "Y1": 0.6662, "X2": 0.40083, "Y2": 0.666, "X3": 0.39945, "Y3": 0.6788, "X4": 0.33981, "Y4": 0.6788, "page": 0, "Index": 101}, {"Word": "No:", "Confidence": 0.997, "X1": 0.30236, "Y1": 0.6952, "X2": 0.33426, "Y2": 0.695, "X3": 0.33426, "Y3": 0.7078, "X4": 0.30236, "Y4": 0.7088, "page": 0, "Index": 102}, {"Word": "03/00/21/60", "Confidence": 0.958, "X1": 0.34119, "Y1": 0.6952, "X2": 0.42302, "Y2": 0.695, "X3": 0.42302, "Y3": 0.7078, "X4": 0.34119, "Y4": 0.7078, "page": 0, "Index": 103}, {"Word": "Account", "Confidence": 0.993, "X1": 0.24411, "Y1": 0.6962, "X2": 0.29958, "Y2": 0.696, "X3": 0.2982, "Y3": 0.7088, "X4": 0.24272, "Y4": 0.7088, "page": 0, "Index": 104}, {"Word": "Amount:", "Confidence": 0.661, "X1": 0.24688, "Y1": 0.7262, "X2": 0.30652, "Y2": 0.726, "X3": 0.30513, "Y3": 0.7378, "X4": 0.24549, "Y4": 0.7368, "page": 0, "Index": 105}, {"Word": "US$14,500", "Confidence": 0.626, "X1": 0.34119, "Y1": 0.7242, "X2": 0.4147, "Y2": 0.724, "X3": 0.4147, "Y3": 0.7378, "X4": 0.33981, "Y4": 0.7378, "page": 0, "Index": 106}, {"Word": "-", "Confidence": 0.729, "X1": 0.41886, "Y1": 0.7242, "X2": 0.42441, "Y2": 0.724, "X3": 0.42302, "Y3": 0.7378, "X4": 0.41886, "Y4": 0.7378, "page": 0, "Index": 107}, {"Word": "(less", "Confidence": 0.991, "X1": 0.42857, "Y1": 0.7242, "X2": 0.4577, "Y2": 0.724, "X3": 0.45631, "Y3": 0.7378, "X4": 0.42718, "Y4": 0.7378, "page": 0, "Index": 108}, {"Word": "any", "Confidence": 0.998, "X1": 0.46186, "Y1": 0.7242, "X2": 0.48405, "Y2": 0.724, "X3": 0.48405, "Y3": 0.7378, "X4": 0.46047, "Y4": 0.7378, "page": 0, "Index": 109}, {"Word": "charges)", "Confidence": 0.995, "X1": 0.48821, "Y1": 0.7232, "X2": 0.54508, "Y2": 0.723, "X3": 0.54508, "Y3": 0.7388, "X4": 0.48821, "Y4": 0.7378, "page": 0, "Index": 110}, {"Word": "Yours", "Confidence": 0.993, "X1": 0.24549, "Y1": 0.7532, "X2": 0.28433, "Y2": 0.753, "X3": 0.28294, "Y3": 0.7658, "X4": 0.24549, "Y4": 0.7658, "page": 0, "Index": 111}, {"Word": "sincerely", "Confidence": 0.992, "X1": 0.2871, "Y1": 0.7542, "X2": 0.34813, "Y2": 0.754, "X3": 0.34674, "Y3": 0.7668, "X4": 0.2871, "Y4": 0.7658, "page": 0, "Index": 112}, {"Word": "HOLLIMAN", "Confidence": 0.994, "X1": 0.27323, "Y1": 0.8652, "X2": 0.35922, "Y2": 0.865, "X3": 0.35784, "Y3": 0.8778, "X4": 0.27323, "Y4": 0.8788, "page": 0, "Index": 113}, {"Word": "890860107", "Confidence": 0.958, "X1": 0.95146, "Y1": 0.8782, "X2": 0.95007, "Y2": 0.878, "X3": 0.98058, "Y3": 0.8768, "X4": 0.9792, "Y4": 0.9908, "page": 0, "Index": 114}, {"Word": "AR", "Confidence": 0.679, "X1": 0.24411, "Y1": 0.8672, "X2": 0.26907, "Y2": 0.867, "X3": 0.26768, "Y3": 0.8788, "X4": 0.24411, "Y4": 0.8788, "page": 0, "Index": 115}, {"Word": "ASSISTANT", "Confidence": 0.992, "X1": 0.24549, "Y1": 0.8802, "X2": 0.33148, "Y2": 0.88, "X3": 0.3301, "Y3": 0.8928, "X4": 0.24549, "Y4": 0.8938, "page": 0, "Index": 116}, {"Word": "COMPANY", "Confidence": 0.996, "X1": 0.33564, "Y1": 0.8792, "X2": 0.41609, "Y2": 0.879, "X3": 0.41609, "Y3": 0.8928, "X4": 0.33426, "Y4": 0.8928, "page": 0, "Index": 117}, {"Word": "SECRETARY", "Confidence": 0.994, "X1": 0.42025, "Y1": 0.8782, "X2": 0.51456, "Y2": 0.878, "X3": 0.51456, "Y3": 0.8928, "X4": 0.41886, "Y4": 0.8928, "page": 0, "Index": 118}, {"Word": "cc(noo)", "Confidence": 0.813, "X1": 0.24272, "Y1": 0.9092, "X2": 0.29404, "Y2": 0.909, "X3": 0.29404, "Y3": 0.9218, "X4": 0.24272, "Y4": 0.9218, "page": 0, "Index": 119}, {"Word": "Mrs", "Confidence": 0.995, "X1": 0.29681, "Y1": 0.9082, "X2": 0.32455, "Y2": 0.908, "X3": 0.32455, "Y3": 0.9218, "X4": 0.29681, "Y4": 0.9218, "page": 0, "Index": 120}, {"Word": "D", "Confidence": 0.998, "X1": 0.32871, "Y1": 0.9082, "X2": 0.33842, "Y2": 0.908, "X3": 0.33842, "Y3": 0.9218, "X4": 0.32871, "Y4": 0.9218, "page": 0, "Index": 121}, {"Word": "Wood", "Confidence": 0.991, "X1": 0.34397, "Y1": 0.9082, "X2": 0.38835, "Y2": 0.908, "X3": 0.38835, "Y3": 0.9218, "X4": 0.34397, "Y4": 0.9218, "page": 0, "Index": 122}]}	"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"
fffv0190	0	{"lines_data": [{"Word": "From: Brewer, Lee-Ann", "Confidence": 0.99667, "X1": 0.12428, "Y1": 0.0702, "X2": 0.39595, "Y2": 0.07, "X3": 0.39595, "Y3": 0.0848, "X4": 0.12428, "Y4": 0.0848, "page": 0}, {"Word": "To: Jennette, Winton", "Confidence": 0.994, "X1": 0.12572, "Y1": 0.0872, "X2": 0.38439, "Y2": 0.087, "X3": 0.38439, "Y3": 0.1018, "X4": 0.12572, "Y4": 0.1028, "page": 0}, {"Word": "CC:", "Confidence": 0.97, "X1": 0.12717, "Y1": 0.1052, "X2": 0.16908, "Y2": 0.105, "X3": 0.16763, "Y3": 0.1198, "X4": 0.12572, "Y4": 0.1188, "page": 0}, {"Word": "BCC:", "Confidence": 0.991, "X1": 0.12717, "Y1": 0.1232, "X2": 0.18064, "Y2": 0.123, "X3": 0.17919, "Y3": 0.1368, "X4": 0.12717, "Y4": 0.1368, "page": 0}, {"Word": "Subject:", "Confidence": 0.991, "X1": 0.12861, "Y1": 0.1402, "X2": 0.22832, "Y2": 0.14, "X3": 0.22832, "Y3": 0.1558, "X4": 0.12861, "Y4": 0.1558, "page": 0}, {"Word": "Primary Date: 3/25/1997 2:16:03 PM", "Confidence": 0.9946, "X1": 0.12717, "Y1": 0.1582, "X2": 0.56358, "Y2": 0.158, "X3": 0.56358, "Y3": 0.1738, "X4": 0.12717, "Y4": 0.1748, "page": 0}, {"Word": "Last Modified Date: 2001-Nov-20 17:23:14", "Confidence": 0.9928, "X1": 0.12861, "Y1": 0.1752, "X2": 0.63295, "Y2": 0.175, "X3": 0.63295, "Y3": 0.1918, "X4": 0.12861, "Y4": 0.1918, "page": 0}, {"Word": "Last Touched Date:", "Confidence": 0.99133, "X1": 0.12861, "Y1": 0.1942, "X2": 0.35838, "Y2": 0.194, "X3": 0.35838, "Y3": 0.2088, "X4": 0.12861, "Y4": 0.2088, "page": 0}, {"Word": "Sent Date: 1997-Mar-25 14:16:00", "Confidence": 0.9925, "X1": 0.12717, "Y1": 0.2112, "X2": 0.52023, "Y2": 0.211, "X3": 0.52023, "Y3": 0.2268, "X4": 0.12717, "Y4": 0.2278, "page": 0}, {"Word": "Received DateDate: 1997-Mar-25 14:16:03", "Confidence": 0.994, "X1": 0.12572, "Y1": 0.2302, "X2": 0.62283, "Y2": 0.23, "X3": 0.62283, "Y3": 0.2458, "X4": 0.12572, "Y4": 0.2458, "page": 0}, {"Word": "Attachments:", "Confidence": 0.991, "X1": 0.12717, "Y1": 0.2662, "X2": 0.2789, "Y2": 0.266, "X3": 0.2789, "Y3": 0.2808, "X4": 0.12717, "Y4": 0.2818, "page": 0}, {"Word": "97CAMEL.DOC", "Confidence": 0.886, "X1": 0.12717, "Y1": 0.2852, "X2": 0.27023, "Y2": 0.285, "X3": 0.27023, "Y3": 0.3018, "X4": 0.12717, "Y4": 0.3008, "page": 0}, {"Word": "--", "Confidence": 0.379, "X1": 0.12428, "Y1": 0.3072, "X2": 0.21387, "Y2": 0.307, "X3": 0.21387, "Y3": 0.3168, "X4": 0.12428, "Y4": 0.3168, "page": 0}, {"Word": "53211 6179", "Confidence": 0.993, "X1": 0.99422, "Y1": 0.9822, "X2": 0.99422, "Y2": 0.982, "X3": 0.97254, "Y3": 0.9818, "X4": 0.97254, "Y4": 0.8838, "page": 0}, {"Word": "JR0000000417121358", "Confidence": 0.941, "X1": 0.0, "Y1": 0.9802, "X2": 0.21387, "Y2": 0.98, "X3": 0.21387, "Y3": 0.9958, "X4": 0.0, "Y4": 0.9958, "page": 0}], "words_data": [{"Word": "From:", "Confidence": 0.997, "X1": 0.12572, "Y1": 0.0702, "X2": 0.19364, "Y2": 0.07, "X3": 0.1922, "Y3": 0.0858, "X4": 0.12572, "Y4": 0.0858, "page": 0, "Index": 0}, {"Word": "Brewer,", "Confidence": 0.997, "X1": 0.20087, "Y1": 0.0702, "X2": 0.29191, "Y2": 0.07, "X3": 0.29046, "Y3": 0.0848, "X4": 0.20087, "Y4": 0.0858, "page": 0, "Index": 1}, {"Word": "Lee-Ann", "Confidence": 0.996, "X1": 0.30347, "Y1": 0.0702, "X2": 0.39306, "Y2": 0.07, "X3": 0.39162, "Y3": 0.0858, "X4": 0.30347, "Y4": 0.0848, "page": 0, "Index": 2}, {"Word": "To:", "Confidence": 0.991, "X1": 0.12861, "Y1": 0.0882, "X2": 0.16763, "Y2": 0.088, "X3": 0.16763, "Y3": 0.1028, "X4": 0.12861, "Y4": 0.1038, "page": 0, "Index": 3}, {"Word": "Jennette,", "Confidence": 0.995, "X1": 0.17775, "Y1": 0.0882, "X2": 0.29191, "Y2": 0.088, "X3": 0.29046, "Y3": 0.1028, "X4": 0.1763, "Y4": 0.1028, "page": 0, "Index": 4}, {"Word": "Winton", "Confidence": 0.996, "X1": 0.30202, "Y1": 0.0872, "X2": 0.37861, "Y2": 0.087, "X3": 0.37717, "Y3": 0.1028, "X4": 0.30202, "Y4": 0.1028, "page": 0, "Index": 5}, {"Word": "CC:", "Confidence": 0.97, "X1": 0.12717, "Y1": 0.1052, "X2": 0.16763, "Y2": 0.105, "X3": 0.16763, "Y3": 0.1198, "X4": 0.12572, "Y4": 0.1188, "page": 0, "Index": 6}, {"Word": "BCC:", "Confidence": 0.991, "X1": 0.12717, "Y1": 0.1232, "X2": 0.17919, "Y2": 0.123, "X3": 0.17919, "Y3": 0.1368, "X4": 0.12717, "Y4": 0.1368, "page": 0, "Index": 7}, {"Word": "Subject:", "Confidence": 0.991, "X1": 0.13006, "Y1": 0.1422, "X2": 0.22832, "Y2": 0.142, "X3": 0.22688, "Y3": 0.1568, "X4": 0.12861, "Y4": 0.1558, "page": 0, "Index": 8}, {"Word": "Primary", "Confidence": 0.997, "X1": 0.12861, "Y1": 0.1592, "X2": 0.21532, "Y2": 0.159, "X3": 0.21532, "Y3": 0.1748, "X4": 0.12861, "Y4": 0.1748, "page": 0, "Index": 9}, {"Word": "Date:", "Confidence": 0.993, "X1": 0.22399, "Y1": 0.1582, "X2": 0.29335, "Y2": 0.158, "X3": 0.29335, "Y3": 0.1748, "X4": 0.22399, "Y4": 0.1748, "page": 0, "Index": 10}, {"Word": "3/25/1997", "Confidence": 0.994, "X1": 0.30347, "Y1": 0.1582, "X2": 0.41908, "Y2": 0.158, "X3": 0.41763, "Y3": 0.1748, "X4": 0.30202, "Y4": 0.1748, "page": 0, "Index": 11}, {"Word": "2:16:03", "Confidence": 0.991, "X1": 0.42919, "Y1": 0.1582, "X2": 0.51734, "Y2": 0.158, "X3": 0.51734, "Y3": 0.1748, "X4": 0.42775, "Y4": 0.1748, "page": 0, "Index": 12}, {"Word": "PM", "Confidence": 0.998, "X1": 0.52601, "Y1": 0.1592, "X2": 0.55347, "Y2": 0.159, "X3": 0.55347, "Y3": 0.1748, "X4": 0.52601, "Y4": 0.1748, "page": 0, "Index": 13}, {"Word": "Last", "Confidence": 0.988, "X1": 0.12861, "Y1": 0.1762, "X2": 0.17775, "Y2": 0.176, "X3": 0.17775, "Y3": 0.1918, "X4": 0.12861, "Y4": 0.1918, "page": 0, "Index": 14}, {"Word": "Modified", "Confidence": 0.991, "X1": 0.18642, "Y1": 0.1762, "X2": 0.29046, "Y2": 0.176, "X3": 0.29046, "Y3": 0.1918, "X4": 0.18642, "Y4": 0.1918, "page": 0, "Index": 15}, {"Word": "Date:", "Confidence": 0.997, "X1": 0.30202, "Y1": 0.1762, "X2": 0.3685, "Y2": 0.176, "X3": 0.3685, "Y3": 0.1918, "X4": 0.30202, "Y4": 0.1918, "page": 0, "Index": 16}, {"Word": "2001-Nov-20", "Confidence": 0.992, "X1": 0.37861, "Y1": 0.1762, "X2": 0.51734, "Y2": 0.176, "X3": 0.51734, "Y3": 0.1928, "X4": 0.37861, "Y4": 0.1918, "page": 0, "Index": 17}, {"Word": "17:23:14", "Confidence": 0.996, "X1": 0.5289, "Y1": 0.1762, "X2": 0.6315, "Y2": 0.176, "X3": 0.6315, "Y3": 0.1918, "X4": 0.5289, "Y4": 0.1928, "page": 0, "Index": 18}, {"Word": "Last", "Confidence": 0.981, "X1": 0.12861, "Y1": 0.1942, "X2": 0.17775, "Y2": 0.194, "X3": 0.1763, "Y3": 0.2098, "X4": 0.12861, "Y4": 0.2098, "page": 0, "Index": 19}, {"Word": "Touched", "Confidence": 0.996, "X1": 0.19075, "Y1": 0.1942, "X2": 0.27746, "Y2": 0.194, "X3": 0.27746, "Y3": 0.2098, "X4": 0.19075, "Y4": 0.2098, "page": 0, "Index": 20}, {"Word": "Date:", "Confidence": 0.997, "X1": 0.28902, "Y1": 0.1952, "X2": 0.35694, "Y2": 0.195, "X3": 0.35549, "Y3": 0.2088, "X4": 0.28902, "Y4": 0.2098, "page": 0, "Index": 21}, {"Word": "Sent", "Confidence": 0.983, "X1": 0.12861, "Y1": 0.2132, "X2": 0.17919, "Y2": 0.213, "X3": 0.17919, "Y3": 0.2278, "X4": 0.12861, "Y4": 0.2278, "page": 0, "Index": 22}, {"Word": "Date:", "Confidence": 0.997, "X1": 0.18642, "Y1": 0.2122, "X2": 0.25578, "Y2": 0.212, "X3": 0.25434, "Y3": 0.2278, "X4": 0.18642, "Y4": 0.2278, "page": 0, "Index": 23}, {"Word": "1997-Mar-25", "Confidence": 0.994, "X1": 0.26445, "Y1": 0.2122, "X2": 0.40607, "Y2": 0.212, "X3": 0.40462, "Y3": 0.2278, "X4": 0.26445, "Y4": 0.2278, "page": 0, "Index": 24}, {"Word": "14:16:00", "Confidence": 0.996, "X1": 0.41618, "Y1": 0.2122, "X2": 0.5159, "Y2": 0.212, "X3": 0.5159, "Y3": 0.2278, "X4": 0.41618, "Y4": 0.2278, "page": 0, "Index": 25}, {"Word": "Received", "Confidence": 0.992, "X1": 0.12572, "Y1": 0.2312, "X2": 0.22688, "Y2": 0.231, "X3": 0.22688, "Y3": 0.2458, "X4": 0.12572, "Y4": 0.2458, "page": 0, "Index": 26}, {"Word": "DateDate:", "Confidence": 0.994, "X1": 0.23699, "Y1": 0.2302, "X2": 0.35694, "Y2": 0.23, "X3": 0.35694, "Y3": 0.2468, "X4": 0.23699, "Y4": 0.2458, "page": 0, "Index": 27}, {"Word": "1997-Mar-25", "Confidence": 0.994, "X1": 0.36561, "Y1": 0.2302, "X2": 0.50434, "Y2": 0.23, "X3": 0.50434, "Y3": 0.2468, "X4": 0.36561, "Y4": 0.2468, "page": 0, "Index": 28}, {"Word": "14:16:03", "Confidence": 0.996, "X1": 0.51445, "Y1": 0.2302, "X2": 0.61561, "Y2": 0.23, "X3": 0.61705, "Y3": 0.2468, "X4": 0.5159, "Y4": 0.2468, "page": 0, "Index": 29}, {"Word": "Attachments:", "Confidence": 0.991, "X1": 0.12717, "Y1": 0.2662, "X2": 0.2789, "Y2": 0.266, "X3": 0.27746, "Y3": 0.2818, "X4": 0.12717, "Y4": 0.2818, "page": 0, "Index": 30}, {"Word": "97CAMEL.DOC", "Confidence": 0.886, "X1": 0.13006, "Y1": 0.2862, "X2": 0.26734, "Y2": 0.286, "X3": 0.2659, "Y3": 0.3018, "X4": 0.12861, "Y4": 0.3018, "page": 0, "Index": 31}, {"Word": "--", "Confidence": 0.379, "X1": 0.12717, "Y1": 0.3092, "X2": 0.19509, "Y2": 0.309, "X3": 0.19509, "Y3": 0.3168, "X4": 0.12717, "Y4": 0.3178, "page": 0, "Index": 32}, {"Word": "53211", "Confidence": 0.996, "X1": 0.99422, "Y1": 0.9312, "X2": 0.99422, "Y2": 0.931, "X3": 0.97254, "Y3": 0.9308, "X4": 0.97254, "Y4": 0.8848, "page": 0, "Index": 33}, {"Word": "6179", "Confidence": 0.99, "X1": 0.99422, "Y1": 0.9782, "X2": 0.99277, "Y2": 0.978, "X3": 0.97399, "Y3": 0.9768, "X4": 0.97254, "Y4": 0.9398, "page": 0, "Index": 34}, {"Word": "JR0000000417121358", "Confidence": 0.941, "X1": 0.0, "Y1": 0.9812, "X2": 0.20954, "Y2": 0.981, "X3": 0.20809, "Y3": 0.9968, "X4": 0.0, "Y4": 0.9958, "page": 0, "Index": 35}]}	"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"
fffv0190	1	{"lines_data": [{"Word": "'97 Objectives for Involvement in Pro Pool", "Confidence": 0.93329, "X1": 0.13131, "Y1": 0.0792, "X2": 0.49351, "Y2": 0.079, "X3": 0.49351, "Y3": 0.0978, "X4": 0.13131, "Y4": 0.0968, "page": 0}, {"Word": "1. Inclusionary to pros vs. exclusionary", "Confidence": 0.99167, "X1": 0.13131, "Y1": 0.1192, "X2": 0.47042, "Y2": 0.119, "X3": 0.47042, "Y3": 0.1368, "X4": 0.13131, "Y4": 0.1358, "page": 0}, {"Word": "2. Have continuity between 96 and 97 where possible", "Confidence": 0.99478, "X1": 0.13131, "Y1": 0.1372, "X2": 0.59019, "Y2": 0.137, "X3": 0.59019, "Y3": 0.1548, "X4": 0.13131, "Y4": 0.1538, "page": 0}, {"Word": "3. Does not preclude future opportunities", "Confidence": 0.98917, "X1": 0.13131, "Y1": 0.1562, "X2": 0.48485, "Y2": 0.156, "X3": 0.48485, "Y3": 0.1728, "X4": 0.13131, "Y4": 0.1718, "page": 0}, {"Word": "4. PR and Popular spectacle of pool", "Confidence": 0.993, "X1": 0.12987, "Y1": 0.1732, "X2": 0.44444, "Y2": 0.173, "X3": 0.44444, "Y3": 0.1928, "X4": 0.12987, "Y4": 0.1908, "page": 0}, {"Word": "Strategies to Accomplish Objectives", "Confidence": 0.92575, "X1": 0.12843, "Y1": 0.2312, "X2": 0.43867, "Y2": 0.231, "X3": 0.43867, "Y3": 0.2478, "X4": 0.12843, "Y4": 0.2478, "page": 0}, {"Word": "1. Do not get into exclusive relationships in '97", "Confidence": 0.97089, "X1": 0.12987, "Y1": 0.2682, "X2": 0.54257, "Y2": 0.268, "X3": 0.54257, "Y3": 0.2858, "X4": 0.12987, "Y4": 0.2858, "page": 0}, {"Word": "a) Sanction events across leagues", "Confidence": 0.9954, "X1": 0.16306, "Y1": 0.2882, "X2": 0.45599, "Y2": 0.288, "X3": 0.45599, "Y3": 0.3048, "X4": 0.16306, "Y4": 0.3048, "page": 0}, {"Word": "b) Truly open tournaments", "Confidence": 0.8895, "X1": 0.15873, "Y1": 0.3062, "X2": 0.39683, "Y2": 0.306, "X3": 0.39683, "Y3": 0.3238, "X4": 0.15873, "Y4": 0.3228, "page": 0}, {"Word": "c) Leverage finances to accomplish above", "Confidence": 0.99367, "X1": 0.16162, "Y1": 0.3252, "X2": 0.52525, "Y2": 0.325, "X3": 0.52525, "Y3": 0.3428, "X4": 0.16162, "Y4": 0.3428, "page": 0}, {"Word": "2. Continue CPBS Pts fund at current level", "Confidence": 0.98862, "X1": 0.12843, "Y1": 0.3622, "X2": 0.50505, "Y2": 0.362, "X3": 0.50505, "Y3": 0.3798, "X4": 0.12843, "Y4": 0.3798, "page": 0}, {"Word": "3. Build bridges, be cooperative, only burn bridges when absolutely necessary", "Confidence": 0.97627, "X1": 0.12987, "Y1": 0.3992, "X2": 0.79654, "Y2": 0.399, "X3": 0.79654, "Y3": 0.4178, "X4": 0.12987, "Y4": 0.4178, "page": 0}, {"Word": "4. Crack up PR machine", "Confidence": 0.9972, "X1": 0.12987, "Y1": 0.4552, "X2": 0.35786, "Y2": 0.455, "X3": 0.35786, "Y3": 0.4718, "X4": 0.12987, "Y4": 0.4728, "page": 0}, {"Word": "Strategic Assets", "Confidence": 0.973, "X1": 0.51659, "Y1": 0.4562, "X2": 0.65368, "Y2": 0.456, "X3": 0.65368, "Y3": 0.4738, "X4": 0.51659, "Y4": 0.4728, "page": 0}, {"Word": "a. Hire publicist", "Confidence": 0.993, "X1": 0.17027, "Y1": 0.4742, "X2": 0.31025, "Y2": 0.474, "X3": 0.31025, "Y3": 0.4888, "X4": 0.17027, "Y4": 0.4898, "page": 0}, {"Word": "1. Money", "Confidence": 0.993, "X1": 0.51659, "Y1": 0.4762, "X2": 0.61328, "Y2": 0.476, "X3": 0.61183, "Y3": 0.4908, "X4": 0.51659, "Y4": 0.4888, "page": 0}, {"Word": "b. Leverage national advertising", "Confidence": 0.9955, "X1": 0.16883, "Y1": 0.4942, "X2": 0.44589, "Y2": 0.494, "X3": 0.44589, "Y3": 0.5108, "X4": 0.16883, "Y4": 0.5098, "page": 0}, {"Word": "2. Credibility (enhanced)", "Confidence": 0.99333, "X1": 0.51515, "Y1": 0.4922, "X2": 0.74459, "Y2": 0.492, "X3": 0.74459, "Y3": 0.5098, "X4": 0.51515, "Y4": 0.5098, "page": 0}, {"Word": "3. RJR/SME", "Confidence": 0.9775, "X1": 0.51515, "Y1": 0.5112, "X2": 0.64214, "Y2": 0.511, "X3": 0.64214, "Y3": 0.5278, "X4": 0.51515, "Y4": 0.5268, "page": 0}, {"Word": "power in trade publications", "Confidence": 0.99575, "X1": 0.19192, "Y1": 0.5122, "X2": 0.42424, "Y2": 0.512, "X3": 0.42424, "Y3": 0.5288, "X4": 0.19192, "Y4": 0.5298, "page": 0}, {"Word": "c. Invite VIP journalists to events", "Confidence": 0.987, "X1": 0.16739, "Y1": 0.5302, "X2": 0.45455, "Y2": 0.53, "X3": 0.45455, "Y3": 0.5468, "X4": 0.16739, "Y4": 0.5478, "page": 0}, {"Word": "4.", "Confidence": 0.997, "X1": 0.51371, "Y1": 0.5312, "X2": 0.53535, "Y2": 0.531, "X3": 0.5368, "Y3": 0.5458, "X4": 0.51371, "Y4": 0.5458, "page": 0}, {"Word": "Contracts", "Confidence": 0.994, "X1": 0.55411, "Y1": 0.5312, "X2": 0.63925, "Y2": 0.531, "X3": 0.63925, "Y3": 0.5458, "X4": 0.55411, "Y4": 0.5458, "page": 0}, {"Word": "5.", "Confidence": 0.995, "X1": 0.51515, "Y1": 0.5492, "X2": 0.53824, "Y2": 0.549, "X3": 0.53824, "Y3": 0.5638, "X4": 0.51515, "Y4": 0.5638, "page": 0}, {"Word": "Year of learning", "Confidence": 0.98367, "X1": 0.55267, "Y1": 0.5502, "X2": 0.69264, "Y2": 0.55, "X3": 0.69264, "Y3": 0.5658, "X4": 0.55123, "Y4": 0.5648, "page": 0}, {"Word": "6. Alliance with the APA", "Confidence": 0.9956, "X1": 0.51515, "Y1": 0.5672, "X2": 0.74747, "Y2": 0.567, "X3": 0.74747, "Y3": 0.5838, "X4": 0.51515, "Y4": 0.5848, "page": 0}, {"Word": "7. Logo", "Confidence": 0.993, "X1": 0.51804, "Y1": 0.5882, "X2": 0.59885, "Y2": 0.588, "X3": 0.59885, "Y3": 0.6048, "X4": 0.51804, "Y4": 0.6028, "page": 0}, {"Word": "8. Personnel", "Confidence": 0.995, "X1": 0.51804, "Y1": 0.6062, "X2": 0.64069, "Y2": 0.606, "X3": 0.64069, "Y3": 0.6208, "X4": 0.51804, "Y4": 0.6208, "page": 0}, {"Word": "9. No PBT", "Confidence": 0.99533, "X1": 0.51515, "Y1": 0.6242, "X2": 0.62626, "Y2": 0.624, "X3": 0.62626, "Y3": 0.6388, "X4": 0.51515, "Y4": 0.6398, "page": 0}, {"Word": "Strategic Disadvantages", "Confidence": 0.946, "X1": 0.51515, "Y1": 0.6812, "X2": 0.7215, "Y2": 0.681, "X3": 0.7215, "Y3": 0.6978, "X4": 0.51515, "Y4": 0.6978, "page": 0}, {"Word": "5. Put asses in seats", "Confidence": 0.9972, "X1": 0.13131, "Y1": 0.6812, "X2": 0.3189, "Y2": 0.681, "X3": 0.3189, "Y3": 0.6988, "X4": 0.13131, "Y4": 0.6978, "page": 0}, {"Word": "a. Grassroots", "Confidence": 0.9935, "X1": 0.17027, "Y1": 0.7002, "X2": 0.28716, "Y2": 0.7, "X3": 0.2886, "Y3": 0.7148, "X4": 0.17027, "Y4": 0.7158, "page": 0}, {"Word": "1. Lack of time", "Confidence": 0.992, "X1": 0.51659, "Y1": 0.6992, "X2": 0.66234, "Y2": 0.699, "X3": 0.66234, "Y3": 0.7158, "X4": 0.51659, "Y4": 0.7158, "page": 0}, {"Word": "b. Corner Pockets", "Confidence": 0.994, "X1": 0.17027, "Y1": 0.7182, "X2": 0.32612, "Y2": 0.718, "X3": 0.32612, "Y3": 0.7338, "X4": 0.17027, "Y4": 0.7338, "page": 0}, {"Word": "a. Develop and stick to an integrated", "Confidence": 0.997, "X1": 0.55123, "Y1": 0.7182, "X2": 0.86869, "Y2": 0.718, "X3": 0.86869, "Y3": 0.7348, "X4": 0.55123, "Y4": 0.7348, "page": 0}, {"Word": "c. Local Advertising", "Confidence": 0.99467, "X1": 0.17172, "Y1": 0.7372, "X2": 0.34921, "Y2": 0.737, "X3": 0.34921, "Y3": 0.7548, "X4": 0.17172, "Y4": 0.7528, "page": 0}, {"Word": "time line", "Confidence": 0.9875, "X1": 0.57864, "Y1": 0.7382, "X2": 0.65368, "Y2": 0.738, "X3": 0.65224, "Y3": 0.7528, "X4": 0.57864, "Y4": 0.7518, "page": 0}, {"Word": "2. Fragmented, incestuous, but", "Confidence": 0.9855, "X1": 0.51515, "Y1": 0.7552, "X2": 0.79509, "Y2": 0.755, "X3": 0.79509, "Y3": 0.7718, "X4": 0.51515, "Y4": 0.7728, "page": 0}, {"Word": "communicative industry", "Confidence": 0.9935, "X1": 0.55411, "Y1": 0.7742, "X2": 0.76046, "Y2": 0.774, "X3": 0.76046, "Y3": 0.7898, "X4": 0.55411, "Y4": 0.7908, "page": 0}, {"Word": "3. Large but limited budget", "Confidence": 0.997, "X1": 0.51515, "Y1": 0.7932, "X2": 0.76335, "Y2": 0.793, "X3": 0.76335, "Y3": 0.8088, "X4": 0.51515, "Y4": 0.8088, "page": 0}, {"Word": "4.", "Confidence": 0.991, "X1": 0.51515, "Y1": 0.8112, "X2": 0.53824, "Y2": 0.811, "X3": 0.53824, "Y3": 0.8268, "X4": 0.51659, "Y4": 0.8278, "page": 0}, {"Word": "Tobacco Company/environment", "Confidence": 0.9935, "X1": 0.55123, "Y1": 0.8112, "X2": 0.82684, "Y2": 0.811, "X3": 0.82684, "Y3": 0.8288, "X4": 0.55123, "Y4": 0.8278, "page": 0}, {"Word": "5. PBT/(Pros and Cons)", "Confidence": 0.99675, "X1": 0.51804, "Y1": 0.8302, "X2": 0.73449, "Y2": 0.83, "X3": 0.73449, "Y3": 0.8478, "X4": 0.51804, "Y4": 0.8478, "page": 0}, {"Word": "6.", "Confidence": 0.992, "X1": 0.51515, "Y1": 0.8492, "X2": 0.53824, "Y2": 0.849, "X3": 0.53824, "Y3": 0.8658, "X4": 0.51515, "Y4": 0.8658, "page": 0}, {"Word": "Can we get players?", "Confidence": 0.99725, "X1": 0.55123, "Y1": 0.8492, "X2": 0.72583, "Y2": 0.849, "X3": 0.72583, "Y3": 0.8668, "X4": 0.55123, "Y4": 0.8668, "page": 0}, {"Word": "7. Just another player in thermorass", "Confidence": 0.994, "X1": 0.51804, "Y1": 0.8682, "X2": 0.8355, "Y2": 0.868, "X3": 0.8355, "Y3": 0.8858, "X4": 0.51804, "Y4": 0.8848, "page": 0}, {"Word": "...", "Confidence": 0.664, "X1": 0.96537, "Y1": 0.8852, "X2": 0.96537, "Y2": 0.885, "X3": 0.95815, "Y3": 0.8848, "X4": 0.95815, "Y4": 0.8618, "page": 0}, {"Word": "8.", "Confidence": 0.995, "X1": 0.51659, "Y1": 0.8872, "X2": 0.53824, "Y2": 0.887, "X3": 0.53824, "Y3": 0.9028, "X4": 0.51659, "Y4": 0.9028, "page": 0}, {"Word": "Constant marketing objectives no", "Confidence": 0.9955, "X1": 0.55123, "Y1": 0.8862, "X2": 0.83838, "Y2": 0.886, "X3": 0.83838, "Y3": 0.9048, "X4": 0.55123, "Y4": 0.9048, "page": 0}, {"Word": "change despite association upheavel", "Confidence": 0.99425, "X1": 0.55123, "Y1": 0.9042, "X2": 0.86291, "Y2": 0.904, "X3": 0.86291, "Y3": 0.9228, "X4": 0.55123, "Y4": 0.9248, "page": 0}, {"Word": "53211 6180", "Confidence": 0.981, "X1": 0.99567, "Y1": 0.9722, "X2": 0.99567, "Y2": 0.972, "X3": 0.9798, "Y3": 0.9718, "X4": 0.9798, "Y4": 0.8718, "page": 0}, {"Word": "JR0000000417121358", "Confidence": 0.982, "X1": 0.0, "Y1": 0.9812, "X2": 0.21501, "Y2": 0.981, "X3": 0.21356, "Y3": 0.9978, "X4": 0.0, "Y4": 0.9968, "page": 0}, {"Word": ".. .......", "Confidence": 0.711, "X1": 0.96825, "Y1": 0.9922, "X2": 0.96681, "Y2": 0.992, "X3": 0.95671, "Y3": 0.9918, "X4": 0.95671, "Y4": 0.9108, "page": 0}], "words_data": [{"Word": "'97", "Confidence": 0.663, "X1": 0.13276, "Y1": 0.0802, "X2": 0.15584, "Y2": 0.08, "X3": 0.15584, "Y3": 0.0978, "X4": 0.13276, "Y4": 0.0968, "page": 0, "Index": 0}, {"Word": "Objectives", "Confidence": 0.929, "X1": 0.16162, "Y1": 0.0802, "X2": 0.25108, "Y2": 0.08, "X3": 0.25108, "Y3": 0.0978, "X4": 0.16162, "Y4": 0.0978, "page": 0, "Index": 1}, {"Word": "for", "Confidence": 0.998, "X1": 0.25685, "Y1": 0.0812, "X2": 0.27994, "Y2": 0.081, "X3": 0.27994, "Y3": 0.0978, "X4": 0.25541, "Y4": 0.0978, "page": 0, "Index": 2}, {"Word": "Involvement", "Confidence": 0.991, "X1": 0.28571, "Y1": 0.0802, "X2": 0.3925, "Y2": 0.08, "X3": 0.39105, "Y3": 0.0988, "X4": 0.28427, "Y4": 0.0978, "page": 0, "Index": 3}, {"Word": "in", "Confidence": 0.998, "X1": 0.39683, "Y1": 0.0802, "X2": 0.4127, "Y2": 0.08, "X3": 0.41126, "Y3": 0.0988, "X4": 0.39683, "Y4": 0.0988, "page": 0, "Index": 4}, {"Word": "Pro", "Confidence": 0.998, "X1": 0.41703, "Y1": 0.0802, "X2": 0.44589, "Y2": 0.08, "X3": 0.44589, "Y3": 0.0988, "X4": 0.41703, "Y4": 0.0988, "page": 0, "Index": 5}, {"Word": "Pool", "Confidence": 0.956, "X1": 0.45166, "Y1": 0.0802, "X2": 0.49495, "Y2": 0.08, "X3": 0.49351, "Y3": 0.0988, "X4": 0.45022, "Y4": 0.0988, "page": 0, "Index": 6}, {"Word": "1.", "Confidence": 0.996, "X1": 0.13276, "Y1": 0.1182, "X2": 0.1544, "Y2": 0.118, "X3": 0.1544, "Y3": 0.1358, "X4": 0.13131, "Y4": 0.1358, "page": 0, "Index": 7}, {"Word": "Inclusionary", "Confidence": 0.982, "X1": 0.16017, "Y1": 0.1202, "X2": 0.26263, "Y2": 0.12, "X3": 0.26263, "Y3": 0.1368, "X4": 0.15873, "Y4": 0.1358, "page": 0, "Index": 8}, {"Word": "to", "Confidence": 0.998, "X1": 0.2684, "Y1": 0.1202, "X2": 0.28427, "Y2": 0.12, "X3": 0.28283, "Y3": 0.1368, "X4": 0.26696, "Y4": 0.1368, "page": 0, "Index": 9}, {"Word": "pros", "Confidence": 0.987, "X1": 0.2886, "Y1": 0.1202, "X2": 0.32612, "Y2": 0.12, "X3": 0.32612, "Y3": 0.1368, "X4": 0.2886, "Y4": 0.1368, "page": 0, "Index": 10}, {"Word": "vs.", "Confidence": 0.996, "X1": 0.33189, "Y1": 0.1202, "X2": 0.35642, "Y2": 0.12, "X3": 0.35498, "Y3": 0.1368, "X4": 0.33045, "Y4": 0.1368, "page": 0, "Index": 11}, {"Word": "exclusionary", "Confidence": 0.991, "X1": 0.36075, "Y1": 0.1202, "X2": 0.47186, "Y2": 0.12, "X3": 0.47042, "Y3": 0.1358, "X4": 0.35931, "Y4": 0.1368, "page": 0, "Index": 12}, {"Word": "2.", "Confidence": 0.995, "X1": 0.13276, "Y1": 0.1372, "X2": 0.1544, "Y2": 0.137, "X3": 0.1544, "Y3": 0.1538, "X4": 0.13131, "Y4": 0.1538, "page": 0, "Index": 13}, {"Word": "Have", "Confidence": 0.987, "X1": 0.16017, "Y1": 0.1372, "X2": 0.20346, "Y2": 0.137, "X3": 0.20346, "Y3": 0.1538, "X4": 0.16017, "Y4": 0.1538, "page": 0, "Index": 14}, {"Word": "continuity", "Confidence": 0.994, "X1": 0.20779, "Y1": 0.1372, "X2": 0.29149, "Y2": 0.137, "X3": 0.29149, "Y3": 0.1548, "X4": 0.20779, "Y4": 0.1538, "page": 0, "Index": 15}, {"Word": "between", "Confidence": 0.995, "X1": 0.29582, "Y1": 0.1372, "X2": 0.36797, "Y2": 0.137, "X3": 0.36797, "Y3": 0.1548, "X4": 0.29582, "Y4": 0.1548, "page": 0, "Index": 16}, {"Word": "96", "Confidence": 0.997, "X1": 0.37229, "Y1": 0.1372, "X2": 0.3925, "Y2": 0.137, "X3": 0.3925, "Y3": 0.1548, "X4": 0.37374, "Y4": 0.1548, "page": 0, "Index": 17}, {"Word": "and", "Confidence": 0.998, "X1": 0.39827, "Y1": 0.1372, "X2": 0.42857, "Y2": 0.137, "X3": 0.43001, "Y3": 0.1548, "X4": 0.39827, "Y4": 0.1548, "page": 0, "Index": 18}, {"Word": "97", "Confidence": 0.997, "X1": 0.43434, "Y1": 0.1372, "X2": 0.45599, "Y2": 0.137, "X3": 0.45599, "Y3": 0.1548, "X4": 0.43434, "Y4": 0.1548, "page": 0, "Index": 19}, {"Word": "where", "Confidence": 0.995, "X1": 0.46032, "Y1": 0.1382, "X2": 0.51227, "Y2": 0.138, "X3": 0.51227, "Y3": 0.1558, "X4": 0.46176, "Y4": 0.1548, "page": 0, "Index": 20}, {"Word": "possible", "Confidence": 0.995, "X1": 0.51659, "Y1": 0.1382, "X2": 0.59019, "Y2": 0.138, "X3": 0.59163, "Y3": 0.1558, "X4": 0.51804, "Y4": 0.1558, "page": 0, "Index": 21}, {"Word": "3.", "Confidence": 0.995, "X1": 0.13276, "Y1": 0.1562, "X2": 0.15296, "Y2": 0.156, "X3": 0.15296, "Y3": 0.1718, "X4": 0.13276, "Y4": 0.1718, "page": 0, "Index": 22}, {"Word": "Does", "Confidence": 0.981, "X1": 0.15873, "Y1": 0.1562, "X2": 0.20202, "Y2": 0.156, "X3": 0.20202, "Y3": 0.1728, "X4": 0.15873, "Y4": 0.1718, "page": 0, "Index": 23}, {"Word": "not", "Confidence": 0.998, "X1": 0.20779, "Y1": 0.1562, "X2": 0.23377, "Y2": 0.156, "X3": 0.23377, "Y3": 0.1728, "X4": 0.20779, "Y4": 0.1728, "page": 0, "Index": 24}, {"Word": "preclude", "Confidence": 0.974, "X1": 0.2381, "Y1": 0.1562, "X2": 0.31025, "Y2": 0.156, "X3": 0.31025, "Y3": 0.1728, "X4": 0.2381, "Y4": 0.1728, "page": 0, "Index": 25}, {"Word": "future", "Confidence": 0.996, "X1": 0.31602, "Y1": 0.1562, "X2": 0.36652, "Y2": 0.156, "X3": 0.36652, "Y3": 0.1728, "X4": 0.31602, "Y4": 0.1728, "page": 0, "Index": 26}, {"Word": "opportunities", "Confidence": 0.991, "X1": 0.37085, "Y1": 0.1562, "X2": 0.48485, "Y2": 0.156, "X3": 0.48485, "Y3": 0.1738, "X4": 0.37229, "Y4": 0.1728, "page": 0, "Index": 27}, {"Word": "4.", "Confidence": 0.998, "X1": 0.13131, "Y1": 0.1732, "X2": 0.1544, "Y2": 0.173, "X3": 0.15296, "Y3": 0.1918, "X4": 0.12987, "Y4": 0.1918, "page": 0, "Index": 28}, {"Word": "PR", "Confidence": 0.994, "X1": 0.15873, "Y1": 0.1742, "X2": 0.18615, "Y2": 0.174, "X3": 0.1847, "Y3": 0.1918, "X4": 0.15873, "Y4": 0.1918, "page": 0, "Index": 29}, {"Word": "and", "Confidence": 0.998, "X1": 0.19192, "Y1": 0.1742, "X2": 0.21934, "Y2": 0.174, "X3": 0.21934, "Y3": 0.1918, "X4": 0.19048, "Y4": 0.1918, "page": 0, "Index": 30}, {"Word": "Popular", "Confidence": 0.996, "X1": 0.22511, "Y1": 0.1742, "X2": 0.29004, "Y2": 0.174, "X3": 0.29004, "Y3": 0.1928, "X4": 0.22511, "Y4": 0.1918, "page": 0, "Index": 31}, {"Word": "spectacle", "Confidence": 0.979, "X1": 0.29437, "Y1": 0.1742, "X2": 0.37229, "Y2": 0.174, "X3": 0.37229, "Y3": 0.1928, "X4": 0.29437, "Y4": 0.1928, "page": 0, "Index": 32}, {"Word": "of", "Confidence": 0.998, "X1": 0.37662, "Y1": 0.1742, "X2": 0.39538, "Y2": 0.174, "X3": 0.39538, "Y3": 0.1928, "X4": 0.37807, "Y4": 0.1928, "page": 0, "Index": 33}, {"Word": "pool", "Confidence": 0.988, "X1": 0.39971, "Y1": 0.1742, "X2": 0.443, "Y2": 0.174, "X3": 0.44444, "Y3": 0.1938, "X4": 0.40115, "Y4": 0.1928, "page": 0, "Index": 34}, {"Word": "Strategies", "Confidence": 0.806, "X1": 0.12987, "Y1": 0.2322, "X2": 0.21068, "Y2": 0.232, "X3": 0.21068, "Y3": 0.2478, "X4": 0.12987, "Y4": 0.2478, "page": 0, "Index": 35}, {"Word": "to", "Confidence": 0.998, "X1": 0.21645, "Y1": 0.2322, "X2": 0.23521, "Y2": 0.232, "X3": 0.23377, "Y3": 0.2478, "X4": 0.21501, "Y4": 0.2478, "page": 0, "Index": 36}, {"Word": "Accomplish", "Confidence": 0.994, "X1": 0.23954, "Y1": 0.2322, "X2": 0.33911, "Y2": 0.232, "X3": 0.33911, "Y3": 0.2478, "X4": 0.23954, "Y4": 0.2478, "page": 0, "Index": 37}, {"Word": "Objectives", "Confidence": 0.905, "X1": 0.34343, "Y1": 0.2322, "X2": 0.43867, "Y2": 0.232, "X3": 0.43867, "Y3": 0.2488, "X4": 0.34343, "Y4": 0.2478, "page": 0, "Index": 38}, {"Word": "1.", "Confidence": 0.992, "X1": 0.13131, "Y1": 0.2702, "X2": 0.15296, "Y2": 0.27, "X3": 0.15296, "Y3": 0.2858, "X4": 0.13131, "Y4": 0.2858, "page": 0, "Index": 39}, {"Word": "Do", "Confidence": 0.997, "X1": 0.15873, "Y1": 0.2692, "X2": 0.1847, "Y2": 0.269, "X3": 0.1847, "Y3": 0.2858, "X4": 0.15873, "Y4": 0.2858, "page": 0, "Index": 40}, {"Word": "not", "Confidence": 0.998, "X1": 0.19048, "Y1": 0.2692, "X2": 0.21645, "Y2": 0.269, "X3": 0.21645, "Y3": 0.2858, "X4": 0.19048, "Y4": 0.2858, "page": 0, "Index": 41}, {"Word": "get", "Confidence": 0.998, "X1": 0.22222, "Y1": 0.2692, "X2": 0.24675, "Y2": 0.269, "X3": 0.24675, "Y3": 0.2858, "X4": 0.22222, "Y4": 0.2858, "page": 0, "Index": 42}, {"Word": "into", "Confidence": 0.989, "X1": 0.25253, "Y1": 0.2692, "X2": 0.28571, "Y2": 0.269, "X3": 0.28571, "Y3": 0.2858, "X4": 0.25253, "Y4": 0.2858, "page": 0, "Index": 43}, {"Word": "exclusive", "Confidence": 0.991, "X1": 0.29004, "Y1": 0.2692, "X2": 0.36941, "Y2": 0.269, "X3": 0.36941, "Y3": 0.2858, "X4": 0.29004, "Y4": 0.2858, "page": 0, "Index": 44}, {"Word": "relationships", "Confidence": 0.991, "X1": 0.37518, "Y1": 0.2682, "X2": 0.48196, "Y2": 0.268, "X3": 0.48196, "Y3": 0.2868, "X4": 0.37518, "Y4": 0.2858, "page": 0, "Index": 45}, {"Word": "in", "Confidence": 0.998, "X1": 0.48629, "Y1": 0.2682, "X2": 0.50505, "Y2": 0.268, "X3": 0.50505, "Y3": 0.2868, "X4": 0.48629, "Y4": 0.2868, "page": 0, "Index": 46}, {"Word": "'97", "Confidence": 0.784, "X1": 0.50938, "Y1": 0.2682, "X2": 0.54257, "Y2": 0.268, "X3": 0.54257, "Y3": 0.2868, "X4": 0.50938, "Y4": 0.2868, "page": 0, "Index": 47}, {"Word": "a)", "Confidence": 0.998, "X1": 0.1645, "Y1": 0.2892, "X2": 0.1847, "Y2": 0.289, "X3": 0.1847, "Y3": 0.3038, "X4": 0.1645, "Y4": 0.3038, "page": 0, "Index": 48}, {"Word": "Sanction", "Confidence": 0.994, "X1": 0.19192, "Y1": 0.2892, "X2": 0.26407, "Y2": 0.289, "X3": 0.26407, "Y3": 0.3048, "X4": 0.19192, "Y4": 0.3038, "page": 0, "Index": 49}, {"Word": "events", "Confidence": 0.994, "X1": 0.2684, "Y1": 0.2882, "X2": 0.32468, "Y2": 0.288, "X3": 0.32468, "Y3": 0.3048, "X4": 0.2684, "Y4": 0.3048, "page": 0, "Index": 50}, {"Word": "across", "Confidence": 0.995, "X1": 0.329, "Y1": 0.2882, "X2": 0.3824, "Y2": 0.288, "X3": 0.38095, "Y3": 0.3048, "X4": 0.329, "Y4": 0.3048, "page": 0, "Index": 51}, {"Word": "leagues", "Confidence": 0.996, "X1": 0.38672, "Y1": 0.2882, "X2": 0.45455, "Y2": 0.288, "X3": 0.4531, "Y3": 0.3058, "X4": 0.38672, "Y4": 0.3048, "page": 0, "Index": 52}, {"Word": "b)", "Confidence": 0.963, "X1": 0.16017, "Y1": 0.3062, "X2": 0.1847, "Y2": 0.306, "X3": 0.1847, "Y3": 0.3238, "X4": 0.16017, "Y4": 0.3238, "page": 0, "Index": 53}, {"Word": "Truly", "Confidence": 0.994, "X1": 0.19481, "Y1": 0.3072, "X2": 0.2381, "Y2": 0.307, "X3": 0.2381, "Y3": 0.3238, "X4": 0.19481, "Y4": 0.3238, "page": 0, "Index": 54}, {"Word": "open", "Confidence": 0.99, "X1": 0.24242, "Y1": 0.3072, "X2": 0.28427, "Y2": 0.307, "X3": 0.28283, "Y3": 0.3238, "X4": 0.24242, "Y4": 0.3238, "page": 0, "Index": 55}, {"Word": "tournaments", "Confidence": 0.611, "X1": 0.2886, "Y1": 0.3082, "X2": 0.39683, "Y2": 0.308, "X3": 0.39683, "Y3": 0.3228, "X4": 0.2886, "Y4": 0.3238, "page": 0, "Index": 56}, {"Word": "c)", "Confidence": 0.983, "X1": 0.16162, "Y1": 0.3262, "X2": 0.1847, "Y2": 0.326, "X3": 0.1847, "Y3": 0.3428, "X4": 0.16162, "Y4": 0.3428, "page": 0, "Index": 57}, {"Word": "Leverage", "Confidence": 0.995, "X1": 0.19048, "Y1": 0.3262, "X2": 0.26696, "Y2": 0.326, "X3": 0.26696, "Y3": 0.3428, "X4": 0.19048, "Y4": 0.3428, "page": 0, "Index": 58}, {"Word": "finances", "Confidence": 0.995, "X1": 0.27273, "Y1": 0.3262, "X2": 0.34343, "Y2": 0.326, "X3": 0.34343, "Y3": 0.3428, "X4": 0.27273, "Y4": 0.3428, "page": 0, "Index": 59}, {"Word": "to", "Confidence": 0.998, "X1": 0.34776, "Y1": 0.3252, "X2": 0.36508, "Y2": 0.325, "X3": 0.36508, "Y3": 0.3428, "X4": 0.34776, "Y4": 0.3428, "page": 0, "Index": 60}, {"Word": "accomplish", "Confidence": 0.994, "X1": 0.36941, "Y1": 0.3262, "X2": 0.46609, "Y2": 0.326, "X3": 0.46465, "Y3": 0.3428, "X4": 0.36941, "Y4": 0.3428, "page": 0, "Index": 61}, {"Word": "above", "Confidence": 0.997, "X1": 0.47042, "Y1": 0.3262, "X2": 0.5267, "Y2": 0.326, "X3": 0.5267, "Y3": 0.3428, "X4": 0.47042, "Y4": 0.3428, "page": 0, "Index": 62}, {"Word": "2.", "Confidence": 0.997, "X1": 0.12987, "Y1": 0.3632, "X2": 0.1544, "Y2": 0.363, "X3": 0.1544, "Y3": 0.3798, "X4": 0.12987, "Y4": 0.3808, "page": 0, "Index": 63}, {"Word": "Continue", "Confidence": 0.991, "X1": 0.15873, "Y1": 0.3632, "X2": 0.23521, "Y2": 0.363, "X3": 0.23665, "Y3": 0.3798, "X4": 0.15873, "Y4": 0.3798, "page": 0, "Index": 64}, {"Word": "CPBS", "Confidence": 0.987, "X1": 0.24098, "Y1": 0.3632, "X2": 0.29149, "Y2": 0.363, "X3": 0.29149, "Y3": 0.3798, "X4": 0.24098, "Y4": 0.3798, "page": 0, "Index": 65}, {"Word": "Pts", "Confidence": 0.958, "X1": 0.29726, "Y1": 0.3632, "X2": 0.32323, "Y2": 0.363, "X3": 0.32468, "Y3": 0.3798, "X4": 0.29726, "Y4": 0.3798, "page": 0, "Index": 66}, {"Word": "fund", "Confidence": 0.988, "X1": 0.329, "Y1": 0.3632, "X2": 0.36797, "Y2": 0.363, "X3": 0.36941, "Y3": 0.3798, "X4": 0.329, "Y4": 0.3798, "page": 0, "Index": 67}, {"Word": "at", "Confidence": 0.997, "X1": 0.37374, "Y1": 0.3632, "X2": 0.38672, "Y2": 0.363, "X3": 0.38817, "Y3": 0.3808, "X4": 0.37374, "Y4": 0.3808, "page": 0, "Index": 68}, {"Word": "current", "Confidence": 0.994, "X1": 0.3925, "Y1": 0.3632, "X2": 0.45166, "Y2": 0.363, "X3": 0.45166, "Y3": 0.3808, "X4": 0.3925, "Y4": 0.3808, "page": 0, "Index": 69}, {"Word": "level", "Confidence": 0.997, "X1": 0.45599, "Y1": 0.3632, "X2": 0.50505, "Y2": 0.363, "X3": 0.50505, "Y3": 0.3808, "X4": 0.45743, "Y4": 0.3808, "page": 0, "Index": 70}, {"Word": "3.", "Confidence": 0.998, "X1": 0.13276, "Y1": 0.3992, "X2": 0.1544, "Y2": 0.399, "X3": 0.1544, "Y3": 0.4168, "X4": 0.13276, "Y4": 0.4168, "page": 0, "Index": 71}, {"Word": "Build", "Confidence": 0.993, "X1": 0.15873, "Y1": 0.3992, "X2": 0.20491, "Y2": 0.399, "X3": 0.20491, "Y3": 0.4168, "X4": 0.16017, "Y4": 0.4168, "page": 0, "Index": 72}, {"Word": "bridges,", "Confidence": 0.991, "X1": 0.20924, "Y1": 0.3992, "X2": 0.27561, "Y2": 0.399, "X3": 0.27706, "Y3": 0.4178, "X4": 0.21068, "Y4": 0.4178, "page": 0, "Index": 73}, {"Word": "be", "Confidence": 0.997, "X1": 0.28139, "Y1": 0.3992, "X2": 0.30159, "Y2": 0.399, "X3": 0.30159, "Y3": 0.4178, "X4": 0.28139, "Y4": 0.4178, "page": 0, "Index": 74}, {"Word": "absolutely", "Confidence": 0.994, "X1": 0.61616, "Y1": 0.3992, "X2": 0.70274, "Y2": 0.399, "X3": 0.70274, "Y3": 0.4178, "X4": 0.61616, "Y4": 0.4188, "page": 0, "Index": 75}, {"Word": "necessary", "Confidence": 0.995, "X1": 0.70707, "Y1": 0.4002, "X2": 0.79654, "Y2": 0.4, "X3": 0.79654, "Y3": 0.4168, "X4": 0.70851, "Y4": 0.4178, "page": 0, "Index": 76}, {"Word": "cooperative,", "Confidence": 0.991, "X1": 0.30736, "Y1": 0.3992, "X2": 0.41126, "Y2": 0.399, "X3": 0.41126, "Y3": 0.4188, "X4": 0.30736, "Y4": 0.4178, "page": 0, "Index": 77}, {"Word": "only", "Confidence": 0.986, "X1": 0.41703, "Y1": 0.3992, "X2": 0.45022, "Y2": 0.399, "X3": 0.45166, "Y3": 0.4188, "X4": 0.41703, "Y4": 0.4188, "page": 0, "Index": 78}, {"Word": "burn", "Confidence": 0.818, "X1": 0.45599, "Y1": 0.3992, "X2": 0.49495, "Y2": 0.399, "X3": 0.49639, "Y3": 0.4188, "X4": 0.45599, "Y4": 0.4188, "page": 0, "Index": 79}, {"Word": "bridges", "Confidence": 0.994, "X1": 0.50072, "Y1": 0.3992, "X2": 0.56133, "Y2": 0.399, "X3": 0.56277, "Y3": 0.4188, "X4": 0.50072, "Y4": 0.4188, "page": 0, "Index": 80}, {"Word": "when", "Confidence": 0.982, "X1": 0.5671, "Y1": 0.3992, "X2": 0.61039, "Y2": 0.399, "X3": 0.61039, "Y3": 0.4188, "X4": 0.56854, "Y4": 0.4188, "page": 0, "Index": 81}, {"Word": "4.", "Confidence": 0.997, "X1": 0.13131, "Y1": 0.4562, "X2": 0.15584, "Y2": 0.456, "X3": 0.1544, "Y3": 0.4728, "X4": 0.12987, "Y4": 0.4728, "page": 0, "Index": 82}, {"Word": "Crack", "Confidence": 0.997, "X1": 0.16739, "Y1": 0.4562, "X2": 0.21934, "Y2": 0.456, "X3": 0.21789, "Y3": 0.4728, "X4": 0.16595, "Y4": 0.4728, "page": 0, "Index": 83}, {"Word": "up", "Confidence": 0.998, "X1": 0.22511, "Y1": 0.4562, "X2": 0.24531, "Y2": 0.456, "X3": 0.24387, "Y3": 0.4728, "X4": 0.22367, "Y4": 0.4728, "page": 0, "Index": 84}, {"Word": "PR", "Confidence": 0.998, "X1": 0.24964, "Y1": 0.4562, "X2": 0.27561, "Y2": 0.456, "X3": 0.27417, "Y3": 0.4728, "X4": 0.2482, "Y4": 0.4728, "page": 0, "Index": 85}, {"Word": "machine", "Confidence": 0.996, "X1": 0.27994, "Y1": 0.4562, "X2": 0.35786, "Y2": 0.456, "X3": 0.35642, "Y3": 0.4718, "X4": 0.2785, "Y4": 0.4728, "page": 0, "Index": 86}, {"Word": "Strategic", "Confidence": 0.991, "X1": 0.51659, "Y1": 0.4562, "X2": 0.59163, "Y2": 0.456, "X3": 0.59163, "Y3": 0.4728, "X4": 0.51659, "Y4": 0.4728, "page": 0, "Index": 87}, {"Word": "Assets", "Confidence": 0.955, "X1": 0.59596, "Y1": 0.4562, "X2": 0.65368, "Y2": 0.456, "X3": 0.65368, "Y3": 0.4738, "X4": 0.59596, "Y4": 0.4728, "page": 0, "Index": 88}, {"Word": "a.", "Confidence": 0.998, "X1": 0.17172, "Y1": 0.4752, "X2": 0.18759, "Y2": 0.475, "X3": 0.18759, "Y3": 0.4908, "X4": 0.17172, "Y4": 0.4908, "page": 0, "Index": 89}, {"Word": "Hire", "Confidence": 0.986, "X1": 0.19192, "Y1": 0.4752, "X2": 0.22944, "Y2": 0.475, "X3": 0.22944, "Y3": 0.4908, "X4": 0.19192, "Y4": 0.4908, "page": 0, "Index": 90}, {"Word": "publicist", "Confidence": 0.995, "X1": 0.23377, "Y1": 0.4752, "X2": 0.31025, "Y2": 0.475, "X3": 0.31025, "Y3": 0.4898, "X4": 0.23377, "Y4": 0.4908, "page": 0, "Index": 91}, {"Word": "1.", "Confidence": 0.991, "X1": 0.51659, "Y1": 0.4752, "X2": 0.5368, "Y2": 0.475, "X3": 0.5368, "Y3": 0.4898, "X4": 0.51804, "Y4": 0.4898, "page": 0, "Index": 92}, {"Word": "Money", "Confidence": 0.995, "X1": 0.55267, "Y1": 0.4772, "X2": 0.61328, "Y2": 0.477, "X3": 0.61328, "Y3": 0.4908, "X4": 0.55267, "Y4": 0.4898, "page": 0, "Index": 93}, {"Word": "b.", "Confidence": 0.997, "X1": 0.16883, "Y1": 0.4932, "X2": 0.1847, "Y2": 0.493, "X3": 0.18615, "Y3": 0.5108, "X4": 0.17027, "Y4": 0.5108, "page": 0, "Index": 94}, {"Word": "Leverage", "Confidence": 0.996, "X1": 0.19048, "Y1": 0.4942, "X2": 0.2684, "Y2": 0.494, "X3": 0.2684, "Y3": 0.5108, "X4": 0.19048, "Y4": 0.5108, "page": 0, "Index": 95}, {"Word": "national", "Confidence": 0.996, "X1": 0.27273, "Y1": 0.4942, "X2": 0.34199, "Y2": 0.494, "X3": 0.34199, "Y3": 0.5108, "X4": 0.27273, "Y4": 0.5108, "page": 0, "Index": 96}, {"Word": "advertising", "Confidence": 0.993, "X1": 0.34776, "Y1": 0.4942, "X2": 0.44444, "Y2": 0.494, "X3": 0.44444, "Y3": 0.5118, "X4": 0.34776, "Y4": 0.5108, "page": 0, "Index": 97}, {"Word": "2.", "Confidence": 0.998, "X1": 0.51515, "Y1": 0.4932, "X2": 0.53968, "Y2": 0.493, "X3": 0.53968, "Y3": 0.5098, "X4": 0.51659, "Y4": 0.5098, "page": 0, "Index": 98}, {"Word": "Credibility", "Confidence": 0.991, "X1": 0.54978, "Y1": 0.4932, "X2": 0.64069, "Y2": 0.493, "X3": 0.64214, "Y3": 0.5098, "X4": 0.54978, "Y4": 0.5098, "page": 0, "Index": 99}, {"Word": "(enhanced)", "Confidence": 0.991, "X1": 0.64646, "Y1": 0.4932, "X2": 0.74459, "Y2": 0.493, "X3": 0.74459, "Y3": 0.5098, "X4": 0.64646, "Y4": 0.5108, "page": 0, "Index": 100}, {"Word": "3.", "Confidence": 0.998, "X1": 0.51659, "Y1": 0.5122, "X2": 0.53824, "Y2": 0.512, "X3": 0.53824, "Y3": 0.5278, "X4": 0.51659, "Y4": 0.5278, "page": 0, "Index": 101}, {"Word": "RJR/SME", "Confidence": 0.957, "X1": 0.54978, "Y1": 0.5122, "X2": 0.63781, "Y2": 0.512, "X3": 0.63781, "Y3": 0.5278, "X4": 0.55123, "Y4": 0.5278, "page": 0, "Index": 102}, {"Word": "power", "Confidence": 0.994, "X1": 0.19192, "Y1": 0.5132, "X2": 0.24387, "Y2": 0.513, "X3": 0.24387, "Y3": 0.5288, "X4": 0.19192, "Y4": 0.5298, "page": 0, "Index": 103}, {"Word": "in", "Confidence": 0.998, "X1": 0.2482, "Y1": 0.5132, "X2": 0.26551, "Y2": 0.513, "X3": 0.26551, "Y3": 0.5288, "X4": 0.2482, "Y4": 0.5288, "page": 0, "Index": 104}, {"Word": "trade", "Confidence": 0.998, "X1": 0.26984, "Y1": 0.5132, "X2": 0.31169, "Y2": 0.513, "X3": 0.31169, "Y3": 0.5288, "X4": 0.26984, "Y4": 0.5288, "page": 0, "Index": 105}, {"Word": "publications", "Confidence": 0.993, "X1": 0.31746, "Y1": 0.5122, "X2": 0.42569, "Y2": 0.512, "X3": 0.42569, "Y3": 0.5298, "X4": 0.31746, "Y4": 0.5288, "page": 0, "Index": 106}, {"Word": "c.", "Confidence": 0.994, "X1": 0.16883, "Y1": 0.5322, "X2": 0.18615, "Y2": 0.532, "X3": 0.18615, "Y3": 0.5478, "X4": 0.16883, "Y4": 0.5488, "page": 0, "Index": 107}, {"Word": "Invite", "Confidence": 0.959, "X1": 0.19048, "Y1": 0.5312, "X2": 0.24242, "Y2": 0.531, "X3": 0.24242, "Y3": 0.5478, "X4": 0.19048, "Y4": 0.5478, "page": 0, "Index": 108}, {"Word": "VIP", "Confidence": 0.983, "X1": 0.24675, "Y1": 0.5312, "X2": 0.2785, "Y2": 0.531, "X3": 0.2785, "Y3": 0.5478, "X4": 0.24675, "Y4": 0.5478, "page": 0, "Index": 109}, {"Word": "journalists", "Confidence": 0.991, "X1": 0.28283, "Y1": 0.5312, "X2": 0.37085, "Y2": 0.531, "X3": 0.37085, "Y3": 0.5468, "X4": 0.28283, "Y4": 0.5478, "page": 0, "Index": 110}, {"Word": "to", "Confidence": 0.998, "X1": 0.37662, "Y1": 0.5312, "X2": 0.39105, "Y2": 0.531, "X3": 0.39105, "Y3": 0.5468, "X4": 0.37662, "Y4": 0.5468, "page": 0, "Index": 111}, {"Word": "events", "Confidence": 0.997, "X1": 0.39683, "Y1": 0.5322, "X2": 0.45455, "Y2": 0.532, "X3": 0.45455, "Y3": 0.5478, "X4": 0.39683, "Y4": 0.5468, "page": 0, "Index": 112}, {"Word": "4.", "Confidence": 0.997, "X1": 0.51515, "Y1": 0.5312, "X2": 0.5368, "Y2": 0.531, "X3": 0.5368, "Y3": 0.5458, "X4": 0.51515, "Y4": 0.5458, "page": 0, "Index": 113}, {"Word": "Contracts", "Confidence": 0.994, "X1": 0.55411, "Y1": 0.5322, "X2": 0.63781, "Y2": 0.532, "X3": 0.63636, "Y3": 0.5458, "X4": 0.55411, "Y4": 0.5458, "page": 0, "Index": 114}, {"Word": "5.", "Confidence": 0.995, "X1": 0.51659, "Y1": 0.5492, "X2": 0.53824, "Y2": 0.549, "X3": 0.53824, "Y3": 0.5638, "X4": 0.51659, "Y4": 0.5638, "page": 0, "Index": 115}, {"Word": "Year", "Confidence": 0.983, "X1": 0.55411, "Y1": 0.5502, "X2": 0.59163, "Y2": 0.55, "X3": 0.59163, "Y3": 0.5648, "X4": 0.55411, "Y4": 0.5648, "page": 0, "Index": 116}, {"Word": "of", "Confidence": 0.998, "X1": 0.59596, "Y1": 0.5502, "X2": 0.61472, "Y2": 0.55, "X3": 0.61328, "Y3": 0.5648, "X4": 0.59596, "Y4": 0.5648, "page": 0, "Index": 117}, {"Word": "learning", "Confidence": 0.97, "X1": 0.61905, "Y1": 0.5502, "X2": 0.69264, "Y2": 0.55, "X3": 0.6912, "Y3": 0.5668, "X4": 0.61905, "Y4": 0.5658, "page": 0, "Index": 118}, {"Word": "6.", "Confidence": 0.997, "X1": 0.51515, "Y1": 0.5682, "X2": 0.53968, "Y2": 0.568, "X3": 0.53968, "Y3": 0.5848, "X4": 0.51515, "Y4": 0.5848, "page": 0, "Index": 119}, {"Word": "Alliance", "Confidence": 0.991, "X1": 0.55267, "Y1": 0.5682, "X2": 0.62338, "Y2": 0.568, "X3": 0.62338, "Y3": 0.5848, "X4": 0.55267, "Y4": 0.5848, "page": 0, "Index": 120}, {"Word": "with", "Confidence": 0.994, "X1": 0.62771, "Y1": 0.5682, "X2": 0.66378, "Y2": 0.568, "X3": 0.66378, "Y3": 0.5848, "X4": 0.62771, "Y4": 0.5848, "page": 0, "Index": 121}, {"Word": "the", "Confidence": 0.998, "X1": 0.66811, "Y1": 0.5682, "X2": 0.69697, "Y2": 0.568, "X3": 0.69697, "Y3": 0.5848, "X4": 0.66811, "Y4": 0.5848, "page": 0, "Index": 122}, {"Word": "APA", "Confidence": 0.998, "X1": 0.7013, "Y1": 0.5682, "X2": 0.74459, "Y2": 0.568, "X3": 0.74459, "Y3": 0.5848, "X4": 0.7013, "Y4": 0.5848, "page": 0, "Index": 123}, {"Word": "7.", "Confidence": 0.998, "X1": 0.51948, "Y1": 0.5872, "X2": 0.53968, "Y2": 0.587, "X3": 0.53968, "Y3": 0.6038, "X4": 0.51948, "Y4": 0.6038, "page": 0, "Index": 124}, {"Word": "Logo", "Confidence": 0.988, "X1": 0.55123, "Y1": 0.5882, "X2": 0.5974, "Y2": 0.588, "X3": 0.59885, "Y3": 0.6048, "X4": 0.55123, "Y4": 0.6038, "page": 0, "Index": 125}, {"Word": "8.", "Confidence": 0.998, "X1": 0.51804, "Y1": 0.6072, "X2": 0.5368, "Y2": 0.607, "X3": 0.5368, "Y3": 0.6218, "X4": 0.51804, "Y4": 0.6218, "page": 0, "Index": 126}, {"Word": "Personnel", "Confidence": 0.992, "X1": 0.55123, "Y1": 0.6072, "X2": 0.64069, "Y2": 0.607, "X3": 0.63925, "Y3": 0.6218, "X4": 0.55123, "Y4": 0.6218, "page": 0, "Index": 127}, {"Word": "9.", "Confidence": 0.991, "X1": 0.51659, "Y1": 0.6242, "X2": 0.53824, "Y2": 0.624, "X3": 0.53968, "Y3": 0.6398, "X4": 0.51659, "Y4": 0.6398, "page": 0, "Index": 128}, {"Word": "No", "Confidence": 0.997, "X1": 0.55267, "Y1": 0.6242, "X2": 0.5772, "Y2": 0.624, "X3": 0.5772, "Y3": 0.6398, "X4": 0.55267, "Y4": 0.6398, "page": 0, "Index": 129}, {"Word": "PBT", "Confidence": 0.998, "X1": 0.58153, "Y1": 0.6242, "X2": 0.62193, "Y2": 0.624, "X3": 0.62193, "Y3": 0.6398, "X4": 0.58153, "Y4": 0.6398, "page": 0, "Index": 130}, {"Word": "5.", "Confidence": 0.998, "X1": 0.13131, "Y1": 0.6812, "X2": 0.15584, "Y2": 0.681, "X3": 0.15584, "Y3": 0.6978, "X4": 0.13131, "Y4": 0.6978, "page": 0, "Index": 131}, {"Word": "Put", "Confidence": 0.996, "X1": 0.16883, "Y1": 0.6812, "X2": 0.19769, "Y2": 0.681, "X3": 0.19769, "Y3": 0.6978, "X4": 0.16883, "Y4": 0.6978, "page": 0, "Index": 132}, {"Word": "asses", "Confidence": 0.997, "X1": 0.20202, "Y1": 0.6812, "X2": 0.24387, "Y2": 0.681, "X3": 0.24531, "Y3": 0.6978, "X4": 0.20202, "Y4": 0.6978, "page": 0, "Index": 133}, {"Word": "in", "Confidence": 0.998, "X1": 0.24964, "Y1": 0.6822, "X2": 0.26696, "Y2": 0.682, "X3": 0.26696, "Y3": 0.6978, "X4": 0.24964, "Y4": 0.6978, "page": 0, "Index": 134}, {"Word": "seats", "Confidence": 0.997, "X1": 0.27128, "Y1": 0.6832, "X2": 0.3189, "Y2": 0.683, "X3": 0.3189, "Y3": 0.6978, "X4": 0.27128, "Y4": 0.6978, "page": 0, "Index": 135}, {"Word": "Strategic", "Confidence": 0.991, "X1": 0.51804, "Y1": 0.6812, "X2": 0.5873, "Y2": 0.681, "X3": 0.58874, "Y3": 0.6978, "X4": 0.51804, "Y4": 0.6978, "page": 0, "Index": 136}, {"Word": "Disadvantages", "Confidence": 0.901, "X1": 0.59307, "Y1": 0.6832, "X2": 0.7215, "Y2": 0.683, "X3": 0.7215, "Y3": 0.6988, "X4": 0.59307, "Y4": 0.6978, "page": 0, "Index": 137}, {"Word": "a.", "Confidence": 0.995, "X1": 0.17027, "Y1": 0.7012, "X2": 0.18615, "Y2": 0.701, "X3": 0.18759, "Y3": 0.7158, "X4": 0.17172, "Y4": 0.7158, "page": 0, "Index": 138}, {"Word": "Grassroots", "Confidence": 0.992, "X1": 0.19048, "Y1": 0.7012, "X2": 0.28716, "Y2": 0.701, "X3": 0.28716, "Y3": 0.7158, "X4": 0.19192, "Y4": 0.7158, "page": 0, "Index": 139}, {"Word": "1.", "Confidence": 0.994, "X1": 0.51804, "Y1": 0.7002, "X2": 0.53824, "Y2": 0.7, "X3": 0.53824, "Y3": 0.7158, "X4": 0.51804, "Y4": 0.7158, "page": 0, "Index": 140}, {"Word": "Lack", "Confidence": 0.988, "X1": 0.55123, "Y1": 0.7002, "X2": 0.59452, "Y2": 0.7, "X3": 0.59452, "Y3": 0.7158, "X4": 0.55123, "Y4": 0.7158, "page": 0, "Index": 141}, {"Word": "of", "Confidence": 0.998, "X1": 0.59885, "Y1": 0.7002, "X2": 0.61472, "Y2": 0.7, "X3": 0.61472, "Y3": 0.7158, "X4": 0.59885, "Y4": 0.7158, "page": 0, "Index": 142}, {"Word": "time", "Confidence": 0.988, "X1": 0.62049, "Y1": 0.7002, "X2": 0.66089, "Y2": 0.7, "X3": 0.66089, "Y3": 0.7158, "X4": 0.62049, "Y4": 0.7158, "page": 0, "Index": 143}, {"Word": "b.", "Confidence": 0.997, "X1": 0.17027, "Y1": 0.7182, "X2": 0.18759, "Y2": 0.718, "X3": 0.18759, "Y3": 0.7348, "X4": 0.17027, "Y4": 0.7348, "page": 0, "Index": 144}, {"Word": "Corner", "Confidence": 0.991, "X1": 0.19192, "Y1": 0.7182, "X2": 0.24964, "Y2": 0.718, "X3": 0.25108, "Y3": 0.7348, "X4": 0.19192, "Y4": 0.7348, "page": 0, "Index": 145}, {"Word": "Pockets", "Confidence": 0.994, "X1": 0.25397, "Y1": 0.7192, "X2": 0.32468, "Y2": 0.719, "X3": 0.32612, "Y3": 0.7348, "X4": 0.25541, "Y4": 0.7348, "page": 0, "Index": 146}, {"Word": "a.", "Confidence": 0.998, "X1": 0.55267, "Y1": 0.7192, "X2": 0.56854, "Y2": 0.719, "X3": 0.56854, "Y3": 0.7358, "X4": 0.55267, "Y4": 0.7358, "page": 0, "Index": 147}, {"Word": "Develop", "Confidence": 0.996, "X1": 0.57431, "Y1": 0.7182, "X2": 0.64646, "Y2": 0.718, "X3": 0.64646, "Y3": 0.7358, "X4": 0.57431, "Y4": 0.7358, "page": 0, "Index": 148}, {"Word": "and", "Confidence": 0.998, "X1": 0.65079, "Y1": 0.7182, "X2": 0.68254, "Y2": 0.718, "X3": 0.68254, "Y3": 0.7358, "X4": 0.65079, "Y4": 0.7358, "page": 0, "Index": 149}, {"Word": "stick", "Confidence": 0.997, "X1": 0.68687, "Y1": 0.7182, "X2": 0.72583, "Y2": 0.718, "X3": 0.72583, "Y3": 0.7358, "X4": 0.68687, "Y4": 0.7358, "page": 0, "Index": 150}, {"Word": "to", "Confidence": 0.998, "X1": 0.7316, "Y1": 0.7182, "X2": 0.74747, "Y2": 0.718, "X3": 0.74747, "Y3": 0.7358, "X4": 0.7316, "Y4": 0.7358, "page": 0, "Index": 151}, {"Word": "an", "Confidence": 0.998, "X1": 0.7518, "Y1": 0.7182, "X2": 0.77345, "Y2": 0.718, "X3": 0.77345, "Y3": 0.7358, "X4": 0.7518, "Y4": 0.7358, "page": 0, "Index": 152}, {"Word": "integrated", "Confidence": 0.994, "X1": 0.77778, "Y1": 0.7192, "X2": 0.8658, "Y2": 0.719, "X3": 0.86724, "Y3": 0.7358, "X4": 0.77922, "Y4": 0.7358, "page": 0, "Index": 153}, {"Word": "c.", "Confidence": 0.993, "X1": 0.17172, "Y1": 0.7372, "X2": 0.18615, "Y2": 0.737, "X3": 0.18615, "Y3": 0.7538, "X4": 0.17316, "Y4": 0.7538, "page": 0, "Index": 154}, {"Word": "Local", "Confidence": 0.997, "X1": 0.19048, "Y1": 0.7372, "X2": 0.23954, "Y2": 0.737, "X3": 0.24098, "Y3": 0.7528, "X4": 0.19192, "Y4": 0.7538, "page": 0, "Index": 155}, {"Word": "Advertising", "Confidence": 0.994, "X1": 0.24531, "Y1": 0.7382, "X2": 0.34776, "Y2": 0.738, "X3": 0.34921, "Y3": 0.7548, "X4": 0.24531, "Y4": 0.7528, "page": 0, "Index": 156}, {"Word": "time", "Confidence": 0.987, "X1": 0.58009, "Y1": 0.7372, "X2": 0.61183, "Y2": 0.737, "X3": 0.61183, "Y3": 0.7528, "X4": 0.58009, "Y4": 0.7528, "page": 0, "Index": 157}, {"Word": "line", "Confidence": 0.988, "X1": 0.61616, "Y1": 0.7382, "X2": 0.65368, "Y2": 0.738, "X3": 0.65368, "Y3": 0.7538, "X4": 0.61616, "Y4": 0.7528, "page": 0, "Index": 158}, {"Word": "2.", "Confidence": 0.998, "X1": 0.51659, "Y1": 0.7562, "X2": 0.53968, "Y2": 0.756, "X3": 0.53968, "Y3": 0.7728, "X4": 0.51659, "Y4": 0.7728, "page": 0, "Index": 159}, {"Word": "Fragmented,", "Confidence": 0.955, "X1": 0.55123, "Y1": 0.7562, "X2": 0.65512, "Y2": 0.756, "X3": 0.65512, "Y3": 0.7728, "X4": 0.55123, "Y4": 0.7728, "page": 0, "Index": 160}, {"Word": "incestuous,", "Confidence": 0.991, "X1": 0.66089, "Y1": 0.7562, "X2": 0.75613, "Y2": 0.756, "X3": 0.75613, "Y3": 0.7728, "X4": 0.66089, "Y4": 0.7728, "page": 0, "Index": 161}, {"Word": "but", "Confidence": 0.998, "X1": 0.76046, "Y1": 0.7572, "X2": 0.79509, "Y2": 0.757, "X3": 0.79509, "Y3": 0.7718, "X4": 0.76046, "Y4": 0.7728, "page": 0, "Index": 162}, {"Word": "communicative", "Confidence": 0.991, "X1": 0.55411, "Y1": 0.7752, "X2": 0.68254, "Y2": 0.775, "X3": 0.6811, "Y3": 0.7908, "X4": 0.55411, "Y4": 0.7908, "page": 0, "Index": 163}, {"Word": "industry", "Confidence": 0.996, "X1": 0.68687, "Y1": 0.7762, "X2": 0.76046, "Y2": 0.776, "X3": 0.75902, "Y3": 0.7908, "X4": 0.68687, "Y4": 0.7908, "page": 0, "Index": 164}, {"Word": "3.", "Confidence": 0.998, "X1": 0.51659, "Y1": 0.7932, "X2": 0.53968, "Y2": 0.793, "X3": 0.53968, "Y3": 0.8098, "X4": 0.51659, "Y4": 0.8098, "page": 0, "Index": 165}, {"Word": "Large", "Confidence": 0.997, "X1": 0.55123, "Y1": 0.7932, "X2": 0.59885, "Y2": 0.793, "X3": 0.59885, "Y3": 0.8098, "X4": 0.55123, "Y4": 0.8098, "page": 0, "Index": 166}, {"Word": "but", "Confidence": 0.998, "X1": 0.60462, "Y1": 0.7932, "X2": 0.63059, "Y2": 0.793, "X3": 0.63059, "Y3": 0.8098, "X4": 0.60462, "Y4": 0.8098, "page": 0, "Index": 167}, {"Word": "limited", "Confidence": 0.996, "X1": 0.63636, "Y1": 0.7932, "X2": 0.69841, "Y2": 0.793, "X3": 0.69841, "Y3": 0.8098, "X4": 0.63636, "Y4": 0.8098, "page": 0, "Index": 168}, {"Word": "budget", "Confidence": 0.996, "X1": 0.70274, "Y1": 0.7932, "X2": 0.76479, "Y2": 0.793, "X3": 0.76479, "Y3": 0.8098, "X4": 0.70274, "Y4": 0.8098, "page": 0, "Index": 169}, {"Word": "4.", "Confidence": 0.991, "X1": 0.51659, "Y1": 0.8112, "X2": 0.53824, "Y2": 0.811, "X3": 0.53968, "Y3": 0.8268, "X4": 0.51804, "Y4": 0.8278, "page": 0, "Index": 170}, {"Word": "Tobacco", "Confidence": 0.996, "X1": 0.55411, "Y1": 0.8122, "X2": 0.62338, "Y2": 0.812, "X3": 0.62338, "Y3": 0.8288, "X4": 0.55411, "Y4": 0.8288, "page": 0, "Index": 171}, {"Word": "Company/environment", "Confidence": 0.991, "X1": 0.62771, "Y1": 0.8132, "X2": 0.82828, "Y2": 0.813, "X3": 0.82684, "Y3": 0.8288, "X4": 0.62771, "Y4": 0.8288, "page": 0, "Index": 172}, {"Word": "5.", "Confidence": 0.998, "X1": 0.51804, "Y1": 0.8302, "X2": 0.53968, "Y2": 0.83, "X3": 0.54113, "Y3": 0.8478, "X4": 0.51948, "Y4": 0.8478, "page": 0, "Index": 173}, {"Word": "PBT/(Pros", "Confidence": 0.994, "X1": 0.55123, "Y1": 0.8312, "X2": 0.64069, "Y2": 0.831, "X3": 0.64069, "Y3": 0.8468, "X4": 0.55267, "Y4": 0.8478, "page": 0, "Index": 174}, {"Word": "and", "Confidence": 0.998, "X1": 0.64502, "Y1": 0.8312, "X2": 0.67677, "Y2": 0.831, "X3": 0.67677, "Y3": 0.8468, "X4": 0.64502, "Y4": 0.8468, "page": 0, "Index": 175}, {"Word": "Cons)", "Confidence": 0.997, "X1": 0.6811, "Y1": 0.8312, "X2": 0.73449, "Y2": 0.831, "X3": 0.73449, "Y3": 0.8478, "X4": 0.6811, "Y4": 0.8468, "page": 0, "Index": 176}, {"Word": "6.", "Confidence": 0.992, "X1": 0.51659, "Y1": 0.8492, "X2": 0.53824, "Y2": 0.849, "X3": 0.53824, "Y3": 0.8658, "X4": 0.51659, "Y4": 0.8658, "page": 0, "Index": 177}, {"Word": "Can", "Confidence": 0.998, "X1": 0.55267, "Y1": 0.8502, "X2": 0.5873, "Y2": 0.85, "X3": 0.58586, "Y3": 0.8678, "X4": 0.55267, "Y4": 0.8678, "page": 0, "Index": 178}, {"Word": "we", "Confidence": 0.998, "X1": 0.59163, "Y1": 0.8502, "X2": 0.61472, "Y2": 0.85, "X3": 0.61472, "Y3": 0.8678, "X4": 0.59163, "Y4": 0.8678, "page": 0, "Index": 179}, {"Word": "get", "Confidence": 0.998, "X1": 0.62049, "Y1": 0.8502, "X2": 0.64646, "Y2": 0.85, "X3": 0.64646, "Y3": 0.8678, "X4": 0.61905, "Y4": 0.8678, "page": 0, "Index": 180}, {"Word": "players?", "Confidence": 0.995, "X1": 0.65224, "Y1": 0.8502, "X2": 0.72727, "Y2": 0.85, "X3": 0.72583, "Y3": 0.8678, "X4": 0.65079, "Y4": 0.8678, "page": 0, "Index": 181}, {"Word": "7.", "Confidence": 0.998, "X1": 0.51948, "Y1": 0.8692, "X2": 0.53968, "Y2": 0.869, "X3": 0.53968, "Y3": 0.8858, "X4": 0.51948, "Y4": 0.8858, "page": 0, "Index": 182}, {"Word": "Just", "Confidence": 0.982, "X1": 0.55123, "Y1": 0.8692, "X2": 0.58586, "Y2": 0.869, "X3": 0.58586, "Y3": 0.8858, "X4": 0.55123, "Y4": 0.8858, "page": 0, "Index": 183}, {"Word": "another", "Confidence": 0.996, "X1": 0.59019, "Y1": 0.8692, "X2": 0.65224, "Y2": 0.869, "X3": 0.65224, "Y3": 0.8858, "X4": 0.59019, "Y4": 0.8858, "page": 0, "Index": 184}, {"Word": "player", "Confidence": 0.996, "X1": 0.65657, "Y1": 0.8692, "X2": 0.70996, "Y2": 0.869, "X3": 0.70996, "Y3": 0.8858, "X4": 0.65657, "Y4": 0.8858, "page": 0, "Index": 185}, {"Word": "in", "Confidence": 0.998, "X1": 0.71429, "Y1": 0.8692, "X2": 0.7316, "Y2": 0.869, "X3": 0.7316, "Y3": 0.8858, "X4": 0.71429, "Y4": 0.8858, "page": 0, "Index": 186}, {"Word": "thermorass", "Confidence": 0.994, "X1": 0.73737, "Y1": 0.8702, "X2": 0.8355, "Y2": 0.87, "X3": 0.8355, "Y3": 0.8848, "X4": 0.73737, "Y4": 0.8858, "page": 0, "Index": 187}, {"Word": "...", "Confidence": 0.664, "X1": 0.96537, "Y1": 0.8802, "X2": 0.96681, "Y2": 0.88, "X3": 0.9596, "Y3": 0.8798, "X4": 0.95815, "Y4": 0.8628, "page": 0, "Index": 188}, {"Word": "8.", "Confidence": 0.995, "X1": 0.51659, "Y1": 0.8872, "X2": 0.5368, "Y2": 0.887, "X3": 0.53824, "Y3": 0.9018, "X4": 0.51804, "Y4": 0.9028, "page": 0, "Index": 189}, {"Word": "Constant", "Confidence": 0.995, "X1": 0.55267, "Y1": 0.8872, "X2": 0.62626, "Y2": 0.887, "X3": 0.62626, "Y3": 0.9048, "X4": 0.55411, "Y4": 0.9058, "page": 0, "Index": 190}, {"Word": "marketing", "Confidence": 0.995, "X1": 0.63059, "Y1": 0.8872, "X2": 0.71717, "Y2": 0.887, "X3": 0.71717, "Y3": 0.9048, "X4": 0.63203, "Y4": 0.9048, "page": 0, "Index": 191}, {"Word": "objectives", "Confidence": 0.994, "X1": 0.7215, "Y1": 0.8872, "X2": 0.80808, "Y2": 0.887, "X3": 0.80808, "Y3": 0.9048, "X4": 0.7215, "Y4": 0.9048, "page": 0, "Index": 192}, {"Word": "no", "Confidence": 0.998, "X1": 0.81241, "Y1": 0.8872, "X2": 0.83983, "Y2": 0.887, "X3": 0.83838, "Y3": 0.9058, "X4": 0.81241, "Y4": 0.9048, "page": 0, "Index": 193}, {"Word": "53211", "Confidence": 0.981, "X1": 0.99567, "Y1": 0.9172, "X2": 0.99567, "Y2": 0.917, "X3": 0.98124, "Y3": 0.9178, "X4": 0.98124, "Y4": 0.8738, "page": 0, "Index": 194}, {"Word": "change", "Confidence": 0.994, "X1": 0.55267, "Y1": 0.9062, "X2": 0.60895, "Y2": 0.906, "X3": 0.61039, "Y3": 0.9238, "X4": 0.55267, "Y4": 0.9248, "page": 0, "Index": 195}, {"Word": "despite", "Confidence": 0.994, "X1": 0.61472, "Y1": 0.9052, "X2": 0.67388, "Y2": 0.905, "X3": 0.67532, "Y3": 0.9238, "X4": 0.61616, "Y4": 0.9238, "page": 0, "Index": 196}, {"Word": "association", "Confidence": 0.994, "X1": 0.67965, "Y1": 0.9052, "X2": 0.77345, "Y2": 0.905, "X3": 0.77489, "Y3": 0.9228, "X4": 0.67965, "Y4": 0.9228, "page": 0, "Index": 197}, {"Word": "upheavel", "Confidence": 0.995, "X1": 0.77922, "Y1": 0.9052, "X2": 0.86147, "Y2": 0.905, "X3": 0.86147, "Y3": 0.9238, "X4": 0.77922, "Y4": 0.9228, "page": 0, "Index": 198}, {"Word": "..", "Confidence": 0.902, "X1": 0.96681, "Y1": 0.9212, "X2": 0.96681, "Y2": 0.921, "X3": 0.95815, "Y3": 0.9218, "X4": 0.95815, "Y4": 0.9138, "page": 0, "Index": 199}, {"Word": "6180", "Confidence": 0.981, "X1": 0.99567, "Y1": 0.9632, "X2": 0.99711, "Y2": 0.963, "X3": 0.98124, "Y3": 0.9618, "X4": 0.98124, "Y4": 0.9288, "page": 0, "Index": 200}, {"Word": "JR0000000417121358", "Confidence": 0.982, "X1": 0.0, "Y1": 0.9832, "X2": 0.21068, "Y2": 0.983, "X3": 0.20924, "Y3": 0.9978, "X4": 0.00144, "Y4": 0.9978, "page": 0, "Index": 201}, {"Word": ".......", "Confidence": 0.52, "X1": 0.96681, "Y1": 0.9892, "X2": 0.96825, "Y2": 0.989, "X3": 0.95671, "Y3": 0.9888, "X4": 0.95815, "Y4": 0.9328, "page": 0, "Index": 202}]}	"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"
fffv0190	2	{"lines_data": [{"Word": "53211 6181", "Confidence": 0.9915, "X1": 0.99566, "Y1": 0.9812, "X2": 0.99566, "Y2": 0.981, "X3": 0.97399, "Y3": 0.9808, "X4": 0.97399, "Y4": 0.8798, "page": 0}, {"Word": "JR0000000417121358", "Confidence": 0.885, "X1": 0.0, "Y1": 0.9822, "X2": 0.21098, "Y2": 0.982, "X3": 0.21098, "Y3": 0.9968, "X4": 0.0, "Y4": 0.9968, "page": 0}], "words_data": [{"Word": "53211", "Confidence": 0.994, "X1": 0.99566, "Y1": 0.9292, "X2": 0.99566, "Y2": 0.929, "X3": 0.97399, "Y3": 0.9298, "X4": 0.97399, "Y4": 0.8828, "page": 0, "Index": 0}, {"Word": "6181", "Confidence": 0.989, "X1": 0.99566, "Y1": 0.9772, "X2": 0.99566, "Y2": 0.977, "X3": 0.97399, "Y3": 0.9768, "X4": 0.97399, "Y4": 0.9388, "page": 0, "Index": 1}, {"Word": "JR0000000417121358", "Confidence": 0.885, "X1": 0.0, "Y1": 0.9832, "X2": 0.20809, "Y2": 0.983, "X3": 0.20665, "Y3": 0.9968, "X4": 0.00145, "Y4": 0.9978, "page": 0, "Index": 2}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoArQDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiq0d/aTXklpHcxPcxDLxKwLKPcUAWaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqkWmWMF/NfxWkKXcwCyTKgDOB0BNW6KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopFYNnBBwccUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAgAHQAUtFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARxSCaJZFDAMMgMCD+RqSiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAjEZ84vvbG3Gzt9akoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKjaWNZFRnUO33QTyakpjRozq7IpZejEcj6UAPooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAzdd1qz8PaNdarfuVtrdNzbRkn2HvXMt8UtDtEs/7VhvbCW6tftSpJAXCx5PJK57c/jWj8QtIt9c8D6nZ3NzHbIYt4ml+6hXkE+1eaad4c1LXrWLXPEOtaSIP7NfTtKMEhEbs6lNxJxQB7VY3kGo2MF5ayCS3nQSRuP4lIyDRWd4V0mTQ/CumaZKwaS2t0jcg5G4DnHtmigDZooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIp/MMJ8rG/I6nHGRn9KloooA4z4o6DqHiPwPdWOmZa43pJ5QOPNVTkp+IryjVbfxfr+n3Fnb+FJ10d41s7G1JA+yTIRmXH5816Z8XBcP4Qhgtrqa1ee+giMsLFWUM4B6V574l12az0S50fUdcvbXxJoNwEsHicg30bEbSR/FxwaAPcdGtrmz0OwtruXzLmK3RJX67mCgE/nRU1g8kmn2zzZ81olL54OcDNFAFmiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAaWCgZIGeOadUNw0iqnlxhyXAIPYetTUAYXizWItC0KS/l0ufUljdcQQRCRs564Pp615jrXxT0i+1XRrqDwvdSyxXC/aZLrT8vFHjnY3qDivXtT1XT9Gszd6ldxWtuCFMkrYXJ6CuS1H4oeGrbUtKtbTULG7W9ufIldZgPJBBwx9s4H40AdvFIs0KSJna6hhkY4NFKGVlDKQwIyCOQaKAHUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBS1PSrDWbM2mpWkN1bkhjHMoZcjocGsYfDzwcCCPDemgj/pgtbWpanZaRYyXuoXMdvbRj5pJDgCsTQ/iB4W8RTi303WLeW4Y4ERO1j9AfpQB0iIsaKiKAqjAA6AUU+igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAI3ZlZAoyC2D7DFSU1mCleCcnHAp1AHC/FDTL2/0Swns9PbUlsr2O4msV/wCW6DqMd/WvMZfDWt6xrdzqlt4WbSf7RubeO2jZQj25RgzSnH3RgEceor2vxS/iRNNRvDCWT3gkG5bwkKV9sd68+l0n4pX/AIp0fV72DRguns2IoZWUOGGGznPagD10cAZopaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKaWAYKTyelOoA84+K+qXljBolst9Np2mXd8sV9ewttaJP97tXndj441lNSjXS/Fc+p3UWpi0ttOkjDC4t8/fLYGTz1z2r2HxxrmgaRpSR+IrGa8s7htuxLbzlyPUdq4TT/iJ4dl8daJZ6Ro3k6e0ZhMzWGx45DwgBxwOv50AeyDpzRS0UAN3AHBIzjPWkEsbHCupPoDXk3xBvLiDxPrnk3EqAeGGddjkAHzcZHvjvXE2F3of9k+HTotxrMPiWWSENNLJIsLHjfkv8pBGcYoA+kqK8CvNR1eLStS8a/23frc2+si2S2R8Q+UGCldp9fWppNS1m58Pap4/OrXcU9rqWyC0WX9z5SsAVZfoetAHu9FeFTajq/8AZB8fwaveyN/bAi+x+aBCtuH2bdvfPHPvUEmo63FoJ+IX9q3xY6wV+x+b+6NtvKbdo4B460Ae+UV4Yl/rM2iSePDq121zFq4i+yeZtgEAfZt29z05qVp9avI9W8YjW7lJNP1URraeZiDyAQCpXueetAHt1FeH3Go6zNpWqeOotZulls9TMK2iv+48hWCkbe5IOc1Z1nxZqeufEjQG06d4tBt9RS0cBsedOVJbp1UDj0zQB7PRXAWh8UQfFZItWvoJNLmtJ2tIYAVwAyffHcgEDP1rE8UeGEHirTtL03XtbTUb+Y3MgN2fLjgU/Nx+QFAHrVFeZ6nL4jsvixoFvcX6HRphIsEUZIY4X/lp/eNYvjttS0m71HULjxBdRatLcKuiWFtNwy8cMgHPPc0AezUV5ZqM/iuL4k+EP7SuoUsLgN/o8GQwk8k7w/ZhnOKwvHU+qeG9VfUr7Xr5dSutQQabbWzHyEtwwB8wYxkjNAHuFFeGXt+sPivWr/xDc+JYrKDUVjintHK28aEDG72zWb4h8TX8HjLVidX1BL2O6gTTRbP/AKN5TY/1nbOPWgD6FoqOIsYk3kFtoyR61JQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARshaVH3YC549c1JRRQAx40kXa6Kw9GGRTBa26kEW8QI6EIKmooAKKKKAPKbb4c+I7vT75dZ1Kxe7bSP7KtzCrYKhtwdye/bgVvan4Jubz4d6Z4dSW3a5svs/wC9cHbmMgkjjI6UUUAYV18NNclkuNIj1KyPh65vlvpBIjGYMDkoMcYJ70k3wz1rN7odvf2a+GL29F1KrBjOoyCUUfdwcUUUAS/8K21d520Z76yXwsL8X0cMaMJRg7vK4425qsvwu1lrptJl1C0Phc6mdQEShhLjr5eOm3NFFAErfDTW9x0VNTtP+EZOoC+KlW88/Nu8vjjbnvTz8OddXULvTYtRtI/DV1fi9dAG8/AOdg4xgkUUUAOl+G2rySXminULZvDN3e/bZFKsJwc5KDHy7SRVm6+EeiQavo17otutn9jvRcT5mkO9QDwBnAOcUUUAdhc6TJN4osNVEiiO2tpoSnclyhB/8dqlZeHpo/HGo+ILqWOQSwR29qoHMSDls/UmiigBdY8PT6l4s0PVkmjSHTvNLqc7m3DAxXIxeEfGVh4r1TWbRPD1xJdz74pbsSNJCnQKvHH4UUUAdVqnh691TX/DWpyTQqdMZ3nCg/OzJt+X2ye9cprfgTxbqZ1bSV1Wwk0TUbv7R5lwHaeAEglU6gDjAoooAl1PwR4tv7C98PPrFpcaFdzKxluAxuI48glBjg9ODVO7+GeuxjVdH0y705NC1OZJJXmRmuIwAMheMduKKKAPUrO3WzsoLZWLLDGsYLdSAMZP5VPRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z"
ffnf0005	0	{"lines_data": [{"Word": "January 16, 1976", "Confidence": 0.95267, "X1": 0.636, "Y1": 0.0532, "X2": 0.79867, "Y2": 0.053, "X3": 0.8, "Y3": 0.0718, "X4": 0.636, "Y4": 0.0718, "page": 0}, {"Word": "CARLTON Menthol", "Confidence": 0.903, "X1": 0.39067, "Y1": 0.1282, "X2": 0.54267, "Y2": 0.128, "X3": 0.54267, "Y3": 0.1438, "X4": 0.39067, "Y4": 0.1438, "page": 0}, {"Word": "Durham Branch 12/29/75-1/5/76", "Confidence": 0.99067, "X1": 0.312, "Y1": 0.1572, "X2": 0.60267, "Y2": 0.157, "X3": 0.60267, "Y3": 0.1748, "X4": 0.312, "Y4": 0.1738, "page": 0}, {"Word": "Weekly Composite", "Confidence": 0.993, "X1": 0.636, "Y1": 0.2622, "X2": 0.80133, "Y2": 0.262, "X3": 0.80133, "Y3": 0.2808, "X4": 0.636, "Y4": 0.2798, "page": 0}, {"Word": "Physical Properties: PS 2599-75", "Confidence": 0.994, "X1": 0.136, "Y1": 0.2912, "X2": 0.44533, "Y2": 0.291, "X3": 0.44533, "Y3": 0.3088, "X4": 0.136, "Y4": 0.3098, "page": 0}, {"Word": "Length of Cigarette (mm)", "Confidence": 0.99475, "X1": 0.156, "Y1": 0.3212, "X2": 0.39467, "Y2": 0.321, "X3": 0.39467, "Y3": 0.3378, "X4": 0.156, "Y4": 0.3388, "page": 0}, {"Word": "83", "Confidence": 0.998, "X1": 0.69733, "Y1": 0.3222, "X2": 0.72, "Y2": 0.322, "X3": 0.72, "Y3": 0.3368, "X4": 0.696, "Y4": 0.3368, "page": 0}, {"Word": "Cigts/4 oz. - Target", "Confidence": 0.98375, "X1": 0.15467, "Y1": 0.3432, "X2": 0.356, "Y2": 0.343, "X3": 0.356, "Y3": 0.3608, "X4": 0.15333, "Y4": 0.3598, "page": 0}, {"Word": "108", "Confidence": 0.994, "X1": 0.68933, "Y1": 0.3452, "X2": 0.71867, "Y2": 0.345, "X3": 0.71867, "Y3": 0.3598, "X4": 0.68933, "Y4": 0.3598, "page": 0}, {"Word": "Cigts/4 oz. - Actual", "Confidence": 0.971, "X1": 0.156, "Y1": 0.3662, "X2": 0.35467, "Y2": 0.366, "X3": 0.35467, "Y3": 0.3818, "X4": 0.156, "Y4": 0.3818, "page": 0}, {"Word": "107.7", "Confidence": 0.997, "X1": 0.688, "Y1": 0.3672, "X2": 0.74, "Y2": 0.367, "X3": 0.73867, "Y3": 0.3828, "X4": 0.688, "Y4": 0.3828, "page": 0}, {"Word": "Moisture (%)", "Confidence": 0.9965, "X1": 0.156, "Y1": 0.3872, "X2": 0.27867, "Y2": 0.387, "X3": 0.27867, "Y3": 0.4048, "X4": 0.156, "Y4": 0.4048, "page": 0}, {"Word": "12.2", "Confidence": 0.988, "X1": 0.696, "Y1": 0.3902, "X2": 0.74133, "Y2": 0.39, "X3": 0.74133, "Y3": 0.4048, "X4": 0.696, "Y4": 0.4048, "page": 0}, {"Word": "Firmness (mm)", "Confidence": 0.968, "X1": 0.156, "Y1": 0.4102, "X2": 0.288, "Y2": 0.41, "X3": 0.28667, "Y3": 0.4278, "X4": 0.156, "Y4": 0.4268, "page": 0}, {"Word": "1.74", "Confidence": 0.983, "X1": 0.708, "Y1": 0.4132, "X2": 0.75067, "Y2": 0.413, "X3": 0.74933, "Y3": 0.4268, "X4": 0.708, "Y4": 0.4268, "page": 0}, {"Word": "Circumference (mm)", "Confidence": 0.9315, "X1": 0.156, "Y1": 0.4332, "X2": 0.336, "Y2": 0.433, "X3": 0.336, "Y3": 0.4498, "X4": 0.156, "Y4": 0.4488, "page": 0}, {"Word": "25.0", "Confidence": 0.987, "X1": 0.69733, "Y1": 0.4352, "X2": 0.73867, "Y2": 0.435, "X3": 0.73867, "Y3": 0.4498, "X4": 0.696, "Y4": 0.4498, "page": 0}, {"Word": "Pressure Drop - Cigt. (cm)", "Confidence": 0.9726, "X1": 0.15467, "Y1": 0.4552, "X2": 0.41333, "Y2": 0.455, "X3": 0.41333, "Y3": 0.4728, "X4": 0.15467, "Y4": 0.4718, "page": 0}, {"Word": "12.7", "Confidence": 0.992, "X1": 0.69867, "Y1": 0.4562, "X2": 0.73867, "Y2": 0.456, "X3": 0.73867, "Y3": 0.4718, "X4": 0.69867, "Y4": 0.4718, "page": 0}, {"Word": "Pressure Drop - Tip (cm)", "Confidence": 0.993, "X1": 0.156, "Y1": 0.4772, "X2": 0.396, "Y2": 0.477, "X3": 0.396, "Y3": 0.4948, "X4": 0.156, "Y4": 0.4938, "page": 0}, {"Word": "11.6", "Confidence": 0.982, "X1": 0.69867, "Y1": 0.4782, "X2": 0.74133, "Y2": 0.478, "X3": 0.74133, "Y3": 0.4948, "X4": 0.69733, "Y4": 0.4938, "page": 0}, {"Word": "Fireholding (% holding fire)", "Confidence": 0.992, "X1": 0.15467, "Y1": 0.4992, "X2": 0.43467, "Y2": 0.499, "X3": 0.43467, "Y3": 0.5168, "X4": 0.15467, "Y4": 0.5168, "page": 0}, {"Word": "40", "Confidence": 0.997, "X1": 0.69733, "Y1": 0.5022, "X2": 0.724, "Y2": 0.502, "X3": 0.72267, "Y3": 0.5178, "X4": 0.696, "Y4": 0.5168, "page": 0}, {"Word": "61", "Confidence": 0.997, "X1": 0.69867, "Y1": 0.5232, "X2": 0.71867, "Y2": 0.523, "X3": 0.71867, "Y3": 0.5378, "X4": 0.69867, "Y4": 0.5378, "page": 0}, {"Word": "Ventilation (%)", "Confidence": 0.9955, "X1": 0.15333, "Y1": 0.5212, "X2": 0.30533, "Y2": 0.521, "X3": 0.30533, "Y3": 0.5388, "X4": 0.15333, "Y4": 0.5388, "page": 0}, {"Word": "PRC : omd", "Confidence": 0.986, "X1": 0.13467, "Y1": 0.6262, "X2": 0.20933, "Y2": 0.626, "X3": 0.20933, "Y3": 0.6418, "X4": 0.13467, "Y4": 0.6418, "page": 0}, {"Word": "CC: VBL-RMI", "Confidence": 0.9935, "X1": 0.13467, "Y1": 0.6552, "X2": 0.256, "Y2": 0.655, "X3": 0.25733, "Y3": 0.6718, "X4": 0.13467, "Y4": 0.6728, "page": 0}, {"Word": "RSS-RDC", "Confidence": 0.994, "X1": 0.184, "Y1": 0.6712, "X2": 0.25733, "Y2": 0.671, "X3": 0.25733, "Y3": 0.6868, "X4": 0.184, "Y4": 0.6868, "page": 0}, {"Word": "WBW", "Confidence": 0.673, "X1": 0.18267, "Y1": 0.6862, "X2": 0.22267, "Y2": 0.686, "X3": 0.22267, "Y3": 0.6988, "X4": 0.184, "Y4": 0.6998, "page": 0}, {"Word": "PHL", "Confidence": 0.955, "X1": 0.184, "Y1": 0.7022, "X2": 0.21467, "Y2": 0.702, "X3": 0.21467, "Y3": 0.7138, "X4": 0.18533, "Y4": 0.7148, "page": 0}, {"Word": "1PF", "Confidence": 0.883, "X1": 0.18533, "Y1": 0.7172, "X2": 0.21467, "Y2": 0.717, "X3": 0.21467, "Y3": 0.7288, "X4": 0.18533, "Y4": 0.7288, "page": 0}, {"Word": "PRO", "Confidence": 0.603, "X1": 0.184, "Y1": 0.7322, "X2": 0.21467, "Y2": 0.732, "X3": 0.21467, "Y3": 0.7438, "X4": 0.184, "Y4": 0.7438, "page": 0}, {"Word": "EPB-WRT", "Confidence": 0.995, "X1": 0.18533, "Y1": 0.7462, "X2": 0.256, "Y2": 0.746, "X3": 0.256, "Y3": 0.7608, "X4": 0.18533, "Y4": 0.7608, "page": 0}], "words_data": [{"Word": "January", "Confidence": 0.992, "X1": 0.63867, "Y1": 0.0542, "X2": 0.71067, "Y2": 0.054, "X3": 0.70933, "Y3": 0.0718, "X4": 0.63733, "Y4": 0.0728, "page": 0, "Index": 0}, {"Word": "16,", "Confidence": 0.878, "X1": 0.716, "Y1": 0.0542, "X2": 0.752, "Y2": 0.054, "X3": 0.75067, "Y3": 0.0718, "X4": 0.71467, "Y4": 0.0718, "page": 0, "Index": 1}, {"Word": "1976", "Confidence": 0.988, "X1": 0.75733, "Y1": 0.0532, "X2": 0.8, "Y2": 0.053, "X3": 0.79867, "Y3": 0.0728, "X4": 0.756, "Y4": 0.0718, "page": 0, "Index": 2}, {"Word": "CARLTON", "Confidence": 0.994, "X1": 0.392, "Y1": 0.1292, "X2": 0.46267, "Y2": 0.129, "X3": 0.46267, "Y3": 0.1438, "X4": 0.392, "Y4": 0.1438, "page": 0, "Index": 3}, {"Word": "Menthol", "Confidence": 0.812, "X1": 0.46933, "Y1": 0.1282, "X2": 0.54267, "Y2": 0.128, "X3": 0.54267, "Y3": 0.1448, "X4": 0.46933, "Y4": 0.1448, "page": 0, "Index": 4}, {"Word": "Durham", "Confidence": 0.994, "X1": 0.31467, "Y1": 0.1582, "X2": 0.376, "Y2": 0.158, "X3": 0.37467, "Y3": 0.1738, "X4": 0.31333, "Y4": 0.1738, "page": 0, "Index": 5}, {"Word": "Branch", "Confidence": 0.997, "X1": 0.38133, "Y1": 0.1582, "X2": 0.444, "Y2": 0.158, "X3": 0.444, "Y3": 0.1738, "X4": 0.38, "Y4": 0.1738, "page": 0, "Index": 6}, {"Word": "12/29/75-1/5/76", "Confidence": 0.981, "X1": 0.452, "Y1": 0.1582, "X2": 0.60133, "Y2": 0.158, "X3": 0.60133, "Y3": 0.1758, "X4": 0.45067, "Y4": 0.1738, "page": 0, "Index": 7}, {"Word": "Weekly", "Confidence": 0.991, "X1": 0.63867, "Y1": 0.2632, "X2": 0.70133, "Y2": 0.263, "X3": 0.7, "Y3": 0.2808, "X4": 0.63733, "Y4": 0.2808, "page": 0, "Index": 8}, {"Word": "Composite", "Confidence": 0.995, "X1": 0.70667, "Y1": 0.2632, "X2": 0.8, "Y2": 0.263, "X3": 0.8, "Y3": 0.2808, "X4": 0.70533, "Y4": 0.2808, "page": 0, "Index": 9}, {"Word": "Physical", "Confidence": 0.991, "X1": 0.13733, "Y1": 0.2922, "X2": 0.21867, "Y2": 0.292, "X3": 0.21867, "Y3": 0.3088, "X4": 0.136, "Y4": 0.3098, "page": 0, "Index": 10}, {"Word": "Properties:", "Confidence": 0.991, "X1": 0.22267, "Y1": 0.2912, "X2": 0.33733, "Y2": 0.291, "X3": 0.33733, "Y3": 0.3088, "X4": 0.22267, "Y4": 0.3088, "page": 0, "Index": 11}, {"Word": "PS", "Confidence": 0.998, "X1": 0.34267, "Y1": 0.2912, "X2": 0.36667, "Y2": 0.291, "X3": 0.36667, "Y3": 0.3088, "X4": 0.34267, "Y4": 0.3088, "page": 0, "Index": 12}, {"Word": "2599-75", "Confidence": 0.996, "X1": 0.37333, "Y1": 0.2922, "X2": 0.444, "Y2": 0.292, "X3": 0.444, "Y3": 0.3098, "X4": 0.372, "Y4": 0.3088, "page": 0, "Index": 13}, {"Word": "83", "Confidence": 0.998, "X1": 0.69733, "Y1": 0.3222, "X2": 0.72, "Y2": 0.322, "X3": 0.72, "Y3": 0.3368, "X4": 0.69733, "Y4": 0.3368, "page": 0, "Index": 14}, {"Word": "Length", "Confidence": 0.993, "X1": 0.15733, "Y1": 0.3212, "X2": 0.21733, "Y2": 0.321, "X3": 0.21733, "Y3": 0.3388, "X4": 0.15733, "Y4": 0.3388, "page": 0, "Index": 15}, {"Word": "of", "Confidence": 0.998, "X1": 0.22267, "Y1": 0.3212, "X2": 0.248, "Y2": 0.321, "X3": 0.248, "Y3": 0.3388, "X4": 0.22267, "Y4": 0.3388, "page": 0, "Index": 16}, {"Word": "Cigarette", "Confidence": 0.994, "X1": 0.25333, "Y1": 0.3212, "X2": 0.348, "Y2": 0.321, "X3": 0.348, "Y3": 0.3388, "X4": 0.252, "Y4": 0.3388, "page": 0, "Index": 17}, {"Word": "(mm)", "Confidence": 0.994, "X1": 0.35333, "Y1": 0.3212, "X2": 0.39467, "Y2": 0.321, "X3": 0.39333, "Y3": 0.3388, "X4": 0.352, "Y4": 0.3388, "page": 0, "Index": 18}, {"Word": "Cigts/4", "Confidence": 0.945, "X1": 0.15467, "Y1": 0.3432, "X2": 0.22933, "Y2": 0.343, "X3": 0.228, "Y3": 0.3608, "X4": 0.15467, "Y4": 0.3608, "page": 0, "Index": 19}, {"Word": "oz.", "Confidence": 0.998, "X1": 0.23333, "Y1": 0.3442, "X2": 0.26933, "Y2": 0.344, "X3": 0.26933, "Y3": 0.3608, "X4": 0.23333, "Y4": 0.3608, "page": 0, "Index": 20}, {"Word": "-", "Confidence": 0.995, "X1": 0.27467, "Y1": 0.3442, "X2": 0.288, "Y2": 0.344, "X3": 0.288, "Y3": 0.3608, "X4": 0.27467, "Y4": 0.3608, "page": 0, "Index": 21}, {"Word": "Target", "Confidence": 0.997, "X1": 0.29467, "Y1": 0.3442, "X2": 0.35733, "Y2": 0.344, "X3": 0.35733, "Y3": 0.3608, "X4": 0.29467, "Y4": 0.3608, "page": 0, "Index": 22}, {"Word": "108", "Confidence": 0.994, "X1": 0.68933, "Y1": 0.3452, "X2": 0.71867, "Y2": 0.345, "X3": 0.71867, "Y3": 0.3598, "X4": 0.68933, "Y4": 0.3598, "page": 0, "Index": 23}, {"Word": "Cigts/4", "Confidence": 0.995, "X1": 0.15733, "Y1": 0.3672, "X2": 0.22667, "Y2": 0.367, "X3": 0.22667, "Y3": 0.3828, "X4": 0.15733, "Y4": 0.3828, "page": 0, "Index": 24}, {"Word": "oz.", "Confidence": 0.998, "X1": 0.23333, "Y1": 0.3672, "X2": 0.268, "Y2": 0.367, "X3": 0.268, "Y3": 0.3828, "X4": 0.23333, "Y4": 0.3828, "page": 0, "Index": 25}, {"Word": "-", "Confidence": 0.995, "X1": 0.27467, "Y1": 0.3672, "X2": 0.28667, "Y2": 0.367, "X3": 0.28667, "Y3": 0.3818, "X4": 0.27467, "Y4": 0.3828, "page": 0, "Index": 26}, {"Word": "Actual", "Confidence": 0.896, "X1": 0.292, "Y1": 0.3662, "X2": 0.35467, "Y2": 0.366, "X3": 0.35467, "Y3": 0.3818, "X4": 0.292, "Y4": 0.3818, "page": 0, "Index": 27}, {"Word": "107.7", "Confidence": 0.997, "X1": 0.688, "Y1": 0.3672, "X2": 0.73867, "Y2": 0.367, "X3": 0.73867, "Y3": 0.3828, "X4": 0.688, "Y4": 0.3828, "page": 0, "Index": 28}, {"Word": "Moisture", "Confidence": 0.995, "X1": 0.156, "Y1": 0.3882, "X2": 0.23733, "Y2": 0.388, "X3": 0.236, "Y3": 0.4038, "X4": 0.156, "Y4": 0.4038, "page": 0, "Index": 29}, {"Word": "(%)", "Confidence": 0.998, "X1": 0.24533, "Y1": 0.3882, "X2": 0.27867, "Y2": 0.388, "X3": 0.27733, "Y3": 0.4058, "X4": 0.24533, "Y4": 0.4048, "page": 0, "Index": 30}, {"Word": "12.2", "Confidence": 0.988, "X1": 0.69733, "Y1": 0.3902, "X2": 0.73867, "Y2": 0.39, "X3": 0.73867, "Y3": 0.4048, "X4": 0.69733, "Y4": 0.4048, "page": 0, "Index": 31}, {"Word": "Firmness", "Confidence": 0.955, "X1": 0.156, "Y1": 0.4102, "X2": 0.23867, "Y2": 0.41, "X3": 0.23867, "Y3": 0.4278, "X4": 0.156, "Y4": 0.4268, "page": 0, "Index": 32}, {"Word": "1.74", "Confidence": 0.983, "X1": 0.708, "Y1": 0.4132, "X2": 0.748, "Y2": 0.413, "X3": 0.748, "Y3": 0.4268, "X4": 0.708, "Y4": 0.4268, "page": 0, "Index": 33}, {"Word": "(mm)", "Confidence": 0.981, "X1": 0.24667, "Y1": 0.4102, "X2": 0.288, "Y2": 0.41, "X3": 0.28667, "Y3": 0.4288, "X4": 0.24533, "Y4": 0.4278, "page": 0, "Index": 34}, {"Word": "Circumference", "Confidence": 0.991, "X1": 0.15733, "Y1": 0.4332, "X2": 0.288, "Y2": 0.433, "X3": 0.28533, "Y3": 0.4498, "X4": 0.15733, "Y4": 0.4498, "page": 0, "Index": 35}, {"Word": "(mm)", "Confidence": 0.872, "X1": 0.29467, "Y1": 0.4352, "X2": 0.33733, "Y2": 0.435, "X3": 0.33467, "Y3": 0.4508, "X4": 0.29333, "Y4": 0.4498, "page": 0, "Index": 36}, {"Word": "25.0", "Confidence": 0.987, "X1": 0.69867, "Y1": 0.4352, "X2": 0.73867, "Y2": 0.435, "X3": 0.73867, "Y3": 0.4498, "X4": 0.69867, "Y4": 0.4498, "page": 0, "Index": 37}, {"Word": "Pressure", "Confidence": 0.994, "X1": 0.156, "Y1": 0.4552, "X2": 0.23867, "Y2": 0.455, "X3": 0.23733, "Y3": 0.4728, "X4": 0.156, "Y4": 0.4728, "page": 0, "Index": 38}, {"Word": "Drop", "Confidence": 0.989, "X1": 0.24267, "Y1": 0.4552, "X2": 0.288, "Y2": 0.455, "X3": 0.28667, "Y3": 0.4728, "X4": 0.24267, "Y4": 0.4728, "page": 0, "Index": 39}, {"Word": "-", "Confidence": 0.991, "X1": 0.292, "Y1": 0.4552, "X2": 0.30533, "Y2": 0.455, "X3": 0.30533, "Y3": 0.4728, "X4": 0.292, "Y4": 0.4728, "page": 0, "Index": 40}, {"Word": "Cigt.", "Confidence": 0.996, "X1": 0.312, "Y1": 0.4562, "X2": 0.36667, "Y2": 0.456, "X3": 0.36667, "Y3": 0.4728, "X4": 0.312, "Y4": 0.4728, "page": 0, "Index": 41}, {"Word": "(cm)", "Confidence": 0.893, "X1": 0.372, "Y1": 0.4562, "X2": 0.41333, "Y2": 0.456, "X3": 0.41333, "Y3": 0.4728, "X4": 0.372, "Y4": 0.4728, "page": 0, "Index": 42}, {"Word": "12.7", "Confidence": 0.992, "X1": 0.69867, "Y1": 0.4562, "X2": 0.73867, "Y2": 0.456, "X3": 0.73867, "Y3": 0.4718, "X4": 0.69867, "Y4": 0.4718, "page": 0, "Index": 43}, {"Word": "Pressure", "Confidence": 0.994, "X1": 0.156, "Y1": 0.4782, "X2": 0.23733, "Y2": 0.478, "X3": 0.23733, "Y3": 0.4948, "X4": 0.156, "Y4": 0.4938, "page": 0, "Index": 44}, {"Word": "Drop", "Confidence": 0.991, "X1": 0.244, "Y1": 0.4782, "X2": 0.288, "Y2": 0.478, "X3": 0.28667, "Y3": 0.4948, "X4": 0.24267, "Y4": 0.4948, "page": 0, "Index": 45}, {"Word": "-", "Confidence": 0.995, "X1": 0.29333, "Y1": 0.4782, "X2": 0.30667, "Y2": 0.478, "X3": 0.30667, "Y3": 0.4948, "X4": 0.29333, "Y4": 0.4948, "page": 0, "Index": 46}, {"Word": "Tip", "Confidence": 0.998, "X1": 0.31467, "Y1": 0.4782, "X2": 0.34667, "Y2": 0.478, "X3": 0.34667, "Y3": 0.4948, "X4": 0.31333, "Y4": 0.4948, "page": 0, "Index": 47}, {"Word": "(cm)", "Confidence": 0.987, "X1": 0.35467, "Y1": 0.4782, "X2": 0.396, "Y2": 0.478, "X3": 0.396, "Y3": 0.4948, "X4": 0.35333, "Y4": 0.4948, "page": 0, "Index": 48}, {"Word": "11.6", "Confidence": 0.982, "X1": 0.69733, "Y1": 0.4782, "X2": 0.74, "Y2": 0.478, "X3": 0.74, "Y3": 0.4948, "X4": 0.69733, "Y4": 0.4938, "page": 0, "Index": 49}, {"Word": "Fireholding", "Confidence": 0.983, "X1": 0.156, "Y1": 0.4992, "X2": 0.26933, "Y2": 0.499, "X3": 0.268, "Y3": 0.5178, "X4": 0.15467, "Y4": 0.5168, "page": 0, "Index": 50}, {"Word": "(%", "Confidence": 0.997, "X1": 0.27333, "Y1": 0.4992, "X2": 0.29733, "Y2": 0.499, "X3": 0.296, "Y3": 0.5178, "X4": 0.27333, "Y4": 0.5178, "page": 0, "Index": 51}, {"Word": "holding", "Confidence": 0.991, "X1": 0.30267, "Y1": 0.5002, "X2": 0.37733, "Y2": 0.5, "X3": 0.37733, "Y3": 0.5178, "X4": 0.30133, "Y4": 0.5178, "page": 0, "Index": 52}, {"Word": "fire)", "Confidence": 0.997, "X1": 0.38267, "Y1": 0.5002, "X2": 0.43467, "Y2": 0.5, "X3": 0.43467, "Y3": 0.5178, "X4": 0.38133, "Y4": 0.5178, "page": 0, "Index": 53}, {"Word": "40", "Confidence": 0.997, "X1": 0.69733, "Y1": 0.5022, "X2": 0.72, "Y2": 0.502, "X3": 0.71867, "Y3": 0.5178, "X4": 0.696, "Y4": 0.5168, "page": 0, "Index": 54}, {"Word": "61", "Confidence": 0.997, "X1": 0.69867, "Y1": 0.5222, "X2": 0.71867, "Y2": 0.522, "X3": 0.71733, "Y3": 0.5378, "X4": 0.69867, "Y4": 0.5368, "page": 0, "Index": 55}, {"Word": "Ventilation", "Confidence": 0.993, "X1": 0.156, "Y1": 0.5222, "X2": 0.268, "Y2": 0.522, "X3": 0.26667, "Y3": 0.5388, "X4": 0.15467, "Y4": 0.5388, "page": 0, "Index": 56}, {"Word": "(%)", "Confidence": 0.998, "X1": 0.27467, "Y1": 0.5212, "X2": 0.30533, "Y2": 0.521, "X3": 0.30533, "Y3": 0.5398, "X4": 0.27333, "Y4": 0.5388, "page": 0, "Index": 57}, {"Word": "PRC", "Confidence": 0.998, "X1": 0.136, "Y1": 0.6272, "X2": 0.16267, "Y2": 0.627, "X3": 0.16267, "Y3": 0.6418, "X4": 0.136, "Y4": 0.6428, "page": 0, "Index": 58}, {"Word": ":", "Confidence": 0.995, "X1": 0.16667, "Y1": 0.6272, "X2": 0.17067, "Y2": 0.627, "X3": 0.17067, "Y3": 0.6418, "X4": 0.16667, "Y4": 0.6418, "page": 0, "Index": 59}, {"Word": "omd", "Confidence": 0.965, "X1": 0.17467, "Y1": 0.6272, "X2": 0.20933, "Y2": 0.627, "X3": 0.208, "Y3": 0.6418, "X4": 0.17467, "Y4": 0.6418, "page": 0, "Index": 60}, {"Word": "CC:", "Confidence": 0.994, "X1": 0.13733, "Y1": 0.6582, "X2": 0.16933, "Y2": 0.658, "X3": 0.168, "Y3": 0.6728, "X4": 0.136, "Y4": 0.6728, "page": 0, "Index": 61}, {"Word": "VBL-RMI", "Confidence": 0.993, "X1": 0.184, "Y1": 0.6562, "X2": 0.25733, "Y2": 0.656, "X3": 0.25733, "Y3": 0.6718, "X4": 0.184, "Y4": 0.6728, "page": 0, "Index": 62}, {"Word": "RSS-RDC", "Confidence": 0.994, "X1": 0.18667, "Y1": 0.6722, "X2": 0.25733, "Y2": 0.672, "X3": 0.25733, "Y3": 0.6868, "X4": 0.18533, "Y4": 0.6868, "page": 0, "Index": 63}, {"Word": "WBW", "Confidence": 0.673, "X1": 0.184, "Y1": 0.6862, "X2": 0.21467, "Y2": 0.686, "X3": 0.216, "Y3": 0.6988, "X4": 0.184, "Y4": 0.6998, "page": 0, "Index": 64}, {"Word": "PHL", "Confidence": 0.955, "X1": 0.18533, "Y1": 0.7022, "X2": 0.21333, "Y2": 0.702, "X3": 0.21333, "Y3": 0.7138, "X4": 0.18533, "Y4": 0.7148, "page": 0, "Index": 65}, {"Word": "1PF", "Confidence": 0.883, "X1": 0.18667, "Y1": 0.7172, "X2": 0.21467, "Y2": 0.717, "X3": 0.21467, "Y3": 0.7288, "X4": 0.18667, "Y4": 0.7288, "page": 0, "Index": 66}, {"Word": "PRO", "Confidence": 0.603, "X1": 0.18533, "Y1": 0.7322, "X2": 0.21333, "Y2": 0.732, "X3": 0.21333, "Y3": 0.7438, "X4": 0.18533, "Y4": 0.7438, "page": 0, "Index": 67}, {"Word": "EPB-WRT", "Confidence": 0.995, "X1": 0.18667, "Y1": 0.7472, "X2": 0.256, "Y2": 0.747, "X3": 0.25467, "Y3": 0.7608, "X4": 0.18667, "Y4": 0.7608, "page": 0, "Index": 68}]}	"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"
fffx0216	0	{"lines_data": [{"Word": "January 4, 1966", "Confidence": 0.86867, "X1": 0.67985, "Y1": 0.1042, "X2": 0.84949, "Y2": 0.104, "X3": 0.84949, "Y3": 0.1258, "X4": 0.67985, "Y4": 0.1268, "page": 0}, {"Word": "Richard J. Bing, M.D.", "Confidence": 0.923, "X1": 0.15179, "Y1": 0.1852, "X2": 0.37755, "Y2": 0.185, "X3": 0.37755, "Y3": 0.2018, "X4": 0.15179, "Y4": 0.2008, "page": 0}, {"Word": "Professor of Medicine", "Confidence": 0.97633, "X1": 0.15306, "Y1": 0.2012, "X2": 0.38138, "Y2": 0.201, "X3": 0.38138, "Y3": 0.2168, "X4": 0.15306, "Y4": 0.2168, "page": 0}, {"Word": "Chairman, Department of Medicine", "Confidence": 0.83325, "X1": 0.15434, "Y1": 0.2172, "X2": 0.49872, "Y2": 0.217, "X3": 0.49872, "Y3": 0.2338, "X4": 0.15434, "Y4": 0.2328, "page": 0}, {"Word": "Wayne State University", "Confidence": 0.92967, "X1": 0.15306, "Y1": 0.2342, "X2": 0.39031, "Y2": 0.234, "X3": 0.39031, "Y3": 0.2498, "X4": 0.15306, "Y4": 0.2478, "page": 0}, {"Word": "1401 Rivard Street", "Confidence": 0.86367, "X1": 0.15306, "Y1": 0.2482, "X2": 0.34821, "Y2": 0.248, "X3": 0.34821, "Y3": 0.2638, "X4": 0.15306, "Y4": 0.2628, "page": 0}, {"Word": "Detroit 7, Michigan", "Confidence": 0.865, "X1": 0.15179, "Y1": 0.2652, "X2": 0.35969, "Y2": 0.265, "X3": 0.35969, "Y3": 0.2818, "X4": 0.15179, "Y4": 0.2808, "page": 0}, {"Word": "Dear Doctor Bing:", "Confidence": 0.921, "X1": 0.15051, "Y1": 0.2972, "X2": 0.33673, "Y2": 0.297, "X3": 0.33673, "Y3": 0.3148, "X4": 0.15051, "Y4": 0.3128, "page": 0}, {"Word": "The anniversary date of your research project, which is", "Confidence": 0.84189, "X1": 0.27679, "Y1": 0.3302, "X2": 0.86735, "Y2": 0.33, "X3": 0.86735, "Y3": 0.3468, "X4": 0.27679, "Y4": 0.3448, "page": 0}, {"Word": "currently receiving support from The Council for Tobacco Research", "Confidence": 0.93267, "X1": 0.15179, "Y1": 0.3462, "X2": 0.84949, "Y2": 0.346, "X3": 0.84949, "Y3": 0.3628, "X4": 0.15179, "Y4": 0.3608, "page": 0}, {"Word": "is June 1, 1966. If you plan to apply for a continuation, a renewal", "Confidence": 0.89836, "X1": 0.15179, "Y1": 0.3622, "X2": 0.87883, "Y2": 0.362, "X3": 0.87883, "Y3": 0.3798, "X4": 0.15179, "Y4": 0.3758, "page": 0}, {"Word": "request should be filed on the usual application forms, copies of", "Confidence": 0.87418, "X1": 0.14923, "Y1": 0.3792, "X2": 0.84821, "Y2": 0.379, "X3": 0.84821, "Y3": 0.3958, "X4": 0.14923, "Y4": 0.3918, "page": 0}, {"Word": "which are enclosed.", "Confidence": 0.892, "X1": 0.15179, "Y1": 0.3922, "X2": 0.35587, "Y2": 0.392, "X3": 0.35587, "Y3": 0.4088, "X4": 0.15179, "Y4": 0.4088, "page": 0}, {"Word": "This application should be signed by you as principal", "Confidence": 0.93733, "X1": 0.27423, "Y1": 0.4272, "X2": 0.84821, "Y2": 0.427, "X3": 0.84821, "Y3": 0.4448, "X4": 0.27423, "Y4": 0.4408, "page": 0}, {"Word": "investigator and by the business officer of your institution and", "Confidence": 0.961, "X1": 0.15179, "Y1": 0.4432, "X2": 0.83801, "Y2": 0.443, "X3": 0.83801, "Y3": 0.4598, "X4": 0.15179, "Y4": 0.4558, "page": 0}, {"Word": "should be accompanied by a scientific roport reviewing the present", "Confidence": 0.947, "X1": 0.14923, "Y1": 0.4592, "X2": 0.85587, "Y2": 0.459, "X3": 0.85587, "Y3": 0.4768, "X4": 0.14923, "Y4": 0.4728, "page": 0}, {"Word": "status of the grant.", "Confidence": 0.939, "X1": 0.15179, "Y1": 0.4732, "X2": 0.36735, "Y2": 0.473, "X3": 0.36735, "Y3": 0.4898, "X4": 0.15179, "Y4": 0.4888, "page": 0}, {"Word": "The completed application should be in our hands not later", "Confidence": 0.8477, "X1": 0.27423, "Y1": 0.5072, "X2": 0.90051, "Y2": 0.507, "X3": 0.90051, "Y3": 0.5238, "X4": 0.27423, "Y4": 0.5208, "page": 0}, {"Word": "than February 15th, so that it can be relayed to our Scientific Advis-", "Confidence": 0.94623, "X1": 0.15179, "Y1": 0.5232, "X2": 0.90051, "Y2": 0.523, "X3": 0.90051, "Y3": 0.5398, "X4": 0.15179, "Y4": 0.5358, "page": 0}, {"Word": "ory Board in advance of its March meeting, or by April 15th, for con-", "Confidence": 0.95886, "X1": 0.14923, "Y1": 0.5382, "X2": 0.88776, "Y2": 0.538, "X3": 0.88776, "Y3": 0.5558, "X4": 0.14923, "Y4": 0.5528, "page": 0}, {"Word": "sideration at the May meeting. In order to plan effectively, early", "Confidence": 0.92209, "X1": 0.15051, "Y1": 0.5552, "X2": 0.8699, "Y2": 0.555, "X3": 0.8699, "Y3": 0.5728, "X4": 0.15051, "Y4": 0.5678, "page": 0}, {"Word": "action on renewal applications is desirable.", "Confidence": 0.87883, "X1": 0.14923, "Y1": 0.5672, "X2": 0.62117, "Y2": 0.567, "X3": 0.62117, "Y3": 0.5858, "X4": 0.14923, "Y4": 0.5848, "page": 0}, {"Word": "Sincerely yours,", "Confidence": 0.6645, "X1": 0.63776, "Y1": 0.6192, "X2": 0.8125, "Y2": 0.619, "X3": 0.81122, "Y3": 0.6368, "X4": 0.63776, "Y4": 0.6338, "page": 0}, {"Word": "RCH:tih", "Confidence": 0.886, "X1": 0.14923, "Y1": 0.6602, "X2": 0.22959, "Y2": 0.66, "X3": 0.22959, "Y3": 0.6788, "X4": 0.14923, "Y4": 0.6788, "page": 0}, {"Word": "Robert C. Hockett, Ph.D.", "Confidence": 0.9195, "X1": 0.63648, "Y1": 0.6652, "X2": 0.89668, "Y2": 0.665, "X3": 0.89668, "Y3": 0.6818, "X4": 0.63648, "Y4": 0.6798, "page": 0}, {"Word": "enclosure", "Confidence": 0.951, "X1": 0.14668, "Y1": 0.6782, "X2": 0.25255, "Y2": 0.678, "X3": 0.25255, "Y3": 0.6968, "X4": 0.14668, "Y4": 0.6968, "page": 0}, {"Word": "Associate Scientific Director", "Confidence": 0.77733, "X1": 0.63648, "Y1": 0.6812, "X2": 0.95153, "Y2": 0.681, "X3": 0.95153, "Y3": 0.6998, "X4": 0.63648, "Y4": 0.6978, "page": 0}], "words_data": [{"Word": "January", "Confidence": 0.629, "X1": 0.6824, "Y1": 0.1052, "X2": 0.76148, "Y2": 0.105, "X3": 0.7602, "Y3": 0.1248, "X4": 0.6824, "Y4": 0.1248, "page": 0, "Index": 0}, {"Word": "4,", "Confidence": 0.996, "X1": 0.76658, "Y1": 0.1042, "X2": 0.79337, "Y2": 0.104, "X3": 0.79337, "Y3": 0.1258, "X4": 0.76531, "Y4": 0.1248, "page": 0, "Index": 1}, {"Word": "1966", "Confidence": 0.981, "X1": 0.79847, "Y1": 0.1042, "X2": 0.84694, "Y2": 0.104, "X3": 0.84566, "Y3": 0.1268, "X4": 0.79847, "Y4": 0.1258, "page": 0, "Index": 2}, {"Word": "Richard", "Confidence": 0.977, "X1": 0.15306, "Y1": 0.1852, "X2": 0.22959, "Y2": 0.185, "X3": 0.22959, "Y3": 0.2018, "X4": 0.15179, "Y4": 0.2018, "page": 0, "Index": 3}, {"Word": "J.", "Confidence": 0.955, "X1": 0.23724, "Y1": 0.1852, "X2": 0.26276, "Y2": 0.185, "X3": 0.26276, "Y3": 0.2018, "X4": 0.23724, "Y4": 0.2018, "page": 0, "Index": 4}, {"Word": "Bing,", "Confidence": 0.903, "X1": 0.27041, "Y1": 0.1862, "X2": 0.32653, "Y2": 0.186, "X3": 0.32653, "Y3": 0.2018, "X4": 0.26913, "Y4": 0.2018, "page": 0, "Index": 5}, {"Word": "M.D.", "Confidence": 0.857, "X1": 0.33291, "Y1": 0.1872, "X2": 0.37883, "Y2": 0.187, "X3": 0.37883, "Y3": 0.2018, "X4": 0.33291, "Y4": 0.2018, "page": 0, "Index": 6}, {"Word": "Professor", "Confidence": 0.947, "X1": 0.15434, "Y1": 0.2022, "X2": 0.25, "Y2": 0.202, "X3": 0.25, "Y3": 0.2168, "X4": 0.15434, "Y4": 0.2168, "page": 0, "Index": 7}, {"Word": "of", "Confidence": 0.998, "X1": 0.25765, "Y1": 0.2022, "X2": 0.28189, "Y2": 0.202, "X3": 0.28189, "Y3": 0.2178, "X4": 0.25765, "Y4": 0.2178, "page": 0, "Index": 8}, {"Word": "Medicine", "Confidence": 0.984, "X1": 0.28954, "Y1": 0.2022, "X2": 0.37883, "Y2": 0.202, "X3": 0.37755, "Y3": 0.2168, "X4": 0.28827, "Y4": 0.2178, "page": 0, "Index": 9}, {"Word": "Chairman,", "Confidence": 0.791, "X1": 0.15561, "Y1": 0.2182, "X2": 0.25383, "Y2": 0.218, "X3": 0.25255, "Y3": 0.2338, "X4": 0.15434, "Y4": 0.2328, "page": 0, "Index": 10}, {"Word": "Department", "Confidence": 0.554, "X1": 0.25765, "Y1": 0.2182, "X2": 0.36735, "Y2": 0.218, "X3": 0.36735, "Y3": 0.2338, "X4": 0.25765, "Y4": 0.2338, "page": 0, "Index": 11}, {"Word": "of", "Confidence": 0.997, "X1": 0.37628, "Y1": 0.2182, "X2": 0.39796, "Y2": 0.218, "X3": 0.39796, "Y3": 0.2338, "X4": 0.37628, "Y4": 0.2338, "page": 0, "Index": 12}, {"Word": "Medicine", "Confidence": 0.991, "X1": 0.40561, "Y1": 0.2172, "X2": 0.4949, "Y2": 0.217, "X3": 0.4949, "Y3": 0.2338, "X4": 0.40561, "Y4": 0.2338, "page": 0, "Index": 13}, {"Word": "Wayne", "Confidence": 0.847, "X1": 0.15434, "Y1": 0.2332, "X2": 0.20791, "Y2": 0.233, "X3": 0.20663, "Y3": 0.2478, "X4": 0.15306, "Y4": 0.2488, "page": 0, "Index": 14}, {"Word": "State", "Confidence": 0.997, "X1": 0.21684, "Y1": 0.2342, "X2": 0.27168, "Y2": 0.234, "X3": 0.27041, "Y3": 0.2488, "X4": 0.21556, "Y4": 0.2488, "page": 0, "Index": 15}, {"Word": "University", "Confidence": 0.945, "X1": 0.27806, "Y1": 0.2352, "X2": 0.38903, "Y2": 0.235, "X3": 0.38776, "Y3": 0.2508, "X4": 0.27679, "Y4": 0.2488, "page": 0, "Index": 16}, {"Word": "1401", "Confidence": 0.982, "X1": 0.15434, "Y1": 0.2482, "X2": 0.19643, "Y2": 0.248, "X3": 0.19515, "Y3": 0.2638, "X4": 0.15306, "Y4": 0.2638, "page": 0, "Index": 17}, {"Word": "Rivard", "Confidence": 0.942, "X1": 0.20408, "Y1": 0.2482, "X2": 0.27041, "Y2": 0.248, "X3": 0.27041, "Y3": 0.2638, "X4": 0.20281, "Y4": 0.2638, "page": 0, "Index": 18}, {"Word": "Street", "Confidence": 0.667, "X1": 0.27934, "Y1": 0.2492, "X2": 0.34566, "Y2": 0.249, "X3": 0.34566, "Y3": 0.2638, "X4": 0.27806, "Y4": 0.2638, "page": 0, "Index": 19}, {"Word": "Detroit", "Confidence": 0.656, "X1": 0.15179, "Y1": 0.2652, "X2": 0.22959, "Y2": 0.265, "X3": 0.22832, "Y3": 0.2818, "X4": 0.15179, "Y4": 0.2808, "page": 0, "Index": 20}, {"Word": "7,", "Confidence": 0.998, "X1": 0.23852, "Y1": 0.2652, "X2": 0.26276, "Y2": 0.265, "X3": 0.26148, "Y3": 0.2818, "X4": 0.23724, "Y4": 0.2818, "page": 0, "Index": 21}, {"Word": "Michigan", "Confidence": 0.941, "X1": 0.26786, "Y1": 0.2662, "X2": 0.35587, "Y2": 0.266, "X3": 0.35459, "Y3": 0.2828, "X4": 0.26658, "Y4": 0.2818, "page": 0, "Index": 22}, {"Word": "Dear", "Confidence": 0.986, "X1": 0.15179, "Y1": 0.2962, "X2": 0.1977, "Y2": 0.296, "X3": 0.1977, "Y3": 0.3138, "X4": 0.15051, "Y4": 0.3128, "page": 0, "Index": 23}, {"Word": "Doctor", "Confidence": 0.892, "X1": 0.20408, "Y1": 0.2972, "X2": 0.27168, "Y2": 0.297, "X3": 0.27041, "Y3": 0.3138, "X4": 0.20281, "Y4": 0.3138, "page": 0, "Index": 24}, {"Word": "Bing:", "Confidence": 0.885, "X1": 0.27934, "Y1": 0.2972, "X2": 0.33673, "Y2": 0.297, "X3": 0.33673, "Y3": 0.3148, "X4": 0.27806, "Y4": 0.3148, "page": 0, "Index": 25}, {"Word": "The", "Confidence": 0.994, "X1": 0.27934, "Y1": 0.3292, "X2": 0.31505, "Y2": 0.329, "X3": 0.31378, "Y3": 0.3448, "X4": 0.27934, "Y4": 0.3448, "page": 0, "Index": 26}, {"Word": "anniversary", "Confidence": 0.783, "X1": 0.32015, "Y1": 0.3302, "X2": 0.44133, "Y2": 0.33, "X3": 0.44005, "Y3": 0.3458, "X4": 0.32015, "Y4": 0.3448, "page": 0, "Index": 27}, {"Word": "date", "Confidence": 0.663, "X1": 0.44898, "Y1": 0.3302, "X2": 0.4949, "Y2": 0.33, "X3": 0.49362, "Y3": 0.3468, "X4": 0.4477, "Y4": 0.3458, "page": 0, "Index": 28}, {"Word": "of", "Confidence": 0.998, "X1": 0.50128, "Y1": 0.3302, "X2": 0.52551, "Y2": 0.33, "X3": 0.52423, "Y3": 0.3468, "X4": 0.50128, "Y4": 0.3468, "page": 0, "Index": 29}, {"Word": "your", "Confidence": 0.991, "X1": 0.53316, "Y1": 0.3302, "X2": 0.58036, "Y2": 0.33, "X3": 0.57908, "Y3": 0.3468, "X4": 0.53189, "Y4": 0.3468, "page": 0, "Index": 30}, {"Word": "research", "Confidence": 0.993, "X1": 0.58673, "Y1": 0.3302, "X2": 0.67347, "Y2": 0.33, "X3": 0.67219, "Y3": 0.3468, "X4": 0.58546, "Y4": 0.3468, "page": 0, "Index": 31}, {"Word": "project,", "Confidence": 0.852, "X1": 0.6824, "Y1": 0.3302, "X2": 0.77168, "Y2": 0.33, "X3": 0.77041, "Y3": 0.3468, "X4": 0.68112, "Y4": 0.3468, "page": 0, "Index": 32}, {"Word": "which", "Confidence": 0.971, "X1": 0.77551, "Y1": 0.3302, "X2": 0.83291, "Y2": 0.33, "X3": 0.83291, "Y3": 0.3468, "X4": 0.77551, "Y4": 0.3478, "page": 0, "Index": 33}, {"Word": "is", "Confidence": 0.332, "X1": 0.84056, "Y1": 0.3302, "X2": 0.8648, "Y2": 0.33, "X3": 0.86352, "Y3": 0.3468, "X4": 0.84056, "Y4": 0.3468, "page": 0, "Index": 34}, {"Word": "currently", "Confidence": 0.943, "X1": 0.15306, "Y1": 0.3462, "X2": 0.24872, "Y2": 0.346, "X3": 0.24872, "Y3": 0.3608, "X4": 0.15306, "Y4": 0.3608, "page": 0, "Index": 35}, {"Word": "receiving", "Confidence": 0.821, "X1": 0.25893, "Y1": 0.3452, "X2": 0.35587, "Y2": 0.345, "X3": 0.35459, "Y3": 0.3618, "X4": 0.25765, "Y4": 0.3618, "page": 0, "Index": 36}, {"Word": "support", "Confidence": 0.996, "X1": 0.3648, "Y1": 0.3462, "X2": 0.44133, "Y2": 0.346, "X3": 0.44133, "Y3": 0.3628, "X4": 0.36352, "Y4": 0.3618, "page": 0, "Index": 37}, {"Word": "from", "Confidence": 0.985, "X1": 0.45026, "Y1": 0.3462, "X2": 0.49235, "Y2": 0.346, "X3": 0.49107, "Y3": 0.3628, "X4": 0.44898, "Y4": 0.3628, "page": 0, "Index": 38}, {"Word": "The", "Confidence": 0.998, "X1": 0.50255, "Y1": 0.3462, "X2": 0.53699, "Y2": 0.346, "X3": 0.53571, "Y3": 0.3628, "X4": 0.50128, "Y4": 0.3628, "page": 0, "Index": 39}, {"Word": "Council", "Confidence": 0.955, "X1": 0.54464, "Y1": 0.3462, "X2": 0.62117, "Y2": 0.346, "X3": 0.6199, "Y3": 0.3628, "X4": 0.54464, "Y4": 0.3628, "page": 0, "Index": 40}, {"Word": "for", "Confidence": 0.996, "X1": 0.62883, "Y1": 0.3472, "X2": 0.66327, "Y2": 0.347, "X3": 0.66327, "Y3": 0.3628, "X4": 0.62883, "Y4": 0.3628, "page": 0, "Index": 41}, {"Word": "Tobacco", "Confidence": 0.849, "X1": 0.67219, "Y1": 0.3472, "X2": 0.74745, "Y2": 0.347, "X3": 0.74745, "Y3": 0.3628, "X4": 0.67092, "Y4": 0.3628, "page": 0, "Index": 42}, {"Word": "Research", "Confidence": 0.851, "X1": 0.7551, "Y1": 0.3482, "X2": 0.84311, "Y2": 0.348, "X3": 0.84184, "Y3": 0.3628, "X4": 0.75383, "Y4": 0.3628, "page": 0, "Index": 43}, {"Word": "is", "Confidence": 0.955, "X1": 0.15306, "Y1": 0.3582, "X2": 0.17602, "Y2": 0.358, "X3": 0.17474, "Y3": 0.3758, "X4": 0.15306, "Y4": 0.3758, "page": 0, "Index": 44}, {"Word": "June", "Confidence": 0.955, "X1": 0.18367, "Y1": 0.3592, "X2": 0.22959, "Y2": 0.359, "X3": 0.22832, "Y3": 0.3768, "X4": 0.18367, "Y4": 0.3758, "page": 0, "Index": 45}, {"Word": "1,", "Confidence": 0.62, "X1": 0.23597, "Y1": 0.3592, "X2": 0.26148, "Y2": 0.359, "X3": 0.26148, "Y3": 0.3768, "X4": 0.23597, "Y4": 0.3768, "page": 0, "Index": 46}, {"Word": "1966.", "Confidence": 0.946, "X1": 0.26786, "Y1": 0.3602, "X2": 0.32526, "Y2": 0.36, "X3": 0.32526, "Y3": 0.3768, "X4": 0.26786, "Y4": 0.3768, "page": 0, "Index": 47}, {"Word": "If", "Confidence": 0.883, "X1": 0.34184, "Y1": 0.3602, "X2": 0.36607, "Y2": 0.36, "X3": 0.36607, "Y3": 0.3778, "X4": 0.34184, "Y4": 0.3778, "page": 0, "Index": 48}, {"Word": "you", "Confidence": 0.998, "X1": 0.37372, "Y1": 0.3612, "X2": 0.40816, "Y2": 0.361, "X3": 0.40816, "Y3": 0.3778, "X4": 0.37372, "Y4": 0.3778, "page": 0, "Index": 49}, {"Word": "plan", "Confidence": 0.846, "X1": 0.41582, "Y1": 0.3612, "X2": 0.46173, "Y2": 0.361, "X3": 0.46173, "Y3": 0.3778, "X4": 0.41582, "Y4": 0.3778, "page": 0, "Index": 50}, {"Word": "to", "Confidence": 0.998, "X1": 0.47066, "Y1": 0.3612, "X2": 0.4949, "Y2": 0.361, "X3": 0.49362, "Y3": 0.3788, "X4": 0.47066, "Y4": 0.3778, "page": 0, "Index": 51}, {"Word": "apply", "Confidence": 0.996, "X1": 0.5, "Y1": 0.3622, "X2": 0.55612, "Y2": 0.362, "X3": 0.55612, "Y3": 0.3788, "X4": 0.5, "Y4": 0.3788, "page": 0, "Index": 52}, {"Word": "for", "Confidence": 0.958, "X1": 0.56505, "Y1": 0.3622, "X2": 0.60077, "Y2": 0.362, "X3": 0.59949, "Y3": 0.3788, "X4": 0.56505, "Y4": 0.3788, "page": 0, "Index": 53}, {"Word": "a", "Confidence": 0.941, "X1": 0.60587, "Y1": 0.3622, "X2": 0.61862, "Y2": 0.362, "X3": 0.61862, "Y3": 0.3788, "X4": 0.60587, "Y4": 0.3788, "page": 0, "Index": 54}, {"Word": "continuation,", "Confidence": 0.853, "X1": 0.62883, "Y1": 0.3632, "X2": 0.77168, "Y2": 0.363, "X3": 0.77041, "Y3": 0.3788, "X4": 0.62883, "Y4": 0.3788, "page": 0, "Index": 55}, {"Word": "a", "Confidence": 0.673, "X1": 0.77551, "Y1": 0.3632, "X2": 0.78827, "Y2": 0.363, "X3": 0.78699, "Y3": 0.3788, "X4": 0.77551, "Y4": 0.3788, "page": 0, "Index": 56}, {"Word": "renewal", "Confidence": 0.955, "X1": 0.79847, "Y1": 0.3642, "X2": 0.875, "Y2": 0.364, "X3": 0.875, "Y3": 0.3788, "X4": 0.79719, "Y4": 0.3788, "page": 0, "Index": 57}, {"Word": "request", "Confidence": 0.847, "X1": 0.15179, "Y1": 0.3772, "X2": 0.22832, "Y2": 0.377, "X3": 0.22704, "Y3": 0.3928, "X4": 0.15051, "Y4": 0.3918, "page": 0, "Index": 58}, {"Word": "should", "Confidence": 0.939, "X1": 0.23597, "Y1": 0.3772, "X2": 0.30357, "Y2": 0.377, "X3": 0.3023, "Y3": 0.3928, "X4": 0.23597, "Y4": 0.3928, "page": 0, "Index": 59}, {"Word": "be", "Confidence": 0.851, "X1": 0.31122, "Y1": 0.3772, "X2": 0.33546, "Y2": 0.377, "X3": 0.33546, "Y3": 0.3938, "X4": 0.30995, "Y4": 0.3928, "page": 0, "Index": 60}, {"Word": "filed", "Confidence": 0.645, "X1": 0.34311, "Y1": 0.3772, "X2": 0.39923, "Y2": 0.377, "X3": 0.39923, "Y3": 0.3938, "X4": 0.34184, "Y4": 0.3938, "page": 0, "Index": 61}, {"Word": "on", "Confidence": 0.998, "X1": 0.40561, "Y1": 0.3772, "X2": 0.42985, "Y2": 0.377, "X3": 0.42985, "Y3": 0.3938, "X4": 0.40561, "Y4": 0.3938, "page": 0, "Index": 62}, {"Word": "the", "Confidence": 0.998, "X1": 0.43878, "Y1": 0.3772, "X2": 0.47321, "Y2": 0.377, "X3": 0.47321, "Y3": 0.3948, "X4": 0.43878, "Y4": 0.3938, "page": 0, "Index": 63}, {"Word": "usual", "Confidence": 0.809, "X1": 0.47959, "Y1": 0.3772, "X2": 0.53699, "Y2": 0.377, "X3": 0.53571, "Y3": 0.3948, "X4": 0.47959, "Y4": 0.3948, "page": 0, "Index": 64}, {"Word": "application", "Confidence": 0.955, "X1": 0.54337, "Y1": 0.3782, "X2": 0.66327, "Y2": 0.378, "X3": 0.66327, "Y3": 0.3958, "X4": 0.54337, "Y4": 0.3948, "page": 0, "Index": 65}, {"Word": "forms,", "Confidence": 0.624, "X1": 0.67092, "Y1": 0.3792, "X2": 0.73852, "Y2": 0.379, "X3": 0.73852, "Y3": 0.3958, "X4": 0.67092, "Y4": 0.3958, "page": 0, "Index": 66}, {"Word": "copies", "Confidence": 0.953, "X1": 0.74617, "Y1": 0.3802, "X2": 0.81122, "Y2": 0.38, "X3": 0.81122, "Y3": 0.3958, "X4": 0.74617, "Y4": 0.3958, "page": 0, "Index": 67}, {"Word": "of", "Confidence": 0.997, "X1": 0.81888, "Y1": 0.3802, "X2": 0.84439, "Y2": 0.38, "X3": 0.84311, "Y3": 0.3958, "X4": 0.81888, "Y4": 0.3958, "page": 0, "Index": 68}, {"Word": "which", "Confidence": 0.871, "X1": 0.15306, "Y1": 0.3932, "X2": 0.20663, "Y2": 0.393, "X3": 0.20663, "Y3": 0.4088, "X4": 0.15179, "Y4": 0.4088, "page": 0, "Index": 69}, {"Word": "are", "Confidence": 0.998, "X1": 0.21429, "Y1": 0.3932, "X2": 0.25, "Y2": 0.393, "X3": 0.24872, "Y3": 0.4088, "X4": 0.21301, "Y4": 0.4088, "page": 0, "Index": 70}, {"Word": "enclosed.", "Confidence": 0.807, "X1": 0.25765, "Y1": 0.3932, "X2": 0.35587, "Y2": 0.393, "X3": 0.35587, "Y3": 0.4098, "X4": 0.25765, "Y4": 0.4088, "page": 0, "Index": 71}, {"Word": "This", "Confidence": 0.994, "X1": 0.27806, "Y1": 0.4242, "X2": 0.32398, "Y2": 0.424, "X3": 0.3227, "Y3": 0.4408, "X4": 0.27806, "Y4": 0.4398, "page": 0, "Index": 72}, {"Word": "application", "Confidence": 0.991, "X1": 0.33036, "Y1": 0.4252, "X2": 0.45153, "Y2": 0.425, "X3": 0.45153, "Y3": 0.4418, "X4": 0.32908, "Y4": 0.4408, "page": 0, "Index": 73}, {"Word": "should", "Confidence": 0.886, "X1": 0.45791, "Y1": 0.4252, "X2": 0.52551, "Y2": 0.425, "X3": 0.52423, "Y3": 0.4428, "X4": 0.45663, "Y4": 0.4418, "page": 0, "Index": 74}, {"Word": "be", "Confidence": 0.679, "X1": 0.53189, "Y1": 0.4252, "X2": 0.55867, "Y2": 0.425, "X3": 0.5574, "Y3": 0.4428, "X4": 0.53061, "Y4": 0.4428, "page": 0, "Index": 75}, {"Word": "signed", "Confidence": 0.95, "X1": 0.56505, "Y1": 0.4262, "X2": 0.63138, "Y2": 0.426, "X3": 0.6301, "Y3": 0.4438, "X4": 0.5625, "Y4": 0.4428, "page": 0, "Index": 76}, {"Word": "by", "Confidence": 0.997, "X1": 0.63776, "Y1": 0.4262, "X2": 0.66454, "Y2": 0.426, "X3": 0.66327, "Y3": 0.4438, "X4": 0.63648, "Y4": 0.4438, "page": 0, "Index": 77}, {"Word": "you", "Confidence": 0.998, "X1": 0.67092, "Y1": 0.4262, "X2": 0.70536, "Y2": 0.426, "X3": 0.70408, "Y3": 0.4438, "X4": 0.66837, "Y4": 0.4438, "page": 0, "Index": 78}, {"Word": "as", "Confidence": 0.997, "X1": 0.71301, "Y1": 0.4262, "X2": 0.73852, "Y2": 0.426, "X3": 0.73597, "Y3": 0.4438, "X4": 0.71173, "Y4": 0.4438, "page": 0, "Index": 79}, {"Word": "principal", "Confidence": 0.944, "X1": 0.74362, "Y1": 0.4272, "X2": 0.84439, "Y2": 0.427, "X3": 0.84184, "Y3": 0.4448, "X4": 0.74235, "Y4": 0.4448, "page": 0, "Index": 80}, {"Word": "investigator", "Confidence": 0.803, "X1": 0.15306, "Y1": 0.4402, "X2": 0.28061, "Y2": 0.44, "X3": 0.28061, "Y3": 0.4568, "X4": 0.15179, "Y4": 0.4558, "page": 0, "Index": 81}, {"Word": "and", "Confidence": 0.998, "X1": 0.28827, "Y1": 0.4412, "X2": 0.32526, "Y2": 0.441, "X3": 0.32398, "Y3": 0.4578, "X4": 0.28827, "Y4": 0.4568, "page": 0, "Index": 82}, {"Word": "by", "Confidence": 0.998, "X1": 0.33163, "Y1": 0.4412, "X2": 0.35587, "Y2": 0.441, "X3": 0.35587, "Y3": 0.4578, "X4": 0.33036, "Y4": 0.4578, "page": 0, "Index": 83}, {"Word": "the", "Confidence": 0.958, "X1": 0.36352, "Y1": 0.4412, "X2": 0.39923, "Y2": 0.441, "X3": 0.39796, "Y3": 0.4578, "X4": 0.36352, "Y4": 0.4578, "page": 0, "Index": 84}, {"Word": "business", "Confidence": 0.885, "X1": 0.40434, "Y1": 0.4422, "X2": 0.49362, "Y2": 0.442, "X3": 0.49362, "Y3": 0.4588, "X4": 0.40434, "Y4": 0.4578, "page": 0, "Index": 85}, {"Word": "officer", "Confidence": 0.996, "X1": 0.50128, "Y1": 0.4422, "X2": 0.57908, "Y2": 0.442, "X3": 0.57781, "Y3": 0.4588, "X4": 0.50128, "Y4": 0.4588, "page": 0, "Index": 86}, {"Word": "of", "Confidence": 0.992, "X1": 0.58546, "Y1": 0.4422, "X2": 0.61097, "Y2": 0.442, "X3": 0.61097, "Y3": 0.4588, "X4": 0.58546, "Y4": 0.4588, "page": 0, "Index": 87}, {"Word": "your", "Confidence": 0.989, "X1": 0.61735, "Y1": 0.4422, "X2": 0.66327, "Y2": 0.442, "X3": 0.66327, "Y3": 0.4588, "X4": 0.61735, "Y4": 0.4588, "page": 0, "Index": 88}, {"Word": "institution", "Confidence": 0.993, "X1": 0.67092, "Y1": 0.4432, "X2": 0.78954, "Y2": 0.443, "X3": 0.78954, "Y3": 0.4598, "X4": 0.67092, "Y4": 0.4588, "page": 0, "Index": 89}, {"Word": "and", "Confidence": 0.998, "X1": 0.79719, "Y1": 0.4432, "X2": 0.83418, "Y2": 0.443, "X3": 0.83418, "Y3": 0.4598, "X4": 0.79719, "Y4": 0.4598, "page": 0, "Index": 90}, {"Word": "should", "Confidence": 0.93, "X1": 0.15179, "Y1": 0.4562, "X2": 0.21939, "Y2": 0.456, "X3": 0.21684, "Y3": 0.4728, "X4": 0.14923, "Y4": 0.4728, "page": 0, "Index": 91}, {"Word": "be", "Confidence": 0.997, "X1": 0.22577, "Y1": 0.4562, "X2": 0.25128, "Y2": 0.456, "X3": 0.25, "Y3": 0.4738, "X4": 0.22321, "Y4": 0.4728, "page": 0, "Index": 92}, {"Word": "accompanied", "Confidence": 0.986, "X1": 0.25765, "Y1": 0.4572, "X2": 0.37883, "Y2": 0.457, "X3": 0.37628, "Y3": 0.4748, "X4": 0.25638, "Y4": 0.4738, "page": 0, "Index": 93}, {"Word": "by", "Confidence": 0.998, "X1": 0.38265, "Y1": 0.4572, "X2": 0.40944, "Y2": 0.457, "X3": 0.40816, "Y3": 0.4748, "X4": 0.38138, "Y4": 0.4748, "page": 0, "Index": 94}, {"Word": "a", "Confidence": 0.939, "X1": 0.41709, "Y1": 0.4572, "X2": 0.42985, "Y2": 0.457, "X3": 0.42857, "Y3": 0.4748, "X4": 0.41582, "Y4": 0.4748, "page": 0, "Index": 95}, {"Word": "scientific", "Confidence": 0.882, "X1": 0.4375, "Y1": 0.4572, "X2": 0.54847, "Y2": 0.457, "X3": 0.54719, "Y3": 0.4758, "X4": 0.43622, "Y4": 0.4748, "page": 0, "Index": 96}, {"Word": "roport", "Confidence": 0.953, "X1": 0.55485, "Y1": 0.4582, "X2": 0.62245, "Y2": 0.458, "X3": 0.62117, "Y3": 0.4758, "X4": 0.55357, "Y4": 0.4758, "page": 0, "Index": 97}, {"Word": "reviewing", "Confidence": 0.902, "X1": 0.62883, "Y1": 0.4592, "X2": 0.72832, "Y2": 0.459, "X3": 0.72704, "Y3": 0.4768, "X4": 0.62755, "Y4": 0.4758, "page": 0, "Index": 98}, {"Word": "the", "Confidence": 0.998, "X1": 0.73469, "Y1": 0.4592, "X2": 0.77168, "Y2": 0.459, "X3": 0.77041, "Y3": 0.4768, "X4": 0.73342, "Y4": 0.4768, "page": 0, "Index": 99}, {"Word": "present", "Confidence": 0.885, "X1": 0.77679, "Y1": 0.4602, "X2": 0.85587, "Y2": 0.46, "X3": 0.85459, "Y3": 0.4768, "X4": 0.77551, "Y4": 0.4768, "page": 0, "Index": 100}, {"Word": "status", "Confidence": 0.884, "X1": 0.15306, "Y1": 0.4732, "X2": 0.21811, "Y2": 0.473, "X3": 0.21684, "Y3": 0.4898, "X4": 0.15306, "Y4": 0.4898, "page": 0, "Index": 101}, {"Word": "of", "Confidence": 0.997, "X1": 0.22449, "Y1": 0.4732, "X2": 0.25, "Y2": 0.473, "X3": 0.25, "Y3": 0.4898, "X4": 0.22449, "Y4": 0.4898, "page": 0, "Index": 102}, {"Word": "the", "Confidence": 0.994, "X1": 0.25765, "Y1": 0.4732, "X2": 0.29209, "Y2": 0.473, "X3": 0.29209, "Y3": 0.4898, "X4": 0.25638, "Y4": 0.4898, "page": 0, "Index": 103}, {"Word": "grant.", "Confidence": 0.881, "X1": 0.29974, "Y1": 0.4752, "X2": 0.36862, "Y2": 0.475, "X3": 0.36735, "Y3": 0.4908, "X4": 0.29974, "Y4": 0.4898, "page": 0, "Index": 104}, {"Word": "The", "Confidence": 0.998, "X1": 0.27934, "Y1": 0.5052, "X2": 0.3125, "Y2": 0.505, "X3": 0.31122, "Y3": 0.5218, "X4": 0.27806, "Y4": 0.5208, "page": 0, "Index": 105}, {"Word": "completed", "Confidence": 0.817, "X1": 0.32015, "Y1": 0.5052, "X2": 0.41964, "Y2": 0.505, "X3": 0.41837, "Y3": 0.5218, "X4": 0.31888, "Y4": 0.5218, "page": 0, "Index": 106}, {"Word": "application", "Confidence": 0.127, "X1": 0.42602, "Y1": 0.5052, "X2": 0.54592, "Y2": 0.505, "X3": 0.54464, "Y3": 0.5228, "X4": 0.42474, "Y4": 0.5218, "page": 0, "Index": 107}, {"Word": "should", "Confidence": 0.803, "X1": 0.55357, "Y1": 0.5062, "X2": 0.62117, "Y2": 0.506, "X3": 0.6199, "Y3": 0.5228, "X4": 0.5523, "Y4": 0.5228, "page": 0, "Index": 108}, {"Word": "be", "Confidence": 0.997, "X1": 0.62628, "Y1": 0.5062, "X2": 0.65179, "Y2": 0.506, "X3": 0.65051, "Y3": 0.5238, "X4": 0.625, "Y4": 0.5228, "page": 0, "Index": 109}, {"Word": "in", "Confidence": 0.998, "X1": 0.65944, "Y1": 0.5062, "X2": 0.68367, "Y2": 0.506, "X3": 0.6824, "Y3": 0.5238, "X4": 0.65816, "Y4": 0.5238, "page": 0, "Index": 110}, {"Word": "our", "Confidence": 0.955, "X1": 0.69133, "Y1": 0.5062, "X2": 0.72704, "Y2": 0.506, "X3": 0.72577, "Y3": 0.5238, "X4": 0.69005, "Y4": 0.5238, "page": 0, "Index": 111}, {"Word": "hands", "Confidence": 0.955, "X1": 0.73214, "Y1": 0.5072, "X2": 0.79082, "Y2": 0.507, "X3": 0.78954, "Y3": 0.5238, "X4": 0.73087, "Y4": 0.5238, "page": 0, "Index": 112}, {"Word": "not", "Confidence": 0.886, "X1": 0.79592, "Y1": 0.5082, "X2": 0.83163, "Y2": 0.508, "X3": 0.83036, "Y3": 0.5238, "X4": 0.79464, "Y4": 0.5238, "page": 0, "Index": 113}, {"Word": "later", "Confidence": 0.941, "X1": 0.83929, "Y1": 0.5082, "X2": 0.89668, "Y2": 0.508, "X3": 0.89541, "Y3": 0.5238, "X4": 0.83801, "Y4": 0.5238, "page": 0, "Index": 114}, {"Word": "than", "Confidence": 0.973, "X1": 0.15306, "Y1": 0.5202, "X2": 0.19515, "Y2": 0.52, "X3": 0.19515, "Y3": 0.5368, "X4": 0.15306, "Y4": 0.5368, "page": 0, "Index": 115}, {"Word": "February", "Confidence": 0.934, "X1": 0.20281, "Y1": 0.5202, "X2": 0.29209, "Y2": 0.52, "X3": 0.29209, "Y3": 0.5378, "X4": 0.20153, "Y4": 0.5368, "page": 0, "Index": 116}, {"Word": "15th,", "Confidence": 0.887, "X1": 0.29974, "Y1": 0.5212, "X2": 0.35714, "Y2": 0.521, "X3": 0.35714, "Y3": 0.5378, "X4": 0.29974, "Y4": 0.5378, "page": 0, "Index": 117}, {"Word": "so", "Confidence": 0.996, "X1": 0.3648, "Y1": 0.5212, "X2": 0.38776, "Y2": 0.521, "X3": 0.38776, "Y3": 0.5378, "X4": 0.36352, "Y4": 0.5378, "page": 0, "Index": 118}, {"Word": "that", "Confidence": 0.981, "X1": 0.39541, "Y1": 0.5212, "X2": 0.44005, "Y2": 0.521, "X3": 0.44005, "Y3": 0.5388, "X4": 0.39541, "Y4": 0.5378, "page": 0, "Index": 119}, {"Word": "it", "Confidence": 0.998, "X1": 0.4477, "Y1": 0.5222, "X2": 0.47194, "Y2": 0.522, "X3": 0.47194, "Y3": 0.5388, "X4": 0.4477, "Y4": 0.5388, "page": 0, "Index": 120}, {"Word": "can", "Confidence": 0.995, "X1": 0.47959, "Y1": 0.5222, "X2": 0.51276, "Y2": 0.522, "X3": 0.51276, "Y3": 0.5388, "X4": 0.47959, "Y4": 0.5388, "page": 0, "Index": 121}, {"Word": "be", "Confidence": 0.997, "X1": 0.52041, "Y1": 0.5222, "X2": 0.54719, "Y2": 0.522, "X3": 0.54719, "Y3": 0.5388, "X4": 0.52041, "Y4": 0.5388, "page": 0, "Index": 122}, {"Word": "relayed", "Confidence": 0.908, "X1": 0.55485, "Y1": 0.5232, "X2": 0.63138, "Y2": 0.523, "X3": 0.63138, "Y3": 0.5388, "X4": 0.55357, "Y4": 0.5388, "page": 0, "Index": 123}, {"Word": "to", "Confidence": 0.997, "X1": 0.63903, "Y1": 0.5232, "X2": 0.66199, "Y2": 0.523, "X3": 0.66199, "Y3": 0.5388, "X4": 0.63903, "Y4": 0.5388, "page": 0, "Index": 124}, {"Word": "our", "Confidence": 0.998, "X1": 0.66964, "Y1": 0.5232, "X2": 0.70536, "Y2": 0.523, "X3": 0.70536, "Y3": 0.5388, "X4": 0.66964, "Y4": 0.5388, "page": 0, "Index": 125}, {"Word": "Scientific", "Confidence": 0.869, "X1": 0.71173, "Y1": 0.5242, "X2": 0.82143, "Y2": 0.524, "X3": 0.82143, "Y3": 0.5398, "X4": 0.71173, "Y4": 0.5398, "page": 0, "Index": 126}, {"Word": "Advis-", "Confidence": 0.768, "X1": 0.82781, "Y1": 0.5242, "X2": 0.89541, "Y2": 0.524, "X3": 0.89541, "Y3": 0.5388, "X4": 0.82653, "Y4": 0.5398, "page": 0, "Index": 127}, {"Word": "ory", "Confidence": 0.998, "X1": 0.15179, "Y1": 0.5372, "X2": 0.18495, "Y2": 0.537, "X3": 0.18367, "Y3": 0.5528, "X4": 0.15051, "Y4": 0.5528, "page": 0, "Index": 128}, {"Word": "Board", "Confidence": 0.987, "X1": 0.1926, "Y1": 0.5372, "X2": 0.24872, "Y2": 0.537, "X3": 0.24745, "Y3": 0.5538, "X4": 0.19133, "Y4": 0.5528, "page": 0, "Index": 129}, {"Word": "in", "Confidence": 0.998, "X1": 0.25765, "Y1": 0.5372, "X2": 0.28061, "Y2": 0.537, "X3": 0.27934, "Y3": 0.5538, "X4": 0.25638, "Y4": 0.5538, "page": 0, "Index": 130}, {"Word": "advance", "Confidence": 0.996, "X1": 0.28827, "Y1": 0.5372, "X2": 0.36735, "Y2": 0.537, "X3": 0.36607, "Y3": 0.5538, "X4": 0.28699, "Y4": 0.5538, "page": 0, "Index": 131}, {"Word": "of", "Confidence": 0.941, "X1": 0.37372, "Y1": 0.5372, "X2": 0.39923, "Y2": 0.537, "X3": 0.39796, "Y3": 0.5538, "X4": 0.37245, "Y4": 0.5538, "page": 0, "Index": 132}, {"Word": "its", "Confidence": 0.742, "X1": 0.40561, "Y1": 0.5372, "X2": 0.44133, "Y2": 0.537, "X3": 0.44005, "Y3": 0.5538, "X4": 0.40434, "Y4": 0.5538, "page": 0, "Index": 133}, {"Word": "March", "Confidence": 0.991, "X1": 0.4477, "Y1": 0.5372, "X2": 0.50255, "Y2": 0.537, "X3": 0.50255, "Y3": 0.5548, "X4": 0.44643, "Y4": 0.5538, "page": 0, "Index": 134}, {"Word": "meeting,", "Confidence": 0.888, "X1": 0.50893, "Y1": 0.5372, "X2": 0.60077, "Y2": 0.537, "X3": 0.60077, "Y3": 0.5548, "X4": 0.50765, "Y4": 0.5548, "page": 0, "Index": 135}, {"Word": "or", "Confidence": 0.997, "X1": 0.60714, "Y1": 0.5382, "X2": 0.63138, "Y2": 0.538, "X3": 0.6301, "Y3": 0.5548, "X4": 0.60587, "Y4": 0.5548, "page": 0, "Index": 136}, {"Word": "by", "Confidence": 0.998, "X1": 0.63903, "Y1": 0.5382, "X2": 0.66327, "Y2": 0.538, "X3": 0.66199, "Y3": 0.5558, "X4": 0.63776, "Y4": 0.5548, "page": 0, "Index": 137}, {"Word": "April", "Confidence": 0.993, "X1": 0.66964, "Y1": 0.5382, "X2": 0.72704, "Y2": 0.538, "X3": 0.72577, "Y3": 0.5558, "X4": 0.66837, "Y4": 0.5558, "page": 0, "Index": 138}, {"Word": "15th,", "Confidence": 0.996, "X1": 0.73469, "Y1": 0.5392, "X2": 0.79337, "Y2": 0.539, "X3": 0.79209, "Y3": 0.5558, "X4": 0.73342, "Y4": 0.5558, "page": 0, "Index": 139}, {"Word": "for", "Confidence": 0.998, "X1": 0.79847, "Y1": 0.5402, "X2": 0.83291, "Y2": 0.54, "X3": 0.83163, "Y3": 0.5568, "X4": 0.79719, "Y4": 0.5558, "page": 0, "Index": 140}, {"Word": "con-", "Confidence": 0.901, "X1": 0.84184, "Y1": 0.5402, "X2": 0.88776, "Y2": 0.54, "X3": 0.88648, "Y3": 0.5568, "X4": 0.84056, "Y4": 0.5568, "page": 0, "Index": 141}, {"Word": "sideration", "Confidence": 0.668, "X1": 0.15179, "Y1": 0.5522, "X2": 0.25893, "Y2": 0.552, "X3": 0.25893, "Y3": 0.5688, "X4": 0.15051, "Y4": 0.5688, "page": 0, "Index": 142}, {"Word": "at", "Confidence": 0.998, "X1": 0.26658, "Y1": 0.5522, "X2": 0.29209, "Y2": 0.552, "X3": 0.29209, "Y3": 0.5688, "X4": 0.26658, "Y4": 0.5688, "page": 0, "Index": 143}, {"Word": "the", "Confidence": 0.998, "X1": 0.29974, "Y1": 0.5522, "X2": 0.33418, "Y2": 0.552, "X3": 0.33291, "Y3": 0.5698, "X4": 0.29974, "Y4": 0.5688, "page": 0, "Index": 144}, {"Word": "May", "Confidence": 0.652, "X1": 0.34056, "Y1": 0.5522, "X2": 0.37628, "Y2": 0.552, "X3": 0.37628, "Y3": 0.5698, "X4": 0.33929, "Y4": 0.5698, "page": 0, "Index": 145}, {"Word": "meeting.", "Confidence": 0.992, "X1": 0.38265, "Y1": 0.5532, "X2": 0.47449, "Y2": 0.553, "X3": 0.47321, "Y3": 0.5698, "X4": 0.38265, "Y4": 0.5698, "page": 0, "Index": 146}, {"Word": "In", "Confidence": 0.998, "X1": 0.4898, "Y1": 0.5532, "X2": 0.51403, "Y2": 0.553, "X3": 0.51276, "Y3": 0.5708, "X4": 0.4898, "Y4": 0.5708, "page": 0, "Index": 147}, {"Word": "order", "Confidence": 0.997, "X1": 0.52168, "Y1": 0.5532, "X2": 0.57908, "Y2": 0.553, "X3": 0.57781, "Y3": 0.5708, "X4": 0.52041, "Y4": 0.5708, "page": 0, "Index": 148}, {"Word": "to", "Confidence": 0.993, "X1": 0.58673, "Y1": 0.5542, "X2": 0.60969, "Y2": 0.554, "X3": 0.60842, "Y3": 0.5708, "X4": 0.58546, "Y4": 0.5708, "page": 0, "Index": 149}, {"Word": "plan", "Confidence": 0.97, "X1": 0.61607, "Y1": 0.5542, "X2": 0.66327, "Y2": 0.554, "X3": 0.66199, "Y3": 0.5718, "X4": 0.6148, "Y4": 0.5708, "page": 0, "Index": 150}, {"Word": "effectively,", "Confidence": 0.909, "X1": 0.67092, "Y1": 0.5562, "X2": 0.8023, "Y2": 0.556, "X3": 0.79974, "Y3": 0.5728, "X4": 0.66964, "Y4": 0.5718, "page": 0, "Index": 151}, {"Word": "early", "Confidence": 0.968, "X1": 0.80867, "Y1": 0.5572, "X2": 0.8648, "Y2": 0.557, "X3": 0.86352, "Y3": 0.5728, "X4": 0.80612, "Y4": 0.5728, "page": 0, "Index": 152}, {"Word": "action", "Confidence": 0.86, "X1": 0.15051, "Y1": 0.5682, "X2": 0.21684, "Y2": 0.568, "X3": 0.21684, "Y3": 0.5858, "X4": 0.15051, "Y4": 0.5858, "page": 0, "Index": 153}, {"Word": "on", "Confidence": 0.995, "X1": 0.22321, "Y1": 0.5682, "X2": 0.24872, "Y2": 0.568, "X3": 0.24872, "Y3": 0.5858, "X4": 0.22321, "Y4": 0.5858, "page": 0, "Index": 154}, {"Word": "renewal", "Confidence": 0.906, "X1": 0.2551, "Y1": 0.5682, "X2": 0.33418, "Y2": 0.568, "X3": 0.33291, "Y3": 0.5858, "X4": 0.2551, "Y4": 0.5858, "page": 0, "Index": 155}, {"Word": "applications", "Confidence": 0.856, "X1": 0.34184, "Y1": 0.5682, "X2": 0.47449, "Y2": 0.568, "X3": 0.47321, "Y3": 0.5858, "X4": 0.34184, "Y4": 0.5858, "page": 0, "Index": 156}, {"Word": "is", "Confidence": 0.997, "X1": 0.47959, "Y1": 0.5682, "X2": 0.5051, "Y2": 0.568, "X3": 0.50383, "Y3": 0.5868, "X4": 0.47832, "Y4": 0.5858, "page": 0, "Index": 157}, {"Word": "desirable.", "Confidence": 0.659, "X1": 0.51148, "Y1": 0.5692, "X2": 0.62117, "Y2": 0.569, "X3": 0.6199, "Y3": 0.5868, "X4": 0.5102, "Y4": 0.5868, "page": 0, "Index": 158}, {"Word": "Sincerely", "Confidence": 0.667, "X1": 0.63903, "Y1": 0.6182, "X2": 0.73724, "Y2": 0.618, "X3": 0.73597, "Y3": 0.6358, "X4": 0.63776, "Y4": 0.6338, "page": 0, "Index": 159}, {"Word": "yours,", "Confidence": 0.662, "X1": 0.74235, "Y1": 0.6192, "X2": 0.81122, "Y2": 0.619, "X3": 0.81122, "Y3": 0.6368, "X4": 0.74235, "Y4": 0.6358, "page": 0, "Index": 160}, {"Word": "RCH:tih", "Confidence": 0.886, "X1": 0.14923, "Y1": 0.6612, "X2": 0.22577, "Y2": 0.661, "X3": 0.22577, "Y3": 0.6788, "X4": 0.14923, "Y4": 0.6788, "page": 0, "Index": 161}, {"Word": "Robert", "Confidence": 0.993, "X1": 0.63903, "Y1": 0.6652, "X2": 0.70408, "Y2": 0.665, "X3": 0.70281, "Y3": 0.6808, "X4": 0.63776, "Y4": 0.6808, "page": 0, "Index": 162}, {"Word": "C.", "Confidence": 0.955, "X1": 0.71046, "Y1": 0.6652, "X2": 0.73597, "Y2": 0.665, "X3": 0.73469, "Y3": 0.6808, "X4": 0.70918, "Y4": 0.6808, "page": 0, "Index": 163}, {"Word": "Hockett,", "Confidence": 0.849, "X1": 0.74362, "Y1": 0.6662, "X2": 0.83291, "Y2": 0.666, "X3": 0.83163, "Y3": 0.6818, "X4": 0.74235, "Y4": 0.6808, "page": 0, "Index": 164}, {"Word": "Ph.D.", "Confidence": 0.881, "X1": 0.83929, "Y1": 0.6662, "X2": 0.89541, "Y2": 0.666, "X3": 0.89541, "Y3": 0.6818, "X4": 0.83801, "Y4": 0.6818, "page": 0, "Index": 165}, {"Word": "enclosure", "Confidence": 0.951, "X1": 0.14923, "Y1": 0.6792, "X2": 0.25, "Y2": 0.679, "X3": 0.25, "Y3": 0.6968, "X4": 0.14923, "Y4": 0.6968, "page": 0, "Index": 166}, {"Word": "Associate", "Confidence": 0.581, "X1": 0.63648, "Y1": 0.6812, "X2": 0.73469, "Y2": 0.681, "X3": 0.73469, "Y3": 0.6978, "X4": 0.63648, "Y4": 0.6978, "page": 0, "Index": 167}, {"Word": "Scientific", "Confidence": 0.846, "X1": 0.74107, "Y1": 0.6812, "X2": 0.85204, "Y2": 0.681, "X3": 0.85077, "Y3": 0.6978, "X4": 0.74107, "Y4": 0.6978, "page": 0, "Index": 168}, {"Word": "Director", "Confidence": 0.905, "X1": 0.85714, "Y1": 0.6822, "X2": 0.9477, "Y2": 0.682, "X3": 0.9477, "Y3": 0.6998, "X4": 0.85714, "Y4": 0.6978, "page": 0, "Index": 169}]}	"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"
ffpp0041	0	{"lines_data": [{"Word": "JOHN WILEY & SONS, INC ., PUBLISHERS", "Confidence": 0.98043, "X1": 0.36316, "Y1": 0.0062, "X2": 0.81579, "Y2": 0.006, "X3": 0.81579, "Y3": 0.0228, "X4": 0.36316, "Y4": 0.0228, "page": 0}, {"Word": "EASTERN DISTRIBUTION CENTER", "Confidence": 0.94533, "X1": 0.36053, "Y1": 0.0212, "X2": 0.61974, "Y2": 0.021, "X3": 0.61974, "Y3": 0.0338, "X4": 0.36053, "Y4": 0.0318, "page": 0}, {"Word": "W", "Confidence": 0.943, "X1": 0.29211, "Y1": 0.0122, "X2": 0.34079, "Y2": 0.012, "X3": 0.33816, "Y3": 0.0438, "X4": 0.28947, "Y4": 0.0418, "page": 0}, {"Word": "ONE WILEY DRIVE, SOMERSET. N.J. 68873 [2011 469-4400", "Confidence": 0.65, "X1": 0.36053, "Y1": 0.0312, "X2": 0.68816, "Y2": 0.031, "X3": 0.68816, "Y3": 0.0418, "X4": 0.36053, "Y4": 0.0428, "page": 0}, {"Word": "TELEX: 833-434 CABLE: JONWILE", "Confidence": 0.651, "X1": 0.36184, "Y1": 0.0402, "X2": 0.56184, "Y2": 0.04, "X3": 0.56184, "Y3": 0.0518, "X4": 0.36184, "Y4": 0.0508, "page": 0}, {"Word": "THANK YOU FOR ORDERING A WILEY BOOK.", "Confidence": 0.98914, "X1": 0.42368, "Y1": 0.0802, "X2": 0.72237, "Y2": 0.08, "X3": 0.72237, "Y3": 0.0938, "X4": 0.42368, "Y4": 0.0948, "page": 0}, {"Word": "RETAIL CUSTOMER SERVICE", "Confidence": 0.803, "X1": 0.49079, "Y1": 0.1132, "X2": 0.66053, "Y2": 0.113, "X3": 0.66053, "Y3": 0.1268, "X4": 0.49079, "Y4": 0.1278, "page": 0}, {"Word": "OUR TELEPHONE NUMBER IS (201) 469-4400. WHEN TELEPHONING ABOUT YOUR", "Confidence": 0.9634, "X1": 0.30132, "Y1": 0.1522, "X2": 0.83947, "Y2": 0.152, "X3": 0.83947, "Y3": 0.1668, "X4": 0.30132, "Y4": 0.1658, "page": 0}, {"Word": "ORDER OR FOR INFORMATION, PLEASE CALL BETWEEN 8:30 A.M. AND 4:30 P.M.", "Confidence": 0.957, "X1": 0.31316, "Y1": 0.1732, "X2": 0.83553, "Y2": 0.173, "X3": 0.83553, "Y3": 0.1878, "X4": 0.31316, "Y4": 0.1878, "page": 0}, {"Word": ". E.S.T ., MONDAY THROUGH FRIDAY AND ASK FOR THE RETAIL CUSTOMER SERVICE", "Confidence": 0.94054, "X1": 0.29211, "Y1": 0.1952, "X2": 0.83947, "Y2": 0.195, "X3": 0.83947, "Y3": 0.2098, "X4": 0.29211, "Y4": 0.2088, "page": 0}, {"Word": "-", "Confidence": 0.837, "X1": 0.94211, "Y1": 0.2212, "X2": 0.94211, "Y2": 0.221, "X3": 0.93026, "Y3": 0.2208, "X4": 0.93026, "Y4": 0.1978, "page": 0}, {"Word": "DEPARTMENT. SORRY, WE DO NOT ACCEPT COLLECT CALLS.", "Confidence": 0.98262, "X1": 0.31053, "Y1": 0.2162, "X2": 0.69737, "Y2": 0.216, "X3": 0.69737, "Y3": 0.2308, "X4": 0.31053, "Y4": 0.2308, "page": 0}, {"Word": ":", "Confidence": 0.493, "X1": 0.76447, "Y1": 0.2352, "X2": 0.78026, "Y2": 0.235, "X3": 0.77895, "Y3": 0.2448, "X4": 0.76316, "Y4": 0.2448, "page": 0}, {"Word": "WHEN WRITING TO RETAIL CUSTOMER SERVICE, PLEASE REFER TO THE INVOICE", "Confidence": 0.98873, "X1": 0.31184, "Y1": 0.2482, "X2": 0.83947, "Y2": 0.248, "X3": 0.83947, "Y3": 0.2638, "X4": 0.31184, "Y4": 0.2648, "page": 0}, {"Word": "NUMBER AND DATE WHICH IS OUTLINED. IN RED ON THE LEFT HAND SIDE OF", "Confidence": 0.95607, "X1": 0.30921, "Y1": 0.2702, "X2": 0.83947, "Y2": 0.27, "X3": 0.83947, "Y3": 0.2838, "X4": 0.30921, "Y4": 0.2838, "page": 0}, {"Word": "YOUR INVOICE.", "Confidence": 0.951, "X1": 0.31184, "Y1": 0.2912, "X2": 0.41184, "Y2": 0.291, "X3": 0.41184, "Y3": 0.3038, "X4": 0.31184, "Y4": 0.3048, "page": 0}, {"Word": "RETURNS", "Confidence": 0.991, "X1": 0.54474, "Y1": 0.3452, "X2": 0.60921, "Y2": 0.345, "X3": 0.60921, "Y3": 0.3578, "X4": 0.54474, "Y4": 0.3568, "page": 0}, {"Word": "SHOULD YOU WISH TO RETURN YOUR PURCHASE, PLEASE DO THIS: :", "Confidence": 0.92891, "X1": 0.31053, "Y1": 0.3772, "X2": 0.77237, "Y2": 0.377, "X3": 0.77237, "Y3": 0.3928, "X4": 0.31053, "Y4": 0.3938, "page": 0}, {"Word": "A. PACK BOOKS SECURELY IN. A STURDY BOX USING STRONG TAPE.", "Confidence": 0.98264, "X1": 0.31053, "Y1": 0.3982, "X2": 0.75395, "Y2": 0.398, "X3": 0.75395, "Y3": 0.4128, "X4": 0.31053, "Y4": 0.4128, "page": 0}, {"Word": "B. BE SURE POSTAGE IS PREPAID. WE SUGGEST THAT THE PACKAGE BE INSURED.", "Confidence": 0.98208, "X1": 0.31053, "Y1": 0.4192, "X2": 0.83816, "Y2": 0.419, "X3": 0.83816, "Y3": 0.4348, "X4": 0.31053, "Y4": 0.4338, "page": 0}, {"Word": "C. ENCLOSE A COPY OF THE INVOICE AND ANY ADDITIONAL INFORMATION YOU", "Confidence": 0.97, "X1": 0.31184, "Y1": 0.4402, "X2": 0.83947, "Y2": 0.44, "X3": 0.83947, "Y3": 0.4568, "X4": 0.31184, "Y4": 0.4568, "page": 0}, {"Word": "FEEL IS NECESSARY.", "Confidence": 0.90533, "X1": 0.32632, "Y1": 0.4632, "X2": 0.46184, "Y2": 0.463, "X3": 0.46184, "Y3": 0.4758, "X4": 0.32632, "Y4": 0.4758, "page": 0}, {"Word": "PLEASE INCLUDE AN INVOICE COPY", "Confidence": 0.9944, "X1": 0.29868, "Y1": 0.5022, "X2": 0.59868, "Y2": 0.502, "X3": 0.59868, "Y3": 0.5178, "X4": 0.29868, "Y4": 0.5188, "page": 0}, {"Word": "REMINDER", "Confidence": 0.995, "X1": 0.62237, "Y1": 0.4852, "X2": 0.84342, "Y2": 0.485, "X3": 0.84342, "Y3": 0.5138, "X4": 0.62237, "Y4": 0.5138, "page": 0}, {"Word": "WITH YOUR PAYMENT OR RETURN", "Confidence": 0.9932, "X1": 0.29211, "Y1": 0.5182, "X2": 0.59474, "Y2": 0.518, "X3": 0.59474, "Y3": 0.5348, "X4": 0.29211, "Y4": 0.5348, "page": 0}, {"Word": ":", "Confidence": 0.981, "X1": 0.75658, "Y1": 0.5792, "X2": 0.77105, "Y2": 0.579, "X3": 0.77105, "Y3": 0.5888, "X4": 0.75658, "Y4": 0.5888, "page": 0}, {"Word": "NEW YORK", "Confidence": 0.793, "X1": 0.33947, "Y1": 0.5932, "X2": 0.40921, "Y2": 0.593, "X3": 0.40921, "Y3": 0.6038, "X4": 0.33947, "Y4": 0.6038, "page": 0}, {"Word": "SALT LAKE CITY LONDON BRISBANE. TORONTO SOMERSET, N.J.", "Confidence": 0.75538, "X1": 0.41053, "Y1": 0.5922, "X2": 0.81184, "Y2": 0.592, "X3": 0.81184, "Y3": 0.6048, "X4": 0.41053, "Y4": 0.6038, "page": 0}, {"Word": "--", "Confidence": 0.851, "X1": 0.16842, "Y1": 0.6232, "X2": 0.22368, "Y2": 0.623, "X3": 0.22368, "Y3": 0.6318, "X4": 0.16842, "Y4": 0.6318, "page": 0}], "words_data": [{"Word": "JOHN", "Confidence": 0.987, "X1": 0.36447, "Y1": 0.0082, "X2": 0.42105, "Y2": 0.008, "X3": 0.42105, "Y3": 0.0218, "X4": 0.36447, "Y4": 0.0208, "page": 0, "Index": 0}, {"Word": "WILEY", "Confidence": 0.994, "X1": 0.43026, "Y1": 0.0082, "X2": 0.49868, "Y2": 0.008, "X3": 0.49868, "Y3": 0.0228, "X4": 0.43026, "Y4": 0.0218, "page": 0, "Index": 1}, {"Word": "&", "Confidence": 0.98, "X1": 0.50526, "Y1": 0.0072, "X2": 0.51842, "Y2": 0.007, "X3": 0.51842, "Y3": 0.0228, "X4": 0.50526, "Y4": 0.0228, "page": 0, "Index": 2}, {"Word": "SONS,", "Confidence": 0.955, "X1": 0.525, "Y1": 0.0072, "X2": 0.59737, "Y2": 0.007, "X3": 0.59737, "Y3": 0.0238, "X4": 0.525, "Y4": 0.0228, "page": 0, "Index": 3}, {"Word": "INC", "Confidence": 0.998, "X1": 0.60132, "Y1": 0.0072, "X2": 0.63947, "Y2": 0.007, "X3": 0.63947, "Y3": 0.0238, "X4": 0.60132, "Y4": 0.0238, "page": 0, "Index": 4}, {"Word": ".,", "Confidence": 0.958, "X1": 0.64342, "Y1": 0.0072, "X2": 0.65789, "Y2": 0.007, "X3": 0.65789, "Y3": 0.0238, "X4": 0.64342, "Y4": 0.0238, "page": 0, "Index": 5}, {"Word": "PUBLISHERS", "Confidence": 0.991, "X1": 0.66184, "Y1": 0.0062, "X2": 0.80921, "Y2": 0.006, "X3": 0.80921, "Y3": 0.0228, "X4": 0.66184, "Y4": 0.0238, "page": 0, "Index": 6}, {"Word": "EASTERN", "Confidence": 0.953, "X1": 0.36184, "Y1": 0.0212, "X2": 0.42895, "Y2": 0.021, "X3": 0.42895, "Y3": 0.0328, "X4": 0.36184, "Y4": 0.0328, "page": 0, "Index": 7}, {"Word": "DISTRIBUTION", "Confidence": 0.886, "X1": 0.43553, "Y1": 0.0222, "X2": 0.53684, "Y2": 0.022, "X3": 0.53684, "Y3": 0.0328, "X4": 0.43553, "Y4": 0.0328, "page": 0, "Index": 8}, {"Word": "CENTER", "Confidence": 0.997, "X1": 0.54474, "Y1": 0.0222, "X2": 0.60395, "Y2": 0.022, "X3": 0.60395, "Y3": 0.0338, "X4": 0.54474, "Y4": 0.0328, "page": 0, "Index": 9}, {"Word": "W", "Confidence": 0.943, "X1": 0.29211, "Y1": 0.0112, "X2": 0.31842, "Y2": 0.011, "X3": 0.31711, "Y3": 0.0428, "X4": 0.28947, "Y4": 0.0418, "page": 0, "Index": 10}, {"Word": "ONE", "Confidence": 0.385, "X1": 0.36184, "Y1": 0.0322, "X2": 0.38684, "Y2": 0.032, "X3": 0.38684, "Y3": 0.0428, "X4": 0.36184, "Y4": 0.0428, "page": 0, "Index": 11}, {"Word": "WILEY", "Confidence": 0.958, "X1": 0.39079, "Y1": 0.0322, "X2": 0.42763, "Y2": 0.032, "X3": 0.42632, "Y3": 0.0428, "X4": 0.39079, "Y4": 0.0428, "page": 0, "Index": 12}, {"Word": "DRIVE,", "Confidence": 0.724, "X1": 0.43026, "Y1": 0.0322, "X2": 0.46842, "Y2": 0.032, "X3": 0.46842, "Y3": 0.0428, "X4": 0.42895, "Y4": 0.0428, "page": 0, "Index": 13}, {"Word": "SOMERSET.", "Confidence": 0.639, "X1": 0.47105, "Y1": 0.0322, "X2": 0.53553, "Y2": 0.032, "X3": 0.53553, "Y3": 0.0428, "X4": 0.47105, "Y4": 0.0428, "page": 0, "Index": 14}, {"Word": "N.J.", "Confidence": 0.63, "X1": 0.53816, "Y1": 0.0322, "X2": 0.56053, "Y2": 0.032, "X3": 0.55921, "Y3": 0.0428, "X4": 0.53816, "Y4": 0.0428, "page": 0, "Index": 15}, {"Word": "68873", "Confidence": 0.601, "X1": 0.56316, "Y1": 0.0322, "X2": 0.59737, "Y2": 0.032, "X3": 0.59605, "Y3": 0.0428, "X4": 0.56184, "Y4": 0.0428, "page": 0, "Index": 16}, {"Word": "[2011", "Confidence": 0.619, "X1": 0.60395, "Y1": 0.0322, "X2": 0.63158, "Y2": 0.032, "X3": 0.63026, "Y3": 0.0418, "X4": 0.60263, "Y4": 0.0428, "page": 0, "Index": 17}, {"Word": "469-4400", "Confidence": 0.644, "X1": 0.63421, "Y1": 0.0312, "X2": 0.68421, "Y2": 0.031, "X3": 0.68289, "Y3": 0.0418, "X4": 0.63289, "Y4": 0.0418, "page": 0, "Index": 18}, {"Word": "TELEX:", "Confidence": 0.981, "X1": 0.36316, "Y1": 0.0402, "X2": 0.40132, "Y2": 0.04, "X3": 0.40132, "Y3": 0.0508, "X4": 0.36316, "Y4": 0.0518, "page": 0, "Index": 19}, {"Word": "833-434", "Confidence": 0.848, "X1": 0.40395, "Y1": 0.0402, "X2": 0.44868, "Y2": 0.04, "X3": 0.44868, "Y3": 0.0508, "X4": 0.40395, "Y4": 0.0508, "page": 0, "Index": 20}, {"Word": "CABLE:", "Confidence": 0.666, "X1": 0.45132, "Y1": 0.0412, "X2": 0.49474, "Y2": 0.041, "X3": 0.49474, "Y3": 0.0508, "X4": 0.45132, "Y4": 0.0508, "page": 0, "Index": 21}, {"Word": "JONWILE", "Confidence": 0.109, "X1": 0.49737, "Y1": 0.0422, "X2": 0.54737, "Y2": 0.042, "X3": 0.54737, "Y3": 0.0508, "X4": 0.49737, "Y4": 0.0508, "page": 0, "Index": 22}, {"Word": "THANK", "Confidence": 0.994, "X1": 0.42632, "Y1": 0.0812, "X2": 0.47237, "Y2": 0.081, "X3": 0.47237, "Y3": 0.0948, "X4": 0.42632, "Y4": 0.0948, "page": 0, "Index": 23}, {"Word": "YOU", "Confidence": 0.991, "X1": 0.47632, "Y1": 0.0812, "X2": 0.50658, "Y2": 0.081, "X3": 0.50658, "Y3": 0.0948, "X4": 0.47632, "Y4": 0.0948, "page": 0, "Index": 24}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.51053, "Y1": 0.0812, "X2": 0.53816, "Y2": 0.081, "X3": 0.53816, "Y3": 0.0948, "X4": 0.51053, "Y4": 0.0948, "page": 0, "Index": 25}, {"Word": "ORDERING", "Confidence": 0.995, "X1": 0.54211, "Y1": 0.0812, "X2": 0.61053, "Y2": 0.081, "X3": 0.61053, "Y3": 0.0948, "X4": 0.54211, "Y4": 0.0948, "page": 0, "Index": 26}, {"Word": "A", "Confidence": 0.991, "X1": 0.61447, "Y1": 0.0812, "X2": 0.625, "Y2": 0.081, "X3": 0.625, "Y3": 0.0948, "X4": 0.61447, "Y4": 0.0948, "page": 0, "Index": 27}, {"Word": "WILEY", "Confidence": 0.997, "X1": 0.63158, "Y1": 0.0812, "X2": 0.67368, "Y2": 0.081, "X3": 0.67368, "Y3": 0.0948, "X4": 0.63158, "Y4": 0.0948, "page": 0, "Index": 28}, {"Word": "BOOK.", "Confidence": 0.958, "X1": 0.67632, "Y1": 0.0812, "X2": 0.72368, "Y2": 0.081, "X3": 0.72368, "Y3": 0.0948, "X4": 0.67632, "Y4": 0.0948, "page": 0, "Index": 29}, {"Word": "RETAIL", "Confidence": 0.454, "X1": 0.49211, "Y1": 0.1152, "X2": 0.53289, "Y2": 0.115, "X3": 0.53158, "Y3": 0.1268, "X4": 0.49079, "Y4": 0.1268, "page": 0, "Index": 30}, {"Word": "CUSTOMER", "Confidence": 0.964, "X1": 0.53553, "Y1": 0.1142, "X2": 0.60526, "Y2": 0.114, "X3": 0.60395, "Y3": 0.1268, "X4": 0.53553, "Y4": 0.1268, "page": 0, "Index": 31}, {"Word": "SERVICE", "Confidence": 0.991, "X1": 0.60789, "Y1": 0.1142, "X2": 0.65921, "Y2": 0.114, "X3": 0.65921, "Y3": 0.1278, "X4": 0.60658, "Y4": 0.1268, "page": 0, "Index": 32}, {"Word": "OUR", "Confidence": 0.992, "X1": 0.30921, "Y1": 0.1522, "X2": 0.34079, "Y2": 0.152, "X3": 0.34079, "Y3": 0.1668, "X4": 0.31053, "Y4": 0.1668, "page": 0, "Index": 33}, {"Word": "TELEPHONE", "Confidence": 0.991, "X1": 0.34342, "Y1": 0.1522, "X2": 0.41842, "Y2": 0.152, "X3": 0.41974, "Y3": 0.1668, "X4": 0.34474, "Y4": 0.1668, "page": 0, "Index": 34}, {"Word": "NUMBER", "Confidence": 0.994, "X1": 0.42237, "Y1": 0.1522, "X2": 0.47763, "Y2": 0.152, "X3": 0.47895, "Y3": 0.1658, "X4": 0.42368, "Y4": 0.1668, "page": 0, "Index": 35}, {"Word": "IS", "Confidence": 0.849, "X1": 0.48158, "Y1": 0.1522, "X2": 0.49474, "Y2": 0.152, "X3": 0.49474, "Y3": 0.1658, "X4": 0.48289, "Y4": 0.1658, "page": 0, "Index": 36}, {"Word": "(201)", "Confidence": 0.955, "X1": 0.49868, "Y1": 0.1522, "X2": 0.53421, "Y2": 0.152, "X3": 0.53553, "Y3": 0.1668, "X4": 0.49868, "Y4": 0.1658, "page": 0, "Index": 37}, {"Word": "469-4400.", "Confidence": 0.886, "X1": 0.53816, "Y1": 0.1522, "X2": 0.6, "Y2": 0.152, "X3": 0.60132, "Y3": 0.1668, "X4": 0.53947, "Y4": 0.1668, "page": 0, "Index": 38}, {"Word": "WHEN", "Confidence": 0.991, "X1": 0.60395, "Y1": 0.1522, "X2": 0.64605, "Y2": 0.152, "X3": 0.64605, "Y3": 0.1668, "X4": 0.60395, "Y4": 0.1668, "page": 0, "Index": 39}, {"Word": "TELEPHONING", "Confidence": 0.991, "X1": 0.65132, "Y1": 0.1522, "X2": 0.74079, "Y2": 0.152, "X3": 0.74079, "Y3": 0.1668, "X4": 0.65132, "Y4": 0.1668, "page": 0, "Index": 40}, {"Word": "ABOUT", "Confidence": 0.994, "X1": 0.74737, "Y1": 0.1522, "X2": 0.79342, "Y2": 0.152, "X3": 0.79342, "Y3": 0.1668, "X4": 0.74737, "Y4": 0.1668, "page": 0, "Index": 41}, {"Word": "YOUR", "Confidence": 0.991, "X1": 0.79737, "Y1": 0.1522, "X2": 0.83684, "Y2": 0.152, "X3": 0.83553, "Y3": 0.1668, "X4": 0.79737, "Y4": 0.1668, "page": 0, "Index": 42}, {"Word": "ORDER", "Confidence": 0.996, "X1": 0.31316, "Y1": 0.1742, "X2": 0.35526, "Y2": 0.174, "X3": 0.35526, "Y3": 0.1878, "X4": 0.31316, "Y4": 0.1878, "page": 0, "Index": 43}, {"Word": "OR", "Confidence": 0.998, "X1": 0.35921, "Y1": 0.1742, "X2": 0.38026, "Y2": 0.174, "X3": 0.38026, "Y3": 0.1878, "X4": 0.35921, "Y4": 0.1878, "page": 0, "Index": 44}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.38289, "Y1": 0.1742, "X2": 0.41053, "Y2": 0.174, "X3": 0.41053, "Y3": 0.1878, "X4": 0.38289, "Y4": 0.1878, "page": 0, "Index": 45}, {"Word": "INFORMATION,", "Confidence": 0.762, "X1": 0.41447, "Y1": 0.1742, "X2": 0.50921, "Y2": 0.174, "X3": 0.50921, "Y3": 0.1878, "X4": 0.41447, "Y4": 0.1878, "page": 0, "Index": 46}, {"Word": "PLEASE", "Confidence": 0.991, "X1": 0.51316, "Y1": 0.1742, "X2": 0.56184, "Y2": 0.174, "X3": 0.56184, "Y3": 0.1878, "X4": 0.51316, "Y4": 0.1878, "page": 0, "Index": 47}, {"Word": "CALL", "Confidence": 0.986, "X1": 0.56579, "Y1": 0.1742, "X2": 0.59868, "Y2": 0.174, "X3": 0.59868, "Y3": 0.1878, "X4": 0.56579, "Y4": 0.1878, "page": 0, "Index": 48}, {"Word": "BETWEEN", "Confidence": 0.991, "X1": 0.60263, "Y1": 0.1742, "X2": 0.66184, "Y2": 0.174, "X3": 0.66184, "Y3": 0.1878, "X4": 0.60263, "Y4": 0.1878, "page": 0, "Index": 49}, {"Word": "8:30", "Confidence": 0.981, "X1": 0.66711, "Y1": 0.1742, "X2": 0.69605, "Y2": 0.174, "X3": 0.69605, "Y3": 0.1878, "X4": 0.66711, "Y4": 0.1878, "page": 0, "Index": 50}, {"Word": "A.M.", "Confidence": 0.815, "X1": 0.7, "Y1": 0.1742, "X2": 0.73289, "Y2": 0.174, "X3": 0.73289, "Y3": 0.1878, "X4": 0.7, "Y4": 0.1878, "page": 0, "Index": 51}, {"Word": "AND", "Confidence": 0.994, "X1": 0.73684, "Y1": 0.1742, "X2": 0.76711, "Y2": 0.174, "X3": 0.76711, "Y3": 0.1878, "X4": 0.73684, "Y4": 0.1878, "page": 0, "Index": 52}, {"Word": "4:30", "Confidence": 0.991, "X1": 0.77237, "Y1": 0.1742, "X2": 0.80132, "Y2": 0.174, "X3": 0.80132, "Y3": 0.1878, "X4": 0.77237, "Y4": 0.1878, "page": 0, "Index": 53}, {"Word": "P.M.", "Confidence": 0.981, "X1": 0.80526, "Y1": 0.1742, "X2": 0.83553, "Y2": 0.174, "X3": 0.83553, "Y3": 0.1888, "X4": 0.80526, "Y4": 0.1878, "page": 0, "Index": 54}, {"Word": ".", "Confidence": 0.68, "X1": 0.29342, "Y1": 0.1962, "X2": 0.30395, "Y2": 0.196, "X3": 0.30395, "Y3": 0.2078, "X4": 0.29342, "Y4": 0.2078, "page": 0, "Index": 55}, {"Word": "-", "Confidence": 0.837, "X1": 0.94211, "Y1": 0.2022, "X2": 0.94211, "Y2": 0.202, "X3": 0.93026, "Y3": 0.2018, "X4": 0.93026, "Y4": 0.1968, "page": 0, "Index": 56}, {"Word": "E.S.T", "Confidence": 0.753, "X1": 0.31053, "Y1": 0.1962, "X2": 0.33553, "Y2": 0.196, "X3": 0.33553, "Y3": 0.2088, "X4": 0.31053, "Y4": 0.2078, "page": 0, "Index": 57}, {"Word": ".,", "Confidence": 0.886, "X1": 0.33816, "Y1": 0.1962, "X2": 0.34737, "Y2": 0.196, "X3": 0.34868, "Y3": 0.2088, "X4": 0.33947, "Y4": 0.2088, "page": 0, "Index": 58}, {"Word": "MONDAY", "Confidence": 0.995, "X1": 0.35132, "Y1": 0.1962, "X2": 0.41184, "Y2": 0.196, "X3": 0.41184, "Y3": 0.2088, "X4": 0.35132, "Y4": 0.2088, "page": 0, "Index": 59}, {"Word": "THROUGH", "Confidence": 0.958, "X1": 0.41579, "Y1": 0.1952, "X2": 0.47895, "Y2": 0.195, "X3": 0.47895, "Y3": 0.2098, "X4": 0.41579, "Y4": 0.2088, "page": 0, "Index": 60}, {"Word": "FRIDAY", "Confidence": 0.995, "X1": 0.48421, "Y1": 0.1952, "X2": 0.53158, "Y2": 0.195, "X3": 0.53158, "Y3": 0.2098, "X4": 0.48421, "Y4": 0.2098, "page": 0, "Index": 61}, {"Word": "AND", "Confidence": 0.998, "X1": 0.53553, "Y1": 0.1952, "X2": 0.56579, "Y2": 0.195, "X3": 0.56579, "Y3": 0.2098, "X4": 0.53553, "Y4": 0.2098, "page": 0, "Index": 62}, {"Word": "ASK", "Confidence": 0.991, "X1": 0.56974, "Y1": 0.1952, "X2": 0.59605, "Y2": 0.195, "X3": 0.59605, "Y3": 0.2098, "X4": 0.56974, "Y4": 0.2098, "page": 0, "Index": 63}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.59868, "Y1": 0.1952, "X2": 0.62763, "Y2": 0.195, "X3": 0.62763, "Y3": 0.2098, "X4": 0.6, "Y4": 0.2098, "page": 0, "Index": 64}, {"Word": "THE", "Confidence": 0.994, "X1": 0.63158, "Y1": 0.1952, "X2": 0.65789, "Y2": 0.195, "X3": 0.65789, "Y3": 0.2098, "X4": 0.63158, "Y4": 0.2098, "page": 0, "Index": 65}, {"Word": "RETAIL", "Confidence": 0.993, "X1": 0.66053, "Y1": 0.1962, "X2": 0.70526, "Y2": 0.196, "X3": 0.70526, "Y3": 0.2098, "X4": 0.66053, "Y4": 0.2098, "page": 0, "Index": 66}, {"Word": "CUSTOMER", "Confidence": 0.991, "X1": 0.70789, "Y1": 0.1962, "X2": 0.77895, "Y2": 0.196, "X3": 0.77895, "Y3": 0.2098, "X4": 0.70789, "Y4": 0.2098, "page": 0, "Index": 67}, {"Word": "SERVICE", "Confidence": 0.995, "X1": 0.78289, "Y1": 0.1972, "X2": 0.83684, "Y2": 0.197, "X3": 0.83684, "Y3": 0.2098, "X4": 0.78289, "Y4": 0.2098, "page": 0, "Index": 68}, {"Word": "DEPARTMENT.", "Confidence": 0.991, "X1": 0.31053, "Y1": 0.2172, "X2": 0.39737, "Y2": 0.217, "X3": 0.39737, "Y3": 0.2318, "X4": 0.31053, "Y4": 0.2308, "page": 0, "Index": 69}, {"Word": "SORRY,", "Confidence": 0.903, "X1": 0.4, "Y1": 0.2172, "X2": 0.44868, "Y2": 0.217, "X3": 0.44737, "Y3": 0.2318, "X4": 0.4, "Y4": 0.2318, "page": 0, "Index": 70}, {"Word": "WE", "Confidence": 0.998, "X1": 0.45132, "Y1": 0.2172, "X2": 0.475, "Y2": 0.217, "X3": 0.47368, "Y3": 0.2318, "X4": 0.45132, "Y4": 0.2318, "page": 0, "Index": 71}, {"Word": "DO", "Confidence": 0.998, "X1": 0.47763, "Y1": 0.2172, "X2": 0.49868, "Y2": 0.217, "X3": 0.49868, "Y3": 0.2318, "X4": 0.47763, "Y4": 0.2318, "page": 0, "Index": 72}, {"Word": "NOT", "Confidence": 0.998, "X1": 0.50395, "Y1": 0.2172, "X2": 0.53421, "Y2": 0.217, "X3": 0.53421, "Y3": 0.2318, "X4": 0.50395, "Y4": 0.2318, "page": 0, "Index": 73}, {"Word": "ACCEPT", "Confidence": 0.991, "X1": 0.53816, "Y1": 0.2172, "X2": 0.58816, "Y2": 0.217, "X3": 0.58816, "Y3": 0.2318, "X4": 0.53816, "Y4": 0.2318, "page": 0, "Index": 74}, {"Word": "COLLECT", "Confidence": 0.991, "X1": 0.59211, "Y1": 0.2172, "X2": 0.65, "Y2": 0.217, "X3": 0.64868, "Y3": 0.2318, "X4": 0.59211, "Y4": 0.2318, "page": 0, "Index": 75}, {"Word": "CALLS.", "Confidence": 0.991, "X1": 0.65263, "Y1": 0.2172, "X2": 0.69868, "Y2": 0.217, "X3": 0.69737, "Y3": 0.2318, "X4": 0.65263, "Y4": 0.2318, "page": 0, "Index": 76}, {"Word": ":", "Confidence": 0.493, "X1": 0.77105, "Y1": 0.2352, "X2": 0.77895, "Y2": 0.235, "X3": 0.77895, "Y3": 0.2448, "X4": 0.77105, "Y4": 0.2448, "page": 0, "Index": 77}, {"Word": "WHEN", "Confidence": 0.981, "X1": 0.31316, "Y1": 0.2492, "X2": 0.35132, "Y2": 0.249, "X3": 0.35132, "Y3": 0.2648, "X4": 0.31184, "Y4": 0.2658, "page": 0, "Index": 78}, {"Word": "WRITING", "Confidence": 0.991, "X1": 0.35658, "Y1": 0.2492, "X2": 0.41316, "Y2": 0.249, "X3": 0.41184, "Y3": 0.2648, "X4": 0.35658, "Y4": 0.2648, "page": 0, "Index": 79}, {"Word": "TO", "Confidence": 0.998, "X1": 0.41711, "Y1": 0.2492, "X2": 0.43553, "Y2": 0.249, "X3": 0.43553, "Y3": 0.2648, "X4": 0.41711, "Y4": 0.2648, "page": 0, "Index": 80}, {"Word": "RETAIL", "Confidence": 0.991, "X1": 0.44211, "Y1": 0.2492, "X2": 0.48684, "Y2": 0.249, "X3": 0.48684, "Y3": 0.2638, "X4": 0.44079, "Y4": 0.2638, "page": 0, "Index": 81}, {"Word": "CUSTOMER", "Confidence": 0.994, "X1": 0.49079, "Y1": 0.2492, "X2": 0.56184, "Y2": 0.249, "X3": 0.56184, "Y3": 0.2638, "X4": 0.49079, "Y4": 0.2638, "page": 0, "Index": 82}, {"Word": "SERVICE,", "Confidence": 0.943, "X1": 0.56579, "Y1": 0.2492, "X2": 0.62368, "Y2": 0.249, "X3": 0.62237, "Y3": 0.2628, "X4": 0.56579, "Y4": 0.2638, "page": 0, "Index": 83}, {"Word": "PLEASE", "Confidence": 0.995, "X1": 0.62763, "Y1": 0.2492, "X2": 0.675, "Y2": 0.249, "X3": 0.675, "Y3": 0.2628, "X4": 0.62632, "Y4": 0.2628, "page": 0, "Index": 84}, {"Word": "REFER", "Confidence": 0.994, "X1": 0.67895, "Y1": 0.2492, "X2": 0.71974, "Y2": 0.249, "X3": 0.71974, "Y3": 0.2628, "X4": 0.67895, "Y4": 0.2628, "page": 0, "Index": 85}, {"Word": "TO", "Confidence": 0.998, "X1": 0.72368, "Y1": 0.2492, "X2": 0.74342, "Y2": 0.249, "X3": 0.74342, "Y3": 0.2628, "X4": 0.72368, "Y4": 0.2628, "page": 0, "Index": 86}, {"Word": "THE", "Confidence": 0.997, "X1": 0.75, "Y1": 0.2492, "X2": 0.77763, "Y2": 0.249, "X3": 0.77763, "Y3": 0.2628, "X4": 0.75, "Y4": 0.2628, "page": 0, "Index": 87}, {"Word": "INVOICE", "Confidence": 0.994, "X1": 0.78158, "Y1": 0.2492, "X2": 0.83684, "Y2": 0.249, "X3": 0.83684, "Y3": 0.2628, "X4": 0.78158, "Y4": 0.2628, "page": 0, "Index": 88}, {"Word": "NUMBER", "Confidence": 0.993, "X1": 0.31053, "Y1": 0.2712, "X2": 0.36711, "Y2": 0.271, "X3": 0.36579, "Y3": 0.2848, "X4": 0.31053, "Y4": 0.2848, "page": 0, "Index": 89}, {"Word": "AND", "Confidence": 0.998, "X1": 0.37105, "Y1": 0.2712, "X2": 0.40132, "Y2": 0.271, "X3": 0.4, "Y3": 0.2848, "X4": 0.36974, "Y4": 0.2848, "page": 0, "Index": 90}, {"Word": "DATE", "Confidence": 0.943, "X1": 0.40658, "Y1": 0.2712, "X2": 0.44342, "Y2": 0.271, "X3": 0.44211, "Y3": 0.2848, "X4": 0.40526, "Y4": 0.2848, "page": 0, "Index": 91}, {"Word": "WHICH", "Confidence": 0.982, "X1": 0.44605, "Y1": 0.2702, "X2": 0.49211, "Y2": 0.27, "X3": 0.49211, "Y3": 0.2848, "X4": 0.44605, "Y4": 0.2848, "page": 0, "Index": 92}, {"Word": "IS", "Confidence": 0.994, "X1": 0.49737, "Y1": 0.2702, "X2": 0.51316, "Y2": 0.27, "X3": 0.51184, "Y3": 0.2848, "X4": 0.49737, "Y4": 0.2848, "page": 0, "Index": 93}, {"Word": "OUTLINED.", "Confidence": 0.621, "X1": 0.51579, "Y1": 0.2702, "X2": 0.58289, "Y2": 0.27, "X3": 0.58158, "Y3": 0.2848, "X4": 0.51579, "Y4": 0.2848, "page": 0, "Index": 94}, {"Word": "IN", "Confidence": 0.992, "X1": 0.58553, "Y1": 0.2702, "X2": 0.60395, "Y2": 0.27, "X3": 0.60263, "Y3": 0.2848, "X4": 0.58553, "Y4": 0.2848, "page": 0, "Index": 95}, {"Word": "RED", "Confidence": 0.998, "X1": 0.60789, "Y1": 0.2702, "X2": 0.63421, "Y2": 0.27, "X3": 0.63421, "Y3": 0.2848, "X4": 0.60658, "Y4": 0.2848, "page": 0, "Index": 96}, {"Word": "ON", "Confidence": 0.997, "X1": 0.63947, "Y1": 0.2702, "X2": 0.66184, "Y2": 0.27, "X3": 0.66053, "Y3": 0.2848, "X4": 0.63947, "Y4": 0.2848, "page": 0, "Index": 97}, {"Word": "THE", "Confidence": 0.994, "X1": 0.66842, "Y1": 0.2702, "X2": 0.69474, "Y2": 0.27, "X3": 0.69342, "Y3": 0.2848, "X4": 0.66711, "Y4": 0.2848, "page": 0, "Index": 98}, {"Word": "LEFT", "Confidence": 0.898, "X1": 0.69868, "Y1": 0.2712, "X2": 0.73158, "Y2": 0.271, "X3": 0.73026, "Y3": 0.2848, "X4": 0.69737, "Y4": 0.2848, "page": 0, "Index": 99}, {"Word": "HAND", "Confidence": 0.99, "X1": 0.73553, "Y1": 0.2712, "X2": 0.77632, "Y2": 0.271, "X3": 0.775, "Y3": 0.2838, "X4": 0.73421, "Y4": 0.2848, "page": 0, "Index": 100}, {"Word": "SIDE", "Confidence": 0.987, "X1": 0.78026, "Y1": 0.2712, "X2": 0.81053, "Y2": 0.271, "X3": 0.81053, "Y3": 0.2838, "X4": 0.77895, "Y4": 0.2838, "page": 0, "Index": 101}, {"Word": "OF", "Confidence": 0.998, "X1": 0.81579, "Y1": 0.2712, "X2": 0.83947, "Y2": 0.271, "X3": 0.83816, "Y3": 0.2838, "X4": 0.81447, "Y4": 0.2838, "page": 0, "Index": 102}, {"Word": "YOUR", "Confidence": 0.994, "X1": 0.31316, "Y1": 0.2922, "X2": 0.34868, "Y2": 0.292, "X3": 0.34868, "Y3": 0.3048, "X4": 0.31184, "Y4": 0.3048, "page": 0, "Index": 103}, {"Word": "INVOICE.", "Confidence": 0.908, "X1": 0.35395, "Y1": 0.2922, "X2": 0.41316, "Y2": 0.292, "X3": 0.41184, "Y3": 0.3048, "X4": 0.35395, "Y4": 0.3048, "page": 0, "Index": 104}, {"Word": "RETURNS", "Confidence": 0.991, "X1": 0.54605, "Y1": 0.3462, "X2": 0.60395, "Y2": 0.346, "X3": 0.60395, "Y3": 0.3578, "X4": 0.54605, "Y4": 0.3578, "page": 0, "Index": 105}, {"Word": "SHOULD", "Confidence": 0.993, "X1": 0.31184, "Y1": 0.3802, "X2": 0.36316, "Y2": 0.38, "X3": 0.36316, "Y3": 0.3928, "X4": 0.31184, "Y4": 0.3918, "page": 0, "Index": 106}, {"Word": "YOU", "Confidence": 0.995, "X1": 0.36842, "Y1": 0.3792, "X2": 0.39868, "Y2": 0.379, "X3": 0.39737, "Y3": 0.3928, "X4": 0.36842, "Y4": 0.3928, "page": 0, "Index": 107}, {"Word": "WISH", "Confidence": 0.991, "X1": 0.40263, "Y1": 0.3792, "X2": 0.43816, "Y2": 0.379, "X3": 0.43684, "Y3": 0.3938, "X4": 0.40132, "Y4": 0.3928, "page": 0, "Index": 108}, {"Word": "TO", "Confidence": 0.998, "X1": 0.44211, "Y1": 0.3792, "X2": 0.46053, "Y2": 0.379, "X3": 0.46053, "Y3": 0.3938, "X4": 0.44079, "Y4": 0.3938, "page": 0, "Index": 109}, {"Word": "RETURN", "Confidence": 0.995, "X1": 0.46579, "Y1": 0.3792, "X2": 0.51711, "Y2": 0.379, "X3": 0.51579, "Y3": 0.3938, "X4": 0.46579, "Y4": 0.3938, "page": 0, "Index": 110}, {"Word": "YOUR", "Confidence": 0.993, "X1": 0.52237, "Y1": 0.3792, "X2": 0.55921, "Y2": 0.379, "X3": 0.55789, "Y3": 0.3938, "X4": 0.52105, "Y4": 0.3938, "page": 0, "Index": 111}, {"Word": "PURCHASE,", "Confidence": 0.991, "X1": 0.56316, "Y1": 0.3782, "X2": 0.63553, "Y2": 0.378, "X3": 0.63421, "Y3": 0.3938, "X4": 0.56184, "Y4": 0.3938, "page": 0, "Index": 112}, {"Word": "PLEASE", "Confidence": 0.996, "X1": 0.63947, "Y1": 0.3782, "X2": 0.68684, "Y2": 0.378, "X3": 0.68684, "Y3": 0.3938, "X4": 0.63816, "Y4": 0.3938, "page": 0, "Index": 113}, {"Word": "DO", "Confidence": 0.998, "X1": 0.69079, "Y1": 0.3782, "X2": 0.71316, "Y2": 0.378, "X3": 0.71184, "Y3": 0.3928, "X4": 0.69079, "Y4": 0.3938, "page": 0, "Index": 114}, {"Word": "THIS:", "Confidence": 0.993, "X1": 0.71974, "Y1": 0.3782, "X2": 0.75132, "Y2": 0.378, "X3": 0.75, "Y3": 0.3928, "X4": 0.71842, "Y4": 0.3928, "page": 0, "Index": 115}, {"Word": ":", "Confidence": 0.275, "X1": 0.75526, "Y1": 0.3782, "X2": 0.76579, "Y2": 0.378, "X3": 0.76579, "Y3": 0.3928, "X4": 0.75395, "Y4": 0.3928, "page": 0, "Index": 116}, {"Word": "A.", "Confidence": 0.993, "X1": 0.31184, "Y1": 0.4002, "X2": 0.32632, "Y2": 0.4, "X3": 0.32632, "Y3": 0.4128, "X4": 0.31184, "Y4": 0.4128, "page": 0, "Index": 117}, {"Word": "PACK", "Confidence": 0.988, "X1": 0.33026, "Y1": 0.3992, "X2": 0.36579, "Y2": 0.399, "X3": 0.36579, "Y3": 0.4128, "X4": 0.33026, "Y4": 0.4128, "page": 0, "Index": 118}, {"Word": "BOOKS", "Confidence": 0.982, "X1": 0.36974, "Y1": 0.3992, "X2": 0.41447, "Y2": 0.399, "X3": 0.41447, "Y3": 0.4138, "X4": 0.36974, "Y4": 0.4128, "page": 0, "Index": 119}, {"Word": "SECURELY", "Confidence": 0.992, "X1": 0.41842, "Y1": 0.3992, "X2": 0.48289, "Y2": 0.399, "X3": 0.48289, "Y3": 0.4138, "X4": 0.41842, "Y4": 0.4138, "page": 0, "Index": 120}, {"Word": "IN.", "Confidence": 0.926, "X1": 0.48684, "Y1": 0.3992, "X2": 0.50395, "Y2": 0.399, "X3": 0.50395, "Y3": 0.4138, "X4": 0.48684, "Y4": 0.4138, "page": 0, "Index": 121}, {"Word": "A", "Confidence": 0.994, "X1": 0.50789, "Y1": 0.3992, "X2": 0.51842, "Y2": 0.399, "X3": 0.51842, "Y3": 0.4138, "X4": 0.50789, "Y4": 0.4138, "page": 0, "Index": 122}, {"Word": "STURDY", "Confidence": 0.996, "X1": 0.52368, "Y1": 0.3992, "X2": 0.575, "Y2": 0.399, "X3": 0.575, "Y3": 0.4138, "X4": 0.52368, "Y4": 0.4138, "page": 0, "Index": 123}, {"Word": "BOX", "Confidence": 0.998, "X1": 0.57895, "Y1": 0.3992, "X2": 0.60789, "Y2": 0.399, "X3": 0.60789, "Y3": 0.4138, "X4": 0.57895, "Y4": 0.4138, "page": 0, "Index": 124}, {"Word": "USING", "Confidence": 0.997, "X1": 0.61316, "Y1": 0.3992, "X2": 0.65395, "Y2": 0.399, "X3": 0.65395, "Y3": 0.4138, "X4": 0.61316, "Y4": 0.4138, "page": 0, "Index": 125}, {"Word": "STRONG", "Confidence": 0.996, "X1": 0.65789, "Y1": 0.3992, "X2": 0.71053, "Y2": 0.399, "X3": 0.71053, "Y3": 0.4138, "X4": 0.65789, "Y4": 0.4138, "page": 0, "Index": 126}, {"Word": "TAPE.", "Confidence": 0.947, "X1": 0.71579, "Y1": 0.4002, "X2": 0.75395, "Y2": 0.4, "X3": 0.75395, "Y3": 0.4138, "X4": 0.71579, "Y4": 0.4138, "page": 0, "Index": 127}, {"Word": "B.", "Confidence": 0.992, "X1": 0.31184, "Y1": 0.4212, "X2": 0.32368, "Y2": 0.421, "X3": 0.32237, "Y3": 0.4338, "X4": 0.31184, "Y4": 0.4338, "page": 0, "Index": 128}, {"Word": "BE", "Confidence": 0.995, "X1": 0.32763, "Y1": 0.4212, "X2": 0.34474, "Y2": 0.421, "X3": 0.34474, "Y3": 0.4338, "X4": 0.32632, "Y4": 0.4338, "page": 0, "Index": 129}, {"Word": "SURE", "Confidence": 0.982, "X1": 0.34868, "Y1": 0.4202, "X2": 0.38289, "Y2": 0.42, "X3": 0.38158, "Y3": 0.4348, "X4": 0.34868, "Y4": 0.4338, "page": 0, "Index": 130}, {"Word": "POSTAGE", "Confidence": 0.995, "X1": 0.38684, "Y1": 0.4202, "X2": 0.44605, "Y2": 0.42, "X3": 0.44474, "Y3": 0.4348, "X4": 0.38553, "Y4": 0.4348, "page": 0, "Index": 131}, {"Word": "IS", "Confidence": 0.994, "X1": 0.45, "Y1": 0.4202, "X2": 0.46316, "Y2": 0.42, "X3": 0.46184, "Y3": 0.4348, "X4": 0.44868, "Y4": 0.4348, "page": 0, "Index": 132}, {"Word": "PREPAID.", "Confidence": 0.886, "X1": 0.46579, "Y1": 0.4192, "X2": 0.52632, "Y2": 0.419, "X3": 0.525, "Y3": 0.4348, "X4": 0.46579, "Y4": 0.4348, "page": 0, "Index": 133}, {"Word": "WE", "Confidence": 0.983, "X1": 0.52895, "Y1": 0.4192, "X2": 0.55132, "Y2": 0.419, "X3": 0.55132, "Y3": 0.4348, "X4": 0.52895, "Y4": 0.4348, "page": 0, "Index": 134}, {"Word": "SUGGEST", "Confidence": 0.991, "X1": 0.55526, "Y1": 0.4192, "X2": 0.61579, "Y2": 0.419, "X3": 0.61579, "Y3": 0.4348, "X4": 0.55526, "Y4": 0.4348, "page": 0, "Index": 135}, {"Word": "THAT", "Confidence": 0.988, "X1": 0.61974, "Y1": 0.4202, "X2": 0.65526, "Y2": 0.42, "X3": 0.65526, "Y3": 0.4348, "X4": 0.61974, "Y4": 0.4348, "page": 0, "Index": 136}, {"Word": "THE", "Confidence": 0.995, "X1": 0.65921, "Y1": 0.4202, "X2": 0.68421, "Y2": 0.42, "X3": 0.68421, "Y3": 0.4348, "X4": 0.65921, "Y4": 0.4348, "page": 0, "Index": 137}, {"Word": "PACKAGE", "Confidence": 0.994, "X1": 0.68816, "Y1": 0.4202, "X2": 0.75, "Y2": 0.42, "X3": 0.75, "Y3": 0.4348, "X4": 0.68816, "Y4": 0.4348, "page": 0, "Index": 138}, {"Word": "BE", "Confidence": 0.981, "X1": 0.75395, "Y1": 0.4202, "X2": 0.77237, "Y2": 0.42, "X3": 0.77105, "Y3": 0.4348, "X4": 0.75395, "Y4": 0.4348, "page": 0, "Index": 139}, {"Word": "INSURED.", "Confidence": 0.991, "X1": 0.77632, "Y1": 0.4212, "X2": 0.83816, "Y2": 0.421, "X3": 0.83684, "Y3": 0.4348, "X4": 0.775, "Y4": 0.4348, "page": 0, "Index": 140}, {"Word": "C.", "Confidence": 0.93, "X1": 0.31316, "Y1": 0.4422, "X2": 0.325, "Y2": 0.442, "X3": 0.325, "Y3": 0.4558, "X4": 0.31316, "Y4": 0.4558, "page": 0, "Index": 141}, {"Word": "ENCLOSE", "Confidence": 0.995, "X1": 0.32895, "Y1": 0.4422, "X2": 0.38553, "Y2": 0.442, "X3": 0.38553, "Y3": 0.4558, "X4": 0.32895, "Y4": 0.4558, "page": 0, "Index": 142}, {"Word": "A", "Confidence": 0.998, "X1": 0.39079, "Y1": 0.4422, "X2": 0.40132, "Y2": 0.442, "X3": 0.40132, "Y3": 0.4568, "X4": 0.39079, "Y4": 0.4558, "page": 0, "Index": 143}, {"Word": "COPY", "Confidence": 0.986, "X1": 0.40526, "Y1": 0.4412, "X2": 0.44211, "Y2": 0.441, "X3": 0.44211, "Y3": 0.4568, "X4": 0.40526, "Y4": 0.4568, "page": 0, "Index": 144}, {"Word": "OF", "Confidence": 0.998, "X1": 0.44605, "Y1": 0.4412, "X2": 0.46711, "Y2": 0.441, "X3": 0.46711, "Y3": 0.4568, "X4": 0.44605, "Y4": 0.4568, "page": 0, "Index": 145}, {"Word": "THE", "Confidence": 0.994, "X1": 0.47105, "Y1": 0.4412, "X2": 0.49474, "Y2": 0.441, "X3": 0.49474, "Y3": 0.4568, "X4": 0.47105, "Y4": 0.4568, "page": 0, "Index": 146}, {"Word": "INVOICE", "Confidence": 0.846, "X1": 0.5, "Y1": 0.4412, "X2": 0.55395, "Y2": 0.441, "X3": 0.55395, "Y3": 0.4568, "X4": 0.49868, "Y4": 0.4568, "page": 0, "Index": 147}, {"Word": "AND", "Confidence": 0.998, "X1": 0.55789, "Y1": 0.4412, "X2": 0.58816, "Y2": 0.441, "X3": 0.58816, "Y3": 0.4568, "X4": 0.55789, "Y4": 0.4568, "page": 0, "Index": 148}, {"Word": "ANY", "Confidence": 0.991, "X1": 0.59211, "Y1": 0.4412, "X2": 0.62368, "Y2": 0.441, "X3": 0.62368, "Y3": 0.4568, "X4": 0.59211, "Y4": 0.4568, "page": 0, "Index": 149}, {"Word": "ADDITIONAL", "Confidence": 0.955, "X1": 0.62763, "Y1": 0.4412, "X2": 0.70526, "Y2": 0.441, "X3": 0.70526, "Y3": 0.4568, "X4": 0.62763, "Y4": 0.4568, "page": 0, "Index": 150}, {"Word": "INFORMATION", "Confidence": 0.958, "X1": 0.70921, "Y1": 0.4412, "X2": 0.8, "Y2": 0.441, "X3": 0.8, "Y3": 0.4568, "X4": 0.70921, "Y4": 0.4568, "page": 0, "Index": 151}, {"Word": "YOU", "Confidence": 0.991, "X1": 0.80526, "Y1": 0.4412, "X2": 0.83684, "Y2": 0.441, "X3": 0.83684, "Y3": 0.4568, "X4": 0.80395, "Y4": 0.4568, "page": 0, "Index": 152}, {"Word": "FEEL", "Confidence": 0.988, "X1": 0.32763, "Y1": 0.4632, "X2": 0.35921, "Y2": 0.463, "X3": 0.35921, "Y3": 0.4758, "X4": 0.32763, "Y4": 0.4768, "page": 0, "Index": 153}, {"Word": "IS", "Confidence": 0.911, "X1": 0.36184, "Y1": 0.4632, "X2": 0.37763, "Y2": 0.463, "X3": 0.37763, "Y3": 0.4758, "X4": 0.36184, "Y4": 0.4758, "page": 0, "Index": 154}, {"Word": "NECESSARY.", "Confidence": 0.817, "X1": 0.38026, "Y1": 0.4632, "X2": 0.46184, "Y2": 0.463, "X3": 0.46184, "Y3": 0.4768, "X4": 0.38026, "Y4": 0.4758, "page": 0, "Index": 155}, {"Word": "REMINDER", "Confidence": 0.995, "X1": 0.62368, "Y1": 0.4862, "X2": 0.83289, "Y2": 0.486, "X3": 0.83289, "Y3": 0.5148, "X4": 0.62237, "Y4": 0.5128, "page": 0, "Index": 156}, {"Word": "PLEASE", "Confidence": 0.996, "X1": 0.3, "Y1": 0.5032, "X2": 0.35921, "Y2": 0.503, "X3": 0.35921, "Y3": 0.5188, "X4": 0.3, "Y4": 0.5188, "page": 0, "Index": 157}, {"Word": "INCLUDE", "Confidence": 0.995, "X1": 0.36316, "Y1": 0.5032, "X2": 0.43684, "Y2": 0.503, "X3": 0.43684, "Y3": 0.5188, "X4": 0.36316, "Y4": 0.5188, "page": 0, "Index": 158}, {"Word": "AN", "Confidence": 0.998, "X1": 0.44079, "Y1": 0.5032, "X2": 0.46447, "Y2": 0.503, "X3": 0.46447, "Y3": 0.5188, "X4": 0.44079, "Y4": 0.5188, "page": 0, "Index": 159}, {"Word": "INVOICE", "Confidence": 0.995, "X1": 0.47105, "Y1": 0.5032, "X2": 0.54211, "Y2": 0.503, "X3": 0.54079, "Y3": 0.5188, "X4": 0.46974, "Y4": 0.5188, "page": 0, "Index": 160}, {"Word": "COPY", "Confidence": 0.988, "X1": 0.54605, "Y1": 0.5032, "X2": 0.59211, "Y2": 0.503, "X3": 0.59079, "Y3": 0.5188, "X4": 0.54605, "Y4": 0.5188, "page": 0, "Index": 161}, {"Word": "WITH", "Confidence": 0.993, "X1": 0.3, "Y1": 0.5182, "X2": 0.34737, "Y2": 0.518, "X3": 0.34737, "Y3": 0.5348, "X4": 0.3, "Y4": 0.5348, "page": 0, "Index": 162}, {"Word": "YOUR", "Confidence": 0.981, "X1": 0.35263, "Y1": 0.5182, "X2": 0.40132, "Y2": 0.518, "X3": 0.4, "Y3": 0.5348, "X4": 0.35132, "Y4": 0.5348, "page": 0, "Index": 163}, {"Word": "PAYMENT", "Confidence": 0.997, "X1": 0.40526, "Y1": 0.5182, "X2": 0.48816, "Y2": 0.518, "X3": 0.48684, "Y3": 0.5348, "X4": 0.40395, "Y4": 0.5348, "page": 0, "Index": 164}, {"Word": "OR", "Confidence": 0.998, "X1": 0.49342, "Y1": 0.5182, "X2": 0.51842, "Y2": 0.518, "X3": 0.51711, "Y3": 0.5358, "X4": 0.49211, "Y4": 0.5348, "page": 0, "Index": 165}, {"Word": "RETURN", "Confidence": 0.997, "X1": 0.52237, "Y1": 0.5182, "X2": 0.59211, "Y2": 0.518, "X3": 0.59079, "Y3": 0.5358, "X4": 0.52105, "Y4": 0.5358, "page": 0, "Index": 166}, {"Word": ":", "Confidence": 0.981, "X1": 0.75921, "Y1": 0.5782, "X2": 0.76842, "Y2": 0.578, "X3": 0.76842, "Y3": 0.5888, "X4": 0.75921, "Y4": 0.5888, "page": 0, "Index": 167}, {"Word": "NEW", "Confidence": 0.652, "X1": 0.34079, "Y1": 0.5942, "X2": 0.36316, "Y2": 0.594, "X3": 0.36316, "Y3": 0.6038, "X4": 0.34079, "Y4": 0.6038, "page": 0, "Index": 168}, {"Word": "YORK", "Confidence": 0.934, "X1": 0.37105, "Y1": 0.5942, "X2": 0.4, "Y2": 0.594, "X3": 0.39868, "Y3": 0.6038, "X4": 0.36974, "Y4": 0.6038, "page": 0, "Index": 169}, {"Word": "SALT", "Confidence": 0.485, "X1": 0.41447, "Y1": 0.5922, "X2": 0.44342, "Y2": 0.592, "X3": 0.44342, "Y3": 0.6038, "X4": 0.41447, "Y4": 0.6038, "page": 0, "Index": 170}, {"Word": "LAKE", "Confidence": 0.869, "X1": 0.44737, "Y1": 0.5922, "X2": 0.47895, "Y2": 0.592, "X3": 0.47895, "Y3": 0.6048, "X4": 0.44737, "Y4": 0.6038, "page": 0, "Index": 171}, {"Word": "CITY", "Confidence": 0.884, "X1": 0.48158, "Y1": 0.5922, "X2": 0.51053, "Y2": 0.592, "X3": 0.51053, "Y3": 0.6048, "X4": 0.48158, "Y4": 0.6048, "page": 0, "Index": 172}, {"Word": "LONDON", "Confidence": 0.645, "X1": 0.52237, "Y1": 0.5922, "X2": 0.56974, "Y2": 0.592, "X3": 0.56974, "Y3": 0.6048, "X4": 0.52237, "Y4": 0.6048, "page": 0, "Index": 173}, {"Word": "BRISBANE.", "Confidence": 0.65, "X1": 0.58289, "Y1": 0.5922, "X2": 0.64868, "Y2": 0.592, "X3": 0.64868, "Y3": 0.6048, "X4": 0.58289, "Y4": 0.6048, "page": 0, "Index": 174}, {"Word": "TORONTO", "Confidence": 0.883, "X1": 0.65526, "Y1": 0.5922, "X2": 0.70526, "Y2": 0.592, "X3": 0.70526, "Y3": 0.6048, "X4": 0.65526, "Y4": 0.6048, "page": 0, "Index": 175}, {"Word": "SOMERSET,", "Confidence": 0.774, "X1": 0.71974, "Y1": 0.5932, "X2": 0.78421, "Y2": 0.593, "X3": 0.78421, "Y3": 0.6048, "X4": 0.71974, "Y4": 0.6048, "page": 0, "Index": 176}, {"Word": "N.J.", "Confidence": 0.853, "X1": 0.78684, "Y1": 0.5932, "X2": 0.81184, "Y2": 0.593, "X3": 0.81184, "Y3": 0.6038, "X4": 0.78684, "Y4": 0.6038, "page": 0, "Index": 177}, {"Word": "--", "Confidence": 0.851, "X1": 0.17105, "Y1": 0.6242, "X2": 0.20526, "Y2": 0.624, "X3": 0.20395, "Y3": 0.6318, "X4": 0.16974, "Y4": 0.6318, "page": 0, "Index": 178}]}	"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"
ffmg0046	0	{"lines_data": [{"Word": "HARTFORD, CONN.", "Confidence": 0.983, "X1": 0.10381, "Y1": 0.0482, "X2": 0.24573, "Y2": 0.048, "X3": 0.24442, "Y3": 0.0608, "X4": 0.10381, "Y4": 0.0598, "page": 0}, {"Word": "TIMES", "Confidence": 0.621, "X1": 0.15375, "Y1": 0.0612, "X2": 0.19974, "Y2": 0.061, "X3": 0.19974, "Y3": 0.0708, "X4": 0.15375, "Y4": 0.0698, "page": 0}, {"Word": "- D. 133 31) -", "Confidence": 0.816, "X1": 0.11827, "Y1": 0.0732, "X2": 0.23522, "Y2": 0.073, "X3": 0.23522, "Y3": 0.0838, "X4": 0.11827, "Y4": 0.0838, "page": 0}, {"Word": "MAX 4 1967", "Confidence": 0.81267, "X1": 0.11301, "Y1": 0.1132, "X2": 0.23653, "Y2": 0.113, "X3": 0.23653, "Y3": 0.1278, "X4": 0.11301, "Y4": 0.1288, "page": 0}, {"Word": "Sewing up a big cash crop", "Confidence": 0.93067, "X1": 0.33509, "Y1": 0.4932, "X2": 0.60841, "Y2": 0.493, "X3": 0.60841, "Y3": 0.5148, "X4": 0.33509, "Y4": 0.5138, "page": 0}, {"Word": ".. . last step before hanging up zich Connecticut Valley tobacco that wraps the finest of elgars.", "Confidence": 0.86412, "X1": 0.12352, "Y1": 0.5172, "X2": 0.8042, "Y2": 0.517, "X3": 0.8042, "Y3": 0.5348, "X4": 0.12352, "Y4": 0.5328, "page": 0}, {"Word": "After Cuban Battle", "Confidence": 0.99333, "X1": 0.06176, "Y1": 0.5432, "X2": 0.34166, "Y2": 0.543, "X3": 0.34166, "Y3": 0.5648, "X4": 0.06176, "Y4": 0.5648, "page": 0}, {"Word": "Putnam Brought Back First Cigars", "Confidence": 0.9956, "X1": 0.12615, "Y1": 0.5752, "X2": 0.86859, "Y2": 0.575, "X3": 0.86859, "Y3": 0.6178, "X4": 0.12615, "Y4": 0.6148, "page": 0}, {"Word": "Early settlers got the tobacco", "Confidence": 0.654, "X1": 0.06702, "Y1": 0.6222, "X2": 0.25756, "Y2": 0.622, "X3": 0.25756, "Y3": 0.6348, "X4": 0.06702, "Y4": 0.6348, "page": 0}, {"Word": "habit from residual Indians but", "Confidence": 0.7062, "X1": 0.05782, "Y1": 0.6332, "X2": 0.25756, "Y2": 0.633, "X3": 0.25756, "Y3": 0.6468, "X4": 0.05782, "Y4": 0.6458, "page": 0}, {"Word": "farmhouse cperations - open d", "Confidence": 0.6856, "X1": 0.6636, "Y1": 0.6372, "X2": 0.86597, "Y2": 0.637, "X3": 0.86597, "Y3": 0.6478, "X4": 0.6636, "Y4": 0.6468, "page": 0}, {"Word": "factory - setually, a group of", "Confidence": 0.88717, "X1": 0.66623, "Y1": 0.6262, "X2": 0.86465, "Y2": 0.626, "X3": 0.86465, "Y3": 0.6388, "X4": 0.66623, "Y4": 0.6378, "page": 0}, {"Word": "It took faraway Cubus tu show", "Confidence": 0.54433, "X1": 0.0565, "Y1": 0.6462, "X2": 0.25756, "Y2": 0.646, "X3": 0.25756, "Y3": 0.6578, "X4": 0.0565, "Y4": 0.6568, "page": 0}, {"Word": "them how to roll their own -", "Confidence": 0.767, "X1": 0.05519, "Y1": 0.6572, "X2": 0.25887, "Y2": 0.657, "X3": 0.25887, "Y3": 0.6678, "X4": 0.05519, "Y4": 0.6668, "page": 0}, {"Word": "shortly after that in Suffield", "Confidence": 0.8554, "X1": 0.6636, "Y1": 0.6472, "X2": 0.86597, "Y2": 0.647, "X3": 0.86597, "Y3": 0.6588, "X4": 0.6636, "Y4": 0.6588, "page": 0}, {"Word": "when women of the trvan. of-", "Confidence": 0.58383, "X1": 0.66491, "Y1": 0.6582, "X2": 0.86597, "Y2": 0.658, "X3": 0.86465, "Y3": 0.6698, "X4": 0.66491, "Y4": 0.6688, "page": 0}, {"Word": "and give Connecticut a un'que", "Confidence": 0.8882, "X1": 0.05388, "Y1": 0.6672, "X2": 0.25756, "Y2": 0.667, "X3": 0.25756, "Y3": 0.6788, "X4": 0.05388, "Y4": 0.6788, "page": 0}, {"Word": "ganized by an enterprising", "Confidence": 0.746, "X1": 0.6636, "Y1": 0.6692, "X2": 0.86465, "Y2": 0.669, "X3": 0.86465, "Y3": 0.6808, "X4": 0.6636, "Y4": 0.6808, "page": 0}, {"Word": "place in the history of the cizar.", "Confidence": 0.79843, "X1": 0.05782, "Y1": 0.6782, "X2": 0.25756, "Y2": 0.678, "X3": 0.25756, "Y3": 0.6888, "X4": 0.05782, "Y4": 0.6888, "page": 0}, {"Word": "Yankee namyl Smog Viels.", "Confidence": 0.28075, "X1": 0.6636, "Y1": 0.6802, "X2": 0.86465, "Y2": 0.68, "X3": 0.86465, "Y3": 0.6918, "X4": 0.6636, "Y4": 0.6888, "page": 0}, {"Word": "Time epar (from \"sik'eh,\"", "Confidence": 0.34325, "X1": 0.06965, "Y1": 0.6892, "X2": 0.25756, "Y2": 0.689, "X3": 0.25756, "Y3": 0.7008, "X4": 0.06965, "Y4": 0.7008, "page": 0}, {"Word": "learned the art of rolling stue-", "Confidence": 0.6075, "X1": 0.6636, "Y1": 0.6902, "X2": 0.86465, "Y2": 0.69, "X3": 0.86465, "Y3": 0.7018, "X4": 0.6636, "Y4": 0.7008, "page": 0}, {"Word": "the May.a word for smoke)", "Confidence": 0.5592, "X1": 0.05782, "Y1": 0.7022, "X2": 0.25624, "Y2": 0.702, "X3": 0.25624, "Y3": 0.7118, "X4": 0.05782, "Y4": 0.7118, "page": 0}, {"Word": "mos from a vis ling Cuban.", "Confidence": 0.73433, "X1": 0.6636, "Y1": 0.7012, "X2": 0.83837, "Y2": 0.701, "X3": 0.83837, "Y3": 0.7118, "X4": 0.6636, "Y4": 0.7118, "page": 0}, {"Word": "was inmdlevd to Conecder", "Confidence": 0.36125, "X1": 0.0565, "Y1": 0.7122, "X2": 0.25756, "Y2": 0.712, "X3": 0.25756, "Y3": 0.7228, "X4": 0.0565, "Y4": 0.7218, "page": 0}, {"Word": "Connecticut tobacco, mean-", "Confidence": 0.65067, "X1": 0.67543, "Y1": 0.7142, "X2": 0.86202, "Y2": 0.714, "X3": 0.86202, "Y3": 0.7258, "X4": 0.67543, "Y4": 0.7238, "page": 0}, {"Word": "In 1762 by a pfe-loving; miltary", "Confidence": 0.495, "X1": 0.05388, "Y1": 0.7232, "X2": 0.25887, "Y2": 0.723, "X3": 0.25887, "Y3": 0.7338, "X4": 0.05388, "Y4": 0.7338, "page": 0}, {"Word": "white, vas beaming importspt", "Confidence": 0.4595, "X1": 0.66491, "Y1": 0.7242, "X2": 0.86465, "Y2": 0.724, "X3": 0.86465, "Y3": 0.7348, "X4": 0.66491, "Y4": 0.7358, "page": 0}, {"Word": "plan ar Fumelime innlataper,", "Confidence": 0.2665, "X1": 0.05782, "Y1": 0.7342, "X2": 0.26018, "Y2": 0.734, "X3": 0.26018, "Y3": 0.7468, "X4": 0.05782, "Y4": 0.7448, "page": 0}, {"Word": "at a crop. Lang grown in gir-", "Confidence": 0.60157, "X1": 0.6636, "Y1": 0.7352, "X2": 0.86465, "Y2": 0.735, "X3": 0.86465, "Y3": 0.7468, "X4": 0.66229, "Y4": 0.7468, "page": 0}, {"Word": "Israr! Puum of Pumfret", "Confidence": 0.4425, "X1": 0.0565, "Y1": 0.7432, "X2": 0.22996, "Y2": 0.743, "X3": 0.22996, "Y3": 0.7538, "X4": 0.0565, "Y4": 0.7538, "page": 0}, {"Word": "den patches for hime cons.mp-", "Confidence": 0.6404, "X1": 0.6636, "Y1": 0.7472, "X2": 0.86334, "Y2": 0.747, "X3": 0.86334, "Y3": 0.7578, "X4": 0.6636, "Y4": 0.7558, "page": 0}, {"Word": "Futnum bed led a Brilich", "Confidence": 0.3656, "X1": 0.0657, "Y1": 0.7542, "X2": 0.25624, "Y2": 0.754, "X3": 0.25624, "Y3": 0.7658, "X4": 0.0657, "Y4": 0.7648, "page": 0}, {"Word": "tinn hradof hogna bring", "Confidence": 0.4285, "X1": 0.66229, "Y1": 0.7562, "X2": 0.86334, "Y2": 0.756, "X3": 0.86334, "Y3": 0.7678, "X4": 0.66229, "Y4": 0.7668, "page": 0}, {"Word": "focca agonist De Spaniards in", "Confidence": 0.3366, "X1": 0.05519, "Y1": 0.7652, "X2": 0.25887, "Y2": 0.765, "X3": 0.25887, "Y3": 0.7768, "X4": 0.05519, "Y4": 0.7758, "page": 0}, {"Word": "grown commercialy in 1225 in", "Confidence": 0.6718, "X1": 0.66097, "Y1": 0.7672, "X2": 0.86334, "Y2": 0.767, "X3": 0.86334, "Y3": 0.7778, "X4": 0.66097, "Y4": 0.7788, "page": 0}, {"Word": "the wrapyalis hwp.lable Cor ..", "Confidence": 0.4116, "X1": 0.66229, "Y1": 0.7772, "X2": 0.86202, "Y2": 0.777, "X3": 0.86202, "Y3": 0.7888, "X4": 0.66229, "Y4": 0.7888, "page": 0}, {"Word": "lag miled warreco ard returned", "Confidence": 0.5318, "X1": 0.05519, "Y1": 0.7872, "X2": 0.26018, "Y2": 0.787, "X3": 0.26018, "Y3": 0.8008, "X4": 0.05519, "Y4": 0.7988, "page": 0}, {"Word": "with firee burro loads of the", "Confidence": 0.898, "X1": 0.0565, "Y1": 0.7982, "X2": 0.25887, "Y2": 0.798, "X3": 0.25887, "Y3": 0.8088, "X4": 0.0565, "Y4": 0.8088, "page": 0}, {"Word": "Fest tobacco was introduced In", "Confidence": 0.407, "X1": 0.66097, "Y1": 0.8002, "X2": 0.86334, "Y2": 0.8, "X3": 0.86334, "Y3": 0.8108, "X4": 0.66097, "Y4": 0.8118, "page": 0}, {"Word": "rowfar gled smokes. Gersis at", "Confidence": 0.6002, "X1": 0.05519, "Y1": 0.8092, "X2": 0.25887, "Y2": 0.809, "X3": 0.25887, "Y3": 0.8218, "X4": 0.05519, "Y4": 0.8208, "page": 0}, {"Word": "the 1375 Strade- grown tabacen", "Confidence": 0.4208, "X1": 0.65966, "Y1": 0.8112, "X2": 0.86465, "Y2": 0.811, "X3": 0.86465, "Y3": 0.8218, "X4": 0.65966, "Y4": 0.8218, "page": 0}, {"Word": "his Porfret tavem put asida", "Confidence": 0.5714, "X1": 0.05519, "Y1": 0.8202, "X2": 0.26018, "Y2": 0.82, "X3": 0.25887, "Y3": 0.8318, "X4": 0.05519, "Y4": 0.8318, "page": 0}, {"Word": "-thin, silk-stroot\u00e0 leswes prized", "Confidence": 0.5125, "X1": 0.66097, "Y1": 0.8222, "X2": 0.86334, "Y2": 0.822, "X3": 0.86334, "Y3": 0.8328, "X4": 0.66097, "Y4": 0.8318, "page": 0}, {"Word": "their clay pipes, tried the", "Confidence": 0.8954, "X1": 0.05519, "Y1": 0.8312, "X2": 0.26018, "Y2": 0.831, "X3": 0.26018, "Y3": 0.8438, "X4": 0.05519, "Y4": 0.8428, "page": 0}, {"Word": "as the outer wrappers of czars", "Confidence": 0.74, "X1": 0.66229, "Y1": 0.8332, "X2": 0.86071, "Y2": 0.833, "X3": 0.86071, "Y3": 0.8438, "X4": 0.66229, "Y4": 0.8438, "page": 0}, {"Word": "hard ogars, Fked them ard", "Confidence": 0.3186, "X1": 0.0565, "Y1": 0.8422, "X2": 0.2615, "Y2": 0.842, "X3": 0.2615, "Y3": 0.8538, "X4": 0.0565, "Y4": 0.8528, "page": 0}, {"Word": "dit:3 from 1398-20.", "Confidence": 0.23467, "X1": 0.66623, "Y1": 0.8432, "X2": 0.79632, "Y2": 0.843, "X3": 0.79632, "Y3": 0.8538, "X4": 0.66623, "Y4": 0.8538, "page": 0}, {"Word": "A weran - Mrz. Frest of", "Confidence": 0.486, "X1": 0.06307, "Y1": 0.8632, "X2": 0.25887, "Y2": 0.863, "X3": 0.25887, "Y3": 0.8768, "X4": 0.06307, "Y4": 0.8758, "page": 0}, {"Word": "between Perthird and Greer-", "Confidence": 0.3395, "X1": 0.66097, "Y1": 0.8652, "X2": 0.86334, "Y2": 0.865, "X3": 0.86334, "Y3": 0.8768, "X4": 0.66097, "Y4": 0.8768, "page": 0}, {"Word": "South Wind: - is craf ted", "Confidence": 0.71767, "X1": 0.05519, "Y1": 0.8742, "X2": 0.25887, "Y2": 0.874, "X3": 0.25887, "Y3": 0.8878, "X4": 0.05519, "Y4": 0.8858, "page": 0}, {"Word": "with making the first American", "Confidence": 0.4156, "X1": 0.05256, "Y1": 0.8862, "X2": 0.25624, "Y2": 0.886, "X3": 0.25624, "Y3": 0.8978, "X4": 0.05256, "Y4": 0.8968, "page": 0}, {"Word": "ISRAEL PUTNAM", "Confidence": 0.825, "X1": 0.30223, "Y1": 0.8912, "X2": 0.42181, "Y2": 0.891, "X3": 0.42181, "Y3": 0.9058, "X4": 0.30092, "Y4": 0.9048, "page": 0}, {"Word": "LOU COHEN", "Confidence": 0.9955, "X1": 0.51248, "Y1": 0.8912, "X2": 0.60841, "Y2": 0.891, "X3": 0.60841, "Y3": 0.9048, "X4": 0.51248, "Y4": 0.9058, "page": 0}, {"Word": "is 1762, and glad he d'd is Hartford's wali-kri an theater", "Confidence": 0.56227, "X1": 0.2707, "Y1": 0.9272, "X2": 0.65177, "Y2": 0.927, "X3": 0.65177, "Y3": 0.9398, "X4": 0.2707, "Y4": 0.9388, "page": 0}, {"Word": "RET, Los Cahier, who is cel !:-- if ser-mithat c ...", "Confidence": 0.31364, "X1": 0.2707, "Y1": 0.9382, "X2": 0.6544, "Y2": 0.938, "X3": 0.6544, "Y3": 0.9528, "X4": 0.2707, "Y4": 0.9528, "page": 0}, {"Word": "TI0001-10", "Confidence": 0.435, "X1": 0.9159, "Y1": 0.9762, "X2": 0.99606, "Y2": 0.976, "X3": 0.99606, "Y3": 0.9888, "X4": 0.9159, "Y4": 0.9888, "page": 0}], "words_data": [{"Word": "HARTFORD,", "Confidence": 0.972, "X1": 0.10644, "Y1": 0.0482, "X2": 0.19054, "Y2": 0.048, "X3": 0.19054, "Y3": 0.0608, "X4": 0.10512, "Y4": 0.0598, "page": 0, "Index": 0}, {"Word": "CONN.", "Confidence": 0.994, "X1": 0.19448, "Y1": 0.0482, "X2": 0.24573, "Y2": 0.048, "X3": 0.24573, "Y3": 0.0608, "X4": 0.19317, "Y4": 0.0608, "page": 0, "Index": 1}, {"Word": "TIMES", "Confidence": 0.621, "X1": 0.15637, "Y1": 0.0622, "X2": 0.19711, "Y2": 0.062, "X3": 0.1958, "Y3": 0.0708, "X4": 0.15506, "Y4": 0.0698, "page": 0, "Index": 2}, {"Word": "-", "Confidence": 0.808, "X1": 0.12484, "Y1": 0.0742, "X2": 0.13272, "Y2": 0.074, "X3": 0.13272, "Y3": 0.0848, "X4": 0.12484, "Y4": 0.0848, "page": 0, "Index": 3}, {"Word": "D.", "Confidence": 0.955, "X1": 0.13929, "Y1": 0.0742, "X2": 0.15769, "Y2": 0.074, "X3": 0.15637, "Y3": 0.0838, "X4": 0.13929, "Y4": 0.0848, "page": 0, "Index": 4}, {"Word": "133", "Confidence": 0.78, "X1": 0.16032, "Y1": 0.0742, "X2": 0.18265, "Y2": 0.074, "X3": 0.18265, "Y3": 0.0838, "X4": 0.159, "Y4": 0.0838, "page": 0, "Index": 5}, {"Word": "31)", "Confidence": 0.631, "X1": 0.1866, "Y1": 0.0742, "X2": 0.21156, "Y2": 0.074, "X3": 0.21025, "Y3": 0.0838, "X4": 0.1866, "Y4": 0.0838, "page": 0, "Index": 6}, {"Word": "-", "Confidence": 0.906, "X1": 0.21682, "Y1": 0.0742, "X2": 0.2247, "Y2": 0.074, "X3": 0.2247, "Y3": 0.0848, "X4": 0.21682, "Y4": 0.0848, "page": 0, "Index": 7}, {"Word": "1967", "Confidence": 0.975, "X1": 0.19317, "Y1": 0.1132, "X2": 0.2339, "Y2": 0.113, "X3": 0.23259, "Y3": 0.1278, "X4": 0.19185, "Y4": 0.1288, "page": 0, "Index": 8}, {"Word": "MAX", "Confidence": 0.597, "X1": 0.11564, "Y1": 0.1142, "X2": 0.15243, "Y2": 0.114, "X3": 0.15112, "Y3": 0.1288, "X4": 0.11432, "Y4": 0.1268, "page": 0, "Index": 9}, {"Word": "4", "Confidence": 0.866, "X1": 0.17608, "Y1": 0.1132, "X2": 0.1866, "Y2": 0.113, "X3": 0.18528, "Y3": 0.1288, "X4": 0.17346, "Y4": 0.1288, "page": 0, "Index": 10}, {"Word": "Sewing", "Confidence": 0.997, "X1": 0.3364, "Y1": 0.4932, "X2": 0.40342, "Y2": 0.493, "X3": 0.4021, "Y3": 0.5148, "X4": 0.33509, "Y4": 0.5148, "page": 0, "Index": 11}, {"Word": "up", "Confidence": 0.993, "X1": 0.40999, "Y1": 0.4932, "X2": 0.43758, "Y2": 0.493, "X3": 0.43627, "Y3": 0.5148, "X4": 0.40867, "Y4": 0.5148, "page": 0, "Index": 12}, {"Word": "a", "Confidence": 0.707, "X1": 0.44284, "Y1": 0.4932, "X2": 0.45992, "Y2": 0.493, "X3": 0.45861, "Y3": 0.5148, "X4": 0.44284, "Y4": 0.5148, "page": 0, "Index": 13}, {"Word": "big", "Confidence": 0.933, "X1": 0.46781, "Y1": 0.4932, "X2": 0.5046, "Y2": 0.493, "X3": 0.50329, "Y3": 0.5148, "X4": 0.46649, "Y4": 0.5148, "page": 0, "Index": 14}, {"Word": "cash", "Confidence": 0.984, "X1": 0.51117, "Y1": 0.4942, "X2": 0.55716, "Y2": 0.494, "X3": 0.55716, "Y3": 0.5148, "X4": 0.50986, "Y4": 0.5148, "page": 0, "Index": 15}, {"Word": "crop", "Confidence": 0.97, "X1": 0.56373, "Y1": 0.4952, "X2": 0.60841, "Y2": 0.495, "X3": 0.6071, "Y3": 0.5148, "X4": 0.56242, "Y4": 0.5148, "page": 0, "Index": 16}, {"Word": "..", "Confidence": 0.998, "X1": 0.12615, "Y1": 0.5172, "X2": 0.13798, "Y2": 0.517, "X3": 0.13666, "Y3": 0.5328, "X4": 0.12484, "Y4": 0.5328, "page": 0, "Index": 17}, {"Word": ".", "Confidence": 0.991, "X1": 0.14323, "Y1": 0.5172, "X2": 0.14717, "Y2": 0.517, "X3": 0.14586, "Y3": 0.5328, "X4": 0.1406, "Y4": 0.5328, "page": 0, "Index": 18}, {"Word": "last", "Confidence": 0.77, "X1": 0.15112, "Y1": 0.5162, "X2": 0.1774, "Y2": 0.516, "X3": 0.17608, "Y3": 0.5328, "X4": 0.1498, "Y4": 0.5328, "page": 0, "Index": 19}, {"Word": "step", "Confidence": 0.987, "X1": 0.18265, "Y1": 0.5162, "X2": 0.20762, "Y2": 0.516, "X3": 0.20631, "Y3": 0.5338, "X4": 0.18003, "Y4": 0.5328, "page": 0, "Index": 20}, {"Word": "before", "Confidence": 0.943, "X1": 0.21288, "Y1": 0.5162, "X2": 0.25361, "Y2": 0.516, "X3": 0.2523, "Y3": 0.5338, "X4": 0.21156, "Y4": 0.5338, "page": 0, "Index": 21}, {"Word": "hanging", "Confidence": 0.766, "X1": 0.25887, "Y1": 0.5162, "X2": 0.31143, "Y2": 0.516, "X3": 0.31012, "Y3": 0.5338, "X4": 0.25756, "Y4": 0.5338, "page": 0, "Index": 22}, {"Word": "up", "Confidence": 0.997, "X1": 0.31669, "Y1": 0.5162, "X2": 0.33377, "Y2": 0.516, "X3": 0.33246, "Y3": 0.5338, "X4": 0.31537, "Y4": 0.5338, "page": 0, "Index": 23}, {"Word": "zich", "Confidence": 0.641, "X1": 0.33771, "Y1": 0.5162, "X2": 0.36399, "Y2": 0.516, "X3": 0.36268, "Y3": 0.5348, "X4": 0.3364, "Y4": 0.5338, "page": 0, "Index": 24}, {"Word": "Connecticut", "Confidence": 0.674, "X1": 0.36794, "Y1": 0.5162, "X2": 0.44678, "Y2": 0.516, "X3": 0.44678, "Y3": 0.5348, "X4": 0.36662, "Y4": 0.5348, "page": 0, "Index": 25}, {"Word": "Valley", "Confidence": 0.991, "X1": 0.45204, "Y1": 0.5172, "X2": 0.50066, "Y2": 0.517, "X3": 0.50066, "Y3": 0.5348, "X4": 0.45072, "Y4": 0.5348, "page": 0, "Index": 26}, {"Word": "tobacco", "Confidence": 0.66, "X1": 0.50591, "Y1": 0.5172, "X2": 0.5611, "Y2": 0.517, "X3": 0.5611, "Y3": 0.5348, "X4": 0.5046, "Y4": 0.5348, "page": 0, "Index": 27}, {"Word": "that", "Confidence": 0.829, "X1": 0.56636, "Y1": 0.5172, "X2": 0.60184, "Y2": 0.517, "X3": 0.60053, "Y3": 0.5348, "X4": 0.56636, "Y4": 0.5348, "page": 0, "Index": 28}, {"Word": "wraps", "Confidence": 0.887, "X1": 0.60578, "Y1": 0.5172, "X2": 0.64915, "Y2": 0.517, "X3": 0.64915, "Y3": 0.5348, "X4": 0.60578, "Y4": 0.5348, "page": 0, "Index": 29}, {"Word": "the", "Confidence": 0.847, "X1": 0.65309, "Y1": 0.5182, "X2": 0.68068, "Y2": 0.518, "X3": 0.68068, "Y3": 0.5348, "X4": 0.65309, "Y4": 0.5348, "page": 0, "Index": 30}, {"Word": "finest", "Confidence": 0.938, "X1": 0.68463, "Y1": 0.5182, "X2": 0.72799, "Y2": 0.518, "X3": 0.72799, "Y3": 0.5348, "X4": 0.68463, "Y4": 0.5348, "page": 0, "Index": 31}, {"Word": "of", "Confidence": 0.971, "X1": 0.73193, "Y1": 0.5182, "X2": 0.75427, "Y2": 0.518, "X3": 0.75427, "Y3": 0.5348, "X4": 0.73325, "Y4": 0.5348, "page": 0, "Index": 32}, {"Word": "elgars.", "Confidence": 0.8, "X1": 0.75821, "Y1": 0.5192, "X2": 0.8042, "Y2": 0.519, "X3": 0.8042, "Y3": 0.5348, "X4": 0.75821, "Y4": 0.5348, "page": 0, "Index": 33}, {"Word": "After", "Confidence": 0.994, "X1": 0.06176, "Y1": 0.5442, "X2": 0.13929, "Y2": 0.544, "X3": 0.13929, "Y3": 0.5648, "X4": 0.06176, "Y4": 0.5648, "page": 0, "Index": 34}, {"Word": "Cuban", "Confidence": 0.995, "X1": 0.15112, "Y1": 0.5442, "X2": 0.23916, "Y2": 0.544, "X3": 0.23784, "Y3": 0.5648, "X4": 0.1498, "Y4": 0.5648, "page": 0, "Index": 35}, {"Word": "Battle", "Confidence": 0.991, "X1": 0.2523, "Y1": 0.5442, "X2": 0.34166, "Y2": 0.544, "X3": 0.34166, "Y3": 0.5658, "X4": 0.2523, "Y4": 0.5658, "page": 0, "Index": 36}, {"Word": "Putnam", "Confidence": 0.997, "X1": 0.12878, "Y1": 0.5742, "X2": 0.28252, "Y2": 0.574, "X3": 0.27989, "Y3": 0.6148, "X4": 0.12746, "Y4": 0.6118, "page": 0, "Index": 37}, {"Word": "Brought", "Confidence": 0.997, "X1": 0.3088, "Y1": 0.5742, "X2": 0.48489, "Y2": 0.574, "X3": 0.48226, "Y3": 0.6168, "X4": 0.30618, "Y4": 0.6148, "page": 0, "Index": 38}, {"Word": "Back", "Confidence": 0.989, "X1": 0.4954, "Y1": 0.5742, "X2": 0.60578, "Y2": 0.574, "X3": 0.60447, "Y3": 0.6178, "X4": 0.49409, "Y4": 0.6178, "page": 0, "Index": 39}, {"Word": "First", "Confidence": 0.998, "X1": 0.61761, "Y1": 0.5752, "X2": 0.71091, "Y2": 0.575, "X3": 0.70959, "Y3": 0.6178, "X4": 0.61629, "Y4": 0.6178, "page": 0, "Index": 40}, {"Word": "Cigars", "Confidence": 0.997, "X1": 0.72142, "Y1": 0.5762, "X2": 0.86728, "Y2": 0.576, "X3": 0.86597, "Y3": 0.6168, "X4": 0.72011, "Y4": 0.6178, "page": 0, "Index": 41}, {"Word": "Early", "Confidence": 0.886, "X1": 0.06965, "Y1": 0.6232, "X2": 0.10644, "Y2": 0.623, "X3": 0.10644, "Y3": 0.6358, "X4": 0.06965, "Y4": 0.6348, "page": 0, "Index": 42}, {"Word": "settlers", "Confidence": 0.64, "X1": 0.10907, "Y1": 0.6232, "X2": 0.15769, "Y2": 0.623, "X3": 0.15769, "Y3": 0.6358, "X4": 0.10907, "Y4": 0.6358, "page": 0, "Index": 43}, {"Word": "got", "Confidence": 0.669, "X1": 0.16163, "Y1": 0.6242, "X2": 0.18003, "Y2": 0.624, "X3": 0.18003, "Y3": 0.6358, "X4": 0.16032, "Y4": 0.6358, "page": 0, "Index": 44}, {"Word": "the", "Confidence": 0.807, "X1": 0.18397, "Y1": 0.6232, "X2": 0.20499, "Y2": 0.623, "X3": 0.20499, "Y3": 0.6358, "X4": 0.18397, "Y4": 0.6358, "page": 0, "Index": 45}, {"Word": "tobacco", "Confidence": 0.268, "X1": 0.20894, "Y1": 0.6232, "X2": 0.25756, "Y2": 0.623, "X3": 0.25624, "Y3": 0.6358, "X4": 0.20762, "Y4": 0.6358, "page": 0, "Index": 46}, {"Word": "factory", "Confidence": 0.803, "X1": 0.66754, "Y1": 0.6252, "X2": 0.70959, "Y2": 0.625, "X3": 0.70828, "Y3": 0.6378, "X4": 0.66623, "Y4": 0.6368, "page": 0, "Index": 47}, {"Word": "-", "Confidence": 0.922, "X1": 0.71353, "Y1": 0.6252, "X2": 0.72273, "Y2": 0.625, "X3": 0.72273, "Y3": 0.6378, "X4": 0.71222, "Y4": 0.6378, "page": 0, "Index": 48}, {"Word": "habit", "Confidence": 0.8, "X1": 0.05913, "Y1": 0.6352, "X2": 0.09198, "Y2": 0.635, "X3": 0.09198, "Y3": 0.6458, "X4": 0.05913, "Y4": 0.6448, "page": 0, "Index": 49}, {"Word": "from", "Confidence": 0.983, "X1": 0.09461, "Y1": 0.6352, "X2": 0.12221, "Y2": 0.635, "X3": 0.12221, "Y3": 0.6458, "X4": 0.09461, "Y4": 0.6458, "page": 0, "Index": 50}, {"Word": "residual", "Confidence": 0.261, "X1": 0.12878, "Y1": 0.6352, "X2": 0.18134, "Y2": 0.635, "X3": 0.18134, "Y3": 0.6468, "X4": 0.12878, "Y4": 0.6458, "page": 0, "Index": 51}, {"Word": "Indians", "Confidence": 0.604, "X1": 0.18397, "Y1": 0.6342, "X2": 0.23259, "Y2": 0.634, "X3": 0.23259, "Y3": 0.6478, "X4": 0.18397, "Y4": 0.6468, "page": 0, "Index": 52}, {"Word": "but", "Confidence": 0.883, "X1": 0.23522, "Y1": 0.6342, "X2": 0.25887, "Y2": 0.634, "X3": 0.25887, "Y3": 0.6478, "X4": 0.23522, "Y4": 0.6478, "page": 0, "Index": 53}, {"Word": "farmhouse", "Confidence": 0.691, "X1": 0.6636, "Y1": 0.6372, "X2": 0.7293, "Y2": 0.637, "X3": 0.7293, "Y3": 0.6478, "X4": 0.6636, "Y4": 0.6478, "page": 0, "Index": 54}, {"Word": "setually,", "Confidence": 0.628, "X1": 0.73193, "Y1": 0.6262, "X2": 0.78844, "Y2": 0.626, "X3": 0.78712, "Y3": 0.6388, "X4": 0.73193, "Y4": 0.6388, "page": 0, "Index": 55}, {"Word": "cperations", "Confidence": 0.891, "X1": 0.73193, "Y1": 0.6372, "X2": 0.79763, "Y2": 0.637, "X3": 0.79763, "Y3": 0.6478, "X4": 0.73193, "Y4": 0.6478, "page": 0, "Index": 56}, {"Word": "a", "Confidence": 0.981, "X1": 0.79106, "Y1": 0.6262, "X2": 0.80158, "Y2": 0.626, "X3": 0.80026, "Y3": 0.6388, "X4": 0.79106, "Y4": 0.6388, "page": 0, "Index": 57}, {"Word": "-", "Confidence": 1, "X1": 0.80158, "Y1": 0.6372, "X2": 0.80946, "Y2": 0.637, "X3": 0.80946, "Y3": 0.6478, "X4": 0.80158, "Y4": 0.6478, "page": 0, "Index": 58}, {"Word": "group", "Confidence": 0.994, "X1": 0.80552, "Y1": 0.6262, "X2": 0.84363, "Y2": 0.626, "X3": 0.84363, "Y3": 0.6388, "X4": 0.80552, "Y4": 0.6388, "page": 0, "Index": 59}, {"Word": "open", "Confidence": 0.494, "X1": 0.81866, "Y1": 0.6372, "X2": 0.84888, "Y2": 0.637, "X3": 0.84757, "Y3": 0.6478, "X4": 0.81735, "Y4": 0.6478, "page": 0, "Index": 60}, {"Word": "of", "Confidence": 0.995, "X1": 0.84757, "Y1": 0.6262, "X2": 0.86465, "Y2": 0.626, "X3": 0.86334, "Y3": 0.6388, "X4": 0.84625, "Y4": 0.6388, "page": 0, "Index": 61}, {"Word": "It", "Confidence": 0.54, "X1": 0.0565, "Y1": 0.6452, "X2": 0.06833, "Y2": 0.645, "X3": 0.06833, "Y3": 0.6568, "X4": 0.0565, "Y4": 0.6558, "page": 0, "Index": 62}, {"Word": "took", "Confidence": 0.649, "X1": 0.07227, "Y1": 0.6462, "X2": 0.09987, "Y2": 0.646, "X3": 0.09987, "Y3": 0.6568, "X4": 0.07227, "Y4": 0.6568, "page": 0, "Index": 63}, {"Word": "faraway", "Confidence": 0.62, "X1": 0.1025, "Y1": 0.6462, "X2": 0.15506, "Y2": 0.646, "X3": 0.15506, "Y3": 0.6578, "X4": 0.1025, "Y4": 0.6568, "page": 0, "Index": 64}, {"Word": "Cubus", "Confidence": 0.443, "X1": 0.15769, "Y1": 0.6462, "X2": 0.20368, "Y2": 0.646, "X3": 0.20368, "Y3": 0.6578, "X4": 0.15769, "Y4": 0.6578, "page": 0, "Index": 65}, {"Word": "tu", "Confidence": 0.811, "X1": 0.20762, "Y1": 0.6462, "X2": 0.22076, "Y2": 0.646, "X3": 0.22076, "Y3": 0.6578, "X4": 0.20631, "Y4": 0.6578, "page": 0, "Index": 66}, {"Word": "show", "Confidence": 0.203, "X1": 0.2247, "Y1": 0.6462, "X2": 0.25361, "Y2": 0.646, "X3": 0.25361, "Y3": 0.6578, "X4": 0.22339, "Y4": 0.6578, "page": 0, "Index": 67}, {"Word": "d", "Confidence": 0.352, "X1": 0.85283, "Y1": 0.6372, "X2": 0.86202, "Y2": 0.637, "X3": 0.86071, "Y3": 0.6488, "X4": 0.85283, "Y4": 0.6488, "page": 0, "Index": 68}, {"Word": "them", "Confidence": 0.982, "X1": 0.05782, "Y1": 0.6572, "X2": 0.08541, "Y2": 0.657, "X3": 0.08541, "Y3": 0.6678, "X4": 0.05782, "Y4": 0.6678, "page": 0, "Index": 69}, {"Word": "how", "Confidence": 0.662, "X1": 0.09593, "Y1": 0.6572, "X2": 0.11958, "Y2": 0.657, "X3": 0.11958, "Y3": 0.6678, "X4": 0.09593, "Y4": 0.6678, "page": 0, "Index": 70}, {"Word": "to", "Confidence": 0.997, "X1": 0.12746, "Y1": 0.6572, "X2": 0.1406, "Y2": 0.657, "X3": 0.1406, "Y3": 0.6678, "X4": 0.12746, "Y4": 0.6678, "page": 0, "Index": 71}, {"Word": "roll", "Confidence": 0.695, "X1": 0.14586, "Y1": 0.6582, "X2": 0.17083, "Y2": 0.658, "X3": 0.17083, "Y3": 0.6678, "X4": 0.14586, "Y4": 0.6678, "page": 0, "Index": 72}, {"Word": "their", "Confidence": 0.899, "X1": 0.17346, "Y1": 0.6582, "X2": 0.20499, "Y2": 0.658, "X3": 0.20499, "Y3": 0.6678, "X4": 0.17477, "Y4": 0.6678, "page": 0, "Index": 73}, {"Word": "shortly", "Confidence": 0.697, "X1": 0.66491, "Y1": 0.6472, "X2": 0.70959, "Y2": 0.647, "X3": 0.70828, "Y3": 0.6588, "X4": 0.66491, "Y4": 0.6598, "page": 0, "Index": 74}, {"Word": "after", "Confidence": 0.997, "X1": 0.71616, "Y1": 0.6472, "X2": 0.75033, "Y2": 0.647, "X3": 0.74901, "Y3": 0.6588, "X4": 0.71485, "Y4": 0.6588, "page": 0, "Index": 75}, {"Word": "that", "Confidence": 0.865, "X1": 0.75558, "Y1": 0.6482, "X2": 0.78581, "Y2": 0.648, "X3": 0.78449, "Y3": 0.6588, "X4": 0.75427, "Y4": 0.6588, "page": 0, "Index": 76}, {"Word": "in", "Confidence": 0.943, "X1": 0.78975, "Y1": 0.6482, "X2": 0.80815, "Y2": 0.648, "X3": 0.80683, "Y3": 0.6588, "X4": 0.78844, "Y4": 0.6588, "page": 0, "Index": 77}, {"Word": "Suffield", "Confidence": 0.775, "X1": 0.81603, "Y1": 0.6492, "X2": 0.86334, "Y2": 0.649, "X3": 0.86202, "Y3": 0.6598, "X4": 0.81472, "Y4": 0.6588, "page": 0, "Index": 78}, {"Word": "own", "Confidence": 0.141, "X1": 0.21025, "Y1": 0.6582, "X2": 0.2339, "Y2": 0.658, "X3": 0.23522, "Y3": 0.6688, "X4": 0.21025, "Y4": 0.6678, "page": 0, "Index": 79}, {"Word": "-", "Confidence": 0.993, "X1": 0.24179, "Y1": 0.6582, "X2": 0.24967, "Y2": 0.658, "X3": 0.24967, "Y3": 0.6688, "X4": 0.24179, "Y4": 0.6688, "page": 0, "Index": 80}, {"Word": "when", "Confidence": 0.756, "X1": 0.66623, "Y1": 0.6592, "X2": 0.69777, "Y2": 0.659, "X3": 0.69777, "Y3": 0.6688, "X4": 0.66623, "Y4": 0.6688, "page": 0, "Index": 81}, {"Word": "women", "Confidence": 0.605, "X1": 0.70434, "Y1": 0.6582, "X2": 0.7477, "Y2": 0.658, "X3": 0.7477, "Y3": 0.6698, "X4": 0.70434, "Y4": 0.6688, "page": 0, "Index": 82}, {"Word": "of", "Confidence": 0.946, "X1": 0.75427, "Y1": 0.6582, "X2": 0.77004, "Y2": 0.658, "X3": 0.77004, "Y3": 0.6698, "X4": 0.75427, "Y4": 0.6698, "page": 0, "Index": 83}, {"Word": "the", "Confidence": 0.996, "X1": 0.77398, "Y1": 0.6582, "X2": 0.79632, "Y2": 0.658, "X3": 0.79501, "Y3": 0.6698, "X4": 0.77398, "Y4": 0.6698, "page": 0, "Index": 84}, {"Word": "trvan.", "Confidence": 0.024, "X1": 0.80158, "Y1": 0.6592, "X2": 0.83968, "Y2": 0.659, "X3": 0.83968, "Y3": 0.6708, "X4": 0.80158, "Y4": 0.6698, "page": 0, "Index": 85}, {"Word": "of-", "Confidence": 0.176, "X1": 0.84363, "Y1": 0.6602, "X2": 0.86465, "Y2": 0.66, "X3": 0.86465, "Y3": 0.6708, "X4": 0.84231, "Y4": 0.6708, "page": 0, "Index": 86}, {"Word": "and", "Confidence": 0.97, "X1": 0.0565, "Y1": 0.6682, "X2": 0.08147, "Y2": 0.668, "X3": 0.08279, "Y3": 0.6788, "X4": 0.0565, "Y4": 0.6788, "page": 0, "Index": 87}, {"Word": "give", "Confidence": 0.955, "X1": 0.08804, "Y1": 0.6682, "X2": 0.11432, "Y2": 0.668, "X3": 0.11564, "Y3": 0.6788, "X4": 0.08804, "Y4": 0.6788, "page": 0, "Index": 88}, {"Word": "Connecticut", "Confidence": 0.847, "X1": 0.11958, "Y1": 0.6682, "X2": 0.19448, "Y2": 0.668, "X3": 0.1958, "Y3": 0.6788, "X4": 0.11958, "Y4": 0.6788, "page": 0, "Index": 89}, {"Word": "a", "Confidence": 0.995, "X1": 0.19842, "Y1": 0.6682, "X2": 0.20762, "Y2": 0.668, "X3": 0.20762, "Y3": 0.6788, "X4": 0.19974, "Y4": 0.6788, "page": 0, "Index": 90}, {"Word": "un'que", "Confidence": 0.674, "X1": 0.21419, "Y1": 0.6682, "X2": 0.25756, "Y2": 0.668, "X3": 0.25756, "Y3": 0.6798, "X4": 0.21419, "Y4": 0.6788, "page": 0, "Index": 91}, {"Word": "ganized", "Confidence": 0.739, "X1": 0.66491, "Y1": 0.6692, "X2": 0.71091, "Y2": 0.669, "X3": 0.71091, "Y3": 0.6808, "X4": 0.6636, "Y4": 0.6808, "page": 0, "Index": 92}, {"Word": "by", "Confidence": 0.991, "X1": 0.72405, "Y1": 0.6692, "X2": 0.74244, "Y2": 0.669, "X3": 0.74244, "Y3": 0.6808, "X4": 0.72273, "Y4": 0.6808, "page": 0, "Index": 93}, {"Word": "an", "Confidence": 0.632, "X1": 0.75558, "Y1": 0.6692, "X2": 0.77135, "Y2": 0.669, "X3": 0.77135, "Y3": 0.6808, "X4": 0.75427, "Y4": 0.6808, "page": 0, "Index": 94}, {"Word": "enterprising", "Confidence": 0.622, "X1": 0.78712, "Y1": 0.6702, "X2": 0.86202, "Y2": 0.67, "X3": 0.86202, "Y3": 0.6818, "X4": 0.78581, "Y4": 0.6808, "page": 0, "Index": 95}, {"Word": "place", "Confidence": 0.261, "X1": 0.05913, "Y1": 0.6792, "X2": 0.09067, "Y2": 0.679, "X3": 0.09067, "Y3": 0.6898, "X4": 0.05913, "Y4": 0.6888, "page": 0, "Index": 96}, {"Word": "in", "Confidence": 0.887, "X1": 0.0933, "Y1": 0.6792, "X2": 0.10775, "Y2": 0.679, "X3": 0.10775, "Y3": 0.6898, "X4": 0.0933, "Y4": 0.6898, "page": 0, "Index": 97}, {"Word": "the", "Confidence": 0.991, "X1": 0.11038, "Y1": 0.6782, "X2": 0.12878, "Y2": 0.678, "X3": 0.12878, "Y3": 0.6898, "X4": 0.11038, "Y4": 0.6898, "page": 0, "Index": 98}, {"Word": "history", "Confidence": 0.848, "X1": 0.13272, "Y1": 0.6782, "X2": 0.17608, "Y2": 0.678, "X3": 0.17608, "Y3": 0.6898, "X4": 0.13141, "Y4": 0.6898, "page": 0, "Index": 99}, {"Word": "of", "Confidence": 0.998, "X1": 0.17871, "Y1": 0.6792, "X2": 0.19317, "Y2": 0.679, "X3": 0.19317, "Y3": 0.6898, "X4": 0.17871, "Y4": 0.6898, "page": 0, "Index": 100}, {"Word": "the", "Confidence": 0.998, "X1": 0.1958, "Y1": 0.6792, "X2": 0.21551, "Y2": 0.679, "X3": 0.21551, "Y3": 0.6898, "X4": 0.1958, "Y4": 0.6898, "page": 0, "Index": 101}, {"Word": "cizar.", "Confidence": 0.606, "X1": 0.21813, "Y1": 0.6792, "X2": 0.25624, "Y2": 0.679, "X3": 0.25756, "Y3": 0.6888, "X4": 0.21813, "Y4": 0.6898, "page": 0, "Index": 102}, {"Word": "Yankee", "Confidence": 0.557, "X1": 0.66623, "Y1": 0.6802, "X2": 0.71091, "Y2": 0.68, "X3": 0.70959, "Y3": 0.6898, "X4": 0.66491, "Y4": 0.6898, "page": 0, "Index": 103}, {"Word": "namyl", "Confidence": 0.124, "X1": 0.71879, "Y1": 0.6812, "X2": 0.76347, "Y2": 0.681, "X3": 0.76347, "Y3": 0.6908, "X4": 0.71748, "Y4": 0.6898, "page": 0, "Index": 104}, {"Word": "Smog", "Confidence": 0.041, "X1": 0.77004, "Y1": 0.6812, "X2": 0.81603, "Y2": 0.681, "X3": 0.81603, "Y3": 0.6918, "X4": 0.76873, "Y4": 0.6908, "page": 0, "Index": 105}, {"Word": "Viels.", "Confidence": 0.401, "X1": 0.82654, "Y1": 0.6812, "X2": 0.86597, "Y2": 0.681, "X3": 0.86597, "Y3": 0.6928, "X4": 0.82654, "Y4": 0.6918, "page": 0, "Index": 106}, {"Word": "Time", "Confidence": 0.149, "X1": 0.07227, "Y1": 0.6912, "X2": 0.09593, "Y2": 0.691, "X3": 0.09461, "Y3": 0.7008, "X4": 0.07096, "Y4": 0.7008, "page": 0, "Index": 107}, {"Word": "epar", "Confidence": 0.6, "X1": 0.10512, "Y1": 0.6912, "X2": 0.13929, "Y2": 0.691, "X3": 0.13929, "Y3": 0.7018, "X4": 0.10512, "Y4": 0.7008, "page": 0, "Index": 108}, {"Word": "(from", "Confidence": 0.205, "X1": 0.15112, "Y1": 0.6912, "X2": 0.18397, "Y2": 0.691, "X3": 0.18397, "Y3": 0.7018, "X4": 0.15112, "Y4": 0.7018, "page": 0, "Index": 109}, {"Word": "\"sik'eh,\"", "Confidence": 0.419, "X1": 0.19974, "Y1": 0.6902, "X2": 0.25493, "Y2": 0.69, "X3": 0.25493, "Y3": 0.7008, "X4": 0.19974, "Y4": 0.7018, "page": 0, "Index": 110}, {"Word": "learned", "Confidence": 0.381, "X1": 0.66491, "Y1": 0.6912, "X2": 0.71091, "Y2": 0.691, "X3": 0.71091, "Y3": 0.7008, "X4": 0.66491, "Y4": 0.7008, "page": 0, "Index": 111}, {"Word": "the", "Confidence": 0.997, "X1": 0.71748, "Y1": 0.6912, "X2": 0.7385, "Y2": 0.691, "X3": 0.73719, "Y3": 0.7018, "X4": 0.71616, "Y4": 0.7018, "page": 0, "Index": 112}, {"Word": "art", "Confidence": 0.671, "X1": 0.74376, "Y1": 0.6912, "X2": 0.76478, "Y2": 0.691, "X3": 0.76478, "Y3": 0.7018, "X4": 0.74376, "Y4": 0.7018, "page": 0, "Index": 113}, {"Word": "of", "Confidence": 0.996, "X1": 0.76873, "Y1": 0.6912, "X2": 0.78581, "Y2": 0.691, "X3": 0.78581, "Y3": 0.7018, "X4": 0.76873, "Y4": 0.7018, "page": 0, "Index": 114}, {"Word": "rolling", "Confidence": 0.239, "X1": 0.78975, "Y1": 0.6912, "X2": 0.8318, "Y2": 0.691, "X3": 0.8318, "Y3": 0.7028, "X4": 0.78975, "Y4": 0.7018, "page": 0, "Index": 115}, {"Word": "stue-", "Confidence": 0.361, "X1": 0.83837, "Y1": 0.6902, "X2": 0.86465, "Y2": 0.69, "X3": 0.86465, "Y3": 0.7028, "X4": 0.83837, "Y4": 0.7028, "page": 0, "Index": 116}, {"Word": "the", "Confidence": 0.934, "X1": 0.05913, "Y1": 0.7022, "X2": 0.07884, "Y2": 0.702, "X3": 0.07884, "Y3": 0.7128, "X4": 0.05913, "Y4": 0.7118, "page": 0, "Index": 117}, {"Word": "May.a", "Confidence": 0.06, "X1": 0.08804, "Y1": 0.7022, "X2": 0.12484, "Y2": 0.702, "X3": 0.12484, "Y3": 0.7128, "X4": 0.08673, "Y4": 0.7128, "page": 0, "Index": 118}, {"Word": "word", "Confidence": 0.615, "X1": 0.13929, "Y1": 0.7022, "X2": 0.16951, "Y2": 0.702, "X3": 0.16951, "Y3": 0.7128, "X4": 0.13929, "Y4": 0.7128, "page": 0, "Index": 119}, {"Word": "for", "Confidence": 0.59, "X1": 0.17871, "Y1": 0.7022, "X2": 0.19974, "Y2": 0.702, "X3": 0.19842, "Y3": 0.7128, "X4": 0.17871, "Y4": 0.7128, "page": 0, "Index": 120}, {"Word": "smoke)", "Confidence": 0.597, "X1": 0.21025, "Y1": 0.7022, "X2": 0.25756, "Y2": 0.702, "X3": 0.25624, "Y3": 0.7128, "X4": 0.20894, "Y4": 0.7128, "page": 0, "Index": 121}, {"Word": "mos", "Confidence": 0.534, "X1": 0.66491, "Y1": 0.7022, "X2": 0.68988, "Y2": 0.702, "X3": 0.68857, "Y3": 0.7118, "X4": 0.6636, "Y4": 0.7118, "page": 0, "Index": 122}, {"Word": "from", "Confidence": 0.857, "X1": 0.69251, "Y1": 0.7012, "X2": 0.72011, "Y2": 0.701, "X3": 0.71879, "Y3": 0.7118, "X4": 0.69251, "Y4": 0.7118, "page": 0, "Index": 123}, {"Word": "a", "Confidence": 0.994, "X1": 0.7293, "Y1": 0.7012, "X2": 0.73719, "Y2": 0.701, "X3": 0.73719, "Y3": 0.7118, "X4": 0.7293, "Y4": 0.7118, "page": 0, "Index": 124}, {"Word": "vis", "Confidence": 0.994, "X1": 0.74244, "Y1": 0.7012, "X2": 0.76084, "Y2": 0.701, "X3": 0.75953, "Y3": 0.7118, "X4": 0.74244, "Y4": 0.7118, "page": 0, "Index": 125}, {"Word": "ling", "Confidence": 0.774, "X1": 0.76347, "Y1": 0.7012, "X2": 0.78844, "Y2": 0.701, "X3": 0.78844, "Y3": 0.7118, "X4": 0.76216, "Y4": 0.7118, "page": 0, "Index": 126}, {"Word": "Cuban.", "Confidence": 0.253, "X1": 0.79238, "Y1": 0.7022, "X2": 0.83968, "Y2": 0.702, "X3": 0.83968, "Y3": 0.7118, "X4": 0.79238, "Y4": 0.7118, "page": 0, "Index": 127}, {"Word": "was", "Confidence": 0.862, "X1": 0.05782, "Y1": 0.7122, "X2": 0.08279, "Y2": 0.712, "X3": 0.08279, "Y3": 0.7218, "X4": 0.0565, "Y4": 0.7218, "page": 0, "Index": 128}, {"Word": "inmdlevd", "Confidence": 0.387, "X1": 0.09067, "Y1": 0.7122, "X2": 0.15375, "Y2": 0.712, "X3": 0.15243, "Y3": 0.7228, "X4": 0.08936, "Y4": 0.7218, "page": 0, "Index": 129}, {"Word": "to", "Confidence": 0.027, "X1": 0.16294, "Y1": 0.7122, "X2": 0.1774, "Y2": 0.712, "X3": 0.17608, "Y3": 0.7228, "X4": 0.16294, "Y4": 0.7228, "page": 0, "Index": 130}, {"Word": "Conecder", "Confidence": 0.169, "X1": 0.18265, "Y1": 0.7142, "X2": 0.2523, "Y2": 0.714, "X3": 0.25099, "Y3": 0.7238, "X4": 0.18134, "Y4": 0.7228, "page": 0, "Index": 131}, {"Word": "Connecticut", "Confidence": 0.818, "X1": 0.67543, "Y1": 0.7142, "X2": 0.74901, "Y2": 0.714, "X3": 0.7477, "Y3": 0.7248, "X4": 0.67543, "Y4": 0.7228, "page": 0, "Index": 132}, {"Word": "tobacco,", "Confidence": 0.282, "X1": 0.75821, "Y1": 0.7142, "X2": 0.8134, "Y2": 0.714, "X3": 0.8134, "Y3": 0.7258, "X4": 0.75821, "Y4": 0.7248, "page": 0, "Index": 133}, {"Word": "mean-", "Confidence": 0.852, "X1": 0.82129, "Y1": 0.7142, "X2": 0.86202, "Y2": 0.714, "X3": 0.86202, "Y3": 0.7248, "X4": 0.82129, "Y4": 0.7258, "page": 0, "Index": 134}, {"Word": "In", "Confidence": 0.955, "X1": 0.0565, "Y1": 0.7232, "X2": 0.06965, "Y2": 0.723, "X3": 0.07096, "Y3": 0.7338, "X4": 0.0565, "Y4": 0.7338, "page": 0, "Index": 135}, {"Word": "1762", "Confidence": 0.499, "X1": 0.07359, "Y1": 0.7232, "X2": 0.09987, "Y2": 0.723, "X3": 0.09987, "Y3": 0.7338, "X4": 0.0749, "Y4": 0.7338, "page": 0, "Index": 136}, {"Word": "by", "Confidence": 0.407, "X1": 0.1025, "Y1": 0.7232, "X2": 0.11958, "Y2": 0.723, "X3": 0.11958, "Y3": 0.7338, "X4": 0.1025, "Y4": 0.7338, "page": 0, "Index": 137}, {"Word": "a", "Confidence": 0.998, "X1": 0.12221, "Y1": 0.7232, "X2": 0.13141, "Y2": 0.723, "X3": 0.13141, "Y3": 0.7338, "X4": 0.12221, "Y4": 0.7338, "page": 0, "Index": 138}, {"Word": "pfe-loving;", "Confidence": 0.027, "X1": 0.13403, "Y1": 0.7232, "X2": 0.20237, "Y2": 0.723, "X3": 0.20105, "Y3": 0.7338, "X4": 0.13403, "Y4": 0.7338, "page": 0, "Index": 139}, {"Word": "miltary", "Confidence": 0.084, "X1": 0.20499, "Y1": 0.7242, "X2": 0.25493, "Y2": 0.724, "X3": 0.25361, "Y3": 0.7348, "X4": 0.20368, "Y4": 0.7338, "page": 0, "Index": 140}, {"Word": "white,", "Confidence": 0.611, "X1": 0.66623, "Y1": 0.7252, "X2": 0.70302, "Y2": 0.725, "X3": 0.70171, "Y3": 0.7358, "X4": 0.66491, "Y4": 0.7358, "page": 0, "Index": 141}, {"Word": "vas", "Confidence": 0.68, "X1": 0.70565, "Y1": 0.7252, "X2": 0.73193, "Y2": 0.725, "X3": 0.73193, "Y3": 0.7358, "X4": 0.70565, "Y4": 0.7358, "page": 0, "Index": 142}, {"Word": "beaming", "Confidence": 0.12, "X1": 0.73456, "Y1": 0.7252, "X2": 0.79501, "Y2": 0.725, "X3": 0.79501, "Y3": 0.7358, "X4": 0.73456, "Y4": 0.7358, "page": 0, "Index": 143}, {"Word": "importspt", "Confidence": 0.427, "X1": 0.79895, "Y1": 0.7242, "X2": 0.86334, "Y2": 0.724, "X3": 0.86334, "Y3": 0.7358, "X4": 0.79895, "Y4": 0.7358, "page": 0, "Index": 144}, {"Word": "plan", "Confidence": 0.029, "X1": 0.05782, "Y1": 0.7352, "X2": 0.0841, "Y2": 0.735, "X3": 0.0841, "Y3": 0.7448, "X4": 0.05913, "Y4": 0.7448, "page": 0, "Index": 145}, {"Word": "ar", "Confidence": 0.222, "X1": 0.09198, "Y1": 0.7342, "X2": 0.10907, "Y2": 0.734, "X3": 0.10907, "Y3": 0.7438, "X4": 0.0933, "Y4": 0.7438, "page": 0, "Index": 146}, {"Word": "Fumelime", "Confidence": 0.619, "X1": 0.12221, "Y1": 0.7342, "X2": 0.18397, "Y2": 0.734, "X3": 0.18397, "Y3": 0.7448, "X4": 0.12352, "Y4": 0.7438, "page": 0, "Index": 147}, {"Word": "innlataper,", "Confidence": 0.196, "X1": 0.19185, "Y1": 0.7362, "X2": 0.25887, "Y2": 0.736, "X3": 0.25756, "Y3": 0.7478, "X4": 0.19054, "Y4": 0.7448, "page": 0, "Index": 148}, {"Word": "at", "Confidence": 0.348, "X1": 0.6636, "Y1": 0.7362, "X2": 0.68068, "Y2": 0.736, "X3": 0.67937, "Y3": 0.7468, "X4": 0.6636, "Y4": 0.7468, "page": 0, "Index": 149}, {"Word": "a", "Confidence": 0.998, "X1": 0.68331, "Y1": 0.7362, "X2": 0.6912, "Y2": 0.736, "X3": 0.6912, "Y3": 0.7468, "X4": 0.68331, "Y4": 0.7468, "page": 0, "Index": 150}, {"Word": "crop.", "Confidence": 0.383, "X1": 0.69777, "Y1": 0.7362, "X2": 0.73325, "Y2": 0.736, "X3": 0.73193, "Y3": 0.7468, "X4": 0.69777, "Y4": 0.7468, "page": 0, "Index": 151}, {"Word": "Lang", "Confidence": 0.262, "X1": 0.73587, "Y1": 0.7362, "X2": 0.7661, "Y2": 0.736, "X3": 0.7661, "Y3": 0.7468, "X4": 0.73456, "Y4": 0.7468, "page": 0, "Index": 152}, {"Word": "grown", "Confidence": 0.584, "X1": 0.77135, "Y1": 0.7362, "X2": 0.81078, "Y2": 0.736, "X3": 0.81078, "Y3": 0.7468, "X4": 0.77135, "Y4": 0.7468, "page": 0, "Index": 153}, {"Word": "in", "Confidence": 0.998, "X1": 0.81603, "Y1": 0.7362, "X2": 0.83049, "Y2": 0.736, "X3": 0.83049, "Y3": 0.7468, "X4": 0.81603, "Y4": 0.7468, "page": 0, "Index": 154}, {"Word": "gir-", "Confidence": 0.638, "X1": 0.83443, "Y1": 0.7352, "X2": 0.86465, "Y2": 0.735, "X3": 0.86465, "Y3": 0.7478, "X4": 0.83443, "Y4": 0.7468, "page": 0, "Index": 155}, {"Word": "Israr!", "Confidence": 0.336, "X1": 0.05782, "Y1": 0.7442, "X2": 0.09593, "Y2": 0.744, "X3": 0.09593, "Y3": 0.7548, "X4": 0.05782, "Y4": 0.7538, "page": 0, "Index": 156}, {"Word": "Puum", "Confidence": 0.403, "X1": 0.09855, "Y1": 0.7442, "X2": 0.14323, "Y2": 0.744, "X3": 0.14323, "Y3": 0.7548, "X4": 0.09855, "Y4": 0.7548, "page": 0, "Index": 157}, {"Word": "of", "Confidence": 0.43, "X1": 0.15243, "Y1": 0.7442, "X2": 0.16689, "Y2": 0.744, "X3": 0.16689, "Y3": 0.7548, "X4": 0.15243, "Y4": 0.7548, "page": 0, "Index": 158}, {"Word": "Pumfret", "Confidence": 0.601, "X1": 0.16951, "Y1": 0.7442, "X2": 0.2247, "Y2": 0.744, "X3": 0.22339, "Y3": 0.7548, "X4": 0.16951, "Y4": 0.7548, "page": 0, "Index": 159}, {"Word": "den", "Confidence": 0.774, "X1": 0.66491, "Y1": 0.7462, "X2": 0.68594, "Y2": 0.746, "X3": 0.68594, "Y3": 0.7568, "X4": 0.66491, "Y4": 0.7568, "page": 0, "Index": 160}, {"Word": "patches", "Confidence": 0.54, "X1": 0.68988, "Y1": 0.7462, "X2": 0.7385, "Y2": 0.746, "X3": 0.73719, "Y3": 0.7568, "X4": 0.68988, "Y4": 0.7568, "page": 0, "Index": 161}, {"Word": "for", "Confidence": 0.849, "X1": 0.74113, "Y1": 0.7472, "X2": 0.76084, "Y2": 0.747, "X3": 0.75953, "Y3": 0.7568, "X4": 0.73982, "Y4": 0.7568, "page": 0, "Index": 162}, {"Word": "hime", "Confidence": 0.716, "X1": 0.76347, "Y1": 0.7472, "X2": 0.80026, "Y2": 0.747, "X3": 0.79895, "Y3": 0.7578, "X4": 0.76216, "Y4": 0.7568, "page": 0, "Index": 163}, {"Word": "cons.mp-", "Confidence": 0.323, "X1": 0.80289, "Y1": 0.7472, "X2": 0.86334, "Y2": 0.747, "X3": 0.86202, "Y3": 0.7578, "X4": 0.80158, "Y4": 0.7578, "page": 0, "Index": 164}, {"Word": "Futnum", "Confidence": 0.187, "X1": 0.06833, "Y1": 0.7542, "X2": 0.11432, "Y2": 0.754, "X3": 0.11432, "Y3": 0.7658, "X4": 0.06702, "Y4": 0.7648, "page": 0, "Index": 165}, {"Word": "bed", "Confidence": 0.09, "X1": 0.12746, "Y1": 0.7542, "X2": 0.15243, "Y2": 0.754, "X3": 0.15243, "Y3": 0.7658, "X4": 0.12746, "Y4": 0.7658, "page": 0, "Index": 166}, {"Word": "led", "Confidence": 0.019, "X1": 0.16163, "Y1": 0.7542, "X2": 0.18265, "Y2": 0.754, "X3": 0.18134, "Y3": 0.7658, "X4": 0.16032, "Y4": 0.7658, "page": 0, "Index": 167}, {"Word": "a", "Confidence": 0.909, "X1": 0.19185, "Y1": 0.7542, "X2": 0.20105, "Y2": 0.754, "X3": 0.20105, "Y3": 0.7658, "X4": 0.19185, "Y4": 0.7658, "page": 0, "Index": 168}, {"Word": "Brilich", "Confidence": 0.623, "X1": 0.21156, "Y1": 0.7552, "X2": 0.25493, "Y2": 0.755, "X3": 0.25493, "Y3": 0.7668, "X4": 0.21156, "Y4": 0.7658, "page": 0, "Index": 169}, {"Word": "tinn", "Confidence": 0.596, "X1": 0.6636, "Y1": 0.7562, "X2": 0.68725, "Y2": 0.756, "X3": 0.68725, "Y3": 0.7678, "X4": 0.6636, "Y4": 0.7678, "page": 0, "Index": 170}, {"Word": "hradof", "Confidence": 0.113, "X1": 0.69908, "Y1": 0.7562, "X2": 0.75953, "Y2": 0.756, "X3": 0.75953, "Y3": 0.7678, "X4": 0.69777, "Y4": 0.7678, "page": 0, "Index": 171}, {"Word": "hogna", "Confidence": 0.398, "X1": 0.76478, "Y1": 0.7572, "X2": 0.81603, "Y2": 0.757, "X3": 0.81603, "Y3": 0.7678, "X4": 0.7661, "Y4": 0.7678, "page": 0, "Index": 172}, {"Word": "bring", "Confidence": 0.607, "X1": 0.82523, "Y1": 0.7572, "X2": 0.8594, "Y2": 0.757, "X3": 0.86071, "Y3": 0.7678, "X4": 0.82523, "Y4": 0.7678, "page": 0, "Index": 173}, {"Word": "focca", "Confidence": 0.239, "X1": 0.05782, "Y1": 0.7652, "X2": 0.08936, "Y2": 0.765, "X3": 0.08804, "Y3": 0.7758, "X4": 0.0565, "Y4": 0.7758, "page": 0, "Index": 174}, {"Word": "agonist", "Confidence": 0.249, "X1": 0.09593, "Y1": 0.7652, "X2": 0.14323, "Y2": 0.765, "X3": 0.14323, "Y3": 0.7758, "X4": 0.09593, "Y4": 0.7758, "page": 0, "Index": 175}, {"Word": "De", "Confidence": 0.066, "X1": 0.14586, "Y1": 0.7652, "X2": 0.16689, "Y2": 0.765, "X3": 0.16689, "Y3": 0.7758, "X4": 0.14586, "Y4": 0.7758, "page": 0, "Index": 176}, {"Word": "Spaniards", "Confidence": 0.138, "X1": 0.17346, "Y1": 0.7662, "X2": 0.23653, "Y2": 0.766, "X3": 0.23653, "Y3": 0.7768, "X4": 0.17214, "Y4": 0.7758, "page": 0, "Index": 177}, {"Word": "in", "Confidence": 0.991, "X1": 0.24179, "Y1": 0.7662, "X2": 0.25493, "Y2": 0.766, "X3": 0.25493, "Y3": 0.7778, "X4": 0.24047, "Y4": 0.7768, "page": 0, "Index": 178}, {"Word": "commercialy", "Confidence": 0.331, "X1": 0.70959, "Y1": 0.7682, "X2": 0.79238, "Y2": 0.768, "X3": 0.79238, "Y3": 0.7778, "X4": 0.70828, "Y4": 0.7788, "page": 0, "Index": 179}, {"Word": "in", "Confidence": 0.997, "X1": 0.79632, "Y1": 0.7682, "X2": 0.81209, "Y2": 0.768, "X3": 0.81209, "Y3": 0.7778, "X4": 0.79632, "Y4": 0.7778, "page": 0, "Index": 180}, {"Word": "grown", "Confidence": 0.922, "X1": 0.66491, "Y1": 0.7692, "X2": 0.70302, "Y2": 0.769, "X3": 0.70302, "Y3": 0.7788, "X4": 0.6636, "Y4": 0.7788, "page": 0, "Index": 181}, {"Word": "1225", "Confidence": 0.12, "X1": 0.81472, "Y1": 0.7682, "X2": 0.84363, "Y2": 0.768, "X3": 0.84363, "Y3": 0.7788, "X4": 0.81603, "Y4": 0.7778, "page": 0, "Index": 182}, {"Word": "in", "Confidence": 0.989, "X1": 0.84757, "Y1": 0.7682, "X2": 0.86071, "Y2": 0.768, "X3": 0.86202, "Y3": 0.7788, "X4": 0.84757, "Y4": 0.7788, "page": 0, "Index": 183}, {"Word": "lag", "Confidence": 0.402, "X1": 0.0565, "Y1": 0.7872, "X2": 0.07753, "Y2": 0.787, "X3": 0.07753, "Y3": 0.7978, "X4": 0.0565, "Y4": 0.7988, "page": 0, "Index": 184}, {"Word": "miled", "Confidence": 0.605, "X1": 0.08016, "Y1": 0.7872, "X2": 0.11827, "Y2": 0.787, "X3": 0.11827, "Y3": 0.7978, "X4": 0.08016, "Y4": 0.7978, "page": 0, "Index": 185}, {"Word": "warreco", "Confidence": 0.099, "X1": 0.12089, "Y1": 0.7872, "X2": 0.16951, "Y2": 0.787, "X3": 0.16951, "Y3": 0.7978, "X4": 0.12089, "Y4": 0.7978, "page": 0, "Index": 186}, {"Word": "the", "Confidence": 0.62, "X1": 0.6636, "Y1": 0.7792, "X2": 0.68331, "Y2": 0.779, "X3": 0.68331, "Y3": 0.7888, "X4": 0.6636, "Y4": 0.7888, "page": 0, "Index": 187}, {"Word": "wrapyalis", "Confidence": 0.056, "X1": 0.6912, "Y1": 0.7792, "X2": 0.75164, "Y2": 0.779, "X3": 0.75164, "Y3": 0.7898, "X4": 0.69251, "Y4": 0.7888, "page": 0, "Index": 188}, {"Word": "hwp.lable", "Confidence": 0.413, "X1": 0.75953, "Y1": 0.7782, "X2": 0.82523, "Y2": 0.778, "X3": 0.82392, "Y3": 0.7898, "X4": 0.75953, "Y4": 0.7898, "page": 0, "Index": 189}, {"Word": "Cor", "Confidence": 0.776, "X1": 0.8318, "Y1": 0.7782, "X2": 0.8502, "Y2": 0.778, "X3": 0.84888, "Y3": 0.7888, "X4": 0.8318, "Y4": 0.7888, "page": 0, "Index": 190}, {"Word": "..", "Confidence": 0.193, "X1": 0.85283, "Y1": 0.7782, "X2": 0.86202, "Y2": 0.778, "X3": 0.86202, "Y3": 0.7888, "X4": 0.85151, "Y4": 0.7888, "page": 0, "Index": 191}, {"Word": "ard", "Confidence": 0.887, "X1": 0.17214, "Y1": 0.7872, "X2": 0.19711, "Y2": 0.787, "X3": 0.19711, "Y3": 0.7988, "X4": 0.17214, "Y4": 0.7988, "page": 0, "Index": 192}, {"Word": "returned", "Confidence": 0.666, "X1": 0.20105, "Y1": 0.7872, "X2": 0.25624, "Y2": 0.787, "X3": 0.25493, "Y3": 0.8008, "X4": 0.20105, "Y4": 0.7988, "page": 0, "Index": 193}, {"Word": "with", "Confidence": 0.959, "X1": 0.05782, "Y1": 0.7992, "X2": 0.08541, "Y2": 0.799, "X3": 0.08541, "Y3": 0.8088, "X4": 0.05782, "Y4": 0.8088, "page": 0, "Index": 194}, {"Word": "firee", "Confidence": 0.488, "X1": 0.0933, "Y1": 0.7982, "X2": 0.12615, "Y2": 0.798, "X3": 0.12615, "Y3": 0.8088, "X4": 0.0933, "Y4": 0.8088, "page": 0, "Index": 195}, {"Word": "burro", "Confidence": 0.986, "X1": 0.13403, "Y1": 0.7982, "X2": 0.1682, "Y2": 0.798, "X3": 0.1682, "Y3": 0.8088, "X4": 0.13403, "Y4": 0.8088, "page": 0, "Index": 196}, {"Word": "loads", "Confidence": 0.955, "X1": 0.17083, "Y1": 0.7982, "X2": 0.20631, "Y2": 0.798, "X3": 0.20631, "Y3": 0.8088, "X4": 0.17083, "Y4": 0.8088, "page": 0, "Index": 197}, {"Word": "of", "Confidence": 1, "X1": 0.21288, "Y1": 0.7982, "X2": 0.22865, "Y2": 0.798, "X3": 0.22865, "Y3": 0.8088, "X4": 0.21288, "Y4": 0.8088, "page": 0, "Index": 198}, {"Word": "the", "Confidence": 1, "X1": 0.2339, "Y1": 0.7992, "X2": 0.25624, "Y2": 0.799, "X3": 0.25624, "Y3": 0.8088, "X4": 0.2339, "Y4": 0.8088, "page": 0, "Index": 199}, {"Word": "Fest", "Confidence": 0.012, "X1": 0.66229, "Y1": 0.8012, "X2": 0.69251, "Y2": 0.801, "X3": 0.69251, "Y3": 0.8118, "X4": 0.66229, "Y4": 0.8118, "page": 0, "Index": 200}, {"Word": "tobacco", "Confidence": 0.223, "X1": 0.69514, "Y1": 0.8002, "X2": 0.74376, "Y2": 0.8, "X3": 0.74244, "Y3": 0.8108, "X4": 0.69514, "Y4": 0.8118, "page": 0, "Index": 201}, {"Word": "was", "Confidence": 0.643, "X1": 0.74639, "Y1": 0.8002, "X2": 0.77267, "Y2": 0.8, "X3": 0.77267, "Y3": 0.8108, "X4": 0.74639, "Y4": 0.8108, "page": 0, "Index": 202}, {"Word": "introduced", "Confidence": 0.264, "X1": 0.77661, "Y1": 0.8002, "X2": 0.84231, "Y2": 0.8, "X3": 0.841, "Y3": 0.8108, "X4": 0.7753, "Y4": 0.8108, "page": 0, "Index": 203}, {"Word": "In", "Confidence": 0.893, "X1": 0.84757, "Y1": 0.8002, "X2": 0.86202, "Y2": 0.8, "X3": 0.86071, "Y3": 0.8108, "X4": 0.84625, "Y4": 0.8108, "page": 0, "Index": 204}, {"Word": "rowfar", "Confidence": 0.19, "X1": 0.05519, "Y1": 0.8092, "X2": 0.09724, "Y2": 0.809, "X3": 0.09724, "Y3": 0.8198, "X4": 0.05519, "Y4": 0.8198, "page": 0, "Index": 205}, {"Word": "gled", "Confidence": 0.944, "X1": 0.10118, "Y1": 0.8092, "X2": 0.12746, "Y2": 0.809, "X3": 0.12746, "Y3": 0.8198, "X4": 0.09987, "Y4": 0.8198, "page": 0, "Index": 206}, {"Word": "smokes.", "Confidence": 0.604, "X1": 0.13403, "Y1": 0.8092, "X2": 0.18791, "Y2": 0.809, "X3": 0.18791, "Y3": 0.8208, "X4": 0.13272, "Y4": 0.8198, "page": 0, "Index": 207}, {"Word": "Gersis", "Confidence": 0.364, "X1": 0.19185, "Y1": 0.8092, "X2": 0.23653, "Y2": 0.809, "X3": 0.23522, "Y3": 0.8218, "X4": 0.19054, "Y4": 0.8208, "page": 0, "Index": 208}, {"Word": "at", "Confidence": 0.899, "X1": 0.2431, "Y1": 0.8102, "X2": 0.25887, "Y2": 0.81, "X3": 0.25756, "Y3": 0.8218, "X4": 0.24179, "Y4": 0.8218, "page": 0, "Index": 209}, {"Word": "the", "Confidence": 0.935, "X1": 0.66229, "Y1": 0.8112, "X2": 0.68463, "Y2": 0.811, "X3": 0.68331, "Y3": 0.8218, "X4": 0.66097, "Y4": 0.8218, "page": 0, "Index": 210}, {"Word": "1375", "Confidence": 0.012, "X1": 0.68857, "Y1": 0.8112, "X2": 0.72011, "Y2": 0.811, "X3": 0.71879, "Y3": 0.8218, "X4": 0.68725, "Y4": 0.8218, "page": 0, "Index": 211}, {"Word": "Strade-", "Confidence": 0.016, "X1": 0.7293, "Y1": 0.8112, "X2": 0.7661, "Y2": 0.811, "X3": 0.7661, "Y3": 0.8218, "X4": 0.72799, "Y4": 0.8218, "page": 0, "Index": 212}, {"Word": "grown", "Confidence": 0.535, "X1": 0.77004, "Y1": 0.8112, "X2": 0.80683, "Y2": 0.811, "X3": 0.80552, "Y3": 0.8218, "X4": 0.76873, "Y4": 0.8218, "page": 0, "Index": 213}, {"Word": "tabacen", "Confidence": 0.606, "X1": 0.8134, "Y1": 0.8122, "X2": 0.86202, "Y2": 0.812, "X3": 0.8594, "Y3": 0.8218, "X4": 0.81209, "Y4": 0.8218, "page": 0, "Index": 214}, {"Word": "his", "Confidence": 0.215, "X1": 0.0565, "Y1": 0.8202, "X2": 0.07753, "Y2": 0.82, "X3": 0.07753, "Y3": 0.8308, "X4": 0.0565, "Y4": 0.8308, "page": 0, "Index": 215}, {"Word": "Porfret", "Confidence": 0.473, "X1": 0.0841, "Y1": 0.8202, "X2": 0.13798, "Y2": 0.82, "X3": 0.13666, "Y3": 0.8308, "X4": 0.0841, "Y4": 0.8308, "page": 0, "Index": 216}, {"Word": "tavem", "Confidence": 0.679, "X1": 0.14323, "Y1": 0.8202, "X2": 0.17871, "Y2": 0.82, "X3": 0.17871, "Y3": 0.8318, "X4": 0.14323, "Y4": 0.8308, "page": 0, "Index": 217}, {"Word": "put", "Confidence": 0.85, "X1": 0.19185, "Y1": 0.8202, "X2": 0.21682, "Y2": 0.82, "X3": 0.21682, "Y3": 0.8318, "X4": 0.19185, "Y4": 0.8318, "page": 0, "Index": 218}, {"Word": "asida", "Confidence": 0.64, "X1": 0.22339, "Y1": 0.8202, "X2": 0.25624, "Y2": 0.82, "X3": 0.25624, "Y3": 0.8328, "X4": 0.22208, "Y4": 0.8318, "page": 0, "Index": 219}, {"Word": "-thin,", "Confidence": 0.75, "X1": 0.66229, "Y1": 0.8222, "X2": 0.70302, "Y2": 0.822, "X3": 0.70302, "Y3": 0.8328, "X4": 0.66229, "Y4": 0.8328, "page": 0, "Index": 220}, {"Word": "silk-stroot\u00e0", "Confidence": 0.318, "X1": 0.70696, "Y1": 0.8222, "X2": 0.7753, "Y2": 0.822, "X3": 0.7753, "Y3": 0.8328, "X4": 0.70696, "Y4": 0.8328, "page": 0, "Index": 221}, {"Word": "leswes", "Confidence": 0.685, "X1": 0.77924, "Y1": 0.8222, "X2": 0.81997, "Y2": 0.822, "X3": 0.81866, "Y3": 0.8328, "X4": 0.77792, "Y4": 0.8328, "page": 0, "Index": 222}, {"Word": "prized", "Confidence": 0.297, "X1": 0.8226, "Y1": 0.8222, "X2": 0.86202, "Y2": 0.822, "X3": 0.86071, "Y3": 0.8328, "X4": 0.82129, "Y4": 0.8328, "page": 0, "Index": 223}, {"Word": "their", "Confidence": 0.997, "X1": 0.05519, "Y1": 0.8312, "X2": 0.08936, "Y2": 0.831, "X3": 0.08936, "Y3": 0.8418, "X4": 0.05519, "Y4": 0.8408, "page": 0, "Index": 224}, {"Word": "clay", "Confidence": 0.885, "X1": 0.09724, "Y1": 0.8312, "X2": 0.12615, "Y2": 0.831, "X3": 0.12484, "Y3": 0.8418, "X4": 0.09724, "Y4": 0.8418, "page": 0, "Index": 225}, {"Word": "pipes,", "Confidence": 0.684, "X1": 0.13403, "Y1": 0.8312, "X2": 0.17608, "Y2": 0.831, "X3": 0.17477, "Y3": 0.8428, "X4": 0.13272, "Y4": 0.8418, "page": 0, "Index": 226}, {"Word": "tried", "Confidence": 0.931, "X1": 0.18134, "Y1": 0.8312, "X2": 0.22733, "Y2": 0.831, "X3": 0.22602, "Y3": 0.8438, "X4": 0.18134, "Y4": 0.8428, "page": 0, "Index": 227}, {"Word": "the", "Confidence": 0.98, "X1": 0.23127, "Y1": 0.8312, "X2": 0.25756, "Y2": 0.831, "X3": 0.25624, "Y3": 0.8448, "X4": 0.22996, "Y4": 0.8438, "page": 0, "Index": 228}, {"Word": "as", "Confidence": 0.745, "X1": 0.6636, "Y1": 0.8342, "X2": 0.67937, "Y2": 0.834, "X3": 0.67806, "Y3": 0.8438, "X4": 0.6636, "Y4": 0.8438, "page": 0, "Index": 229}, {"Word": "the", "Confidence": 0.998, "X1": 0.682, "Y1": 0.8342, "X2": 0.70171, "Y2": 0.834, "X3": 0.70171, "Y3": 0.8438, "X4": 0.682, "Y4": 0.8438, "page": 0, "Index": 230}, {"Word": "outer", "Confidence": 0.799, "X1": 0.70565, "Y1": 0.8332, "X2": 0.73982, "Y2": 0.833, "X3": 0.73982, "Y3": 0.8448, "X4": 0.70565, "Y4": 0.8448, "page": 0, "Index": 231}, {"Word": "wrappers", "Confidence": 0.291, "X1": 0.74376, "Y1": 0.8342, "X2": 0.80289, "Y2": 0.834, "X3": 0.80158, "Y3": 0.8448, "X4": 0.74376, "Y4": 0.8448, "page": 0, "Index": 232}, {"Word": "of", "Confidence": 0.994, "X1": 0.80552, "Y1": 0.8342, "X2": 0.81997, "Y2": 0.834, "X3": 0.81866, "Y3": 0.8448, "X4": 0.8042, "Y4": 0.8448, "page": 0, "Index": 233}, {"Word": "czars", "Confidence": 0.613, "X1": 0.8226, "Y1": 0.8342, "X2": 0.86202, "Y2": 0.834, "X3": 0.86071, "Y3": 0.8448, "X4": 0.82129, "Y4": 0.8448, "page": 0, "Index": 234}, {"Word": "hard", "Confidence": 0.091, "X1": 0.0565, "Y1": 0.8422, "X2": 0.08804, "Y2": 0.842, "X3": 0.08804, "Y3": 0.8528, "X4": 0.0565, "Y4": 0.8528, "page": 0, "Index": 235}, {"Word": "ogars,", "Confidence": 0.134, "X1": 0.10118, "Y1": 0.8422, "X2": 0.14849, "Y2": 0.842, "X3": 0.14849, "Y3": 0.8538, "X4": 0.10118, "Y4": 0.8528, "page": 0, "Index": 236}, {"Word": "Fked", "Confidence": 0.304, "X1": 0.15112, "Y1": 0.8422, "X2": 0.18397, "Y2": 0.842, "X3": 0.18397, "Y3": 0.8538, "X4": 0.15112, "Y4": 0.8538, "page": 0, "Index": 237}, {"Word": "them", "Confidence": 0.458, "X1": 0.19054, "Y1": 0.8422, "X2": 0.21945, "Y2": 0.842, "X3": 0.21945, "Y3": 0.8538, "X4": 0.19054, "Y4": 0.8538, "page": 0, "Index": 238}, {"Word": "ard", "Confidence": 0.606, "X1": 0.23127, "Y1": 0.8422, "X2": 0.25624, "Y2": 0.842, "X3": 0.25493, "Y3": 0.8548, "X4": 0.23127, "Y4": 0.8538, "page": 0, "Index": 239}, {"Word": "dit:3", "Confidence": 0.226, "X1": 0.67543, "Y1": 0.8442, "X2": 0.70828, "Y2": 0.844, "X3": 0.70828, "Y3": 0.8548, "X4": 0.67543, "Y4": 0.8538, "page": 0, "Index": 240}, {"Word": "from", "Confidence": 0.222, "X1": 0.71222, "Y1": 0.8442, "X2": 0.7385, "Y2": 0.844, "X3": 0.7385, "Y3": 0.8548, "X4": 0.71222, "Y4": 0.8548, "page": 0, "Index": 241}, {"Word": "1398-20.", "Confidence": 0.256, "X1": 0.7477, "Y1": 0.8442, "X2": 0.79763, "Y2": 0.844, "X3": 0.79763, "Y3": 0.8538, "X4": 0.7477, "Y4": 0.8548, "page": 0, "Index": 242}, {"Word": "A", "Confidence": 0.039, "X1": 0.06702, "Y1": 0.8642, "X2": 0.07622, "Y2": 0.864, "X3": 0.07884, "Y3": 0.8738, "X4": 0.06965, "Y4": 0.8738, "page": 0, "Index": 243}, {"Word": "weran", "Confidence": 0.64, "X1": 0.08541, "Y1": 0.8642, "X2": 0.13141, "Y2": 0.864, "X3": 0.13272, "Y3": 0.8748, "X4": 0.08673, "Y4": 0.8738, "page": 0, "Index": 244}, {"Word": "-", "Confidence": 0.853, "X1": 0.13798, "Y1": 0.8642, "X2": 0.14849, "Y2": 0.864, "X3": 0.14849, "Y3": 0.8758, "X4": 0.13929, "Y4": 0.8758, "page": 0, "Index": 245}, {"Word": "Mrz.", "Confidence": 0.609, "X1": 0.159, "Y1": 0.8632, "X2": 0.19448, "Y2": 0.863, "X3": 0.19448, "Y3": 0.8768, "X4": 0.16032, "Y4": 0.8758, "page": 0, "Index": 246}, {"Word": "Frest", "Confidence": 0.134, "X1": 0.19711, "Y1": 0.8632, "X2": 0.23653, "Y2": 0.863, "X3": 0.23653, "Y3": 0.8778, "X4": 0.19711, "Y4": 0.8768, "page": 0, "Index": 247}, {"Word": "of", "Confidence": 0.641, "X1": 0.24047, "Y1": 0.8632, "X2": 0.25756, "Y2": 0.863, "X3": 0.25756, "Y3": 0.8778, "X4": 0.24047, "Y4": 0.8778, "page": 0, "Index": 248}, {"Word": "between", "Confidence": 0.092, "X1": 0.66229, "Y1": 0.8662, "X2": 0.71353, "Y2": 0.866, "X3": 0.71222, "Y3": 0.8768, "X4": 0.66229, "Y4": 0.8758, "page": 0, "Index": 249}, {"Word": "Perthird", "Confidence": 0.479, "X1": 0.72273, "Y1": 0.8662, "X2": 0.77661, "Y2": 0.866, "X3": 0.7753, "Y3": 0.8768, "X4": 0.72273, "Y4": 0.8768, "page": 0, "Index": 250}, {"Word": "and", "Confidence": 0.116, "X1": 0.78581, "Y1": 0.8662, "X2": 0.81078, "Y2": 0.866, "X3": 0.80946, "Y3": 0.8768, "X4": 0.78449, "Y4": 0.8768, "page": 0, "Index": 251}, {"Word": "Greer-", "Confidence": 0.671, "X1": 0.81866, "Y1": 0.8662, "X2": 0.86334, "Y2": 0.866, "X3": 0.86202, "Y3": 0.8758, "X4": 0.81735, "Y4": 0.8768, "page": 0, "Index": 252}, {"Word": "South", "Confidence": 0.944, "X1": 0.05519, "Y1": 0.8752, "X2": 0.09067, "Y2": 0.875, "X3": 0.09198, "Y3": 0.8858, "X4": 0.0565, "Y4": 0.8848, "page": 0, "Index": 253}, {"Word": "Wind:", "Confidence": 0.306, "X1": 0.09987, "Y1": 0.8762, "X2": 0.1406, "Y2": 0.876, "X3": 0.14192, "Y3": 0.8868, "X4": 0.10118, "Y4": 0.8858, "page": 0, "Index": 254}, {"Word": "-", "Confidence": 0.994, "X1": 0.16032, "Y1": 0.8762, "X2": 0.1682, "Y2": 0.876, "X3": 0.16951, "Y3": 0.8878, "X4": 0.16032, "Y4": 0.8868, "page": 0, "Index": 255}, {"Word": "is", "Confidence": 0.988, "X1": 0.18265, "Y1": 0.8762, "X2": 0.19711, "Y2": 0.876, "X3": 0.19711, "Y3": 0.8878, "X4": 0.18265, "Y4": 0.8878, "page": 0, "Index": 256}, {"Word": "craf", "Confidence": 0.522, "X1": 0.20368, "Y1": 0.8752, "X2": 0.22996, "Y2": 0.875, "X3": 0.22996, "Y3": 0.8878, "X4": 0.20368, "Y4": 0.8878, "page": 0, "Index": 257}, {"Word": "ted", "Confidence": 0.552, "X1": 0.2339, "Y1": 0.8752, "X2": 0.25493, "Y2": 0.875, "X3": 0.25493, "Y3": 0.8878, "X4": 0.2339, "Y4": 0.8878, "page": 0, "Index": 258}, {"Word": "with", "Confidence": 0.994, "X1": 0.05519, "Y1": 0.8862, "X2": 0.0841, "Y2": 0.886, "X3": 0.0841, "Y3": 0.8968, "X4": 0.05519, "Y4": 0.8978, "page": 0, "Index": 259}, {"Word": "making", "Confidence": 0.233, "X1": 0.08673, "Y1": 0.8862, "X2": 0.13535, "Y2": 0.886, "X3": 0.13535, "Y3": 0.8968, "X4": 0.08804, "Y4": 0.8968, "page": 0, "Index": 260}, {"Word": "the", "Confidence": 0.165, "X1": 0.13798, "Y1": 0.8862, "X2": 0.159, "Y2": 0.886, "X3": 0.159, "Y3": 0.8968, "X4": 0.13798, "Y4": 0.8968, "page": 0, "Index": 261}, {"Word": "first", "Confidence": 0.224, "X1": 0.16163, "Y1": 0.8862, "X2": 0.19185, "Y2": 0.886, "X3": 0.19185, "Y3": 0.8978, "X4": 0.16294, "Y4": 0.8968, "page": 0, "Index": 262}, {"Word": "American", "Confidence": 0.462, "X1": 0.19842, "Y1": 0.8872, "X2": 0.25361, "Y2": 0.887, "X3": 0.25361, "Y3": 0.8978, "X4": 0.19842, "Y4": 0.8978, "page": 0, "Index": 263}, {"Word": "ISRAEL", "Confidence": 0.659, "X1": 0.30355, "Y1": 0.8922, "X2": 0.34954, "Y2": 0.892, "X3": 0.34954, "Y3": 0.9048, "X4": 0.30223, "Y4": 0.9048, "page": 0, "Index": 264}, {"Word": "PUTNAM", "Confidence": 0.991, "X1": 0.35348, "Y1": 0.8922, "X2": 0.41524, "Y2": 0.892, "X3": 0.41524, "Y3": 0.9068, "X4": 0.35348, "Y4": 0.9048, "page": 0, "Index": 265}, {"Word": "LOU", "Confidence": 0.994, "X1": 0.5138, "Y1": 0.8922, "X2": 0.54402, "Y2": 0.892, "X3": 0.54271, "Y3": 0.9058, "X4": 0.5138, "Y4": 0.9058, "page": 0, "Index": 266}, {"Word": "COHEN", "Confidence": 0.997, "X1": 0.55059, "Y1": 0.8922, "X2": 0.60184, "Y2": 0.892, "X3": 0.60184, "Y3": 0.9058, "X4": 0.55059, "Y4": 0.9048, "page": 0, "Index": 267}, {"Word": "is", "Confidence": 0.411, "X1": 0.27201, "Y1": 0.9272, "X2": 0.28778, "Y2": 0.927, "X3": 0.28778, "Y3": 0.9398, "X4": 0.27201, "Y4": 0.9398, "page": 0, "Index": 268}, {"Word": "1762,", "Confidence": 0.928, "X1": 0.29041, "Y1": 0.9272, "X2": 0.32589, "Y2": 0.927, "X3": 0.32589, "Y3": 0.9398, "X4": 0.29041, "Y4": 0.9398, "page": 0, "Index": 269}, {"Word": "and", "Confidence": 0.066, "X1": 0.32983, "Y1": 0.9272, "X2": 0.35348, "Y2": 0.927, "X3": 0.35348, "Y3": 0.9398, "X4": 0.32983, "Y4": 0.9398, "page": 0, "Index": 270}, {"Word": "glad", "Confidence": 0.612, "X1": 0.35611, "Y1": 0.9272, "X2": 0.38633, "Y2": 0.927, "X3": 0.38633, "Y3": 0.9398, "X4": 0.35611, "Y4": 0.9398, "page": 0, "Index": 271}, {"Word": "he", "Confidence": 0.955, "X1": 0.38896, "Y1": 0.9272, "X2": 0.40736, "Y2": 0.927, "X3": 0.40604, "Y3": 0.9398, "X4": 0.38896, "Y4": 0.9398, "page": 0, "Index": 272}, {"Word": "d'd", "Confidence": 0.847, "X1": 0.40999, "Y1": 0.9272, "X2": 0.43233, "Y2": 0.927, "X3": 0.43233, "Y3": 0.9398, "X4": 0.40999, "Y4": 0.9398, "page": 0, "Index": 273}, {"Word": "is", "Confidence": 0.846, "X1": 0.43495, "Y1": 0.9272, "X2": 0.44809, "Y2": 0.927, "X3": 0.44678, "Y3": 0.9398, "X4": 0.43495, "Y4": 0.9398, "page": 0, "Index": 274}, {"Word": "Hartford's", "Confidence": 0.603, "X1": 0.45072, "Y1": 0.9272, "X2": 0.51774, "Y2": 0.927, "X3": 0.51643, "Y3": 0.9398, "X4": 0.45072, "Y4": 0.9398, "page": 0, "Index": 275}, {"Word": "wali-kri", "Confidence": 0.15, "X1": 0.52037, "Y1": 0.9272, "X2": 0.57293, "Y2": 0.927, "X3": 0.57293, "Y3": 0.9398, "X4": 0.52037, "Y4": 0.9398, "page": 0, "Index": 276}, {"Word": "an", "Confidence": 0.118, "X1": 0.57687, "Y1": 0.9282, "X2": 0.59396, "Y2": 0.928, "X3": 0.59264, "Y3": 0.9398, "X4": 0.57556, "Y4": 0.9398, "page": 0, "Index": 277}, {"Word": "theater", "Confidence": 0.649, "X1": 0.5979, "Y1": 0.9282, "X2": 0.64783, "Y2": 0.928, "X3": 0.64652, "Y3": 0.9398, "X4": 0.59658, "Y4": 0.9398, "page": 0, "Index": 278}, {"Word": "RET,", "Confidence": 0.121, "X1": 0.27201, "Y1": 0.9392, "X2": 0.30618, "Y2": 0.939, "X3": 0.30618, "Y3": 0.9538, "X4": 0.27201, "Y4": 0.9538, "page": 0, "Index": 279}, {"Word": "Los", "Confidence": 0.534, "X1": 0.31012, "Y1": 0.9392, "X2": 0.33903, "Y2": 0.939, "X3": 0.33903, "Y3": 0.9538, "X4": 0.31012, "Y4": 0.9538, "page": 0, "Index": 280}, {"Word": "Cahier,", "Confidence": 0.314, "X1": 0.34428, "Y1": 0.9392, "X2": 0.38896, "Y2": 0.939, "X3": 0.38765, "Y3": 0.9538, "X4": 0.34428, "Y4": 0.9538, "page": 0, "Index": 281}, {"Word": "who", "Confidence": 0.313, "X1": 0.3929, "Y1": 0.9392, "X2": 0.4205, "Y2": 0.939, "X3": 0.41919, "Y3": 0.9538, "X4": 0.39159, "Y4": 0.9538, "page": 0, "Index": 282}, {"Word": "is", "Confidence": 0.984, "X1": 0.42313, "Y1": 0.9392, "X2": 0.4389, "Y2": 0.939, "X3": 0.4389, "Y3": 0.9528, "X4": 0.42313, "Y4": 0.9538, "page": 0, "Index": 283}, {"Word": "cel", "Confidence": 0.249, "X1": 0.44284, "Y1": 0.9392, "X2": 0.45598, "Y2": 0.939, "X3": 0.45598, "Y3": 0.9528, "X4": 0.44284, "Y4": 0.9528, "page": 0, "Index": 284}, {"Word": "!:--", "Confidence": 0.109, "X1": 0.45992, "Y1": 0.9392, "X2": 0.49671, "Y2": 0.939, "X3": 0.49671, "Y3": 0.9528, "X4": 0.45861, "Y4": 0.9528, "page": 0, "Index": 285}, {"Word": "if", "Confidence": 0.542, "X1": 0.50066, "Y1": 0.9392, "X2": 0.51643, "Y2": 0.939, "X3": 0.51643, "Y3": 0.9528, "X4": 0.50066, "Y4": 0.9528, "page": 0, "Index": 286}, {"Word": "ser-mithat", "Confidence": 0.063, "X1": 0.52037, "Y1": 0.9402, "X2": 0.61235, "Y2": 0.94, "X3": 0.61235, "Y3": 0.9518, "X4": 0.51905, "Y4": 0.9528, "page": 0, "Index": 287}, {"Word": "c", "Confidence": 0.161, "X1": 0.61629, "Y1": 0.9402, "X2": 0.62024, "Y2": 0.94, "X3": 0.61892, "Y3": 0.9518, "X4": 0.61629, "Y4": 0.9518, "page": 0, "Index": 288}, {"Word": "...", "Confidence": 0.06, "X1": 0.62286, "Y1": 0.9402, "X2": 0.64915, "Y2": 0.94, "X3": 0.64915, "Y3": 0.9518, "X4": 0.62286, "Y4": 0.9518, "page": 0, "Index": 289}, {"Word": "TI0001-10", "Confidence": 0.435, "X1": 0.91853, "Y1": 0.9762, "X2": 0.99606, "Y2": 0.976, "X3": 0.99606, "Y3": 0.9898, "X4": 0.91721, "Y4": 0.9898, "page": 0, "Index": 290}]}	"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"
ffgg0201	0	{"lines_data": [{"Word": "18 \u044f\u043d\u0432\u0430\u0440\u044f 1993.", "Confidence": 0.97967, "X1": 0.12667, "Y1": 0.1992, "X2": 0.276, "Y2": 0.199, "X3": 0.276, "Y3": 0.2168, "X4": 0.12667, "Y4": 0.2178, "page": 0}, {"Word": "\u041f\u0440\u0435\u0437\u0438\u0434\u0435\u043d\u0442\u0443 \u041d\u0443\u0440\u0441\u0443\u043b\u0442\u0430\u043d\u0443 \u041d\u0430\u0437\u0430\u0440\u0431\u0430\u0435\u0432\u0443", "Confidence": 0.93333, "X1": 0.124, "Y1": 0.2542, "X2": 0.48133, "Y2": 0.254, "X3": 0.48133, "Y3": 0.2728, "X4": 0.124, "Y4": 0.2738, "page": 0}, {"Word": "\u0410\u043b\u043c\u0430-\u0410\u0442\u0430", "Confidence": 0.838, "X1": 0.12667, "Y1": 0.2752, "X2": 0.22267, "Y2": 0.275, "X3": 0.22267, "Y3": 0.2898, "X4": 0.12667, "Y4": 0.2898, "page": 0}, {"Word": "\u0420\u0435\u0441\u043f\u0443\u0431\u043b\u0438\u043a\u0430 \u041a\u0430\u0437\u0430\u0445\u0441\u0442\u0430\u043d.", "Confidence": 0.996, "X1": 0.12533, "Y1": 0.2912, "X2": 0.35067, "Y2": 0.291, "X3": 0.35067, "Y3": 0.3078, "X4": 0.12533, "Y4": 0.3088, "page": 0}, {"Word": "\u0412\u0430\u0448\u0435 \u041f\u0440\u0435\u0432\u043e\u0441\u0445\u043e\u0434\u0438\u0442\u0435\u043b\u044c\u0441\u0442\u0432\u043e", "Confidence": 0.975, "X1": 0.12267, "Y1": 0.3462, "X2": 0.38667, "Y2": 0.346, "X3": 0.38667, "Y3": 0.3628, "X4": 0.12267, "Y4": 0.3638, "page": 0}, {"Word": "\u041a\u0430\u043a \u041f\u0440\u0435\u0434\u0441\u0435\u0434\u0430\u0442\u0435\u043b\u044c \u043a\u043e\u043c\u043f\u0430\u043d\u0438\u0438 \u0411\u0410\u0422 \u0418\u043d\u0434\u0430\u0441\u0442\u0440\u0438\u0437, \u044f \u043f\u0438\u0448\u0443 \u0441 \u0446\u0435\u043b\u044c\u044e", "Confidence": 0.99222, "X1": 0.12533, "Y1": 0.3832, "X2": 0.81067, "Y2": 0.383, "X3": 0.81067, "Y3": 0.4028, "X4": 0.12533, "Y4": 0.4018, "page": 0}, {"Word": "\u0441\u043e\u043e\u0431\u0449\u0438\u0442\u044c \u0412\u0430\u043c \u043e \u043d\u0430\u043c\u0435\u0440\u0435\u043d\u0438\u044f\u0445 \u043d\u0430\u0448\u0435\u0439 \u043a\u043e\u043c\u043f\u0430\u043d\u0438\u0438 \u0441\u0434\u0435\u043b\u0430\u0442\u044c \u0432\u0435\u0441\u044c\u043c\u0430", "Confidence": 0.99663, "X1": 0.12533, "Y1": 0.4032, "X2": 0.81067, "Y2": 0.403, "X3": 0.81067, "Y3": 0.4208, "X4": 0.12533, "Y4": 0.4208, "page": 0}, {"Word": "\u0441\u0443\u0449\u0435\u0441\u0442\u0432\u0435\u043d\u043d\u044b\u0439 \u0432\u043a\u043b\u0430\u0434 \u0432 \u0432\u044b\u0440\u0430\u0449\u0438\u0432\u0430\u043d\u0438\u0435 \u0442\u0430\u0431\u0430\u043a\u0430 \u0438 \u043f\u0440\u043e\u0438\u0437\u0432\u043e\u0434\u0441\u0442\u0432\u043e \u0441\u0438\u0433\u0430\u0440\u0435\u0442 \u0432", "Confidence": 0.91433, "X1": 0.12533, "Y1": 0.4212, "X2": 0.80933, "Y2": 0.421, "X3": 0.80933, "Y3": 0.4378, "X4": 0.12533, "Y4": 0.4388, "page": 0}, {"Word": "\u0420\u0435\u0441\u043f\u0443\u0431\u043b\u0438\u043a\u0435 \u041a\u0430\u0437\u0430\u0445\u0441\u0442\u0430\u043d \u0438 \u043f\u0440\u043e\u0441\u0438\u0442\u044c \u0412\u0430\u0441 \u043e \u0441\u043a\u043e\u0440\u0435\u0439\u0448\u0435\u0439 \u0432\u0441\u0442\u0440\u0435\u0447\u0435 \u0434\u043b\u044f", "Confidence": 0.98422, "X1": 0.12533, "Y1": 0.4392, "X2": 0.81067, "Y2": 0.439, "X3": 0.81067, "Y3": 0.4568, "X4": 0.12533, "Y4": 0.4568, "page": 0}, {"Word": "\u0440\u0430\u0437\u044a\u044f\u0441\u043d\u0435\u043d\u0438\u044f \u043d\u0430\u0448\u0438\u0445 \u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0435\u043d\u0438\u0439.", "Confidence": 0.99333, "X1": 0.124, "Y1": 0.4572, "X2": 0.464, "Y2": 0.457, "X3": 0.464, "Y3": 0.4738, "X4": 0.124, "Y4": 0.4758, "page": 0}, {"Word": "\u0412\u043f\u0435\u0440\u0432\u044b\u0435 \u044f \u043f\u043e\u0441\u0435\u0442\u0438\u043b \u0412\u0430\u0448\u0443 \u0441\u0442\u0440\u0430\u043d\u0443 \u0432 \u0430\u0432\u0433\u0443\u0441\u0442\u0435 1992 \u0433\u043e\u0434\u0430 \u0441 \u043c\u043e\u0438\u043c \u043a\u043e\u043b\u043b\u0435\u0433\u043e\u0439", "Confidence": 0.99358, "X1": 0.12533, "Y1": 0.4942, "X2": 0.808, "Y2": 0.494, "X3": 0.808, "Y3": 0.5118, "X4": 0.12533, "Y4": 0.5118, "page": 0}, {"Word": "\u0438\u0437 \u0421\u043e\u0432\u0435\u0442\u0430 \u0414\u0438\u0440\u0435\u043a\u0442\u043e\u0440\u043e\u0432 \u0411\u0410\u0422 \u0418\u043d\u0434\u0430\u0441\u0442\u0440\u0438\u0437 \u0423\u043b\u044c\u0440\u0438\u0445\u043e\u043c \u0425\u0435\u0440\u0442\u0435\u0440\u043e\u043c. \u041d\u0430 \u043d\u0430\u0441", "Confidence": 0.96756, "X1": 0.124, "Y1": 0.5122, "X2": 0.81067, "Y2": 0.512, "X3": 0.81067, "Y3": 0.5308, "X4": 0.124, "Y4": 0.5308, "page": 0}, {"Word": "\u043e\u0431\u043e\u0438\u0445 \u043f\u0440\u043e\u0438\u0437\u0432\u0451\u043b \u043e\u0433\u0440\u043e\u043c\u043d\u043e\u0435 \u0432\u043f\u0435\u0447\u0430\u0442\u043b\u0435\u043d\u0438\u0435 \u0442\u043e\u0442 \u043f\u043e\u0442\u0435\u043d\u0446\u0438\u0430\u043b, \u043a\u043e\u0442\u043e\u0440\u044b\u0439 \u0435\u0441\u0442\u044c \u0443", "Confidence": 0.93878, "X1": 0.124, "Y1": 0.5312, "X2": 0.812, "Y2": 0.531, "X3": 0.812, "Y3": 0.5478, "X4": 0.124, "Y4": 0.5478, "page": 0}, {"Word": "\u044d\u043a\u043e\u043d\u043e\u043c\u0438\u043a\u0438 \u0412\u0430\u0448\u0435\u0439 \u0441\u0442\u0440\u0430\u043d\u044b, \u043e\u0441\u043e\u0431\u0435\u043d\u043d\u043e \u0432 \u0441\u0432\u0435\u0442\u0435 \u0412\u0430\u0448\u0435\u0439 \u0448\u0438\u0440\u043e\u043a\u043e \u0438\u0437\u0432\u0435\u0441\u0442\u043d\u043e\u0439", "Confidence": 0.98067, "X1": 0.12533, "Y1": 0.5492, "X2": 0.80933, "Y2": 0.549, "X3": 0.80933, "Y3": 0.5658, "X4": 0.12533, "Y4": 0.5658, "page": 0}, {"Word": "\u043f\u043e\u0434\u0434\u0435\u0440\u0436\u043a\u0438 \u0438\u043d\u043e\u0441\u0442\u0440\u0430\u043d\u043d\u044b\u0445 \u0438\u043d\u0432\u0435\u0441\u0442\u0438\u0446\u0438\u0439.", "Confidence": 0.97667, "X1": 0.124, "Y1": 0.5672, "X2": 0.568, "Y2": 0.567, "X3": 0.568, "Y3": 0.5848, "X4": 0.124, "Y4": 0.5858, "page": 0}, {"Word": "\u0412\u043e \u0432\u0440\u0435\u043c\u044f \u0432\u0441\u0442\u0440\u0435\u0447\u0438 \u0441", "Confidence": 0.99075, "X1": 0.56533, "Y1": 0.5682, "X2": 0.812, "Y2": 0.568, "X3": 0.812, "Y3": 0.5858, "X4": 0.56533, "Y4": 0.5838, "page": 0}, {"Word": "\u043f\u0440\u0435\u0434\u0441\u0442\u0430\u0432\u0438\u0442\u0435\u043b\u044f\u043c\u0438", "Confidence": 0.995, "X1": 0.12267, "Y1": 0.5872, "X2": 0.30667, "Y2": 0.587, "X3": 0.30667, "Y3": 0.6008, "X4": 0.12267, "Y4": 0.6028, "page": 0}, {"Word": "\u0442\u0430\u0431\u0430\u0447\u043d\u043e\u0433\u043e \u043a\u043e\u043c\u0431\u0438\u043d\u0430\u0442\u0430 \u0438 \u043e\u0444\u0438\u0446\u0438\u0430\u043b\u044c\u043d\u044b\u043c\u0438", "Confidence": 0.99675, "X1": 0.31867, "Y1": 0.5862, "X2": 0.81067, "Y2": 0.586, "X3": 0.81067, "Y3": 0.6018, "X4": 0.31867, "Y4": 0.6008, "page": 0}, {"Word": "\u0433\u043e\u0441\u0443\u0434\u0430\u0440\u0441\u0442\u0432\u0435\u043d\u043d\u044b\u043c\u0438 \u043f\u0440\u0435\u0434\u0441\u0442\u0430\u0432\u0438\u0442\u0435\u043b\u044f\u043c\u0438 \u0443 \u043c\u0435\u043d\u044f \u0441\u043b\u043e\u0436\u0438\u043b\u043e\u0441\u044c \u043c\u043d\u0435\u043d\u0438\u0435, \u0447\u0442\u043e", "Confidence": 0.97986, "X1": 0.124, "Y1": 0.6042, "X2": 0.808, "Y2": 0.604, "X3": 0.808, "Y3": 0.6208, "X4": 0.124, "Y4": 0.6208, "page": 0}, {"Word": "\u0435\u0441\u043b\u0438 \u0411\u0410\u0422 \u043e\u0441\u0443\u0449\u0435\u0441\u0442\u0432\u0438\u0442 \u043a\u0430\u043f\u0438\u0442\u0430\u043b\u043e\u0432\u043b\u043e\u0436\u0435\u043d\u0438\u0435 \u0432 \u043f\u0440\u043e\u043c\u044b\u0448\u043b\u0435\u043d\u043d\u043e\u0441\u0442\u044c", "Confidence": 0.98467, "X1": 0.12267, "Y1": 0.6232, "X2": 0.808, "Y2": 0.623, "X3": 0.808, "Y3": 0.6398, "X4": 0.12267, "Y4": 0.6388, "page": 0}, {"Word": "\u0420\u0435\u0441\u043f\u0443\u0431\u043b\u0438\u043a\u0438 \u041a\u0430\u0437\u0430\u0445\u0441\u0442\u0430\u043d, \u0442\u043e \u044d\u0442\u043e \u043f\u0440\u0438\u043d\u0435\u0441\u0451\u0442 \u0437\u043d\u0430\u0447\u0438\u0442\u0435\u043b\u044c\u043d\u0443\u044e \u043f\u043e\u043b\u044c\u0437\u0443 \u043a\u0430\u043a \u0411\u0410\u0422,", "Confidence": 0.98911, "X1": 0.124, "Y1": 0.6402, "X2": 0.80933, "Y2": 0.64, "X3": 0.80933, "Y3": 0.6578, "X4": 0.124, "Y4": 0.6568, "page": 0}, {"Word": "\u0442\u0430\u043a \u0438 \u0412\u0430\u0448\u0435\u0439 \u0441\u0442\u0440\u0430\u043d\u0435. \u041f\u043e\u0434\u043e\u0431\u043d\u044b\u0435 \u0432\u044b\u0433\u043e\u0434\u044b \u0431\u0443\u0434\u0443\u0442 \u0434\u043e\u0441\u0442\u0438\u0433\u043d\u0443\u0442\u044b \u0431\u043b\u0430\u0433\u043e\u0434\u0430\u0440\u044f", "Confidence": 0.98733, "X1": 0.124, "Y1": 0.6592, "X2": 0.80933, "Y2": 0.659, "X3": 0.80933, "Y3": 0.6768, "X4": 0.124, "Y4": 0.6758, "page": 0}, {"Word": "\u0442\u043e\u043c\u0443, \u0447\u0442\u043e \u0411\u0410\u0422 \u043f\u0440\u0435\u0434\u043e\u0441\u0442\u0430\u0432\u0438\u0442 \u0442\u0435\u0445\u043d\u0438\u0447\u0435\u0441\u043a\u0443\u044e \u044d\u043a\u0441\u043f\u0435\u0440\u0442\u0438\u0437\u0443 \u0434\u043b\u044f \u0440\u0430\u0437\u0432\u0438\u0442\u0438\u044f", "Confidence": 0.98862, "X1": 0.12267, "Y1": 0.6792, "X2": 0.81067, "Y2": 0.679, "X3": 0.81067, "Y3": 0.6968, "X4": 0.12267, "Y4": 0.6958, "page": 0}, {"Word": "\u043f\u0440\u043e\u0438\u0437\u0432\u043e\u0434\u0441\u0442\u0432\u0430 \u0442\u0430\u0431\u0430\u0447\u043d\u043e\u0433\u043e \u043b\u0438\u0441\u0442\u0430 \u0432 \u0420\u0435\u0441\u043f\u0443\u0431\u043b\u0438\u043a\u0435 \u041a\u0430\u0437\u0430\u0445\u0441\u0442\u0430\u043d \u0434\u043e \u0443\u0440\u043e\u0432\u043d\u044f", "Confidence": 0.9805, "X1": 0.124, "Y1": 0.6972, "X2": 0.81067, "Y2": 0.697, "X3": 0.81067, "Y3": 0.7148, "X4": 0.124, "Y4": 0.7138, "page": 0}, {"Word": "\u0443\u0434\u043e\u0432\u043b\u0435\u0442\u0432\u043e\u0440\u0435\u043d\u0438\u044f \u0432\u043d\u0443\u0442\u0440\u0435\u043d\u043d\u0435\u0439 \u043f\u043e\u0442\u0440\u0435\u0431\u043d\u043e\u0441\u0442\u0438 \u0438 \u0437\u043d\u0430\u0447\u0438\u0442\u0435\u043b\u044c\u043d\u043e \u0443\u0432\u0435\u043b\u0438\u0447\u0438\u0442", "Confidence": 0.99633, "X1": 0.124, "Y1": 0.7152, "X2": 0.81067, "Y2": 0.715, "X3": 0.81067, "Y3": 0.7328, "X4": 0.124, "Y4": 0.7328, "page": 0}, {"Word": "\u043d\u044b\u043d\u0435\u0448\u043d\u0438\u0435 \u043f\u0440\u043e\u0438\u0437\u0432\u043e\u0434\u0441\u0442\u0432\u0435\u043d\u043d\u044b\u0435 \u043c\u043e\u0449\u043d\u043e\u0441\u0442\u0438 \u0410\u043b\u043c\u0430-\u0410\u0442\u0438\u043d\u0441\u043a\u043e\u0439 \u0441\u0438\u0433\u0430\u0440\u0435\u0442\u043d\u043e\u0439", "Confidence": 0.9932, "X1": 0.124, "Y1": 0.7332, "X2": 0.81067, "Y2": 0.733, "X3": 0.81067, "Y3": 0.7498, "X4": 0.124, "Y4": 0.7498, "page": 0}, {"Word": "\u0444\u0430\u0431\u0440\u0438\u043a\u0438. \u0421\u043e\u0433\u043b\u0430\u0441\u043d\u043e \u043d\u0430\u0448\u0438\u043c \u043f\u043e\u0434\u0441\u0447\u0451\u0442\u0430\u043c \u043d\u0430 \u043f\u0440\u043e\u0442\u044f\u0436\u0435\u043d\u0438\u0438 \u043f\u043e\u0441\u043b\u0435\u0434\u0443\u044e\u0449\u0438\u0445", "Confidence": 0.99071, "X1": 0.12267, "Y1": 0.7522, "X2": 0.812, "Y2": 0.752, "X3": 0.812, "Y3": 0.7708, "X4": 0.12267, "Y4": 0.7698, "page": 0}, {"Word": "\u0434\u0435\u0441\u044f\u0442\u0438 \u043b\u0435\u0442 \u0432 \u043a\u0430\u0437\u043d\u0443 \u0420\u0435\u0441\u043f\u0443\u0431\u043b\u0438\u043a\u0438 \u041a\u0430\u0437\u0430\u0445\u0441\u0442\u0430\u043d \u043c\u043e\u0436\u0435\u0442 \u043f\u043e\u0441\u0442\u0443\u043f\u0438\u0442\u044c \u0441\u0443\u043c\u043c\u0430,", "Confidence": 0.92989, "X1": 0.12267, "Y1": 0.7702, "X2": 0.80933, "Y2": 0.77, "X3": 0.80933, "Y3": 0.7888, "X4": 0.12267, "Y4": 0.7878, "page": 0}, {"Word": "\u043f\u0440\u0435\u0432\u044b\u0448\u0430\u044e\u0449\u0430\u044f 700 \u043c\u0438\u043b\u043b\u0438\u043e\u043d\u043e\u0432 \u0434\u043e\u043b\u043b\u0430\u0440\u043e\u0432 \u0421\u0428\u0410.", "Confidence": 0.8436, "X1": 0.124, "Y1": 0.7892, "X2": 0.58667, "Y2": 0.789, "X3": 0.58667, "Y3": 0.8058, "X4": 0.124, "Y4": 0.8058, "page": 0}, {"Word": "\u041f\u043e\u0441\u043b\u0435 \u043c\u043e\u0435\u0433\u043e \u0432\u0438\u0437\u0438\u0442\u0430 \u0413\u043e\u0441\u043f\u043e\u0434\u0438\u043d \u0425\u0435\u0440\u0442\u0435\u0440 \u0438 \u0441\u043e\u0442\u0440\u0443\u0434\u043d\u0438\u043a\u0438 \u041e\u0442\u0434\u0435\u043b\u0430 \u0440\u0430\u0437\u0432\u0438\u0442\u0438\u044f", "Confidence": 0.99633, "X1": 0.12267, "Y1": 0.8262, "X2": 0.81067, "Y2": 0.826, "X3": 0.81067, "Y3": 0.8438, "X4": 0.12267, "Y4": 0.8418, "page": 0}, {"Word": "\u043d\u043e\u0432\u043e\u0433\u043e \u0431\u0438\u0437\u043d\u0435\u0441\u0430 \u0411\u0410\u0422 \u043f\u043e\u0441\u0435\u0449\u0430\u043b\u0438 \u0412\u0430\u0448\u0443 \u0441\u0442\u0440\u0430\u043d\u0443 \u043d\u0435\u0441\u043a\u043e\u043b\u044c\u043a\u043e \u0440\u0430\u0437 \u0438 \u043a", "Confidence": 0.9255, "X1": 0.124, "Y1": 0.8442, "X2": 0.81333, "Y2": 0.844, "X3": 0.81333, "Y3": 0.8618, "X4": 0.124, "Y4": 0.8598, "page": 0}, {"Word": "202225325", "Confidence": 0.994, "X1": 0.88667, "Y1": 0.9232, "X2": 0.89067, "Y2": 0.923, "X3": 0.86267, "Y3": 0.9238, "X4": 0.86, "Y4": 0.8108, "page": 0}, {"Word": "..", "Confidence": 0.77, "X1": 0.70533, "Y1": 0.9722, "X2": 0.72933, "Y2": 0.972, "X3": 0.72933, "Y3": 0.9798, "X4": 0.70533, "Y4": 0.9788, "page": 0}], "words_data": [{"Word": "18", "Confidence": 0.999, "X1": 0.128, "Y1": 0.2012, "X2": 0.14533, "Y2": 0.201, "X3": 0.14533, "Y3": 0.2178, "X4": 0.128, "Y4": 0.2178, "page": 0, "Index": 0}, {"Word": "\u044f\u043d\u0432\u0430\u0440\u044f", "Confidence": 0.942, "X1": 0.15333, "Y1": 0.2002, "X2": 0.21867, "Y2": 0.2, "X3": 0.21867, "Y3": 0.2178, "X4": 0.15333, "Y4": 0.2178, "page": 0, "Index": 1}, {"Word": "1993.", "Confidence": 0.998, "X1": 0.22667, "Y1": 0.1992, "X2": 0.27467, "Y2": 0.199, "X3": 0.27467, "Y3": 0.2178, "X4": 0.228, "Y4": 0.2178, "page": 0, "Index": 2}, {"Word": "\u041f\u0440\u0435\u0437\u0438\u0434\u0435\u043d\u0442\u0443", "Confidence": 0.996, "X1": 0.12667, "Y1": 0.2552, "X2": 0.24, "Y2": 0.255, "X3": 0.23867, "Y3": 0.2738, "X4": 0.12533, "Y4": 0.2728, "page": 0, "Index": 3}, {"Word": "\u041d\u0443\u0440\u0441\u0443\u043b\u0442\u0430\u043d\u0443", "Confidence": 0.809, "X1": 0.24533, "Y1": 0.2542, "X2": 0.35733, "Y2": 0.254, "X3": 0.35733, "Y3": 0.2738, "X4": 0.244, "Y4": 0.2738, "page": 0, "Index": 4}, {"Word": "\u041d\u0430\u0437\u0430\u0440\u0431\u0430\u0435\u0432\u0443", "Confidence": 0.995, "X1": 0.36667, "Y1": 0.2542, "X2": 0.48, "Y2": 0.254, "X3": 0.48, "Y3": 0.2728, "X4": 0.36667, "Y4": 0.2738, "page": 0, "Index": 5}, {"Word": "\u0410\u043b\u043c\u0430-\u0410\u0442\u0430", "Confidence": 0.838, "X1": 0.128, "Y1": 0.2762, "X2": 0.22133, "Y2": 0.276, "X3": 0.22, "Y3": 0.2908, "X4": 0.128, "Y4": 0.2898, "page": 0, "Index": 6}, {"Word": "\u041a\u0430\u0437\u0430\u0445\u0441\u0442\u0430\u043d.", "Confidence": 0.996, "X1": 0.24533, "Y1": 0.2932, "X2": 0.35067, "Y2": 0.293, "X3": 0.35067, "Y3": 0.3078, "X4": 0.244, "Y4": 0.3088, "page": 0, "Index": 7}, {"Word": "\u0420\u0435\u0441\u043f\u0443\u0431\u043b\u0438\u043a\u0430", "Confidence": 0.996, "X1": 0.12667, "Y1": 0.2922, "X2": 0.23733, "Y2": 0.292, "X3": 0.23733, "Y3": 0.3088, "X4": 0.12667, "Y4": 0.3088, "page": 0, "Index": 8}, {"Word": "\u0412\u0430\u0448\u0435", "Confidence": 0.995, "X1": 0.12533, "Y1": 0.3472, "X2": 0.17867, "Y2": 0.347, "X3": 0.17733, "Y3": 0.3638, "X4": 0.124, "Y4": 0.3638, "page": 0, "Index": 9}, {"Word": "\u041f\u0440\u0435\u0432\u043e\u0441\u0445\u043e\u0434\u0438\u0442\u0435\u043b\u044c\u0441\u0442\u0432\u043e", "Confidence": 0.955, "X1": 0.18667, "Y1": 0.3482, "X2": 0.38133, "Y2": 0.348, "X3": 0.38133, "Y3": 0.3628, "X4": 0.18533, "Y4": 0.3638, "page": 0, "Index": 10}, {"Word": "\u041a\u0430\u043a", "Confidence": 0.999, "X1": 0.12667, "Y1": 0.3842, "X2": 0.164, "Y2": 0.384, "X3": 0.16267, "Y3": 0.4018, "X4": 0.12667, "Y4": 0.4018, "page": 0, "Index": 11}, {"Word": "\u041f\u0440\u0435\u0434\u0441\u0435\u0434\u0430\u0442\u0435\u043b\u044c", "Confidence": 0.994, "X1": 0.17867, "Y1": 0.3842, "X2": 0.31333, "Y2": 0.384, "X3": 0.312, "Y3": 0.4028, "X4": 0.17867, "Y4": 0.4018, "page": 0, "Index": 12}, {"Word": "\u043a\u043e\u043c\u043f\u0430\u043d\u0438\u0438", "Confidence": 0.996, "X1": 0.32533, "Y1": 0.3832, "X2": 0.42, "Y2": 0.383, "X3": 0.42, "Y3": 0.4028, "X4": 0.324, "Y4": 0.4028, "page": 0, "Index": 13}, {"Word": "\u0411\u0410\u0422", "Confidence": 0.996, "X1": 0.43867, "Y1": 0.3842, "X2": 0.48133, "Y2": 0.384, "X3": 0.48133, "Y3": 0.4028, "X4": 0.43733, "Y4": 0.4028, "page": 0, "Index": 14}, {"Word": "\u0418\u043d\u0434\u0430\u0441\u0442\u0440\u0438\u0437,", "Confidence": 0.996, "X1": 0.496, "Y1": 0.3842, "X2": 0.61067, "Y2": 0.384, "X3": 0.61067, "Y3": 0.4028, "X4": 0.496, "Y4": 0.4028, "page": 0, "Index": 15}, {"Word": "\u044f", "Confidence": 0.999, "X1": 0.62667, "Y1": 0.3842, "X2": 0.63733, "Y2": 0.384, "X3": 0.63733, "Y3": 0.4028, "X4": 0.62667, "Y4": 0.4028, "page": 0, "Index": 16}, {"Word": "\u043f\u0438\u0448\u0443", "Confidence": 0.952, "X1": 0.652, "Y1": 0.3852, "X2": 0.70533, "Y2": 0.385, "X3": 0.70533, "Y3": 0.4028, "X4": 0.652, "Y4": 0.4028, "page": 0, "Index": 17}, {"Word": "\u0441", "Confidence": 1, "X1": 0.72, "Y1": 0.3852, "X2": 0.73067, "Y2": 0.385, "X3": 0.732, "Y3": 0.4028, "X4": 0.72, "Y4": 0.4028, "page": 0, "Index": 18}, {"Word": "\u0446\u0435\u043b\u044c\u044e", "Confidence": 0.998, "X1": 0.74667, "Y1": 0.3862, "X2": 0.80933, "Y2": 0.386, "X3": 0.80933, "Y3": 0.4018, "X4": 0.74667, "Y4": 0.4018, "page": 0, "Index": 19}, {"Word": "\u0441\u043e\u043e\u0431\u0449\u0438\u0442\u044c", "Confidence": 0.994, "X1": 0.12667, "Y1": 0.4042, "X2": 0.22133, "Y2": 0.404, "X3": 0.22, "Y3": 0.4208, "X4": 0.12667, "Y4": 0.4208, "page": 0, "Index": 20}, {"Word": "\u0412\u0430\u043c", "Confidence": 0.998, "X1": 0.23733, "Y1": 0.4042, "X2": 0.272, "Y2": 0.404, "X3": 0.27067, "Y3": 0.4208, "X4": 0.23733, "Y4": 0.4208, "page": 0, "Index": 21}, {"Word": "\u043e", "Confidence": 0.999, "X1": 0.29467, "Y1": 0.4042, "X2": 0.304, "Y2": 0.404, "X3": 0.304, "Y3": 0.4208, "X4": 0.29333, "Y4": 0.4208, "page": 0, "Index": 22}, {"Word": "\u043d\u0430\u043c\u0435\u0440\u0435\u043d\u0438\u044f\u0445", "Confidence": 0.996, "X1": 0.32133, "Y1": 0.4042, "X2": 0.43867, "Y2": 0.404, "X3": 0.43867, "Y3": 0.4208, "X4": 0.32133, "Y4": 0.4208, "page": 0, "Index": 23}, {"Word": "\u043d\u0430\u0448\u0435\u0439", "Confidence": 0.998, "X1": 0.456, "Y1": 0.4042, "X2": 0.51733, "Y2": 0.404, "X3": 0.516, "Y3": 0.4208, "X4": 0.456, "Y4": 0.4208, "page": 0, "Index": 24}, {"Word": "\u043a\u043e\u043c\u043f\u0430\u043d\u0438\u0438", "Confidence": 0.996, "X1": 0.536, "Y1": 0.4042, "X2": 0.63333, "Y2": 0.404, "X3": 0.63333, "Y3": 0.4208, "X4": 0.536, "Y4": 0.4208, "page": 0, "Index": 25}, {"Word": "\u0441\u0434\u0435\u043b\u0430\u0442\u044c", "Confidence": 0.996, "X1": 0.65333, "Y1": 0.4042, "X2": 0.72533, "Y2": 0.404, "X3": 0.72533, "Y3": 0.4208, "X4": 0.65333, "Y4": 0.4208, "page": 0, "Index": 26}, {"Word": "\u0432\u0435\u0441\u044c\u043c\u0430", "Confidence": 0.996, "X1": 0.74267, "Y1": 0.4052, "X2": 0.80933, "Y2": 0.405, "X3": 0.80933, "Y3": 0.4198, "X4": 0.74267, "Y4": 0.4198, "page": 0, "Index": 27}, {"Word": "\u043f\u0440\u043e\u0438\u0437\u0432\u043e\u0434\u0441\u0442\u0432\u043e", "Confidence": 0.996, "X1": 0.57867, "Y1": 0.4222, "X2": 0.708, "Y2": 0.422, "X3": 0.708, "Y3": 0.4378, "X4": 0.57867, "Y4": 0.4388, "page": 0, "Index": 28}, {"Word": "\u0441\u0438\u0433\u0430\u0440\u0435\u0442", "Confidence": 0.365, "X1": 0.716, "Y1": 0.4222, "X2": 0.79067, "Y2": 0.422, "X3": 0.79067, "Y3": 0.4378, "X4": 0.716, "Y4": 0.4378, "page": 0, "Index": 29}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.79467, "Y1": 0.4222, "X2": 0.80533, "Y2": 0.422, "X3": 0.80533, "Y3": 0.4378, "X4": 0.79467, "Y4": 0.4378, "page": 0, "Index": 30}, {"Word": "\u0441\u0443\u0449\u0435\u0441\u0442\u0432\u0435\u043d\u043d\u044b\u0439", "Confidence": 0.996, "X1": 0.12667, "Y1": 0.4222, "X2": 0.26533, "Y2": 0.422, "X3": 0.26533, "Y3": 0.4388, "X4": 0.12667, "Y4": 0.4388, "page": 0, "Index": 31}, {"Word": "\u0432\u043a\u043b\u0430\u0434", "Confidence": 0.881, "X1": 0.27067, "Y1": 0.4222, "X2": 0.324, "Y2": 0.422, "X3": 0.324, "Y3": 0.4388, "X4": 0.27067, "Y4": 0.4388, "page": 0, "Index": 32}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.332, "Y1": 0.4222, "X2": 0.34267, "Y2": 0.422, "X3": 0.34267, "Y3": 0.4388, "X4": 0.332, "Y4": 0.4388, "page": 0, "Index": 33}, {"Word": "\u0432\u044b\u0440\u0430\u0449\u0438\u0432\u0430\u043d\u0438\u0435", "Confidence": 0.996, "X1": 0.34933, "Y1": 0.4222, "X2": 0.48267, "Y2": 0.422, "X3": 0.48267, "Y3": 0.4388, "X4": 0.34933, "Y4": 0.4388, "page": 0, "Index": 34}, {"Word": "\u0442\u0430\u0431\u0430\u043a\u0430", "Confidence": 0.998, "X1": 0.488, "Y1": 0.4222, "X2": 0.55333, "Y2": 0.422, "X3": 0.55333, "Y3": 0.4388, "X4": 0.488, "Y4": 0.4388, "page": 0, "Index": 35}, {"Word": "\u0438", "Confidence": 0.999, "X1": 0.55733, "Y1": 0.4222, "X2": 0.568, "Y2": 0.422, "X3": 0.568, "Y3": 0.4388, "X4": 0.55733, "Y4": 0.4388, "page": 0, "Index": 36}, {"Word": "\u0420\u0435\u0441\u043f\u0443\u0431\u043b\u0438\u043a\u0435", "Confidence": 0.996, "X1": 0.12667, "Y1": 0.4402, "X2": 0.23733, "Y2": 0.44, "X3": 0.23733, "Y3": 0.4568, "X4": 0.12667, "Y4": 0.4568, "page": 0, "Index": 37}, {"Word": "\u041a\u0430\u0437\u0430\u0445\u0441\u0442\u0430\u043d", "Confidence": 0.996, "X1": 0.252, "Y1": 0.4402, "X2": 0.348, "Y2": 0.44, "X3": 0.348, "Y3": 0.4578, "X4": 0.252, "Y4": 0.4568, "page": 0, "Index": 38}, {"Word": "\u0438", "Confidence": 0.999, "X1": 0.36533, "Y1": 0.4402, "X2": 0.37467, "Y2": 0.44, "X3": 0.37467, "Y3": 0.4578, "X4": 0.36533, "Y4": 0.4578, "page": 0, "Index": 39}, {"Word": "\u043f\u0440\u043e\u0441\u0438\u0442\u044c", "Confidence": 0.996, "X1": 0.392, "Y1": 0.4402, "X2": 0.47067, "Y2": 0.44, "X3": 0.46933, "Y3": 0.4578, "X4": 0.392, "Y4": 0.4578, "page": 0, "Index": 40}, {"Word": "\u0412\u0430\u0441", "Confidence": 0.995, "X1": 0.48667, "Y1": 0.4402, "X2": 0.52267, "Y2": 0.44, "X3": 0.52133, "Y3": 0.4578, "X4": 0.48667, "Y4": 0.4578, "page": 0, "Index": 41}, {"Word": "\u043e", "Confidence": 0.999, "X1": 0.536, "Y1": 0.4402, "X2": 0.54667, "Y2": 0.44, "X3": 0.54667, "Y3": 0.4578, "X4": 0.536, "Y4": 0.4578, "page": 0, "Index": 42}, {"Word": "\u0441\u043a\u043e\u0440\u0435\u0439\u0448\u0435\u0439", "Confidence": 0.881, "X1": 0.564, "Y1": 0.4402, "X2": 0.66933, "Y2": 0.44, "X3": 0.668, "Y3": 0.4578, "X4": 0.564, "Y4": 0.4578, "page": 0, "Index": 43}, {"Word": "\u0432\u0441\u0442\u0440\u0435\u0447\u0435", "Confidence": 0.997, "X1": 0.68667, "Y1": 0.4402, "X2": 0.75733, "Y2": 0.44, "X3": 0.75733, "Y3": 0.4568, "X4": 0.68533, "Y4": 0.4578, "page": 0, "Index": 44}, {"Word": "\u0434\u043b\u044f", "Confidence": 0.999, "X1": 0.77467, "Y1": 0.4412, "X2": 0.80933, "Y2": 0.441, "X3": 0.80933, "Y3": 0.4568, "X4": 0.77467, "Y4": 0.4568, "page": 0, "Index": 45}, {"Word": "\u0440\u0430\u0437\u044a\u044f\u0441\u043d\u0435\u043d\u0438\u044f", "Confidence": 0.995, "X1": 0.12533, "Y1": 0.4592, "X2": 0.24667, "Y2": 0.459, "X3": 0.24667, "Y3": 0.4758, "X4": 0.12667, "Y4": 0.4768, "page": 0, "Index": 46}, {"Word": "\u043d\u0430\u0448\u0438\u0445", "Confidence": 0.993, "X1": 0.25467, "Y1": 0.4582, "X2": 0.31867, "Y2": 0.458, "X3": 0.31867, "Y3": 0.4748, "X4": 0.25467, "Y4": 0.4758, "page": 0, "Index": 47}, {"Word": "\u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0435\u043d\u0438\u0439.", "Confidence": 0.992, "X1": 0.32267, "Y1": 0.4582, "X2": 0.46267, "Y2": 0.458, "X3": 0.46267, "Y3": 0.4748, "X4": 0.32267, "Y4": 0.4748, "page": 0, "Index": 48}, {"Word": "\u0412\u043f\u0435\u0440\u0432\u044b\u0435", "Confidence": 0.996, "X1": 0.12667, "Y1": 0.4952, "X2": 0.208, "Y2": 0.495, "X3": 0.20933, "Y3": 0.5118, "X4": 0.12667, "Y4": 0.5118, "page": 0, "Index": 49}, {"Word": "\u044f", "Confidence": 0.999, "X1": 0.216, "Y1": 0.4952, "X2": 0.22667, "Y2": 0.495, "X3": 0.22667, "Y3": 0.5118, "X4": 0.21733, "Y4": 0.5118, "page": 0, "Index": 50}, {"Word": "\u043f\u043e\u0441\u0435\u0442\u0438\u043b", "Confidence": 0.996, "X1": 0.232, "Y1": 0.4952, "X2": 0.308, "Y2": 0.495, "X3": 0.308, "Y3": 0.5118, "X4": 0.232, "Y4": 0.5118, "page": 0, "Index": 51}, {"Word": "\u0412\u0430\u0448\u0443", "Confidence": 0.996, "X1": 0.316, "Y1": 0.4952, "X2": 0.372, "Y2": 0.495, "X3": 0.372, "Y3": 0.5118, "X4": 0.316, "Y4": 0.5118, "page": 0, "Index": 52}, {"Word": "\u0441\u0442\u0440\u0430\u043d\u0443", "Confidence": 0.998, "X1": 0.376, "Y1": 0.4952, "X2": 0.44133, "Y2": 0.495, "X3": 0.44133, "Y3": 0.5118, "X4": 0.37733, "Y4": 0.5118, "page": 0, "Index": 53}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.44533, "Y1": 0.4952, "X2": 0.456, "Y2": 0.495, "X3": 0.456, "Y3": 0.5118, "X4": 0.44667, "Y4": 0.5118, "page": 0, "Index": 54}, {"Word": "\u0430\u0432\u0433\u0443\u0441\u0442\u0435", "Confidence": 0.996, "X1": 0.464, "Y1": 0.4952, "X2": 0.53467, "Y2": 0.495, "X3": 0.53467, "Y3": 0.5118, "X4": 0.464, "Y4": 0.5118, "page": 0, "Index": 55}, {"Word": "1992", "Confidence": 0.999, "X1": 0.54267, "Y1": 0.4952, "X2": 0.58533, "Y2": 0.495, "X3": 0.58533, "Y3": 0.5118, "X4": 0.54267, "Y4": 0.5118, "page": 0, "Index": 56}, {"Word": "\u0433\u043e\u0434\u0430", "Confidence": 0.998, "X1": 0.59067, "Y1": 0.4952, "X2": 0.63333, "Y2": 0.495, "X3": 0.63467, "Y3": 0.5118, "X4": 0.59067, "Y4": 0.5118, "page": 0, "Index": 57}, {"Word": "\u0441", "Confidence": 1, "X1": 0.64133, "Y1": 0.4952, "X2": 0.652, "Y2": 0.495, "X3": 0.652, "Y3": 0.5118, "X4": 0.64267, "Y4": 0.5118, "page": 0, "Index": 58}, {"Word": "\u043c\u043e\u0438\u043c", "Confidence": 0.95, "X1": 0.65733, "Y1": 0.4952, "X2": 0.70667, "Y2": 0.495, "X3": 0.70667, "Y3": 0.5118, "X4": 0.65733, "Y4": 0.5118, "page": 0, "Index": 59}, {"Word": "\u043a\u043e\u043b\u043b\u0435\u0433\u043e\u0439", "Confidence": 0.996, "X1": 0.71733, "Y1": 0.4952, "X2": 0.80267, "Y2": 0.495, "X3": 0.80267, "Y3": 0.5118, "X4": 0.71733, "Y4": 0.5118, "page": 0, "Index": 60}, {"Word": "\u0438\u0437", "Confidence": 0.998, "X1": 0.12533, "Y1": 0.5132, "X2": 0.14933, "Y2": 0.513, "X3": 0.15067, "Y3": 0.5308, "X4": 0.12667, "Y4": 0.5308, "page": 0, "Index": 61}, {"Word": "\u0421\u043e\u0432\u0435\u0442\u0430", "Confidence": 0.996, "X1": 0.15467, "Y1": 0.5132, "X2": 0.22133, "Y2": 0.513, "X3": 0.22133, "Y3": 0.5308, "X4": 0.156, "Y4": 0.5308, "page": 0, "Index": 62}, {"Word": "\u0414\u0438\u0440\u0435\u043a\u0442\u043e\u0440\u043e\u0432", "Confidence": 0.996, "X1": 0.22933, "Y1": 0.5122, "X2": 0.34133, "Y2": 0.512, "X3": 0.34133, "Y3": 0.5308, "X4": 0.23067, "Y4": 0.5308, "page": 0, "Index": 63}, {"Word": "\u0411\u0410\u0422", "Confidence": 0.997, "X1": 0.35333, "Y1": 0.5122, "X2": 0.39333, "Y2": 0.512, "X3": 0.39333, "Y3": 0.5308, "X4": 0.35333, "Y4": 0.5308, "page": 0, "Index": 64}, {"Word": "\u0418\u043d\u0434\u0430\u0441\u0442\u0440\u0438\u0437", "Confidence": 0.766, "X1": 0.40133, "Y1": 0.5122, "X2": 0.50933, "Y2": 0.512, "X3": 0.51067, "Y3": 0.5308, "X4": 0.40267, "Y4": 0.5308, "page": 0, "Index": 65}, {"Word": "\u0423\u043b\u044c\u0440\u0438\u0445\u043e\u043c", "Confidence": 0.961, "X1": 0.51467, "Y1": 0.5122, "X2": 0.608, "Y2": 0.512, "X3": 0.608, "Y3": 0.5308, "X4": 0.516, "Y4": 0.5308, "page": 0, "Index": 66}, {"Word": "\u0425\u0435\u0440\u0442\u0435\u0440\u043e\u043c.", "Confidence": 0.996, "X1": 0.62267, "Y1": 0.5132, "X2": 0.724, "Y2": 0.513, "X3": 0.724, "Y3": 0.5308, "X4": 0.62267, "Y4": 0.5308, "page": 0, "Index": 67}, {"Word": "\u041d\u0430", "Confidence": 0.999, "X1": 0.73867, "Y1": 0.5132, "X2": 0.76933, "Y2": 0.513, "X3": 0.76933, "Y3": 0.5318, "X4": 0.74, "Y4": 0.5308, "page": 0, "Index": 68}, {"Word": "\u043d\u0430\u0441", "Confidence": 0.999, "X1": 0.77467, "Y1": 0.5132, "X2": 0.80933, "Y2": 0.513, "X3": 0.80933, "Y3": 0.5318, "X4": 0.77467, "Y4": 0.5318, "page": 0, "Index": 69}, {"Word": "\u043f\u0440\u043e\u0438\u0437\u0432\u0451\u043b", "Confidence": 0.944, "X1": 0.18667, "Y1": 0.5322, "X2": 0.276, "Y2": 0.532, "X3": 0.276, "Y3": 0.5478, "X4": 0.18667, "Y4": 0.5488, "page": 0, "Index": 70}, {"Word": "\u043e\u0433\u0440\u043e\u043c\u043d\u043e\u0435", "Confidence": 0.996, "X1": 0.284, "Y1": 0.5322, "X2": 0.372, "Y2": 0.532, "X3": 0.372, "Y3": 0.5478, "X4": 0.284, "Y4": 0.5478, "page": 0, "Index": 71}, {"Word": "\u0432\u043f\u0435\u0447\u0430\u0442\u043b\u0435\u043d\u0438\u0435", "Confidence": 0.927, "X1": 0.38, "Y1": 0.5322, "X2": 0.504, "Y2": 0.532, "X3": 0.50267, "Y3": 0.5478, "X4": 0.38, "Y4": 0.5478, "page": 0, "Index": 72}, {"Word": "\u0442\u043e\u0442", "Confidence": 0.999, "X1": 0.508, "Y1": 0.5322, "X2": 0.53867, "Y2": 0.532, "X3": 0.53867, "Y3": 0.5478, "X4": 0.508, "Y4": 0.5478, "page": 0, "Index": 73}, {"Word": "\u043f\u043e\u0442\u0435\u043d\u0446\u0438\u0430\u043b,", "Confidence": 0.629, "X1": 0.54667, "Y1": 0.5322, "X2": 0.65867, "Y2": 0.532, "X3": 0.65733, "Y3": 0.5478, "X4": 0.54533, "Y4": 0.5478, "page": 0, "Index": 74}, {"Word": "\u043e\u0431\u043e\u0438\u0445", "Confidence": 0.994, "X1": 0.12533, "Y1": 0.5322, "X2": 0.18267, "Y2": 0.532, "X3": 0.18267, "Y3": 0.5488, "X4": 0.12533, "Y4": 0.5488, "page": 0, "Index": 75}, {"Word": "\u043a\u043e\u0442\u043e\u0440\u044b\u0439", "Confidence": 0.997, "X1": 0.664, "Y1": 0.5322, "X2": 0.744, "Y2": 0.532, "X3": 0.74267, "Y3": 0.5488, "X4": 0.66267, "Y4": 0.5488, "page": 0, "Index": 76}, {"Word": "\u0435\u0441\u0442\u044c", "Confidence": 0.963, "X1": 0.75333, "Y1": 0.5322, "X2": 0.79333, "Y2": 0.532, "X3": 0.792, "Y3": 0.5488, "X4": 0.75333, "Y4": 0.5488, "page": 0, "Index": 77}, {"Word": "\u0443", "Confidence": 1, "X1": 0.79733, "Y1": 0.5322, "X2": 0.808, "Y2": 0.532, "X3": 0.80667, "Y3": 0.5488, "X4": 0.796, "Y4": 0.5488, "page": 0, "Index": 78}, {"Word": "\u044d\u043a\u043e\u043d\u043e\u043c\u0438\u043a\u0438", "Confidence": 0.922, "X1": 0.12667, "Y1": 0.5502, "X2": 0.23067, "Y2": 0.55, "X3": 0.22933, "Y3": 0.5668, "X4": 0.12667, "Y4": 0.5668, "page": 0, "Index": 79}, {"Word": "\u0412\u0430\u0448\u0435\u0439", "Confidence": 0.997, "X1": 0.23733, "Y1": 0.5492, "X2": 0.3, "Y2": 0.549, "X3": 0.29867, "Y3": 0.5668, "X4": 0.23733, "Y4": 0.5668, "page": 0, "Index": 80}, {"Word": "\u0441\u0442\u0440\u0430\u043d\u044b,", "Confidence": 0.997, "X1": 0.308, "Y1": 0.5492, "X2": 0.384, "Y2": 0.549, "X3": 0.384, "Y3": 0.5668, "X4": 0.30667, "Y4": 0.5668, "page": 0, "Index": 81}, {"Word": "\u043e\u0441\u043e\u0431\u0435\u043d\u043d\u043e", "Confidence": 0.996, "X1": 0.38933, "Y1": 0.5492, "X2": 0.47733, "Y2": 0.549, "X3": 0.47733, "Y3": 0.5668, "X4": 0.388, "Y4": 0.5668, "page": 0, "Index": 82}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.48533, "Y1": 0.5492, "X2": 0.496, "Y2": 0.549, "X3": 0.49467, "Y3": 0.5668, "X4": 0.48533, "Y4": 0.5668, "page": 0, "Index": 83}, {"Word": "\u0441\u0432\u0435\u0442\u0435", "Confidence": 0.998, "X1": 0.5, "Y1": 0.5492, "X2": 0.54933, "Y2": 0.549, "X3": 0.54933, "Y3": 0.5668, "X4": 0.5, "Y4": 0.5668, "page": 0, "Index": 84}, {"Word": "\u0412\u0430\u0448\u0435\u0439", "Confidence": 0.997, "X1": 0.55467, "Y1": 0.5492, "X2": 0.61867, "Y2": 0.549, "X3": 0.61867, "Y3": 0.5668, "X4": 0.55467, "Y4": 0.5668, "page": 0, "Index": 85}, {"Word": "\u0448\u0438\u0440\u043e\u043a\u043e", "Confidence": 0.924, "X1": 0.624, "Y1": 0.5502, "X2": 0.7, "Y2": 0.55, "X3": 0.7, "Y3": 0.5668, "X4": 0.624, "Y4": 0.5668, "page": 0, "Index": 86}, {"Word": "\u0438\u0437\u0432\u0435\u0441\u0442\u043d\u043e\u0439", "Confidence": 0.996, "X1": 0.708, "Y1": 0.5502, "X2": 0.80267, "Y2": 0.55, "X3": 0.80267, "Y3": 0.5668, "X4": 0.708, "Y4": 0.5668, "page": 0, "Index": 87}, {"Word": "\u043f\u043e\u0434\u0434\u0435\u0440\u0436\u043a\u0438", "Confidence": 0.996, "X1": 0.12533, "Y1": 0.5692, "X2": 0.232, "Y2": 0.569, "X3": 0.232, "Y3": 0.5848, "X4": 0.12533, "Y4": 0.5858, "page": 0, "Index": 88}, {"Word": "\u0438\u043d\u043e\u0441\u0442\u0440\u0430\u043d\u043d\u044b\u0445", "Confidence": 0.996, "X1": 0.25333, "Y1": 0.5692, "X2": 0.384, "Y2": 0.569, "X3": 0.384, "Y3": 0.5848, "X4": 0.25333, "Y4": 0.5848, "page": 0, "Index": 89}, {"Word": "\u0438\u043d\u0432\u0435\u0441\u0442\u0438\u0446\u0438\u0439.", "Confidence": 0.938, "X1": 0.40667, "Y1": 0.5672, "X2": 0.53067, "Y2": 0.567, "X3": 0.53067, "Y3": 0.5858, "X4": 0.40667, "Y4": 0.5848, "page": 0, "Index": 90}, {"Word": "\u0412\u043e", "Confidence": 0.971, "X1": 0.57067, "Y1": 0.5682, "X2": 0.59467, "Y2": 0.568, "X3": 0.59467, "Y3": 0.5848, "X4": 0.56933, "Y4": 0.5848, "page": 0, "Index": 91}, {"Word": "\u0432\u0440\u0435\u043c\u044f", "Confidence": 0.997, "X1": 0.61733, "Y1": 0.5692, "X2": 0.67733, "Y2": 0.569, "X3": 0.676, "Y3": 0.5848, "X4": 0.616, "Y4": 0.5848, "page": 0, "Index": 92}, {"Word": "\u0432\u0441\u0442\u0440\u0435\u0447\u0438", "Confidence": 0.996, "X1": 0.69867, "Y1": 0.5692, "X2": 0.77067, "Y2": 0.569, "X3": 0.77067, "Y3": 0.5858, "X4": 0.69867, "Y4": 0.5858, "page": 0, "Index": 93}, {"Word": "\u0441", "Confidence": 0.999, "X1": 0.796, "Y1": 0.5692, "X2": 0.80533, "Y2": 0.569, "X3": 0.80533, "Y3": 0.5858, "X4": 0.796, "Y4": 0.5858, "page": 0, "Index": 94}, {"Word": "\u043f\u0440\u0435\u0434\u0441\u0442\u0430\u0432\u0438\u0442\u0435\u043b\u044f\u043c\u0438", "Confidence": 0.995, "X1": 0.124, "Y1": 0.5872, "X2": 0.3, "Y2": 0.587, "X3": 0.3, "Y3": 0.6008, "X4": 0.124, "Y4": 0.6038, "page": 0, "Index": 95}, {"Word": "\u0442\u0430\u0431\u0430\u0447\u043d\u043e\u0433\u043e", "Confidence": 0.996, "X1": 0.33067, "Y1": 0.5872, "X2": 0.432, "Y2": 0.587, "X3": 0.432, "Y3": 0.6018, "X4": 0.332, "Y4": 0.6018, "page": 0, "Index": 96}, {"Word": "\u043a\u043e\u043c\u0431\u0438\u043d\u0430\u0442\u0430", "Confidence": 0.996, "X1": 0.46667, "Y1": 0.5872, "X2": 0.57467, "Y2": 0.587, "X3": 0.57467, "Y3": 0.6018, "X4": 0.46667, "Y4": 0.6018, "page": 0, "Index": 97}, {"Word": "\u0438", "Confidence": 0.999, "X1": 0.60667, "Y1": 0.5872, "X2": 0.616, "Y2": 0.587, "X3": 0.61467, "Y3": 0.6018, "X4": 0.60667, "Y4": 0.6018, "page": 0, "Index": 98}, {"Word": "\u043e\u0444\u0438\u0446\u0438\u0430\u043b\u044c\u043d\u044b\u043c\u0438", "Confidence": 0.996, "X1": 0.64933, "Y1": 0.5882, "X2": 0.804, "Y2": 0.588, "X3": 0.804, "Y3": 0.6028, "X4": 0.64933, "Y4": 0.6018, "page": 0, "Index": 99}, {"Word": "\u0433\u043e\u0441\u0443\u0434\u0430\u0440\u0441\u0442\u0432\u0435\u043d\u043d\u044b\u043c\u0438", "Confidence": 0.994, "X1": 0.12533, "Y1": 0.6052, "X2": 0.30133, "Y2": 0.605, "X3": 0.30133, "Y3": 0.6208, "X4": 0.12533, "Y4": 0.6218, "page": 0, "Index": 100}, {"Word": "\u043f\u0440\u0435\u0434\u0441\u0442\u0430\u0432\u0438\u0442\u0435\u043b\u044f\u043c\u0438", "Confidence": 0.995, "X1": 0.312, "Y1": 0.6052, "X2": 0.48, "Y2": 0.605, "X3": 0.47867, "Y3": 0.6218, "X4": 0.312, "Y4": 0.6208, "page": 0, "Index": 101}, {"Word": "\u0443", "Confidence": 0.999, "X1": 0.49333, "Y1": 0.6052, "X2": 0.50267, "Y2": 0.605, "X3": 0.50267, "Y3": 0.6218, "X4": 0.492, "Y4": 0.6218, "page": 0, "Index": 102}, {"Word": "\u043c\u0435\u043d\u044f", "Confidence": 0.998, "X1": 0.51067, "Y1": 0.6052, "X2": 0.55867, "Y2": 0.605, "X3": 0.55733, "Y3": 0.6218, "X4": 0.50933, "Y4": 0.6218, "page": 0, "Index": 103}, {"Word": "\u0441\u043b\u043e\u0436\u0438\u043b\u043e\u0441\u044c", "Confidence": 0.996, "X1": 0.572, "Y1": 0.6052, "X2": 0.67467, "Y2": 0.605, "X3": 0.67333, "Y3": 0.6218, "X4": 0.57067, "Y4": 0.6218, "page": 0, "Index": 104}, {"Word": "\u043c\u043d\u0435\u043d\u0438\u0435,", "Confidence": 0.996, "X1": 0.68533, "Y1": 0.6052, "X2": 0.768, "Y2": 0.605, "X3": 0.76667, "Y3": 0.6218, "X4": 0.684, "Y4": 0.6218, "page": 0, "Index": 105}, {"Word": "\u0447\u0442\u043e", "Confidence": 0.881, "X1": 0.776, "Y1": 0.6052, "X2": 0.80533, "Y2": 0.605, "X3": 0.80533, "Y3": 0.6218, "X4": 0.77467, "Y4": 0.6218, "page": 0, "Index": 106}, {"Word": "\u0435\u0441\u043b\u0438", "Confidence": 0.997, "X1": 0.12533, "Y1": 0.6222, "X2": 0.16667, "Y2": 0.622, "X3": 0.16667, "Y3": 0.6388, "X4": 0.124, "Y4": 0.6388, "page": 0, "Index": 107}, {"Word": "\u0411\u0410\u0422", "Confidence": 0.995, "X1": 0.19333, "Y1": 0.6222, "X2": 0.232, "Y2": 0.622, "X3": 0.232, "Y3": 0.6398, "X4": 0.192, "Y4": 0.6398, "page": 0, "Index": 108}, {"Word": "\u043e\u0441\u0443\u0449\u0435\u0441\u0442\u0432\u0438\u0442", "Confidence": 0.994, "X1": 0.25733, "Y1": 0.6232, "X2": 0.37067, "Y2": 0.623, "X3": 0.36933, "Y3": 0.6398, "X4": 0.25733, "Y4": 0.6398, "page": 0, "Index": 109}, {"Word": "\u043a\u0430\u043f\u0438\u0442\u0430\u043b\u043e\u0432\u043b\u043e\u0436\u0435\u043d\u0438\u0435", "Confidence": 0.981, "X1": 0.39333, "Y1": 0.6242, "X2": 0.57867, "Y2": 0.624, "X3": 0.57867, "Y3": 0.6398, "X4": 0.392, "Y4": 0.6398, "page": 0, "Index": 110}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.60133, "Y1": 0.6242, "X2": 0.612, "Y2": 0.624, "X3": 0.61067, "Y3": 0.6398, "X4": 0.60133, "Y4": 0.6398, "page": 0, "Index": 111}, {"Word": "\u043f\u0440\u043e\u043c\u044b\u0448\u043b\u0435\u043d\u043d\u043e\u0441\u0442\u044c", "Confidence": 0.942, "X1": 0.63333, "Y1": 0.6242, "X2": 0.80533, "Y2": 0.624, "X3": 0.80533, "Y3": 0.6398, "X4": 0.63333, "Y4": 0.6398, "page": 0, "Index": 112}, {"Word": "\u0420\u0435\u0441\u043f\u0443\u0431\u043b\u0438\u043a\u0438", "Confidence": 0.949, "X1": 0.12667, "Y1": 0.6402, "X2": 0.23333, "Y2": 0.64, "X3": 0.232, "Y3": 0.6578, "X4": 0.12533, "Y4": 0.6578, "page": 0, "Index": 113}, {"Word": "\u041a\u0430\u0437\u0430\u0445\u0441\u0442\u0430\u043d,", "Confidence": 0.996, "X1": 0.24133, "Y1": 0.6412, "X2": 0.348, "Y2": 0.641, "X3": 0.34667, "Y3": 0.6578, "X4": 0.24, "Y4": 0.6578, "page": 0, "Index": 114}, {"Word": "\u0442\u043e", "Confidence": 0.999, "X1": 0.35333, "Y1": 0.6412, "X2": 0.372, "Y2": 0.641, "X3": 0.372, "Y3": 0.6578, "X4": 0.352, "Y4": 0.6578, "page": 0, "Index": 115}, {"Word": "\u044d\u0442\u043e", "Confidence": 0.974, "X1": 0.37733, "Y1": 0.6412, "X2": 0.40933, "Y2": 0.641, "X3": 0.40933, "Y3": 0.6578, "X4": 0.37733, "Y4": 0.6578, "page": 0, "Index": 116}, {"Word": "\u043f\u0440\u0438\u043d\u0435\u0441\u0451\u0442", "Confidence": 0.996, "X1": 0.41467, "Y1": 0.6412, "X2": 0.50267, "Y2": 0.641, "X3": 0.50133, "Y3": 0.6588, "X4": 0.41333, "Y4": 0.6578, "page": 0, "Index": 117}, {"Word": "\u0437\u043d\u0430\u0447\u0438\u0442\u0435\u043b\u044c\u043d\u0443\u044e", "Confidence": 0.996, "X1": 0.51067, "Y1": 0.6412, "X2": 0.64267, "Y2": 0.641, "X3": 0.64133, "Y3": 0.6588, "X4": 0.51067, "Y4": 0.6588, "page": 0, "Index": 118}, {"Word": "\u043f\u043e\u043b\u044c\u0437\u0443", "Confidence": 0.997, "X1": 0.648, "Y1": 0.6412, "X2": 0.71333, "Y2": 0.641, "X3": 0.71333, "Y3": 0.6588, "X4": 0.64667, "Y4": 0.6588, "page": 0, "Index": 119}, {"Word": "\u043a\u0430\u043a", "Confidence": 0.998, "X1": 0.71867, "Y1": 0.6412, "X2": 0.75067, "Y2": 0.641, "X3": 0.75067, "Y3": 0.6588, "X4": 0.71733, "Y4": 0.6588, "page": 0, "Index": 120}, {"Word": "\u0411\u0410\u0422,", "Confidence": 0.997, "X1": 0.75867, "Y1": 0.6412, "X2": 0.808, "Y2": 0.641, "X3": 0.80667, "Y3": 0.6588, "X4": 0.75867, "Y4": 0.6588, "page": 0, "Index": 121}, {"Word": "\u0442\u0430\u043a", "Confidence": 0.998, "X1": 0.12533, "Y1": 0.6582, "X2": 0.156, "Y2": 0.658, "X3": 0.156, "Y3": 0.6768, "X4": 0.12533, "Y4": 0.6758, "page": 0, "Index": 122}, {"Word": "\u0438", "Confidence": 0.999, "X1": 0.164, "Y1": 0.6582, "X2": 0.17467, "Y2": 0.658, "X3": 0.17467, "Y3": 0.6768, "X4": 0.164, "Y4": 0.6768, "page": 0, "Index": 123}, {"Word": "\u0412\u0430\u0448\u0435\u0439", "Confidence": 0.996, "X1": 0.18267, "Y1": 0.6592, "X2": 0.244, "Y2": 0.659, "X3": 0.244, "Y3": 0.6768, "X4": 0.18267, "Y4": 0.6768, "page": 0, "Index": 124}, {"Word": "\u0441\u0442\u0440\u0430\u043d\u0435.", "Confidence": 0.996, "X1": 0.256, "Y1": 0.6592, "X2": 0.32667, "Y2": 0.659, "X3": 0.32667, "Y3": 0.6768, "X4": 0.256, "Y4": 0.6768, "page": 0, "Index": 125}, {"Word": "\u041f\u043e\u0434\u043e\u0431\u043d\u044b\u0435", "Confidence": 0.996, "X1": 0.34133, "Y1": 0.6592, "X2": 0.44133, "Y2": 0.659, "X3": 0.44, "Y3": 0.6768, "X4": 0.34133, "Y4": 0.6768, "page": 0, "Index": 126}, {"Word": "\u0432\u044b\u0433\u043e\u0434\u044b", "Confidence": 0.947, "X1": 0.44667, "Y1": 0.6592, "X2": 0.51733, "Y2": 0.659, "X3": 0.516, "Y3": 0.6768, "X4": 0.44533, "Y4": 0.6768, "page": 0, "Index": 127}, {"Word": "\u0431\u0443\u0434\u0443\u0442", "Confidence": 0.997, "X1": 0.528, "Y1": 0.6592, "X2": 0.584, "Y2": 0.659, "X3": 0.58267, "Y3": 0.6778, "X4": 0.528, "Y4": 0.6778, "page": 0, "Index": 128}, {"Word": "\u0434\u043e\u0441\u0442\u0438\u0433\u043d\u0443\u0442\u044b", "Confidence": 0.961, "X1": 0.58933, "Y1": 0.6602, "X2": 0.69467, "Y2": 0.66, "X3": 0.69333, "Y3": 0.6778, "X4": 0.588, "Y4": 0.6778, "page": 0, "Index": 129}, {"Word": "\u0431\u043b\u0430\u0433\u043e\u0434\u0430\u0440\u044f", "Confidence": 0.996, "X1": 0.70933, "Y1": 0.6602, "X2": 0.80533, "Y2": 0.66, "X3": 0.80533, "Y3": 0.6778, "X4": 0.708, "Y4": 0.6778, "page": 0, "Index": 130}, {"Word": "\u0442\u043e\u043c\u0443,", "Confidence": 0.997, "X1": 0.124, "Y1": 0.6792, "X2": 0.17867, "Y2": 0.679, "X3": 0.18, "Y3": 0.6968, "X4": 0.12533, "Y4": 0.6968, "page": 0, "Index": 131}, {"Word": "\u0447\u0442\u043e", "Confidence": 0.997, "X1": 0.18933, "Y1": 0.6792, "X2": 0.22, "Y2": 0.679, "X3": 0.22133, "Y3": 0.6958, "X4": 0.19067, "Y4": 0.6968, "page": 0, "Index": 132}, {"Word": "\u0411\u0410\u0422", "Confidence": 0.997, "X1": 0.232, "Y1": 0.6792, "X2": 0.27333, "Y2": 0.679, "X3": 0.27467, "Y3": 0.6958, "X4": 0.232, "Y4": 0.6958, "page": 0, "Index": 133}, {"Word": "\u043f\u0440\u0435\u0434\u043e\u0441\u0442\u0430\u0432\u0438\u0442", "Confidence": 0.946, "X1": 0.28533, "Y1": 0.6792, "X2": 0.404, "Y2": 0.679, "X3": 0.40533, "Y3": 0.6958, "X4": 0.28533, "Y4": 0.6958, "page": 0, "Index": 134}, {"Word": "\u0442\u0435\u0445\u043d\u0438\u0447\u0435\u0441\u043a\u0443\u044e", "Confidence": 0.996, "X1": 0.41867, "Y1": 0.6792, "X2": 0.544, "Y2": 0.679, "X3": 0.544, "Y3": 0.6958, "X4": 0.41867, "Y4": 0.6958, "page": 0, "Index": 135}, {"Word": "\u044d\u043a\u0441\u043f\u0435\u0440\u0442\u0438\u0437\u0443", "Confidence": 0.995, "X1": 0.55467, "Y1": 0.6802, "X2": 0.66267, "Y2": 0.68, "X3": 0.66267, "Y3": 0.6968, "X4": 0.55467, "Y4": 0.6958, "page": 0, "Index": 136}, {"Word": "\u0434\u043b\u044f", "Confidence": 0.996, "X1": 0.676, "Y1": 0.6812, "X2": 0.70667, "Y2": 0.681, "X3": 0.70667, "Y3": 0.6968, "X4": 0.676, "Y4": 0.6968, "page": 0, "Index": 137}, {"Word": "\u0440\u0430\u0437\u0432\u0438\u0442\u0438\u044f", "Confidence": 0.985, "X1": 0.71733, "Y1": 0.6822, "X2": 0.808, "Y2": 0.682, "X3": 0.80667, "Y3": 0.6968, "X4": 0.71733, "Y4": 0.6968, "page": 0, "Index": 138}, {"Word": "\u043f\u0440\u043e\u0438\u0437\u0432\u043e\u0434\u0441\u0442\u0432\u0430", "Confidence": 0.996, "X1": 0.12533, "Y1": 0.6972, "X2": 0.25467, "Y2": 0.697, "X3": 0.25467, "Y3": 0.7148, "X4": 0.12533, "Y4": 0.7148, "page": 0, "Index": 139}, {"Word": "\u0442\u0430\u0431\u0430\u0447\u043d\u043e\u0433\u043e", "Confidence": 0.996, "X1": 0.26533, "Y1": 0.6972, "X2": 0.36267, "Y2": 0.697, "X3": 0.36267, "Y3": 0.7138, "X4": 0.26533, "Y4": 0.7148, "page": 0, "Index": 140}, {"Word": "\u043b\u0438\u0441\u0442\u0430", "Confidence": 0.997, "X1": 0.38, "Y1": 0.6972, "X2": 0.432, "Y2": 0.697, "X3": 0.432, "Y3": 0.7138, "X4": 0.38, "Y4": 0.7138, "page": 0, "Index": 141}, {"Word": "\u0432", "Confidence": 0.984, "X1": 0.44267, "Y1": 0.6972, "X2": 0.45333, "Y2": 0.697, "X3": 0.45333, "Y3": 0.7138, "X4": 0.44267, "Y4": 0.7138, "page": 0, "Index": 142}, {"Word": "\u0420\u0435\u0441\u043f\u0443\u0431\u043b\u0438\u043a\u0435", "Confidence": 0.995, "X1": 0.46667, "Y1": 0.6972, "X2": 0.58267, "Y2": 0.697, "X3": 0.58133, "Y3": 0.7148, "X4": 0.46667, "Y4": 0.7138, "page": 0, "Index": 143}, {"Word": "\u041a\u0430\u0437\u0430\u0445\u0441\u0442\u0430\u043d", "Confidence": 0.881, "X1": 0.59333, "Y1": 0.6982, "X2": 0.69067, "Y2": 0.698, "X3": 0.68933, "Y3": 0.7148, "X4": 0.59333, "Y4": 0.7148, "page": 0, "Index": 144}, {"Word": "\u0434\u043e", "Confidence": 0.999, "X1": 0.70667, "Y1": 0.6982, "X2": 0.72933, "Y2": 0.698, "X3": 0.72933, "Y3": 0.7148, "X4": 0.70667, "Y4": 0.7148, "page": 0, "Index": 145}, {"Word": "\u0443\u0440\u043e\u0432\u043d\u044f", "Confidence": 0.996, "X1": 0.74267, "Y1": 0.6992, "X2": 0.81067, "Y2": 0.699, "X3": 0.80933, "Y3": 0.7158, "X4": 0.74267, "Y4": 0.7148, "page": 0, "Index": 146}, {"Word": "\u0443\u0434\u043e\u0432\u043b\u0435\u0442\u0432\u043e\u0440\u0435\u043d\u0438\u044f", "Confidence": 0.995, "X1": 0.12533, "Y1": 0.7162, "X2": 0.27867, "Y2": 0.716, "X3": 0.27867, "Y3": 0.7328, "X4": 0.12533, "Y4": 0.7328, "page": 0, "Index": 147}, {"Word": "\u0432\u043d\u0443\u0442\u0440\u0435\u043d\u043d\u0435\u0439", "Confidence": 0.996, "X1": 0.292, "Y1": 0.7152, "X2": 0.4, "Y2": 0.715, "X3": 0.4, "Y3": 0.7328, "X4": 0.292, "Y4": 0.7328, "page": 0, "Index": 148}, {"Word": "\u043f\u043e\u0442\u0440\u0435\u0431\u043d\u043e\u0441\u0442\u0438", "Confidence": 0.996, "X1": 0.41733, "Y1": 0.7162, "X2": 0.53733, "Y2": 0.716, "X3": 0.53733, "Y3": 0.7328, "X4": 0.41733, "Y4": 0.7328, "page": 0, "Index": 149}, {"Word": "\u0438", "Confidence": 0.999, "X1": 0.55733, "Y1": 0.7162, "X2": 0.568, "Y2": 0.716, "X3": 0.568, "Y3": 0.7328, "X4": 0.55733, "Y4": 0.7328, "page": 0, "Index": 150}, {"Word": "\u0437\u043d\u0430\u0447\u0438\u0442\u0435\u043b\u044c\u043d\u043e", "Confidence": 0.996, "X1": 0.584, "Y1": 0.7172, "X2": 0.70533, "Y2": 0.717, "X3": 0.704, "Y3": 0.7328, "X4": 0.584, "Y4": 0.7328, "page": 0, "Index": 151}, {"Word": "\u0443\u0432\u0435\u043b\u0438\u0447\u0438\u0442", "Confidence": 0.996, "X1": 0.71867, "Y1": 0.7182, "X2": 0.80933, "Y2": 0.718, "X3": 0.80933, "Y3": 0.7338, "X4": 0.71867, "Y4": 0.7328, "page": 0, "Index": 152}, {"Word": "\u043d\u044b\u043d\u0435\u0448\u043d\u0438\u0435", "Confidence": 0.983, "X1": 0.12533, "Y1": 0.7342, "X2": 0.22667, "Y2": 0.734, "X3": 0.22533, "Y3": 0.7498, "X4": 0.12533, "Y4": 0.7498, "page": 0, "Index": 153}, {"Word": "\u043f\u0440\u043e\u0438\u0437\u0432\u043e\u0434\u0441\u0442\u0432\u0435\u043d\u043d\u044b\u0435", "Confidence": 0.995, "X1": 0.23467, "Y1": 0.7342, "X2": 0.41333, "Y2": 0.734, "X3": 0.41333, "Y3": 0.7508, "X4": 0.23333, "Y4": 0.7498, "page": 0, "Index": 154}, {"Word": "\u043c\u043e\u0449\u043d\u043e\u0441\u0442\u0438", "Confidence": 0.996, "X1": 0.42133, "Y1": 0.7342, "X2": 0.52267, "Y2": 0.734, "X3": 0.52133, "Y3": 0.7508, "X4": 0.42, "Y4": 0.7508, "page": 0, "Index": 155}, {"Word": "\u0410\u043b\u043c\u0430-\u0410\u0442\u0438\u043d\u0441\u043a\u043e\u0439", "Confidence": 0.996, "X1": 0.536, "Y1": 0.7342, "X2": 0.68533, "Y2": 0.734, "X3": 0.68533, "Y3": 0.7508, "X4": 0.53467, "Y4": 0.7508, "page": 0, "Index": 156}, {"Word": "\u0441\u0438\u0433\u0430\u0440\u0435\u0442\u043d\u043e\u0439", "Confidence": 0.996, "X1": 0.7, "Y1": 0.7342, "X2": 0.80267, "Y2": 0.734, "X3": 0.80133, "Y3": 0.7508, "X4": 0.69867, "Y4": 0.7508, "page": 0, "Index": 157}, {"Word": "\u0444\u0430\u0431\u0440\u0438\u043a\u0438.", "Confidence": 0.961, "X1": 0.128, "Y1": 0.7522, "X2": 0.22133, "Y2": 0.752, "X3": 0.22, "Y3": 0.7698, "X4": 0.128, "Y4": 0.7708, "page": 0, "Index": 158}, {"Word": "\u0421\u043e\u0433\u043b\u0430\u0441\u043d\u043e", "Confidence": 0.996, "X1": 0.232, "Y1": 0.7522, "X2": 0.31867, "Y2": 0.752, "X3": 0.31867, "Y3": 0.7698, "X4": 0.232, "Y4": 0.7698, "page": 0, "Index": 159}, {"Word": "\u043d\u0430\u0448\u0438\u043c", "Confidence": 0.997, "X1": 0.32667, "Y1": 0.7522, "X2": 0.392, "Y2": 0.752, "X3": 0.392, "Y3": 0.7698, "X4": 0.32667, "Y4": 0.7698, "page": 0, "Index": 160}, {"Word": "\u043f\u043e\u0434\u0441\u0447\u0451\u0442\u0430\u043c", "Confidence": 0.996, "X1": 0.404, "Y1": 0.7532, "X2": 0.5, "Y2": 0.753, "X3": 0.5, "Y3": 0.7698, "X4": 0.404, "Y4": 0.7698, "page": 0, "Index": 161}, {"Word": "\u043d\u0430", "Confidence": 0.999, "X1": 0.51067, "Y1": 0.7532, "X2": 0.536, "Y2": 0.753, "X3": 0.536, "Y3": 0.7698, "X4": 0.51067, "Y4": 0.7698, "page": 0, "Index": 162}, {"Word": "\u043f\u0440\u043e\u0442\u044f\u0436\u0435\u043d\u0438\u0438", "Confidence": 0.993, "X1": 0.54133, "Y1": 0.7532, "X2": 0.66267, "Y2": 0.753, "X3": 0.66133, "Y3": 0.7698, "X4": 0.54133, "Y4": 0.7698, "page": 0, "Index": 163}, {"Word": "\u043f\u043e\u0441\u043b\u0435\u0434\u0443\u044e\u0449\u0438\u0445", "Confidence": 0.993, "X1": 0.67067, "Y1": 0.7532, "X2": 0.80667, "Y2": 0.753, "X3": 0.80667, "Y3": 0.7708, "X4": 0.67067, "Y4": 0.7698, "page": 0, "Index": 164}, {"Word": "\u0434\u0435\u0441\u044f\u0442\u0438", "Confidence": 0.996, "X1": 0.124, "Y1": 0.7712, "X2": 0.18667, "Y2": 0.771, "X3": 0.18667, "Y3": 0.7878, "X4": 0.12533, "Y4": 0.7888, "page": 0, "Index": 165}, {"Word": "\u043b\u0435\u0442", "Confidence": 0.961, "X1": 0.19733, "Y1": 0.7712, "X2": 0.22933, "Y2": 0.771, "X3": 0.22933, "Y3": 0.7878, "X4": 0.19867, "Y4": 0.7878, "page": 0, "Index": 166}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.23733, "Y1": 0.7702, "X2": 0.248, "Y2": 0.77, "X3": 0.248, "Y3": 0.7878, "X4": 0.23733, "Y4": 0.7878, "page": 0, "Index": 167}, {"Word": "\u043a\u0430\u0437\u043d\u0443", "Confidence": 0.998, "X1": 0.25867, "Y1": 0.7702, "X2": 0.31467, "Y2": 0.77, "X3": 0.31467, "Y3": 0.7878, "X4": 0.25867, "Y4": 0.7878, "page": 0, "Index": 168}, {"Word": "\u0420\u0435\u0441\u043f\u0443\u0431\u043b\u0438\u043a\u0438", "Confidence": 0.996, "X1": 0.32267, "Y1": 0.7702, "X2": 0.43333, "Y2": 0.77, "X3": 0.43333, "Y3": 0.7878, "X4": 0.32267, "Y4": 0.7878, "page": 0, "Index": 169}, {"Word": "\u041a\u0430\u0437\u0430\u0445\u0441\u0442\u0430\u043d", "Confidence": 0.428, "X1": 0.448, "Y1": 0.7702, "X2": 0.544, "Y2": 0.77, "X3": 0.544, "Y3": 0.7878, "X4": 0.448, "Y4": 0.7878, "page": 0, "Index": 170}, {"Word": "\u043c\u043e\u0436\u0435\u0442", "Confidence": 0.998, "X1": 0.55733, "Y1": 0.7712, "X2": 0.62, "Y2": 0.771, "X3": 0.62, "Y3": 0.7878, "X4": 0.55733, "Y4": 0.7878, "page": 0, "Index": 171}, {"Word": "\u043f\u043e\u0441\u0442\u0443\u043f\u0438\u0442\u044c", "Confidence": 0.996, "X1": 0.63067, "Y1": 0.7722, "X2": 0.72933, "Y2": 0.772, "X3": 0.72933, "Y3": 0.7888, "X4": 0.63067, "Y4": 0.7878, "page": 0, "Index": 172}, {"Word": "\u0441\u0443\u043c\u043c\u0430,", "Confidence": 0.997, "X1": 0.74, "Y1": 0.7732, "X2": 0.80933, "Y2": 0.773, "X3": 0.80933, "Y3": 0.7898, "X4": 0.74, "Y4": 0.7888, "page": 0, "Index": 173}, {"Word": "\u043f\u0440\u0435\u0432\u044b\u0448\u0430\u044e\u0449\u0430\u044f", "Confidence": 0.653, "X1": 0.12533, "Y1": 0.7902, "X2": 0.268, "Y2": 0.79, "X3": 0.268, "Y3": 0.8058, "X4": 0.12533, "Y4": 0.8058, "page": 0, "Index": 174}, {"Word": "700", "Confidence": 0.999, "X1": 0.276, "Y1": 0.7892, "X2": 0.30533, "Y2": 0.789, "X3": 0.30533, "Y3": 0.8058, "X4": 0.276, "Y4": 0.8058, "page": 0, "Index": 175}, {"Word": "\u043c\u0438\u043b\u043b\u0438\u043e\u043d\u043e\u0432", "Confidence": 0.996, "X1": 0.312, "Y1": 0.7892, "X2": 0.42133, "Y2": 0.789, "X3": 0.42133, "Y3": 0.8058, "X4": 0.312, "Y4": 0.8058, "page": 0, "Index": 176}, {"Word": "\u0434\u043e\u043b\u043b\u0430\u0440\u043e\u0432", "Confidence": 0.987, "X1": 0.42933, "Y1": 0.7892, "X2": 0.51867, "Y2": 0.789, "X3": 0.51733, "Y3": 0.8058, "X4": 0.42933, "Y4": 0.8058, "page": 0, "Index": 177}, {"Word": "\u0421\u0428\u0410.", "Confidence": 0.583, "X1": 0.528, "Y1": 0.7892, "X2": 0.58667, "Y2": 0.789, "X3": 0.58667, "Y3": 0.8058, "X4": 0.528, "Y4": 0.8058, "page": 0, "Index": 178}, {"Word": "\u041f\u043e\u0441\u043b\u0435", "Confidence": 0.998, "X1": 0.124, "Y1": 0.8262, "X2": 0.18267, "Y2": 0.826, "X3": 0.18267, "Y3": 0.8428, "X4": 0.124, "Y4": 0.8428, "page": 0, "Index": 179}, {"Word": "\u043c\u043e\u0435\u0433\u043e", "Confidence": 0.997, "X1": 0.19067, "Y1": 0.8252, "X2": 0.24667, "Y2": 0.825, "X3": 0.24667, "Y3": 0.8428, "X4": 0.19067, "Y4": 0.8428, "page": 0, "Index": 180}, {"Word": "\u0432\u0438\u0437\u0438\u0442\u0430", "Confidence": 0.997, "X1": 0.25467, "Y1": 0.8252, "X2": 0.31867, "Y2": 0.825, "X3": 0.31867, "Y3": 0.8428, "X4": 0.25467, "Y4": 0.8428, "page": 0, "Index": 181}, {"Word": "\u0413\u043e\u0441\u043f\u043e\u0434\u0438\u043d", "Confidence": 0.996, "X1": 0.32667, "Y1": 0.8252, "X2": 0.416, "Y2": 0.825, "X3": 0.416, "Y3": 0.8428, "X4": 0.32667, "Y4": 0.8428, "page": 0, "Index": 182}, {"Word": "\u0425\u0435\u0440\u0442\u0435\u0440", "Confidence": 0.997, "X1": 0.42933, "Y1": 0.8262, "X2": 0.49333, "Y2": 0.826, "X3": 0.49333, "Y3": 0.8438, "X4": 0.42933, "Y4": 0.8428, "page": 0, "Index": 183}, {"Word": "\u0438", "Confidence": 0.999, "X1": 0.50133, "Y1": 0.8262, "X2": 0.512, "Y2": 0.826, "X3": 0.512, "Y3": 0.8438, "X4": 0.50133, "Y4": 0.8438, "page": 0, "Index": 184}, {"Word": "\u0441\u043e\u0442\u0440\u0443\u0434\u043d\u0438\u043a\u0438", "Confidence": 0.996, "X1": 0.52267, "Y1": 0.8262, "X2": 0.63333, "Y2": 0.826, "X3": 0.63333, "Y3": 0.8438, "X4": 0.52267, "Y4": 0.8438, "page": 0, "Index": 185}, {"Word": "\u041e\u0442\u0434\u0435\u043b\u0430", "Confidence": 0.991, "X1": 0.644, "Y1": 0.8272, "X2": 0.71467, "Y2": 0.827, "X3": 0.71467, "Y3": 0.8438, "X4": 0.644, "Y4": 0.8438, "page": 0, "Index": 186}, {"Word": "\u0440\u0430\u0437\u0432\u0438\u0442\u0438\u044f", "Confidence": 0.996, "X1": 0.71867, "Y1": 0.8282, "X2": 0.808, "Y2": 0.828, "X3": 0.808, "Y3": 0.8438, "X4": 0.71867, "Y4": 0.8438, "page": 0, "Index": 187}, {"Word": "\u043d\u043e\u0432\u043e\u0433\u043e", "Confidence": 0.961, "X1": 0.12667, "Y1": 0.8442, "X2": 0.188, "Y2": 0.844, "X3": 0.188, "Y3": 0.8608, "X4": 0.12533, "Y4": 0.8598, "page": 0, "Index": 188}, {"Word": "\u0431\u0438\u0437\u043d\u0435\u0441\u0430", "Confidence": 0.997, "X1": 0.20533, "Y1": 0.8442, "X2": 0.27867, "Y2": 0.844, "X3": 0.27867, "Y3": 0.8608, "X4": 0.204, "Y4": 0.8608, "page": 0, "Index": 189}, {"Word": "\u0411\u0410\u0422", "Confidence": 0.977, "X1": 0.292, "Y1": 0.8442, "X2": 0.33333, "Y2": 0.844, "X3": 0.33333, "Y3": 0.8608, "X4": 0.292, "Y4": 0.8608, "page": 0, "Index": 190}, {"Word": "\u043f\u043e\u0441\u0435\u0449\u0430\u043b\u0438", "Confidence": 0.996, "X1": 0.35067, "Y1": 0.8442, "X2": 0.44533, "Y2": 0.844, "X3": 0.44533, "Y3": 0.8618, "X4": 0.34933, "Y4": 0.8608, "page": 0, "Index": 191}, {"Word": "\u0412\u0430\u0448\u0443", "Confidence": 0.995, "X1": 0.46133, "Y1": 0.8442, "X2": 0.51467, "Y2": 0.844, "X3": 0.51467, "Y3": 0.8618, "X4": 0.46133, "Y4": 0.8618, "page": 0, "Index": 192}, {"Word": "\u0441\u0442\u0440\u0430\u043d\u0443", "Confidence": 0.997, "X1": 0.532, "Y1": 0.8442, "X2": 0.59333, "Y2": 0.844, "X3": 0.59333, "Y3": 0.8618, "X4": 0.532, "Y4": 0.8618, "page": 0, "Index": 193}, {"Word": "\u043d\u0435\u0441\u043a\u043e\u043b\u044c\u043a\u043e", "Confidence": 0.948, "X1": 0.60667, "Y1": 0.8452, "X2": 0.708, "Y2": 0.845, "X3": 0.708, "Y3": 0.8618, "X4": 0.60667, "Y4": 0.8618, "page": 0, "Index": 194}, {"Word": "\u0440\u0430\u0437", "Confidence": 0.998, "X1": 0.72267, "Y1": 0.8462, "X2": 0.756, "Y2": 0.846, "X3": 0.756, "Y3": 0.8618, "X4": 0.72267, "Y4": 0.8618, "page": 0, "Index": 195}, {"Word": "\u0438", "Confidence": 0.999, "X1": 0.768, "Y1": 0.8462, "X2": 0.77733, "Y2": 0.846, "X3": 0.77733, "Y3": 0.8618, "X4": 0.768, "Y4": 0.8618, "page": 0, "Index": 196}, {"Word": "\u043a", "Confidence": 0.387, "X1": 0.79467, "Y1": 0.8462, "X2": 0.80533, "Y2": 0.846, "X3": 0.80533, "Y3": 0.8628, "X4": 0.79467, "Y4": 0.8628, "page": 0, "Index": 197}, {"Word": "202225325", "Confidence": 0.994, "X1": 0.88667, "Y1": 0.9202, "X2": 0.89067, "Y2": 0.92, "X3": 0.86267, "Y3": 0.9208, "X4": 0.86, "Y4": 0.8128, "page": 0, "Index": 198}, {"Word": "..", "Confidence": 0.77, "X1": 0.70933, "Y1": 0.9722, "X2": 0.72267, "Y2": 0.972, "X3": 0.72267, "Y3": 0.9798, "X4": 0.70933, "Y4": 0.9798, "page": 0, "Index": 199}]}	"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"
ffgg0201	1	{"lines_data": [{"Word": "\u043d\u0430\u0441\u0442\u043e\u044f\u0449\u0435\u043c\u0443 \u043c\u043e\u043c\u0435\u043d\u0442\u0443 \u0440\u0430\u0437\u0440\u0430\u0431\u043e\u0442\u0430\u043b\u0438 \u0434\u0435\u0442\u0430\u043b\u044c\u043d\u044b\u0435 \u043f\u043b\u0430\u043d\u044b \u0434\u043e\u0441\u0442\u0438\u0436\u0435\u043d\u0438\u044f", "Confidence": 0.99083, "X1": 0.12267, "Y1": 0.0762, "X2": 0.80667, "Y2": 0.076, "X3": 0.808, "Y3": 0.0928, "X4": 0.12267, "Y4": 0.0958, "page": 0}, {"Word": "\u043f\u043e\u0434\u043e\u0431\u043d\u044b\u0445 \u0446\u0435\u043b\u0435\u0439. \u041c\u044b \u043f\u0435\u0440\u0435\u0434\u0430\u043b\u0438 \u043d\u0430\u0448\u0438 \u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0435\u043d\u0438\u044f \u041c\u0438\u043d\u0438\u0441\u0442\u0440\u0443", "Confidence": 0.99643, "X1": 0.124, "Y1": 0.0922, "X2": 0.80267, "Y2": 0.092, "X3": 0.80267, "Y3": 0.1098, "X4": 0.124, "Y4": 0.1138, "page": 0}, {"Word": "\u0421\u0435\u043b\u044c\u0441\u043a\u043e\u0433\u043e \u0425\u043e\u0437\u044f\u0439\u0441\u0442\u0432\u0430 \u0438 \u041c\u0438\u043d\u0438\u0441\u0442\u0440\u0443 \u041f\u0438\u0449\u0435\u0432\u043e\u0439 \u041f\u0440\u043e\u043c\u044b\u0448\u043b\u0435\u043d\u043d\u043e\u0441\u0442\u0438, \u0430", "Confidence": 0.944, "X1": 0.124, "Y1": 0.1112, "X2": 0.80533, "Y2": 0.111, "X3": 0.80533, "Y3": 0.1288, "X4": 0.124, "Y4": 0.1318, "page": 0}, {"Word": "\u0413\u043e\u0441\u043f\u043e\u0434\u0438\u043d \u0425\u0435\u0440\u0442\u0435\u0440 \u043f\u043e\u0434\u0440\u043e\u0431\u043d\u043e \u043e\u0437\u043d\u0430\u043a\u043e\u043c\u0438\u0442 \u0441 \u044d\u0442\u0438\u043c\u0438 \u043f\u043b\u0430\u043d\u0430\u043c\u0438 \u041f\u0440\u0435\u043c\u044c\u0435\u0440-", "Confidence": 0.98262, "X1": 0.124, "Y1": 0.1302, "X2": 0.80267, "Y2": 0.13, "X3": 0.80267, "Y3": 0.1468, "X4": 0.124, "Y4": 0.1498, "page": 0}, {"Word": "\u043c\u0438\u043d\u0438\u0441\u0442\u0440\u0430 \u0432\u043e \u0432\u0440\u0435\u043c\u044f \u0441\u0432\u043e\u0435\u0433\u043e \u0432\u0438\u0437\u0438\u0442\u0430 \u0432 \u0410\u043b\u043c\u0430-\u0410\u0442\u0443 26 \u044f\u043d\u0432\u0430\u0440\u044f.", "Confidence": 0.99311, "X1": 0.124, "Y1": 0.1492, "X2": 0.67867, "Y2": 0.149, "X3": 0.67867, "Y3": 0.1668, "X4": 0.124, "Y4": 0.1698, "page": 0}, {"Word": "\u042f \u043f\u043e\u043d\u0438\u043c\u0430\u044e, \u0447\u0442\u043e \u043f\u043e \u043c\u0435\u043d\u044c\u0448\u0435\u0439 \u043c\u0435\u0440\u0435 \u0435\u0449\u0451 \u0434\u0432\u0435 \u043c\u0435\u0436\u0434\u0443\u043d\u0430\u0440\u043e\u0434\u043d\u044b\u0435 \u0442\u0430\u0431\u0430\u0447\u043d\u044b\u0435", "Confidence": 0.9809, "X1": 0.124, "Y1": 0.1852, "X2": 0.80267, "Y2": 0.185, "X3": 0.80267, "Y3": 0.2028, "X4": 0.124, "Y4": 0.2068, "page": 0}, {"Word": "\u043a\u043e\u043c\u043f\u0430\u043d\u0438\u0438 \u043f\u0435\u0440\u0435\u0434\u0430\u043b\u0438 \u0441\u0432\u043e\u0438 \u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0435\u043d\u0438\u044f \u043d\u0430 \u0440\u0430\u0441\u0441\u043c\u043e\u0442\u0440\u0435\u043d\u0438\u0435 \u0412\u0430\u0448\u0435\u043c\u0443", "Confidence": 0.96457, "X1": 0.12267, "Y1": 0.2022, "X2": 0.80267, "Y2": 0.202, "X3": 0.80267, "Y3": 0.2208, "X4": 0.12267, "Y4": 0.2238, "page": 0}, {"Word": "\u043f\u0440\u0430\u0432\u0438\u0442\u0435\u043b\u044c\u0441\u0442\u0432\u0443. \u041d\u0430\u0448\u0438 \u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0435\u043d\u0438\u044f \u043d\u0435\u0441\u043e\u043c\u043d\u0435\u043d\u043d\u043e \u0431\u0443\u0434\u0443\u0442 \u043e\u0442\u043b\u0438\u0447\u0430\u0442\u044c\u0441\u044f \u043e\u0442", "Confidence": 0.99286, "X1": 0.12533, "Y1": 0.2212, "X2": 0.80533, "Y2": 0.221, "X3": 0.80667, "Y3": 0.2388, "X4": 0.12533, "Y4": 0.2428, "page": 0}, {"Word": "\u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0435\u043d\u0438\u0439 \u043d\u0430\u0448\u0438\u0445 \u043a\u043e\u043d\u043a\u0443\u0440\u0435\u043d\u0442\u043e\u0432 \u043f\u043e \u0434\u0432\u0443\u043c \u043a\u043b\u044e\u0447\u0435\u0432\u044b\u043c \u043f\u043e\u0437\u0438\u0446\u0438\u044f\u043c. \u0412\u043e-", "Confidence": 0.827, "X1": 0.124, "Y1": 0.2402, "X2": 0.80267, "Y2": 0.24, "X3": 0.80267, "Y3": 0.2568, "X4": 0.124, "Y4": 0.2618, "page": 0}, {"Word": "\u043f\u0435\u0440\u0432\u044b\u0445, \u0432 \u043e\u0442\u043b\u0438\u0447\u0438\u0435 \u043e\u0442 \u043d\u0430\u0448\u0438\u0445 \u043a\u043e\u043d\u043a\u0443\u0440\u0435\u043d\u0442\u043e\u0432, \u043c\u044b \u043e\u0431\u043b\u0430\u0434\u0430\u0435\u043c \u0437\u043d\u0430\u0447\u0438\u0442\u0435\u043b\u044c\u043d\u044b\u043c", "Confidence": 0.997, "X1": 0.12533, "Y1": 0.2602, "X2": 0.80533, "Y2": 0.26, "X3": 0.80533, "Y3": 0.2748, "X4": 0.12533, "Y4": 0.2798, "page": 0}, {"Word": "\u043e\u043f\u044b\u0442\u043e\u043c \u0432 \u0434\u0435\u043b\u0435 \u0432\u044b\u0440\u0430\u0449\u0438\u0432\u0430\u043d\u0438\u044f \u043c\u0435\u0441\u0442\u043d\u044b\u0445 \u0443\u0440\u043e\u0436\u0430\u0435\u0432 \u0442\u0430\u0431\u0430\u0447\u043d\u043e\u0433\u043e \u043b\u0438\u0441\u0442\u0430. \u0412", "Confidence": 0.99689, "X1": 0.12667, "Y1": 0.2772, "X2": 0.804, "Y2": 0.277, "X3": 0.804, "Y3": 0.2938, "X4": 0.12667, "Y4": 0.2978, "page": 0}, {"Word": "\u043e\u0434\u043d\u043e\u0439 \u043b\u0438\u0448\u044c \u0411\u0440\u0430\u0437\u0438\u043b\u0438\u0438 \u0444\u0435\u0440\u043c\u0435\u0440\u044b \u043f\u043e \u043a\u043e\u043d\u0442\u0440\u0430\u043a\u0442\u0443 \u0441 \u0411\u0410\u0422 \u0435\u0436\u0435\u0433\u043e\u0434\u043d\u043e", "Confidence": 0.96311, "X1": 0.12667, "Y1": 0.2952, "X2": 0.804, "Y2": 0.295, "X3": 0.804, "Y3": 0.3128, "X4": 0.12667, "Y4": 0.3178, "page": 0}, {"Word": "\u0432\u044b\u0440\u0430\u0449\u0438\u0432\u0430\u044e\u0442 \u0431\u043e\u043b\u0435\u0435 220.000 \u0442\u043e\u043d\u043d \u0442\u0430\u0431\u0430\u043a\u0430. \u041d\u0438 \u043e\u0434\u043d\u0430 \u0434\u0440\u0443\u0433\u0430\u044f \u043a\u043e\u043c\u043f\u0430\u043d\u0438\u044f \u043d\u0435", "Confidence": 0.953, "X1": 0.124, "Y1": 0.3152, "X2": 0.80533, "Y2": 0.315, "X3": 0.80667, "Y3": 0.3318, "X4": 0.124, "Y4": 0.3348, "page": 0}, {"Word": "\u043c\u043e\u0436\u0435\u0442 \u0441\u0440\u0430\u0432\u043d\u0438\u0442\u044c\u0441\u044f \u0441 \u043d\u0430\u043c\u0438 \u0432 \u044d\u0442\u043e\u0439 \u043e\u0431\u043b\u0430\u0441\u0442\u0438. \u0412\u043e-\u0432\u0442\u043e\u0440\u044b\u0445, \u043d\u0435\u0441\u043c\u043e\u0442\u0440\u044f \u043d\u0430 \u0442\u043e,", "Confidence": 0.99745, "X1": 0.12533, "Y1": 0.3332, "X2": 0.804, "Y2": 0.333, "X3": 0.804, "Y3": 0.3498, "X4": 0.12533, "Y4": 0.3528, "page": 0}, {"Word": "\u0447\u0442\u043e \u0432 \u043d\u0430\u0448\u0438\u0445 \u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0435\u043d\u0438\u044f\u0445 \u0441\u043e\u0434\u0435\u0440\u0436\u0438\u0442\u0441\u044f \u043f\u043b\u0430\u043d \u043f\u043e \u0440\u0430\u0437\u0432\u0438\u0442\u0438\u044e", "Confidence": 0.941, "X1": 0.124, "Y1": 0.3532, "X2": 0.80533, "Y2": 0.353, "X3": 0.80533, "Y3": 0.3688, "X4": 0.124, "Y4": 0.3718, "page": 0}, {"Word": "\u043f\u0440\u043e\u0438\u0437\u0432\u043e\u0434\u0441\u0442\u0432\u0430 \u043c\u0435\u0436\u0434\u0443\u043d\u0430\u0440\u043e\u0434\u043d\u044b\u0445 \u043c\u0430\u0440\u043e\u043a \u0441\u0438\u0433\u0430\u0440\u0435\u0442 \u043d\u0430 \u0410\u043b\u043c\u0430-\u0410\u0442\u0438\u043d\u0441\u043a\u043e\u0439", "Confidence": 0.921, "X1": 0.12533, "Y1": 0.3692, "X2": 0.804, "Y2": 0.369, "X3": 0.804, "Y3": 0.3858, "X4": 0.12533, "Y4": 0.3908, "page": 0}, {"Word": "\u0441\u0438\u0433\u0430\u0440\u0435\u0442\u043d\u043e\u0439 \u0444\u0430\u0431\u0440\u0438\u043a\u0435, \u043c\u044b \u043d\u0435 \u0432\u0435\u0440\u0438\u043c \u0432 \u0442\u043e, \u0447\u0442\u043e \u0432\u0441\u0435 \u043a\u0443\u0440\u0438\u043b\u044c\u0449\u0438\u043a\u0438 \u0432", "Confidence": 0.96155, "X1": 0.12533, "Y1": 0.3882, "X2": 0.80667, "Y2": 0.388, "X3": 0.80667, "Y3": 0.4058, "X4": 0.12533, "Y4": 0.4088, "page": 0}, {"Word": "\u0420\u0435\u0441\u043f\u0443\u0431\u043b\u0438\u043a\u0435 \u041a\u0430\u0437\u0430\u0445\u0441\u0442\u0430\u043d \u0441\u043c\u043e\u0433\u0443\u0442 \u043f\u043e\u0437\u0432\u043e\u043b\u0438\u0442\u044c \u0441\u0435\u0431\u0435 \u0438\u043b\u0438 \u043f\u0440\u043e\u0441\u0442\u043e \u0437\u0430\u0445\u043e\u0442\u044f\u0442", "Confidence": 0.99275, "X1": 0.12533, "Y1": 0.4072, "X2": 0.808, "Y2": 0.407, "X3": 0.808, "Y3": 0.4248, "X4": 0.12533, "Y4": 0.4258, "page": 0}, {"Word": "\u043f\u043e\u043a\u0443\u043f\u0430\u0442\u044c \u0438 \u043a\u0443\u0440\u0438\u0442\u044c \u044d\u0442\u0438 \u0441\u0438\u0433\u0430\u0440\u0435\u0442\u044b. \u0422\u0430\u043a\u0438\u043c \u043e\u0431\u0440\u0430\u0437\u043e\u043c \u0432\u0430\u0436\u043d\u044b\u043c \u044d\u043b\u0435\u043c\u0435\u043d\u0442\u043e\u043c", "Confidence": 0.99444, "X1": 0.12533, "Y1": 0.4262, "X2": 0.80667, "Y2": 0.426, "X3": 0.80667, "Y3": 0.4418, "X4": 0.12533, "Y4": 0.4458, "page": 0}, {"Word": "\u043d\u0430\u0448\u0438\u0445 \u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0435\u043d\u0438\u0439 \u044f\u0432\u043b\u044f\u0435\u0442\u0441\u044f \u0440\u0430\u0437\u0432\u0438\u0442\u0438\u0435 \u0441\u0443\u0449\u0435\u0441\u0442\u0432\u0443\u044e\u0449\u0438\u0445 \u043c\u0435\u0441\u0442\u043d\u044b\u0445 \u043c\u0430\u0440\u043e\u043a", "Confidence": 0.74743, "X1": 0.12533, "Y1": 0.4452, "X2": 0.80667, "Y2": 0.445, "X3": 0.80667, "Y3": 0.4608, "X4": 0.12533, "Y4": 0.4638, "page": 0}, {"Word": "\u0441\u0438\u0433\u0430\u0440\u0435\u0442 \u043f\u043e \u0434\u043e\u0441\u0442\u0443\u043f\u043d\u044b\u043c \u0446\u0435\u043d\u0430\u043c. \u0418 \u0432 \u044d\u0442\u043e\u0439 \u043e\u0431\u043b\u0430\u0441\u0442\u0438 \u043c\u044b \u043e\u0431\u043b\u0430\u0434\u0430\u0435\u043c", "Confidence": 0.982, "X1": 0.12533, "Y1": 0.4632, "X2": 0.80667, "Y2": 0.463, "X3": 0.80667, "Y3": 0.4788, "X4": 0.12533, "Y4": 0.4818, "page": 0}, {"Word": "\u043d\u0435\u043f\u0440\u0435\u0432\u0437\u043e\u0439\u0434\u0451\u043d\u043d\u044b\u043c\u0438 \u043d\u0430\u0432\u044b\u043a\u0430\u043c\u0438, \u0442\u0430\u043a \u043a\u0430\u043a \u043f\u0440\u043e\u0438\u0437\u0432\u043e\u0434\u0438\u043c \u0441\u0430\u043c\u044b\u0435 \u043f\u043e\u043f\u0443\u043b\u044f\u0440\u043d\u044b\u0435", "Confidence": 0.98829, "X1": 0.12533, "Y1": 0.4812, "X2": 0.808, "Y2": 0.481, "X3": 0.808, "Y3": 0.4968, "X4": 0.12533, "Y4": 0.4998, "page": 0}, {"Word": "\u043d\u0430\u0446\u0438\u043e\u043d\u0430\u043b\u044c\u043d\u044b\u0435 \u043c\u0430\u0440\u043a\u0438 \u0441\u0438\u0433\u0430\u0440\u0435\u0442 \u0431\u043e\u043b\u0435\u0435 \u0447\u0435\u043c \u0432 30 \u0441\u0442\u0440\u0430\u043d\u0430\u0445 \u043c\u0438\u0440\u0430.", "Confidence": 0.99067, "X1": 0.12533, "Y1": 0.4992, "X2": 0.708, "Y2": 0.499, "X3": 0.708, "Y3": 0.5158, "X4": 0.12533, "Y4": 0.5188, "page": 0}, {"Word": "\u0414\u0440\u0443\u0433\u043e\u0439 \u043e\u0442\u043b\u0438\u0447\u0438\u0442\u0435\u043b\u044c\u043d\u043e\u0439 \u0447\u0435\u0440\u0442\u043e\u0439 BAT Industries \u044f\u0432\u043b\u044f\u0435\u0442\u0441\u044f \u0441\u0442\u0438\u043b\u044c", "Confidence": 0.87086, "X1": 0.124, "Y1": 0.5352, "X2": 0.80533, "Y2": 0.535, "X3": 0.80533, "Y3": 0.5518, "X4": 0.124, "Y4": 0.5548, "page": 0}, {"Word": "\u0443\u043f\u0440\u0430\u0432\u043b\u0435\u043d\u0438\u044f. \u0417\u0430 \u043f\u0440\u0435\u0434\u0435\u043b\u0430\u043c\u0438 \u0421\u043e\u0435\u0434\u0438\u043d\u0451\u043d\u043d\u044b\u0445 \u0428\u0442\u0430\u0442\u043e\u0432 \u043e\u0431\u044a\u0451\u043c \u043f\u0440\u043e\u0434\u0430\u0432\u0430\u0435\u043c\u044b\u0445", "Confidence": 0.98029, "X1": 0.124, "Y1": 0.5532, "X2": 0.808, "Y2": 0.553, "X3": 0.808, "Y3": 0.5698, "X4": 0.124, "Y4": 0.5728, "page": 0}, {"Word": "\u043d\u0430\u043c\u0438 \u0441\u0438\u0433\u0430\u0440\u0435\u0442 \u0441\u043e\u043e\u0442\u0432\u0435\u0442\u0441\u0442\u0432\u0443\u0435\u0442 \u0441\u043e\u0432\u043e\u043a\u0443\u043f\u043d\u043e\u043c\u0443 \u043e\u0431\u044a\u0451\u043c\u0443 \u0434\u0432\u0443\u0445 \u043e\u0441\u043d\u043e\u0432\u043d\u044b\u0445 \u043d\u0430\u0448\u0438\u0445", "Confidence": 0.98825, "X1": 0.12533, "Y1": 0.5722, "X2": 0.80933, "Y2": 0.572, "X3": 0.80933, "Y3": 0.5888, "X4": 0.12533, "Y4": 0.5908, "page": 0}, {"Word": "\u043a\u043e\u043d\u043a\u0443\u0440\u0435\u043d\u0442\u043e\u0432, Philip Morris \u0438 R.J.Reynolds. \u041d\u0435\u0441\u043c\u043e\u0442\u0440\u044f \u043d\u0430 \u0440\u0430\u0437\u043c\u0435\u0440 \u043d\u0430\u0448\u0435\u0439", "Confidence": 0.92389, "X1": 0.12533, "Y1": 0.5892, "X2": 0.808, "Y2": 0.589, "X3": 0.808, "Y3": 0.6068, "X4": 0.12533, "Y4": 0.6098, "page": 0}, {"Word": "\u043a\u043e\u043c\u043f\u0430\u043d\u0438\u0438, \u043c\u044b \u043e\u0442\u043b\u0438\u0447\u0430\u0435\u043c\u0441\u044f \u0441\u0438\u043b\u044c\u043d\u043e \u0434\u0435\u0446\u0435\u043d\u0442\u0440\u0430\u043b\u0438\u0437\u043e\u0432\u0430\u043d\u043d\u043e\u0439 \u0444\u043e\u0440\u043c\u043e\u0439", "Confidence": 0.98017, "X1": 0.124, "Y1": 0.6072, "X2": 0.808, "Y2": 0.607, "X3": 0.808, "Y3": 0.6258, "X4": 0.124, "Y4": 0.6288, "page": 0}, {"Word": "\u0443\u043f\u0440\u0430\u0432\u043b\u0435\u043d\u0438\u044f, \u043f\u0440\u0438 \u043a\u043e\u0442\u043e\u0440\u043e\u0439 \u043e\u0442 \u043d\u0430\u0448\u0438\u0445 \u043c\u0435\u043d\u0435\u0436\u0434\u0435\u0440\u043e\u0432 \u0432\u043e \u0432\u0441\u0451\u043c \u043c\u0438\u0440\u0435", "Confidence": 0.99211, "X1": 0.124, "Y1": 0.6262, "X2": 0.80667, "Y2": 0.626, "X3": 0.80667, "Y3": 0.6438, "X4": 0.124, "Y4": 0.6468, "page": 0}, {"Word": "\u0442\u0440\u0435\u0431\u0443\u0435\u0442\u0441\u044f \u043f\u043e\u043b\u043d\u043e\u0435 \u043f\u043e\u043d\u0438\u043c\u0430\u043d\u0438\u0435 \u043d\u0443\u0436\u0434 \u0438 \u0447\u0430\u044f\u043d\u0438\u0439 \u0441\u0442\u0440\u0430\u043d\u044b, \u0432 \u043a\u043e\u0442\u043e\u0440\u043e\u0439", "Confidence": 0.99722, "X1": 0.12533, "Y1": 0.6462, "X2": 0.80667, "Y2": 0.646, "X3": 0.80667, "Y3": 0.6628, "X4": 0.12533, "Y4": 0.6648, "page": 0}, {"Word": "\u043e\u0441\u0443\u0449\u0435\u0441\u0442\u0432\u043b\u044f\u0435\u0442 \u0441\u0432\u043e\u044e \u0434\u0435\u044f\u0442\u0435\u043b\u044c\u043d\u043e\u0441\u0442\u044c \u0434\u0430\u043d\u043d\u0430\u044f \u043a\u043e\u043c\u043f\u0430\u043d\u0438\u044f. \u041f\u043e \u044d\u0442\u043e\u0439 \u043f\u0440\u0438\u0447\u0438\u043d\u0435", "Confidence": 0.97525, "X1": 0.12533, "Y1": 0.6642, "X2": 0.80533, "Y2": 0.664, "X3": 0.80533, "Y3": 0.6798, "X4": 0.12533, "Y4": 0.6838, "page": 0}, {"Word": "\u043c\u043d\u043e\u0433\u0438\u0435 \u0438\u0437 \u043d\u0430\u0448\u0438\u0445 \u043c\u0435\u0436\u0434\u0443\u043d\u0430\u0440\u043e\u0434\u043d\u044b\u0445 \u043a\u043e\u043c\u043f\u0430\u043d\u0438\u0439 \u043d\u0435 \u043d\u043e\u0441\u044f\u0442 \u0438\u043c\u044f \u0411\u0410\u0422, \u0430", "Confidence": 0.996, "X1": 0.12533, "Y1": 0.6822, "X2": 0.80933, "Y2": 0.682, "X3": 0.80933, "Y3": 0.6988, "X4": 0.12533, "Y4": 0.7018, "page": 0}, {"Word": "\u0432\u043a\u043b\u044e\u0447\u0430\u044e\u0442 \u0432 \u0441\u0432\u043e\u0451 \u043d\u0430\u0437\u0432\u0430\u043d\u0438\u0435 \u0438\u043c\u044f \u0442\u043e\u0439 \u0441\u0442\u0440\u0430\u043d\u044b, \u0433\u0434\u0435 \u043e\u043d\u0438 \u043d\u0430\u0445\u043e\u0434\u044f\u0442\u0441\u044f.", "Confidence": 0.9741, "X1": 0.12533, "Y1": 0.7022, "X2": 0.748, "Y2": 0.702, "X3": 0.748, "Y3": 0.7178, "X4": 0.12533, "Y4": 0.7188, "page": 0}, {"Word": "\u0412\u043a\u0440\u0430\u0442\u0446\u0435, BAT Industries \u044f\u0432\u043b\u044f\u0435\u0442\u0441\u044f \u043d\u0430\u0438\u0431\u043e\u043b\u0435\u0435 \u043c\u0435\u0436\u0434\u0443\u043d\u0430\u0440\u043e\u0434\u043d\u044b\u043c", "Confidence": 0.7845, "X1": 0.124, "Y1": 0.7382, "X2": 0.80933, "Y2": 0.738, "X3": 0.80933, "Y3": 0.7558, "X4": 0.124, "Y4": 0.7558, "page": 0}, {"Word": "\u043f\u0440\u043e\u0438\u0437\u0432\u043e\u0434\u0438\u0442\u0435\u043b\u0435\u043c \u0441\u0438\u0433\u0430\u0440\u0435\u0442 \u0432 \u043c\u0438\u0440\u0435 \u0438 \u043d\u0435 \u0438\u043c\u0435\u0435\u0442 \u0441\u0435\u0431\u0435 \u0440\u0430\u0432\u043d\u044b\u0445 \u043f\u043e \u043e\u043f\u044b\u0442\u0443 \u0432", "Confidence": 0.9965, "X1": 0.12667, "Y1": 0.7572, "X2": 0.81067, "Y2": 0.757, "X3": 0.81067, "Y3": 0.7728, "X4": 0.12667, "Y4": 0.7748, "page": 0}, {"Word": "\u043e\u0431\u043b\u0430\u0441\u0442\u0438 \u0432\u044b\u0440\u0430\u0449\u0438\u0432\u0430\u043d\u0438\u044f \u0438 \u043f\u0435\u0440\u0435\u0440\u0430\u0431\u043e\u0442\u043a\u0438 \u0442\u0430\u0431\u0430\u0447\u043d\u043e\u0433\u043e \u043b\u0438\u0441\u0442\u0430. \u041c\u044b \u043c\u043e\u0436\u0435\u043c", "Confidence": 0.997, "X1": 0.12533, "Y1": 0.7742, "X2": 0.80933, "Y2": 0.774, "X3": 0.80933, "Y3": 0.7918, "X4": 0.12533, "Y4": 0.7938, "page": 0}, {"Word": "\u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0438\u0442\u044c \u043c\u043d\u043e\u0433\u043e\u0435: \u044d\u0442\u043e \u043d\u0435 \u0442\u043e\u043b\u044c\u043a\u043e \u0438\u043d\u0432\u0435\u0441\u0442\u0438\u0446\u0438\u0438, \u043d\u043e \u0438 \u0431\u043e\u0433\u0430\u0442\u044b\u0439 \u043e\u043f\u044b\u0442, \u0438", "Confidence": 0.98082, "X1": 0.124, "Y1": 0.7932, "X2": 0.81067, "Y2": 0.793, "X3": 0.81067, "Y3": 0.8098, "X4": 0.124, "Y4": 0.8118, "page": 0}, {"Word": "\u043f\u0440\u0435\u0434\u0430\u043d\u043d\u043e\u0441\u0442\u044c \u0434\u0435\u043b\u0443 \u0440\u0430\u0437\u0432\u0438\u0442\u0438\u044f \u0441\u0438\u043b\u044c\u043d\u043e\u0439 \u0438 \u043f\u0440\u043e\u0446\u0432\u0435\u0442\u0430\u044e\u0449\u0435\u0439 \u0442\u0430\u0431\u0430\u0447\u043d\u043e\u0439", "Confidence": 0.99429, "X1": 0.124, "Y1": 0.8112, "X2": 0.80933, "Y2": 0.811, "X3": 0.80933, "Y3": 0.8268, "X4": 0.124, "Y4": 0.8308, "page": 0}, {"Word": "\u043f\u0440\u043e\u043c\u044b\u0448\u043b\u0435\u043d\u043d\u043e\u0441\u0442\u0438 \u0420\u0435\u0441\u043f\u0443\u0431\u043b\u0438\u043a\u0438 \u041a\u0430\u0437\u0430\u0445\u0441\u0442\u0430\u043d.", "Confidence": 0.95767, "X1": 0.12267, "Y1": 0.8302, "X2": 0.53333, "Y2": 0.83, "X3": 0.53333, "Y3": 0.8488, "X4": 0.12267, "Y4": 0.8498, "page": 0}, {"Word": "202225326", "Confidence": 0.991, "X1": 0.90267, "Y1": 0.9232, "X2": 0.908, "Y2": 0.923, "X3": 0.88, "Y3": 0.9238, "X4": 0.87467, "Y4": 0.8118, "page": 0}], "words_data": [{"Word": "\u043d\u0430\u0441\u0442\u043e\u044f\u0449\u0435\u043c\u0443", "Confidence": 0.996, "X1": 0.12533, "Y1": 0.0792, "X2": 0.244, "Y2": 0.079, "X3": 0.24267, "Y3": 0.0958, "X4": 0.124, "Y4": 0.0958, "page": 0, "Index": 0}, {"Word": "\u043c\u043e\u043c\u0435\u043d\u0442\u0443", "Confidence": 0.963, "X1": 0.25733, "Y1": 0.0782, "X2": 0.344, "Y2": 0.078, "X3": 0.34267, "Y3": 0.0958, "X4": 0.256, "Y4": 0.0958, "page": 0, "Index": 1}, {"Word": "\u0440\u0430\u0437\u0440\u0430\u0431\u043e\u0442\u0430\u043b\u0438", "Confidence": 0.996, "X1": 0.36, "Y1": 0.0782, "X2": 0.47333, "Y2": 0.078, "X3": 0.472, "Y3": 0.0948, "X4": 0.35867, "Y4": 0.0958, "page": 0, "Index": 2}, {"Word": "\u0434\u0435\u0442\u0430\u043b\u044c\u043d\u044b\u0435", "Confidence": 0.996, "X1": 0.492, "Y1": 0.0772, "X2": 0.59333, "Y2": 0.077, "X3": 0.592, "Y3": 0.0938, "X4": 0.49067, "Y4": 0.0948, "page": 0, "Index": 3}, {"Word": "\u043f\u043b\u0430\u043d\u044b", "Confidence": 0.998, "X1": 0.60667, "Y1": 0.0772, "X2": 0.664, "Y2": 0.077, "X3": 0.66267, "Y3": 0.0938, "X4": 0.60533, "Y4": 0.0938, "page": 0, "Index": 4}, {"Word": "\u0434\u043e\u0441\u0442\u0438\u0436\u0435\u043d\u0438\u044f", "Confidence": 0.996, "X1": 0.68667, "Y1": 0.0772, "X2": 0.80133, "Y2": 0.077, "X3": 0.80133, "Y3": 0.0928, "X4": 0.68533, "Y4": 0.0938, "page": 0, "Index": 5}, {"Word": "\u043f\u043e\u0434\u043e\u0431\u043d\u044b\u0445", "Confidence": 0.995, "X1": 0.12533, "Y1": 0.0972, "X2": 0.22133, "Y2": 0.097, "X3": 0.22133, "Y3": 0.1138, "X4": 0.12533, "Y4": 0.1138, "page": 0, "Index": 6}, {"Word": "\u0446\u0435\u043b\u0435\u0439.", "Confidence": 0.996, "X1": 0.23467, "Y1": 0.0972, "X2": 0.304, "Y2": 0.097, "X3": 0.304, "Y3": 0.1128, "X4": 0.23467, "Y4": 0.1138, "page": 0, "Index": 7}, {"Word": "\u041c\u044b", "Confidence": 0.999, "X1": 0.332, "Y1": 0.0962, "X2": 0.36267, "Y2": 0.096, "X3": 0.364, "Y3": 0.1128, "X4": 0.33333, "Y4": 0.1128, "page": 0, "Index": 8}, {"Word": "\u043f\u0435\u0440\u0435\u0434\u0430\u043b\u0438", "Confidence": 0.996, "X1": 0.38267, "Y1": 0.0962, "X2": 0.46933, "Y2": 0.096, "X3": 0.47067, "Y3": 0.1128, "X4": 0.38267, "Y4": 0.1128, "page": 0, "Index": 9}, {"Word": "\u043d\u0430\u0448\u0438", "Confidence": 0.998, "X1": 0.48667, "Y1": 0.0952, "X2": 0.53733, "Y2": 0.095, "X3": 0.53867, "Y3": 0.1118, "X4": 0.48667, "Y4": 0.1128, "page": 0, "Index": 10}, {"Word": "\u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0435\u043d\u0438\u044f", "Confidence": 0.995, "X1": 0.55467, "Y1": 0.0942, "X2": 0.68933, "Y2": 0.094, "X3": 0.68933, "Y3": 0.1108, "X4": 0.55467, "Y4": 0.1118, "page": 0, "Index": 11}, {"Word": "\u041c\u0438\u043d\u0438\u0441\u0442\u0440\u0443", "Confidence": 0.996, "X1": 0.70533, "Y1": 0.0932, "X2": 0.80133, "Y2": 0.093, "X3": 0.80133, "Y3": 0.1098, "X4": 0.70533, "Y4": 0.1108, "page": 0, "Index": 12}, {"Word": "\u0421\u0435\u043b\u044c\u0441\u043a\u043e\u0433\u043e", "Confidence": 0.996, "X1": 0.128, "Y1": 0.1142, "X2": 0.22133, "Y2": 0.114, "X3": 0.22133, "Y3": 0.1318, "X4": 0.128, "Y4": 0.1318, "page": 0, "Index": 13}, {"Word": "\u0425\u043e\u0437\u044f\u0439\u0441\u0442\u0432\u0430", "Confidence": 0.996, "X1": 0.23867, "Y1": 0.1132, "X2": 0.34133, "Y2": 0.113, "X3": 0.34133, "Y3": 0.1308, "X4": 0.23867, "Y4": 0.1318, "page": 0, "Index": 14}, {"Word": "\u0438", "Confidence": 1, "X1": 0.352, "Y1": 0.1132, "X2": 0.36267, "Y2": 0.113, "X3": 0.36267, "Y3": 0.1308, "X4": 0.352, "Y4": 0.1308, "page": 0, "Index": 15}, {"Word": "\u041c\u0438\u043d\u0438\u0441\u0442\u0440\u0443", "Confidence": 0.996, "X1": 0.37733, "Y1": 0.1122, "X2": 0.476, "Y2": 0.112, "X3": 0.476, "Y3": 0.1308, "X4": 0.37733, "Y4": 0.1308, "page": 0, "Index": 16}, {"Word": "\u041f\u0438\u0449\u0435\u0432\u043e\u0439", "Confidence": 0.993, "X1": 0.488, "Y1": 0.1122, "X2": 0.57733, "Y2": 0.112, "X3": 0.57733, "Y3": 0.1298, "X4": 0.488, "Y4": 0.1308, "page": 0, "Index": 17}, {"Word": "\u041f\u0440\u043e\u043c\u044b\u0448\u043b\u0435\u043d\u043d\u043e\u0441\u0442\u0438,", "Confidence": 0.63, "X1": 0.596, "Y1": 0.1122, "X2": 0.78267, "Y2": 0.112, "X3": 0.78267, "Y3": 0.1298, "X4": 0.596, "Y4": 0.1298, "page": 0, "Index": 18}, {"Word": "\u0430", "Confidence": 0.997, "X1": 0.79467, "Y1": 0.1122, "X2": 0.80533, "Y2": 0.112, "X3": 0.80533, "Y3": 0.1288, "X4": 0.79467, "Y4": 0.1298, "page": 0, "Index": 19}, {"Word": "\u041f\u0440\u0435\u043c\u044c\u0435\u0440-", "Confidence": 0.881, "X1": 0.712, "Y1": 0.1302, "X2": 0.804, "Y2": 0.13, "X3": 0.80267, "Y3": 0.1478, "X4": 0.712, "Y4": 0.1478, "page": 0, "Index": 20}, {"Word": "\u0413\u043e\u0441\u043f\u043e\u0434\u0438\u043d", "Confidence": 0.996, "X1": 0.12533, "Y1": 0.1332, "X2": 0.216, "Y2": 0.133, "X3": 0.21467, "Y3": 0.1498, "X4": 0.12533, "Y4": 0.1508, "page": 0, "Index": 21}, {"Word": "\u0425\u0435\u0440\u0442\u0435\u0440", "Confidence": 0.997, "X1": 0.22933, "Y1": 0.1332, "X2": 0.29467, "Y2": 0.133, "X3": 0.29467, "Y3": 0.1498, "X4": 0.22933, "Y4": 0.1498, "page": 0, "Index": 22}, {"Word": "\u043f\u043e\u0434\u0440\u043e\u0431\u043d\u043e", "Confidence": 0.996, "X1": 0.30933, "Y1": 0.1322, "X2": 0.39867, "Y2": 0.132, "X3": 0.39867, "Y3": 0.1498, "X4": 0.30933, "Y4": 0.1498, "page": 0, "Index": 23}, {"Word": "\u043e\u0437\u043d\u0430\u043a\u043e\u043c\u0438\u0442", "Confidence": 0.996, "X1": 0.41333, "Y1": 0.1322, "X2": 0.51467, "Y2": 0.132, "X3": 0.51467, "Y3": 0.1488, "X4": 0.412, "Y4": 0.1498, "page": 0, "Index": 24}, {"Word": "\u0441", "Confidence": 1, "X1": 0.52667, "Y1": 0.1322, "X2": 0.536, "Y2": 0.132, "X3": 0.536, "Y3": 0.1488, "X4": 0.52533, "Y4": 0.1488, "page": 0, "Index": 25}, {"Word": "\u044d\u0442\u0438\u043c\u0438", "Confidence": 0.998, "X1": 0.548, "Y1": 0.1312, "X2": 0.604, "Y2": 0.131, "X3": 0.60267, "Y3": 0.1488, "X4": 0.54667, "Y4": 0.1488, "page": 0, "Index": 26}, {"Word": "\u043f\u043b\u0430\u043d\u0430\u043c\u0438", "Confidence": 0.997, "X1": 0.61733, "Y1": 0.1312, "X2": 0.69867, "Y2": 0.131, "X3": 0.69733, "Y3": 0.1488, "X4": 0.61733, "Y4": 0.1488, "page": 0, "Index": 27}, {"Word": "\u0441\u0432\u043e\u0435\u0433\u043e", "Confidence": 0.997, "X1": 0.32133, "Y1": 0.1512, "X2": 0.37867, "Y2": 0.151, "X3": 0.37867, "Y3": 0.1678, "X4": 0.32, "Y4": 0.1688, "page": 0, "Index": 28}, {"Word": "\u0432\u0438\u0437\u0438\u0442\u0430", "Confidence": 0.996, "X1": 0.38667, "Y1": 0.1502, "X2": 0.45067, "Y2": 0.15, "X3": 0.45067, "Y3": 0.1678, "X4": 0.38667, "Y4": 0.1678, "page": 0, "Index": 29}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.456, "Y1": 0.1502, "X2": 0.46533, "Y2": 0.15, "X3": 0.46533, "Y3": 0.1678, "X4": 0.45467, "Y4": 0.1678, "page": 0, "Index": 30}, {"Word": "\u0410\u043b\u043c\u0430-\u0410\u0442\u0443", "Confidence": 0.961, "X1": 0.47733, "Y1": 0.1502, "X2": 0.57067, "Y2": 0.15, "X3": 0.57067, "Y3": 0.1678, "X4": 0.476, "Y4": 0.1678, "page": 0, "Index": 31}, {"Word": "26", "Confidence": 0.999, "X1": 0.57867, "Y1": 0.1502, "X2": 0.59733, "Y2": 0.15, "X3": 0.59733, "Y3": 0.1678, "X4": 0.57867, "Y4": 0.1678, "page": 0, "Index": 32}, {"Word": "\u044f\u043d\u0432\u0430\u0440\u044f.", "Confidence": 0.996, "X1": 0.60533, "Y1": 0.1502, "X2": 0.67733, "Y2": 0.15, "X3": 0.676, "Y3": 0.1668, "X4": 0.60533, "Y4": 0.1678, "page": 0, "Index": 33}, {"Word": "\u043c\u0438\u043d\u0438\u0441\u0442\u0440\u0430", "Confidence": 0.996, "X1": 0.12533, "Y1": 0.1532, "X2": 0.21733, "Y2": 0.153, "X3": 0.216, "Y3": 0.1688, "X4": 0.12533, "Y4": 0.1698, "page": 0, "Index": 34}, {"Word": "\u0432\u043e", "Confidence": 0.996, "X1": 0.22533, "Y1": 0.1522, "X2": 0.24667, "Y2": 0.152, "X3": 0.24667, "Y3": 0.1688, "X4": 0.224, "Y4": 0.1688, "page": 0, "Index": 35}, {"Word": "\u0432\u0440\u0435\u043c\u044f", "Confidence": 0.998, "X1": 0.252, "Y1": 0.1522, "X2": 0.31333, "Y2": 0.152, "X3": 0.312, "Y3": 0.1688, "X4": 0.25067, "Y4": 0.1688, "page": 0, "Index": 36}, {"Word": "\u042f", "Confidence": 0.999, "X1": 0.12533, "Y1": 0.1902, "X2": 0.136, "Y2": 0.19, "X3": 0.136, "Y3": 0.2068, "X4": 0.12533, "Y4": 0.2068, "page": 0, "Index": 37}, {"Word": "\u043f\u043e\u043d\u0438\u043c\u0430\u044e,", "Confidence": 0.996, "X1": 0.14667, "Y1": 0.1892, "X2": 0.24533, "Y2": 0.189, "X3": 0.24533, "Y3": 0.2058, "X4": 0.14667, "Y4": 0.2068, "page": 0, "Index": 38}, {"Word": "\u0447\u0442\u043e", "Confidence": 0.999, "X1": 0.25067, "Y1": 0.1892, "X2": 0.28267, "Y2": 0.189, "X3": 0.28267, "Y3": 0.2058, "X4": 0.25067, "Y4": 0.2058, "page": 0, "Index": 39}, {"Word": "\u043f\u043e", "Confidence": 0.999, "X1": 0.28667, "Y1": 0.1882, "X2": 0.31333, "Y2": 0.188, "X3": 0.312, "Y3": 0.2058, "X4": 0.28667, "Y4": 0.2058, "page": 0, "Index": 40}, {"Word": "\u043c\u0435\u043d\u044c\u0448\u0435\u0439", "Confidence": 0.828, "X1": 0.31733, "Y1": 0.1882, "X2": 0.404, "Y2": 0.188, "X3": 0.404, "Y3": 0.2048, "X4": 0.31733, "Y4": 0.2058, "page": 0, "Index": 41}, {"Word": "\u043c\u0435\u0440\u0435", "Confidence": 0.999, "X1": 0.412, "Y1": 0.1872, "X2": 0.45867, "Y2": 0.187, "X3": 0.45867, "Y3": 0.2048, "X4": 0.412, "Y4": 0.2048, "page": 0, "Index": 42}, {"Word": "\u0435\u0449\u0451", "Confidence": 0.998, "X1": 0.464, "Y1": 0.1872, "X2": 0.504, "Y2": 0.187, "X3": 0.504, "Y3": 0.2038, "X4": 0.464, "Y4": 0.2048, "page": 0, "Index": 43}, {"Word": "\u0434\u0432\u0435", "Confidence": 0.999, "X1": 0.50933, "Y1": 0.1872, "X2": 0.54133, "Y2": 0.187, "X3": 0.54133, "Y3": 0.2038, "X4": 0.50933, "Y4": 0.2038, "page": 0, "Index": 44}, {"Word": "\u043c\u0435\u0436\u0434\u0443\u043d\u0430\u0440\u043e\u0434\u043d\u044b\u0435", "Confidence": 0.996, "X1": 0.54667, "Y1": 0.1862, "X2": 0.70533, "Y2": 0.186, "X3": 0.70533, "Y3": 0.2038, "X4": 0.54667, "Y4": 0.2038, "page": 0, "Index": 45}, {"Word": "\u0442\u0430\u0431\u0430\u0447\u043d\u044b\u0435", "Confidence": 0.996, "X1": 0.71067, "Y1": 0.1862, "X2": 0.8, "Y2": 0.186, "X3": 0.8, "Y3": 0.2028, "X4": 0.71067, "Y4": 0.2038, "page": 0, "Index": 46}, {"Word": "\u043a\u043e\u043c\u043f\u0430\u043d\u0438\u0438", "Confidence": 0.925, "X1": 0.12667, "Y1": 0.2082, "X2": 0.21733, "Y2": 0.208, "X3": 0.21733, "Y3": 0.2238, "X4": 0.12667, "Y4": 0.2238, "page": 0, "Index": 47}, {"Word": "\u043f\u0435\u0440\u0435\u0434\u0430\u043b\u0438", "Confidence": 0.996, "X1": 0.23467, "Y1": 0.2072, "X2": 0.32533, "Y2": 0.207, "X3": 0.32533, "Y3": 0.2238, "X4": 0.23467, "Y4": 0.2238, "page": 0, "Index": 48}, {"Word": "\u0441\u0432\u043e\u0438", "Confidence": 0.998, "X1": 0.33867, "Y1": 0.2072, "X2": 0.37867, "Y2": 0.207, "X3": 0.37867, "Y3": 0.2238, "X4": 0.33867, "Y4": 0.2238, "page": 0, "Index": 49}, {"Word": "\u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0435\u043d\u0438\u044f", "Confidence": 0.842, "X1": 0.396, "Y1": 0.2062, "X2": 0.52533, "Y2": 0.206, "X3": 0.52533, "Y3": 0.2228, "X4": 0.396, "Y4": 0.2238, "page": 0, "Index": 50}, {"Word": "\u043d\u0430", "Confidence": 0.999, "X1": 0.54, "Y1": 0.2052, "X2": 0.56533, "Y2": 0.205, "X3": 0.564, "Y3": 0.2228, "X4": 0.53867, "Y4": 0.2228, "page": 0, "Index": 51}, {"Word": "\u0440\u0430\u0441\u0441\u043c\u043e\u0442\u0440\u0435\u043d\u0438\u0435", "Confidence": 0.996, "X1": 0.576, "Y1": 0.2042, "X2": 0.712, "Y2": 0.204, "X3": 0.71067, "Y3": 0.2218, "X4": 0.57467, "Y4": 0.2228, "page": 0, "Index": 52}, {"Word": "\u0412\u0430\u0448\u0435\u043c\u0443", "Confidence": 0.996, "X1": 0.72533, "Y1": 0.2032, "X2": 0.80267, "Y2": 0.203, "X3": 0.80133, "Y3": 0.2208, "X4": 0.724, "Y4": 0.2218, "page": 0, "Index": 53}, {"Word": "\u043f\u0440\u0430\u0432\u0438\u0442\u0435\u043b\u044c\u0441\u0442\u0432\u0443.", "Confidence": 0.995, "X1": 0.12667, "Y1": 0.2262, "X2": 0.272, "Y2": 0.226, "X3": 0.272, "Y3": 0.2428, "X4": 0.12667, "Y4": 0.2428, "page": 0, "Index": 54}, {"Word": "\u041d\u0430\u0448\u0438", "Confidence": 0.998, "X1": 0.28267, "Y1": 0.2262, "X2": 0.34, "Y2": 0.226, "X3": 0.34, "Y3": 0.2428, "X4": 0.28267, "Y4": 0.2428, "page": 0, "Index": 55}, {"Word": "\u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0435\u043d\u0438\u044f", "Confidence": 0.969, "X1": 0.34533, "Y1": 0.2252, "X2": 0.476, "Y2": 0.225, "X3": 0.476, "Y3": 0.2418, "X4": 0.34533, "Y4": 0.2428, "page": 0, "Index": 56}, {"Word": "\u043d\u0435\u0441\u043e\u043c\u043d\u0435\u043d\u043d\u043e", "Confidence": 0.996, "X1": 0.48133, "Y1": 0.2242, "X2": 0.59733, "Y2": 0.224, "X3": 0.59733, "Y3": 0.2408, "X4": 0.48, "Y4": 0.2418, "page": 0, "Index": 57}, {"Word": "\u0431\u0443\u0434\u0443\u0442", "Confidence": 0.997, "X1": 0.608, "Y1": 0.2232, "X2": 0.66267, "Y2": 0.223, "X3": 0.66133, "Y3": 0.2408, "X4": 0.608, "Y4": 0.2408, "page": 0, "Index": 58}, {"Word": "\u043e\u0442\u043b\u0438\u0447\u0430\u0442\u044c\u0441\u044f", "Confidence": 0.996, "X1": 0.668, "Y1": 0.2222, "X2": 0.772, "Y2": 0.222, "X3": 0.77067, "Y3": 0.2388, "X4": 0.66667, "Y4": 0.2398, "page": 0, "Index": 59}, {"Word": "\u043e\u0442", "Confidence": 0.999, "X1": 0.78267, "Y1": 0.2222, "X2": 0.80133, "Y2": 0.222, "X3": 0.8, "Y3": 0.2388, "X4": 0.78133, "Y4": 0.2388, "page": 0, "Index": 60}, {"Word": "\u043a\u043b\u044e\u0447\u0435\u0432\u044b\u043c", "Confidence": 0.996, "X1": 0.544, "Y1": 0.2422, "X2": 0.644, "Y2": 0.242, "X3": 0.64267, "Y3": 0.2578, "X4": 0.54267, "Y4": 0.2588, "page": 0, "Index": 61}, {"Word": "\u043f\u043e\u0437\u0438\u0446\u0438\u044f\u043c.", "Confidence": 0.588, "X1": 0.65467, "Y1": 0.2412, "X2": 0.75733, "Y2": 0.241, "X3": 0.75733, "Y3": 0.2568, "X4": 0.65333, "Y4": 0.2578, "page": 0, "Index": 62}, {"Word": "\u0412\u043e-", "Confidence": 0.999, "X1": 0.768, "Y1": 0.2412, "X2": 0.80133, "Y2": 0.241, "X3": 0.8, "Y3": 0.2568, "X4": 0.76667, "Y4": 0.2568, "page": 0, "Index": 63}, {"Word": "\u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0435\u043d\u0438\u0439", "Confidence": 0.883, "X1": 0.12533, "Y1": 0.2452, "X2": 0.25467, "Y2": 0.245, "X3": 0.25467, "Y3": 0.2618, "X4": 0.12533, "Y4": 0.2628, "page": 0, "Index": 64}, {"Word": "\u043d\u0430\u0448\u0438\u0445", "Confidence": 0.922, "X1": 0.264, "Y1": 0.2452, "X2": 0.328, "Y2": 0.245, "X3": 0.328, "Y3": 0.2608, "X4": 0.264, "Y4": 0.2608, "page": 0, "Index": 65}, {"Word": "\u043a\u043e\u043d\u043a\u0443\u0440\u0435\u043d\u0442\u043e\u0432", "Confidence": 0.231, "X1": 0.336, "Y1": 0.2442, "X2": 0.45333, "Y2": 0.244, "X3": 0.45333, "Y3": 0.2598, "X4": 0.336, "Y4": 0.2608, "page": 0, "Index": 66}, {"Word": "\u043f\u043e", "Confidence": 0.999, "X1": 0.46133, "Y1": 0.2442, "X2": 0.48533, "Y2": 0.244, "X3": 0.484, "Y3": 0.2598, "X4": 0.46, "Y4": 0.2598, "page": 0, "Index": 67}, {"Word": "\u0434\u0432\u0443\u043c", "Confidence": 0.998, "X1": 0.492, "Y1": 0.2432, "X2": 0.53333, "Y2": 0.243, "X3": 0.532, "Y3": 0.2588, "X4": 0.492, "Y4": 0.2598, "page": 0, "Index": 68}, {"Word": "\u043a\u043e\u043d\u043a\u0443\u0440\u0435\u043d\u0442\u043e\u0432,", "Confidence": 0.993, "X1": 0.40267, "Y1": 0.2612, "X2": 0.53067, "Y2": 0.261, "X3": 0.52933, "Y3": 0.2778, "X4": 0.40267, "Y4": 0.2788, "page": 0, "Index": 69}, {"Word": "\u043c\u044b", "Confidence": 0.999, "X1": 0.53467, "Y1": 0.2612, "X2": 0.55867, "Y2": 0.261, "X3": 0.55867, "Y3": 0.2778, "X4": 0.53467, "Y4": 0.2778, "page": 0, "Index": 70}, {"Word": "\u043e\u0431\u043b\u0430\u0434\u0430\u0435\u043c", "Confidence": 0.996, "X1": 0.572, "Y1": 0.2612, "X2": 0.65333, "Y2": 0.261, "X3": 0.65333, "Y3": 0.2768, "X4": 0.572, "Y4": 0.2778, "page": 0, "Index": 71}, {"Word": "\u0437\u043d\u0430\u0447\u0438\u0442\u0435\u043b\u044c\u043d\u044b\u043c", "Confidence": 0.996, "X1": 0.66933, "Y1": 0.2602, "X2": 0.796, "Y2": 0.26, "X3": 0.796, "Y3": 0.2758, "X4": 0.66933, "Y4": 0.2768, "page": 0, "Index": 72}, {"Word": "\u043f\u0435\u0440\u0432\u044b\u0445,", "Confidence": 0.996, "X1": 0.12667, "Y1": 0.2642, "X2": 0.20267, "Y2": 0.264, "X3": 0.20267, "Y3": 0.2798, "X4": 0.12667, "Y4": 0.2808, "page": 0, "Index": 73}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.208, "Y1": 0.2642, "X2": 0.21733, "Y2": 0.264, "X3": 0.21733, "Y3": 0.2798, "X4": 0.208, "Y4": 0.2798, "page": 0, "Index": 74}, {"Word": "\u043e\u0442\u043b\u0438\u0447\u0438\u0435", "Confidence": 0.997, "X1": 0.224, "Y1": 0.2632, "X2": 0.3, "Y2": 0.263, "X3": 0.3, "Y3": 0.2798, "X4": 0.224, "Y4": 0.2798, "page": 0, "Index": 75}, {"Word": "\u043e\u0442", "Confidence": 0.999, "X1": 0.308, "Y1": 0.2632, "X2": 0.32933, "Y2": 0.263, "X3": 0.32933, "Y3": 0.2798, "X4": 0.308, "Y4": 0.2798, "page": 0, "Index": 76}, {"Word": "\u043d\u0430\u0448\u0438\u0445", "Confidence": 0.998, "X1": 0.336, "Y1": 0.2622, "X2": 0.39733, "Y2": 0.262, "X3": 0.39733, "Y3": 0.2788, "X4": 0.336, "Y4": 0.2798, "page": 0, "Index": 77}, {"Word": "\u043e\u043f\u044b\u0442\u043e\u043c", "Confidence": 0.996, "X1": 0.128, "Y1": 0.2822, "X2": 0.192, "Y2": 0.282, "X3": 0.192, "Y3": 0.2978, "X4": 0.128, "Y4": 0.2978, "page": 0, "Index": 78}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.208, "Y1": 0.2822, "X2": 0.21733, "Y2": 0.282, "X3": 0.21733, "Y3": 0.2978, "X4": 0.208, "Y4": 0.2978, "page": 0, "Index": 79}, {"Word": "\u0434\u0435\u043b\u0435", "Confidence": 0.998, "X1": 0.228, "Y1": 0.2822, "X2": 0.272, "Y2": 0.282, "X3": 0.272, "Y3": 0.2978, "X4": 0.228, "Y4": 0.2978, "page": 0, "Index": 80}, {"Word": "\u0432\u044b\u0440\u0430\u0449\u0438\u0432\u0430\u043d\u0438\u044f", "Confidence": 0.996, "X1": 0.28, "Y1": 0.2812, "X2": 0.41333, "Y2": 0.281, "X3": 0.412, "Y3": 0.2968, "X4": 0.28, "Y4": 0.2978, "page": 0, "Index": 81}, {"Word": "\u043c\u0435\u0441\u0442\u043d\u044b\u0445", "Confidence": 0.996, "X1": 0.42, "Y1": 0.2802, "X2": 0.504, "Y2": 0.28, "X3": 0.504, "Y3": 0.2968, "X4": 0.42, "Y4": 0.2968, "page": 0, "Index": 82}, {"Word": "\u0443\u0440\u043e\u0436\u0430\u0435\u0432", "Confidence": 0.995, "X1": 0.512, "Y1": 0.2802, "X2": 0.59333, "Y2": 0.28, "X3": 0.592, "Y3": 0.2958, "X4": 0.512, "Y4": 0.2968, "page": 0, "Index": 83}, {"Word": "\u0442\u0430\u0431\u0430\u0447\u043d\u043e\u0433\u043e", "Confidence": 0.996, "X1": 0.604, "Y1": 0.2782, "X2": 0.7, "Y2": 0.278, "X3": 0.69867, "Y3": 0.2958, "X4": 0.60267, "Y4": 0.2958, "page": 0, "Index": 84}, {"Word": "\u043b\u0438\u0441\u0442\u0430.", "Confidence": 0.997, "X1": 0.70933, "Y1": 0.2782, "X2": 0.77467, "Y2": 0.278, "X3": 0.77333, "Y3": 0.2948, "X4": 0.70933, "Y4": 0.2948, "page": 0, "Index": 85}, {"Word": "\u0412", "Confidence": 0.999, "X1": 0.79067, "Y1": 0.2772, "X2": 0.8, "Y2": 0.277, "X3": 0.79867, "Y3": 0.2948, "X4": 0.78933, "Y4": 0.2948, "page": 0, "Index": 86}, {"Word": "\u043e\u0434\u043d\u043e\u0439", "Confidence": 0.998, "X1": 0.128, "Y1": 0.3002, "X2": 0.18133, "Y2": 0.3, "X3": 0.18267, "Y3": 0.3168, "X4": 0.128, "Y4": 0.3168, "page": 0, "Index": 87}, {"Word": "\u043b\u0438\u0448\u044c", "Confidence": 0.997, "X1": 0.2, "Y1": 0.2992, "X2": 0.25067, "Y2": 0.299, "X3": 0.25067, "Y3": 0.3168, "X4": 0.2, "Y4": 0.3168, "page": 0, "Index": 88}, {"Word": "\u0411\u0440\u0430\u0437\u0438\u043b\u0438\u0438", "Confidence": 0.881, "X1": 0.26533, "Y1": 0.2992, "X2": 0.35733, "Y2": 0.299, "X3": 0.35733, "Y3": 0.3168, "X4": 0.26533, "Y4": 0.3168, "page": 0, "Index": 89}, {"Word": "\u0444\u0435\u0440\u043c\u0435\u0440\u044b", "Confidence": 0.997, "X1": 0.37733, "Y1": 0.2982, "X2": 0.45333, "Y2": 0.298, "X3": 0.45467, "Y3": 0.3158, "X4": 0.37867, "Y4": 0.3168, "page": 0, "Index": 90}, {"Word": "\u043f\u043e", "Confidence": 0.808, "X1": 0.47467, "Y1": 0.2982, "X2": 0.49733, "Y2": 0.298, "X3": 0.49733, "Y3": 0.3158, "X4": 0.47467, "Y4": 0.3158, "page": 0, "Index": 91}, {"Word": "\u043a\u043e\u043d\u0442\u0440\u0430\u043a\u0442\u0443", "Confidence": 0.996, "X1": 0.51467, "Y1": 0.2972, "X2": 0.61333, "Y2": 0.297, "X3": 0.61333, "Y3": 0.3148, "X4": 0.51467, "Y4": 0.3158, "page": 0, "Index": 92}, {"Word": "\u0441", "Confidence": 0.999, "X1": 0.628, "Y1": 0.2972, "X2": 0.63733, "Y2": 0.297, "X3": 0.63867, "Y3": 0.3148, "X4": 0.628, "Y4": 0.3148, "page": 0, "Index": 93}, {"Word": "\u0411\u0410\u0422", "Confidence": 0.997, "X1": 0.652, "Y1": 0.2962, "X2": 0.69467, "Y2": 0.296, "X3": 0.69467, "Y3": 0.3138, "X4": 0.652, "Y4": 0.3148, "page": 0, "Index": 94}, {"Word": "\u0435\u0436\u0435\u0433\u043e\u0434\u043d\u043e", "Confidence": 0.995, "X1": 0.712, "Y1": 0.2962, "X2": 0.804, "Y2": 0.296, "X3": 0.804, "Y3": 0.3128, "X4": 0.712, "Y4": 0.3138, "page": 0, "Index": 95}, {"Word": "\u0432\u044b\u0440\u0430\u0449\u0438\u0432\u0430\u044e\u0442", "Confidence": 0.994, "X1": 0.12667, "Y1": 0.3182, "X2": 0.25067, "Y2": 0.318, "X3": 0.25067, "Y3": 0.3348, "X4": 0.12533, "Y4": 0.3358, "page": 0, "Index": 96}, {"Word": "\u0431\u043e\u043b\u0435\u0435", "Confidence": 0.998, "X1": 0.25467, "Y1": 0.3172, "X2": 0.31067, "Y2": 0.317, "X3": 0.31067, "Y3": 0.3338, "X4": 0.25467, "Y4": 0.3338, "page": 0, "Index": 97}, {"Word": "220.000", "Confidence": 0.996, "X1": 0.31867, "Y1": 0.3172, "X2": 0.38533, "Y2": 0.317, "X3": 0.384, "Y3": 0.3328, "X4": 0.31733, "Y4": 0.3338, "page": 0, "Index": 98}, {"Word": "\u0442\u043e\u043d\u043d", "Confidence": 0.842, "X1": 0.39333, "Y1": 0.3172, "X2": 0.43333, "Y2": 0.317, "X3": 0.43333, "Y3": 0.3328, "X4": 0.392, "Y4": 0.3328, "page": 0, "Index": 99}, {"Word": "\u0442\u0430\u0431\u0430\u043a\u0430.", "Confidence": 0.997, "X1": 0.444, "Y1": 0.3162, "X2": 0.51467, "Y2": 0.316, "X3": 0.51333, "Y3": 0.3328, "X4": 0.444, "Y4": 0.3328, "page": 0, "Index": 100}, {"Word": "\u041d\u0438", "Confidence": 0.999, "X1": 0.524, "Y1": 0.3162, "X2": 0.55067, "Y2": 0.316, "X3": 0.55067, "Y3": 0.3328, "X4": 0.524, "Y4": 0.3328, "page": 0, "Index": 101}, {"Word": "\u043e\u0434\u043d\u0430", "Confidence": 0.998, "X1": 0.55867, "Y1": 0.3162, "X2": 0.60533, "Y2": 0.316, "X3": 0.60533, "Y3": 0.3318, "X4": 0.55867, "Y4": 0.3328, "page": 0, "Index": 102}, {"Word": "\u0434\u0440\u0443\u0433\u0430\u044f", "Confidence": 0.997, "X1": 0.61067, "Y1": 0.3162, "X2": 0.672, "Y2": 0.316, "X3": 0.67067, "Y3": 0.3318, "X4": 0.60933, "Y4": 0.3318, "page": 0, "Index": 103}, {"Word": "\u043a\u043e\u043c\u043f\u0430\u043d\u0438\u044f", "Confidence": 0.71, "X1": 0.67867, "Y1": 0.3162, "X2": 0.772, "Y2": 0.316, "X3": 0.77067, "Y3": 0.3318, "X4": 0.67867, "Y4": 0.3318, "page": 0, "Index": 104}, {"Word": "\u043d\u0435", "Confidence": 0.999, "X1": 0.78, "Y1": 0.3162, "X2": 0.804, "Y2": 0.316, "X3": 0.80267, "Y3": 0.3318, "X4": 0.77867, "Y4": 0.3318, "page": 0, "Index": 105}, {"Word": "\u043c\u043e\u0436\u0435\u0442", "Confidence": 0.998, "X1": 0.12667, "Y1": 0.3372, "X2": 0.18667, "Y2": 0.337, "X3": 0.18667, "Y3": 0.3528, "X4": 0.12667, "Y4": 0.3528, "page": 0, "Index": 106}, {"Word": "\u0441\u0440\u0430\u0432\u043d\u0438\u0442\u044c\u0441\u044f", "Confidence": 0.993, "X1": 0.19333, "Y1": 0.3362, "X2": 0.30133, "Y2": 0.336, "X3": 0.30133, "Y3": 0.3518, "X4": 0.19467, "Y4": 0.3528, "page": 0, "Index": 107}, {"Word": "\u0441", "Confidence": 0.999, "X1": 0.30933, "Y1": 0.3362, "X2": 0.316, "Y2": 0.336, "X3": 0.316, "Y3": 0.3518, "X4": 0.30933, "Y4": 0.3518, "page": 0, "Index": 108}, {"Word": "\u043d\u0430\u043c\u0438", "Confidence": 0.999, "X1": 0.32, "Y1": 0.3352, "X2": 0.36933, "Y2": 0.335, "X3": 0.36933, "Y3": 0.3518, "X4": 0.32133, "Y4": 0.3518, "page": 0, "Index": 109}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.376, "Y1": 0.3352, "X2": 0.38667, "Y2": 0.335, "X3": 0.38667, "Y3": 0.3518, "X4": 0.376, "Y4": 0.3518, "page": 0, "Index": 110}, {"Word": "\u044d\u0442\u043e\u0439", "Confidence": 0.998, "X1": 0.39067, "Y1": 0.3352, "X2": 0.43333, "Y2": 0.335, "X3": 0.43333, "Y3": 0.3518, "X4": 0.39067, "Y4": 0.3518, "page": 0, "Index": 111}, {"Word": "\u043e\u0431\u043b\u0430\u0441\u0442\u0438.", "Confidence": 0.996, "X1": 0.44133, "Y1": 0.3342, "X2": 0.528, "Y2": 0.334, "X3": 0.528, "Y3": 0.3518, "X4": 0.44133, "Y4": 0.3518, "page": 0, "Index": 112}, {"Word": "\u0412\u043e-\u0432\u0442\u043e\u0440\u044b\u0445,", "Confidence": 0.996, "X1": 0.536, "Y1": 0.3342, "X2": 0.64533, "Y2": 0.334, "X3": 0.64533, "Y3": 0.3508, "X4": 0.53467, "Y4": 0.3518, "page": 0, "Index": 113}, {"Word": "\u043d\u0435\u0441\u043c\u043e\u0442\u0440\u044f", "Confidence": 0.996, "X1": 0.65067, "Y1": 0.3342, "X2": 0.74, "Y2": 0.334, "X3": 0.73867, "Y3": 0.3508, "X4": 0.64933, "Y4": 0.3508, "page": 0, "Index": 114}, {"Word": "\u043d\u0430", "Confidence": 0.999, "X1": 0.74533, "Y1": 0.3342, "X2": 0.76933, "Y2": 0.334, "X3": 0.768, "Y3": 0.3508, "X4": 0.744, "Y4": 0.3508, "page": 0, "Index": 115}, {"Word": "\u0442\u043e,", "Confidence": 0.999, "X1": 0.77467, "Y1": 0.3342, "X2": 0.80267, "Y2": 0.334, "X3": 0.80133, "Y3": 0.3508, "X4": 0.77333, "Y4": 0.3508, "page": 0, "Index": 116}, {"Word": "\u0440\u0430\u0437\u0432\u0438\u0442\u0438\u044e", "Confidence": 0.996, "X1": 0.71333, "Y1": 0.3532, "X2": 0.80533, "Y2": 0.353, "X3": 0.804, "Y3": 0.3678, "X4": 0.712, "Y4": 0.3698, "page": 0, "Index": 117}, {"Word": "\u0447\u0442\u043e", "Confidence": 0.999, "X1": 0.128, "Y1": 0.3562, "X2": 0.15733, "Y2": 0.356, "X3": 0.15733, "Y3": 0.3718, "X4": 0.12933, "Y4": 0.3718, "page": 0, "Index": 118}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.17867, "Y1": 0.3562, "X2": 0.188, "Y2": 0.356, "X3": 0.18933, "Y3": 0.3718, "X4": 0.18, "Y4": 0.3718, "page": 0, "Index": 119}, {"Word": "\u043d\u0430\u0448\u0438\u0445", "Confidence": 0.988, "X1": 0.212, "Y1": 0.3552, "X2": 0.276, "Y2": 0.355, "X3": 0.276, "Y3": 0.3718, "X4": 0.21333, "Y4": 0.3718, "page": 0, "Index": 120}, {"Word": "\u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0435\u043d\u0438\u044f\u0445", "Confidence": 0.555, "X1": 0.29733, "Y1": 0.3552, "X2": 0.44, "Y2": 0.355, "X3": 0.44, "Y3": 0.3718, "X4": 0.29733, "Y4": 0.3718, "page": 0, "Index": 121}, {"Word": "\u0441\u043e\u0434\u0435\u0440\u0436\u0438\u0442\u0441\u044f", "Confidence": 0.996, "X1": 0.46133, "Y1": 0.3542, "X2": 0.57333, "Y2": 0.354, "X3": 0.572, "Y3": 0.3708, "X4": 0.46133, "Y4": 0.3708, "page": 0, "Index": 122}, {"Word": "\u043f\u043b\u0430\u043d", "Confidence": 0.996, "X1": 0.59733, "Y1": 0.3542, "X2": 0.64133, "Y2": 0.354, "X3": 0.64, "Y3": 0.3698, "X4": 0.59733, "Y4": 0.3708, "page": 0, "Index": 123}, {"Word": "\u043f\u043e", "Confidence": 0.999, "X1": 0.668, "Y1": 0.3542, "X2": 0.68933, "Y2": 0.354, "X3": 0.688, "Y3": 0.3698, "X4": 0.668, "Y4": 0.3698, "page": 0, "Index": 124}, {"Word": "\u0441\u0438\u0433\u0430\u0440\u0435\u0442", "Confidence": 0.994, "X1": 0.52133, "Y1": 0.3712, "X2": 0.59333, "Y2": 0.371, "X3": 0.59333, "Y3": 0.3878, "X4": 0.52133, "Y4": 0.3888, "page": 0, "Index": 125}, {"Word": "\u043d\u0430", "Confidence": 0.999, "X1": 0.60933, "Y1": 0.3712, "X2": 0.63067, "Y2": 0.371, "X3": 0.63067, "Y3": 0.3878, "X4": 0.60933, "Y4": 0.3878, "page": 0, "Index": 126}, {"Word": "\u0410\u043b\u043c\u0430-\u0410\u0442\u0438\u043d\u0441\u043a\u043e\u0439", "Confidence": 0.995, "X1": 0.65067, "Y1": 0.3702, "X2": 0.79867, "Y2": 0.37, "X3": 0.79867, "Y3": 0.3868, "X4": 0.65067, "Y4": 0.3878, "page": 0, "Index": 127}, {"Word": "\u043f\u0440\u043e\u0438\u0437\u0432\u043e\u0434\u0441\u0442\u0432\u0430", "Confidence": 0.996, "X1": 0.12667, "Y1": 0.3732, "X2": 0.25467, "Y2": 0.373, "X3": 0.25467, "Y3": 0.3898, "X4": 0.12667, "Y4": 0.3908, "page": 0, "Index": 128}, {"Word": "\u043c\u0435\u0436\u0434\u0443\u043d\u0430\u0440\u043e\u0434\u043d\u044b\u0445", "Confidence": 0.986, "X1": 0.27067, "Y1": 0.3732, "X2": 0.428, "Y2": 0.373, "X3": 0.428, "Y3": 0.3888, "X4": 0.27067, "Y4": 0.3898, "page": 0, "Index": 129}, {"Word": "\u043c\u0430\u0440\u043e\u043a", "Confidence": 0.556, "X1": 0.444, "Y1": 0.3722, "X2": 0.49867, "Y2": 0.372, "X3": 0.49867, "Y3": 0.3888, "X4": 0.444, "Y4": 0.3888, "page": 0, "Index": 130}, {"Word": "\u043d\u0435", "Confidence": 0.999, "X1": 0.39467, "Y1": 0.3912, "X2": 0.41733, "Y2": 0.391, "X3": 0.41733, "Y3": 0.4078, "X4": 0.39467, "Y4": 0.4078, "page": 0, "Index": 131}, {"Word": "\u0432\u0435\u0440\u0438\u043c", "Confidence": 0.998, "X1": 0.42933, "Y1": 0.3902, "X2": 0.48667, "Y2": 0.39, "X3": 0.48533, "Y3": 0.4078, "X4": 0.428, "Y4": 0.4078, "page": 0, "Index": 132}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.504, "Y1": 0.3902, "X2": 0.51467, "Y2": 0.39, "X3": 0.51333, "Y3": 0.4078, "X4": 0.50267, "Y4": 0.4078, "page": 0, "Index": 133}, {"Word": "\u0442\u043e,", "Confidence": 0.999, "X1": 0.52533, "Y1": 0.3902, "X2": 0.55733, "Y2": 0.39, "X3": 0.55733, "Y3": 0.4078, "X4": 0.52533, "Y4": 0.4078, "page": 0, "Index": 134}, {"Word": "\u0447\u0442\u043e", "Confidence": 0.999, "X1": 0.56933, "Y1": 0.3902, "X2": 0.60133, "Y2": 0.39, "X3": 0.60133, "Y3": 0.4078, "X4": 0.568, "Y4": 0.4078, "page": 0, "Index": 135}, {"Word": "\u0432\u0441\u0435", "Confidence": 0.999, "X1": 0.616, "Y1": 0.3902, "X2": 0.648, "Y2": 0.39, "X3": 0.648, "Y3": 0.4068, "X4": 0.61467, "Y4": 0.4068, "page": 0, "Index": 136}, {"Word": "\u043a\u0443\u0440\u0438\u043b\u044c\u0449\u0438\u043a\u0438", "Confidence": 0.598, "X1": 0.65867, "Y1": 0.3892, "X2": 0.77867, "Y2": 0.389, "X3": 0.77867, "Y3": 0.4068, "X4": 0.65867, "Y4": 0.4068, "page": 0, "Index": 137}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.79333, "Y1": 0.3892, "X2": 0.804, "Y2": 0.389, "X3": 0.80267, "Y3": 0.4058, "X4": 0.792, "Y4": 0.4068, "page": 0, "Index": 138}, {"Word": "\u0441\u0438\u0433\u0430\u0440\u0435\u0442\u043d\u043e\u0439", "Confidence": 0.995, "X1": 0.12667, "Y1": 0.3912, "X2": 0.23067, "Y2": 0.391, "X3": 0.23067, "Y3": 0.4088, "X4": 0.12667, "Y4": 0.4088, "page": 0, "Index": 139}, {"Word": "\u0444\u0430\u0431\u0440\u0438\u043a\u0435,", "Confidence": 0.993, "X1": 0.252, "Y1": 0.3912, "X2": 0.34267, "Y2": 0.391, "X3": 0.34267, "Y3": 0.4088, "X4": 0.252, "Y4": 0.4088, "page": 0, "Index": 140}, {"Word": "\u043c\u044b", "Confidence": 0.999, "X1": 0.35067, "Y1": 0.3912, "X2": 0.37733, "Y2": 0.391, "X3": 0.37733, "Y3": 0.4088, "X4": 0.35067, "Y4": 0.4088, "page": 0, "Index": 141}, {"Word": "\u0420\u0435\u0441\u043f\u0443\u0431\u043b\u0438\u043a\u0435", "Confidence": 0.996, "X1": 0.12667, "Y1": 0.4092, "X2": 0.236, "Y2": 0.409, "X3": 0.23733, "Y3": 0.4258, "X4": 0.12667, "Y4": 0.4258, "page": 0, "Index": 142}, {"Word": "\u041a\u0430\u0437\u0430\u0445\u0441\u0442\u0430\u043d", "Confidence": 0.961, "X1": 0.25067, "Y1": 0.4092, "X2": 0.34533, "Y2": 0.409, "X3": 0.34533, "Y3": 0.4258, "X4": 0.25067, "Y4": 0.4258, "page": 0, "Index": 143}, {"Word": "\u0441\u043c\u043e\u0433\u0443\u0442", "Confidence": 0.996, "X1": 0.36267, "Y1": 0.4092, "X2": 0.424, "Y2": 0.409, "X3": 0.424, "Y3": 0.4258, "X4": 0.36267, "Y4": 0.4258, "page": 0, "Index": 144}, {"Word": "\u043f\u043e\u0437\u0432\u043e\u043b\u0438\u0442\u044c", "Confidence": 0.996, "X1": 0.43867, "Y1": 0.4092, "X2": 0.536, "Y2": 0.409, "X3": 0.536, "Y3": 0.4258, "X4": 0.43867, "Y4": 0.4258, "page": 0, "Index": 145}, {"Word": "\u0441\u0435\u0431\u0435", "Confidence": 0.999, "X1": 0.55067, "Y1": 0.4092, "X2": 0.59067, "Y2": 0.409, "X3": 0.59067, "Y3": 0.4258, "X4": 0.55067, "Y4": 0.4258, "page": 0, "Index": 146}, {"Word": "\u0438\u043b\u0438", "Confidence": 0.999, "X1": 0.60267, "Y1": 0.4092, "X2": 0.64, "Y2": 0.409, "X3": 0.63867, "Y3": 0.4258, "X4": 0.60133, "Y4": 0.4258, "page": 0, "Index": 147}, {"Word": "\u043f\u0440\u043e\u0441\u0442\u043e", "Confidence": 0.998, "X1": 0.65333, "Y1": 0.4082, "X2": 0.71867, "Y2": 0.408, "X3": 0.71733, "Y3": 0.4258, "X4": 0.65333, "Y4": 0.4258, "page": 0, "Index": 148}, {"Word": "\u0437\u0430\u0445\u043e\u0442\u044f\u0442", "Confidence": 0.997, "X1": 0.732, "Y1": 0.4082, "X2": 0.80267, "Y2": 0.408, "X3": 0.80267, "Y3": 0.4258, "X4": 0.732, "Y4": 0.4258, "page": 0, "Index": 149}, {"Word": "\u043f\u043e\u043a\u0443\u043f\u0430\u0442\u044c", "Confidence": 0.996, "X1": 0.12667, "Y1": 0.4292, "X2": 0.21067, "Y2": 0.429, "X3": 0.21067, "Y3": 0.4458, "X4": 0.12667, "Y4": 0.4458, "page": 0, "Index": 150}, {"Word": "\u0438", "Confidence": 0.999, "X1": 0.21867, "Y1": 0.4292, "X2": 0.228, "Y2": 0.429, "X3": 0.228, "Y3": 0.4458, "X4": 0.21733, "Y4": 0.4458, "page": 0, "Index": 151}, {"Word": "\u043a\u0443\u0440\u0438\u0442\u044c", "Confidence": 0.988, "X1": 0.23867, "Y1": 0.4282, "X2": 0.304, "Y2": 0.428, "X3": 0.304, "Y3": 0.4448, "X4": 0.23867, "Y4": 0.4458, "page": 0, "Index": 152}, {"Word": "\u044d\u0442\u0438", "Confidence": 0.983, "X1": 0.312, "Y1": 0.4282, "X2": 0.34267, "Y2": 0.428, "X3": 0.34133, "Y3": 0.4448, "X4": 0.312, "Y4": 0.4448, "page": 0, "Index": 153}, {"Word": "\u0441\u0438\u0433\u0430\u0440\u0435\u0442\u044b.", "Confidence": 0.996, "X1": 0.35067, "Y1": 0.4272, "X2": 0.448, "Y2": 0.427, "X3": 0.448, "Y3": 0.4448, "X4": 0.34933, "Y4": 0.4448, "page": 0, "Index": 154}, {"Word": "\u0422\u0430\u043a\u0438\u043c", "Confidence": 0.998, "X1": 0.45867, "Y1": 0.4272, "X2": 0.516, "Y2": 0.427, "X3": 0.51467, "Y3": 0.4438, "X4": 0.45733, "Y4": 0.4448, "page": 0, "Index": 155}, {"Word": "\u043e\u0431\u0440\u0430\u0437\u043e\u043c", "Confidence": 0.997, "X1": 0.52667, "Y1": 0.4272, "X2": 0.6, "Y2": 0.427, "X3": 0.6, "Y3": 0.4438, "X4": 0.52533, "Y4": 0.4438, "page": 0, "Index": 156}, {"Word": "\u0432\u0430\u0436\u043d\u044b\u043c", "Confidence": 0.997, "X1": 0.61067, "Y1": 0.4272, "X2": 0.692, "Y2": 0.427, "X3": 0.69067, "Y3": 0.4428, "X4": 0.61067, "Y4": 0.4438, "page": 0, "Index": 157}, {"Word": "\u044d\u043b\u0435\u043c\u0435\u043d\u0442\u043e\u043c", "Confidence": 0.996, "X1": 0.69867, "Y1": 0.4272, "X2": 0.79733, "Y2": 0.427, "X3": 0.796, "Y3": 0.4418, "X4": 0.69867, "Y4": 0.4428, "page": 0, "Index": 158}, {"Word": "\u043d\u0430\u0448\u0438\u0445", "Confidence": 0.683, "X1": 0.12667, "Y1": 0.4482, "X2": 0.18667, "Y2": 0.448, "X3": 0.18667, "Y3": 0.4638, "X4": 0.12667, "Y4": 0.4648, "page": 0, "Index": 159}, {"Word": "\u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0435\u043d\u0438\u0439", "Confidence": 0.625, "X1": 0.19333, "Y1": 0.4472, "X2": 0.32267, "Y2": 0.447, "X3": 0.32267, "Y3": 0.4628, "X4": 0.19333, "Y4": 0.4638, "page": 0, "Index": 160}, {"Word": "\u044f\u0432\u043b\u044f\u0435\u0442\u0441\u044f", "Confidence": 0.415, "X1": 0.332, "Y1": 0.4472, "X2": 0.412, "Y2": 0.447, "X3": 0.412, "Y3": 0.4618, "X4": 0.332, "Y4": 0.4628, "page": 0, "Index": 161}, {"Word": "\u0440\u0430\u0437\u0432\u0438\u0442\u0438\u0435", "Confidence": 0.996, "X1": 0.41867, "Y1": 0.4462, "X2": 0.5, "Y2": 0.446, "X3": 0.5, "Y3": 0.4618, "X4": 0.41867, "Y4": 0.4618, "page": 0, "Index": 162}, {"Word": "\u0441\u0443\u0449\u0435\u0441\u0442\u0432\u0443\u044e\u0449\u0438\u0445", "Confidence": 0.983, "X1": 0.51067, "Y1": 0.4462, "X2": 0.65067, "Y2": 0.446, "X3": 0.65067, "Y3": 0.4608, "X4": 0.51067, "Y4": 0.4618, "page": 0, "Index": 163}, {"Word": "\u043c\u0435\u0441\u0442\u043d\u044b\u0445", "Confidence": 0.997, "X1": 0.65867, "Y1": 0.4452, "X2": 0.74, "Y2": 0.445, "X3": 0.73867, "Y3": 0.4608, "X4": 0.65733, "Y4": 0.4608, "page": 0, "Index": 164}, {"Word": "\u043c\u0430\u0440\u043e\u043a", "Confidence": 0.533, "X1": 0.748, "Y1": 0.4452, "X2": 0.804, "Y2": 0.445, "X3": 0.80267, "Y3": 0.4608, "X4": 0.74667, "Y4": 0.4608, "page": 0, "Index": 165}, {"Word": "\u0441\u0438\u0433\u0430\u0440\u0435\u0442", "Confidence": 0.881, "X1": 0.12667, "Y1": 0.4652, "X2": 0.19733, "Y2": 0.465, "X3": 0.19867, "Y3": 0.4828, "X4": 0.12667, "Y4": 0.4828, "page": 0, "Index": 166}, {"Word": "\u043f\u043e", "Confidence": 0.999, "X1": 0.212, "Y1": 0.4652, "X2": 0.236, "Y2": 0.465, "X3": 0.23733, "Y3": 0.4818, "X4": 0.212, "Y4": 0.4818, "page": 0, "Index": 167}, {"Word": "\u0434\u043e\u0441\u0442\u0443\u043f\u043d\u044b\u043c", "Confidence": 0.996, "X1": 0.24933, "Y1": 0.4642, "X2": 0.35333, "Y2": 0.464, "X3": 0.35467, "Y3": 0.4818, "X4": 0.25067, "Y4": 0.4818, "page": 0, "Index": 168}, {"Word": "\u0446\u0435\u043d\u0430\u043c.", "Confidence": 0.997, "X1": 0.37067, "Y1": 0.4642, "X2": 0.43867, "Y2": 0.464, "X3": 0.43867, "Y3": 0.4808, "X4": 0.37067, "Y4": 0.4808, "page": 0, "Index": 169}, {"Word": "\u0418", "Confidence": 0.999, "X1": 0.464, "Y1": 0.4642, "X2": 0.47467, "Y2": 0.464, "X3": 0.47467, "Y3": 0.4808, "X4": 0.464, "Y4": 0.4808, "page": 0, "Index": 170}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.49333, "Y1": 0.4642, "X2": 0.504, "Y2": 0.464, "X3": 0.504, "Y3": 0.4808, "X4": 0.49333, "Y4": 0.4808, "page": 0, "Index": 171}, {"Word": "\u044d\u0442\u043e\u0439", "Confidence": 0.961, "X1": 0.52, "Y1": 0.4642, "X2": 0.56, "Y2": 0.464, "X3": 0.56, "Y3": 0.4798, "X4": 0.52, "Y4": 0.4808, "page": 0, "Index": 172}, {"Word": "\u043e\u0431\u043b\u0430\u0441\u0442\u0438", "Confidence": 0.997, "X1": 0.57867, "Y1": 0.4632, "X2": 0.65067, "Y2": 0.463, "X3": 0.65067, "Y3": 0.4798, "X4": 0.57867, "Y4": 0.4798, "page": 0, "Index": 173}, {"Word": "\u043c\u044b", "Confidence": 0.995, "X1": 0.66667, "Y1": 0.4632, "X2": 0.69467, "Y2": 0.463, "X3": 0.69467, "Y3": 0.4798, "X4": 0.66667, "Y4": 0.4798, "page": 0, "Index": 174}, {"Word": "\u043e\u0431\u043b\u0430\u0434\u0430\u0435\u043c", "Confidence": 0.996, "X1": 0.712, "Y1": 0.4632, "X2": 0.79733, "Y2": 0.463, "X3": 0.79733, "Y3": 0.4788, "X4": 0.71067, "Y4": 0.4798, "page": 0, "Index": 175}, {"Word": "\u043f\u0440\u043e\u0438\u0437\u0432\u043e\u0434\u0438\u043c", "Confidence": 0.996, "X1": 0.49733, "Y1": 0.4822, "X2": 0.612, "Y2": 0.482, "X3": 0.61067, "Y3": 0.4978, "X4": 0.496, "Y4": 0.4988, "page": 0, "Index": 176}, {"Word": "\u0441\u0430\u043c\u044b\u0435", "Confidence": 0.997, "X1": 0.62267, "Y1": 0.4822, "X2": 0.68, "Y2": 0.482, "X3": 0.68, "Y3": 0.4978, "X4": 0.62133, "Y4": 0.4978, "page": 0, "Index": 177}, {"Word": "\u043f\u043e\u043f\u0443\u043b\u044f\u0440\u043d\u044b\u0435", "Confidence": 0.996, "X1": 0.68533, "Y1": 0.4812, "X2": 0.80267, "Y2": 0.481, "X3": 0.80267, "Y3": 0.4978, "X4": 0.684, "Y4": 0.4978, "page": 0, "Index": 178}, {"Word": "\u043d\u0435\u043f\u0440\u0435\u0432\u0437\u043e\u0439\u0434\u0451\u043d\u043d\u044b\u043c\u0438", "Confidence": 0.936, "X1": 0.12667, "Y1": 0.4832, "X2": 0.312, "Y2": 0.483, "X3": 0.312, "Y3": 0.4988, "X4": 0.12667, "Y4": 0.4998, "page": 0, "Index": 179}, {"Word": "\u043d\u0430\u0432\u044b\u043a\u0430\u043c\u0438,", "Confidence": 0.996, "X1": 0.31733, "Y1": 0.4832, "X2": 0.42133, "Y2": 0.483, "X3": 0.42133, "Y3": 0.4988, "X4": 0.31733, "Y4": 0.4988, "page": 0, "Index": 180}, {"Word": "\u0442\u0430\u043a", "Confidence": 0.999, "X1": 0.42533, "Y1": 0.4832, "X2": 0.45467, "Y2": 0.483, "X3": 0.45467, "Y3": 0.4988, "X4": 0.42533, "Y4": 0.4988, "page": 0, "Index": 181}, {"Word": "\u043a\u0430\u043a", "Confidence": 0.998, "X1": 0.46, "Y1": 0.4822, "X2": 0.492, "Y2": 0.482, "X3": 0.492, "Y3": 0.4988, "X4": 0.45867, "Y4": 0.4988, "page": 0, "Index": 182}, {"Word": "\u043c\u0430\u0440\u043a\u0438", "Confidence": 0.998, "X1": 0.272, "Y1": 0.5012, "X2": 0.32933, "Y2": 0.501, "X3": 0.32933, "Y3": 0.5178, "X4": 0.272, "Y4": 0.5188, "page": 0, "Index": 183}, {"Word": "\u0441\u0438\u0433\u0430\u0440\u0435\u0442", "Confidence": 0.996, "X1": 0.34133, "Y1": 0.5002, "X2": 0.41467, "Y2": 0.5, "X3": 0.41467, "Y3": 0.5178, "X4": 0.34133, "Y4": 0.5178, "page": 0, "Index": 184}, {"Word": "\u0431\u043e\u043b\u0435\u0435", "Confidence": 0.961, "X1": 0.42267, "Y1": 0.5002, "X2": 0.47467, "Y2": 0.5, "X3": 0.47467, "Y3": 0.5178, "X4": 0.42267, "Y4": 0.5178, "page": 0, "Index": 185}, {"Word": "\u0447\u0435\u043c", "Confidence": 0.999, "X1": 0.48267, "Y1": 0.5002, "X2": 0.51333, "Y2": 0.5, "X3": 0.51333, "Y3": 0.5168, "X4": 0.48267, "Y4": 0.5178, "page": 0, "Index": 186}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.52533, "Y1": 0.5002, "X2": 0.53467, "Y2": 0.5, "X3": 0.53467, "Y3": 0.5168, "X4": 0.52533, "Y4": 0.5168, "page": 0, "Index": 187}, {"Word": "30", "Confidence": 0.999, "X1": 0.54267, "Y1": 0.5002, "X2": 0.56533, "Y2": 0.5, "X3": 0.56533, "Y3": 0.5168, "X4": 0.54267, "Y4": 0.5168, "page": 0, "Index": 188}, {"Word": "\u0441\u0442\u0440\u0430\u043d\u0430\u0445", "Confidence": 0.997, "X1": 0.57333, "Y1": 0.5002, "X2": 0.64667, "Y2": 0.5, "X3": 0.64667, "Y3": 0.5168, "X4": 0.57333, "Y4": 0.5168, "page": 0, "Index": 189}, {"Word": "\u043c\u0438\u0440\u0430.", "Confidence": 0.971, "X1": 0.65467, "Y1": 0.5002, "X2": 0.708, "Y2": 0.5, "X3": 0.708, "Y3": 0.5168, "X4": 0.65467, "Y4": 0.5168, "page": 0, "Index": 190}, {"Word": "\u043d\u0430\u0446\u0438\u043e\u043d\u0430\u043b\u044c\u043d\u044b\u0435", "Confidence": 0.996, "X1": 0.12667, "Y1": 0.5012, "X2": 0.26667, "Y2": 0.501, "X3": 0.26667, "Y3": 0.5188, "X4": 0.12667, "Y4": 0.5198, "page": 0, "Index": 191}, {"Word": "\u0414\u0440\u0443\u0433\u043e\u0439", "Confidence": 0.996, "X1": 0.12533, "Y1": 0.5372, "X2": 0.192, "Y2": 0.537, "X3": 0.192, "Y3": 0.5548, "X4": 0.12533, "Y4": 0.5558, "page": 0, "Index": 192}, {"Word": "\u043e\u0442\u043b\u0438\u0447\u0438\u0442\u0435\u043b\u044c\u043d\u043e\u0439", "Confidence": 0.996, "X1": 0.21867, "Y1": 0.5362, "X2": 0.36133, "Y2": 0.536, "X3": 0.36, "Y3": 0.5538, "X4": 0.21867, "Y4": 0.5548, "page": 0, "Index": 193}, {"Word": "\u0447\u0435\u0440\u0442\u043e\u0439", "Confidence": 0.897, "X1": 0.38667, "Y1": 0.5362, "X2": 0.44933, "Y2": 0.536, "X3": 0.44933, "Y3": 0.5528, "X4": 0.38667, "Y4": 0.5538, "page": 0, "Index": 194}, {"Word": "BAT", "Confidence": 0.218, "X1": 0.47333, "Y1": 0.5362, "X2": 0.51467, "Y2": 0.536, "X3": 0.51467, "Y3": 0.5528, "X4": 0.47333, "Y4": 0.5528, "page": 0, "Index": 195}, {"Word": "Industries", "Confidence": 0.996, "X1": 0.53733, "Y1": 0.5352, "X2": 0.62533, "Y2": 0.535, "X3": 0.62533, "Y3": 0.5528, "X4": 0.53733, "Y4": 0.5528, "page": 0, "Index": 196}, {"Word": "\u044f\u0432\u043b\u044f\u0435\u0442\u0441\u044f", "Confidence": 0.996, "X1": 0.64533, "Y1": 0.5352, "X2": 0.72933, "Y2": 0.535, "X3": 0.72933, "Y3": 0.5518, "X4": 0.64533, "Y4": 0.5528, "page": 0, "Index": 197}, {"Word": "\u0441\u0442\u0438\u043b\u044c", "Confidence": 0.997, "X1": 0.75333, "Y1": 0.5352, "X2": 0.80533, "Y2": 0.535, "X3": 0.804, "Y3": 0.5518, "X4": 0.75333, "Y4": 0.5518, "page": 0, "Index": 198}, {"Word": "\u0443\u043f\u0440\u0430\u0432\u043b\u0435\u043d\u0438\u044f.", "Confidence": 0.996, "X1": 0.12933, "Y1": 0.5562, "X2": 0.248, "Y2": 0.556, "X3": 0.248, "Y3": 0.5728, "X4": 0.12933, "Y4": 0.5738, "page": 0, "Index": 199}, {"Word": "\u0417\u0430", "Confidence": 0.999, "X1": 0.256, "Y1": 0.5552, "X2": 0.27733, "Y2": 0.555, "X3": 0.27733, "Y3": 0.5718, "X4": 0.256, "Y4": 0.5728, "page": 0, "Index": 200}, {"Word": "\u043f\u0440\u0435\u0434\u0435\u043b\u0430\u043c\u0438", "Confidence": 0.996, "X1": 0.28267, "Y1": 0.5552, "X2": 0.384, "Y2": 0.555, "X3": 0.384, "Y3": 0.5718, "X4": 0.28267, "Y4": 0.5718, "page": 0, "Index": 201}, {"Word": "\u0421\u043e\u0435\u0434\u0438\u043d\u0451\u043d\u043d\u044b\u0445", "Confidence": 0.996, "X1": 0.39467, "Y1": 0.5542, "X2": 0.52667, "Y2": 0.554, "X3": 0.52667, "Y3": 0.5708, "X4": 0.39467, "Y4": 0.5718, "page": 0, "Index": 202}, {"Word": "\u0428\u0442\u0430\u0442\u043e\u0432", "Confidence": 0.997, "X1": 0.532, "Y1": 0.5542, "X2": 0.604, "Y2": 0.554, "X3": 0.60267, "Y3": 0.5708, "X4": 0.53067, "Y4": 0.5708, "page": 0, "Index": 203}, {"Word": "\u043e\u0431\u044a\u0451\u043c", "Confidence": 0.997, "X1": 0.612, "Y1": 0.5542, "X2": 0.66533, "Y2": 0.554, "X3": 0.66533, "Y3": 0.5708, "X4": 0.61067, "Y4": 0.5708, "page": 0, "Index": 204}, {"Word": "\u043f\u0440\u043e\u0434\u0430\u0432\u0430\u0435\u043c\u044b\u0445", "Confidence": 0.881, "X1": 0.676, "Y1": 0.5542, "X2": 0.80533, "Y2": 0.554, "X3": 0.804, "Y3": 0.5708, "X4": 0.676, "Y4": 0.5708, "page": 0, "Index": 205}, {"Word": "\u043d\u0430\u0448\u0438\u0445", "Confidence": 0.983, "X1": 0.74133, "Y1": 0.5722, "X2": 0.804, "Y2": 0.572, "X3": 0.804, "Y3": 0.5878, "X4": 0.74133, "Y4": 0.5888, "page": 0, "Index": 206}, {"Word": "\u043d\u0430\u043c\u0438", "Confidence": 0.998, "X1": 0.12667, "Y1": 0.5742, "X2": 0.172, "Y2": 0.574, "X3": 0.172, "Y3": 0.5908, "X4": 0.12667, "Y4": 0.5898, "page": 0, "Index": 207}, {"Word": "\u0441\u0438\u0433\u0430\u0440\u0435\u0442", "Confidence": 0.996, "X1": 0.18, "Y1": 0.5742, "X2": 0.25067, "Y2": 0.574, "X3": 0.25067, "Y3": 0.5908, "X4": 0.18, "Y4": 0.5908, "page": 0, "Index": 208}, {"Word": "\u0441\u043e\u043e\u0442\u0432\u0435\u0442\u0441\u0442\u0432\u0443\u0435\u0442", "Confidence": 0.996, "X1": 0.25867, "Y1": 0.5732, "X2": 0.38667, "Y2": 0.573, "X3": 0.38667, "Y3": 0.5908, "X4": 0.25867, "Y4": 0.5908, "page": 0, "Index": 209}, {"Word": "\u0441\u043e\u0432\u043e\u043a\u0443\u043f\u043d\u043e\u043c\u0443", "Confidence": 0.942, "X1": 0.39467, "Y1": 0.5732, "X2": 0.516, "Y2": 0.573, "X3": 0.516, "Y3": 0.5898, "X4": 0.39467, "Y4": 0.5908, "page": 0, "Index": 210}, {"Word": "\u043e\u0431\u044a\u0451\u043c\u0443", "Confidence": 0.997, "X1": 0.52133, "Y1": 0.5732, "X2": 0.58933, "Y2": 0.573, "X3": 0.58933, "Y3": 0.5898, "X4": 0.52, "Y4": 0.5898, "page": 0, "Index": 211}, {"Word": "\u0434\u0432\u0443\u0445", "Confidence": 0.998, "X1": 0.59733, "Y1": 0.5722, "X2": 0.636, "Y2": 0.572, "X3": 0.636, "Y3": 0.5898, "X4": 0.59733, "Y4": 0.5898, "page": 0, "Index": 212}, {"Word": "\u043e\u0441\u043d\u043e\u0432\u043d\u044b\u0445", "Confidence": 0.996, "X1": 0.644, "Y1": 0.5722, "X2": 0.736, "Y2": 0.572, "X3": 0.736, "Y3": 0.5888, "X4": 0.644, "Y4": 0.5898, "page": 0, "Index": 213}, {"Word": "\u0440\u0430\u0437\u043c\u0435\u0440", "Confidence": 0.962, "X1": 0.67067, "Y1": 0.5902, "X2": 0.736, "Y2": 0.59, "X3": 0.736, "Y3": 0.6078, "X4": 0.66933, "Y4": 0.6078, "page": 0, "Index": 214}, {"Word": "\u043d\u0430\u0448\u0435\u0439", "Confidence": 0.967, "X1": 0.74133, "Y1": 0.5902, "X2": 0.804, "Y2": 0.59, "X3": 0.80267, "Y3": 0.6078, "X4": 0.74, "Y4": 0.6078, "page": 0, "Index": 215}, {"Word": "\u043a\u043e\u043d\u043a\u0443\u0440\u0435\u043d\u0442\u043e\u0432,", "Confidence": 0.759, "X1": 0.12667, "Y1": 0.5922, "X2": 0.25733, "Y2": 0.592, "X3": 0.256, "Y3": 0.6098, "X4": 0.12667, "Y4": 0.6098, "page": 0, "Index": 216}, {"Word": "Philip", "Confidence": 0.997, "X1": 0.26133, "Y1": 0.5912, "X2": 0.31467, "Y2": 0.591, "X3": 0.31333, "Y3": 0.6098, "X4": 0.26133, "Y4": 0.6098, "page": 0, "Index": 217}, {"Word": "Morris", "Confidence": 0.997, "X1": 0.32, "Y1": 0.5902, "X2": 0.37867, "Y2": 0.59, "X3": 0.37867, "Y3": 0.6098, "X4": 0.31867, "Y4": 0.6098, "page": 0, "Index": 218}, {"Word": "\u0438", "Confidence": 0.983, "X1": 0.384, "Y1": 0.5902, "X2": 0.39467, "Y2": 0.59, "X3": 0.39467, "Y3": 0.6098, "X4": 0.384, "Y4": 0.6098, "page": 0, "Index": 219}, {"Word": "R.J.Reynolds.", "Confidence": 0.985, "X1": 0.40267, "Y1": 0.5902, "X2": 0.52933, "Y2": 0.59, "X3": 0.52933, "Y3": 0.6088, "X4": 0.40267, "Y4": 0.6098, "page": 0, "Index": 220}, {"Word": "\u041d\u0435\u0441\u043c\u043e\u0442\u0440\u044f", "Confidence": 0.7, "X1": 0.53867, "Y1": 0.5902, "X2": 0.63333, "Y2": 0.59, "X3": 0.632, "Y3": 0.6088, "X4": 0.53733, "Y4": 0.6088, "page": 0, "Index": 221}, {"Word": "\u043d\u0430", "Confidence": 0.965, "X1": 0.63867, "Y1": 0.5902, "X2": 0.66533, "Y2": 0.59, "X3": 0.664, "Y3": 0.6088, "X4": 0.63733, "Y4": 0.6088, "page": 0, "Index": 222}, {"Word": "\u043e\u0442\u043b\u0438\u0447\u0430\u0435\u043c\u0441\u044f", "Confidence": 0.952, "X1": 0.29733, "Y1": 0.6112, "X2": 0.40533, "Y2": 0.611, "X3": 0.40533, "Y3": 0.6278, "X4": 0.29733, "Y4": 0.6278, "page": 0, "Index": 223}, {"Word": "\u0441\u0438\u043b\u044c\u043d\u043e", "Confidence": 0.997, "X1": 0.42533, "Y1": 0.6102, "X2": 0.49067, "Y2": 0.61, "X3": 0.49067, "Y3": 0.6268, "X4": 0.42533, "Y4": 0.6278, "page": 0, "Index": 224}, {"Word": "\u0434\u0435\u0446\u0435\u043d\u0442\u0440\u0430\u043b\u0438\u0437\u043e\u0432\u0430\u043d\u043d\u043e\u0439", "Confidence": 0.993, "X1": 0.508, "Y1": 0.6092, "X2": 0.708, "Y2": 0.609, "X3": 0.70667, "Y3": 0.6268, "X4": 0.508, "Y4": 0.6268, "page": 0, "Index": 225}, {"Word": "\u0444\u043e\u0440\u043c\u043e\u0439", "Confidence": 0.997, "X1": 0.73067, "Y1": 0.6082, "X2": 0.80267, "Y2": 0.608, "X3": 0.80133, "Y3": 0.6258, "X4": 0.73067, "Y4": 0.6268, "page": 0, "Index": 226}, {"Word": "\u043a\u043e\u043c\u043f\u0430\u043d\u0438\u0438,", "Confidence": 0.943, "X1": 0.12667, "Y1": 0.6122, "X2": 0.232, "Y2": 0.612, "X3": 0.23067, "Y3": 0.6288, "X4": 0.12533, "Y4": 0.6298, "page": 0, "Index": 227}, {"Word": "\u043c\u044b", "Confidence": 0.999, "X1": 0.24533, "Y1": 0.6112, "X2": 0.27067, "Y2": 0.611, "X3": 0.27067, "Y3": 0.6288, "X4": 0.24533, "Y4": 0.6288, "page": 0, "Index": 228}, {"Word": "\u0443\u043f\u0440\u0430\u0432\u043b\u0435\u043d\u0438\u044f,", "Confidence": 0.996, "X1": 0.12533, "Y1": 0.6302, "X2": 0.248, "Y2": 0.63, "X3": 0.248, "Y3": 0.6468, "X4": 0.12533, "Y4": 0.6468, "page": 0, "Index": 229}, {"Word": "\u043f\u0440\u0438", "Confidence": 0.999, "X1": 0.25867, "Y1": 0.6302, "X2": 0.29333, "Y2": 0.63, "X3": 0.29333, "Y3": 0.6468, "X4": 0.25867, "Y4": 0.6468, "page": 0, "Index": 230}, {"Word": "\u043a\u043e\u0442\u043e\u0440\u043e\u0439", "Confidence": 0.997, "X1": 0.31333, "Y1": 0.6292, "X2": 0.38667, "Y2": 0.629, "X3": 0.38667, "Y3": 0.6458, "X4": 0.31333, "Y4": 0.6468, "page": 0, "Index": 231}, {"Word": "\u043e\u0442", "Confidence": 0.999, "X1": 0.40667, "Y1": 0.6292, "X2": 0.428, "Y2": 0.629, "X3": 0.428, "Y3": 0.6458, "X4": 0.40667, "Y4": 0.6458, "page": 0, "Index": 232}, {"Word": "\u043d\u0430\u0448\u0438\u0445", "Confidence": 0.95, "X1": 0.44267, "Y1": 0.6282, "X2": 0.50667, "Y2": 0.628, "X3": 0.50667, "Y3": 0.6458, "X4": 0.44267, "Y4": 0.6458, "page": 0, "Index": 233}, {"Word": "\u043c\u0435\u043d\u0435\u0436\u0434\u0435\u0440\u043e\u0432", "Confidence": 0.996, "X1": 0.52133, "Y1": 0.6282, "X2": 0.64, "Y2": 0.628, "X3": 0.64, "Y3": 0.6448, "X4": 0.52133, "Y4": 0.6458, "page": 0, "Index": 234}, {"Word": "\u0432\u043e", "Confidence": 0.998, "X1": 0.65733, "Y1": 0.6282, "X2": 0.67867, "Y2": 0.628, "X3": 0.67867, "Y3": 0.6448, "X4": 0.65733, "Y4": 0.6448, "page": 0, "Index": 235}, {"Word": "\u0432\u0441\u0451\u043c", "Confidence": 0.998, "X1": 0.696, "Y1": 0.6272, "X2": 0.736, "Y2": 0.627, "X3": 0.736, "Y3": 0.6448, "X4": 0.696, "Y4": 0.6448, "page": 0, "Index": 236}, {"Word": "\u043c\u0438\u0440\u0435", "Confidence": 0.996, "X1": 0.756, "Y1": 0.6272, "X2": 0.80533, "Y2": 0.627, "X3": 0.80533, "Y3": 0.6448, "X4": 0.756, "Y4": 0.6448, "page": 0, "Index": 237}, {"Word": "\u0442\u0440\u0435\u0431\u0443\u0435\u0442\u0441\u044f", "Confidence": 0.995, "X1": 0.12667, "Y1": 0.6482, "X2": 0.21867, "Y2": 0.648, "X3": 0.21867, "Y3": 0.6648, "X4": 0.12667, "Y4": 0.6648, "page": 0, "Index": 238}, {"Word": "\u043f\u043e\u043b\u043d\u043e\u0435", "Confidence": 0.997, "X1": 0.23333, "Y1": 0.6482, "X2": 0.30267, "Y2": 0.648, "X3": 0.30133, "Y3": 0.6648, "X4": 0.23333, "Y4": 0.6648, "page": 0, "Index": 239}, {"Word": "\u043f\u043e\u043d\u0438\u043c\u0430\u043d\u0438\u0435", "Confidence": 0.996, "X1": 0.316, "Y1": 0.6482, "X2": 0.424, "Y2": 0.648, "X3": 0.42267, "Y3": 0.6638, "X4": 0.316, "Y4": 0.6648, "page": 0, "Index": 240}, {"Word": "\u043d\u0443\u0436\u0434", "Confidence": 0.998, "X1": 0.43733, "Y1": 0.6472, "X2": 0.488, "Y2": 0.647, "X3": 0.488, "Y3": 0.6638, "X4": 0.43733, "Y4": 0.6638, "page": 0, "Index": 241}, {"Word": "\u0438", "Confidence": 0.999, "X1": 0.50267, "Y1": 0.6472, "X2": 0.512, "Y2": 0.647, "X3": 0.512, "Y3": 0.6638, "X4": 0.50133, "Y4": 0.6638, "page": 0, "Index": 242}, {"Word": "\u0447\u0430\u044f\u043d\u0438\u0439", "Confidence": 0.997, "X1": 0.52933, "Y1": 0.6472, "X2": 0.59867, "Y2": 0.647, "X3": 0.59733, "Y3": 0.6638, "X4": 0.528, "Y4": 0.6638, "page": 0, "Index": 243}, {"Word": "\u0441\u0442\u0440\u0430\u043d\u044b,", "Confidence": 0.997, "X1": 0.612, "Y1": 0.6472, "X2": 0.69333, "Y2": 0.647, "X3": 0.692, "Y3": 0.6638, "X4": 0.61067, "Y4": 0.6638, "page": 0, "Index": 244}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.704, "Y1": 0.6472, "X2": 0.71333, "Y2": 0.647, "X3": 0.71333, "Y3": 0.6638, "X4": 0.70267, "Y4": 0.6638, "page": 0, "Index": 245}, {"Word": "\u043a\u043e\u0442\u043e\u0440\u043e\u0439", "Confidence": 0.997, "X1": 0.724, "Y1": 0.6472, "X2": 0.80267, "Y2": 0.647, "X3": 0.80133, "Y3": 0.6638, "X4": 0.724, "Y4": 0.6638, "page": 0, "Index": 246}, {"Word": "\u043e\u0441\u0443\u0449\u0435\u0441\u0442\u0432\u043b\u044f\u0435\u0442", "Confidence": 0.996, "X1": 0.12667, "Y1": 0.6672, "X2": 0.25733, "Y2": 0.667, "X3": 0.25867, "Y3": 0.6838, "X4": 0.128, "Y4": 0.6838, "page": 0, "Index": 247}, {"Word": "\u0441\u0432\u043e\u044e", "Confidence": 0.998, "X1": 0.26533, "Y1": 0.6672, "X2": 0.312, "Y2": 0.667, "X3": 0.312, "Y3": 0.6838, "X4": 0.26533, "Y4": 0.6838, "page": 0, "Index": 248}, {"Word": "\u0434\u0435\u044f\u0442\u0435\u043b\u044c\u043d\u043e\u0441\u0442\u044c", "Confidence": 0.996, "X1": 0.31733, "Y1": 0.6662, "X2": 0.44133, "Y2": 0.666, "X3": 0.44133, "Y3": 0.6828, "X4": 0.31733, "Y4": 0.6838, "page": 0, "Index": 249}, {"Word": "\u0434\u0430\u043d\u043d\u0430\u044f", "Confidence": 0.997, "X1": 0.44933, "Y1": 0.6662, "X2": 0.51733, "Y2": 0.666, "X3": 0.516, "Y3": 0.6828, "X4": 0.44933, "Y4": 0.6828, "page": 0, "Index": 250}, {"Word": "\u043a\u043e\u043c\u043f\u0430\u043d\u0438\u044f.", "Confidence": 0.996, "X1": 0.52133, "Y1": 0.6652, "X2": 0.62667, "Y2": 0.665, "X3": 0.62533, "Y3": 0.6818, "X4": 0.52133, "Y4": 0.6828, "page": 0, "Index": 251}, {"Word": "\u041f\u043e", "Confidence": 0.999, "X1": 0.63733, "Y1": 0.6652, "X2": 0.664, "Y2": 0.665, "X3": 0.66267, "Y3": 0.6818, "X4": 0.636, "Y4": 0.6818, "page": 0, "Index": 252}, {"Word": "\u044d\u0442\u043e\u0439", "Confidence": 0.962, "X1": 0.67067, "Y1": 0.6652, "X2": 0.712, "Y2": 0.665, "X3": 0.712, "Y3": 0.6808, "X4": 0.67067, "Y4": 0.6808, "page": 0, "Index": 253}, {"Word": "\u043f\u0440\u0438\u0447\u0438\u043d\u0435", "Confidence": 0.858, "X1": 0.72, "Y1": 0.6642, "X2": 0.80267, "Y2": 0.664, "X3": 0.80267, "Y3": 0.6798, "X4": 0.72, "Y4": 0.6808, "page": 0, "Index": 254}, {"Word": "\u043c\u043d\u043e\u0433\u0438\u0435", "Confidence": 0.996, "X1": 0.12667, "Y1": 0.6862, "X2": 0.19467, "Y2": 0.686, "X3": 0.19333, "Y3": 0.7018, "X4": 0.12667, "Y4": 0.7018, "page": 0, "Index": 255}, {"Word": "\u0438\u0437", "Confidence": 0.999, "X1": 0.204, "Y1": 0.6862, "X2": 0.228, "Y2": 0.686, "X3": 0.228, "Y3": 0.7018, "X4": 0.204, "Y4": 0.7018, "page": 0, "Index": 256}, {"Word": "\u043d\u0430\u0448\u0438\u0445", "Confidence": 0.998, "X1": 0.23867, "Y1": 0.6852, "X2": 0.30267, "Y2": 0.685, "X3": 0.30267, "Y3": 0.7008, "X4": 0.23867, "Y4": 0.7018, "page": 0, "Index": 257}, {"Word": "\u043c\u0435\u0436\u0434\u0443\u043d\u0430\u0440\u043e\u0434\u043d\u044b\u0445", "Confidence": 0.996, "X1": 0.31333, "Y1": 0.6842, "X2": 0.472, "Y2": 0.684, "X3": 0.472, "Y3": 0.7008, "X4": 0.31333, "Y4": 0.7008, "page": 0, "Index": 258}, {"Word": "\u043a\u043e\u043c\u043f\u0430\u043d\u0438\u0439", "Confidence": 0.996, "X1": 0.48, "Y1": 0.6842, "X2": 0.57467, "Y2": 0.684, "X3": 0.576, "Y3": 0.6998, "X4": 0.48, "Y4": 0.7008, "page": 0, "Index": 259}, {"Word": "\u043d\u0435", "Confidence": 0.998, "X1": 0.588, "Y1": 0.6842, "X2": 0.612, "Y2": 0.684, "X3": 0.61333, "Y3": 0.6998, "X4": 0.58933, "Y4": 0.6998, "page": 0, "Index": 260}, {"Word": "\u043d\u043e\u0441\u044f\u0442", "Confidence": 0.998, "X1": 0.62, "Y1": 0.6832, "X2": 0.67867, "Y2": 0.683, "X3": 0.67867, "Y3": 0.6998, "X4": 0.62, "Y4": 0.6998, "page": 0, "Index": 261}, {"Word": "\u0438\u043c\u044f", "Confidence": 0.998, "X1": 0.688, "Y1": 0.6832, "X2": 0.724, "Y2": 0.683, "X3": 0.72533, "Y3": 0.6998, "X4": 0.68933, "Y4": 0.6998, "page": 0, "Index": 262}, {"Word": "\u0411\u0410\u0422,", "Confidence": 0.991, "X1": 0.73467, "Y1": 0.6822, "X2": 0.78667, "Y2": 0.682, "X3": 0.788, "Y3": 0.6998, "X4": 0.73467, "Y4": 0.6998, "page": 0, "Index": 263}, {"Word": "\u0430", "Confidence": 0.99, "X1": 0.79733, "Y1": 0.6822, "X2": 0.80667, "Y2": 0.682, "X3": 0.808, "Y3": 0.6998, "X4": 0.79867, "Y4": 0.6998, "page": 0, "Index": 264}, {"Word": "\u043d\u0430\u0445\u043e\u0434\u044f\u0442\u0441\u044f.", "Confidence": 0.996, "X1": 0.644, "Y1": 0.7032, "X2": 0.74933, "Y2": 0.703, "X3": 0.748, "Y3": 0.7178, "X4": 0.644, "Y4": 0.7188, "page": 0, "Index": 265}, {"Word": "\u0432\u043a\u043b\u044e\u0447\u0430\u044e\u0442", "Confidence": 0.763, "X1": 0.12667, "Y1": 0.7042, "X2": 0.22267, "Y2": 0.704, "X3": 0.22267, "Y3": 0.7188, "X4": 0.128, "Y4": 0.7188, "page": 0, "Index": 266}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.22933, "Y1": 0.7042, "X2": 0.23867, "Y2": 0.704, "X3": 0.23867, "Y3": 0.7188, "X4": 0.22933, "Y4": 0.7188, "page": 0, "Index": 267}, {"Word": "\u0441\u0432\u043e\u0451", "Confidence": 0.996, "X1": 0.24933, "Y1": 0.7032, "X2": 0.292, "Y2": 0.703, "X3": 0.292, "Y3": 0.7188, "X4": 0.24933, "Y4": 0.7188, "page": 0, "Index": 268}, {"Word": "\u043d\u0430\u0437\u0432\u0430\u043d\u0438\u0435", "Confidence": 0.996, "X1": 0.29867, "Y1": 0.7032, "X2": 0.38533, "Y2": 0.703, "X3": 0.38533, "Y3": 0.7188, "X4": 0.29867, "Y4": 0.7188, "page": 0, "Index": 269}, {"Word": "\u0438\u043c\u044f", "Confidence": 0.998, "X1": 0.39333, "Y1": 0.7032, "X2": 0.42933, "Y2": 0.703, "X3": 0.42933, "Y3": 0.7188, "X4": 0.392, "Y4": 0.7188, "page": 0, "Index": 270}, {"Word": "\u0442\u043e\u0439", "Confidence": 0.999, "X1": 0.43733, "Y1": 0.7032, "X2": 0.468, "Y2": 0.703, "X3": 0.468, "Y3": 0.7188, "X4": 0.436, "Y4": 0.7188, "page": 0, "Index": 271}, {"Word": "\u0441\u0442\u0440\u0430\u043d\u044b,", "Confidence": 0.997, "X1": 0.47867, "Y1": 0.7032, "X2": 0.55733, "Y2": 0.703, "X3": 0.556, "Y3": 0.7188, "X4": 0.47733, "Y4": 0.7188, "page": 0, "Index": 272}, {"Word": "\u0433\u0434\u0435", "Confidence": 0.999, "X1": 0.56133, "Y1": 0.7032, "X2": 0.59333, "Y2": 0.703, "X3": 0.592, "Y3": 0.7188, "X4": 0.56, "Y4": 0.7188, "page": 0, "Index": 273}, {"Word": "\u043e\u043d\u0438", "Confidence": 0.998, "X1": 0.6, "Y1": 0.7032, "X2": 0.63467, "Y2": 0.703, "X3": 0.63333, "Y3": 0.7188, "X4": 0.59867, "Y4": 0.7188, "page": 0, "Index": 274}, {"Word": "\u0412\u043a\u0440\u0430\u0442\u0446\u0435,", "Confidence": 0.961, "X1": 0.12533, "Y1": 0.7382, "X2": 0.21333, "Y2": 0.738, "X3": 0.21333, "Y3": 0.7568, "X4": 0.12533, "Y4": 0.7568, "page": 0, "Index": 275}, {"Word": "BAT", "Confidence": 0.158, "X1": 0.236, "Y1": 0.7392, "X2": 0.28, "Y2": 0.739, "X3": 0.27867, "Y3": 0.7568, "X4": 0.236, "Y4": 0.7568, "page": 0, "Index": 276}, {"Word": "Industries", "Confidence": 0.995, "X1": 0.30533, "Y1": 0.7392, "X2": 0.39333, "Y2": 0.739, "X3": 0.392, "Y3": 0.7558, "X4": 0.30533, "Y4": 0.7568, "page": 0, "Index": 277}, {"Word": "\u044f\u0432\u043b\u044f\u0435\u0442\u0441\u044f", "Confidence": 0.996, "X1": 0.416, "Y1": 0.7392, "X2": 0.5, "Y2": 0.739, "X3": 0.5, "Y3": 0.7558, "X4": 0.416, "Y4": 0.7558, "page": 0, "Index": 278}, {"Word": "\u043d\u0430\u0438\u0431\u043e\u043b\u0435\u0435", "Confidence": 0.626, "X1": 0.52667, "Y1": 0.7392, "X2": 0.61733, "Y2": 0.739, "X3": 0.61733, "Y3": 0.7558, "X4": 0.52533, "Y4": 0.7558, "page": 0, "Index": 279}, {"Word": "\u043c\u0435\u0436\u0434\u0443\u043d\u0430\u0440\u043e\u0434\u043d\u044b\u043c", "Confidence": 0.971, "X1": 0.64267, "Y1": 0.7402, "X2": 0.80133, "Y2": 0.74, "X3": 0.80133, "Y3": 0.7548, "X4": 0.64267, "Y4": 0.7558, "page": 0, "Index": 280}, {"Word": "\u043f\u0440\u043e\u0438\u0437\u0432\u043e\u0434\u0438\u0442\u0435\u043b\u0435\u043c", "Confidence": 0.995, "X1": 0.128, "Y1": 0.7592, "X2": 0.276, "Y2": 0.759, "X3": 0.276, "Y3": 0.7748, "X4": 0.128, "Y4": 0.7748, "page": 0, "Index": 281}, {"Word": "\u0441\u0438\u0433\u0430\u0440\u0435\u0442", "Confidence": 0.997, "X1": 0.29467, "Y1": 0.7582, "X2": 0.36667, "Y2": 0.758, "X3": 0.36667, "Y3": 0.7748, "X4": 0.29467, "Y4": 0.7748, "page": 0, "Index": 282}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.37467, "Y1": 0.7582, "X2": 0.384, "Y2": 0.758, "X3": 0.384, "Y3": 0.7748, "X4": 0.37467, "Y4": 0.7748, "page": 0, "Index": 283}, {"Word": "\u043c\u0438\u0440\u0435", "Confidence": 0.997, "X1": 0.39067, "Y1": 0.7582, "X2": 0.44, "Y2": 0.758, "X3": 0.44, "Y3": 0.7748, "X4": 0.39067, "Y4": 0.7748, "page": 0, "Index": 284}, {"Word": "\u0438", "Confidence": 0.999, "X1": 0.448, "Y1": 0.7582, "X2": 0.45733, "Y2": 0.758, "X3": 0.45733, "Y3": 0.7748, "X4": 0.448, "Y4": 0.7748, "page": 0, "Index": 285}, {"Word": "\u043d\u0435", "Confidence": 0.999, "X1": 0.47067, "Y1": 0.7582, "X2": 0.492, "Y2": 0.758, "X3": 0.492, "Y3": 0.7748, "X4": 0.47067, "Y4": 0.7748, "page": 0, "Index": 286}, {"Word": "\u0438\u043c\u0435\u0435\u0442", "Confidence": 0.997, "X1": 0.49867, "Y1": 0.7582, "X2": 0.55733, "Y2": 0.758, "X3": 0.55733, "Y3": 0.7748, "X4": 0.49867, "Y4": 0.7748, "page": 0, "Index": 287}, {"Word": "\u0441\u0435\u0431\u0435", "Confidence": 0.987, "X1": 0.56667, "Y1": 0.7582, "X2": 0.608, "Y2": 0.758, "X3": 0.608, "Y3": 0.7738, "X4": 0.56667, "Y4": 0.7748, "page": 0, "Index": 288}, {"Word": "\u0440\u0430\u0432\u043d\u044b\u0445", "Confidence": 0.995, "X1": 0.61867, "Y1": 0.7582, "X2": 0.69067, "Y2": 0.758, "X3": 0.69067, "Y3": 0.7738, "X4": 0.61867, "Y4": 0.7738, "page": 0, "Index": 289}, {"Word": "\u043f\u043e", "Confidence": 0.999, "X1": 0.69467, "Y1": 0.7582, "X2": 0.71867, "Y2": 0.758, "X3": 0.71867, "Y3": 0.7738, "X4": 0.69467, "Y4": 0.7738, "page": 0, "Index": 290}, {"Word": "\u043e\u043f\u044b\u0442\u0443", "Confidence": 0.998, "X1": 0.72933, "Y1": 0.7582, "X2": 0.78667, "Y2": 0.758, "X3": 0.78667, "Y3": 0.7728, "X4": 0.72933, "Y4": 0.7738, "page": 0, "Index": 291}, {"Word": "\u0432", "Confidence": 0.996, "X1": 0.79733, "Y1": 0.7582, "X2": 0.80667, "Y2": 0.758, "X3": 0.80667, "Y3": 0.7728, "X4": 0.79733, "Y4": 0.7728, "page": 0, "Index": 292}, {"Word": "\u043e\u0431\u043b\u0430\u0441\u0442\u0438", "Confidence": 0.997, "X1": 0.12667, "Y1": 0.7772, "X2": 0.19867, "Y2": 0.777, "X3": 0.19867, "Y3": 0.7938, "X4": 0.12667, "Y4": 0.7928, "page": 0, "Index": 293}, {"Word": "\u0432\u044b\u0440\u0430\u0449\u0438\u0432\u0430\u043d\u0438\u044f", "Confidence": 0.996, "X1": 0.20933, "Y1": 0.7772, "X2": 0.34667, "Y2": 0.777, "X3": 0.34667, "Y3": 0.7938, "X4": 0.20933, "Y4": 0.7938, "page": 0, "Index": 294}, {"Word": "\u0438", "Confidence": 0.999, "X1": 0.352, "Y1": 0.7772, "X2": 0.36133, "Y2": 0.777, "X3": 0.36133, "Y3": 0.7938, "X4": 0.352, "Y4": 0.7938, "page": 0, "Index": 295}, {"Word": "\u043f\u0435\u0440\u0435\u0440\u0430\u0431\u043e\u0442\u043a\u0438", "Confidence": 0.996, "X1": 0.372, "Y1": 0.7772, "X2": 0.492, "Y2": 0.777, "X3": 0.492, "Y3": 0.7928, "X4": 0.372, "Y4": 0.7938, "page": 0, "Index": 296}, {"Word": "\u0442\u0430\u0431\u0430\u0447\u043d\u043e\u0433\u043e", "Confidence": 0.996, "X1": 0.50667, "Y1": 0.7762, "X2": 0.60267, "Y2": 0.776, "X3": 0.60267, "Y3": 0.7928, "X4": 0.50667, "Y4": 0.7928, "page": 0, "Index": 297}, {"Word": "\u043b\u0438\u0441\u0442\u0430.", "Confidence": 0.997, "X1": 0.61333, "Y1": 0.7762, "X2": 0.67867, "Y2": 0.776, "X3": 0.67867, "Y3": 0.7928, "X4": 0.61333, "Y4": 0.7928, "page": 0, "Index": 298}, {"Word": "\u041c\u044b", "Confidence": 0.999, "X1": 0.69333, "Y1": 0.7752, "X2": 0.724, "Y2": 0.775, "X3": 0.724, "Y3": 0.7928, "X4": 0.69333, "Y4": 0.7928, "page": 0, "Index": 299}, {"Word": "\u043c\u043e\u0436\u0435\u043c", "Confidence": 0.996, "X1": 0.73467, "Y1": 0.7752, "X2": 0.80133, "Y2": 0.775, "X3": 0.80133, "Y3": 0.7918, "X4": 0.73467, "Y4": 0.7928, "page": 0, "Index": 300}, {"Word": "\u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0438\u0442\u044c", "Confidence": 0.813, "X1": 0.12533, "Y1": 0.7962, "X2": 0.24133, "Y2": 0.796, "X3": 0.24133, "Y3": 0.8118, "X4": 0.12533, "Y4": 0.8128, "page": 0, "Index": 301}, {"Word": "\u043c\u043d\u043e\u0433\u043e\u0435:", "Confidence": 0.996, "X1": 0.24667, "Y1": 0.7952, "X2": 0.32667, "Y2": 0.795, "X3": 0.32667, "Y3": 0.8118, "X4": 0.24667, "Y4": 0.8118, "page": 0, "Index": 302}, {"Word": "\u044d\u0442\u043e", "Confidence": 0.998, "X1": 0.332, "Y1": 0.7952, "X2": 0.36267, "Y2": 0.795, "X3": 0.36267, "Y3": 0.8118, "X4": 0.332, "Y4": 0.8118, "page": 0, "Index": 303}, {"Word": "\u043d\u0435", "Confidence": 0.999, "X1": 0.37067, "Y1": 0.7952, "X2": 0.392, "Y2": 0.795, "X3": 0.392, "Y3": 0.8118, "X4": 0.37067, "Y4": 0.8118, "page": 0, "Index": 304}, {"Word": "\u0442\u043e\u043b\u044c\u043a\u043e", "Confidence": 0.997, "X1": 0.39733, "Y1": 0.7952, "X2": 0.46267, "Y2": 0.795, "X3": 0.46267, "Y3": 0.8118, "X4": 0.39733, "Y4": 0.8118, "page": 0, "Index": 305}, {"Word": "\u0438\u043d\u0432\u0435\u0441\u0442\u0438\u0446\u0438\u0438,", "Confidence": 0.996, "X1": 0.468, "Y1": 0.7942, "X2": 0.59067, "Y2": 0.794, "X3": 0.59067, "Y3": 0.8108, "X4": 0.468, "Y4": 0.8118, "page": 0, "Index": 306}, {"Word": "\u043d\u043e", "Confidence": 0.999, "X1": 0.59467, "Y1": 0.7942, "X2": 0.62, "Y2": 0.794, "X3": 0.62, "Y3": 0.8108, "X4": 0.59467, "Y4": 0.8108, "page": 0, "Index": 307}, {"Word": "\u0438", "Confidence": 0.999, "X1": 0.62533, "Y1": 0.7942, "X2": 0.63467, "Y2": 0.794, "X3": 0.63467, "Y3": 0.8108, "X4": 0.62533, "Y4": 0.8108, "page": 0, "Index": 308}, {"Word": "\u0431\u043e\u0433\u0430\u0442\u044b\u0439", "Confidence": 0.996, "X1": 0.64533, "Y1": 0.7942, "X2": 0.724, "Y2": 0.794, "X3": 0.724, "Y3": 0.8108, "X4": 0.64533, "Y4": 0.8108, "page": 0, "Index": 309}, {"Word": "\u043e\u043f\u044b\u0442,", "Confidence": 0.997, "X1": 0.73467, "Y1": 0.7932, "X2": 0.78933, "Y2": 0.793, "X3": 0.78933, "Y3": 0.8098, "X4": 0.73467, "Y4": 0.8098, "page": 0, "Index": 310}, {"Word": "\u0438", "Confidence": 0.999, "X1": 0.79333, "Y1": 0.7932, "X2": 0.80267, "Y2": 0.793, "X3": 0.80267, "Y3": 0.8098, "X4": 0.79333, "Y4": 0.8098, "page": 0, "Index": 311}, {"Word": "\u0442\u0430\u0431\u0430\u0447\u043d\u043e\u0439", "Confidence": 0.996, "X1": 0.71867, "Y1": 0.8112, "X2": 0.804, "Y2": 0.811, "X3": 0.80533, "Y3": 0.8278, "X4": 0.71867, "Y4": 0.8278, "page": 0, "Index": 312}, {"Word": "\u043f\u0440\u0435\u0434\u0430\u043d\u043d\u043e\u0441\u0442\u044c", "Confidence": 0.996, "X1": 0.12533, "Y1": 0.8142, "X2": 0.24267, "Y2": 0.814, "X3": 0.24267, "Y3": 0.8308, "X4": 0.12533, "Y4": 0.8308, "page": 0, "Index": 313}, {"Word": "\u0434\u0435\u043b\u0443", "Confidence": 0.995, "X1": 0.26267, "Y1": 0.8142, "X2": 0.308, "Y2": 0.814, "X3": 0.308, "Y3": 0.8298, "X4": 0.26267, "Y4": 0.8308, "page": 0, "Index": 314}, {"Word": "\u0440\u0430\u0437\u0432\u0438\u0442\u0438\u044f", "Confidence": 0.996, "X1": 0.324, "Y1": 0.8132, "X2": 0.40933, "Y2": 0.813, "X3": 0.40933, "Y3": 0.8298, "X4": 0.324, "Y4": 0.8298, "page": 0, "Index": 315}, {"Word": "\u0441\u0438\u043b\u044c\u043d\u043e\u0439", "Confidence": 0.997, "X1": 0.42667, "Y1": 0.8132, "X2": 0.50267, "Y2": 0.813, "X3": 0.504, "Y3": 0.8298, "X4": 0.42667, "Y4": 0.8298, "page": 0, "Index": 316}, {"Word": "\u0438", "Confidence": 1, "X1": 0.52267, "Y1": 0.8132, "X2": 0.532, "Y2": 0.813, "X3": 0.532, "Y3": 0.8288, "X4": 0.52267, "Y4": 0.8298, "page": 0, "Index": 317}, {"Word": "\u043f\u0440\u043e\u0446\u0432\u0435\u0442\u0430\u044e\u0449\u0435\u0439", "Confidence": 0.98, "X1": 0.552, "Y1": 0.8122, "X2": 0.696, "Y2": 0.812, "X3": 0.696, "Y3": 0.8288, "X4": 0.552, "Y4": 0.8288, "page": 0, "Index": 318}, {"Word": "\u043f\u0440\u043e\u043c\u044b\u0448\u043b\u0435\u043d\u043d\u043e\u0441\u0442\u0438", "Confidence": 0.881, "X1": 0.12533, "Y1": 0.8312, "X2": 0.29733, "Y2": 0.831, "X3": 0.29733, "Y3": 0.8478, "X4": 0.124, "Y4": 0.8498, "page": 0, "Index": 319}, {"Word": "\u0420\u0435\u0441\u043f\u0443\u0431\u043b\u0438\u043a\u0438", "Confidence": 0.996, "X1": 0.30933, "Y1": 0.8302, "X2": 0.42, "Y2": 0.83, "X3": 0.42, "Y3": 0.8478, "X4": 0.308, "Y4": 0.8478, "page": 0, "Index": 320}, {"Word": "\u041a\u0430\u0437\u0430\u0445\u0441\u0442\u0430\u043d.", "Confidence": 0.996, "X1": 0.428, "Y1": 0.8312, "X2": 0.53467, "Y2": 0.831, "X3": 0.53467, "Y3": 0.8488, "X4": 0.428, "Y4": 0.8478, "page": 0, "Index": 321}, {"Word": "202225326", "Confidence": 0.991, "X1": 0.90267, "Y1": 0.9202, "X2": 0.908, "Y2": 0.92, "X3": 0.88, "Y3": 0.9208, "X4": 0.87467, "Y4": 0.8128, "page": 0, "Index": 322}]}	"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"
ffgg0201	2	{"lines_data": [{"Word": "\u042f \u0443\u0432\u0435\u0440\u0435\u043d \u0432 \u0442\u043e\u043c, \u0447\u0442\u043e \u0412\u0430\u0448\u0438 \u041c\u0438\u043d\u0438\u0441\u0442\u0440\u044b \u0432 \u043f\u043e\u043b\u043d\u043e\u0439 \u043c\u0435\u0440\u0435 \u043e\u0437\u043d\u0430\u043a\u043e\u043c\u044f\u0442 \u0412\u0430\u0441 \u0441", "Confidence": 0.92492, "X1": 0.11867, "Y1": 0.0662, "X2": 0.79867, "Y2": 0.066, "X3": 0.79867, "Y3": 0.0848, "X4": 0.11867, "Y4": 0.0858, "page": 0}, {"Word": "\u0434\u043e\u0441\u0442\u043e\u0438\u043d\u0441\u0442\u0432\u0430\u043c\u0438 \u0438 \u043d\u0435\u0434\u043e\u0441\u0442\u0430\u0442\u043a\u0430\u043c\u0438 \u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0435\u043d\u0438\u0439 \u043d\u0430\u0448\u0438\u0445 \u043a\u043e\u043d\u043a\u0443\u0440\u0435\u043d\u0442\u043e\u0432. \u0422\u0435\u043c", "Confidence": 0.95657, "X1": 0.11867, "Y1": 0.0862, "X2": 0.80133, "Y2": 0.086, "X3": 0.80133, "Y3": 0.1028, "X4": 0.11867, "Y4": 0.1038, "page": 0}, {"Word": "\u043d\u0435 \u043c\u0435\u043d\u0435\u0435, \u044f \u0431\u044b \u043e\u0447\u0435\u043d\u044c \u0432\u044b\u0441\u043e\u043a\u043e \u043e\u0446\u0435\u043d\u0438\u043b \u0432\u043e\u0437\u043c\u043e\u0436\u043d\u043e\u0441\u0442\u044c \u0432\u0441\u0442\u0440\u0435\u0442\u0438\u0442\u044c\u0441\u044f \u0441 \u0412\u0430\u043c\u0438, -.", "Confidence": 0.86358, "X1": 0.11867, "Y1": 0.1042, "X2": 0.82133, "Y2": 0.104, "X3": 0.82133, "Y3": 0.1208, "X4": 0.11867, "Y4": 0.1218, "page": 0}, {"Word": "\u0447\u0442\u043e\u0431\u044b \u0443\u0441\u043b\u044b\u0448\u0430\u0442\u044c \u0412\u0430\u0448\u0435 \u043c\u043d\u0435\u043d\u0438\u0435 \u043e \u043f\u0435\u0440\u0441\u043f\u0435\u043a\u0442\u0438\u0432\u0430\u0445 \u0438\u043d\u043e\u0441\u0442\u0440\u0430\u043d\u043d\u044b\u0445 .", "Confidence": 0.78425, "X1": 0.11867, "Y1": 0.1232, "X2": 0.80533, "Y2": 0.123, "X3": 0.80533, "Y3": 0.1398, "X4": 0.11867, "Y4": 0.1408, "page": 0}, {"Word": "\u043a\u0430\u043f\u0438\u0442\u0430\u043b\u043e\u0432\u043b\u043e\u0436\u0435\u043d\u0438\u0439 \u0432 \u0440\u0430\u0437\u0432\u0438\u0442\u0438\u0435 \u0442\u0430\u0431\u0430\u0447\u043d\u043e\u0439 \u043f\u0440\u043e\u043c\u044b\u0448\u043b\u0435\u043d\u043d\u043e\u0441\u0442\u0438 \u0412\u0430\u0448\u0435\u0439", "Confidence": 0.97267, "X1": 0.11867, "Y1": 0.1412, "X2": 0.80133, "Y2": 0.141, "X3": 0.80133, "Y3": 0.1588, "X4": 0.11867, "Y4": 0.1608, "page": 0}, {"Word": "\u0441\u0442\u0440\u0430\u043d\u044b \u0438 \u043b\u0438\u0447\u043d\u043e \u043f\u043e\u0441\u0432\u044f\u0442\u0438\u0442\u044c \u0412\u0430\u0441 \u0432 \u0434\u0435\u0442\u0430\u043b\u0438 \u043d\u0430\u0448\u0438\u0445 \u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0435\u043d\u0438\u0439 \u043f\u043e", "Confidence": 0.9884, "X1": 0.11733, "Y1": 0.1602, "X2": 0.79733, "Y2": 0.16, "X3": 0.79733, "Y3": 0.1768, "X4": 0.11733, "Y4": 0.1778, "page": 0}, {"Word": "\u0434\u0430\u043d\u043d\u043e\u043c\u0443 \u0432\u043e\u043f\u0440\u043e\u0441\u0443.", "Confidence": 0.996, "X1": 0.116, "Y1": 0.1812, "X2": 0.29067, "Y2": 0.181, "X3": 0.29067, "Y3": 0.1978, "X4": 0.116, "Y4": 0.1978, "page": 0}, {"Word": "\" .", "Confidence": 0.6445, "X1": 0.39733, "Y1": 0.2332, "X2": 0.392, "Y2": 0.233, "X3": 0.38267, "Y3": 0.2318, "X4": 0.38533, "Y4": 0.2128, "page": 0}, {"Word": "\u0418\u0441\u043a\u0440\u0435\u043d\u043d\u0435 \u0412\u0430\u0439", "Confidence": 0.5505, "X1": 0.11467, "Y1": 0.2312, "X2": 0.26533, "Y2": 0.231, "X3": 0.26533, "Y3": 0.2528, "X4": 0.11467, "Y4": 0.2538, "page": 0}, {"Word": ".", "Confidence": 0.639, "X1": 0.07467, "Y1": 0.3372, "X2": 0.07467, "Y2": 0.337, "X3": 0.06533, "Y3": 0.3378, "X4": 0.064, "Y4": 0.3258, "page": 0}, {"Word": "\u041f\u0430\u0442\u0440\u0438\u043a \u0428\u0438\u0438\u0445\u0438.", "Confidence": 0.846, "X1": 0.116, "Y1": 0.3262, "X2": 0.27733, "Y2": 0.326, "X3": 0.27733, "Y3": 0.3448, "X4": 0.116, "Y4": 0.3448, "page": 0}, {"Word": "202225327", "Confidence": 0.991, "X1": 0.9, "Y1": 0.9122, "X2": 0.9, "Y2": 0.912, "X3": 0.87067, "Y3": 0.9118, "X4": 0.872, "Y4": 0.7998, "page": 0}], "words_data": [{"Word": "\u042f", "Confidence": 0.999, "X1": 0.12, "Y1": 0.0692, "X2": 0.13067, "Y2": 0.069, "X3": 0.13067, "Y3": 0.0858, "X4": 0.12, "Y4": 0.0858, "page": 0, "Index": 0}, {"Word": "\u0443\u0432\u0435\u0440\u0435\u043d", "Confidence": 0.997, "X1": 0.14267, "Y1": 0.0682, "X2": 0.204, "Y2": 0.068, "X3": 0.204, "Y3": 0.0858, "X4": 0.14267, "Y4": 0.0858, "page": 0, "Index": 1}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.212, "Y1": 0.0682, "X2": 0.224, "Y2": 0.068, "X3": 0.224, "Y3": 0.0858, "X4": 0.212, "Y4": 0.0858, "page": 0, "Index": 2}, {"Word": "\u0442\u043e\u043c,", "Confidence": 0.998, "X1": 0.228, "Y1": 0.0672, "X2": 0.27467, "Y2": 0.067, "X3": 0.27467, "Y3": 0.0858, "X4": 0.228, "Y4": 0.0858, "page": 0, "Index": 3}, {"Word": "\u0447\u0442\u043e", "Confidence": 0.999, "X1": 0.28, "Y1": 0.0672, "X2": 0.30933, "Y2": 0.067, "X3": 0.30933, "Y3": 0.0858, "X4": 0.28, "Y4": 0.0858, "page": 0, "Index": 4}, {"Word": "\u0412\u0430\u0448\u0438", "Confidence": 0.932, "X1": 0.31867, "Y1": 0.0672, "X2": 0.37067, "Y2": 0.067, "X3": 0.37067, "Y3": 0.0858, "X4": 0.31867, "Y4": 0.0858, "page": 0, "Index": 5}, {"Word": "\u041c\u0438\u043d\u0438\u0441\u0442\u0440\u044b", "Confidence": 0.958, "X1": 0.37867, "Y1": 0.0672, "X2": 0.476, "Y2": 0.067, "X3": 0.476, "Y3": 0.0858, "X4": 0.37867, "Y4": 0.0858, "page": 0, "Index": 6}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.488, "Y1": 0.0672, "X2": 0.49867, "Y2": 0.067, "X3": 0.49867, "Y3": 0.0858, "X4": 0.488, "Y4": 0.0858, "page": 0, "Index": 7}, {"Word": "\u043f\u043e\u043b\u043d\u043e\u0439", "Confidence": 0.997, "X1": 0.504, "Y1": 0.0672, "X2": 0.576, "Y2": 0.067, "X3": 0.576, "Y3": 0.0858, "X4": 0.504, "Y4": 0.0858, "page": 0, "Index": 8}, {"Word": "\u043c\u0435\u0440\u0435", "Confidence": 0.998, "X1": 0.584, "Y1": 0.0672, "X2": 0.63067, "Y2": 0.067, "X3": 0.62933, "Y3": 0.0858, "X4": 0.584, "Y4": 0.0858, "page": 0, "Index": 9}, {"Word": "\u043e\u0437\u043d\u0430\u043a\u043e\u043c\u044f\u0442", "Confidence": 0.153, "X1": 0.63867, "Y1": 0.0682, "X2": 0.73867, "Y2": 0.068, "X3": 0.73867, "Y3": 0.0848, "X4": 0.63867, "Y4": 0.0858, "page": 0, "Index": 10}, {"Word": "\u0412\u0430\u0441", "Confidence": 0.996, "X1": 0.748, "Y1": 0.0692, "X2": 0.78133, "Y2": 0.069, "X3": 0.78, "Y3": 0.0848, "X4": 0.74667, "Y4": 0.0848, "page": 0, "Index": 11}, {"Word": "\u0441", "Confidence": 0.999, "X1": 0.78933, "Y1": 0.0692, "X2": 0.79733, "Y2": 0.069, "X3": 0.79733, "Y3": 0.0848, "X4": 0.78933, "Y4": 0.0848, "page": 0, "Index": 12}, {"Word": "\u0434\u043e\u0441\u0442\u043e\u0438\u043d\u0441\u0442\u0432\u0430\u043c\u0438", "Confidence": 0.719, "X1": 0.12, "Y1": 0.0882, "X2": 0.25733, "Y2": 0.088, "X3": 0.25733, "Y3": 0.1038, "X4": 0.12, "Y4": 0.1028, "page": 0, "Index": 13}, {"Word": "\u0438", "Confidence": 0.999, "X1": 0.264, "Y1": 0.0882, "X2": 0.27467, "Y2": 0.088, "X3": 0.27467, "Y3": 0.1038, "X4": 0.26533, "Y4": 0.1038, "page": 0, "Index": 14}, {"Word": "\u043d\u0435\u0434\u043e\u0441\u0442\u0430\u0442\u043a\u0430\u043c\u0438", "Confidence": 0.996, "X1": 0.28133, "Y1": 0.0872, "X2": 0.41067, "Y2": 0.087, "X3": 0.41067, "Y3": 0.1038, "X4": 0.28267, "Y4": 0.1038, "page": 0, "Index": 15}, {"Word": "\u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0435\u043d\u0438\u0439", "Confidence": 0.993, "X1": 0.41867, "Y1": 0.0872, "X2": 0.54667, "Y2": 0.087, "X3": 0.54667, "Y3": 0.1038, "X4": 0.41867, "Y4": 0.1038, "page": 0, "Index": 16}, {"Word": "\u043d\u0430\u0448\u0438\u0445", "Confidence": 0.995, "X1": 0.55067, "Y1": 0.0872, "X2": 0.616, "Y2": 0.087, "X3": 0.616, "Y3": 0.1038, "X4": 0.552, "Y4": 0.1038, "page": 0, "Index": 17}, {"Word": "\u043a\u043e\u043d\u043a\u0443\u0440\u0435\u043d\u0442\u043e\u0432.", "Confidence": 0.996, "X1": 0.62133, "Y1": 0.0872, "X2": 0.74933, "Y2": 0.087, "X3": 0.74933, "Y3": 0.1038, "X4": 0.62133, "Y4": 0.1038, "page": 0, "Index": 18}, {"Word": "\u0422\u0435\u043c", "Confidence": 0.998, "X1": 0.76, "Y1": 0.0872, "X2": 0.78933, "Y2": 0.087, "X3": 0.79067, "Y3": 0.1038, "X4": 0.76, "Y4": 0.1038, "page": 0, "Index": 19}, {"Word": "\u043d\u0435", "Confidence": 0.999, "X1": 0.12, "Y1": 0.1052, "X2": 0.14267, "Y2": 0.105, "X3": 0.14267, "Y3": 0.1218, "X4": 0.12, "Y4": 0.1218, "page": 0, "Index": 20}, {"Word": "\u043c\u0435\u043d\u0435\u0435,", "Confidence": 0.993, "X1": 0.148, "Y1": 0.1052, "X2": 0.21333, "Y2": 0.105, "X3": 0.212, "Y3": 0.1218, "X4": 0.14667, "Y4": 0.1218, "page": 0, "Index": 21}, {"Word": "\u044f", "Confidence": 0.999, "X1": 0.21733, "Y1": 0.1052, "X2": 0.228, "Y2": 0.105, "X3": 0.228, "Y3": 0.1218, "X4": 0.21733, "Y4": 0.1218, "page": 0, "Index": 22}, {"Word": "\u0431\u044b", "Confidence": 0.999, "X1": 0.236, "Y1": 0.1052, "X2": 0.256, "Y2": 0.105, "X3": 0.25467, "Y3": 0.1218, "X4": 0.236, "Y4": 0.1218, "page": 0, "Index": 23}, {"Word": "\u043e\u0447\u0435\u043d\u044c", "Confidence": 0.997, "X1": 0.26667, "Y1": 0.1052, "X2": 0.32, "Y2": 0.105, "X3": 0.32, "Y3": 0.1218, "X4": 0.26667, "Y4": 0.1218, "page": 0, "Index": 24}, {"Word": "\u0432\u044b\u0441\u043e\u043a\u043e", "Confidence": 0.996, "X1": 0.324, "Y1": 0.1042, "X2": 0.392, "Y2": 0.104, "X3": 0.392, "Y3": 0.1218, "X4": 0.324, "Y4": 0.1218, "page": 0, "Index": 25}, {"Word": "\u043e\u0446\u0435\u043d\u0438\u043b", "Confidence": 0.469, "X1": 0.4, "Y1": 0.1042, "X2": 0.46933, "Y2": 0.104, "X3": 0.46933, "Y3": 0.1218, "X4": 0.4, "Y4": 0.1218, "page": 0, "Index": 26}, {"Word": "\u0432\u043e\u0437\u043c\u043e\u0436\u043d\u043e\u0441\u0442\u044c", "Confidence": 0.996, "X1": 0.47333, "Y1": 0.1042, "X2": 0.6, "Y2": 0.104, "X3": 0.6, "Y3": 0.1218, "X4": 0.47333, "Y4": 0.1218, "page": 0, "Index": 27}, {"Word": "\u0432\u0441\u0442\u0440\u0435\u0442\u0438\u0442\u044c\u0441\u044f", "Confidence": 0.993, "X1": 0.60533, "Y1": 0.1042, "X2": 0.716, "Y2": 0.104, "X3": 0.716, "Y3": 0.1218, "X4": 0.60533, "Y4": 0.1218, "page": 0, "Index": 28}, {"Word": "\u0441", "Confidence": 1, "X1": 0.724, "Y1": 0.1052, "X2": 0.73333, "Y2": 0.105, "X3": 0.73467, "Y3": 0.1218, "X4": 0.724, "Y4": 0.1218, "page": 0, "Index": 29}, {"Word": "\u0412\u0430\u043c\u0438,", "Confidence": 0.83, "X1": 0.73867, "Y1": 0.1052, "X2": 0.79467, "Y2": 0.105, "X3": 0.796, "Y3": 0.1218, "X4": 0.74, "Y4": 0.1218, "page": 0, "Index": 30}, {"Word": "-.", "Confidence": 0.092, "X1": 0.8, "Y1": 0.1052, "X2": 0.82, "Y2": 0.105, "X3": 0.82133, "Y3": 0.1218, "X4": 0.8, "Y4": 0.1218, "page": 0, "Index": 31}, {"Word": "\u0447\u0442\u043e\u0431\u044b", "Confidence": 0.583, "X1": 0.12, "Y1": 0.1242, "X2": 0.172, "Y2": 0.124, "X3": 0.172, "Y3": 0.1408, "X4": 0.12, "Y4": 0.1408, "page": 0, "Index": 32}, {"Word": "\u0443\u0441\u043b\u044b\u0448\u0430\u0442\u044c", "Confidence": 0.585, "X1": 0.20133, "Y1": 0.1242, "X2": 0.29467, "Y2": 0.124, "X3": 0.29467, "Y3": 0.1408, "X4": 0.2, "Y4": 0.1408, "page": 0, "Index": 33}, {"Word": "\u0412\u0430\u0448\u0435", "Confidence": 0.942, "X1": 0.31733, "Y1": 0.1242, "X2": 0.36933, "Y2": 0.124, "X3": 0.36933, "Y3": 0.1418, "X4": 0.31733, "Y4": 0.1418, "page": 0, "Index": 34}, {"Word": "\u043c\u043d\u0435\u043d\u0438\u0435", "Confidence": 0.973, "X1": 0.38933, "Y1": 0.1242, "X2": 0.46133, "Y2": 0.124, "X3": 0.46133, "Y3": 0.1418, "X4": 0.388, "Y4": 0.1418, "page": 0, "Index": 35}, {"Word": "\u043e", "Confidence": 0.983, "X1": 0.484, "Y1": 0.1242, "X2": 0.49467, "Y2": 0.124, "X3": 0.49467, "Y3": 0.1408, "X4": 0.484, "Y4": 0.1418, "page": 0, "Index": 36}, {"Word": "\u043f\u0435\u0440\u0441\u043f\u0435\u043a\u0442\u0438\u0432\u0430\u0445", "Confidence": 0.942, "X1": 0.51733, "Y1": 0.1242, "X2": 0.64667, "Y2": 0.124, "X3": 0.64667, "Y3": 0.1408, "X4": 0.51733, "Y4": 0.1408, "page": 0, "Index": 37}, {"Word": "\u0438\u043d\u043e\u0441\u0442\u0440\u0430\u043d\u043d\u044b\u0445", "Confidence": 0.993, "X1": 0.66933, "Y1": 0.1242, "X2": 0.79733, "Y2": 0.124, "X3": 0.796, "Y3": 0.1398, "X4": 0.66933, "Y4": 0.1408, "page": 0, "Index": 38}, {"Word": ".", "Confidence": 0.273, "X1": 0.80133, "Y1": 0.1242, "X2": 0.80667, "Y2": 0.124, "X3": 0.80667, "Y3": 0.1398, "X4": 0.80133, "Y4": 0.1398, "page": 0, "Index": 39}, {"Word": "\u043a\u0430\u043f\u0438\u0442\u0430\u043b\u043e\u0432\u043b\u043e\u0436\u0435\u043d\u0438\u0439", "Confidence": 0.922, "X1": 0.12, "Y1": 0.1432, "X2": 0.304, "Y2": 0.143, "X3": 0.304, "Y3": 0.1608, "X4": 0.12, "Y4": 0.1608, "page": 0, "Index": 40}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.31867, "Y1": 0.1432, "X2": 0.32933, "Y2": 0.143, "X3": 0.32933, "Y3": 0.1608, "X4": 0.31867, "Y4": 0.1608, "page": 0, "Index": 41}, {"Word": "\u0440\u0430\u0437\u0432\u0438\u0442\u0438\u0435", "Confidence": 0.996, "X1": 0.34, "Y1": 0.1422, "X2": 0.428, "Y2": 0.142, "X3": 0.428, "Y3": 0.1608, "X4": 0.34, "Y4": 0.1608, "page": 0, "Index": 42}, {"Word": "\u0442\u0430\u0431\u0430\u0447\u043d\u043e\u0439", "Confidence": 0.996, "X1": 0.44267, "Y1": 0.1422, "X2": 0.52667, "Y2": 0.142, "X3": 0.52667, "Y3": 0.1608, "X4": 0.44267, "Y4": 0.1608, "page": 0, "Index": 43}, {"Word": "\u043f\u0440\u043e\u043c\u044b\u0448\u043b\u0435\u043d\u043d\u043e\u0441\u0442\u0438", "Confidence": 0.926, "X1": 0.54133, "Y1": 0.1412, "X2": 0.716, "Y2": 0.141, "X3": 0.716, "Y3": 0.1598, "X4": 0.54133, "Y4": 0.1598, "page": 0, "Index": 44}, {"Word": "\u0412\u0430\u0448\u0435\u0439", "Confidence": 0.997, "X1": 0.73067, "Y1": 0.1412, "X2": 0.796, "Y2": 0.141, "X3": 0.796, "Y3": 0.1588, "X4": 0.73067, "Y4": 0.1598, "page": 0, "Index": 45}, {"Word": "\u0441\u0442\u0440\u0430\u043d\u044b", "Confidence": 0.997, "X1": 0.11867, "Y1": 0.1622, "X2": 0.18267, "Y2": 0.162, "X3": 0.18267, "Y3": 0.1778, "X4": 0.11867, "Y4": 0.1778, "page": 0, "Index": 46}, {"Word": "\u0438", "Confidence": 0.999, "X1": 0.2, "Y1": 0.1622, "X2": 0.20933, "Y2": 0.162, "X3": 0.20933, "Y3": 0.1778, "X4": 0.2, "Y4": 0.1778, "page": 0, "Index": 47}, {"Word": "\u043b\u0438\u0447\u043d\u043e", "Confidence": 0.998, "X1": 0.22667, "Y1": 0.1612, "X2": 0.284, "Y2": 0.161, "X3": 0.284, "Y3": 0.1778, "X4": 0.22667, "Y4": 0.1778, "page": 0, "Index": 48}, {"Word": "\u043f\u043e\u0441\u0432\u044f\u0442\u0438\u0442\u044c", "Confidence": 0.942, "X1": 0.29467, "Y1": 0.1612, "X2": 0.39067, "Y2": 0.161, "X3": 0.392, "Y3": 0.1778, "X4": 0.29467, "Y4": 0.1778, "page": 0, "Index": 49}, {"Word": "\u0412\u0430\u0441", "Confidence": 0.995, "X1": 0.40533, "Y1": 0.1612, "X2": 0.43867, "Y2": 0.161, "X3": 0.43867, "Y3": 0.1778, "X4": 0.40533, "Y4": 0.1778, "page": 0, "Index": 50}, {"Word": "\u0432", "Confidence": 0.999, "X1": 0.452, "Y1": 0.1612, "X2": 0.46267, "Y2": 0.161, "X3": 0.46267, "Y3": 0.1778, "X4": 0.45333, "Y4": 0.1778, "page": 0, "Index": 51}, {"Word": "\u0434\u0435\u0442\u0430\u043b\u0438", "Confidence": 0.969, "X1": 0.476, "Y1": 0.1602, "X2": 0.53733, "Y2": 0.16, "X3": 0.53733, "Y3": 0.1778, "X4": 0.47733, "Y4": 0.1778, "page": 0, "Index": 52}, {"Word": "\u043d\u0430\u0448\u0438\u0445", "Confidence": 0.997, "X1": 0.55067, "Y1": 0.1602, "X2": 0.61467, "Y2": 0.16, "X3": 0.61467, "Y3": 0.1778, "X4": 0.55067, "Y4": 0.1778, "page": 0, "Index": 53}, {"Word": "\u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0435\u043d\u0438\u0439", "Confidence": 0.989, "X1": 0.628, "Y1": 0.1612, "X2": 0.75733, "Y2": 0.161, "X3": 0.75733, "Y3": 0.1778, "X4": 0.628, "Y4": 0.1778, "page": 0, "Index": 54}, {"Word": "\u043f\u043e", "Confidence": 0.999, "X1": 0.77067, "Y1": 0.1612, "X2": 0.796, "Y2": 0.161, "X3": 0.796, "Y3": 0.1768, "X4": 0.772, "Y4": 0.1778, "page": 0, "Index": 55}, {"Word": "\u0434\u0430\u043d\u043d\u043e\u043c\u0443", "Confidence": 0.996, "X1": 0.12, "Y1": 0.1812, "X2": 0.2, "Y2": 0.181, "X3": 0.2, "Y3": 0.1978, "X4": 0.12, "Y4": 0.1978, "page": 0, "Index": 56}, {"Word": "\u0432\u043e\u043f\u0440\u043e\u0441\u0443.", "Confidence": 0.996, "X1": 0.208, "Y1": 0.1812, "X2": 0.28933, "Y2": 0.181, "X3": 0.28933, "Y3": 0.1988, "X4": 0.208, "Y4": 0.1978, "page": 0, "Index": 57}, {"Word": "\"", "Confidence": 0.32, "X1": 0.39733, "Y1": 0.2182, "X2": 0.396, "Y2": 0.218, "X3": 0.38533, "Y3": 0.2168, "X4": 0.38533, "Y4": 0.2128, "page": 0, "Index": 58}, {"Word": ".", "Confidence": 0.969, "X1": 0.39467, "Y1": 0.2312, "X2": 0.39333, "Y2": 0.231, "X3": 0.38267, "Y3": 0.2298, "X4": 0.38267, "Y4": 0.2258, "page": 0, "Index": 59}, {"Word": "\u0418\u0441\u043a\u0440\u0435\u043d\u043d\u0435", "Confidence": 0.894, "X1": 0.11867, "Y1": 0.2342, "X2": 0.216, "Y2": 0.234, "X3": 0.21467, "Y3": 0.2538, "X4": 0.116, "Y4": 0.2538, "page": 0, "Index": 60}, {"Word": "\u0412\u0430\u0439", "Confidence": 0.207, "X1": 0.22133, "Y1": 0.2322, "X2": 0.25467, "Y2": 0.232, "X3": 0.25467, "Y3": 0.2538, "X4": 0.22133, "Y4": 0.2538, "page": 0, "Index": 61}, {"Word": ".", "Confidence": 0.639, "X1": 0.07467, "Y1": 0.3342, "X2": 0.07467, "Y2": 0.334, "X3": 0.064, "Y3": 0.3338, "X4": 0.064, "Y4": 0.3308, "page": 0, "Index": 62}, {"Word": "\u041f\u0430\u0442\u0440\u0438\u043a", "Confidence": 0.943, "X1": 0.11733, "Y1": 0.3262, "X2": 0.19067, "Y2": 0.326, "X3": 0.19067, "Y3": 0.3458, "X4": 0.11733, "Y4": 0.3448, "page": 0, "Index": 63}, {"Word": "\u0428\u0438\u0438\u0445\u0438.", "Confidence": 0.749, "X1": 0.19867, "Y1": 0.3272, "X2": 0.276, "Y2": 0.327, "X3": 0.27467, "Y3": 0.3448, "X4": 0.19867, "Y4": 0.3458, "page": 0, "Index": 64}, {"Word": "202225327", "Confidence": 0.991, "X1": 0.90133, "Y1": 0.9102, "X2": 0.9, "Y2": 0.91, "X3": 0.872, "Y3": 0.9088, "X4": 0.872, "Y4": 0.8008, "page": 0, "Index": 65}]}	"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"
fffb0001	0	{"lines_data": [{"Word": "CLAIMS WORKSHEET", "Confidence": 0.961, "X1": 0.3851, "Y1": 0.0272, "X2": 0.60227, "Y2": 0.027, "X3": 0.60227, "Y3": 0.0448, "X4": 0.3851, "Y4": 0.0458, "page": 0}, {"Word": "TYPE OF CLAIM: Products", "Confidence": 0.9885, "X1": 0.10227, "Y1": 0.0572, "X2": 0.44066, "Y2": 0.057, "X3": 0.44066, "Y3": 0.0808, "X4": 0.10227, "Y4": 0.0828, "page": 0}, {"Word": "LOSS DATE: 11-19-91", "Confidence": 0.993, "X1": 0.57576, "Y1": 0.0602, "X2": 0.82828, "Y2": 0.06, "X3": 0.82828, "Y3": 0.0808, "X4": 0.57576, "Y4": 0.0828, "page": 0}, {"Word": "LOC. CODE:", "Confidence": 0.983, "X1": 0.57323, "Y1": 0.0982, "X2": 0.69823, "Y2": 0.098, "X3": 0.69823, "Y3": 0.1178, "X4": 0.57323, "Y4": 0.1188, "page": 0}, {"Word": "08100", "Confidence": 0.684, "X1": 0.72222, "Y1": 0.0962, "X2": 0.80934, "Y2": 0.096, "X3": 0.80808, "Y3": 0.1168, "X4": 0.72222, "Y4": 0.1158, "page": 0}, {"Word": "CLAIMANT: Jeanette Garrison", "Confidence": 0.945, "X1": 0.1048, "Y1": 0.0972, "X2": 0.52652, "Y2": 0.097, "X3": 0.52652, "Y3": 0.1188, "X4": 0.1048, "Y4": 0.1188, "page": 0}, {"Word": "ADDRESS:", "Confidence": 0.993, "X1": 0.10354, "Y1": 0.1182, "X2": 0.21591, "Y2": 0.118, "X3": 0.21591, "Y3": 0.1338, "X4": 0.10354, "Y4": 0.1338, "page": 0}, {"Word": "1598 A Schenone Ct", "Confidence": 0.96, "X1": 0.23359, "Y1": 0.1182, "X2": 0.50884, "Y2": 0.118, "X3": 0.50884, "Y3": 0.1348, "X4": 0.23359, "Y4": 0.1338, "page": 0}, {"Word": "Concord, CA 94521", "Confidence": 0.97433, "X1": 0.23232, "Y1": 0.1332, "X2": 0.51894, "Y2": 0.133, "X3": 0.5202, "Y3": 0.1518, "X4": 0.23232, "Y4": 0.1538, "page": 0}, {"Word": "DIVISION:", "Confidence": 0.991, "X1": 0.57576, "Y1": 0.1352, "X2": 0.67929, "Y2": 0.135, "X3": 0.68056, "Y3": 0.1538, "X4": 0.57576, "Y4": 0.1548, "page": 0}, {"Word": "PM-USA", "Confidence": 0.925, "X1": 0.70833, "Y1": 0.1332, "X2": 0.81187, "Y2": 0.133, "X3": 0.81187, "Y3": 0.1528, "X4": 0.70833, "Y4": 0.1508, "page": 0}, {"Word": "PHONE:", "Confidence": 0.994, "X1": 0.10227, "Y1": 0.1512, "X2": 0.18561, "Y2": 0.151, "X3": 0.18561, "Y3": 0.1698, "X4": 0.10227, "Y4": 0.1698, "page": 0}, {"Word": "ALLEGED", "Confidence": 0.997, "X1": 0.57702, "Y1": 0.1722, "X2": 0.67803, "Y2": 0.172, "X3": 0.67803, "Y3": 0.1898, "X4": 0.57702, "Y4": 0.1888, "page": 0}, {"Word": "BRAND:", "Confidence": 0.964, "X1": 0.10227, "Y1": 0.1882, "X2": 0.19571, "Y2": 0.188, "X3": 0.19444, "Y3": 0.2088, "X4": 0.10227, "Y4": 0.2078, "page": 0}, {"Word": "Virginia Slims Superslims DEFECT:", "Confidence": 0.861, "X1": 0.21843, "Y1": 0.1862, "X2": 0.66667, "Y2": 0.186, "X3": 0.66667, "Y3": 0.2098, "X4": 0.21843, "Y4": 0.2108, "page": 0}, {"Word": "ALLEGATION:", "Confidence": 0.993, "X1": 0.10227, "Y1": 0.2242, "X2": 0.24747, "Y2": 0.224, "X3": 0.24747, "Y3": 0.2418, "X4": 0.10227, "Y4": 0.2428, "page": 0}, {"Word": "ITEM:", "Confidence": 0.994, "X1": 0.57323, "Y1": 0.2262, "X2": 0.63763, "Y2": 0.226, "X3": 0.63636, "Y3": 0.2428, "X4": 0.57323, "Y4": 0.2428, "page": 0}, {"Word": "OUR DRIVER:", "Confidence": 0.9965, "X1": 0.10101, "Y1": 0.2622, "X2": 0.24874, "Y2": 0.262, "X3": 0.24874, "Y3": 0.2788, "X4": 0.10101, "Y4": 0.2788, "page": 0}, {"Word": "AVER. WKLY. WAGE: $", "Confidence": 0.98375, "X1": 0.10227, "Y1": 0.2972, "X2": 0.34848, "Y2": 0.297, "X3": 0.34848, "Y3": 0.3158, "X4": 0.10227, "Y4": 0.3158, "page": 0}, {"Word": "COMP RATE: $", "Confidence": 0.98433, "X1": 0.57197, "Y1": 0.2992, "X2": 0.73359, "Y2": 0.299, "X3": 0.73359, "Y3": 0.3148, "X4": 0.57197, "Y4": 0.3148, "page": 0}, {"Word": "INSURANCE CO .: Hart.", "Confidence": 0.98675, "X1": 0.10101, "Y1": 0.3322, "X2": 0.375, "Y2": 0.332, "X3": 0.375, "Y3": 0.3518, "X4": 0.10101, "Y4": 0.3528, "page": 0}, {"Word": "FILE #:", "Confidence": 0.9745, "X1": 0.57323, "Y1": 0.3362, "X2": 0.65278, "Y2": 0.336, "X3": 0.65152, "Y3": 0.3518, "X4": 0.57323, "Y4": 0.3498, "page": 0}, {"Word": "ADDRESS: 455 market St.", "Confidence": 0.995, "X1": 0.10227, "Y1": 0.3662, "X2": 0.45833, "Y2": 0.366, "X3": 0.45833, "Y3": 0.3868, "X4": 0.10227, "Y4": 0.3888, "page": 0}, {"Word": "PHONE #:", "Confidence": 0.9755, "X1": 0.57197, "Y1": 0.3712, "X2": 0.67803, "Y2": 0.371, "X3": 0.67803, "Y3": 0.3868, "X4": 0.57197, "Y4": 0.3858, "page": 0}, {"Word": "San Francisco, CA 94105", "Confidence": 0.961, "X1": 0.22601, "Y1": 0.3862, "X2": 0.55303, "Y2": 0.386, "X3": 0.55303, "Y3": 0.4058, "X4": 0.22601, "Y4": 0.4068, "page": 0}, {"Word": "FAX #:", "Confidence": 0.9945, "X1": 0.56944, "Y1": 0.3902, "X2": 0.64646, "Y2": 0.39, "X3": 0.64646, "Y3": 0.4048, "X4": 0.56944, "Y4": 0.4038, "page": 0}, {"Word": "SUMMARY: Claimant alleges hot ashes Fell off , burned", "Confidence": 0.82256, "X1": 0.10101, "Y1": 0.4232, "X2": 0.79924, "Y2": 0.423, "X3": 0.79924, "Y3": 0.4418, "X4": 0.10101, "Y4": 0.4428, "page": 0}, {"Word": "carpeting . clothing", "Confidence": 0.59967, "X1": 0.19823, "Y1": 0.4562, "X2": 0.5, "Y2": 0.456, "X3": 0.5, "Y3": 0.4808, "X4": 0.19823, "Y4": 0.4808, "page": 0}, {"Word": "INDEMNITY MEDICAL REHAB", "Confidence": 0.96667, "X1": 0.29167, "Y1": 0.5692, "X2": 0.65657, "Y2": 0.569, "X3": 0.65657, "Y3": 0.5878, "X4": 0.29167, "Y4": 0.5868, "page": 0}, {"Word": "EXPENSE TOTAL", "Confidence": 0.996, "X1": 0.67298, "Y1": 0.5692, "X2": 0.87121, "Y2": 0.569, "X3": 0.87121, "Y3": 0.5868, "X4": 0.67172, "Y4": 0.5858, "page": 0}, {"Word": "RESERVE:", "Confidence": 0.993, "X1": 0.10101, "Y1": 0.6042, "X2": 0.20833, "Y2": 0.604, "X3": 0.20833, "Y3": 0.6218, "X4": 0.10101, "Y4": 0.6218, "page": 0}, {"Word": "PAID TO DATE:", "Confidence": 0.98233, "X1": 0.0947, "Y1": 0.6402, "X2": 0.25884, "Y2": 0.64, "X3": 0.25884, "Y3": 0.6588, "X4": 0.0947, "Y4": 0.6598, "page": 0}, {"Word": "DATE:", "Confidence": 0.994, "X1": 0.10101, "Y1": 0.6772, "X2": 0.16793, "Y2": 0.677, "X3": 0.16793, "Y3": 0.6948, "X4": 0.10101, "Y4": 0.6948, "page": 0}, {"Word": "STATUS:", "Confidence": 0.991, "X1": 0.27778, "Y1": 0.6782, "X2": 0.36364, "Y2": 0.678, "X3": 0.36364, "Y3": 0.6938, "X4": 0.27778, "Y4": 0.6938, "page": 0}, {"Word": "DATE:", "Confidence": 0.994, "X1": 0.09848, "Y1": 0.7132, "X2": 0.1654, "Y2": 0.713, "X3": 0.1654, "Y3": 0.7298, "X4": 0.09848, "Y4": 0.7308, "page": 0}, {"Word": "STATUS:", "Confidence": 0.994, "X1": 0.27525, "Y1": 0.7142, "X2": 0.36364, "Y2": 0.714, "X3": 0.36364, "Y3": 0.7298, "X4": 0.27525, "Y4": 0.7308, "page": 0}, {"Word": "DATE:", "Confidence": 0.993, "X1": 0.09848, "Y1": 0.7502, "X2": 0.16667, "Y2": 0.75, "X3": 0.16667, "Y3": 0.7678, "X4": 0.09848, "Y4": 0.7678, "page": 0}, {"Word": "STATUS:", "Confidence": 0.995, "X1": 0.27525, "Y1": 0.7512, "X2": 0.36364, "Y2": 0.751, "X3": 0.36364, "Y3": 0.7668, "X4": 0.27525, "Y4": 0.7678, "page": 0}, {"Word": "DATE:", "Confidence": 0.995, "X1": 0.09848, "Y1": 0.7862, "X2": 0.16667, "Y2": 0.786, "X3": 0.16667, "Y3": 0.8038, "X4": 0.09848, "Y4": 0.8038, "page": 0}, {"Word": "STATUS:", "Confidence": 0.994, "X1": 0.27525, "Y1": 0.7872, "X2": 0.36364, "Y2": 0.787, "X3": 0.36364, "Y3": 0.8048, "X4": 0.27525, "Y4": 0.8038, "page": 0}, {"Word": "-", "Confidence": 0.885, "X1": 0.20076, "Y1": 0.7962, "X2": 0.25505, "Y2": 0.796, "X3": 0.25505, "Y3": 0.8088, "X4": 0.20076, "Y4": 0.8078, "page": 0}, {"Word": "DATE:", "Confidence": 0.714, "X1": 0.09975, "Y1": 0.8222, "X2": 0.1654, "Y2": 0.822, "X3": 0.1654, "Y3": 0.8408, "X4": 0.09848, "Y4": 0.8398, "page": 0}, {"Word": "STATUS:", "Confidence": 0.995, "X1": 0.27652, "Y1": 0.8232, "X2": 0.3649, "Y2": 0.823, "X3": 0.3649, "Y3": 0.8408, "X4": 0.27652, "Y4": 0.8408, "page": 0}, {"Word": "2063268810", "Confidence": 0.992, "X1": 0.94444, "Y1": 0.8602, "X2": 0.94192, "Y2": 0.86, "X3": 0.92045, "Y3": 0.8588, "X4": 0.92298, "Y4": 0.7628, "page": 0}, {"Word": "DATE:", "Confidence": 0.995, "X1": 0.09848, "Y1": 0.8592, "X2": 0.16667, "Y2": 0.859, "X3": 0.16667, "Y3": 0.8758, "X4": 0.09848, "Y4": 0.8758, "page": 0}, {"Word": "STATUS:", "Confidence": 0.993, "X1": 0.27525, "Y1": 0.8592, "X2": 0.36364, "Y2": 0.859, "X3": 0.3649, "Y3": 0.8768, "X4": 0.27525, "Y4": 0.8768, "page": 0}], "words_data": [{"Word": "CLAIMS", "Confidence": 0.981, "X1": 0.38636, "Y1": 0.0282, "X2": 0.46465, "Y2": 0.028, "X3": 0.46465, "Y3": 0.0458, "X4": 0.3851, "Y4": 0.0468, "page": 0, "Index": 0}, {"Word": "WORKSHEET", "Confidence": 0.941, "X1": 0.4697, "Y1": 0.0302, "X2": 0.59975, "Y2": 0.03, "X3": 0.59975, "Y3": 0.0458, "X4": 0.46843, "Y4": 0.0458, "page": 0, "Index": 1}, {"Word": "TYPE", "Confidence": 0.986, "X1": 0.1048, "Y1": 0.0612, "X2": 0.15909, "Y2": 0.061, "X3": 0.15783, "Y3": 0.0818, "X4": 0.10354, "Y4": 0.0828, "page": 0, "Index": 2}, {"Word": "OF", "Confidence": 0.988, "X1": 0.16414, "Y1": 0.0602, "X2": 0.19571, "Y2": 0.06, "X3": 0.19571, "Y3": 0.0818, "X4": 0.16414, "Y4": 0.0818, "page": 0, "Index": 3}, {"Word": "CLAIM:", "Confidence": 0.985, "X1": 0.20202, "Y1": 0.0602, "X2": 0.28283, "Y2": 0.06, "X3": 0.28283, "Y3": 0.0818, "X4": 0.20076, "Y4": 0.0818, "page": 0, "Index": 4}, {"Word": "Products", "Confidence": 0.995, "X1": 0.30177, "Y1": 0.0582, "X2": 0.43939, "Y2": 0.058, "X3": 0.43939, "Y3": 0.0818, "X4": 0.30177, "Y4": 0.0818, "page": 0, "Index": 5}, {"Word": "LOSS", "Confidence": 0.986, "X1": 0.57702, "Y1": 0.0642, "X2": 0.62879, "Y2": 0.064, "X3": 0.62879, "Y3": 0.0828, "X4": 0.57576, "Y4": 0.0818, "page": 0, "Index": 6}, {"Word": "DATE:", "Confidence": 0.997, "X1": 0.63384, "Y1": 0.0622, "X2": 0.70076, "Y2": 0.062, "X3": 0.70076, "Y3": 0.0828, "X4": 0.63384, "Y4": 0.0828, "page": 0, "Index": 7}, {"Word": "11-19-91", "Confidence": 0.996, "X1": 0.72475, "Y1": 0.0612, "X2": 0.82576, "Y2": 0.061, "X3": 0.82449, "Y3": 0.0818, "X4": 0.72475, "Y4": 0.0828, "page": 0, "Index": 8}, {"Word": "CLAIMANT:", "Confidence": 0.991, "X1": 0.10606, "Y1": 0.0982, "X2": 0.22601, "Y2": 0.098, "X3": 0.22601, "Y3": 0.1178, "X4": 0.1048, "Y4": 0.1178, "page": 0, "Index": 9}, {"Word": "Jeanette", "Confidence": 0.849, "X1": 0.25253, "Y1": 0.0982, "X2": 0.38258, "Y2": 0.098, "X3": 0.38384, "Y3": 0.1178, "X4": 0.25253, "Y4": 0.1178, "page": 0, "Index": 10}, {"Word": "08100", "Confidence": 0.684, "X1": 0.7298, "Y1": 0.0972, "X2": 0.80808, "Y2": 0.097, "X3": 0.80808, "Y3": 0.1178, "X4": 0.7298, "Y4": 0.1168, "page": 0, "Index": 11}, {"Word": "Garrison", "Confidence": 0.995, "X1": 0.40025, "Y1": 0.0992, "X2": 0.52399, "Y2": 0.099, "X3": 0.52399, "Y3": 0.1188, "X4": 0.40025, "Y4": 0.1178, "page": 0, "Index": 12}, {"Word": "LOC.", "Confidence": 0.97, "X1": 0.57323, "Y1": 0.1002, "X2": 0.62121, "Y2": 0.1, "X3": 0.62121, "Y3": 0.1188, "X4": 0.57323, "Y4": 0.1188, "page": 0, "Index": 13}, {"Word": "CODE:", "Confidence": 0.996, "X1": 0.62626, "Y1": 0.0982, "X2": 0.69697, "Y2": 0.098, "X3": 0.69823, "Y3": 0.1188, "X4": 0.62626, "Y4": 0.1188, "page": 0, "Index": 14}, {"Word": "ADDRESS:", "Confidence": 0.993, "X1": 0.1048, "Y1": 0.1192, "X2": 0.21212, "Y2": 0.119, "X3": 0.21338, "Y3": 0.1348, "X4": 0.1048, "Y4": 0.1348, "page": 0, "Index": 15}, {"Word": "1598", "Confidence": 0.992, "X1": 0.24242, "Y1": 0.1182, "X2": 0.30303, "Y2": 0.118, "X3": 0.30429, "Y3": 0.1348, "X4": 0.24369, "Y4": 0.1348, "page": 0, "Index": 16}, {"Word": "A", "Confidence": 0.981, "X1": 0.32197, "Y1": 0.1182, "X2": 0.33586, "Y2": 0.118, "X3": 0.33712, "Y3": 0.1348, "X4": 0.32323, "Y4": 0.1348, "page": 0, "Index": 17}, {"Word": "Schenone", "Confidence": 0.93, "X1": 0.35606, "Y1": 0.1192, "X2": 0.46465, "Y2": 0.119, "X3": 0.46591, "Y3": 0.1348, "X4": 0.35606, "Y4": 0.1348, "page": 0, "Index": 18}, {"Word": "Ct", "Confidence": 0.937, "X1": 0.47854, "Y1": 0.1192, "X2": 0.50884, "Y2": 0.119, "X3": 0.5101, "Y3": 0.1348, "X4": 0.4798, "Y4": 0.1348, "page": 0, "Index": 19}, {"Word": "Concord,", "Confidence": 0.93, "X1": 0.25126, "Y1": 0.1352, "X2": 0.37374, "Y2": 0.135, "X3": 0.375, "Y3": 0.1528, "X4": 0.25253, "Y4": 0.1548, "page": 0, "Index": 20}, {"Word": "CA", "Confidence": 0.998, "X1": 0.38005, "Y1": 0.1352, "X2": 0.41414, "Y2": 0.135, "X3": 0.4154, "Y3": 0.1528, "X4": 0.38131, "Y4": 0.1528, "page": 0, "Index": 21}, {"Word": "94521", "Confidence": 0.995, "X1": 0.43308, "Y1": 0.1342, "X2": 0.51768, "Y2": 0.134, "X3": 0.5202, "Y3": 0.1518, "X4": 0.43434, "Y4": 0.1528, "page": 0, "Index": 22}, {"Word": "DIVISION:", "Confidence": 0.991, "X1": 0.57576, "Y1": 0.1352, "X2": 0.67929, "Y2": 0.135, "X3": 0.68056, "Y3": 0.1548, "X4": 0.57702, "Y4": 0.1538, "page": 0, "Index": 23}, {"Word": "PM-USA", "Confidence": 0.925, "X1": 0.71212, "Y1": 0.1342, "X2": 0.81187, "Y2": 0.134, "X3": 0.81187, "Y3": 0.1538, "X4": 0.71212, "Y4": 0.1518, "page": 0, "Index": 24}, {"Word": "PHONE:", "Confidence": 0.994, "X1": 0.10354, "Y1": 0.1522, "X2": 0.18561, "Y2": 0.152, "X3": 0.18561, "Y3": 0.1708, "X4": 0.10354, "Y4": 0.1708, "page": 0, "Index": 25}, {"Word": "ALLEGED", "Confidence": 0.997, "X1": 0.57702, "Y1": 0.1732, "X2": 0.67045, "Y2": 0.173, "X3": 0.67172, "Y3": 0.1898, "X4": 0.57702, "Y4": 0.1888, "page": 0, "Index": 26}, {"Word": "BRAND:", "Confidence": 0.964, "X1": 0.10354, "Y1": 0.1892, "X2": 0.19066, "Y2": 0.189, "X3": 0.19192, "Y3": 0.2088, "X4": 0.10354, "Y4": 0.2088, "page": 0, "Index": 27}, {"Word": "Virginia", "Confidence": 0.815, "X1": 0.23106, "Y1": 0.1872, "X2": 0.3346, "Y2": 0.187, "X3": 0.33333, "Y3": 0.2108, "X4": 0.2298, "Y4": 0.2118, "page": 0, "Index": 28}, {"Word": "Slims", "Confidence": 0.969, "X1": 0.35101, "Y1": 0.1862, "X2": 0.42424, "Y2": 0.186, "X3": 0.42298, "Y3": 0.2098, "X4": 0.34975, "Y4": 0.2108, "page": 0, "Index": 29}, {"Word": "Superslims", "Confidence": 0.671, "X1": 0.43561, "Y1": 0.1882, "X2": 0.56944, "Y2": 0.188, "X3": 0.56818, "Y3": 0.2088, "X4": 0.43434, "Y4": 0.2098, "page": 0, "Index": 30}, {"Word": "DEFECT:", "Confidence": 0.989, "X1": 0.57702, "Y1": 0.1902, "X2": 0.6654, "Y2": 0.19, "X3": 0.6654, "Y3": 0.2088, "X4": 0.57576, "Y4": 0.2088, "page": 0, "Index": 31}, {"Word": "ALLEGATION:", "Confidence": 0.993, "X1": 0.10354, "Y1": 0.2252, "X2": 0.24747, "Y2": 0.225, "X3": 0.24747, "Y3": 0.2428, "X4": 0.10354, "Y4": 0.2428, "page": 0, "Index": 32}, {"Word": "ITEM:", "Confidence": 0.994, "X1": 0.57449, "Y1": 0.2272, "X2": 0.63636, "Y2": 0.227, "X3": 0.63636, "Y3": 0.2438, "X4": 0.57449, "Y4": 0.2428, "page": 0, "Index": 33}, {"Word": "OUR", "Confidence": 0.998, "X1": 0.10227, "Y1": 0.2632, "X2": 0.14646, "Y2": 0.263, "X3": 0.14646, "Y3": 0.2788, "X4": 0.10227, "Y4": 0.2788, "page": 0, "Index": 34}, {"Word": "DRIVER:", "Confidence": 0.995, "X1": 0.15657, "Y1": 0.2632, "X2": 0.24874, "Y2": 0.263, "X3": 0.24874, "Y3": 0.2788, "X4": 0.15657, "Y4": 0.2788, "page": 0, "Index": 35}, {"Word": "AVER.", "Confidence": 0.953, "X1": 0.10227, "Y1": 0.2972, "X2": 0.16793, "Y2": 0.297, "X3": 0.16793, "Y3": 0.3158, "X4": 0.10227, "Y4": 0.3158, "page": 0, "Index": 36}, {"Word": "WKLY.", "Confidence": 0.991, "X1": 0.17298, "Y1": 0.2972, "X2": 0.24242, "Y2": 0.297, "X3": 0.24242, "Y3": 0.3158, "X4": 0.17298, "Y4": 0.3158, "page": 0, "Index": 37}, {"Word": "WAGE:", "Confidence": 0.997, "X1": 0.24747, "Y1": 0.2982, "X2": 0.32576, "Y2": 0.298, "X3": 0.32449, "Y3": 0.3158, "X4": 0.24621, "Y4": 0.3158, "page": 0, "Index": 38}, {"Word": "$", "Confidence": 0.994, "X1": 0.33081, "Y1": 0.2982, "X2": 0.34343, "Y2": 0.298, "X3": 0.34343, "Y3": 0.3158, "X4": 0.32955, "Y4": 0.3158, "page": 0, "Index": 39}, {"Word": "COMP", "Confidence": 0.989, "X1": 0.57323, "Y1": 0.2992, "X2": 0.6351, "Y2": 0.299, "X3": 0.63384, "Y3": 0.3148, "X4": 0.57323, "Y4": 0.3148, "page": 0, "Index": 40}, {"Word": "RATE:", "Confidence": 0.994, "X1": 0.63889, "Y1": 0.2992, "X2": 0.7096, "Y2": 0.299, "X3": 0.7096, "Y3": 0.3158, "X4": 0.63889, "Y4": 0.3148, "page": 0, "Index": 41}, {"Word": "$", "Confidence": 0.97, "X1": 0.71591, "Y1": 0.2992, "X2": 0.72727, "Y2": 0.299, "X3": 0.72854, "Y3": 0.3158, "X4": 0.71591, "Y4": 0.3158, "page": 0, "Index": 42}, {"Word": "INSURANCE", "Confidence": 0.995, "X1": 0.10227, "Y1": 0.3332, "X2": 0.2298, "Y2": 0.333, "X3": 0.2298, "Y3": 0.3528, "X4": 0.10227, "Y4": 0.3518, "page": 0, "Index": 43}, {"Word": "CO", "Confidence": 0.998, "X1": 0.23611, "Y1": 0.3332, "X2": 0.24747, "Y2": 0.333, "X3": 0.24747, "Y3": 0.3528, "X4": 0.23611, "Y4": 0.3528, "page": 0, "Index": 44}, {"Word": ".:", "Confidence": 0.977, "X1": 0.25253, "Y1": 0.3332, "X2": 0.27778, "Y2": 0.333, "X3": 0.27904, "Y3": 0.3528, "X4": 0.25253, "Y4": 0.3528, "page": 0, "Index": 45}, {"Word": "Hart.", "Confidence": 0.977, "X1": 0.29167, "Y1": 0.3332, "X2": 0.37247, "Y2": 0.333, "X3": 0.37374, "Y3": 0.3518, "X4": 0.29167, "Y4": 0.3528, "page": 0, "Index": 46}, {"Word": "FILE", "Confidence": 0.991, "X1": 0.57323, "Y1": 0.3362, "X2": 0.61742, "Y2": 0.336, "X3": 0.61742, "Y3": 0.3518, "X4": 0.57323, "Y4": 0.3508, "page": 0, "Index": 47}, {"Word": "#:", "Confidence": 0.958, "X1": 0.62753, "Y1": 0.3362, "X2": 0.65278, "Y2": 0.336, "X3": 0.65152, "Y3": 0.3518, "X4": 0.62626, "Y4": 0.3518, "page": 0, "Index": 48}, {"Word": "ADDRESS:", "Confidence": 0.994, "X1": 0.10354, "Y1": 0.3682, "X2": 0.21212, "Y2": 0.368, "X3": 0.21212, "Y3": 0.3868, "X4": 0.10354, "Y4": 0.3888, "page": 0, "Index": 49}, {"Word": "455", "Confidence": 0.998, "X1": 0.23864, "Y1": 0.3672, "X2": 0.29419, "Y2": 0.367, "X3": 0.29419, "Y3": 0.3868, "X4": 0.23864, "Y4": 0.3868, "page": 0, "Index": 50}, {"Word": "market", "Confidence": 0.995, "X1": 0.32071, "Y1": 0.3672, "X2": 0.41162, "Y2": 0.367, "X3": 0.41288, "Y3": 0.3868, "X4": 0.32071, "Y4": 0.3868, "page": 0, "Index": 51}, {"Word": "St.", "Confidence": 0.993, "X1": 0.42172, "Y1": 0.3672, "X2": 0.45833, "Y2": 0.367, "X3": 0.4596, "Y3": 0.3878, "X4": 0.42298, "Y4": 0.3868, "page": 0, "Index": 52}, {"Word": "PHONE", "Confidence": 0.996, "X1": 0.57323, "Y1": 0.3712, "X2": 0.64394, "Y2": 0.371, "X3": 0.64394, "Y3": 0.3878, "X4": 0.57197, "Y4": 0.3868, "page": 0, "Index": 53}, {"Word": "#:", "Confidence": 0.955, "X1": 0.65404, "Y1": 0.3722, "X2": 0.67803, "Y2": 0.372, "X3": 0.67803, "Y3": 0.3878, "X4": 0.65404, "Y4": 0.3878, "page": 0, "Index": 54}, {"Word": "San", "Confidence": 0.995, "X1": 0.24495, "Y1": 0.3882, "X2": 0.29293, "Y2": 0.388, "X3": 0.29293, "Y3": 0.4058, "X4": 0.24495, "Y4": 0.4068, "page": 0, "Index": 55}, {"Word": "Francisco,", "Confidence": 0.879, "X1": 0.30934, "Y1": 0.3882, "X2": 0.43939, "Y2": 0.388, "X3": 0.43939, "Y3": 0.4048, "X4": 0.30808, "Y4": 0.4058, "page": 0, "Index": 56}, {"Word": "CA", "Confidence": 0.984, "X1": 0.44444, "Y1": 0.3872, "X2": 0.47096, "Y2": 0.387, "X3": 0.47096, "Y3": 0.4048, "X4": 0.44318, "Y4": 0.4048, "page": 0, "Index": 57}, {"Word": "94105", "Confidence": 0.986, "X1": 0.48359, "Y1": 0.3872, "X2": 0.54924, "Y2": 0.387, "X3": 0.54924, "Y3": 0.4068, "X4": 0.48232, "Y4": 0.4048, "page": 0, "Index": 58}, {"Word": "FAX", "Confidence": 0.998, "X1": 0.57071, "Y1": 0.3902, "X2": 0.61111, "Y2": 0.39, "X3": 0.61237, "Y3": 0.4058, "X4": 0.57197, "Y4": 0.4048, "page": 0, "Index": 59}, {"Word": "#:", "Confidence": 0.991, "X1": 0.62247, "Y1": 0.3902, "X2": 0.64646, "Y2": 0.39, "X3": 0.64646, "Y3": 0.4058, "X4": 0.62247, "Y4": 0.4058, "page": 0, "Index": 60}, {"Word": "SUMMARY:", "Confidence": 0.989, "X1": 0.10101, "Y1": 0.4242, "X2": 0.22601, "Y2": 0.424, "X3": 0.22601, "Y3": 0.4428, "X4": 0.10101, "Y4": 0.4428, "page": 0, "Index": 61}, {"Word": "Claimant", "Confidence": 0.991, "X1": 0.23359, "Y1": 0.4242, "X2": 0.30556, "Y2": 0.424, "X3": 0.30556, "Y3": 0.4428, "X4": 0.23359, "Y4": 0.4428, "page": 0, "Index": 62}, {"Word": "alleges", "Confidence": 0.961, "X1": 0.31061, "Y1": 0.4232, "X2": 0.37753, "Y2": 0.423, "X3": 0.37753, "Y3": 0.4428, "X4": 0.31061, "Y4": 0.4428, "page": 0, "Index": 63}, {"Word": "hot", "Confidence": 0.824, "X1": 0.40025, "Y1": 0.4232, "X2": 0.44192, "Y2": 0.423, "X3": 0.44192, "Y3": 0.4428, "X4": 0.40025, "Y4": 0.4428, "page": 0, "Index": 64}, {"Word": "ashes", "Confidence": 0.76, "X1": 0.46212, "Y1": 0.4232, "X2": 0.53157, "Y2": 0.423, "X3": 0.53157, "Y3": 0.4428, "X4": 0.46086, "Y4": 0.4428, "page": 0, "Index": 65}, {"Word": "Fell", "Confidence": 0.955, "X1": 0.55177, "Y1": 0.4232, "X2": 0.59975, "Y2": 0.423, "X3": 0.59975, "Y3": 0.4428, "X4": 0.55177, "Y4": 0.4428, "page": 0, "Index": 66}, {"Word": "off", "Confidence": 0.998, "X1": 0.60985, "Y1": 0.4232, "X2": 0.66035, "Y2": 0.423, "X3": 0.66035, "Y3": 0.4428, "X4": 0.60859, "Y4": 0.4428, "page": 0, "Index": 67}, {"Word": ",", "Confidence": 0.061, "X1": 0.68056, "Y1": 0.4232, "X2": 0.69571, "Y2": 0.423, "X3": 0.69571, "Y3": 0.4428, "X4": 0.67929, "Y4": 0.4428, "page": 0, "Index": 68}, {"Word": "burned", "Confidence": 0.864, "X1": 0.70581, "Y1": 0.4242, "X2": 0.79545, "Y2": 0.424, "X3": 0.79545, "Y3": 0.4428, "X4": 0.70581, "Y4": 0.4428, "page": 0, "Index": 69}, {"Word": "carpeting", "Confidence": 0.718, "X1": 0.20328, "Y1": 0.4572, "X2": 0.33838, "Y2": 0.457, "X3": 0.33838, "Y3": 0.4808, "X4": 0.20328, "Y4": 0.4818, "page": 0, "Index": 70}, {"Word": ".", "Confidence": 0.119, "X1": 0.35101, "Y1": 0.4572, "X2": 0.36995, "Y2": 0.457, "X3": 0.36995, "Y3": 0.4808, "X4": 0.35101, "Y4": 0.4808, "page": 0, "Index": 71}, {"Word": "clothing", "Confidence": 0.962, "X1": 0.375, "Y1": 0.4572, "X2": 0.49874, "Y2": 0.457, "X3": 0.49874, "Y3": 0.4808, "X4": 0.375, "Y4": 0.4808, "page": 0, "Index": 72}, {"Word": "INDEMNITY", "Confidence": 0.991, "X1": 0.29293, "Y1": 0.5692, "X2": 0.4154, "Y2": 0.569, "X3": 0.4154, "Y3": 0.5878, "X4": 0.29167, "Y4": 0.5868, "page": 0, "Index": 73}, {"Word": "MEDICAL", "Confidence": 0.955, "X1": 0.44192, "Y1": 0.5692, "X2": 0.54293, "Y2": 0.569, "X3": 0.54167, "Y3": 0.5878, "X4": 0.44192, "Y4": 0.5878, "page": 0, "Index": 74}, {"Word": "REHAB", "Confidence": 0.954, "X1": 0.57197, "Y1": 0.5692, "X2": 0.64899, "Y2": 0.569, "X3": 0.64899, "Y3": 0.5868, "X4": 0.57197, "Y4": 0.5878, "page": 0, "Index": 75}, {"Word": "EXPENSE", "Confidence": 0.995, "X1": 0.67551, "Y1": 0.5692, "X2": 0.7702, "Y2": 0.569, "X3": 0.7702, "Y3": 0.5868, "X4": 0.67551, "Y4": 0.5868, "page": 0, "Index": 76}, {"Word": "TOTAL", "Confidence": 0.997, "X1": 0.79672, "Y1": 0.5702, "X2": 0.86869, "Y2": 0.57, "X3": 0.86869, "Y3": 0.5878, "X4": 0.79672, "Y4": 0.5868, "page": 0, "Index": 77}, {"Word": "RESERVE:", "Confidence": 0.993, "X1": 0.10101, "Y1": 0.6052, "X2": 0.20833, "Y2": 0.605, "X3": 0.20833, "Y3": 0.6228, "X4": 0.10101, "Y4": 0.6228, "page": 0, "Index": 78}, {"Word": "PAID", "Confidence": 0.955, "X1": 0.09848, "Y1": 0.6412, "X2": 0.14899, "Y2": 0.641, "X3": 0.14899, "Y3": 0.6598, "X4": 0.09848, "Y4": 0.6598, "page": 0, "Index": 79}, {"Word": "TO", "Confidence": 0.998, "X1": 0.15783, "Y1": 0.6412, "X2": 0.18561, "Y2": 0.641, "X3": 0.18561, "Y3": 0.6598, "X4": 0.15657, "Y4": 0.6598, "page": 0, "Index": 80}, {"Word": "DATE:", "Confidence": 0.994, "X1": 0.19066, "Y1": 0.6412, "X2": 0.25884, "Y2": 0.641, "X3": 0.25758, "Y3": 0.6598, "X4": 0.19066, "Y4": 0.6598, "page": 0, "Index": 81}, {"Word": "DATE:", "Confidence": 0.994, "X1": 0.10227, "Y1": 0.6772, "X2": 0.16793, "Y2": 0.677, "X3": 0.16793, "Y3": 0.6948, "X4": 0.10101, "Y4": 0.6948, "page": 0, "Index": 82}, {"Word": "STATUS:", "Confidence": 0.991, "X1": 0.27778, "Y1": 0.6782, "X2": 0.36364, "Y2": 0.678, "X3": 0.36364, "Y3": 0.6948, "X4": 0.27778, "Y4": 0.6938, "page": 0, "Index": 83}, {"Word": "DATE:", "Confidence": 0.994, "X1": 0.09975, "Y1": 0.7142, "X2": 0.1654, "Y2": 0.714, "X3": 0.1654, "Y3": 0.7308, "X4": 0.09975, "Y4": 0.7308, "page": 0, "Index": 84}, {"Word": "STATUS:", "Confidence": 0.994, "X1": 0.27652, "Y1": 0.7152, "X2": 0.36364, "Y2": 0.715, "X3": 0.36237, "Y3": 0.7308, "X4": 0.27652, "Y4": 0.7308, "page": 0, "Index": 85}, {"Word": "DATE:", "Confidence": 0.993, "X1": 0.10101, "Y1": 0.7502, "X2": 0.16667, "Y2": 0.75, "X3": 0.16667, "Y3": 0.7678, "X4": 0.09975, "Y4": 0.7678, "page": 0, "Index": 86}, {"Word": "STATUS:", "Confidence": 0.995, "X1": 0.27652, "Y1": 0.7512, "X2": 0.36364, "Y2": 0.751, "X3": 0.36364, "Y3": 0.7678, "X4": 0.27652, "Y4": 0.7678, "page": 0, "Index": 87}, {"Word": "DATE:", "Confidence": 0.995, "X1": 0.09975, "Y1": 0.7872, "X2": 0.16667, "Y2": 0.787, "X3": 0.1654, "Y3": 0.8048, "X4": 0.09975, "Y4": 0.8038, "page": 0, "Index": 88}, {"Word": "-", "Confidence": 0.885, "X1": 0.20328, "Y1": 0.7952, "X2": 0.21465, "Y2": 0.795, "X3": 0.21465, "Y3": 0.8078, "X4": 0.20328, "Y4": 0.8078, "page": 0, "Index": 89}, {"Word": "STATUS:", "Confidence": 0.994, "X1": 0.27652, "Y1": 0.7882, "X2": 0.36364, "Y2": 0.788, "X3": 0.36364, "Y3": 0.8048, "X4": 0.27652, "Y4": 0.8048, "page": 0, "Index": 90}, {"Word": "DATE:", "Confidence": 0.714, "X1": 0.09848, "Y1": 0.8222, "X2": 0.16414, "Y2": 0.822, "X3": 0.16414, "Y3": 0.8408, "X4": 0.09848, "Y4": 0.8408, "page": 0, "Index": 91}, {"Word": "STATUS:", "Confidence": 0.995, "X1": 0.27652, "Y1": 0.8242, "X2": 0.3649, "Y2": 0.824, "X3": 0.36616, "Y3": 0.8418, "X4": 0.27652, "Y4": 0.8418, "page": 0, "Index": 92}, {"Word": "2063268810", "Confidence": 0.992, "X1": 0.94444, "Y1": 0.8562, "X2": 0.94192, "Y2": 0.856, "X3": 0.92045, "Y3": 0.8568, "X4": 0.92298, "Y4": 0.7638, "page": 0, "Index": 93}, {"Word": "DATE:", "Confidence": 0.995, "X1": 0.09975, "Y1": 0.8602, "X2": 0.16667, "Y2": 0.86, "X3": 0.16667, "Y3": 0.8768, "X4": 0.09848, "Y4": 0.8758, "page": 0, "Index": 94}, {"Word": "STATUS:", "Confidence": 0.993, "X1": 0.27652, "Y1": 0.8602, "X2": 0.3649, "Y2": 0.86, "X3": 0.3649, "Y3": 0.8778, "X4": 0.27652, "Y4": 0.8768, "page": 0, "Index": 95}]}	"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"
ffkj0002	0	{"lines_data": [{"Word": "HK00558023", "Confidence": 0.603, "X1": 0.62895, "Y1": 0.0102, "X2": 0.78553, "Y2": 0.01, "X3": 0.78553, "Y3": 0.0308, "X4": 0.62895, "Y4": 0.0278, "page": 0}, {"Word": "UNION DIVISION", "Confidence": 0.9955, "X1": 0.11711, "Y1": 0.0352, "X2": 0.29737, "Y2": 0.035, "X3": 0.29737, "Y3": 0.0488, "X4": 0.11711, "Y4": 0.0498, "page": 0}, {"Word": "MILES", "Confidence": 0.898, "X1": 0.025, "Y1": 0.0472, "X2": 0.11447, "Y2": 0.047, "X3": 0.11447, "Y3": 0.0648, "X4": 0.02368, "Y4": 0.0638, "page": 0}, {"Word": "MILES LABORATORIES, INC.", "Confidence": 0.94367, "X1": 0.12237, "Y1": 0.0492, "X2": 0.34605, "Y2": 0.049, "X3": 0.34605, "Y3": 0.0618, "X4": 0.12237, "Y4": 0.0628, "page": 0}, {"Word": "900 19th Street/Granite City, Illinois 62040", "Confidence": 0.73833, "X1": 0.12237, "Y1": 0.0622, "X2": 0.39079, "Y2": 0.062, "X3": 0.39079, "Y3": 0.0748, "X4": 0.12237, "Y4": 0.0748, "page": 0}, {"Word": "1:5.M. DASHWOOD", "Confidence": 0.3055, "X1": 0.64868, "Y1": 0.0842, "X2": 0.75658, "Y2": 0.084, "X3": 0.75658, "Y3": 0.0968, "X4": 0.65, "Y4": 0.1008, "page": 0}, {"Word": "Telephone: (618) 451-7730", "Confidence": 0.84133, "X1": 0.02763, "Y1": 0.0942, "X2": 0.20658, "Y2": 0.094, "X3": 0.20658, "Y3": 0.1098, "X4": 0.02763, "Y4": 0.1098, "page": 0}, {"Word": "May 21, 1969", "Confidence": 0.99567, "X1": 0.36184, "Y1": 0.1122, "X2": 0.475, "Y2": 0.112, "X3": 0.47632, "Y3": 0.1278, "X4": 0.36184, "Y4": 0.1288, "page": 0}, {"Word": "Dr. Robert C. Hockett", "Confidence": 0.9935, "X1": 0.14868, "Y1": 0.2132, "X2": 0.33158, "Y2": 0.213, "X3": 0.33158, "Y3": 0.2278, "X4": 0.14868, "Y4": 0.2288, "page": 0}, {"Word": "60 East 80th Street", "Confidence": 0.91325, "X1": 0.15, "Y1": 0.2292, "X2": 0.30263, "Y2": 0.229, "X3": 0.30263, "Y3": 0.2418, "X4": 0.15, "Y4": 0.2408, "page": 0}, {"Word": "New York, N. Y.", "Confidence": 0.99725, "X1": 0.15, "Y1": 0.2432, "X2": 0.28421, "Y2": 0.243, "X3": 0.28421, "Y3": 0.2568, "X4": 0.15, "Y4": 0.2568, "page": 0}, {"Word": "Dear Dr. Hockett:", "Confidence": 0.984, "X1": 0.14737, "Y1": 0.2722, "X2": 0.29474, "Y2": 0.272, "X3": 0.29474, "Y3": 0.2868, "X4": 0.14737, "Y4": 0.2868, "page": 0}, {"Word": "1 would greatly appreciate the opportunity of conversations with", "Confidence": 0.95644, "X1": 0.14868, "Y1": 0.2992, "X2": 0.66053, "Y2": 0.299, "X3": 0.66053, "Y3": 0.3138, "X4": 0.14868, "Y4": 0.3158, "page": 0}, {"Word": "you about subjects related to sugar covered in the Consultant", "Confidence": 0.9905, "X1": 0.14868, "Y1": 0.3142, "X2": 0.64342, "Y2": 0.314, "X3": 0.64342, "Y3": 0.3278, "X4": 0.14868, "Y4": 0.3308, "page": 0}, {"Word": "Agreement between you and Miles Laboratories, Inc.", "Confidence": 0.99457, "X1": 0.15, "Y1": 0.3302, "X2": 0.56974, "Y2": 0.33, "X3": 0.56974, "Y3": 0.3438, "X4": 0.15, "Y4": 0.3458, "page": 0}, {"Word": "I tried yesterday and today, without success, to contact you by", "Confidence": 0.83382, "X1": 0.14868, "Y1": 0.3582, "X2": 0.66053, "Y2": 0.358, "X3": 0.66053, "Y3": 0.3728, "X4": 0.14868, "Y4": 0.3748, "page": 0}, {"Word": "telephone at 212-734-8379. Would it be possible for you to", "Confidence": 0.9805, "X1": 0.15, "Y1": 0.3742, "X2": 0.63289, "Y2": 0.374, "X3": 0.63289, "Y3": 0.3878, "X4": 0.15, "Y4": 0.3898, "page": 0}, {"Word": "visit Miles Union Division here at Granite City, Illinois, on", "Confidence": 0.9269, "X1": 0.15, "Y1": 0.3882, "X2": 0.63553, "Y2": 0.388, "X3": 0.63553, "Y3": 0.4018, "X4": 0.15, "Y4": 0.4048, "page": 0}, {"Word": "June 19 or June 20 for discussions with me and with a number", "Confidence": 0.99338, "X1": 0.14868, "Y1": 0.4032, "X2": 0.63947, "Y2": 0.403, "X3": 0.63947, "Y3": 0.4178, "X4": 0.14868, "Y4": 0.4208, "page": 0}, {"Word": "of other Miles' executives concerned with sugar, glucose,", "Confidence": 0.99337, "X1": 0.14868, "Y1": 0.4182, "X2": 0.61579, "Y2": 0.418, "X3": 0.61579, "Y3": 0.4318, "X4": 0.14868, "Y4": 0.4338, "page": 0}, {"Word": "dextrose, and cyclamates ?", "Confidence": 0.99275, "X1": 0.15, "Y1": 0.4342, "X2": 0.36974, "Y2": 0.434, "X3": 0.36974, "Y3": 0.4478, "X4": 0.15, "Y4": 0.4488, "page": 0}, {"Word": "There is an excellent air line service between La Guardia and", "Confidence": 0.97982, "X1": 0.14868, "Y1": 0.4622, "X2": 0.64474, "Y2": 0.462, "X3": 0.64474, "Y3": 0.4748, "X4": 0.14868, "Y4": 0.4788, "page": 0}, {"Word": "St. Louis Airport which is less than twenty miles from here.", "Confidence": 0.97045, "X1": 0.14868, "Y1": 0.4772, "X2": 0.62632, "Y2": 0.477, "X3": 0.62632, "Y3": 0.4908, "X4": 0.14868, "Y4": 0.4938, "page": 0}, {"Word": "For Instance, you could have lunch on TWA Flight 171 which", "Confidence": 0.96645, "X1": 0.15, "Y1": 0.4902, "X2": 0.63026, "Y2": 0.49, "X3": 0.63026, "Y3": 0.5048, "X4": 0.15, "Y4": 0.5088, "page": 0}, {"Word": "leaves La Guardia at 12:00 Noon and arrives in St. Louis at", "Confidence": 0.99042, "X1": 0.14868, "Y1": 0.5072, "X2": 0.62632, "Y2": 0.507, "X3": 0.62632, "Y3": 0.5198, "X4": 0.14868, "Y4": 0.5228, "page": 0}, {"Word": "1:11 P.M. We would arrange to have someone meet you. You", "Confidence": 0.89973, "X1": 0.15, "Y1": 0.5212, "X2": 0.64737, "Y2": 0.521, "X3": 0.64737, "Y3": 0.5348, "X4": 0.15132, "Y4": 0.5378, "page": 0}, {"Word": "could have dinner on your way home on TWA Flight 56 which", "Confidence": 0.9865, "X1": 0.14868, "Y1": 0.5342, "X2": 0.62895, "Y2": 0.534, "X3": 0.62895, "Y3": 0.5488, "X4": 0.14868, "Y4": 0.5528, "page": 0}, {"Word": "leaves St. Louis at 5:00 P.M. and arrives at La Guardia just", "Confidence": 0.96858, "X1": 0.14605, "Y1": 0.5502, "X2": 0.63289, "Y2": 0.55, "X3": 0.63289, "Y3": 0.5648, "X4": 0.14605, "Y4": 0.5668, "page": 0}, {"Word": "after 8:00 P.M.", "Confidence": 0.97533, "X1": 0.14868, "Y1": 0.5662, "X2": 0.27368, "Y2": 0.566, "X3": 0.27368, "Y3": 0.5808, "X4": 0.14868, "Y4": 0.5828, "page": 0}, {"Word": "I will be anxious to hear from you as soon as possible.", "Confidence": 0.94525, "X1": 0.14605, "Y1": 0.5952, "X2": 0.59079, "Y2": 0.595, "X3": 0.59079, "Y3": 0.6098, "X4": 0.14605, "Y4": 0.6118, "page": 0}, {"Word": "Sincerely,", "Confidence": 0.646, "X1": 0.43684, "Y1": 0.6222, "X2": 0.52237, "Y2": 0.622, "X3": 0.52237, "Y3": 0.6418, "X4": 0.43684, "Y4": 0.6418, "page": 0}, {"Word": "J. S. M. Dashwood", "Confidence": 0.99225, "X1": 0.43289, "Y1": 0.6862, "X2": 0.59737, "Y2": 0.686, "X3": 0.59737, "Y3": 0.7028, "X4": 0.43289, "Y4": 0.7038, "page": 0}, {"Word": "JSM D:dms", "Confidence": 0.82, "X1": 0.14868, "Y1": 0.7182, "X2": 0.22895, "Y2": 0.718, "X3": 0.22895, "Y3": 0.7338, "X4": 0.14868, "Y4": 0.7338, "page": 0}], "words_data": [{"Word": "HK00558023", "Confidence": 0.603, "X1": 0.63026, "Y1": 0.0112, "X2": 0.78158, "Y2": 0.011, "X3": 0.78026, "Y3": 0.0318, "X4": 0.62895, "Y4": 0.0278, "page": 0, "Index": 0}, {"Word": "UNION", "Confidence": 0.996, "X1": 0.12105, "Y1": 0.0362, "X2": 0.18684, "Y2": 0.036, "X3": 0.18553, "Y3": 0.0498, "X4": 0.12105, "Y4": 0.0508, "page": 0, "Index": 1}, {"Word": "DIVISION", "Confidence": 0.995, "X1": 0.20132, "Y1": 0.0362, "X2": 0.28816, "Y2": 0.036, "X3": 0.28816, "Y3": 0.0498, "X4": 0.2, "Y4": 0.0498, "page": 0, "Index": 2}, {"Word": "MILES", "Confidence": 0.898, "X1": 0.025, "Y1": 0.0482, "X2": 0.10395, "Y2": 0.048, "X3": 0.10395, "Y3": 0.0648, "X4": 0.025, "Y4": 0.0648, "page": 0, "Index": 3}, {"Word": "MILES", "Confidence": 0.994, "X1": 0.12368, "Y1": 0.0512, "X2": 0.16974, "Y2": 0.051, "X3": 0.16974, "Y3": 0.0628, "X4": 0.12368, "Y4": 0.0628, "page": 0, "Index": 4}, {"Word": "LABORATORIES,", "Confidence": 0.851, "X1": 0.17632, "Y1": 0.0502, "X2": 0.30526, "Y2": 0.05, "X3": 0.30395, "Y3": 0.0628, "X4": 0.17632, "Y4": 0.0628, "page": 0, "Index": 5}, {"Word": "INC.", "Confidence": 0.986, "X1": 0.30921, "Y1": 0.0502, "X2": 0.34605, "Y2": 0.05, "X3": 0.34605, "Y3": 0.0628, "X4": 0.30921, "Y4": 0.0628, "page": 0, "Index": 6}, {"Word": "900", "Confidence": 0.974, "X1": 0.12368, "Y1": 0.0632, "X2": 0.14868, "Y2": 0.063, "X3": 0.14868, "Y3": 0.0758, "X4": 0.12368, "Y4": 0.0758, "page": 0, "Index": 7}, {"Word": "19th", "Confidence": 0.647, "X1": 0.15395, "Y1": 0.0642, "X2": 0.18158, "Y2": 0.064, "X3": 0.18158, "Y3": 0.0758, "X4": 0.15395, "Y4": 0.0758, "page": 0, "Index": 8}, {"Word": "Street/Granite", "Confidence": 0.605, "X1": 0.18553, "Y1": 0.0642, "X2": 0.26974, "Y2": 0.064, "X3": 0.26974, "Y3": 0.0758, "X4": 0.18421, "Y4": 0.0758, "page": 0, "Index": 9}, {"Word": "City,", "Confidence": 0.672, "X1": 0.27368, "Y1": 0.0642, "X2": 0.30395, "Y2": 0.064, "X3": 0.30395, "Y3": 0.0758, "X4": 0.27237, "Y4": 0.0758, "page": 0, "Index": 10}, {"Word": "Illinois", "Confidence": 0.628, "X1": 0.30789, "Y1": 0.0632, "X2": 0.35263, "Y2": 0.063, "X3": 0.35263, "Y3": 0.0758, "X4": 0.30658, "Y4": 0.0758, "page": 0, "Index": 11}, {"Word": "62040", "Confidence": 0.904, "X1": 0.35658, "Y1": 0.0632, "X2": 0.39079, "Y2": 0.063, "X3": 0.38947, "Y3": 0.0758, "X4": 0.35526, "Y4": 0.0758, "page": 0, "Index": 12}, {"Word": "DASHWOOD", "Confidence": 0.51, "X1": 0.69211, "Y1": 0.0852, "X2": 0.75395, "Y2": 0.085, "X3": 0.75395, "Y3": 0.0958, "X4": 0.69211, "Y4": 0.0988, "page": 0, "Index": 13}, {"Word": "1:5.M.", "Confidence": 0.101, "X1": 0.65, "Y1": 0.0852, "X2": 0.68816, "Y2": 0.085, "X3": 0.68947, "Y3": 0.0988, "X4": 0.65132, "Y4": 0.1018, "page": 0, "Index": 14}, {"Word": "Telephone:", "Confidence": 0.675, "X1": 0.03026, "Y1": 0.0952, "X2": 0.09868, "Y2": 0.095, "X3": 0.09868, "Y3": 0.1098, "X4": 0.02895, "Y4": 0.1108, "page": 0, "Index": 15}, {"Word": "(618)", "Confidence": 0.905, "X1": 0.10263, "Y1": 0.0952, "X2": 0.14211, "Y2": 0.095, "X3": 0.14079, "Y3": 0.1098, "X4": 0.10263, "Y4": 0.1098, "page": 0, "Index": 16}, {"Word": "451-7730", "Confidence": 0.944, "X1": 0.14605, "Y1": 0.0952, "X2": 0.20658, "Y2": 0.095, "X3": 0.20658, "Y3": 0.1108, "X4": 0.14474, "Y4": 0.1098, "page": 0, "Index": 17}, {"Word": "May", "Confidence": 0.998, "X1": 0.36447, "Y1": 0.1132, "X2": 0.39474, "Y2": 0.113, "X3": 0.39474, "Y3": 0.1288, "X4": 0.36447, "Y4": 0.1278, "page": 0, "Index": 18}, {"Word": "21,", "Confidence": 0.998, "X1": 0.39868, "Y1": 0.1132, "X2": 0.42895, "Y2": 0.113, "X3": 0.42895, "Y3": 0.1288, "X4": 0.39868, "Y4": 0.1288, "page": 0, "Index": 19}, {"Word": "1969", "Confidence": 0.991, "X1": 0.43289, "Y1": 0.1122, "X2": 0.47237, "Y2": 0.112, "X3": 0.47237, "Y3": 0.1288, "X4": 0.43289, "Y4": 0.1288, "page": 0, "Index": 20}, {"Word": "Robert", "Confidence": 0.982, "X1": 0.18158, "Y1": 0.2132, "X2": 0.23289, "Y2": 0.213, "X3": 0.23158, "Y3": 0.2278, "X4": 0.18026, "Y4": 0.2288, "page": 0, "Index": 21}, {"Word": "C.", "Confidence": 0.998, "X1": 0.23553, "Y1": 0.2132, "X2": 0.25921, "Y2": 0.213, "X3": 0.25789, "Y3": 0.2278, "X4": 0.23553, "Y4": 0.2278, "page": 0, "Index": 22}, {"Word": "Hockett", "Confidence": 0.996, "X1": 0.26316, "Y1": 0.2142, "X2": 0.33158, "Y2": 0.214, "X3": 0.33026, "Y3": 0.2278, "X4": 0.26184, "Y4": 0.2278, "page": 0, "Index": 23}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.15, "Y1": 0.2142, "X2": 0.17763, "Y2": 0.214, "X3": 0.17632, "Y3": 0.2288, "X4": 0.14868, "Y4": 0.2288, "page": 0, "Index": 24}, {"Word": "60", "Confidence": 0.686, "X1": 0.15, "Y1": 0.2292, "X2": 0.16842, "Y2": 0.229, "X3": 0.16842, "Y3": 0.2418, "X4": 0.15132, "Y4": 0.2418, "page": 0, "Index": 25}, {"Word": "East", "Confidence": 0.988, "X1": 0.17368, "Y1": 0.2292, "X2": 0.20921, "Y2": 0.229, "X3": 0.20921, "Y3": 0.2418, "X4": 0.175, "Y4": 0.2418, "page": 0, "Index": 26}, {"Word": "80th", "Confidence": 0.982, "X1": 0.21316, "Y1": 0.2292, "X2": 0.24868, "Y2": 0.229, "X3": 0.24868, "Y3": 0.2418, "X4": 0.21316, "Y4": 0.2418, "page": 0, "Index": 27}, {"Word": "Street", "Confidence": 0.997, "X1": 0.25263, "Y1": 0.2292, "X2": 0.30263, "Y2": 0.229, "X3": 0.30132, "Y3": 0.2418, "X4": 0.25132, "Y4": 0.2418, "page": 0, "Index": 28}, {"Word": "New", "Confidence": 0.998, "X1": 0.15132, "Y1": 0.2442, "X2": 0.18158, "Y2": 0.244, "X3": 0.18158, "Y3": 0.2568, "X4": 0.15132, "Y4": 0.2568, "page": 0, "Index": 29}, {"Word": "York,", "Confidence": 0.997, "X1": 0.18947, "Y1": 0.2442, "X2": 0.23421, "Y2": 0.244, "X3": 0.23421, "Y3": 0.2568, "X4": 0.18947, "Y4": 0.2568, "page": 0, "Index": 30}, {"Word": "N.", "Confidence": 0.997, "X1": 0.23816, "Y1": 0.2442, "X2": 0.26053, "Y2": 0.244, "X3": 0.26053, "Y3": 0.2578, "X4": 0.23816, "Y4": 0.2568, "page": 0, "Index": 31}, {"Word": "Y.", "Confidence": 0.997, "X1": 0.26316, "Y1": 0.2442, "X2": 0.28553, "Y2": 0.244, "X3": 0.28421, "Y3": 0.2578, "X4": 0.26316, "Y4": 0.2578, "page": 0, "Index": 32}, {"Word": "Dear", "Confidence": 0.988, "X1": 0.14868, "Y1": 0.2732, "X2": 0.18684, "Y2": 0.273, "X3": 0.18684, "Y3": 0.2878, "X4": 0.14868, "Y4": 0.2878, "page": 0, "Index": 33}, {"Word": "Dr.", "Confidence": 0.97, "X1": 0.19079, "Y1": 0.2732, "X2": 0.21974, "Y2": 0.273, "X3": 0.21974, "Y3": 0.2878, "X4": 0.19079, "Y4": 0.2878, "page": 0, "Index": 34}, {"Word": "Hockett:", "Confidence": 0.994, "X1": 0.22368, "Y1": 0.2732, "X2": 0.29474, "Y2": 0.273, "X3": 0.29474, "Y3": 0.2878, "X4": 0.22368, "Y4": 0.2878, "page": 0, "Index": 35}, {"Word": "1", "Confidence": 0.656, "X1": 0.14868, "Y1": 0.3032, "X2": 0.15658, "Y2": 0.303, "X3": 0.15658, "Y3": 0.3158, "X4": 0.14868, "Y4": 0.3158, "page": 0, "Index": 36}, {"Word": "would", "Confidence": 0.998, "X1": 0.16053, "Y1": 0.3032, "X2": 0.20789, "Y2": 0.303, "X3": 0.20789, "Y3": 0.3158, "X4": 0.16053, "Y4": 0.3158, "page": 0, "Index": 37}, {"Word": "greatly", "Confidence": 0.996, "X1": 0.21184, "Y1": 0.3022, "X2": 0.26842, "Y2": 0.302, "X3": 0.26842, "Y3": 0.3158, "X4": 0.21184, "Y4": 0.3158, "page": 0, "Index": 38}, {"Word": "appreciate", "Confidence": 0.988, "X1": 0.27237, "Y1": 0.3022, "X2": 0.36053, "Y2": 0.302, "X3": 0.36053, "Y3": 0.3158, "X4": 0.27237, "Y4": 0.3158, "page": 0, "Index": 39}, {"Word": "the", "Confidence": 0.998, "X1": 0.36316, "Y1": 0.3022, "X2": 0.38421, "Y2": 0.302, "X3": 0.38421, "Y3": 0.3158, "X4": 0.36316, "Y4": 0.3158, "page": 0, "Index": 40}, {"Word": "opportunity", "Confidence": 0.992, "X1": 0.38816, "Y1": 0.3012, "X2": 0.48158, "Y2": 0.301, "X3": 0.48158, "Y3": 0.3148, "X4": 0.38816, "Y4": 0.3158, "page": 0, "Index": 41}, {"Word": "of", "Confidence": 0.998, "X1": 0.48553, "Y1": 0.3012, "X2": 0.50395, "Y2": 0.301, "X3": 0.50263, "Y3": 0.3148, "X4": 0.48553, "Y4": 0.3148, "page": 0, "Index": 42}, {"Word": "conversations", "Confidence": 0.991, "X1": 0.50658, "Y1": 0.3002, "X2": 0.61711, "Y2": 0.3, "X3": 0.61711, "Y3": 0.3148, "X4": 0.50658, "Y4": 0.3148, "page": 0, "Index": 43}, {"Word": "with", "Confidence": 0.991, "X1": 0.62105, "Y1": 0.3002, "X2": 0.65921, "Y2": 0.3, "X3": 0.65789, "Y3": 0.3138, "X4": 0.62105, "Y4": 0.3148, "page": 0, "Index": 44}, {"Word": "Consultant", "Confidence": 0.941, "X1": 0.55263, "Y1": 0.3142, "X2": 0.64342, "Y2": 0.314, "X3": 0.64211, "Y3": 0.3278, "X4": 0.55132, "Y4": 0.3288, "page": 0, "Index": 45}, {"Word": "you", "Confidence": 0.995, "X1": 0.15, "Y1": 0.3182, "X2": 0.17895, "Y2": 0.318, "X3": 0.17895, "Y3": 0.3308, "X4": 0.15, "Y4": 0.3308, "page": 0, "Index": 46}, {"Word": "about", "Confidence": 0.997, "X1": 0.18289, "Y1": 0.3182, "X2": 0.22632, "Y2": 0.318, "X3": 0.225, "Y3": 0.3308, "X4": 0.18289, "Y4": 0.3308, "page": 0, "Index": 47}, {"Word": "subjects", "Confidence": 0.994, "X1": 0.22895, "Y1": 0.3172, "X2": 0.29868, "Y2": 0.317, "X3": 0.29868, "Y3": 0.3308, "X4": 0.22895, "Y4": 0.3308, "page": 0, "Index": 48}, {"Word": "related", "Confidence": 0.991, "X1": 0.30263, "Y1": 0.3172, "X2": 0.36316, "Y2": 0.317, "X3": 0.36184, "Y3": 0.3308, "X4": 0.30132, "Y4": 0.3308, "page": 0, "Index": 49}, {"Word": "to", "Confidence": 0.997, "X1": 0.36711, "Y1": 0.3172, "X2": 0.38026, "Y2": 0.317, "X3": 0.37895, "Y3": 0.3308, "X4": 0.36579, "Y4": 0.3308, "page": 0, "Index": 50}, {"Word": "sugar", "Confidence": 0.997, "X1": 0.38289, "Y1": 0.3162, "X2": 0.42763, "Y2": 0.316, "X3": 0.42632, "Y3": 0.3298, "X4": 0.38289, "Y4": 0.3308, "page": 0, "Index": 51}, {"Word": "covered", "Confidence": 0.997, "X1": 0.43158, "Y1": 0.3162, "X2": 0.49605, "Y2": 0.316, "X3": 0.49605, "Y3": 0.3298, "X4": 0.43026, "Y4": 0.3298, "page": 0, "Index": 52}, {"Word": "in", "Confidence": 0.998, "X1": 0.5, "Y1": 0.3162, "X2": 0.51842, "Y2": 0.316, "X3": 0.51711, "Y3": 0.3298, "X4": 0.5, "Y4": 0.3298, "page": 0, "Index": 53}, {"Word": "the", "Confidence": 0.998, "X1": 0.52368, "Y1": 0.3152, "X2": 0.54868, "Y2": 0.315, "X3": 0.54737, "Y3": 0.3288, "X4": 0.52237, "Y4": 0.3298, "page": 0, "Index": 54}, {"Word": "Agreement", "Confidence": 0.992, "X1": 0.15, "Y1": 0.3322, "X2": 0.22895, "Y2": 0.332, "X3": 0.22895, "Y3": 0.3458, "X4": 0.15, "Y4": 0.3468, "page": 0, "Index": 55}, {"Word": "between", "Confidence": 0.995, "X1": 0.23289, "Y1": 0.3322, "X2": 0.29737, "Y2": 0.332, "X3": 0.29737, "Y3": 0.3458, "X4": 0.23289, "Y4": 0.3458, "page": 0, "Index": 56}, {"Word": "you", "Confidence": 0.998, "X1": 0.30263, "Y1": 0.3312, "X2": 0.33421, "Y2": 0.331, "X3": 0.33289, "Y3": 0.3458, "X4": 0.30263, "Y4": 0.3458, "page": 0, "Index": 57}, {"Word": "and", "Confidence": 0.998, "X1": 0.33947, "Y1": 0.3312, "X2": 0.36579, "Y2": 0.331, "X3": 0.36579, "Y3": 0.3458, "X4": 0.33816, "Y4": 0.3458, "page": 0, "Index": 58}, {"Word": "Miles", "Confidence": 0.997, "X1": 0.36974, "Y1": 0.3312, "X2": 0.41447, "Y2": 0.331, "X3": 0.41447, "Y3": 0.3448, "X4": 0.36974, "Y4": 0.3458, "page": 0, "Index": 59}, {"Word": "Laboratories,", "Confidence": 0.991, "X1": 0.41842, "Y1": 0.3302, "X2": 0.53026, "Y2": 0.33, "X3": 0.53026, "Y3": 0.3438, "X4": 0.41711, "Y4": 0.3448, "page": 0, "Index": 60}, {"Word": "Inc.", "Confidence": 0.991, "X1": 0.53421, "Y1": 0.3302, "X2": 0.56974, "Y2": 0.33, "X3": 0.56974, "Y3": 0.3438, "X4": 0.53421, "Y4": 0.3438, "page": 0, "Index": 61}, {"Word": "I", "Confidence": 0.981, "X1": 0.15, "Y1": 0.3612, "X2": 0.15789, "Y2": 0.361, "X3": 0.15789, "Y3": 0.3748, "X4": 0.15, "Y4": 0.3748, "page": 0, "Index": 62}, {"Word": "tried", "Confidence": 0.68, "X1": 0.16184, "Y1": 0.3612, "X2": 0.19868, "Y2": 0.361, "X3": 0.19868, "Y3": 0.3748, "X4": 0.16184, "Y4": 0.3748, "page": 0, "Index": 63}, {"Word": "yesterday", "Confidence": 0.855, "X1": 0.20263, "Y1": 0.3612, "X2": 0.28026, "Y2": 0.361, "X3": 0.28026, "Y3": 0.3748, "X4": 0.20263, "Y4": 0.3748, "page": 0, "Index": 64}, {"Word": "and", "Confidence": 0.998, "X1": 0.28421, "Y1": 0.3612, "X2": 0.31447, "Y2": 0.361, "X3": 0.31447, "Y3": 0.3748, "X4": 0.28421, "Y4": 0.3748, "page": 0, "Index": 65}, {"Word": "today,", "Confidence": 0.614, "X1": 0.31842, "Y1": 0.3602, "X2": 0.37105, "Y2": 0.36, "X3": 0.36974, "Y3": 0.3748, "X4": 0.31842, "Y4": 0.3748, "page": 0, "Index": 66}, {"Word": "without", "Confidence": 0.646, "X1": 0.375, "Y1": 0.3602, "X2": 0.43421, "Y2": 0.36, "X3": 0.43289, "Y3": 0.3748, "X4": 0.37368, "Y4": 0.3748, "page": 0, "Index": 67}, {"Word": "success,", "Confidence": 0.666, "X1": 0.43816, "Y1": 0.3602, "X2": 0.51579, "Y2": 0.36, "X3": 0.51447, "Y3": 0.3738, "X4": 0.43684, "Y4": 0.3748, "page": 0, "Index": 68}, {"Word": "to", "Confidence": 0.994, "X1": 0.51974, "Y1": 0.3602, "X2": 0.53684, "Y2": 0.36, "X3": 0.53553, "Y3": 0.3738, "X4": 0.51842, "Y4": 0.3738, "page": 0, "Index": 69}, {"Word": "contact", "Confidence": 0.742, "X1": 0.54079, "Y1": 0.3592, "X2": 0.59868, "Y2": 0.359, "X3": 0.59737, "Y3": 0.3738, "X4": 0.53947, "Y4": 0.3738, "page": 0, "Index": 70}, {"Word": "you", "Confidence": 0.998, "X1": 0.60263, "Y1": 0.3592, "X2": 0.63421, "Y2": 0.359, "X3": 0.63289, "Y3": 0.3738, "X4": 0.60132, "Y4": 0.3738, "page": 0, "Index": 71}, {"Word": "by", "Confidence": 0.998, "X1": 0.63816, "Y1": 0.3592, "X2": 0.66053, "Y2": 0.359, "X3": 0.65921, "Y3": 0.3728, "X4": 0.63684, "Y4": 0.3728, "page": 0, "Index": 72}, {"Word": "telephone", "Confidence": 0.941, "X1": 0.15132, "Y1": 0.3762, "X2": 0.225, "Y2": 0.376, "X3": 0.22632, "Y3": 0.3898, "X4": 0.15132, "Y4": 0.3898, "page": 0, "Index": 73}, {"Word": "at", "Confidence": 0.998, "X1": 0.23026, "Y1": 0.3762, "X2": 0.24737, "Y2": 0.376, "X3": 0.24737, "Y3": 0.3898, "X4": 0.23026, "Y4": 0.3898, "page": 0, "Index": 74}, {"Word": "212-734-8379.", "Confidence": 0.955, "X1": 0.25132, "Y1": 0.3752, "X2": 0.375, "Y2": 0.375, "X3": 0.375, "Y3": 0.3888, "X4": 0.25132, "Y4": 0.3898, "page": 0, "Index": 75}, {"Word": "Would", "Confidence": 0.994, "X1": 0.37895, "Y1": 0.3752, "X2": 0.42895, "Y2": 0.375, "X3": 0.43026, "Y3": 0.3888, "X4": 0.37895, "Y4": 0.3888, "page": 0, "Index": 76}, {"Word": "it", "Confidence": 0.993, "X1": 0.43289, "Y1": 0.3752, "X2": 0.44868, "Y2": 0.375, "X3": 0.44868, "Y3": 0.3888, "X4": 0.43421, "Y4": 0.3888, "page": 0, "Index": 77}, {"Word": "be", "Confidence": 0.998, "X1": 0.45263, "Y1": 0.3752, "X2": 0.475, "Y2": 0.375, "X3": 0.475, "Y3": 0.3888, "X4": 0.45263, "Y4": 0.3888, "page": 0, "Index": 78}, {"Word": "possible", "Confidence": 0.932, "X1": 0.47763, "Y1": 0.3752, "X2": 0.54868, "Y2": 0.375, "X3": 0.54868, "Y3": 0.3888, "X4": 0.47895, "Y4": 0.3888, "page": 0, "Index": 79}, {"Word": "for", "Confidence": 0.998, "X1": 0.55132, "Y1": 0.3752, "X2": 0.57632, "Y2": 0.375, "X3": 0.57632, "Y3": 0.3888, "X4": 0.55132, "Y4": 0.3888, "page": 0, "Index": 80}, {"Word": "you", "Confidence": 0.998, "X1": 0.58026, "Y1": 0.3752, "X2": 0.60789, "Y2": 0.375, "X3": 0.60789, "Y3": 0.3888, "X4": 0.58026, "Y4": 0.3888, "page": 0, "Index": 81}, {"Word": "to", "Confidence": 0.998, "X1": 0.61184, "Y1": 0.3752, "X2": 0.63026, "Y2": 0.375, "X3": 0.63026, "Y3": 0.3888, "X4": 0.61184, "Y4": 0.3888, "page": 0, "Index": 82}, {"Word": "visit", "Confidence": 0.993, "X1": 0.15, "Y1": 0.3912, "X2": 0.18684, "Y2": 0.391, "X3": 0.18816, "Y3": 0.4048, "X4": 0.15132, "Y4": 0.4048, "page": 0, "Index": 83}, {"Word": "Miles", "Confidence": 0.996, "X1": 0.19079, "Y1": 0.3912, "X2": 0.23684, "Y2": 0.391, "X3": 0.23816, "Y3": 0.4048, "X4": 0.19211, "Y4": 0.4048, "page": 0, "Index": 84}, {"Word": "Union", "Confidence": 0.991, "X1": 0.24079, "Y1": 0.3902, "X2": 0.28816, "Y2": 0.39, "X3": 0.28816, "Y3": 0.4048, "X4": 0.24211, "Y4": 0.4048, "page": 0, "Index": 85}, {"Word": "Division", "Confidence": 0.995, "X1": 0.29211, "Y1": 0.3902, "X2": 0.36447, "Y2": 0.39, "X3": 0.36447, "Y3": 0.4038, "X4": 0.29211, "Y4": 0.4048, "page": 0, "Index": 86}, {"Word": "here", "Confidence": 0.653, "X1": 0.36842, "Y1": 0.3892, "X2": 0.4, "Y2": 0.389, "X3": 0.4, "Y3": 0.4038, "X4": 0.36842, "Y4": 0.4038, "page": 0, "Index": 87}, {"Word": "at", "Confidence": 0.997, "X1": 0.40395, "Y1": 0.3892, "X2": 0.42105, "Y2": 0.389, "X3": 0.42105, "Y3": 0.4038, "X4": 0.40395, "Y4": 0.4038, "page": 0, "Index": 88}, {"Word": "Granite", "Confidence": 0.991, "X1": 0.425, "Y1": 0.3892, "X2": 0.48684, "Y2": 0.389, "X3": 0.48684, "Y3": 0.4028, "X4": 0.425, "Y4": 0.4038, "page": 0, "Index": 89}, {"Word": "City,", "Confidence": 0.995, "X1": 0.49079, "Y1": 0.3892, "X2": 0.53684, "Y2": 0.389, "X3": 0.53553, "Y3": 0.4028, "X4": 0.49079, "Y4": 0.4028, "page": 0, "Index": 90}, {"Word": "Illinois,", "Confidence": 0.66, "X1": 0.53947, "Y1": 0.3892, "X2": 0.60921, "Y2": 0.389, "X3": 0.60789, "Y3": 0.4028, "X4": 0.53947, "Y4": 0.4028, "page": 0, "Index": 91}, {"Word": "on", "Confidence": 0.998, "X1": 0.61316, "Y1": 0.3892, "X2": 0.63289, "Y2": 0.389, "X3": 0.63289, "Y3": 0.4028, "X4": 0.61184, "Y4": 0.4028, "page": 0, "Index": 92}, {"Word": "discussions", "Confidence": 0.991, "X1": 0.325, "Y1": 0.4042, "X2": 0.41842, "Y2": 0.404, "X3": 0.41711, "Y3": 0.4178, "X4": 0.325, "Y4": 0.4188, "page": 0, "Index": 93}, {"Word": "with", "Confidence": 0.989, "X1": 0.42105, "Y1": 0.4042, "X2": 0.45921, "Y2": 0.404, "X3": 0.45921, "Y3": 0.4178, "X4": 0.42105, "Y4": 0.4178, "page": 0, "Index": 94}, {"Word": "me", "Confidence": 0.991, "X1": 0.46316, "Y1": 0.4042, "X2": 0.48816, "Y2": 0.404, "X3": 0.48684, "Y3": 0.4178, "X4": 0.46316, "Y4": 0.4178, "page": 0, "Index": 95}, {"Word": "and", "Confidence": 0.998, "X1": 0.49211, "Y1": 0.4042, "X2": 0.52105, "Y2": 0.404, "X3": 0.52105, "Y3": 0.4178, "X4": 0.49079, "Y4": 0.4178, "page": 0, "Index": 96}, {"Word": "with", "Confidence": 0.989, "X1": 0.525, "Y1": 0.4042, "X2": 0.56184, "Y2": 0.404, "X3": 0.56053, "Y3": 0.4178, "X4": 0.525, "Y4": 0.4178, "page": 0, "Index": 97}, {"Word": "a", "Confidence": 0.998, "X1": 0.56579, "Y1": 0.4042, "X2": 0.575, "Y2": 0.404, "X3": 0.575, "Y3": 0.4178, "X4": 0.56447, "Y4": 0.4178, "page": 0, "Index": 98}, {"Word": "number", "Confidence": 0.997, "X1": 0.57895, "Y1": 0.4042, "X2": 0.63947, "Y2": 0.404, "X3": 0.63947, "Y3": 0.4178, "X4": 0.57895, "Y4": 0.4178, "page": 0, "Index": 99}, {"Word": "June", "Confidence": 0.982, "X1": 0.15, "Y1": 0.4062, "X2": 0.18421, "Y2": 0.406, "X3": 0.18421, "Y3": 0.4208, "X4": 0.15, "Y4": 0.4208, "page": 0, "Index": 100}, {"Word": "19", "Confidence": 0.996, "X1": 0.18816, "Y1": 0.4062, "X2": 0.20658, "Y2": 0.406, "X3": 0.20658, "Y3": 0.4208, "X4": 0.18816, "Y4": 0.4208, "page": 0, "Index": 101}, {"Word": "or", "Confidence": 0.998, "X1": 0.21053, "Y1": 0.4052, "X2": 0.22763, "Y2": 0.405, "X3": 0.22763, "Y3": 0.4198, "X4": 0.21053, "Y4": 0.4198, "page": 0, "Index": 102}, {"Word": "June", "Confidence": 0.989, "X1": 0.23158, "Y1": 0.4052, "X2": 0.26842, "Y2": 0.405, "X3": 0.26842, "Y3": 0.4198, "X4": 0.23158, "Y4": 0.4198, "page": 0, "Index": 103}, {"Word": "20", "Confidence": 0.998, "X1": 0.27237, "Y1": 0.4052, "X2": 0.29211, "Y2": 0.405, "X3": 0.29211, "Y3": 0.4188, "X4": 0.27237, "Y4": 0.4198, "page": 0, "Index": 104}, {"Word": "for", "Confidence": 0.998, "X1": 0.29605, "Y1": 0.4052, "X2": 0.32105, "Y2": 0.405, "X3": 0.32105, "Y3": 0.4188, "X4": 0.29605, "Y4": 0.4188, "page": 0, "Index": 105}, {"Word": "of", "Confidence": 0.998, "X1": 0.15132, "Y1": 0.4202, "X2": 0.16579, "Y2": 0.42, "X3": 0.16579, "Y3": 0.4348, "X4": 0.15, "Y4": 0.4348, "page": 0, "Index": 106}, {"Word": "other", "Confidence": 0.991, "X1": 0.16974, "Y1": 0.4202, "X2": 0.21184, "Y2": 0.42, "X3": 0.21053, "Y3": 0.4338, "X4": 0.16842, "Y4": 0.4348, "page": 0, "Index": 107}, {"Word": "Miles'", "Confidence": 0.995, "X1": 0.21579, "Y1": 0.4202, "X2": 0.26842, "Y2": 0.42, "X3": 0.26711, "Y3": 0.4338, "X4": 0.21447, "Y4": 0.4338, "page": 0, "Index": 108}, {"Word": "executives", "Confidence": 0.994, "X1": 0.27105, "Y1": 0.4192, "X2": 0.36184, "Y2": 0.419, "X3": 0.36053, "Y3": 0.4328, "X4": 0.27105, "Y4": 0.4338, "page": 0, "Index": 109}, {"Word": "concerned", "Confidence": 0.994, "X1": 0.36579, "Y1": 0.4192, "X2": 0.44211, "Y2": 0.419, "X3": 0.44079, "Y3": 0.4328, "X4": 0.36447, "Y4": 0.4328, "page": 0, "Index": 110}, {"Word": "with", "Confidence": 0.991, "X1": 0.44737, "Y1": 0.4192, "X2": 0.48421, "Y2": 0.419, "X3": 0.48289, "Y3": 0.4328, "X4": 0.44605, "Y4": 0.4328, "page": 0, "Index": 111}, {"Word": "sugar,", "Confidence": 0.994, "X1": 0.48816, "Y1": 0.4192, "X2": 0.54211, "Y2": 0.419, "X3": 0.54079, "Y3": 0.4328, "X4": 0.48684, "Y4": 0.4328, "page": 0, "Index": 112}, {"Word": "glucose,", "Confidence": 0.99, "X1": 0.54474, "Y1": 0.4192, "X2": 0.61579, "Y2": 0.419, "X3": 0.61579, "Y3": 0.4328, "X4": 0.54474, "Y4": 0.4328, "page": 0, "Index": 113}, {"Word": "cyclamates", "Confidence": 0.991, "X1": 0.26184, "Y1": 0.4342, "X2": 0.35395, "Y2": 0.434, "X3": 0.35395, "Y3": 0.4478, "X4": 0.26184, "Y4": 0.4488, "page": 0, "Index": 114}, {"Word": "?", "Confidence": 0.991, "X1": 0.35658, "Y1": 0.4342, "X2": 0.36842, "Y2": 0.434, "X3": 0.36842, "Y3": 0.4478, "X4": 0.35658, "Y4": 0.4478, "page": 0, "Index": 115}, {"Word": "dextrose,", "Confidence": 0.991, "X1": 0.15132, "Y1": 0.4362, "X2": 0.22632, "Y2": 0.436, "X3": 0.22632, "Y3": 0.4488, "X4": 0.15, "Y4": 0.4498, "page": 0, "Index": 116}, {"Word": "and", "Confidence": 0.998, "X1": 0.23026, "Y1": 0.4352, "X2": 0.25921, "Y2": 0.435, "X3": 0.25789, "Y3": 0.4488, "X4": 0.23026, "Y4": 0.4488, "page": 0, "Index": 117}, {"Word": "excellent", "Confidence": 0.992, "X1": 0.24211, "Y1": 0.4642, "X2": 0.31842, "Y2": 0.464, "X3": 0.31842, "Y3": 0.4778, "X4": 0.24211, "Y4": 0.4788, "page": 0, "Index": 118}, {"Word": "air", "Confidence": 0.941, "X1": 0.32105, "Y1": 0.4642, "X2": 0.34737, "Y2": 0.464, "X3": 0.34737, "Y3": 0.4778, "X4": 0.32105, "Y4": 0.4778, "page": 0, "Index": 119}, {"Word": "line", "Confidence": 0.984, "X1": 0.35132, "Y1": 0.4642, "X2": 0.37895, "Y2": 0.464, "X3": 0.37895, "Y3": 0.4778, "X4": 0.35132, "Y4": 0.4778, "page": 0, "Index": 120}, {"Word": "service", "Confidence": 0.995, "X1": 0.38289, "Y1": 0.4632, "X2": 0.44211, "Y2": 0.463, "X3": 0.44211, "Y3": 0.4768, "X4": 0.38289, "Y4": 0.4778, "page": 0, "Index": 121}, {"Word": "between", "Confidence": 0.993, "X1": 0.44605, "Y1": 0.4632, "X2": 0.51316, "Y2": 0.463, "X3": 0.51316, "Y3": 0.4768, "X4": 0.44605, "Y4": 0.4768, "page": 0, "Index": 122}, {"Word": "La", "Confidence": 0.995, "X1": 0.51842, "Y1": 0.4632, "X2": 0.53816, "Y2": 0.463, "X3": 0.53816, "Y3": 0.4768, "X4": 0.51842, "Y4": 0.4768, "page": 0, "Index": 123}, {"Word": "Guardia", "Confidence": 0.994, "X1": 0.54211, "Y1": 0.4622, "X2": 0.60526, "Y2": 0.462, "X3": 0.60395, "Y3": 0.4758, "X4": 0.54211, "Y4": 0.4768, "page": 0, "Index": 124}, {"Word": "and", "Confidence": 0.998, "X1": 0.60789, "Y1": 0.4622, "X2": 0.63947, "Y2": 0.462, "X3": 0.63947, "Y3": 0.4758, "X4": 0.60789, "Y4": 0.4758, "page": 0, "Index": 125}, {"Word": "There", "Confidence": 0.891, "X1": 0.15132, "Y1": 0.4652, "X2": 0.19211, "Y2": 0.465, "X3": 0.19211, "Y3": 0.4788, "X4": 0.15132, "Y4": 0.4798, "page": 0, "Index": 126}, {"Word": "is", "Confidence": 0.998, "X1": 0.19605, "Y1": 0.4652, "X2": 0.21316, "Y2": 0.465, "X3": 0.21316, "Y3": 0.4788, "X4": 0.19605, "Y4": 0.4788, "page": 0, "Index": 127}, {"Word": "an", "Confidence": 0.997, "X1": 0.21711, "Y1": 0.4652, "X2": 0.23816, "Y2": 0.465, "X3": 0.23816, "Y3": 0.4788, "X4": 0.21711, "Y4": 0.4788, "page": 0, "Index": 128}, {"Word": "St.", "Confidence": 0.998, "X1": 0.14868, "Y1": 0.4792, "X2": 0.17368, "Y2": 0.479, "X3": 0.175, "Y3": 0.4938, "X4": 0.15, "Y4": 0.4938, "page": 0, "Index": 129}, {"Word": "Louis", "Confidence": 0.93, "X1": 0.17763, "Y1": 0.4792, "X2": 0.22237, "Y2": 0.479, "X3": 0.22237, "Y3": 0.4938, "X4": 0.17763, "Y4": 0.4938, "page": 0, "Index": 130}, {"Word": "Airport", "Confidence": 0.995, "X1": 0.22632, "Y1": 0.4792, "X2": 0.28026, "Y2": 0.479, "X3": 0.28026, "Y3": 0.4928, "X4": 0.22632, "Y4": 0.4938, "page": 0, "Index": 131}, {"Word": "which", "Confidence": 0.998, "X1": 0.28289, "Y1": 0.4792, "X2": 0.33158, "Y2": 0.479, "X3": 0.33158, "Y3": 0.4928, "X4": 0.28289, "Y4": 0.4928, "page": 0, "Index": 132}, {"Word": "is", "Confidence": 0.963, "X1": 0.33684, "Y1": 0.4792, "X2": 0.35658, "Y2": 0.479, "X3": 0.35658, "Y3": 0.4928, "X4": 0.33684, "Y4": 0.4928, "page": 0, "Index": 133}, {"Word": "less", "Confidence": 0.991, "X1": 0.36053, "Y1": 0.4792, "X2": 0.39079, "Y2": 0.479, "X3": 0.39079, "Y3": 0.4918, "X4": 0.36053, "Y4": 0.4928, "page": 0, "Index": 134}, {"Word": "than", "Confidence": 0.963, "X1": 0.39474, "Y1": 0.4782, "X2": 0.42895, "Y2": 0.478, "X3": 0.42895, "Y3": 0.4918, "X4": 0.39474, "Y4": 0.4918, "page": 0, "Index": 135}, {"Word": "twenty", "Confidence": 0.995, "X1": 0.43421, "Y1": 0.4782, "X2": 0.48947, "Y2": 0.478, "X3": 0.48947, "Y3": 0.4918, "X4": 0.43421, "Y4": 0.4918, "page": 0, "Index": 136}, {"Word": "miles", "Confidence": 0.994, "X1": 0.49342, "Y1": 0.4782, "X2": 0.53816, "Y2": 0.478, "X3": 0.53816, "Y3": 0.4908, "X4": 0.49211, "Y4": 0.4918, "page": 0, "Index": 137}, {"Word": "from", "Confidence": 0.964, "X1": 0.54211, "Y1": 0.4782, "X2": 0.575, "Y2": 0.478, "X3": 0.575, "Y3": 0.4908, "X4": 0.54211, "Y4": 0.4908, "page": 0, "Index": 138}, {"Word": "here.", "Confidence": 0.884, "X1": 0.58158, "Y1": 0.4772, "X2": 0.62632, "Y2": 0.477, "X3": 0.62632, "Y3": 0.4908, "X4": 0.58158, "Y4": 0.4908, "page": 0, "Index": 139}, {"Word": "Instance,", "Confidence": 0.945, "X1": 0.18026, "Y1": 0.4942, "X2": 0.25526, "Y2": 0.494, "X3": 0.25526, "Y3": 0.5078, "X4": 0.17895, "Y4": 0.5088, "page": 0, "Index": 140}, {"Word": "you", "Confidence": 0.998, "X1": 0.25921, "Y1": 0.4942, "X2": 0.28816, "Y2": 0.494, "X3": 0.28816, "Y3": 0.5078, "X4": 0.25921, "Y4": 0.5078, "page": 0, "Index": 141}, {"Word": "could", "Confidence": 0.997, "X1": 0.29211, "Y1": 0.4932, "X2": 0.33947, "Y2": 0.493, "X3": 0.33947, "Y3": 0.5068, "X4": 0.29211, "Y4": 0.5078, "page": 0, "Index": 142}, {"Word": "have", "Confidence": 0.988, "X1": 0.34474, "Y1": 0.4932, "X2": 0.37763, "Y2": 0.493, "X3": 0.37763, "Y3": 0.5068, "X4": 0.34474, "Y4": 0.5068, "page": 0, "Index": 143}, {"Word": "lunch", "Confidence": 0.996, "X1": 0.38158, "Y1": 0.4932, "X2": 0.42632, "Y2": 0.493, "X3": 0.42632, "Y3": 0.5068, "X4": 0.38158, "Y4": 0.5068, "page": 0, "Index": 144}, {"Word": "on", "Confidence": 0.885, "X1": 0.43026, "Y1": 0.4922, "X2": 0.45132, "Y2": 0.492, "X3": 0.45, "Y3": 0.5068, "X4": 0.43026, "Y4": 0.5068, "page": 0, "Index": 145}, {"Word": "TWA", "Confidence": 0.998, "X1": 0.45789, "Y1": 0.4922, "X2": 0.49211, "Y2": 0.492, "X3": 0.49079, "Y3": 0.5068, "X4": 0.45658, "Y4": 0.5068, "page": 0, "Index": 146}, {"Word": "Flight", "Confidence": 0.927, "X1": 0.49605, "Y1": 0.4922, "X2": 0.54474, "Y2": 0.492, "X3": 0.54474, "Y3": 0.5058, "X4": 0.49605, "Y4": 0.5068, "page": 0, "Index": 147}, {"Word": "171", "Confidence": 0.902, "X1": 0.54868, "Y1": 0.4912, "X2": 0.57763, "Y2": 0.491, "X3": 0.57763, "Y3": 0.5058, "X4": 0.54868, "Y4": 0.5058, "page": 0, "Index": 148}, {"Word": "which", "Confidence": 0.997, "X1": 0.58158, "Y1": 0.4912, "X2": 0.62763, "Y2": 0.491, "X3": 0.62763, "Y3": 0.5058, "X4": 0.58026, "Y4": 0.5058, "page": 0, "Index": 149}, {"Word": "For", "Confidence": 0.998, "X1": 0.15, "Y1": 0.4952, "X2": 0.17632, "Y2": 0.495, "X3": 0.17632, "Y3": 0.5088, "X4": 0.15, "Y4": 0.5088, "page": 0, "Index": 150}, {"Word": "leaves", "Confidence": 0.961, "X1": 0.15, "Y1": 0.5092, "X2": 0.20132, "Y2": 0.509, "X3": 0.20132, "Y3": 0.5228, "X4": 0.15, "Y4": 0.5228, "page": 0, "Index": 151}, {"Word": "La", "Confidence": 0.997, "X1": 0.20526, "Y1": 0.5082, "X2": 0.225, "Y2": 0.508, "X3": 0.225, "Y3": 0.5228, "X4": 0.20526, "Y4": 0.5228, "page": 0, "Index": 152}, {"Word": "Guardia", "Confidence": 0.991, "X1": 0.22895, "Y1": 0.5082, "X2": 0.29211, "Y2": 0.508, "X3": 0.29079, "Y3": 0.5228, "X4": 0.22895, "Y4": 0.5228, "page": 0, "Index": 153}, {"Word": "at", "Confidence": 0.998, "X1": 0.29605, "Y1": 0.5082, "X2": 0.31579, "Y2": 0.508, "X3": 0.31447, "Y3": 0.5218, "X4": 0.29474, "Y4": 0.5228, "page": 0, "Index": 154}, {"Word": "12:00", "Confidence": 0.997, "X1": 0.31974, "Y1": 0.5072, "X2": 0.36447, "Y2": 0.507, "X3": 0.36316, "Y3": 0.5218, "X4": 0.31842, "Y4": 0.5218, "page": 0, "Index": 155}, {"Word": "Noon", "Confidence": 0.982, "X1": 0.36711, "Y1": 0.5072, "X2": 0.40526, "Y2": 0.507, "X3": 0.40395, "Y3": 0.5218, "X4": 0.36711, "Y4": 0.5218, "page": 0, "Index": 156}, {"Word": "and", "Confidence": 0.998, "X1": 0.40789, "Y1": 0.5072, "X2": 0.43947, "Y2": 0.507, "X3": 0.43816, "Y3": 0.5218, "X4": 0.40789, "Y4": 0.5218, "page": 0, "Index": 157}, {"Word": "arrives", "Confidence": 0.991, "X1": 0.44342, "Y1": 0.5072, "X2": 0.50132, "Y2": 0.507, "X3": 0.50132, "Y3": 0.5208, "X4": 0.44211, "Y4": 0.5218, "page": 0, "Index": 158}, {"Word": "in", "Confidence": 0.998, "X1": 0.50526, "Y1": 0.5072, "X2": 0.52368, "Y2": 0.507, "X3": 0.52368, "Y3": 0.5208, "X4": 0.50395, "Y4": 0.5208, "page": 0, "Index": 159}, {"Word": "St.", "Confidence": 0.998, "X1": 0.52763, "Y1": 0.5072, "X2": 0.55263, "Y2": 0.507, "X3": 0.55263, "Y3": 0.5208, "X4": 0.52632, "Y4": 0.5208, "page": 0, "Index": 160}, {"Word": "Louis", "Confidence": 0.976, "X1": 0.55658, "Y1": 0.5072, "X2": 0.60132, "Y2": 0.507, "X3": 0.60132, "Y3": 0.5208, "X4": 0.55658, "Y4": 0.5208, "page": 0, "Index": 161}, {"Word": "at", "Confidence": 0.998, "X1": 0.60526, "Y1": 0.5072, "X2": 0.62632, "Y2": 0.507, "X3": 0.625, "Y3": 0.5208, "X4": 0.60526, "Y4": 0.5208, "page": 0, "Index": 162}, {"Word": "1:11", "Confidence": 0.776, "X1": 0.15132, "Y1": 0.5222, "X2": 0.18289, "Y2": 0.522, "X3": 0.18421, "Y3": 0.5378, "X4": 0.15263, "Y4": 0.5378, "page": 0, "Index": 163}, {"Word": "P.M.", "Confidence": 0.991, "X1": 0.18684, "Y1": 0.5232, "X2": 0.23289, "Y2": 0.523, "X3": 0.23421, "Y3": 0.5378, "X4": 0.18684, "Y4": 0.5378, "page": 0, "Index": 164}, {"Word": "We", "Confidence": 0.896, "X1": 0.24079, "Y1": 0.5232, "X2": 0.26711, "Y2": 0.523, "X3": 0.26711, "Y3": 0.5378, "X4": 0.24079, "Y4": 0.5378, "page": 0, "Index": 165}, {"Word": "would", "Confidence": 0.998, "X1": 0.26974, "Y1": 0.5232, "X2": 0.31974, "Y2": 0.523, "X3": 0.32105, "Y3": 0.5378, "X4": 0.27105, "Y4": 0.5378, "page": 0, "Index": 166}, {"Word": "arrange", "Confidence": 0.665, "X1": 0.325, "Y1": 0.5232, "X2": 0.38026, "Y2": 0.523, "X3": 0.38158, "Y3": 0.5368, "X4": 0.32632, "Y4": 0.5378, "page": 0, "Index": 167}, {"Word": "to", "Confidence": 0.635, "X1": 0.38421, "Y1": 0.5232, "X2": 0.4, "Y2": 0.523, "X3": 0.4, "Y3": 0.5368, "X4": 0.38421, "Y4": 0.5368, "page": 0, "Index": 168}, {"Word": "have", "Confidence": 0.99, "X1": 0.40395, "Y1": 0.5222, "X2": 0.44605, "Y2": 0.522, "X3": 0.44605, "Y3": 0.5368, "X4": 0.40395, "Y4": 0.5368, "page": 0, "Index": 169}, {"Word": "someone", "Confidence": 0.994, "X1": 0.45132, "Y1": 0.5222, "X2": 0.52105, "Y2": 0.522, "X3": 0.52105, "Y3": 0.5358, "X4": 0.45132, "Y4": 0.5358, "page": 0, "Index": 170}, {"Word": "meet", "Confidence": 0.985, "X1": 0.525, "Y1": 0.5222, "X2": 0.56447, "Y2": 0.522, "X3": 0.56316, "Y3": 0.5348, "X4": 0.525, "Y4": 0.5358, "page": 0, "Index": 171}, {"Word": "you.", "Confidence": 0.969, "X1": 0.56842, "Y1": 0.5222, "X2": 0.60658, "Y2": 0.522, "X3": 0.60658, "Y3": 0.5338, "X4": 0.56711, "Y4": 0.5348, "page": 0, "Index": 172}, {"Word": "You", "Confidence": 0.998, "X1": 0.61579, "Y1": 0.5222, "X2": 0.64605, "Y2": 0.522, "X3": 0.64474, "Y3": 0.5338, "X4": 0.61447, "Y4": 0.5338, "page": 0, "Index": 173}, {"Word": "could", "Confidence": 0.994, "X1": 0.15, "Y1": 0.5382, "X2": 0.19211, "Y2": 0.538, "X3": 0.19211, "Y3": 0.5528, "X4": 0.15, "Y4": 0.5528, "page": 0, "Index": 174}, {"Word": "have", "Confidence": 0.988, "X1": 0.19605, "Y1": 0.5382, "X2": 0.23421, "Y2": 0.538, "X3": 0.23421, "Y3": 0.5528, "X4": 0.19605, "Y4": 0.5528, "page": 0, "Index": 175}, {"Word": "dinner", "Confidence": 0.996, "X1": 0.23816, "Y1": 0.5382, "X2": 0.28816, "Y2": 0.538, "X3": 0.28816, "Y3": 0.5518, "X4": 0.23816, "Y4": 0.5528, "page": 0, "Index": 176}, {"Word": "on", "Confidence": 0.998, "X1": 0.29211, "Y1": 0.5382, "X2": 0.31447, "Y2": 0.538, "X3": 0.31316, "Y3": 0.5518, "X4": 0.29211, "Y4": 0.5518, "page": 0, "Index": 177}, {"Word": "your", "Confidence": 0.991, "X1": 0.31842, "Y1": 0.5382, "X2": 0.35658, "Y2": 0.538, "X3": 0.35526, "Y3": 0.5508, "X4": 0.31711, "Y4": 0.5518, "page": 0, "Index": 178}, {"Word": "way", "Confidence": 0.998, "X1": 0.35921, "Y1": 0.5382, "X2": 0.38684, "Y2": 0.538, "X3": 0.38684, "Y3": 0.5508, "X4": 0.35921, "Y4": 0.5508, "page": 0, "Index": 179}, {"Word": "home", "Confidence": 0.988, "X1": 0.39079, "Y1": 0.5372, "X2": 0.43289, "Y2": 0.537, "X3": 0.43158, "Y3": 0.5508, "X4": 0.38947, "Y4": 0.5508, "page": 0, "Index": 180}, {"Word": "on", "Confidence": 0.998, "X1": 0.43553, "Y1": 0.5372, "X2": 0.45789, "Y2": 0.537, "X3": 0.45789, "Y3": 0.5508, "X4": 0.43553, "Y4": 0.5508, "page": 0, "Index": 181}, {"Word": "TWA", "Confidence": 0.997, "X1": 0.46447, "Y1": 0.5372, "X2": 0.49737, "Y2": 0.537, "X3": 0.49737, "Y3": 0.5498, "X4": 0.46447, "Y4": 0.5508, "page": 0, "Index": 182}, {"Word": "Flight", "Confidence": 0.992, "X1": 0.50132, "Y1": 0.5362, "X2": 0.55132, "Y2": 0.536, "X3": 0.55132, "Y3": 0.5498, "X4": 0.50132, "Y4": 0.5498, "page": 0, "Index": 183}, {"Word": "56", "Confidence": 0.9, "X1": 0.55526, "Y1": 0.5362, "X2": 0.575, "Y2": 0.536, "X3": 0.57368, "Y3": 0.5498, "X4": 0.55526, "Y4": 0.5498, "page": 0, "Index": 184}, {"Word": "which", "Confidence": 0.998, "X1": 0.57895, "Y1": 0.5352, "X2": 0.625, "Y2": 0.535, "X3": 0.625, "Y3": 0.5488, "X4": 0.57763, "Y4": 0.5488, "page": 0, "Index": 185}, {"Word": "leaves", "Confidence": 0.991, "X1": 0.14737, "Y1": 0.5522, "X2": 0.20132, "Y2": 0.552, "X3": 0.2, "Y3": 0.5668, "X4": 0.14737, "Y4": 0.5668, "page": 0, "Index": 186}, {"Word": "St.", "Confidence": 0.997, "X1": 0.20526, "Y1": 0.5522, "X2": 0.23026, "Y2": 0.552, "X3": 0.23026, "Y3": 0.5668, "X4": 0.20395, "Y4": 0.5668, "page": 0, "Index": 187}, {"Word": "Louis", "Confidence": 0.925, "X1": 0.23421, "Y1": 0.5522, "X2": 0.27895, "Y2": 0.552, "X3": 0.27895, "Y3": 0.5658, "X4": 0.23421, "Y4": 0.5668, "page": 0, "Index": 188}, {"Word": "at", "Confidence": 0.997, "X1": 0.28289, "Y1": 0.5522, "X2": 0.30132, "Y2": 0.552, "X3": 0.30132, "Y3": 0.5658, "X4": 0.28289, "Y4": 0.5658, "page": 0, "Index": 189}, {"Word": "5:00", "Confidence": 0.981, "X1": 0.30526, "Y1": 0.5512, "X2": 0.34211, "Y2": 0.551, "X3": 0.34211, "Y3": 0.5658, "X4": 0.30526, "Y4": 0.5658, "page": 0, "Index": 190}, {"Word": "P.M.", "Confidence": 0.971, "X1": 0.34737, "Y1": 0.5512, "X2": 0.38816, "Y2": 0.551, "X3": 0.38684, "Y3": 0.5658, "X4": 0.34737, "Y4": 0.5658, "page": 0, "Index": 191}, {"Word": "and", "Confidence": 0.998, "X1": 0.39211, "Y1": 0.5512, "X2": 0.41974, "Y2": 0.551, "X3": 0.41974, "Y3": 0.5648, "X4": 0.39079, "Y4": 0.5658, "page": 0, "Index": 192}, {"Word": "arrives", "Confidence": 0.994, "X1": 0.42368, "Y1": 0.5512, "X2": 0.48289, "Y2": 0.551, "X3": 0.48158, "Y3": 0.5648, "X4": 0.42368, "Y4": 0.5648, "page": 0, "Index": 193}, {"Word": "at", "Confidence": 0.997, "X1": 0.48553, "Y1": 0.5512, "X2": 0.50526, "Y2": 0.551, "X3": 0.50395, "Y3": 0.5648, "X4": 0.48553, "Y4": 0.5648, "page": 0, "Index": 194}, {"Word": "La", "Confidence": 0.996, "X1": 0.50789, "Y1": 0.5512, "X2": 0.53026, "Y2": 0.551, "X3": 0.52895, "Y3": 0.5648, "X4": 0.50789, "Y4": 0.5648, "page": 0, "Index": 195}, {"Word": "Guardia", "Confidence": 0.991, "X1": 0.53289, "Y1": 0.5512, "X2": 0.59605, "Y2": 0.551, "X3": 0.59474, "Y3": 0.5648, "X4": 0.53289, "Y4": 0.5648, "page": 0, "Index": 196}, {"Word": "just", "Confidence": 0.785, "X1": 0.6, "Y1": 0.5512, "X2": 0.63289, "Y2": 0.551, "X3": 0.63289, "Y3": 0.5648, "X4": 0.59868, "Y4": 0.5648, "page": 0, "Index": 197}, {"Word": "after", "Confidence": 0.958, "X1": 0.15, "Y1": 0.5672, "X2": 0.18684, "Y2": 0.567, "X3": 0.18553, "Y3": 0.5818, "X4": 0.14868, "Y4": 0.5828, "page": 0, "Index": 198}, {"Word": "8:00", "Confidence": 0.983, "X1": 0.19079, "Y1": 0.5672, "X2": 0.22368, "Y2": 0.567, "X3": 0.22368, "Y3": 0.5808, "X4": 0.18947, "Y4": 0.5818, "page": 0, "Index": 199}, {"Word": "P.M.", "Confidence": 0.985, "X1": 0.22763, "Y1": 0.5672, "X2": 0.27237, "Y2": 0.567, "X3": 0.27237, "Y3": 0.5818, "X4": 0.22763, "Y4": 0.5808, "page": 0, "Index": 200}, {"Word": "I", "Confidence": 0.991, "X1": 0.14737, "Y1": 0.5962, "X2": 0.15658, "Y2": 0.596, "X3": 0.15526, "Y3": 0.6118, "X4": 0.14605, "Y4": 0.6118, "page": 0, "Index": 201}, {"Word": "will", "Confidence": 0.991, "X1": 0.16053, "Y1": 0.5962, "X2": 0.19211, "Y2": 0.596, "X3": 0.19079, "Y3": 0.6118, "X4": 0.15921, "Y4": 0.6118, "page": 0, "Index": 202}, {"Word": "be", "Confidence": 0.995, "X1": 0.19605, "Y1": 0.5972, "X2": 0.21711, "Y2": 0.597, "X3": 0.21579, "Y3": 0.6118, "X4": 0.19474, "Y4": 0.6118, "page": 0, "Index": 203}, {"Word": "anxious", "Confidence": 0.848, "X1": 0.22105, "Y1": 0.5972, "X2": 0.28289, "Y2": 0.597, "X3": 0.28158, "Y3": 0.6118, "X4": 0.21974, "Y4": 0.6118, "page": 0, "Index": 204}, {"Word": "to", "Confidence": 0.998, "X1": 0.28684, "Y1": 0.5972, "X2": 0.30263, "Y2": 0.597, "X3": 0.30263, "Y3": 0.6108, "X4": 0.28553, "Y4": 0.6118, "page": 0, "Index": 205}, {"Word": "hear", "Confidence": 0.988, "X1": 0.30658, "Y1": 0.5972, "X2": 0.34605, "Y2": 0.597, "X3": 0.34605, "Y3": 0.6108, "X4": 0.30658, "Y4": 0.6108, "page": 0, "Index": 206}, {"Word": "from", "Confidence": 0.561, "X1": 0.35, "Y1": 0.5972, "X2": 0.38026, "Y2": 0.597, "X3": 0.37895, "Y3": 0.6108, "X4": 0.35, "Y4": 0.6108, "page": 0, "Index": 207}, {"Word": "you", "Confidence": 0.998, "X1": 0.38421, "Y1": 0.5972, "X2": 0.41316, "Y2": 0.597, "X3": 0.41316, "Y3": 0.6108, "X4": 0.38289, "Y4": 0.6108, "page": 0, "Index": 208}, {"Word": "as", "Confidence": 0.997, "X1": 0.41711, "Y1": 0.5962, "X2": 0.43816, "Y2": 0.596, "X3": 0.43816, "Y3": 0.6108, "X4": 0.41711, "Y4": 0.6108, "page": 0, "Index": 209}, {"Word": "soon", "Confidence": 0.986, "X1": 0.44342, "Y1": 0.5962, "X2": 0.48158, "Y2": 0.596, "X3": 0.48158, "Y3": 0.6108, "X4": 0.44342, "Y4": 0.6108, "page": 0, "Index": 210}, {"Word": "as", "Confidence": 0.998, "X1": 0.48553, "Y1": 0.5962, "X2": 0.50658, "Y2": 0.596, "X3": 0.50789, "Y3": 0.6098, "X4": 0.48553, "Y4": 0.6108, "page": 0, "Index": 211}, {"Word": "possible.", "Confidence": 0.992, "X1": 0.51053, "Y1": 0.5952, "X2": 0.58947, "Y2": 0.595, "X3": 0.58947, "Y3": 0.6098, "X4": 0.51053, "Y4": 0.6098, "page": 0, "Index": 212}, {"Word": "Sincerely,", "Confidence": 0.646, "X1": 0.43816, "Y1": 0.6222, "X2": 0.52105, "Y2": 0.622, "X3": 0.52368, "Y3": 0.6428, "X4": 0.43816, "Y4": 0.6418, "page": 0, "Index": 213}, {"Word": "J.", "Confidence": 0.981, "X1": 0.43421, "Y1": 0.6872, "X2": 0.45263, "Y2": 0.687, "X3": 0.45132, "Y3": 0.7048, "X4": 0.43289, "Y4": 0.7048, "page": 0, "Index": 214}, {"Word": "S.", "Confidence": 0.997, "X1": 0.45658, "Y1": 0.6872, "X2": 0.47763, "Y2": 0.687, "X3": 0.47632, "Y3": 0.7038, "X4": 0.45658, "Y4": 0.7048, "page": 0, "Index": 215}, {"Word": "M.", "Confidence": 0.998, "X1": 0.48158, "Y1": 0.6872, "X2": 0.50921, "Y2": 0.687, "X3": 0.50921, "Y3": 0.7038, "X4": 0.48158, "Y4": 0.7038, "page": 0, "Index": 216}, {"Word": "Dashwood", "Confidence": 0.993, "X1": 0.51316, "Y1": 0.6872, "X2": 0.59737, "Y2": 0.687, "X3": 0.59737, "Y3": 0.7018, "X4": 0.51316, "Y4": 0.7038, "page": 0, "Index": 217}, {"Word": "JSM", "Confidence": 0.645, "X1": 0.14868, "Y1": 0.7192, "X2": 0.175, "Y2": 0.719, "X3": 0.175, "Y3": 0.7348, "X4": 0.14868, "Y4": 0.7348, "page": 0, "Index": 218}, {"Word": "D:dms", "Confidence": 0.995, "X1": 0.17895, "Y1": 0.7192, "X2": 0.23026, "Y2": 0.719, "X3": 0.23026, "Y3": 0.7338, "X4": 0.17895, "Y4": 0.7348, "page": 0, "Index": 219}]}	"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"
ffyw0099	0	{"lines_data": [{"Word": "60", "Confidence": 0.791, "X1": 0.44005, "Y1": 0.1732, "X2": 0.49275, "Y2": 0.173, "X3": 0.49407, "Y3": 0.1928, "X4": 0.44005, "Y4": 0.1928, "page": 0}, {"Word": "6", "Confidence": 0.93, "X1": 0.96311, "Y1": 0.1932, "X2": 0.98682, "Y2": 0.193, "X3": 0.98814, "Y3": 0.2138, "X4": 0.96311, "Y4": 0.2128, "page": 0}, {"Word": "84-48-2941", "Confidence": 0.272, "X1": 0.65876, "Y1": 0.3482, "X2": 0.7141, "Y2": 0.348, "X3": 0.7141, "Y3": 0.3588, "X4": 0.65876, "Y4": 0.3598, "page": 0}, {"Word": "0+3", "Confidence": 0.408, "X1": 0.94598, "Y1": 0.3622, "X2": 0.94862, "Y2": 0.362, "X3": 0.93149, "Y3": 0.3628, "X4": 0.92885, "Y4": 0.3268, "page": 0}, {"Word": "you've Struck it Right", "Confidence": 0.68425, "X1": 0.53491, "Y1": 0.4652, "X2": 0.77997, "Y2": 0.465, "X3": 0.78129, "Y3": 0.4888, "X4": 0.53623, "Y4": 0.4938, "page": 0}, {"Word": "when you Light & CAMEL", "Confidence": 0.8162, "X1": 0.57444, "Y1": 0.4812, "X2": 0.85375, "Y2": 0.481, "X3": 0.85507, "Y3": 0.5028, "X4": 0.57444, "Y4": 0.5058, "page": 0}, {"Word": "Your taste will tell you thatt Per", "Confidence": 0.65143, "X1": 0.64427, "Y1": 0.5122, "X2": 0.83399, "Y2": 0.512, "X3": 0.83399, "Y3": 0.5228, "X4": 0.64427, "Y4": 0.5228, "page": 0}, {"Word": "Camels have the flavor and fra-", "Confidence": 0.81283, "X1": 0.63373, "Y1": 0.5222, "X2": 0.83399, "Y2": 0.522, "X3": 0.83399, "Y3": 0.5328, "X4": 0.63373, "Y4": 0.5328, "page": 0}, {"Word": "craace of choicest tobaccos, perfectly", "Confidence": 0.6418, "X1": 0.63241, "Y1": 0.5322, "X2": 0.83399, "Y2": 0.532, "X3": 0.83399, "Y3": 0.5428, "X4": 0.63241, "Y4": 0.5438, "page": 0}, {"Word": "Mended. They're smooth and malloy-", "Confidence": 0.6764, "X1": 0.63109, "Y1": 0.5422, "X2": 0.83399, "Y2": 0.542, "X3": 0.83399, "Y3": 0.5528, "X4": 0.63109, "Y4": 0.5528, "page": 0}, {"Word": "And there's NO CIGARETTY", "Confidence": 0.603, "X1": 0.64032, "Y1": 0.5642, "X2": 0.83399, "Y2": 0.564, "X3": 0.83399, "Y3": 0.5758, "X4": 0.64032, "Y4": 0.5768, "page": 0}, {"Word": "AFTERTASTE,", "Confidence": 0.663, "X1": 0.63373, "Y1": 0.5742, "X2": 0.7365, "Y2": 0.574, "X3": 0.7365, "Y3": 0.5858, "X4": 0.63373, "Y4": 0.5858, "page": 0}, {"Word": "We put the utmost quality late this", "Confidence": 0.66814, "X1": 0.64559, "Y1": 0.5872, "X2": 0.83531, "Y2": 0.587, "X3": 0.83531, "Y3": 0.5968, "X4": 0.64559, "Y4": 0.5968, "page": 0}, {"Word": "we brand. Camels are as good as it's", "Confidence": 0.5125, "X1": 0.639, "Y1": 0.5972, "X2": 0.83267, "Y2": 0.597, "X3": 0.83267, "Y3": 0.6078, "X4": 0.639, "Y4": 0.6078, "page": 0}, {"Word": "possible for skill, money and lifelong", "Confidence": 0.68433, "X1": 0.63373, "Y1": 0.6082, "X2": 0.83267, "Y2": 0.608, "X3": 0.83267, "Y3": 0.6168, "X4": 0.63373, "Y4": 0.6168, "page": 0}, {"Word": "knowledge of fine tobaccos to stake a", "Confidence": 0.51343, "X1": 0.63109, "Y1": 0.6182, "X2": 0.83399, "Y2": 0.618, "X3": 0.83399, "Y3": 0.6268, "X4": 0.63109, "Y4": 0.6268, "page": 0}, {"Word": "cigarette.", "Confidence": 0.734, "X1": 0.63241, "Y1": 0.6292, "X2": 0.68511, "Y2": 0.629, "X3": 0.68511, "Y3": 0.6378, "X4": 0.63241, "Y4": 0.6378, "page": 0}, {"Word": "That's why Camels are", "Confidence": 0.83025, "X1": 0.64295, "Y1": 0.6392, "X2": 0.79974, "Y2": 0.639, "X3": 0.79974, "Y3": 0.6498, "X4": 0.64295, "Y4": 0.6508, "page": 0}, {"Word": "THY", "Confidence": 0.604, "X1": 0.80105, "Y1": 0.6412, "X2": 0.83136, "Y2": 0.641, "X3": 0.83136, "Y3": 0.6508, "X4": 0.80105, "Y4": 0.6498, "page": 0}, {"Word": "QUALITY CIGARETTE.", "Confidence": 0.895, "X1": 0.63505, "Y1": 0.6492, "X2": 0.79578, "Y2": 0.649, "X3": 0.79578, "Y3": 0.6598, "X4": 0.63505, "Y4": 0.6598, "page": 0}, {"Word": "LLCE GEZDS", "Confidence": 0.2345, "X1": 0.89196, "Y1": 0.7162, "X2": 0.89196, "Y2": 0.716, "X3": 0.90514, "Y3": 0.7158, "X4": 0.90382, "Y4": 0.7668, "page": 0}, {"Word": "Camel", "Confidence": 0.884, "X1": 0.55995, "Y1": 0.6662, "X2": 0.84453, "Y2": 0.666, "X3": 0.8419, "Y3": 0.7348, "X4": 0.55731, "Y4": 0.7328, "page": 0}, {"Word": "700thall Program Diversity of #. 0. ms", "Confidence": 0.29871, "X1": 0.56522, "Y1": 0.7432, "X2": 0.81291, "Y2": 0.743, "X3": 0.81291, "Y3": 0.7548, "X4": 0.56522, "Y4": 0.7528, "page": 0}, {"Word": "Forth Carolina State College --- Det. 1", "Confidence": 0.48557, "X1": 0.58235, "Y1": 0.7532, "X2": 0.82477, "Y2": 0.753, "X3": 0.82477, "Y3": 0.7628, "X4": 0.58235, "Y4": 0.7588, "page": 0}, {"Word": "-", "Confidence": 0.749, "X1": 0.92754, "Y1": 0.7612, "X2": 0.92754, "Y2": 0.761, "X3": 0.91568, "Y3": 0.7618, "X4": 0.91568, "Y4": 0.7408, "page": 0}], "words_data": [{"Word": "60", "Confidence": 0.791, "X1": 0.44005, "Y1": 0.1722, "X2": 0.47431, "Y2": 0.172, "X3": 0.47299, "Y3": 0.1938, "X4": 0.44005, "Y4": 0.1928, "page": 0, "Index": 0}, {"Word": "6", "Confidence": 0.93, "X1": 0.97497, "Y1": 0.1932, "X2": 0.98946, "Y2": 0.193, "X3": 0.98682, "Y3": 0.2138, "X4": 0.97365, "Y4": 0.2128, "page": 0, "Index": 1}, {"Word": "84-48-2941", "Confidence": 0.272, "X1": 0.66008, "Y1": 0.3492, "X2": 0.7141, "Y2": 0.349, "X3": 0.7141, "Y3": 0.3598, "X4": 0.66008, "Y4": 0.3598, "page": 0, "Index": 2}, {"Word": "0+3", "Confidence": 0.408, "X1": 0.94598, "Y1": 0.3622, "X2": 0.94862, "Y2": 0.362, "X3": 0.93149, "Y3": 0.3618, "X4": 0.92885, "Y4": 0.3348, "page": 0, "Index": 3}, {"Word": "Struck", "Confidence": 0.808, "X1": 0.6166, "Y1": 0.4672, "X2": 0.68643, "Y2": 0.467, "X3": 0.68775, "Y3": 0.4878, "X4": 0.61792, "Y4": 0.4898, "page": 0, "Index": 4}, {"Word": "it", "Confidence": 0.608, "X1": 0.69302, "Y1": 0.4662, "X2": 0.71014, "Y2": 0.466, "X3": 0.71146, "Y3": 0.4868, "X4": 0.69433, "Y4": 0.4878, "page": 0, "Index": 5}, {"Word": "Right", "Confidence": 0.846, "X1": 0.71542, "Y1": 0.4662, "X2": 0.77997, "Y2": 0.466, "X3": 0.78129, "Y3": 0.4858, "X4": 0.71673, "Y4": 0.4868, "page": 0, "Index": 6}, {"Word": "you've", "Confidence": 0.475, "X1": 0.5415, "Y1": 0.4672, "X2": 0.61133, "Y2": 0.467, "X3": 0.61133, "Y3": 0.4898, "X4": 0.5415, "Y4": 0.4938, "page": 0, "Index": 7}, {"Word": "when", "Confidence": 0.988, "X1": 0.57708, "Y1": 0.4872, "X2": 0.63109, "Y2": 0.487, "X3": 0.63109, "Y3": 0.5058, "X4": 0.57708, "Y4": 0.5048, "page": 0, "Index": 8}, {"Word": "you", "Confidence": 0.998, "X1": 0.63636, "Y1": 0.4862, "X2": 0.67325, "Y2": 0.486, "X3": 0.67325, "Y3": 0.5058, "X4": 0.63636, "Y4": 0.5058, "page": 0, "Index": 9}, {"Word": "Light", "Confidence": 0.998, "X1": 0.67852, "Y1": 0.4852, "X2": 0.73386, "Y2": 0.485, "X3": 0.73386, "Y3": 0.5058, "X4": 0.67852, "Y4": 0.5058, "page": 0, "Index": 10}, {"Word": "&", "Confidence": 0.099, "X1": 0.73913, "Y1": 0.4852, "X2": 0.74967, "Y2": 0.485, "X3": 0.74967, "Y3": 0.5048, "X4": 0.73913, "Y4": 0.5058, "page": 0, "Index": 11}, {"Word": "CAMEL", "Confidence": 0.998, "X1": 0.75494, "Y1": 0.4822, "X2": 0.85112, "Y2": 0.482, "X3": 0.85112, "Y3": 0.5018, "X4": 0.75494, "Y4": 0.5048, "page": 0, "Index": 12}, {"Word": "Your", "Confidence": 0.326, "X1": 0.64822, "Y1": 0.5132, "X2": 0.67589, "Y2": 0.513, "X3": 0.67457, "Y3": 0.5228, "X4": 0.64559, "Y4": 0.5228, "page": 0, "Index": 13}, {"Word": "taste", "Confidence": 0.617, "X1": 0.67852, "Y1": 0.5132, "X2": 0.70487, "Y2": 0.513, "X3": 0.70356, "Y3": 0.5238, "X4": 0.67721, "Y4": 0.5228, "page": 0, "Index": 14}, {"Word": "will", "Confidence": 0.983, "X1": 0.70751, "Y1": 0.5132, "X2": 0.72727, "Y2": 0.513, "X3": 0.72596, "Y3": 0.5238, "X4": 0.70619, "Y4": 0.5238, "page": 0, "Index": 15}, {"Word": "tell", "Confidence": 0.658, "X1": 0.72991, "Y1": 0.5132, "X2": 0.74835, "Y2": 0.513, "X3": 0.74835, "Y3": 0.5238, "X4": 0.72859, "Y4": 0.5238, "page": 0, "Index": 16}, {"Word": "you", "Confidence": 0.475, "X1": 0.75099, "Y1": 0.5132, "X2": 0.77075, "Y2": 0.513, "X3": 0.77075, "Y3": 0.5228, "X4": 0.75099, "Y4": 0.5238, "page": 0, "Index": 17}, {"Word": "thatt", "Confidence": 0.995, "X1": 0.77339, "Y1": 0.5132, "X2": 0.80501, "Y2": 0.513, "X3": 0.80369, "Y3": 0.5228, "X4": 0.77339, "Y4": 0.5228, "page": 0, "Index": 18}, {"Word": "Per", "Confidence": 0.506, "X1": 0.81159, "Y1": 0.5132, "X2": 0.83399, "Y2": 0.513, "X3": 0.83399, "Y3": 0.5218, "X4": 0.81028, "Y4": 0.5228, "page": 0, "Index": 19}, {"Word": "Camels", "Confidence": 0.681, "X1": 0.63636, "Y1": 0.5232, "X2": 0.67852, "Y2": 0.523, "X3": 0.67721, "Y3": 0.5328, "X4": 0.63505, "Y4": 0.5338, "page": 0, "Index": 20}, {"Word": "have", "Confidence": 0.619, "X1": 0.68116, "Y1": 0.5232, "X2": 0.71014, "Y2": 0.523, "X3": 0.71014, "Y3": 0.5328, "X4": 0.68116, "Y4": 0.5328, "page": 0, "Index": 21}, {"Word": "the", "Confidence": 0.991, "X1": 0.7141, "Y1": 0.5232, "X2": 0.73518, "Y2": 0.523, "X3": 0.73386, "Y3": 0.5328, "X4": 0.71278, "Y4": 0.5328, "page": 0, "Index": 22}, {"Word": "flavor", "Confidence": 0.731, "X1": 0.73781, "Y1": 0.5232, "X2": 0.77602, "Y2": 0.523, "X3": 0.77602, "Y3": 0.5328, "X4": 0.73781, "Y4": 0.5328, "page": 0, "Index": 23}, {"Word": "and", "Confidence": 0.958, "X1": 0.78129, "Y1": 0.5232, "X2": 0.80237, "Y2": 0.523, "X3": 0.80237, "Y3": 0.5328, "X4": 0.77997, "Y4": 0.5328, "page": 0, "Index": 24}, {"Word": "fra-", "Confidence": 0.897, "X1": 0.80764, "Y1": 0.5232, "X2": 0.83399, "Y2": 0.523, "X3": 0.83399, "Y3": 0.5328, "X4": 0.80764, "Y4": 0.5328, "page": 0, "Index": 25}, {"Word": "craace", "Confidence": 0.637, "X1": 0.63373, "Y1": 0.5342, "X2": 0.67062, "Y2": 0.534, "X3": 0.67062, "Y3": 0.5438, "X4": 0.63373, "Y4": 0.5448, "page": 0, "Index": 26}, {"Word": "of", "Confidence": 0.941, "X1": 0.67325, "Y1": 0.5332, "X2": 0.68511, "Y2": 0.533, "X3": 0.68511, "Y3": 0.5428, "X4": 0.67325, "Y4": 0.5438, "page": 0, "Index": 27}, {"Word": "choicest", "Confidence": 0.662, "X1": 0.68775, "Y1": 0.5332, "X2": 0.72991, "Y2": 0.533, "X3": 0.72859, "Y3": 0.5428, "X4": 0.68775, "Y4": 0.5428, "page": 0, "Index": 28}, {"Word": "tobaccos,", "Confidence": 0.394, "X1": 0.73254, "Y1": 0.5322, "X2": 0.77997, "Y2": 0.532, "X3": 0.77997, "Y3": 0.5428, "X4": 0.73123, "Y4": 0.5428, "page": 0, "Index": 29}, {"Word": "perfectly", "Confidence": 0.575, "X1": 0.78261, "Y1": 0.5332, "X2": 0.83267, "Y2": 0.533, "X3": 0.83267, "Y3": 0.5428, "X4": 0.78261, "Y4": 0.5428, "page": 0, "Index": 30}, {"Word": "Mended.", "Confidence": 0.62, "X1": 0.63505, "Y1": 0.5432, "X2": 0.68248, "Y2": 0.543, "X3": 0.68116, "Y3": 0.5528, "X4": 0.63241, "Y4": 0.5528, "page": 0, "Index": 31}, {"Word": "They're", "Confidence": 0.605, "X1": 0.68511, "Y1": 0.5432, "X2": 0.72464, "Y2": 0.543, "X3": 0.72332, "Y3": 0.5528, "X4": 0.68379, "Y4": 0.5528, "page": 0, "Index": 32}, {"Word": "smooth", "Confidence": 0.658, "X1": 0.72727, "Y1": 0.5432, "X2": 0.76416, "Y2": 0.543, "X3": 0.76416, "Y3": 0.5528, "X4": 0.72596, "Y4": 0.5528, "page": 0, "Index": 33}, {"Word": "and", "Confidence": 0.915, "X1": 0.7668, "Y1": 0.5432, "X2": 0.78656, "Y2": 0.543, "X3": 0.78656, "Y3": 0.5528, "X4": 0.7668, "Y4": 0.5528, "page": 0, "Index": 34}, {"Word": "malloy-", "Confidence": 0.584, "X1": 0.7892, "Y1": 0.5442, "X2": 0.83531, "Y2": 0.544, "X3": 0.83399, "Y3": 0.5528, "X4": 0.7892, "Y4": 0.5528, "page": 0, "Index": 35}, {"Word": "And", "Confidence": 0.29, "X1": 0.6469, "Y1": 0.5652, "X2": 0.67194, "Y2": 0.565, "X3": 0.67194, "Y3": 0.5758, "X4": 0.64559, "Y4": 0.5768, "page": 0, "Index": 36}, {"Word": "there's", "Confidence": 0.769, "X1": 0.67589, "Y1": 0.5652, "X2": 0.71673, "Y2": 0.565, "X3": 0.71673, "Y3": 0.5758, "X4": 0.67457, "Y4": 0.5758, "page": 0, "Index": 37}, {"Word": "NO", "Confidence": 0.631, "X1": 0.72069, "Y1": 0.5642, "X2": 0.73913, "Y2": 0.564, "X3": 0.73913, "Y3": 0.5758, "X4": 0.71937, "Y4": 0.5758, "page": 0, "Index": 38}, {"Word": "CIGARETTY", "Confidence": 0.722, "X1": 0.7444, "Y1": 0.5642, "X2": 0.82872, "Y2": 0.564, "X3": 0.82872, "Y3": 0.5758, "X4": 0.7444, "Y4": 0.5758, "page": 0, "Index": 39}, {"Word": "AFTERTASTE,", "Confidence": 0.663, "X1": 0.63505, "Y1": 0.5762, "X2": 0.7365, "Y2": 0.576, "X3": 0.7365, "Y3": 0.5858, "X4": 0.63373, "Y4": 0.5858, "page": 0, "Index": 40}, {"Word": "We", "Confidence": 0.825, "X1": 0.6469, "Y1": 0.5872, "X2": 0.66271, "Y2": 0.587, "X3": 0.66403, "Y3": 0.5978, "X4": 0.6469, "Y4": 0.5978, "page": 0, "Index": 41}, {"Word": "put", "Confidence": 0.808, "X1": 0.66667, "Y1": 0.5872, "X2": 0.68379, "Y2": 0.587, "X3": 0.68379, "Y3": 0.5978, "X4": 0.66667, "Y4": 0.5978, "page": 0, "Index": 42}, {"Word": "the", "Confidence": 0.883, "X1": 0.68643, "Y1": 0.5872, "X2": 0.70356, "Y2": 0.587, "X3": 0.70356, "Y3": 0.5978, "X4": 0.68643, "Y4": 0.5978, "page": 0, "Index": 43}, {"Word": "utmost", "Confidence": 0.502, "X1": 0.70619, "Y1": 0.5872, "X2": 0.74308, "Y2": 0.587, "X3": 0.74308, "Y3": 0.5978, "X4": 0.70619, "Y4": 0.5978, "page": 0, "Index": 44}, {"Word": "quality", "Confidence": 0.267, "X1": 0.74572, "Y1": 0.5872, "X2": 0.78261, "Y2": 0.587, "X3": 0.78261, "Y3": 0.5978, "X4": 0.74572, "Y4": 0.5978, "page": 0, "Index": 45}, {"Word": "late", "Confidence": 0.606, "X1": 0.78524, "Y1": 0.5872, "X2": 0.80764, "Y2": 0.587, "X3": 0.80632, "Y3": 0.5978, "X4": 0.78524, "Y4": 0.5978, "page": 0, "Index": 46}, {"Word": "this", "Confidence": 0.786, "X1": 0.81028, "Y1": 0.5872, "X2": 0.83399, "Y2": 0.587, "X3": 0.83399, "Y3": 0.5978, "X4": 0.81028, "Y4": 0.5978, "page": 0, "Index": 47}, {"Word": "brand.", "Confidence": 0.886, "X1": 0.65349, "Y1": 0.5982, "X2": 0.69433, "Y2": 0.598, "X3": 0.69433, "Y3": 0.6078, "X4": 0.65349, "Y4": 0.6088, "page": 0, "Index": 48}, {"Word": "Camels", "Confidence": 0.793, "X1": 0.69697, "Y1": 0.5992, "X2": 0.73518, "Y2": 0.599, "X3": 0.73518, "Y3": 0.6078, "X4": 0.69829, "Y4": 0.6078, "page": 0, "Index": 49}, {"Word": "are", "Confidence": 0.641, "X1": 0.73781, "Y1": 0.5992, "X2": 0.75494, "Y2": 0.599, "X3": 0.75494, "Y3": 0.6078, "X4": 0.73781, "Y4": 0.6078, "page": 0, "Index": 50}, {"Word": "as", "Confidence": 0.249, "X1": 0.75758, "Y1": 0.5992, "X2": 0.76943, "Y2": 0.599, "X3": 0.76943, "Y3": 0.6078, "X4": 0.75758, "Y4": 0.6078, "page": 0, "Index": 51}, {"Word": "good", "Confidence": 0.885, "X1": 0.77207, "Y1": 0.5982, "X2": 0.79578, "Y2": 0.598, "X3": 0.7971, "Y3": 0.6078, "X4": 0.77207, "Y4": 0.6078, "page": 0, "Index": 52}, {"Word": "possible", "Confidence": 0.386, "X1": 0.63505, "Y1": 0.6082, "X2": 0.67589, "Y2": 0.608, "X3": 0.67589, "Y3": 0.6178, "X4": 0.63505, "Y4": 0.6178, "page": 0, "Index": 53}, {"Word": "we", "Confidence": 0.037, "X1": 0.639, "Y1": 0.5982, "X2": 0.65086, "Y2": 0.598, "X3": 0.65086, "Y3": 0.6088, "X4": 0.64032, "Y4": 0.6088, "page": 0, "Index": 54}, {"Word": "for", "Confidence": 0.97, "X1": 0.67852, "Y1": 0.6082, "X2": 0.69565, "Y2": 0.608, "X3": 0.69565, "Y3": 0.6178, "X4": 0.67721, "Y4": 0.6178, "page": 0, "Index": 55}, {"Word": "skill,", "Confidence": 0.683, "X1": 0.69829, "Y1": 0.6082, "X2": 0.72464, "Y2": 0.608, "X3": 0.72464, "Y3": 0.6178, "X4": 0.69697, "Y4": 0.6178, "page": 0, "Index": 56}, {"Word": "money", "Confidence": 0.849, "X1": 0.72727, "Y1": 0.6082, "X2": 0.76285, "Y2": 0.608, "X3": 0.76285, "Y3": 0.6168, "X4": 0.72727, "Y4": 0.6178, "page": 0, "Index": 57}, {"Word": "and", "Confidence": 0.604, "X1": 0.76548, "Y1": 0.6082, "X2": 0.78524, "Y2": 0.608, "X3": 0.78524, "Y3": 0.6168, "X4": 0.76548, "Y4": 0.6168, "page": 0, "Index": 58}, {"Word": "lifelong", "Confidence": 0.614, "X1": 0.78788, "Y1": 0.6082, "X2": 0.83136, "Y2": 0.608, "X3": 0.83136, "Y3": 0.6168, "X4": 0.78788, "Y4": 0.6168, "page": 0, "Index": 59}, {"Word": "as", "Confidence": 0.027, "X1": 0.79842, "Y1": 0.5982, "X2": 0.81028, "Y2": 0.598, "X3": 0.81028, "Y3": 0.6088, "X4": 0.79974, "Y4": 0.6078, "page": 0, "Index": 60}, {"Word": "it's", "Confidence": 0.582, "X1": 0.81291, "Y1": 0.5982, "X2": 0.83267, "Y2": 0.598, "X3": 0.83267, "Y3": 0.6088, "X4": 0.81291, "Y4": 0.6088, "page": 0, "Index": 61}, {"Word": "knowledge", "Confidence": 0.367, "X1": 0.63373, "Y1": 0.6182, "X2": 0.69038, "Y2": 0.618, "X3": 0.69038, "Y3": 0.6278, "X4": 0.63241, "Y4": 0.6278, "page": 0, "Index": 62}, {"Word": "of", "Confidence": 0.405, "X1": 0.69302, "Y1": 0.6182, "X2": 0.70487, "Y2": 0.618, "X3": 0.70487, "Y3": 0.6278, "X4": 0.69302, "Y4": 0.6278, "page": 0, "Index": 63}, {"Word": "fine", "Confidence": 0.094, "X1": 0.70751, "Y1": 0.6192, "X2": 0.72859, "Y2": 0.619, "X3": 0.72727, "Y3": 0.6268, "X4": 0.70751, "Y4": 0.6278, "page": 0, "Index": 64}, {"Word": "tobaccos", "Confidence": 0.789, "X1": 0.73123, "Y1": 0.6192, "X2": 0.7747, "Y2": 0.619, "X3": 0.7747, "Y3": 0.6268, "X4": 0.72991, "Y4": 0.6268, "page": 0, "Index": 65}, {"Word": "to", "Confidence": 0.994, "X1": 0.77734, "Y1": 0.6192, "X2": 0.7892, "Y2": 0.619, "X3": 0.7892, "Y3": 0.6268, "X4": 0.77734, "Y4": 0.6268, "page": 0, "Index": 66}, {"Word": "stake", "Confidence": 0.551, "X1": 0.79183, "Y1": 0.6182, "X2": 0.82082, "Y2": 0.618, "X3": 0.82082, "Y3": 0.6268, "X4": 0.79051, "Y4": 0.6268, "page": 0, "Index": 67}, {"Word": "a", "Confidence": 0.394, "X1": 0.82345, "Y1": 0.6182, "X2": 0.83004, "Y2": 0.618, "X3": 0.83004, "Y3": 0.6268, "X4": 0.82345, "Y4": 0.6268, "page": 0, "Index": 68}, {"Word": "cigarette.", "Confidence": 0.734, "X1": 0.63373, "Y1": 0.6302, "X2": 0.68511, "Y2": 0.63, "X3": 0.68511, "Y3": 0.6378, "X4": 0.63241, "Y4": 0.6388, "page": 0, "Index": 69}, {"Word": "That's", "Confidence": 0.993, "X1": 0.64559, "Y1": 0.6402, "X2": 0.68643, "Y2": 0.64, "X3": 0.68643, "Y3": 0.6498, "X4": 0.64559, "Y4": 0.6508, "page": 0, "Index": 70}, {"Word": "why", "Confidence": 0.998, "X1": 0.6917, "Y1": 0.6392, "X2": 0.71673, "Y2": 0.639, "X3": 0.71673, "Y3": 0.6498, "X4": 0.6917, "Y4": 0.6498, "page": 0, "Index": 71}, {"Word": "Camels", "Confidence": 0.62, "X1": 0.72332, "Y1": 0.6392, "X2": 0.76943, "Y2": 0.639, "X3": 0.76943, "Y3": 0.6498, "X4": 0.722, "Y4": 0.6498, "page": 0, "Index": 72}, {"Word": "are", "Confidence": 0.71, "X1": 0.77339, "Y1": 0.6402, "X2": 0.79578, "Y2": 0.64, "X3": 0.79578, "Y3": 0.6508, "X4": 0.77339, "Y4": 0.6498, "page": 0, "Index": 73}, {"Word": "THY", "Confidence": 0.604, "X1": 0.80105, "Y1": 0.6412, "X2": 0.83004, "Y2": 0.641, "X3": 0.82872, "Y3": 0.6508, "X4": 0.80105, "Y4": 0.6498, "page": 0, "Index": 74}, {"Word": "QUALITY", "Confidence": 0.994, "X1": 0.63636, "Y1": 0.6502, "X2": 0.69829, "Y2": 0.65, "X3": 0.69829, "Y3": 0.6608, "X4": 0.63636, "Y4": 0.6608, "page": 0, "Index": 75}, {"Word": "CIGARETTE.", "Confidence": 0.796, "X1": 0.70487, "Y1": 0.6492, "X2": 0.79578, "Y2": 0.649, "X3": 0.79578, "Y3": 0.6608, "X4": 0.70487, "Y4": 0.6608, "page": 0, "Index": 76}, {"Word": "GEZDS", "Confidence": 0.061, "X1": 0.89328, "Y1": 0.7192, "X2": 0.89196, "Y2": 0.719, "X3": 0.90514, "Y3": 0.7188, "X4": 0.90382, "Y4": 0.7428, "page": 0, "Index": 77}, {"Word": "Camel", "Confidence": 0.884, "X1": 0.60211, "Y1": 0.6622, "X2": 0.84453, "Y2": 0.662, "X3": 0.84058, "Y3": 0.7358, "X4": 0.59947, "Y4": 0.7338, "page": 0, "Index": 78}, {"Word": "LLCE", "Confidence": 0.408, "X1": 0.89196, "Y1": 0.7462, "X2": 0.89196, "Y2": 0.746, "X3": 0.90382, "Y3": 0.7458, "X4": 0.90382, "Y4": 0.7658, "page": 0, "Index": 79}, {"Word": "700thall", "Confidence": 0.087, "X1": 0.56785, "Y1": 0.7422, "X2": 0.61924, "Y2": 0.742, "X3": 0.61792, "Y3": 0.7528, "X4": 0.56785, "Y4": 0.7528, "page": 0, "Index": 80}, {"Word": "Program", "Confidence": 0.438, "X1": 0.62187, "Y1": 0.7422, "X2": 0.66798, "Y2": 0.742, "X3": 0.66667, "Y3": 0.7528, "X4": 0.62187, "Y4": 0.7528, "page": 0, "Index": 81}, {"Word": "Diversity", "Confidence": 0.391, "X1": 0.67194, "Y1": 0.7432, "X2": 0.73386, "Y2": 0.743, "X3": 0.73386, "Y3": 0.7528, "X4": 0.67062, "Y4": 0.7528, "page": 0, "Index": 82}, {"Word": "of", "Confidence": 0.991, "X1": 0.73781, "Y1": 0.7432, "X2": 0.75231, "Y2": 0.743, "X3": 0.75231, "Y3": 0.7528, "X4": 0.73781, "Y4": 0.7528, "page": 0, "Index": 83}, {"Word": "#.", "Confidence": 0.082, "X1": 0.75494, "Y1": 0.7442, "X2": 0.77207, "Y2": 0.744, "X3": 0.77207, "Y3": 0.7538, "X4": 0.75494, "Y4": 0.7528, "page": 0, "Index": 84}, {"Word": "0.", "Confidence": 0.095, "X1": 0.7747, "Y1": 0.7442, "X2": 0.7892, "Y2": 0.744, "X3": 0.7892, "Y3": 0.7538, "X4": 0.7747, "Y4": 0.7538, "page": 0, "Index": 85}, {"Word": "ms", "Confidence": 0.007, "X1": 0.79315, "Y1": 0.7442, "X2": 0.81291, "Y2": 0.744, "X3": 0.81291, "Y3": 0.7548, "X4": 0.79315, "Y4": 0.7538, "page": 0, "Index": 86}, {"Word": "-", "Confidence": 0.749, "X1": 0.92754, "Y1": 0.7532, "X2": 0.92754, "Y2": 0.753, "X3": 0.91568, "Y3": 0.7528, "X4": 0.91568, "Y4": 0.7468, "page": 0, "Index": 87}, {"Word": "Forth", "Confidence": 0.408, "X1": 0.59157, "Y1": 0.7502, "X2": 0.62319, "Y2": 0.75, "X3": 0.62451, "Y3": 0.7598, "X4": 0.59157, "Y4": 0.7588, "page": 0, "Index": 88}, {"Word": "Carolina", "Confidence": 0.61, "X1": 0.62714, "Y1": 0.7512, "X2": 0.67984, "Y2": 0.751, "X3": 0.68116, "Y3": 0.7608, "X4": 0.62846, "Y4": 0.7598, "page": 0, "Index": 89}, {"Word": "State", "Confidence": 0.848, "X1": 0.68379, "Y1": 0.7522, "X2": 0.71673, "Y2": 0.752, "X3": 0.71673, "Y3": 0.7618, "X4": 0.68379, "Y4": 0.7608, "page": 0, "Index": 90}, {"Word": "College", "Confidence": 0.027, "X1": 0.71937, "Y1": 0.7532, "X2": 0.76416, "Y2": 0.753, "X3": 0.76548, "Y3": 0.7618, "X4": 0.72069, "Y4": 0.7618, "page": 0, "Index": 91}, {"Word": "---", "Confidence": 0.408, "X1": 0.76812, "Y1": 0.7532, "X2": 0.78524, "Y2": 0.753, "X3": 0.78524, "Y3": 0.7618, "X4": 0.76943, "Y4": 0.7618, "page": 0, "Index": 92}, {"Word": "Det.", "Confidence": 0.198, "X1": 0.78788, "Y1": 0.7532, "X2": 0.81291, "Y2": 0.753, "X3": 0.81423, "Y3": 0.7628, "X4": 0.78788, "Y4": 0.7628, "page": 0, "Index": 93}, {"Word": "1", "Confidence": 0.9, "X1": 0.81818, "Y1": 0.7532, "X2": 0.82477, "Y2": 0.753, "X3": 0.82477, "Y3": 0.7628, "X4": 0.81818, "Y4": 0.7628, "page": 0, "Index": 94}]}	"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"
ffyh0213	0	{"lines_data": [{"Word": "To:", "Confidence": 0.971, "X1": 0.12181, "Y1": 0.0882, "X2": 0.15156, "Y2": 0.088, "X3": 0.15156, "Y3": 0.0988, "X4": 0.12181, "Y4": 0.0998, "page": 0}, {"Word": "Algy Thomas/Woking/GB/BATCo @ BAT", "Confidence": 0.9145, "X1": 0.24221, "Y1": 0.0852, "X2": 0.55099, "Y2": 0.085, "X3": 0.55099, "Y3": 0.1018, "X4": 0.24221, "Y4": 0.1018, "page": 0}, {"Word": "cc:", "Confidence": 0.956, "X1": 0.12323, "Y1": 0.1012, "X2": 0.15156, "Y2": 0.101, "X3": 0.15014, "Y3": 0.1128, "X4": 0.12323, "Y4": 0.1128, "page": 0}, {"Word": "From:", "Confidence": 0.997, "X1": 0.12323, "Y1": 0.1152, "X2": 0.17139, "Y2": 0.115, "X3": 0.17139, "Y3": 0.1268, "X4": 0.12323, "Y4": 0.1268, "page": 0}, {"Word": "Kathy Neaves/Southampton/GB/BATCo", "Confidence": 0.9795, "X1": 0.24079, "Y1": 0.1132, "X2": 0.53966, "Y2": 0.113, "X3": 0.53966, "Y3": 0.1278, "X4": 0.24079, "Y4": 0.1278, "page": 0}, {"Word": "Date:", "Confidence": 0.97, "X1": 0.12323, "Y1": 0.1292, "X2": 0.16572, "Y2": 0.129, "X3": 0.16572, "Y3": 0.1408, "X4": 0.12323, "Y4": 0.1398, "page": 0}, {"Word": "26/09/96 14:25:41", "Confidence": 0.992, "X1": 0.24079, "Y1": 0.1272, "X2": 0.38952, "Y2": 0.127, "X3": 0.38952, "Y3": 0.1398, "X4": 0.24079, "Y4": 0.1398, "page": 0}, {"Word": "Subject:", "Confidence": 0.987, "X1": 0.12323, "Y1": 0.1422, "X2": 0.1898, "Y2": 0.142, "X3": 0.1898, "Y3": 0.1538, "X4": 0.12323, "Y4": 0.1528, "page": 0}, {"Word": "File Pick-up", "Confidence": 0.9815, "X1": 0.24079, "Y1": 0.1422, "X2": 0.33286, "Y2": 0.142, "X3": 0.33144, "Y3": 0.1548, "X4": 0.24079, "Y4": 0.1528, "page": 0}, {"Word": "Algy.", "Confidence": 0.654, "X1": 0.12606, "Y1": 0.1702, "X2": 0.16572, "Y2": 0.17, "X3": 0.16572, "Y3": 0.1818, "X4": 0.12465, "Y4": 0.1808, "page": 0}, {"Word": "I believe Martyn Gilbey has been in touch with you regarding the files in your office. Is it OK for", "Confidence": 0.9682, "X1": 0.12181, "Y1": 0.1962, "X2": 0.85552, "Y2": 0.196, "X3": 0.85552, "Y3": 0.2098, "X4": 0.12181, "Y4": 0.2088, "page": 0}, {"Word": "me to gather them next week?", "Confidence": 0.91167, "X1": 0.12181, "Y1": 0.2102, "X2": 0.35836, "Y2": 0.21, "X3": 0.35836, "Y3": 0.2218, "X4": 0.12181, "Y4": 0.2228, "page": 0}, {"Word": "Also, have you cleared with him your concerns regarding the choice of office files, if so, maybe", "Confidence": 0.93829, "X1": 0.12323, "Y1": 0.2352, "X2": 0.85269, "Y2": 0.235, "X3": 0.85269, "Y3": 0.2498, "X4": 0.12323, "Y4": 0.2488, "page": 0}, {"Word": "I can begin to collect them.", "Confidence": 0.96417, "X1": 0.12323, "Y1": 0.2502, "X2": 0.33286, "Y2": 0.25, "X3": 0.33286, "Y3": 0.2638, "X4": 0.12323, "Y4": 0.2628, "page": 0}, {"Word": "I am not in the office on Friday, but, maybe you could notes me with your comments?", "Confidence": 0.96129, "X1": 0.12181, "Y1": 0.2762, "X2": 0.7762, "Y2": 0.276, "X3": 0.7762, "Y3": 0.2908, "X4": 0.12181, "Y4": 0.2898, "page": 0}, {"Word": "Many thanks, apologies for the inconvenience.", "Confidence": 0.99267, "X1": 0.12181, "Y1": 0.3022, "X2": 0.47734, "Y2": 0.302, "X3": 0.47734, "Y3": 0.3178, "X4": 0.12181, "Y4": 0.3188, "page": 0}, {"Word": "Kathy", "Confidence": 0.998, "X1": 0.12323, "Y1": 0.3312, "X2": 0.17139, "Y2": 0.331, "X3": 0.17139, "Y3": 0.3458, "X4": 0.12323, "Y4": 0.3458, "page": 0}, {"Word": "321246343", "Confidence": 0.991, "X1": 0.8272, "Y1": 0.9542, "X2": 0.95184, "Y2": 0.954, "X3": 0.95184, "Y3": 0.9708, "X4": 0.8272, "Y4": 0.9718, "page": 0}], "words_data": [{"Word": "To:", "Confidence": 0.971, "X1": 0.12465, "Y1": 0.0882, "X2": 0.15014, "Y2": 0.088, "X3": 0.15156, "Y3": 0.0988, "X4": 0.12465, "Y4": 0.0998, "page": 0, "Index": 0}, {"Word": "Algy", "Confidence": 0.983, "X1": 0.24363, "Y1": 0.0862, "X2": 0.27904, "Y2": 0.086, "X3": 0.27762, "Y3": 0.1018, "X4": 0.24363, "Y4": 0.1028, "page": 0, "Index": 1}, {"Word": "Thomas/Woking/GB/BATCo", "Confidence": 0.905, "X1": 0.28329, "Y1": 0.0862, "X2": 0.49008, "Y2": 0.086, "X3": 0.49008, "Y3": 0.1018, "X4": 0.28329, "Y4": 0.1018, "page": 0, "Index": 2}, {"Word": "@", "Confidence": 0.772, "X1": 0.49433, "Y1": 0.0862, "X2": 0.5085, "Y2": 0.086, "X3": 0.50708, "Y3": 0.1018, "X4": 0.49433, "Y4": 0.1018, "page": 0, "Index": 3}, {"Word": "BAT", "Confidence": 0.998, "X1": 0.51416, "Y1": 0.0862, "X2": 0.55099, "Y2": 0.086, "X3": 0.54958, "Y3": 0.1018, "X4": 0.51275, "Y4": 0.1018, "page": 0, "Index": 4}, {"Word": "cc:", "Confidence": 0.956, "X1": 0.12465, "Y1": 0.1012, "X2": 0.15156, "Y2": 0.101, "X3": 0.15156, "Y3": 0.1128, "X4": 0.12465, "Y4": 0.1128, "page": 0, "Index": 5}, {"Word": "From:", "Confidence": 0.997, "X1": 0.12465, "Y1": 0.1162, "X2": 0.17139, "Y2": 0.116, "X3": 0.17139, "Y3": 0.1268, "X4": 0.12465, "Y4": 0.1268, "page": 0, "Index": 6}, {"Word": "Kathy", "Confidence": 0.994, "X1": 0.24221, "Y1": 0.1132, "X2": 0.28612, "Y2": 0.113, "X3": 0.28612, "Y3": 0.1268, "X4": 0.24221, "Y4": 0.1278, "page": 0, "Index": 7}, {"Word": "Neaves/Southampton/GB/BATCo", "Confidence": 0.965, "X1": 0.29037, "Y1": 0.1142, "X2": 0.53824, "Y2": 0.114, "X3": 0.53683, "Y3": 0.1288, "X4": 0.28895, "Y4": 0.1268, "page": 0, "Index": 8}, {"Word": "Date:", "Confidence": 0.97, "X1": 0.12323, "Y1": 0.1292, "X2": 0.16572, "Y2": 0.129, "X3": 0.16431, "Y3": 0.1408, "X4": 0.12323, "Y4": 0.1398, "page": 0, "Index": 9}, {"Word": "26/09/96", "Confidence": 0.991, "X1": 0.24504, "Y1": 0.1272, "X2": 0.31303, "Y2": 0.127, "X3": 0.31303, "Y3": 0.1398, "X4": 0.24363, "Y4": 0.1398, "page": 0, "Index": 10}, {"Word": "14:25:41", "Confidence": 0.993, "X1": 0.32011, "Y1": 0.1282, "X2": 0.38952, "Y2": 0.128, "X3": 0.3881, "Y3": 0.1398, "X4": 0.3187, "Y4": 0.1398, "page": 0, "Index": 11}, {"Word": "Subject:", "Confidence": 0.987, "X1": 0.12465, "Y1": 0.1432, "X2": 0.1898, "Y2": 0.143, "X3": 0.19122, "Y3": 0.1548, "X4": 0.12465, "Y4": 0.1538, "page": 0, "Index": 12}, {"Word": "File", "Confidence": 0.968, "X1": 0.24221, "Y1": 0.1412, "X2": 0.26912, "Y2": 0.141, "X3": 0.26771, "Y3": 0.1538, "X4": 0.24221, "Y4": 0.1538, "page": 0, "Index": 13}, {"Word": "Pick-up", "Confidence": 0.995, "X1": 0.27195, "Y1": 0.1432, "X2": 0.32861, "Y2": 0.143, "X3": 0.3272, "Y3": 0.1548, "X4": 0.27195, "Y4": 0.1538, "page": 0, "Index": 14}, {"Word": "Algy.", "Confidence": 0.654, "X1": 0.12606, "Y1": 0.1702, "X2": 0.16572, "Y2": 0.17, "X3": 0.16431, "Y3": 0.1818, "X4": 0.12465, "Y4": 0.1808, "page": 0, "Index": 15}, {"Word": "I", "Confidence": 0.864, "X1": 0.12323, "Y1": 0.1962, "X2": 0.1289, "Y2": 0.196, "X3": 0.1289, "Y3": 0.2088, "X4": 0.12181, "Y4": 0.2088, "page": 0, "Index": 16}, {"Word": "believe", "Confidence": 0.938, "X1": 0.13314, "Y1": 0.1962, "X2": 0.18414, "Y2": 0.196, "X3": 0.18414, "Y3": 0.2088, "X4": 0.13314, "Y4": 0.2088, "page": 0, "Index": 17}, {"Word": "Martyn", "Confidence": 0.996, "X1": 0.18839, "Y1": 0.1962, "X2": 0.24646, "Y2": 0.196, "X3": 0.24646, "Y3": 0.2098, "X4": 0.18839, "Y4": 0.2088, "page": 0, "Index": 18}, {"Word": "Gilbey", "Confidence": 0.941, "X1": 0.25071, "Y1": 0.1962, "X2": 0.29887, "Y2": 0.196, "X3": 0.29887, "Y3": 0.2098, "X4": 0.25071, "Y4": 0.2098, "page": 0, "Index": 19}, {"Word": "has", "Confidence": 0.998, "X1": 0.30312, "Y1": 0.1962, "X2": 0.32861, "Y2": 0.196, "X3": 0.32861, "Y3": 0.2098, "X4": 0.3017, "Y4": 0.2098, "page": 0, "Index": 20}, {"Word": "been", "Confidence": 0.938, "X1": 0.33286, "Y1": 0.1962, "X2": 0.36969, "Y2": 0.196, "X3": 0.36969, "Y3": 0.2098, "X4": 0.33286, "Y4": 0.2098, "page": 0, "Index": 21}, {"Word": "in", "Confidence": 0.998, "X1": 0.37394, "Y1": 0.1962, "X2": 0.3881, "Y2": 0.196, "X3": 0.3881, "Y3": 0.2098, "X4": 0.37394, "Y4": 0.2098, "page": 0, "Index": 22}, {"Word": "touch", "Confidence": 0.997, "X1": 0.39235, "Y1": 0.1962, "X2": 0.43626, "Y2": 0.196, "X3": 0.43626, "Y3": 0.2098, "X4": 0.39235, "Y4": 0.2098, "page": 0, "Index": 23}, {"Word": "with", "Confidence": 0.991, "X1": 0.44051, "Y1": 0.1962, "X2": 0.4745, "Y2": 0.196, "X3": 0.4745, "Y3": 0.2108, "X4": 0.44051, "Y4": 0.2098, "page": 0, "Index": 24}, {"Word": "you", "Confidence": 0.998, "X1": 0.47875, "Y1": 0.1962, "X2": 0.5085, "Y2": 0.196, "X3": 0.50708, "Y3": 0.2108, "X4": 0.47875, "Y4": 0.2108, "page": 0, "Index": 25}, {"Word": "regarding", "Confidence": 0.856, "X1": 0.51133, "Y1": 0.1962, "X2": 0.58215, "Y2": 0.196, "X3": 0.58215, "Y3": 0.2108, "X4": 0.51133, "Y4": 0.2108, "page": 0, "Index": 26}, {"Word": "the", "Confidence": 0.998, "X1": 0.5864, "Y1": 0.1962, "X2": 0.6119, "Y2": 0.196, "X3": 0.6119, "Y3": 0.2108, "X4": 0.58499, "Y4": 0.2108, "page": 0, "Index": 27}, {"Word": "files", "Confidence": 0.994, "X1": 0.61615, "Y1": 0.1962, "X2": 0.64731, "Y2": 0.196, "X3": 0.64589, "Y3": 0.2108, "X4": 0.61615, "Y4": 0.2108, "page": 0, "Index": 28}, {"Word": "in", "Confidence": 0.998, "X1": 0.65156, "Y1": 0.1962, "X2": 0.66714, "Y2": 0.196, "X3": 0.66572, "Y3": 0.2108, "X4": 0.65014, "Y4": 0.2108, "page": 0, "Index": 29}, {"Word": "your", "Confidence": 0.989, "X1": 0.67139, "Y1": 0.1962, "X2": 0.70538, "Y2": 0.196, "X3": 0.70538, "Y3": 0.2108, "X4": 0.66997, "Y4": 0.2108, "page": 0, "Index": 30}, {"Word": "office.", "Confidence": 0.991, "X1": 0.70963, "Y1": 0.1962, "X2": 0.76204, "Y2": 0.196, "X3": 0.76204, "Y3": 0.2108, "X4": 0.70822, "Y4": 0.2108, "page": 0, "Index": 31}, {"Word": "Is", "Confidence": 0.886, "X1": 0.76629, "Y1": 0.1962, "X2": 0.78045, "Y2": 0.196, "X3": 0.78045, "Y3": 0.2108, "X4": 0.76629, "Y4": 0.2108, "page": 0, "Index": 32}, {"Word": "it", "Confidence": 0.998, "X1": 0.7847, "Y1": 0.1962, "X2": 0.79603, "Y2": 0.196, "X3": 0.79603, "Y3": 0.2108, "X4": 0.7847, "Y4": 0.2108, "page": 0, "Index": 33}, {"Word": "OK", "Confidence": 0.997, "X1": 0.80028, "Y1": 0.1962, "X2": 0.82578, "Y2": 0.196, "X3": 0.82436, "Y3": 0.2108, "X4": 0.80028, "Y4": 0.2108, "page": 0, "Index": 34}, {"Word": "for", "Confidence": 0.998, "X1": 0.83003, "Y1": 0.1962, "X2": 0.85694, "Y2": 0.196, "X3": 0.85552, "Y3": 0.2108, "X4": 0.82861, "Y4": 0.2108, "page": 0, "Index": 35}, {"Word": "me", "Confidence": 0.757, "X1": 0.12323, "Y1": 0.2112, "X2": 0.14731, "Y2": 0.211, "X3": 0.14731, "Y3": 0.2238, "X4": 0.12323, "Y4": 0.2238, "page": 0, "Index": 36}, {"Word": "to", "Confidence": 0.998, "X1": 0.15156, "Y1": 0.2112, "X2": 0.16856, "Y2": 0.211, "X3": 0.16856, "Y3": 0.2228, "X4": 0.15156, "Y4": 0.2238, "page": 0, "Index": 37}, {"Word": "gather", "Confidence": 0.83, "X1": 0.17139, "Y1": 0.2102, "X2": 0.2238, "Y2": 0.21, "X3": 0.2238, "Y3": 0.2228, "X4": 0.17139, "Y4": 0.2228, "page": 0, "Index": 38}, {"Word": "them", "Confidence": 0.986, "X1": 0.22805, "Y1": 0.2102, "X2": 0.26204, "Y2": 0.21, "X3": 0.26204, "Y3": 0.2228, "X4": 0.22805, "Y4": 0.2228, "page": 0, "Index": 39}, {"Word": "next", "Confidence": 0.955, "X1": 0.26912, "Y1": 0.2102, "X2": 0.30312, "Y2": 0.21, "X3": 0.30312, "Y3": 0.2228, "X4": 0.27054, "Y4": 0.2228, "page": 0, "Index": 40}, {"Word": "week?", "Confidence": 0.944, "X1": 0.30737, "Y1": 0.2102, "X2": 0.35836, "Y2": 0.21, "X3": 0.35836, "Y3": 0.2228, "X4": 0.30737, "Y4": 0.2228, "page": 0, "Index": 41}, {"Word": "Also,", "Confidence": 0.952, "X1": 0.12465, "Y1": 0.2362, "X2": 0.16997, "Y2": 0.236, "X3": 0.16856, "Y3": 0.2498, "X4": 0.12323, "Y4": 0.2498, "page": 0, "Index": 42}, {"Word": "have", "Confidence": 0.921, "X1": 0.1728, "Y1": 0.2362, "X2": 0.21105, "Y2": 0.236, "X3": 0.20963, "Y3": 0.2498, "X4": 0.17139, "Y4": 0.2498, "page": 0, "Index": 43}, {"Word": "you", "Confidence": 0.998, "X1": 0.2153, "Y1": 0.2362, "X2": 0.24504, "Y2": 0.236, "X3": 0.24363, "Y3": 0.2498, "X4": 0.21388, "Y4": 0.2498, "page": 0, "Index": 44}, {"Word": "cleared", "Confidence": 0.646, "X1": 0.24929, "Y1": 0.2362, "X2": 0.30312, "Y2": 0.236, "X3": 0.3017, "Y3": 0.2498, "X4": 0.24788, "Y4": 0.2498, "page": 0, "Index": 45}, {"Word": "with", "Confidence": 0.991, "X1": 0.30737, "Y1": 0.2362, "X2": 0.34136, "Y2": 0.236, "X3": 0.33994, "Y3": 0.2498, "X4": 0.30595, "Y4": 0.2498, "page": 0, "Index": 46}, {"Word": "him", "Confidence": 0.994, "X1": 0.34561, "Y1": 0.2362, "X2": 0.3711, "Y2": 0.236, "X3": 0.36969, "Y3": 0.2498, "X4": 0.34419, "Y4": 0.2498, "page": 0, "Index": 47}, {"Word": "your", "Confidence": 0.991, "X1": 0.37677, "Y1": 0.2352, "X2": 0.41218, "Y2": 0.235, "X3": 0.41076, "Y3": 0.2498, "X4": 0.37535, "Y4": 0.2498, "page": 0, "Index": 48}, {"Word": "concerns", "Confidence": 0.668, "X1": 0.41643, "Y1": 0.2362, "X2": 0.48442, "Y2": 0.236, "X3": 0.483, "Y3": 0.2498, "X4": 0.41501, "Y4": 0.2498, "page": 0, "Index": 49}, {"Word": "regarding", "Confidence": 0.94, "X1": 0.48867, "Y1": 0.2362, "X2": 0.55949, "Y2": 0.236, "X3": 0.55807, "Y3": 0.2498, "X4": 0.48725, "Y4": 0.2498, "page": 0, "Index": 50}, {"Word": "the", "Confidence": 0.991, "X1": 0.56374, "Y1": 0.2362, "X2": 0.58782, "Y2": 0.236, "X3": 0.5864, "Y3": 0.2508, "X4": 0.56232, "Y4": 0.2498, "page": 0, "Index": 51}, {"Word": "choice", "Confidence": 0.995, "X1": 0.59207, "Y1": 0.2362, "X2": 0.64023, "Y2": 0.236, "X3": 0.63881, "Y3": 0.2508, "X4": 0.59065, "Y4": 0.2508, "page": 0, "Index": 52}, {"Word": "of", "Confidence": 0.998, "X1": 0.64448, "Y1": 0.2362, "X2": 0.66289, "Y2": 0.236, "X3": 0.66147, "Y3": 0.2508, "X4": 0.64306, "Y4": 0.2508, "page": 0, "Index": 53}, {"Word": "office", "Confidence": 0.991, "X1": 0.66572, "Y1": 0.2362, "X2": 0.70963, "Y2": 0.236, "X3": 0.70822, "Y3": 0.2508, "X4": 0.66572, "Y4": 0.2508, "page": 0, "Index": 54}, {"Word": "files,", "Confidence": 0.955, "X1": 0.71388, "Y1": 0.2362, "X2": 0.75071, "Y2": 0.236, "X3": 0.74929, "Y3": 0.2508, "X4": 0.71246, "Y4": 0.2508, "page": 0, "Index": 55}, {"Word": "if", "Confidence": 0.997, "X1": 0.75354, "Y1": 0.2362, "X2": 0.76629, "Y2": 0.236, "X3": 0.76487, "Y3": 0.2508, "X4": 0.75212, "Y4": 0.2508, "page": 0, "Index": 56}, {"Word": "so,", "Confidence": 0.927, "X1": 0.77054, "Y1": 0.2362, "X2": 0.79462, "Y2": 0.236, "X3": 0.7932, "Y3": 0.2508, "X4": 0.76912, "Y4": 0.2508, "page": 0, "Index": 57}, {"Word": "maybe", "Confidence": 0.996, "X1": 0.79887, "Y1": 0.2372, "X2": 0.85269, "Y2": 0.237, "X3": 0.85127, "Y3": 0.2508, "X4": 0.79745, "Y4": 0.2508, "page": 0, "Index": 58}, {"Word": "I", "Confidence": 0.85, "X1": 0.12465, "Y1": 0.2502, "X2": 0.1289, "Y2": 0.25, "X3": 0.1289, "Y3": 0.2638, "X4": 0.12465, "Y4": 0.2638, "page": 0, "Index": 59}, {"Word": "can", "Confidence": 0.998, "X1": 0.13314, "Y1": 0.2502, "X2": 0.16147, "Y2": 0.25, "X3": 0.16147, "Y3": 0.2638, "X4": 0.13314, "Y4": 0.2638, "page": 0, "Index": 60}, {"Word": "begin", "Confidence": 0.955, "X1": 0.16431, "Y1": 0.2502, "X2": 0.2068, "Y2": 0.25, "X3": 0.2068, "Y3": 0.2638, "X4": 0.16431, "Y4": 0.2638, "page": 0, "Index": 61}, {"Word": "to", "Confidence": 0.998, "X1": 0.21105, "Y1": 0.2502, "X2": 0.22946, "Y2": 0.25, "X3": 0.22946, "Y3": 0.2638, "X4": 0.21105, "Y4": 0.2638, "page": 0, "Index": 62}, {"Word": "collect", "Confidence": 0.991, "X1": 0.23371, "Y1": 0.2512, "X2": 0.28329, "Y2": 0.251, "X3": 0.28329, "Y3": 0.2638, "X4": 0.23371, "Y4": 0.2638, "page": 0, "Index": 63}, {"Word": "them.", "Confidence": 0.993, "X1": 0.28754, "Y1": 0.2522, "X2": 0.33286, "Y2": 0.252, "X3": 0.33286, "Y3": 0.2638, "X4": 0.28754, "Y4": 0.2638, "page": 0, "Index": 64}, {"Word": "I", "Confidence": 0.847, "X1": 0.12181, "Y1": 0.2772, "X2": 0.1289, "Y2": 0.277, "X3": 0.1289, "Y3": 0.2908, "X4": 0.12181, "Y4": 0.2908, "page": 0, "Index": 65}, {"Word": "am", "Confidence": 0.996, "X1": 0.13314, "Y1": 0.2772, "X2": 0.15439, "Y2": 0.277, "X3": 0.15439, "Y3": 0.2908, "X4": 0.13314, "Y4": 0.2908, "page": 0, "Index": 66}, {"Word": "not", "Confidence": 0.998, "X1": 0.16006, "Y1": 0.2772, "X2": 0.18555, "Y2": 0.277, "X3": 0.18555, "Y3": 0.2908, "X4": 0.16006, "Y4": 0.2908, "page": 0, "Index": 67}, {"Word": "in", "Confidence": 0.998, "X1": 0.1898, "Y1": 0.2772, "X2": 0.20538, "Y2": 0.277, "X3": 0.20538, "Y3": 0.2908, "X4": 0.18839, "Y4": 0.2908, "page": 0, "Index": 68}, {"Word": "the", "Confidence": 0.998, "X1": 0.20963, "Y1": 0.2772, "X2": 0.23654, "Y2": 0.277, "X3": 0.23654, "Y3": 0.2908, "X4": 0.20963, "Y4": 0.2908, "page": 0, "Index": 69}, {"Word": "office", "Confidence": 0.871, "X1": 0.23938, "Y1": 0.2772, "X2": 0.28329, "Y2": 0.277, "X3": 0.28329, "Y3": 0.2908, "X4": 0.23938, "Y4": 0.2908, "page": 0, "Index": 70}, {"Word": "on", "Confidence": 0.997, "X1": 0.28754, "Y1": 0.2762, "X2": 0.30737, "Y2": 0.276, "X3": 0.30737, "Y3": 0.2908, "X4": 0.28612, "Y4": 0.2908, "page": 0, "Index": 71}, {"Word": "Friday,", "Confidence": 0.847, "X1": 0.31161, "Y1": 0.2762, "X2": 0.36119, "Y2": 0.276, "X3": 0.36119, "Y3": 0.2908, "X4": 0.3102, "Y4": 0.2908, "page": 0, "Index": 72}, {"Word": "but,", "Confidence": 0.843, "X1": 0.36544, "Y1": 0.2762, "X2": 0.39802, "Y2": 0.276, "X3": 0.39802, "Y3": 0.2908, "X4": 0.36544, "Y4": 0.2908, "page": 0, "Index": 73}, {"Word": "maybe", "Confidence": 0.991, "X1": 0.40227, "Y1": 0.2762, "X2": 0.45326, "Y2": 0.276, "X3": 0.45326, "Y3": 0.2908, "X4": 0.40227, "Y4": 0.2908, "page": 0, "Index": 74}, {"Word": "you", "Confidence": 0.998, "X1": 0.45751, "Y1": 0.2772, "X2": 0.48442, "Y2": 0.277, "X3": 0.48442, "Y3": 0.2908, "X4": 0.45609, "Y4": 0.2908, "page": 0, "Index": 75}, {"Word": "could", "Confidence": 0.996, "X1": 0.48867, "Y1": 0.2772, "X2": 0.53116, "Y2": 0.277, "X3": 0.52975, "Y3": 0.2908, "X4": 0.48867, "Y4": 0.2908, "page": 0, "Index": 76}, {"Word": "notes", "Confidence": 0.994, "X1": 0.53399, "Y1": 0.2772, "X2": 0.57649, "Y2": 0.277, "X3": 0.57649, "Y3": 0.2908, "X4": 0.53399, "Y4": 0.2908, "page": 0, "Index": 77}, {"Word": "me", "Confidence": 0.997, "X1": 0.58074, "Y1": 0.2772, "X2": 0.60623, "Y2": 0.277, "X3": 0.60482, "Y3": 0.2908, "X4": 0.57932, "Y4": 0.2908, "page": 0, "Index": 78}, {"Word": "with", "Confidence": 0.989, "X1": 0.60907, "Y1": 0.2772, "X2": 0.64306, "Y2": 0.277, "X3": 0.64306, "Y3": 0.2908, "X4": 0.60907, "Y4": 0.2908, "page": 0, "Index": 79}, {"Word": "your", "Confidence": 0.991, "X1": 0.64731, "Y1": 0.2772, "X2": 0.6813, "Y2": 0.277, "X3": 0.6813, "Y3": 0.2918, "X4": 0.64731, "Y4": 0.2908, "page": 0, "Index": 80}, {"Word": "comments?", "Confidence": 0.991, "X1": 0.68555, "Y1": 0.2772, "X2": 0.7762, "Y2": 0.277, "X3": 0.7762, "Y3": 0.2918, "X4": 0.68555, "Y4": 0.2918, "page": 0, "Index": 81}, {"Word": "inconvenience.", "Confidence": 0.991, "X1": 0.36119, "Y1": 0.3032, "X2": 0.47592, "Y2": 0.303, "X3": 0.47592, "Y3": 0.3178, "X4": 0.36119, "Y4": 0.3188, "page": 0, "Index": 82}, {"Word": "Many", "Confidence": 0.985, "X1": 0.12323, "Y1": 0.3042, "X2": 0.16572, "Y2": 0.304, "X3": 0.16572, "Y3": 0.3198, "X4": 0.12323, "Y4": 0.3188, "page": 0, "Index": 83}, {"Word": "thanks,", "Confidence": 0.993, "X1": 0.16997, "Y1": 0.3042, "X2": 0.22805, "Y2": 0.304, "X3": 0.22805, "Y3": 0.3198, "X4": 0.16997, "Y4": 0.3198, "page": 0, "Index": 84}, {"Word": "apologies", "Confidence": 0.991, "X1": 0.23229, "Y1": 0.3042, "X2": 0.30312, "Y2": 0.304, "X3": 0.30312, "Y3": 0.3188, "X4": 0.23229, "Y4": 0.3198, "page": 0, "Index": 85}, {"Word": "for", "Confidence": 0.998, "X1": 0.30737, "Y1": 0.3042, "X2": 0.32861, "Y2": 0.304, "X3": 0.32861, "Y3": 0.3188, "X4": 0.30737, "Y4": 0.3188, "page": 0, "Index": 86}, {"Word": "the", "Confidence": 0.998, "X1": 0.33286, "Y1": 0.3042, "X2": 0.35694, "Y2": 0.304, "X3": 0.35694, "Y3": 0.3188, "X4": 0.33286, "Y4": 0.3188, "page": 0, "Index": 87}, {"Word": "Kathy", "Confidence": 0.998, "X1": 0.12323, "Y1": 0.3312, "X2": 0.17139, "Y2": 0.331, "X3": 0.17139, "Y3": 0.3458, "X4": 0.12323, "Y4": 0.3458, "page": 0, "Index": 88}, {"Word": "321246343", "Confidence": 0.991, "X1": 0.8272, "Y1": 0.9552, "X2": 0.94759, "Y2": 0.955, "X3": 0.94901, "Y3": 0.9718, "X4": 0.8272, "Y4": 0.9728, "page": 0, "Index": 89}]}	"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"
ffkg0084	0	{"lines_data": [{"Word": "11-110", "Confidence": 0.662, "X1": 0.82884, "Y1": 0.0002, "X2": 0.93261, "Y2": 0.0, "X3": 0.93261, "Y3": 0.0168, "X4": 0.82884, "Y4": 0.0168, "page": 0}, {"Word": "RJRT/RESEARCH & DEVELOPMENT", "Confidence": 0.77367, "X1": 0.31536, "Y1": 0.0302, "X2": 0.65364, "Y2": 0.03, "X3": 0.65364, "Y3": 0.0468, "X4": 0.31536, "Y4": 0.0478, "page": 0}, {"Word": "DOCUMENTATION APPROVAL FORM", "Confidence": 0.82867, "X1": 0.31536, "Y1": 0.0552, "X2": 0.65364, "Y2": 0.055, "X3": 0.65364, "Y3": 0.0728, "X4": 0.31536, "Y4": 0.0738, "page": 0}, {"Word": "FORM I", "Confidence": 0.993, "X1": 0.74528, "Y1": 0.0512, "X2": 0.88544, "Y2": 0.051, "X3": 0.8841, "Y3": 0.0748, "X4": 0.74528, "Y4": 0.0728, "page": 0}, {"Word": "Log No.", "Confidence": 0.9055, "X1": 0.40701, "Y1": 0.0802, "X2": 0.49461, "Y2": 0.08, "X3": 0.49461, "Y3": 0.0968, "X4": 0.40701, "Y4": 0.0978, "page": 0}, {"Word": "NAME: CHIN K LEE", "Confidence": 0.95275, "X1": 0.07817, "Y1": 0.1042, "X2": 0.41509, "Y2": 0.104, "X3": 0.41509, "Y3": 0.1288, "X4": 0.07817, "Y4": 0.1318, "page": 0}, {"Word": "TYPE OF DOCUMENTATION:", "Confidence": 0.94867, "X1": 0.60782, "Y1": 0.1152, "X2": 0.8841, "Y2": 0.115, "X3": 0.8841, "Y3": 0.1328, "X4": 0.60647, "Y4": 0.1318, "page": 0}, {"Word": "Abstract", "Confidence": 0.95, "X1": 0.70755, "Y1": 0.1342, "X2": 0.81132, "Y2": 0.134, "X3": 0.81132, "Y3": 0.1498, "X4": 0.70755, "Y4": 0.1488, "page": 0}, {"Word": "TITLE : Master Scientist", "Confidence": 0.94825, "X1": 0.07817, "Y1": 0.1402, "X2": 0.40162, "Y2": 0.14, "X3": 0.40162, "Y3": 0.1638, "X4": 0.07817, "Y4": 0.1678, "page": 0}, {"Word": "Ros. Manu.", "Confidence": 0.844, "X1": 0.7062, "Y1": 0.1522, "X2": 0.83288, "Y2": 0.152, "X3": 0.83288, "Y3": 0.1678, "X4": 0.7062, "Y4": 0.1658, "page": 0}, {"Word": "Oral Pres.", "Confidence": 0.875, "X1": 0.70755, "Y1": 0.1702, "X2": 0.83693, "Y2": 0.17, "X3": 0.83693, "Y3": 0.1858, "X4": 0.7062, "Y4": 0.1848, "page": 0}, {"Word": "DIVISION: Cellular/ molecular Biology", "Confidence": 0.93725, "X1": 0.07547, "Y1": 0.1762, "X2": 0.58086, "Y2": 0.176, "X3": 0.58086, "Y3": 0.2068, "X4": 0.07547, "Y4": 0.2058, "page": 0}, {"Word": "Other", "Confidence": 0.631, "X1": 0.7062, "Y1": 0.1862, "X2": 0.77628, "Y2": 0.186, "X3": 0.77493, "Y3": 0.2018, "X4": 0.7062, "Y4": 0.2008, "page": 0}, {"Word": "RJRT/R&D REDM", "Confidence": 0.7235, "X1": 0.70889, "Y1": 0.2042, "X2": 0.87466, "Y2": 0.204, "X3": 0.87466, "Y3": 0.2198, "X4": 0.70889, "Y4": 0.2188, "page": 0}, {"Word": "or RADR #/Date", "Confidence": 0.80167, "X1": 0.70755, "Y1": 0.2222, "X2": 0.88544, "Y2": 0.222, "X3": 0.88544, "Y3": 0.2378, "X4": 0.7062, "Y4": 0.2368, "page": 0}, {"Word": "DATE: 10/22/91", "Confidence": 0.9475, "X1": 0.07547, "Y1": 0.2272, "X2": 0.2965, "Y2": 0.227, "X3": 0.29784, "Y3": 0.2528, "X4": 0.07547, "Y4": 0.2558, "page": 0}, {"Word": "MAIL ADDRESS:", "Confidence": 0.9575, "X1": 0.07682, "Y1": 0.2702, "X2": 0.24663, "Y2": 0.27, "X3": 0.24798, "Y3": 0.2868, "X4": 0.07682, "Y4": 0.2888, "page": 0}, {"Word": "630-2", "Confidence": 0.991, "X1": 0.2628, "Y1": 0.2662, "X2": 0.35849, "Y2": 0.266, "X3": 0.35849, "Y3": 0.2858, "X4": 0.2628, "Y4": 0.2868, "page": 0}, {"Word": "Extension: 4346", "Confidence": 0.837, "X1": 0.60782, "Y1": 0.2702, "X2": 0.82884, "Y2": 0.27, "X3": 0.83019, "Y3": 0.2898, "X4": 0.60782, "Y4": 0.2908, "page": 0}, {"Word": "DOCUMENT TITLE: DNA adduct formation in wice following dermal", "Confidence": 0.81922, "X1": 0.07682, "Y1": 0.3042, "X2": 0.88679, "Y2": 0.304, "X3": 0.88544, "Y3": 0.3278, "X4": 0.07682, "Y4": 0.3248, "page": 0}, {"Word": "alisation of smoke condensate from cercate which burn or", "Confidence": 0.49744, "X1": 0.1159, "Y1": 0.3252, "X2": 0.88275, "Y2": 0.325, "X3": 0.88275, "Y3": 0.3468, "X4": 0.1159, "Y4": 0.3458, "page": 0}, {"Word": "Atteint todaaco", "Confidence": 0.199, "X1": 0.07682, "Y1": 0.3392, "X2": 0.30997, "Y2": 0.339, "X3": 0.30863, "Y3": 0.3598, "X4": 0.07547, "Y4": 0.3518, "page": 0}, {"Word": "AUTHOR (S) /CO-AUTHOR(S) : C.K. Lee B.G. Britt, E.A. Ral", "Confidence": 0.6926, "X1": 0.07682, "Y1": 0.3552, "X2": 0.81402, "Y2": 0.355, "X3": 0.81402, "Y3": 0.3768, "X4": 0.07682, "Y4": 0.3778, "page": 0}, {"Word": "M. Hejtmancik, AT, Masberg, DJ. Denlille Good A.al, Herpes", "Confidence": 0.44856, "X1": 0.07412, "Y1": 0.3772, "X2": 0.82749, "Y2": 0.377, "X3": 0.82749, "Y3": 0.4008, "X4": 0.07412, "Y4": 0.3998, "page": 0}, {"Word": "TYPIST/STENOGRAPHER:", "Confidence": 0.581, "X1": 0.07547, "Y1": 0.4112, "X2": 0.3248, "Y2": 0.411, "X3": 0.3248, "Y3": 0.4288, "X4": 0.07547, "Y4": 0.4298, "page": 0}, {"Word": "Extension:", "Confidence": 0.849, "X1": 0.60782, "Y1": 0.4132, "X2": 0.73181, "Y2": 0.413, "X3": 0.73181, "Y3": 0.4308, "X4": 0.60782, "Y4": 0.4298, "page": 0}, {"Word": "PURPOSE OF DOCUMENT", "Confidence": 0.97033, "X1": 0.35849, "Y1": 0.4482, "X2": 0.60108, "Y2": 0.448, "X3": 0.60108, "Y3": 0.4658, "X4": 0.35849, "Y4": 0.4648, "page": 0}, {"Word": "PUBLICATION IN:", "Confidence": 0.9435, "X1": 0.07547, "Y1": 0.4652, "X2": 0.2655, "Y2": 0.465, "X3": 0.2655, "Y3": 0.4808, "X4": 0.07547, "Y4": 0.4798, "page": 0}, {"Word": "Fundemental & Applied Toxicology", "Confidence": 0.488, "X1": 0.27358, "Y1": 0.4802, "X2": 0.71698, "Y2": 0.48, "X3": 0.71698, "Y3": 0.5058, "X4": 0.27224, "Y4": 0.4988, "page": 0}, {"Word": "PRESENTATION AT:", "Confidence": 0.9465, "X1": 0.07682, "Y1": 0.4982, "X2": 0.27628, "Y2": 0.498, "X3": 0.27628, "Y3": 0.5168, "X4": 0.07682, "Y4": 0.5148, "page": 0}, {"Word": "LOCATION:", "Confidence": 0.991, "X1": 0.07547, "Y1": 0.5332, "X2": 0.19137, "Y2": 0.533, "X3": 0.19137, "Y3": 0.5508, "X4": 0.07547, "Y4": 0.5498, "page": 0}, {"Word": "Date:", "Confidence": 0.994, "X1": 0.60647, "Y1": 0.5362, "X2": 0.66846, "Y2": 0.536, "X3": 0.66846, "Y3": 0.5508, "X4": 0.60647, "Y4": 0.5518, "page": 0}, {"Word": "Other pertinent information:", "Confidence": 0.97767, "X1": 0.07547, "Y1": 0.5512, "X2": 0.42318, "Y2": 0.551, "X3": 0.42318, "Y3": 0.5688, "X4": 0.07547, "Y4": 0.5698, "page": 0}, {"Word": "Your signatures on this form indicate that to the best of your", "Confidence": 0.94567, "X1": 0.07547, "Y1": 0.6042, "X2": 0.84367, "Y2": 0.604, "X3": 0.84367, "Y3": 0.6238, "X4": 0.07547, "Y4": 0.6218, "page": 0}, {"Word": "knowledge, the information contained in the document to be", "Confidence": 0.96933, "X1": 0.07412, "Y1": 0.6232, "X2": 0.79784, "Y2": 0.623, "X3": 0.79784, "Y3": 0.6398, "X4": 0.07412, "Y4": 0.6388, "page": 0}, {"Word": "published/presented is not proprietary and that the technical", "Confidence": 0.86013, "X1": 0.07278, "Y1": 0.6402, "X2": 0.83154, "Y2": 0.64, "X3": 0.83154, "Y3": 0.6568, "X4": 0.07278, "Y4": 0.6558, "page": 0}, {"Word": "quality reflects positively on the image of RJRT and its RED", "Confidence": 0.90973, "X1": 0.07682, "Y1": 0.6562, "X2": 0.82345, "Y2": 0.656, "X3": 0.82345, "Y3": 0.6748, "X4": 0.07682, "Y4": 0.6738, "page": 0}, {"Word": "Groups.", "Confidence": 0.994, "X1": 0.07682, "Y1": 0.6762, "X2": 0.16442, "Y2": 0.676, "X3": 0.16442, "Y3": 0.6918, "X4": 0.07547, "Y4": 0.6908, "page": 0}, {"Word": "Author (s) : Cuando", "Confidence": 0.557, "X1": 0.07143, "Y1": 0.6922, "X2": 0.40431, "Y2": 0.692, "X3": 0.40566, "Y3": 0.7268, "X4": 0.07278, "Y4": 0.7278, "page": 0}, {"Word": "Date: 10/22/91", "Confidence": 0.987, "X1": 0.60512, "Y1": 0.7042, "X2": 0.80593, "Y2": 0.704, "X3": 0.80728, "Y3": 0.7278, "X4": 0.60512, "Y4": 0.7288, "page": 0}, {"Word": "Manager :_", "Confidence": 0.9395, "X1": 0.07412, "Y1": 0.7422, "X2": 0.18464, "Y2": 0.742, "X3": 0.18464, "Y3": 0.7608, "X4": 0.07412, "Y4": 0.7608, "page": 0}, {"Word": "Date:", "Confidence": 0.941, "X1": 0.60512, "Y1": 0.7412, "X2": 0.67116, "Y2": 0.741, "X3": 0.67385, "Y3": 0.7588, "X4": 0.60377, "Y4": 0.7608, "page": 0}, {"Word": "11/28/11", "Confidence": 0.7, "X1": 0.68329, "Y1": 0.7352, "X2": 0.79784, "Y2": 0.735, "X3": 0.7965, "Y3": 0.7588, "X4": 0.68329, "Y4": 0.7568, "page": 0}, {"Word": "RJRT General Law:", "Confidence": 0.93733, "X1": 0.07412, "Y1": 0.7762, "X2": 0.29111, "Y2": 0.776, "X3": 0.29111, "Y3": 0.7948, "X4": 0.07412, "Y4": 0.7948, "page": 0}, {"Word": "Date: 1-7.91", "Confidence": 0.7235, "X1": 0.60512, "Y1": 0.7742, "X2": 0.80054, "Y2": 0.774, "X3": 0.80189, "Y3": 0.7948, "X4": 0.60512, "Y4": 0.7968, "page": 0}, {"Word": "RURT Patent Review:", "Confidence": 0.81, "X1": 0.07412, "Y1": 0.8102, "X2": 0.31941, "Y2": 0.81, "X3": 0.31941, "Y3": 0.8288, "X4": 0.07412, "Y4": 0.8308, "page": 0}, {"Word": "A Brochle Date: 11/8/91", "Confidence": 0.5385, "X1": 0.31806, "Y1": 0.7962, "X2": 0.79111, "Y2": 0.796, "X3": 0.78976, "Y3": 0.8368, "X4": 0.31806, "Y4": 0.8278, "page": 0}, {"Word": "51312 0508", "Confidence": 0.894, "X1": 0.96765, "Y1": 0.9912, "X2": 0.9717, "Y2": 0.991, "X3": 0.95148, "Y3": 0.9908, "X4": 0.94879, "Y4": 0.8948, "page": 0}], "words_data": [{"Word": "11-110", "Confidence": 0.662, "X1": 0.83558, "Y1": 0.0012, "X2": 0.93127, "Y2": 0.001, "X3": 0.92992, "Y3": 0.0178, "X4": 0.83558, "Y4": 0.0168, "page": 0, "Index": 0}, {"Word": "RJRT/RESEARCH", "Confidence": 0.681, "X1": 0.31806, "Y1": 0.0312, "X2": 0.47844, "Y2": 0.031, "X3": 0.47709, "Y3": 0.0478, "X4": 0.31671, "Y4": 0.0478, "page": 0, "Index": 1}, {"Word": "&", "Confidence": 0.849, "X1": 0.48922, "Y1": 0.0312, "X2": 0.5027, "Y2": 0.031, "X3": 0.50135, "Y3": 0.0478, "X4": 0.48922, "Y4": 0.0478, "page": 0, "Index": 2}, {"Word": "DEVELOPMENT", "Confidence": 0.791, "X1": 0.51213, "Y1": 0.0302, "X2": 0.6496, "Y2": 0.03, "X3": 0.6496, "Y3": 0.0478, "X4": 0.51078, "Y4": 0.0478, "page": 0, "Index": 3}, {"Word": "DOCUMENTATION", "Confidence": 0.875, "X1": 0.31806, "Y1": 0.0562, "X2": 0.47709, "Y2": 0.056, "X3": 0.47709, "Y3": 0.0728, "X4": 0.31671, "Y4": 0.0738, "page": 0, "Index": 4}, {"Word": "APPROVAL", "Confidence": 0.991, "X1": 0.48787, "Y1": 0.0562, "X2": 0.58895, "Y2": 0.056, "X3": 0.5876, "Y3": 0.0728, "X4": 0.48787, "Y4": 0.0728, "page": 0, "Index": 5}, {"Word": "FORM", "Confidence": 0.62, "X1": 0.59838, "Y1": 0.0562, "X2": 0.64825, "Y2": 0.056, "X3": 0.64825, "Y3": 0.0728, "X4": 0.59704, "Y4": 0.0728, "page": 0, "Index": 6}, {"Word": "FORM", "Confidence": 0.988, "X1": 0.74798, "Y1": 0.0512, "X2": 0.83154, "Y2": 0.051, "X3": 0.83154, "Y3": 0.0748, "X4": 0.74528, "Y4": 0.0738, "page": 0, "Index": 7}, {"Word": "I", "Confidence": 0.998, "X1": 0.85984, "Y1": 0.0512, "X2": 0.87871, "Y2": 0.051, "X3": 0.87871, "Y3": 0.0758, "X4": 0.85984, "Y4": 0.0748, "page": 0, "Index": 8}, {"Word": "Log", "Confidence": 0.925, "X1": 0.40836, "Y1": 0.0812, "X2": 0.44609, "Y2": 0.081, "X3": 0.44609, "Y3": 0.0968, "X4": 0.40836, "Y4": 0.0978, "page": 0, "Index": 9}, {"Word": "No.", "Confidence": 0.886, "X1": 0.45687, "Y1": 0.0812, "X2": 0.49461, "Y2": 0.081, "X3": 0.49596, "Y3": 0.0968, "X4": 0.45687, "Y4": 0.0968, "page": 0, "Index": 10}, {"Word": "NAME:", "Confidence": 0.828, "X1": 0.07951, "Y1": 0.1092, "X2": 0.15094, "Y2": 0.109, "X3": 0.15094, "Y3": 0.1318, "X4": 0.07951, "Y4": 0.1318, "page": 0, "Index": 11}, {"Word": "CHIN", "Confidence": 0.992, "X1": 0.18059, "Y1": 0.1052, "X2": 0.25606, "Y2": 0.105, "X3": 0.25741, "Y3": 0.1308, "X4": 0.18059, "Y4": 0.1308, "page": 0, "Index": 12}, {"Word": "K", "Confidence": 0.994, "X1": 0.29515, "Y1": 0.1042, "X2": 0.31536, "Y2": 0.104, "X3": 0.31671, "Y3": 0.1308, "X4": 0.29515, "Y4": 0.1308, "page": 0, "Index": 13}, {"Word": "LEE", "Confidence": 0.997, "X1": 0.34906, "Y1": 0.1062, "X2": 0.4124, "Y2": 0.106, "X3": 0.41375, "Y3": 0.1298, "X4": 0.3504, "Y4": 0.1298, "page": 0, "Index": 14}, {"Word": "TYPE", "Confidence": 0.964, "X1": 0.61051, "Y1": 0.1152, "X2": 0.66038, "Y2": 0.115, "X3": 0.66038, "Y3": 0.1328, "X4": 0.61051, "Y4": 0.1328, "page": 0, "Index": 15}, {"Word": "OF", "Confidence": 0.998, "X1": 0.66981, "Y1": 0.1152, "X2": 0.69811, "Y2": 0.115, "X3": 0.69811, "Y3": 0.1318, "X4": 0.66981, "Y4": 0.1328, "page": 0, "Index": 16}, {"Word": "DOCUMENTATION:", "Confidence": 0.884, "X1": 0.70755, "Y1": 0.1172, "X2": 0.8841, "Y2": 0.117, "X3": 0.8841, "Y3": 0.1328, "X4": 0.70755, "Y4": 0.1318, "page": 0, "Index": 17}, {"Word": "Abstract", "Confidence": 0.95, "X1": 0.71024, "Y1": 0.1352, "X2": 0.80863, "Y2": 0.135, "X3": 0.80863, "Y3": 0.1508, "X4": 0.70889, "Y4": 0.1498, "page": 0, "Index": 18}, {"Word": "TITLE", "Confidence": 0.885, "X1": 0.07951, "Y1": 0.1442, "X2": 0.12938, "Y2": 0.144, "X3": 0.12938, "Y3": 0.1678, "X4": 0.07951, "Y4": 0.1688, "page": 0, "Index": 19}, {"Word": ":", "Confidence": 0.98, "X1": 0.13612, "Y1": 0.1432, "X2": 0.16038, "Y2": 0.143, "X3": 0.16038, "Y3": 0.1678, "X4": 0.13612, "Y4": 0.1678, "page": 0, "Index": 20}, {"Word": "Master", "Confidence": 0.958, "X1": 0.16981, "Y1": 0.1422, "X2": 0.25472, "Y2": 0.142, "X3": 0.25606, "Y3": 0.1658, "X4": 0.16981, "Y4": 0.1668, "page": 0, "Index": 21}, {"Word": "Scientist", "Confidence": 0.97, "X1": 0.26819, "Y1": 0.1402, "X2": 0.39623, "Y2": 0.14, "X3": 0.39757, "Y3": 0.1648, "X4": 0.26819, "Y4": 0.1658, "page": 0, "Index": 22}, {"Word": "Ros.", "Confidence": 0.794, "X1": 0.70755, "Y1": 0.1512, "X2": 0.76011, "Y2": 0.151, "X3": 0.76011, "Y3": 0.1668, "X4": 0.70755, "Y4": 0.1668, "page": 0, "Index": 23}, {"Word": "Manu.", "Confidence": 0.894, "X1": 0.76954, "Y1": 0.1532, "X2": 0.83288, "Y2": 0.153, "X3": 0.83154, "Y3": 0.1668, "X4": 0.76819, "Y4": 0.1668, "page": 0, "Index": 24}, {"Word": "Oral", "Confidence": 0.985, "X1": 0.70889, "Y1": 0.1692, "X2": 0.75876, "Y2": 0.169, "X3": 0.75876, "Y3": 0.1848, "X4": 0.70889, "Y4": 0.1858, "page": 0, "Index": 25}, {"Word": "Pres.", "Confidence": 0.765, "X1": 0.76954, "Y1": 0.1702, "X2": 0.83693, "Y2": 0.17, "X3": 0.83693, "Y3": 0.1868, "X4": 0.76954, "Y4": 0.1848, "page": 0, "Index": 26}, {"Word": "DIVISION:", "Confidence": 0.917, "X1": 0.07682, "Y1": 0.1782, "X2": 0.19272, "Y2": 0.178, "X3": 0.19137, "Y3": 0.2018, "X4": 0.07682, "Y4": 0.2018, "page": 0, "Index": 27}, {"Word": "Cellular/", "Confidence": 0.943, "X1": 0.19946, "Y1": 0.1762, "X2": 0.32345, "Y2": 0.176, "X3": 0.3221, "Y3": 0.2028, "X4": 0.19811, "Y4": 0.2018, "page": 0, "Index": 28}, {"Word": "molecular", "Confidence": 0.962, "X1": 0.33019, "Y1": 0.1762, "X2": 0.46092, "Y2": 0.176, "X3": 0.45957, "Y3": 0.2048, "X4": 0.32884, "Y4": 0.2028, "page": 0, "Index": 29}, {"Word": "Biology", "Confidence": 0.927, "X1": 0.47439, "Y1": 0.1772, "X2": 0.57278, "Y2": 0.177, "X3": 0.57143, "Y3": 0.2078, "X4": 0.47439, "Y4": 0.2058, "page": 0, "Index": 30}, {"Word": "Other", "Confidence": 0.631, "X1": 0.70755, "Y1": 0.1882, "X2": 0.77089, "Y2": 0.188, "X3": 0.76954, "Y3": 0.2018, "X4": 0.70755, "Y4": 0.2018, "page": 0, "Index": 31}, {"Word": "RJRT/R&D", "Confidence": 0.634, "X1": 0.70889, "Y1": 0.2052, "X2": 0.80728, "Y2": 0.205, "X3": 0.80728, "Y3": 0.2198, "X4": 0.71024, "Y4": 0.2188, "page": 0, "Index": 32}, {"Word": "REDM", "Confidence": 0.813, "X1": 0.81941, "Y1": 0.2052, "X2": 0.86927, "Y2": 0.205, "X3": 0.86927, "Y3": 0.2208, "X4": 0.81806, "Y4": 0.2198, "page": 0, "Index": 33}, {"Word": "or", "Confidence": 0.958, "X1": 0.70889, "Y1": 0.2222, "X2": 0.7345, "Y2": 0.222, "X3": 0.73315, "Y3": 0.2368, "X4": 0.70755, "Y4": 0.2368, "page": 0, "Index": 34}, {"Word": "RADR", "Confidence": 0.6, "X1": 0.74394, "Y1": 0.2222, "X2": 0.79515, "Y2": 0.222, "X3": 0.7938, "Y3": 0.2378, "X4": 0.74259, "Y4": 0.2368, "page": 0, "Index": 35}, {"Word": "#/Date", "Confidence": 0.847, "X1": 0.80728, "Y1": 0.2222, "X2": 0.88005, "Y2": 0.222, "X3": 0.88005, "Y3": 0.2388, "X4": 0.80728, "Y4": 0.2378, "page": 0, "Index": 36}, {"Word": "DATE:", "Confidence": 0.909, "X1": 0.07682, "Y1": 0.2302, "X2": 0.1469, "Y2": 0.23, "X3": 0.1469, "Y3": 0.2538, "X4": 0.07682, "Y4": 0.2558, "page": 0, "Index": 37}, {"Word": "10/22/91", "Confidence": 0.986, "X1": 0.16038, "Y1": 0.2272, "X2": 0.29515, "Y2": 0.227, "X3": 0.2965, "Y3": 0.2538, "X4": 0.16038, "Y4": 0.2538, "page": 0, "Index": 38}, {"Word": "ADDRESS:", "Confidence": 0.977, "X1": 0.13881, "Y1": 0.2712, "X2": 0.24394, "Y2": 0.271, "X3": 0.24394, "Y3": 0.2878, "X4": 0.13881, "Y4": 0.2888, "page": 0, "Index": 39}, {"Word": "630-2", "Confidence": 0.991, "X1": 0.27224, "Y1": 0.2662, "X2": 0.35984, "Y2": 0.266, "X3": 0.35849, "Y3": 0.2868, "X4": 0.27089, "Y4": 0.2858, "page": 0, "Index": 40}, {"Word": "MAIL", "Confidence": 0.938, "X1": 0.07682, "Y1": 0.2712, "X2": 0.12938, "Y2": 0.271, "X3": 0.12938, "Y3": 0.2888, "X4": 0.07682, "Y4": 0.2898, "page": 0, "Index": 41}, {"Word": "Extension:", "Confidence": 0.93, "X1": 0.61051, "Y1": 0.2722, "X2": 0.73585, "Y2": 0.272, "X3": 0.73585, "Y3": 0.2898, "X4": 0.60916, "Y4": 0.2908, "page": 0, "Index": 42}, {"Word": "4346", "Confidence": 0.744, "X1": 0.75202, "Y1": 0.2702, "X2": 0.82884, "Y2": 0.27, "X3": 0.83019, "Y3": 0.2908, "X4": 0.75202, "Y4": 0.2898, "page": 0, "Index": 43}, {"Word": "DOCUMENT", "Confidence": 0.973, "X1": 0.07817, "Y1": 0.3062, "X2": 0.18194, "Y2": 0.306, "X3": 0.18194, "Y3": 0.3238, "X4": 0.07817, "Y4": 0.3238, "page": 0, "Index": 44}, {"Word": "TITLE:", "Confidence": 0.991, "X1": 0.18868, "Y1": 0.3052, "X2": 0.26819, "Y2": 0.305, "X3": 0.26819, "Y3": 0.3238, "X4": 0.18868, "Y4": 0.3238, "page": 0, "Index": 45}, {"Word": "DNA", "Confidence": 0.998, "X1": 0.27898, "Y1": 0.3042, "X2": 0.33019, "Y2": 0.304, "X3": 0.33019, "Y3": 0.3238, "X4": 0.27898, "Y4": 0.3238, "page": 0, "Index": 46}, {"Word": "adduct", "Confidence": 0.968, "X1": 0.34906, "Y1": 0.3032, "X2": 0.43396, "Y2": 0.303, "X3": 0.43396, "Y3": 0.3238, "X4": 0.34771, "Y4": 0.3238, "page": 0, "Index": 47}, {"Word": "formation", "Confidence": 0.888, "X1": 0.44879, "Y1": 0.3042, "X2": 0.55526, "Y2": 0.304, "X3": 0.55526, "Y3": 0.3248, "X4": 0.44879, "Y4": 0.3238, "page": 0, "Index": 48}, {"Word": "in", "Confidence": 0.88, "X1": 0.57682, "Y1": 0.3042, "X2": 0.60377, "Y2": 0.304, "X3": 0.60377, "Y3": 0.3248, "X4": 0.57682, "Y4": 0.3248, "page": 0, "Index": 49}, {"Word": "wice", "Confidence": 0.247, "X1": 0.61456, "Y1": 0.3052, "X2": 0.68059, "Y2": 0.305, "X3": 0.68059, "Y3": 0.3258, "X4": 0.61456, "Y4": 0.3248, "page": 0, "Index": 50}, {"Word": "following", "Confidence": 0.837, "X1": 0.69811, "Y1": 0.3072, "X2": 0.80054, "Y2": 0.307, "X3": 0.80054, "Y3": 0.3278, "X4": 0.69811, "Y4": 0.3258, "page": 0, "Index": 51}, {"Word": "dermal", "Confidence": 0.591, "X1": 0.80593, "Y1": 0.3092, "X2": 0.8841, "Y2": 0.309, "X3": 0.8841, "Y3": 0.3288, "X4": 0.80593, "Y4": 0.3278, "page": 0, "Index": 52}, {"Word": "alisation", "Confidence": 0.073, "X1": 0.11725, "Y1": 0.3262, "X2": 0.21024, "Y2": 0.326, "X3": 0.21159, "Y3": 0.3458, "X4": 0.1186, "Y4": 0.3468, "page": 0, "Index": 53}, {"Word": "of", "Confidence": 0.364, "X1": 0.24394, "Y1": 0.3252, "X2": 0.26685, "Y2": 0.325, "X3": 0.26685, "Y3": 0.3448, "X4": 0.24528, "Y4": 0.3448, "page": 0, "Index": 54}, {"Word": "smoke", "Confidence": 0.597, "X1": 0.28302, "Y1": 0.3252, "X2": 0.3531, "Y2": 0.325, "X3": 0.3531, "Y3": 0.3438, "X4": 0.28437, "Y4": 0.3448, "page": 0, "Index": 55}, {"Word": "condensate", "Confidence": 0.693, "X1": 0.37332, "Y1": 0.3252, "X2": 0.48518, "Y2": 0.325, "X3": 0.48652, "Y3": 0.3438, "X4": 0.37332, "Y4": 0.3438, "page": 0, "Index": 56}, {"Word": "from", "Confidence": 0.702, "X1": 0.50943, "Y1": 0.3252, "X2": 0.55526, "Y2": 0.325, "X3": 0.55526, "Y3": 0.3438, "X4": 0.50943, "Y4": 0.3438, "page": 0, "Index": 57}, {"Word": "cercate", "Confidence": 0.262, "X1": 0.57278, "Y1": 0.3262, "X2": 0.66442, "Y2": 0.326, "X3": 0.66577, "Y3": 0.3438, "X4": 0.57278, "Y4": 0.3438, "page": 0, "Index": 58}, {"Word": "which", "Confidence": 0.795, "X1": 0.68868, "Y1": 0.3282, "X2": 0.75741, "Y2": 0.328, "X3": 0.75876, "Y3": 0.3448, "X4": 0.68868, "Y4": 0.3448, "page": 0, "Index": 59}, {"Word": "burn", "Confidence": 0.061, "X1": 0.77763, "Y1": 0.3292, "X2": 0.83019, "Y2": 0.329, "X3": 0.83019, "Y3": 0.3458, "X4": 0.77898, "Y4": 0.3448, "page": 0, "Index": 60}, {"Word": "or", "Confidence": 0.93, "X1": 0.83423, "Y1": 0.3302, "X2": 0.86792, "Y2": 0.33, "X3": 0.86792, "Y3": 0.3468, "X4": 0.83423, "Y4": 0.3458, "page": 0, "Index": 61}, {"Word": "Atteint", "Confidence": 0.084, "X1": 0.09704, "Y1": 0.3382, "X2": 0.19137, "Y2": 0.338, "X3": 0.19137, "Y3": 0.3578, "X4": 0.09434, "Y4": 0.3508, "page": 0, "Index": 62}, {"Word": "todaaco", "Confidence": 0.314, "X1": 0.21294, "Y1": 0.3402, "X2": 0.30593, "Y2": 0.34, "X3": 0.30728, "Y3": 0.3588, "X4": 0.21294, "Y4": 0.3588, "page": 0, "Index": 63}, {"Word": "AUTHOR", "Confidence": 0.688, "X1": 0.07817, "Y1": 0.3602, "X2": 0.14286, "Y2": 0.36, "X3": 0.14286, "Y3": 0.3778, "X4": 0.07682, "Y4": 0.3778, "page": 0, "Index": 64}, {"Word": "(S)", "Confidence": 0.98, "X1": 0.14825, "Y1": 0.3592, "X2": 0.18194, "Y2": 0.359, "X3": 0.18194, "Y3": 0.3768, "X4": 0.14825, "Y4": 0.3768, "page": 0, "Index": 65}, {"Word": "/CO-AUTHOR(S)", "Confidence": 0.817, "X1": 0.18733, "Y1": 0.3572, "X2": 0.34367, "Y2": 0.357, "X3": 0.34367, "Y3": 0.3768, "X4": 0.18598, "Y4": 0.3768, "page": 0, "Index": 66}, {"Word": ":", "Confidence": 0.985, "X1": 0.34906, "Y1": 0.3562, "X2": 0.36658, "Y2": 0.356, "X3": 0.36523, "Y3": 0.3768, "X4": 0.34906, "Y4": 0.3768, "page": 0, "Index": 67}, {"Word": "C.K.", "Confidence": 0.93, "X1": 0.3841, "Y1": 0.3562, "X2": 0.43531, "Y2": 0.356, "X3": 0.43531, "Y3": 0.3768, "X4": 0.3841, "Y4": 0.3768, "page": 0, "Index": 68}, {"Word": "Lee", "Confidence": 0.984, "X1": 0.4407, "Y1": 0.3562, "X2": 0.48922, "Y2": 0.356, "X3": 0.48922, "Y3": 0.3768, "X4": 0.4407, "Y4": 0.3768, "page": 0, "Index": 69}, {"Word": "B.G.", "Confidence": 0.643, "X1": 0.53235, "Y1": 0.3552, "X2": 0.58491, "Y2": 0.355, "X3": 0.58356, "Y3": 0.3768, "X4": 0.53235, "Y4": 0.3768, "page": 0, "Index": 70}, {"Word": "Britt,", "Confidence": 0.128, "X1": 0.59164, "Y1": 0.3562, "X2": 0.68329, "Y2": 0.356, "X3": 0.68329, "Y3": 0.3768, "X4": 0.59164, "Y4": 0.3768, "page": 0, "Index": 71}, {"Word": "E.A.", "Confidence": 0.161, "X1": 0.69811, "Y1": 0.3562, "X2": 0.74798, "Y2": 0.356, "X3": 0.74798, "Y3": 0.3778, "X4": 0.69677, "Y4": 0.3768, "page": 0, "Index": 72}, {"Word": "Ral", "Confidence": 0.61, "X1": 0.75337, "Y1": 0.3572, "X2": 0.80997, "Y2": 0.357, "X3": 0.80997, "Y3": 0.3778, "X4": 0.75337, "Y4": 0.3778, "page": 0, "Index": 73}, {"Word": "Hejtmancik,", "Confidence": 0.193, "X1": 0.12399, "Y1": 0.3772, "X2": 0.27898, "Y2": 0.377, "X3": 0.27763, "Y3": 0.3978, "X4": 0.12264, "Y4": 0.3998, "page": 0, "Index": 74}, {"Word": "AT,", "Confidence": 0.597, "X1": 0.28571, "Y1": 0.3772, "X2": 0.34367, "Y2": 0.377, "X3": 0.34232, "Y3": 0.3978, "X4": 0.28571, "Y4": 0.3978, "page": 0, "Index": 75}, {"Word": "Masberg,", "Confidence": 0.611, "X1": 0.35849, "Y1": 0.3772, "X2": 0.47035, "Y2": 0.377, "X3": 0.469, "Y3": 0.3968, "X4": 0.35849, "Y4": 0.3978, "page": 0, "Index": 76}, {"Word": "DJ.", "Confidence": 0.317, "X1": 0.48518, "Y1": 0.3772, "X2": 0.52695, "Y2": 0.377, "X3": 0.52561, "Y3": 0.3968, "X4": 0.48383, "Y4": 0.3968, "page": 0, "Index": 77}, {"Word": "Denlille", "Confidence": 0.625, "X1": 0.53235, "Y1": 0.3782, "X2": 0.6186, "Y2": 0.378, "X3": 0.61725, "Y3": 0.3978, "X4": 0.531, "Y4": 0.3968, "page": 0, "Index": 78}, {"Word": "Good", "Confidence": 0.1, "X1": 0.63747, "Y1": 0.3792, "X2": 0.68329, "Y2": 0.379, "X3": 0.68329, "Y3": 0.3978, "X4": 0.63612, "Y4": 0.3978, "page": 0, "Index": 79}, {"Word": "M.", "Confidence": 0.858, "X1": 0.0876, "Y1": 0.3782, "X2": 0.1186, "Y2": 0.378, "X3": 0.11725, "Y3": 0.3998, "X4": 0.08625, "Y4": 0.4008, "page": 0, "Index": 80}, {"Word": "A.al,", "Confidence": 0.126, "X1": 0.69946, "Y1": 0.3802, "X2": 0.75202, "Y2": 0.38, "X3": 0.75202, "Y3": 0.3988, "X4": 0.69811, "Y4": 0.3978, "page": 0, "Index": 81}, {"Word": "Herpes", "Confidence": 0.61, "X1": 0.76011, "Y1": 0.3812, "X2": 0.82884, "Y2": 0.381, "X3": 0.82749, "Y3": 0.3988, "X4": 0.75876, "Y4": 0.3988, "page": 0, "Index": 82}, {"Word": "TYPIST/STENOGRAPHER:", "Confidence": 0.581, "X1": 0.07951, "Y1": 0.4122, "X2": 0.3248, "Y2": 0.412, "X3": 0.3248, "Y3": 0.4298, "X4": 0.07817, "Y4": 0.4308, "page": 0, "Index": 83}, {"Word": "Extension:", "Confidence": 0.849, "X1": 0.60916, "Y1": 0.4142, "X2": 0.73181, "Y2": 0.414, "X3": 0.73046, "Y3": 0.4298, "X4": 0.60782, "Y4": 0.4298, "page": 0, "Index": 84}, {"Word": "PURPOSE", "Confidence": 0.958, "X1": 0.35984, "Y1": 0.4482, "X2": 0.44879, "Y2": 0.448, "X3": 0.44879, "Y3": 0.4648, "X4": 0.35849, "Y4": 0.4648, "page": 0, "Index": 85}, {"Word": "OF", "Confidence": 0.991, "X1": 0.45822, "Y1": 0.4482, "X2": 0.48518, "Y2": 0.448, "X3": 0.48518, "Y3": 0.4648, "X4": 0.45822, "Y4": 0.4648, "page": 0, "Index": 86}, {"Word": "DOCUMENT", "Confidence": 0.962, "X1": 0.49461, "Y1": 0.4482, "X2": 0.59704, "Y2": 0.448, "X3": 0.59569, "Y3": 0.4658, "X4": 0.49461, "Y4": 0.4648, "page": 0, "Index": 87}, {"Word": "PUBLICATION", "Confidence": 0.889, "X1": 0.07682, "Y1": 0.4652, "X2": 0.21429, "Y2": 0.465, "X3": 0.21429, "Y3": 0.4808, "X4": 0.07547, "Y4": 0.4798, "page": 0, "Index": 88}, {"Word": "IN:", "Confidence": 0.998, "X1": 0.22642, "Y1": 0.4652, "X2": 0.2655, "Y2": 0.465, "X3": 0.2655, "Y3": 0.4808, "X4": 0.22642, "Y4": 0.4808, "page": 0, "Index": 89}, {"Word": "Fundemental", "Confidence": 0.117, "X1": 0.27763, "Y1": 0.4762, "X2": 0.42722, "Y2": 0.476, "X3": 0.42453, "Y3": 0.5008, "X4": 0.27358, "Y4": 0.4988, "page": 0, "Index": 90}, {"Word": "&", "Confidence": 0.316, "X1": 0.44205, "Y1": 0.4772, "X2": 0.46361, "Y2": 0.477, "X3": 0.46092, "Y3": 0.5018, "X4": 0.43935, "Y4": 0.5018, "page": 0, "Index": 91}, {"Word": "Applied", "Confidence": 0.884, "X1": 0.47709, "Y1": 0.4792, "X2": 0.57278, "Y2": 0.479, "X3": 0.57278, "Y3": 0.5038, "X4": 0.47439, "Y4": 0.5018, "page": 0, "Index": 92}, {"Word": "Toxicology", "Confidence": 0.635, "X1": 0.59164, "Y1": 0.4812, "X2": 0.71429, "Y2": 0.481, "X3": 0.71429, "Y3": 0.5058, "X4": 0.5903, "Y4": 0.5038, "page": 0, "Index": 93}, {"Word": "PRESENTATION", "Confidence": 0.991, "X1": 0.07682, "Y1": 0.4992, "X2": 0.22776, "Y2": 0.499, "X3": 0.22642, "Y3": 0.5158, "X4": 0.07682, "Y4": 0.5158, "page": 0, "Index": 94}, {"Word": "AT:", "Confidence": 0.902, "X1": 0.2372, "Y1": 0.5002, "X2": 0.27628, "Y2": 0.5, "X3": 0.27628, "Y3": 0.5168, "X4": 0.23585, "Y4": 0.5158, "page": 0, "Index": 95}, {"Word": "LOCATION:", "Confidence": 0.991, "X1": 0.07682, "Y1": 0.5352, "X2": 0.19272, "Y2": 0.535, "X3": 0.19137, "Y3": 0.5518, "X4": 0.07682, "Y4": 0.5508, "page": 0, "Index": 96}, {"Word": "Date:", "Confidence": 0.994, "X1": 0.60782, "Y1": 0.5372, "X2": 0.66846, "Y2": 0.537, "X3": 0.66846, "Y3": 0.5518, "X4": 0.60647, "Y4": 0.5518, "page": 0, "Index": 97}, {"Word": "Other", "Confidence": 0.997, "X1": 0.07547, "Y1": 0.5532, "X2": 0.13747, "Y2": 0.553, "X3": 0.13747, "Y3": 0.5698, "X4": 0.07547, "Y4": 0.5698, "page": 0, "Index": 98}, {"Word": "pertinent", "Confidence": 0.994, "X1": 0.1496, "Y1": 0.5522, "X2": 0.26415, "Y2": 0.552, "X3": 0.26415, "Y3": 0.5698, "X4": 0.1496, "Y4": 0.5698, "page": 0, "Index": 99}, {"Word": "information:", "Confidence": 0.942, "X1": 0.27358, "Y1": 0.5522, "X2": 0.42318, "Y2": 0.552, "X3": 0.42318, "Y3": 0.5698, "X4": 0.27358, "Y4": 0.5698, "page": 0, "Index": 100}, {"Word": "Your", "Confidence": 0.988, "X1": 0.07682, "Y1": 0.6042, "X2": 0.12668, "Y2": 0.604, "X3": 0.12668, "Y3": 0.6218, "X4": 0.07547, "Y4": 0.6218, "page": 0, "Index": 101}, {"Word": "signatures", "Confidence": 0.991, "X1": 0.13881, "Y1": 0.6042, "X2": 0.2628, "Y2": 0.604, "X3": 0.2628, "Y3": 0.6218, "X4": 0.13747, "Y4": 0.6218, "page": 0, "Index": 102}, {"Word": "on", "Confidence": 0.955, "X1": 0.27358, "Y1": 0.6042, "X2": 0.30054, "Y2": 0.604, "X3": 0.29919, "Y3": 0.6218, "X4": 0.27224, "Y4": 0.6218, "page": 0, "Index": 103}, {"Word": "this", "Confidence": 0.991, "X1": 0.30997, "Y1": 0.6042, "X2": 0.36253, "Y2": 0.604, "X3": 0.36253, "Y3": 0.6218, "X4": 0.30997, "Y4": 0.6218, "page": 0, "Index": 104}, {"Word": "form", "Confidence": 0.917, "X1": 0.37062, "Y1": 0.6042, "X2": 0.42318, "Y2": 0.604, "X3": 0.42318, "Y3": 0.6228, "X4": 0.37062, "Y4": 0.6218, "page": 0, "Index": 105}, {"Word": "indicate", "Confidence": 0.96, "X1": 0.43396, "Y1": 0.6042, "X2": 0.53504, "Y2": 0.604, "X3": 0.53504, "Y3": 0.6228, "X4": 0.43261, "Y4": 0.6228, "page": 0, "Index": 106}, {"Word": "that", "Confidence": 0.991, "X1": 0.54447, "Y1": 0.6052, "X2": 0.59704, "Y2": 0.605, "X3": 0.59569, "Y3": 0.6228, "X4": 0.54313, "Y4": 0.6228, "page": 0, "Index": 107}, {"Word": "to", "Confidence": 0.998, "X1": 0.60512, "Y1": 0.6052, "X2": 0.63342, "Y2": 0.605, "X3": 0.63208, "Y3": 0.6228, "X4": 0.60377, "Y4": 0.6228, "page": 0, "Index": 108}, {"Word": "the", "Confidence": 0.995, "X1": 0.6442, "Y1": 0.6052, "X2": 0.68329, "Y2": 0.605, "X3": 0.68194, "Y3": 0.6228, "X4": 0.64286, "Y4": 0.6228, "page": 0, "Index": 109}, {"Word": "best", "Confidence": 0.62, "X1": 0.69137, "Y1": 0.6062, "X2": 0.74528, "Y2": 0.606, "X3": 0.74528, "Y3": 0.6238, "X4": 0.69137, "Y4": 0.6228, "page": 0, "Index": 110}, {"Word": "of", "Confidence": 0.998, "X1": 0.75606, "Y1": 0.6062, "X2": 0.78302, "Y2": 0.606, "X3": 0.78167, "Y3": 0.6238, "X4": 0.75472, "Y4": 0.6238, "page": 0, "Index": 111}, {"Word": "your", "Confidence": 0.944, "X1": 0.79111, "Y1": 0.6072, "X2": 0.84501, "Y2": 0.607, "X3": 0.84367, "Y3": 0.6238, "X4": 0.78976, "Y4": 0.6238, "page": 0, "Index": 112}, {"Word": "knowledge,", "Confidence": 0.992, "X1": 0.07547, "Y1": 0.6222, "X2": 0.20216, "Y2": 0.622, "X3": 0.20081, "Y3": 0.6398, "X4": 0.07412, "Y4": 0.6398, "page": 0, "Index": 113}, {"Word": "the", "Confidence": 0.901, "X1": 0.21159, "Y1": 0.6222, "X2": 0.25067, "Y2": 0.622, "X3": 0.25067, "Y3": 0.6398, "X4": 0.21024, "Y4": 0.6398, "page": 0, "Index": 114}, {"Word": "information", "Confidence": 0.991, "X1": 0.26146, "Y1": 0.6222, "X2": 0.39757, "Y2": 0.622, "X3": 0.39757, "Y3": 0.6398, "X4": 0.26146, "Y4": 0.6398, "page": 0, "Index": 115}, {"Word": "contained", "Confidence": 0.991, "X1": 0.40836, "Y1": 0.6232, "X2": 0.52156, "Y2": 0.623, "X3": 0.52156, "Y3": 0.6398, "X4": 0.40836, "Y4": 0.6398, "page": 0, "Index": 116}, {"Word": "in", "Confidence": 0.998, "X1": 0.53235, "Y1": 0.6232, "X2": 0.55795, "Y2": 0.623, "X3": 0.55795, "Y3": 0.6398, "X4": 0.531, "Y4": 0.6398, "page": 0, "Index": 117}, {"Word": "the", "Confidence": 0.991, "X1": 0.56873, "Y1": 0.6232, "X2": 0.60782, "Y2": 0.623, "X3": 0.60782, "Y3": 0.6398, "X4": 0.56873, "Y4": 0.6398, "page": 0, "Index": 118}, {"Word": "document", "Confidence": 0.865, "X1": 0.61725, "Y1": 0.6242, "X2": 0.71968, "Y2": 0.624, "X3": 0.71968, "Y3": 0.6408, "X4": 0.61725, "Y4": 0.6398, "page": 0, "Index": 119}, {"Word": "to", "Confidence": 0.998, "X1": 0.72911, "Y1": 0.6242, "X2": 0.75741, "Y2": 0.624, "X3": 0.75741, "Y3": 0.6408, "X4": 0.72911, "Y4": 0.6408, "page": 0, "Index": 120}, {"Word": "be", "Confidence": 0.997, "X1": 0.76685, "Y1": 0.6242, "X2": 0.79515, "Y2": 0.624, "X3": 0.79515, "Y3": 0.6408, "X4": 0.76685, "Y4": 0.6408, "page": 0, "Index": 121}, {"Word": "published/presented", "Confidence": 0.714, "X1": 0.07412, "Y1": 0.6402, "X2": 0.31132, "Y2": 0.64, "X3": 0.31132, "Y3": 0.6568, "X4": 0.07278, "Y4": 0.6568, "page": 0, "Index": 122}, {"Word": "is", "Confidence": 0.998, "X1": 0.3221, "Y1": 0.6402, "X2": 0.34906, "Y2": 0.64, "X3": 0.34906, "Y3": 0.6568, "X4": 0.3221, "Y4": 0.6568, "page": 0, "Index": 123}, {"Word": "not", "Confidence": 0.688, "X1": 0.35849, "Y1": 0.6402, "X2": 0.39757, "Y2": 0.64, "X3": 0.39623, "Y3": 0.6568, "X4": 0.35849, "Y4": 0.6568, "page": 0, "Index": 124}, {"Word": "proprietary", "Confidence": 0.991, "X1": 0.40836, "Y1": 0.6402, "X2": 0.54582, "Y2": 0.64, "X3": 0.54582, "Y3": 0.6568, "X4": 0.40701, "Y4": 0.6568, "page": 0, "Index": 125}, {"Word": "and", "Confidence": 0.998, "X1": 0.55795, "Y1": 0.6402, "X2": 0.59569, "Y2": 0.64, "X3": 0.59569, "Y3": 0.6568, "X4": 0.5566, "Y4": 0.6568, "page": 0, "Index": 126}, {"Word": "that", "Confidence": 0.986, "X1": 0.60647, "Y1": 0.6412, "X2": 0.65768, "Y2": 0.641, "X3": 0.65633, "Y3": 0.6568, "X4": 0.60647, "Y4": 0.6568, "page": 0, "Index": 127}, {"Word": "the", "Confidence": 0.657, "X1": 0.66846, "Y1": 0.6412, "X2": 0.70755, "Y2": 0.641, "X3": 0.70755, "Y3": 0.6568, "X4": 0.66712, "Y4": 0.6568, "page": 0, "Index": 128}, {"Word": "technical", "Confidence": 0.849, "X1": 0.71833, "Y1": 0.6412, "X2": 0.83154, "Y2": 0.641, "X3": 0.83154, "Y3": 0.6568, "X4": 0.71833, "Y4": 0.6568, "page": 0, "Index": 129}, {"Word": "quality", "Confidence": 0.993, "X1": 0.07682, "Y1": 0.6572, "X2": 0.16442, "Y2": 0.657, "X3": 0.16307, "Y3": 0.6748, "X4": 0.07682, "Y4": 0.6748, "page": 0, "Index": 130}, {"Word": "reflects", "Confidence": 0.796, "X1": 0.17385, "Y1": 0.6562, "X2": 0.27493, "Y2": 0.656, "X3": 0.27493, "Y3": 0.6758, "X4": 0.17385, "Y4": 0.6748, "page": 0, "Index": 131}, {"Word": "positively", "Confidence": 0.941, "X1": 0.28437, "Y1": 0.6562, "X2": 0.4097, "Y2": 0.656, "X3": 0.4097, "Y3": 0.6758, "X4": 0.28302, "Y4": 0.6758, "page": 0, "Index": 132}, {"Word": "on", "Confidence": 0.997, "X1": 0.41914, "Y1": 0.6562, "X2": 0.44879, "Y2": 0.656, "X3": 0.44879, "Y3": 0.6758, "X4": 0.41914, "Y4": 0.6758, "page": 0, "Index": 133}, {"Word": "the", "Confidence": 0.998, "X1": 0.45687, "Y1": 0.6572, "X2": 0.49865, "Y2": 0.657, "X3": 0.49865, "Y3": 0.6758, "X4": 0.45687, "Y4": 0.6758, "page": 0, "Index": 134}, {"Word": "image", "Confidence": 0.851, "X1": 0.50674, "Y1": 0.6572, "X2": 0.57278, "Y2": 0.657, "X3": 0.57278, "Y3": 0.6758, "X4": 0.50674, "Y4": 0.6758, "page": 0, "Index": 135}, {"Word": "of", "Confidence": 0.998, "X1": 0.57951, "Y1": 0.6572, "X2": 0.60916, "Y2": 0.657, "X3": 0.60782, "Y3": 0.6748, "X4": 0.57951, "Y4": 0.6758, "page": 0, "Index": 136}, {"Word": "RJRT", "Confidence": 0.647, "X1": 0.61725, "Y1": 0.6582, "X2": 0.67116, "Y2": 0.658, "X3": 0.67116, "Y3": 0.6748, "X4": 0.61725, "Y4": 0.6748, "page": 0, "Index": 137}, {"Word": "and", "Confidence": 0.998, "X1": 0.68059, "Y1": 0.6582, "X2": 0.71968, "Y2": 0.658, "X3": 0.71968, "Y3": 0.6748, "X4": 0.68059, "Y4": 0.6748, "page": 0, "Index": 138}, {"Word": "its", "Confidence": 0.979, "X1": 0.73046, "Y1": 0.6582, "X2": 0.76954, "Y2": 0.658, "X3": 0.76954, "Y3": 0.6748, "X4": 0.73046, "Y4": 0.6748, "page": 0, "Index": 139}, {"Word": "RED", "Confidence": 0.809, "X1": 0.77898, "Y1": 0.6592, "X2": 0.81806, "Y2": 0.659, "X3": 0.81806, "Y3": 0.6748, "X4": 0.77898, "Y4": 0.6748, "page": 0, "Index": 140}, {"Word": "Groups.", "Confidence": 0.994, "X1": 0.07682, "Y1": 0.6772, "X2": 0.16442, "Y2": 0.677, "X3": 0.16442, "Y3": 0.6928, "X4": 0.07682, "Y4": 0.6908, "page": 0, "Index": 141}, {"Word": "Author", "Confidence": 0.914, "X1": 0.07278, "Y1": 0.7062, "X2": 0.13342, "Y2": 0.706, "X3": 0.13208, "Y3": 0.7258, "X4": 0.07278, "Y4": 0.7238, "page": 0, "Index": 142}, {"Word": "(s)", "Confidence": 0.493, "X1": 0.14016, "Y1": 0.7022, "X2": 0.17116, "Y2": 0.702, "X3": 0.17116, "Y3": 0.7268, "X4": 0.14016, "Y4": 0.7258, "page": 0, "Index": 143}, {"Word": ":", "Confidence": 0.762, "X1": 0.1779, "Y1": 0.6992, "X2": 0.20485, "Y2": 0.699, "X3": 0.20485, "Y3": 0.7268, "X4": 0.1779, "Y4": 0.7268, "page": 0, "Index": 144}, {"Word": "Cuando", "Confidence": 0.059, "X1": 0.21159, "Y1": 0.6932, "X2": 0.39892, "Y2": 0.693, "X3": 0.39892, "Y3": 0.7278, "X4": 0.21159, "Y4": 0.7268, "page": 0, "Index": 145}, {"Word": "Date:", "Confidence": 0.987, "X1": 0.60512, "Y1": 0.7072, "X2": 0.67655, "Y2": 0.707, "X3": 0.67655, "Y3": 0.7268, "X4": 0.60647, "Y4": 0.7278, "page": 0, "Index": 146}, {"Word": "10/22/91", "Confidence": 0.987, "X1": 0.68329, "Y1": 0.7052, "X2": 0.80593, "Y2": 0.705, "X3": 0.80593, "Y3": 0.7288, "X4": 0.68464, "Y4": 0.7268, "page": 0, "Index": 147}, {"Word": "Date:", "Confidence": 0.941, "X1": 0.60377, "Y1": 0.7412, "X2": 0.67116, "Y2": 0.741, "X3": 0.67251, "Y3": 0.7578, "X4": 0.60512, "Y4": 0.7608, "page": 0, "Index": 148}, {"Word": "Manager", "Confidence": 0.994, "X1": 0.07547, "Y1": 0.7432, "X2": 0.16038, "Y2": 0.743, "X3": 0.15903, "Y3": 0.7608, "X4": 0.07547, "Y4": 0.7598, "page": 0, "Index": 149}, {"Word": ":_", "Confidence": 0.885, "X1": 0.16442, "Y1": 0.7422, "X2": 0.18464, "Y2": 0.742, "X3": 0.18329, "Y3": 0.7618, "X4": 0.16307, "Y4": 0.7608, "page": 0, "Index": 150}, {"Word": "11/28/11", "Confidence": 0.7, "X1": 0.68464, "Y1": 0.7352, "X2": 0.79515, "Y2": 0.735, "X3": 0.79515, "Y3": 0.7588, "X4": 0.68329, "Y4": 0.7568, "page": 0, "Index": 151}, {"Word": "RJRT", "Confidence": 0.937, "X1": 0.07547, "Y1": 0.7772, "X2": 0.12668, "Y2": 0.777, "X3": 0.12668, "Y3": 0.7938, "X4": 0.07547, "Y4": 0.7938, "page": 0, "Index": 152}, {"Word": "General", "Confidence": 0.885, "X1": 0.13612, "Y1": 0.7772, "X2": 0.22642, "Y2": 0.777, "X3": 0.22776, "Y3": 0.7948, "X4": 0.13477, "Y4": 0.7938, "page": 0, "Index": 153}, {"Word": "Law:", "Confidence": 0.99, "X1": 0.23585, "Y1": 0.7762, "X2": 0.28976, "Y2": 0.776, "X3": 0.29111, "Y3": 0.7958, "X4": 0.2372, "Y4": 0.7948, "page": 0, "Index": 154}, {"Word": "Date:", "Confidence": 0.983, "X1": 0.60512, "Y1": 0.7772, "X2": 0.67385, "Y2": 0.777, "X3": 0.67385, "Y3": 0.7958, "X4": 0.60512, "Y4": 0.7968, "page": 0, "Index": 155}, {"Word": "1-7.91", "Confidence": 0.464, "X1": 0.69407, "Y1": 0.7752, "X2": 0.80054, "Y2": 0.775, "X3": 0.80054, "Y3": 0.7958, "X4": 0.69542, "Y4": 0.7958, "page": 0, "Index": 156}, {"Word": "RURT", "Confidence": 0.662, "X1": 0.07547, "Y1": 0.8122, "X2": 0.12803, "Y2": 0.812, "X3": 0.12803, "Y3": 0.8288, "X4": 0.07412, "Y4": 0.8308, "page": 0, "Index": 157}, {"Word": "Patent", "Confidence": 0.995, "X1": 0.13747, "Y1": 0.8122, "X2": 0.21429, "Y2": 0.812, "X3": 0.21294, "Y3": 0.8288, "X4": 0.13612, "Y4": 0.8288, "page": 0, "Index": 158}, {"Word": "Review:", "Confidence": 0.773, "X1": 0.22372, "Y1": 0.8102, "X2": 0.31536, "Y2": 0.81, "X3": 0.31402, "Y3": 0.8298, "X4": 0.22237, "Y4": 0.8288, "page": 0, "Index": 159}, {"Word": "A", "Confidence": 0.088, "X1": 0.32615, "Y1": 0.7902, "X2": 0.35984, "Y2": 0.79, "X3": 0.35984, "Y3": 0.8288, "X4": 0.32749, "Y4": 0.8288, "page": 0, "Index": 160}, {"Word": "Brochle", "Confidence": 0.39, "X1": 0.42722, "Y1": 0.7922, "X2": 0.57817, "Y2": 0.792, "X3": 0.57817, "Y3": 0.8308, "X4": 0.42722, "Y4": 0.8288, "page": 0, "Index": 161}, {"Word": "Date:", "Confidence": 0.75, "X1": 0.58895, "Y1": 0.7952, "X2": 0.65903, "Y2": 0.795, "X3": 0.65903, "Y3": 0.8328, "X4": 0.58895, "Y4": 0.8308, "page": 0, "Index": 162}, {"Word": "11/8/91", "Confidence": 0.926, "X1": 0.66981, "Y1": 0.8032, "X2": 0.78976, "Y2": 0.803, "X3": 0.78841, "Y3": 0.8368, "X4": 0.66846, "Y4": 0.8328, "page": 0, "Index": 163}, {"Word": "51312", "Confidence": 0.905, "X1": 0.96765, "Y1": 0.9412, "X2": 0.97035, "Y2": 0.941, "X3": 0.95013, "Y3": 0.9418, "X4": 0.94879, "Y4": 0.8958, "page": 0, "Index": 164}, {"Word": "0508", "Confidence": 0.883, "X1": 0.97035, "Y1": 0.9882, "X2": 0.9717, "Y2": 0.988, "X3": 0.95283, "Y3": 0.9888, "X4": 0.95013, "Y4": 0.9518, "page": 0, "Index": 165}]}	"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"
ffdc0071	0	{"lines_data": [{"Word": "Scientific Issues Status Summary (SISS)", "Confidence": 0.9938, "X1": 0.26146, "Y1": 0.1152, "X2": 0.71833, "Y2": 0.115, "X3": 0.71833, "Y3": 0.1388, "X4": 0.26146, "Y4": 0.1378, "page": 0}, {"Word": "I. The purposes of a \"scientific issues status summary\" are:", "Confidence": 0.9791, "X1": 0.12668, "Y1": 0.1842, "X2": 0.69272, "Y2": 0.184, "X3": 0.69272, "Y3": 0.2048, "X4": 0.12668, "Y4": 0.2058, "page": 0}, {"Word": "to document the status in the external-to-PM literature of a particular", "Confidence": 0.96327, "X1": 0.18733, "Y1": 0.2252, "X2": 0.83962, "Y2": 0.225, "X3": 0.83962, "Y3": 0.2448, "X4": 0.18733, "Y4": 0.2448, "page": 0}, {"Word": "well-defined subject;", "Confidence": 0.993, "X1": 0.15903, "Y1": 0.2472, "X2": 0.35984, "Y2": 0.247, "X3": 0.35984, "Y3": 0.2648, "X4": 0.15903, "Y4": 0.2658, "page": 0}, {"Word": "to have a number of different \"levels\" of information available,", "Confidence": 0.9878, "X1": 0.18733, "Y1": 0.2662, "X2": 0.78302, "Y2": 0.266, "X3": 0.78302, "Y3": 0.2858, "X4": 0.18733, "Y4": 0.2868, "page": 0}, {"Word": "ranging from an executive summary to a detailed scientific discussion", "Confidence": 0.9941, "X1": 0.15903, "Y1": 0.2872, "X2": 0.81806, "Y2": 0.287, "X3": 0.81806, "Y3": 0.3058, "X4": 0.15903, "Y4": 0.3078, "page": 0}, {"Word": "with literature references;", "Confidence": 0.993, "X1": 0.15903, "Y1": 0.3092, "X2": 0.40431, "Y2": 0.309, "X3": 0.40431, "Y3": 0.3278, "X4": 0.15903, "Y4": 0.3278, "page": 0}, {"Word": "to build-up over time a file of status, information, literature", "Confidence": 0.9933, "X1": 0.19003, "Y1": 0.3292, "X2": 0.74663, "Y2": 0.329, "X3": 0.74663, "Y3": 0.3488, "X4": 0.19003, "Y4": 0.3498, "page": 0}, {"Word": "references, of potentially recurring (i.e ., media attention) issues;", "Confidence": 0.991, "X1": 0.15768, "Y1": 0.3502, "X2": 0.7628, "Y2": 0.35, "X3": 0.7628, "Y3": 0.3698, "X4": 0.15768, "Y4": 0.3708, "page": 0}, {"Word": "to provide critical information as rapidly as possible, worldwide;", "Confidence": 0.99578, "X1": 0.19137, "Y1": 0.3702, "X2": 0.79784, "Y2": 0.37, "X3": 0.79784, "Y3": 0.3908, "X4": 0.19137, "Y4": 0.3918, "page": 0}, {"Word": ". .", "Confidence": 0.651, "X1": 0.14286, "Y1": 0.4052, "X2": 0.14286, "Y2": 0.405, "X3": 0.13073, "Y3": 0.4048, "X4": 0.12803, "Y4": 0.3738, "page": 0}, {"Word": "to develop a group of scientific resources in a broad area of", "Confidence": 0.9925, "X1": 0.18868, "Y1": 0.3922, "X2": 0.75067, "Y2": 0.392, "X3": 0.75067, "Y3": 0.4108, "X4": 0.18868, "Y4": 0.4118, "page": 0}, {"Word": "disciplines;", "Confidence": 0.991, "X1": 0.16173, "Y1": 0.4132, "X2": 0.27089, "Y2": 0.413, "X3": 0.27224, "Y3": 0.4318, "X4": 0.16173, "Y4": 0.4328, "page": 0}, {"Word": "to maintain the information in a \"reasonably\" current status.", "Confidence": 0.98833, "X1": 0.19003, "Y1": 0.4332, "X2": 0.75337, "Y2": 0.433, "X3": 0.75337, "Y3": 0.4518, "X4": 0.19003, "Y4": 0.4528, "page": 0}, {"Word": "II. The format of a SISS would be:", "Confidence": 0.89263, "X1": 0.12938, "Y1": 0.4952, "X2": 0.46496, "Y2": 0.495, "X3": 0.46496, "Y3": 0.5138, "X4": 0.12938, "Y4": 0.5138, "page": 0}, {"Word": "Name of author(s) and information specialists;", "Confidence": 0.9935, "X1": 0.15633, "Y1": 0.5362, "X2": 0.60108, "Y2": 0.536, "X3": 0.60108, "Y3": 0.5558, "X4": 0.15633, "Y4": 0.5558, "page": 0}, {"Word": "Date of preparation;", "Confidence": 0.994, "X1": 0.15768, "Y1": 0.5582, "X2": 0.35175, "Y2": 0.558, "X3": 0.35175, "Y3": 0.5768, "X4": 0.15768, "Y4": 0.5768, "page": 0}, {"Word": "A clear subject definition;", "Confidence": 0.9955, "X1": 0.15903, "Y1": 0.5782, "X2": 0.40836, "Y2": 0.578, "X3": 0.40836, "Y3": 0.5978, "X4": 0.15903, "Y4": 0.5968, "page": 0}, {"Word": "Data bases searched;", "Confidence": 0.993, "X1": 0.15768, "Y1": 0.5992, "X2": 0.35714, "Y2": 0.599, "X3": 0.35714, "Y3": 0.6178, "X4": 0.15768, "Y4": 0.6178, "page": 0}, {"Word": "An executive summary, keyed to more detailed information below;", "Confidence": 0.99478, "X1": 0.15768, "Y1": 0.6192, "X2": 0.7938, "Y2": 0.619, "X3": 0.7938, "Y3": 0.6378, "X4": 0.15768, "Y4": 0.6388, "page": 0}, {"Word": "A detailed scientific summary;", "Confidence": 0.991, "X1": 0.15903, "Y1": 0.6412, "X2": 0.45148, "Y2": 0.641, "X3": 0.45148, "Y3": 0.6608, "X4": 0.15903, "Y4": 0.6588, "page": 0}, {"Word": "Copies of crucial literature references;", "Confidence": 0.9952, "X1": 0.16038, "Y1": 0.6622, "X2": 0.52156, "Y2": 0.662, "X3": 0.52156, "Y3": 0.6808, "X4": 0.16038, "Y4": 0.6798, "page": 0}, {"Word": "Abstracts of important literature references;", "Confidence": 0.9904, "X1": 0.15903, "Y1": 0.6822, "X2": 0.57412, "Y2": 0.682, "X3": 0.57412, "Y3": 0.7008, "X4": 0.15903, "Y4": 0.7008, "page": 0}, {"Word": "List of references, including additional references.", "Confidence": 0.994, "X1": 0.15903, "Y1": 0.7022, "X2": 0.63612, "Y2": 0.702, "X3": 0.63612, "Y3": 0.7198, "X4": 0.15903, "Y4": 0.7198, "page": 0}, {"Word": "III. Comments", "Confidence": 0.953, "X1": 0.12938, "Y1": 0.7652, "X2": 0.28841, "Y2": 0.765, "X3": 0.28841, "Y3": 0.7818, "X4": 0.12938, "Y4": 0.7808, "page": 0}, {"Word": "Information could eventually be put on CD-ROMs for distribution to WRA", "Confidence": 0.99555, "X1": 0.12803, "Y1": 0.8052, "X2": 0.84232, "Y2": 0.805, "X3": 0.84232, "Y3": 0.8248, "X4": 0.12803, "Y4": 0.8248, "page": 0}, {"Word": "units and elsewhere, around the world, and for rapid searching purposes.", "Confidence": 0.99618, "X1": 0.12938, "Y1": 0.8282, "X2": 0.80997, "Y2": 0.828, "X3": 0.80997, "Y3": 0.8468, "X4": 0.12938, "Y4": 0.8458, "page": 0}, {"Word": "SISSs would be updated, according to the changing science and technology", "Confidence": 0.996, "X1": 0.12938, "Y1": 0.8692, "X2": 0.83827, "Y2": 0.869, "X3": 0.83827, "Y3": 0.8888, "X4": 0.12938, "Y4": 0.8878, "page": 0}, {"Word": "and as a function of worldwide importance of the specific issue.", "Confidence": 0.99573, "X1": 0.12803, "Y1": 0.8892, "X2": 0.72911, "Y2": 0.889, "X3": 0.72911, "Y3": 0.9088, "X4": 0.12803, "Y4": 0.9088, "page": 0}, {"Word": "2065537276", "Confidence": 0.878, "X1": 0.92722, "Y1": 0.9352, "X2": 0.92992, "Y2": 0.935, "X3": 0.90701, "Y3": 0.9358, "X4": 0.90566, "Y4": 0.8438, "page": 0}], "words_data": [{"Word": "Scientific", "Confidence": 0.991, "X1": 0.26146, "Y1": 0.1162, "X2": 0.36388, "Y2": 0.116, "X3": 0.36388, "Y3": 0.1378, "X4": 0.26146, "Y4": 0.1368, "page": 0, "Index": 0}, {"Word": "Issues", "Confidence": 0.994, "X1": 0.37062, "Y1": 0.1162, "X2": 0.43801, "Y2": 0.116, "X3": 0.43801, "Y3": 0.1378, "X4": 0.36927, "Y4": 0.1378, "page": 0, "Index": 1}, {"Word": "Status", "Confidence": 0.996, "X1": 0.44474, "Y1": 0.1162, "X2": 0.51482, "Y2": 0.116, "X3": 0.51482, "Y3": 0.1388, "X4": 0.44474, "Y4": 0.1378, "page": 0, "Index": 2}, {"Word": "Summary", "Confidence": 0.997, "X1": 0.52022, "Y1": 0.1162, "X2": 0.63342, "Y2": 0.116, "X3": 0.63342, "Y3": 0.1398, "X4": 0.52022, "Y4": 0.1388, "page": 0, "Index": 3}, {"Word": "(SISS)", "Confidence": 0.991, "X1": 0.63881, "Y1": 0.1162, "X2": 0.71833, "Y2": 0.116, "X3": 0.71833, "Y3": 0.1398, "X4": 0.63881, "Y4": 0.1398, "page": 0, "Index": 4}, {"Word": "I.", "Confidence": 0.847, "X1": 0.12803, "Y1": 0.1852, "X2": 0.14825, "Y2": 0.185, "X3": 0.1496, "Y3": 0.2058, "X4": 0.12938, "Y4": 0.2058, "page": 0, "Index": 5}, {"Word": "The", "Confidence": 0.998, "X1": 0.15364, "Y1": 0.1852, "X2": 0.19003, "Y2": 0.185, "X3": 0.19003, "Y3": 0.2058, "X4": 0.15499, "Y4": 0.2058, "page": 0, "Index": 6}, {"Word": "purposes", "Confidence": 0.995, "X1": 0.19542, "Y1": 0.1852, "X2": 0.27898, "Y2": 0.185, "X3": 0.28032, "Y3": 0.2048, "X4": 0.19542, "Y4": 0.2058, "page": 0, "Index": 7}, {"Word": "of", "Confidence": 0.998, "X1": 0.28437, "Y1": 0.1852, "X2": 0.30458, "Y2": 0.185, "X3": 0.30593, "Y3": 0.2048, "X4": 0.28571, "Y4": 0.2048, "page": 0, "Index": 8}, {"Word": "a", "Confidence": 0.995, "X1": 0.30997, "Y1": 0.1852, "X2": 0.32075, "Y2": 0.185, "X3": 0.32075, "Y3": 0.2048, "X4": 0.31132, "Y4": 0.2048, "page": 0, "Index": 9}, {"Word": "\"scientific", "Confidence": 0.982, "X1": 0.32615, "Y1": 0.1852, "X2": 0.42318, "Y2": 0.185, "X3": 0.42318, "Y3": 0.2038, "X4": 0.32615, "Y4": 0.2048, "page": 0, "Index": 10}, {"Word": "issues", "Confidence": 0.996, "X1": 0.42722, "Y1": 0.1852, "X2": 0.48518, "Y2": 0.185, "X3": 0.48518, "Y3": 0.2038, "X4": 0.42722, "Y4": 0.2038, "page": 0, "Index": 11}, {"Word": "status", "Confidence": 0.995, "X1": 0.48922, "Y1": 0.1852, "X2": 0.54313, "Y2": 0.185, "X3": 0.54313, "Y3": 0.2038, "X4": 0.48922, "Y4": 0.2038, "page": 0, "Index": 12}, {"Word": "summary\"", "Confidence": 0.994, "X1": 0.54852, "Y1": 0.1862, "X2": 0.6469, "Y2": 0.186, "X3": 0.64555, "Y3": 0.2038, "X4": 0.54852, "Y4": 0.2038, "page": 0, "Index": 13}, {"Word": "are:", "Confidence": 0.991, "X1": 0.65229, "Y1": 0.1862, "X2": 0.69272, "Y2": 0.186, "X3": 0.69137, "Y3": 0.2038, "X4": 0.65094, "Y4": 0.2038, "page": 0, "Index": 14}, {"Word": "to", "Confidence": 0.998, "X1": 0.19003, "Y1": 0.2282, "X2": 0.20889, "Y2": 0.228, "X3": 0.20755, "Y3": 0.2438, "X4": 0.18868, "Y4": 0.2438, "page": 0, "Index": 15}, {"Word": "document", "Confidence": 0.955, "X1": 0.21294, "Y1": 0.2272, "X2": 0.30593, "Y2": 0.227, "X3": 0.30593, "Y3": 0.2438, "X4": 0.21294, "Y4": 0.2438, "page": 0, "Index": 16}, {"Word": "the", "Confidence": 0.97, "X1": 0.31132, "Y1": 0.2272, "X2": 0.33962, "Y2": 0.227, "X3": 0.33962, "Y3": 0.2438, "X4": 0.30997, "Y4": 0.2438, "page": 0, "Index": 17}, {"Word": "status", "Confidence": 0.997, "X1": 0.34501, "Y1": 0.2262, "X2": 0.40027, "Y2": 0.226, "X3": 0.40027, "Y3": 0.2438, "X4": 0.34367, "Y4": 0.2438, "page": 0, "Index": 18}, {"Word": "in", "Confidence": 0.998, "X1": 0.40566, "Y1": 0.2262, "X2": 0.42318, "Y2": 0.226, "X3": 0.42183, "Y3": 0.2448, "X4": 0.40431, "Y4": 0.2438, "page": 0, "Index": 19}, {"Word": "the", "Confidence": 0.97, "X1": 0.42857, "Y1": 0.2262, "X2": 0.45822, "Y2": 0.226, "X3": 0.45822, "Y3": 0.2448, "X4": 0.42722, "Y4": 0.2448, "page": 0, "Index": 20}, {"Word": "external-to-PM", "Confidence": 0.74, "X1": 0.46361, "Y1": 0.2262, "X2": 0.59973, "Y2": 0.226, "X3": 0.59973, "Y3": 0.2448, "X4": 0.46361, "Y4": 0.2448, "page": 0, "Index": 21}, {"Word": "literature", "Confidence": 0.986, "X1": 0.61186, "Y1": 0.2262, "X2": 0.69677, "Y2": 0.226, "X3": 0.69542, "Y3": 0.2448, "X4": 0.61051, "Y4": 0.2448, "page": 0, "Index": 22}, {"Word": "of", "Confidence": 0.996, "X1": 0.70081, "Y1": 0.2262, "X2": 0.72237, "Y2": 0.226, "X3": 0.72102, "Y3": 0.2448, "X4": 0.70081, "Y4": 0.2448, "page": 0, "Index": 23}, {"Word": "a", "Confidence": 0.994, "X1": 0.72642, "Y1": 0.2262, "X2": 0.73854, "Y2": 0.226, "X3": 0.7372, "Y3": 0.2448, "X4": 0.72642, "Y4": 0.2448, "page": 0, "Index": 24}, {"Word": "particular", "Confidence": 0.992, "X1": 0.74394, "Y1": 0.2262, "X2": 0.83962, "Y2": 0.226, "X3": 0.83962, "Y3": 0.2458, "X4": 0.74259, "Y4": 0.2448, "page": 0, "Index": 25}, {"Word": "well-defined", "Confidence": 0.991, "X1": 0.15903, "Y1": 0.2472, "X2": 0.27763, "Y2": 0.247, "X3": 0.27763, "Y3": 0.2658, "X4": 0.16038, "Y4": 0.2658, "page": 0, "Index": 26}, {"Word": "subject;", "Confidence": 0.995, "X1": 0.28302, "Y1": 0.2492, "X2": 0.35984, "Y2": 0.249, "X3": 0.35984, "Y3": 0.2658, "X4": 0.28167, "Y4": 0.2658, "page": 0, "Index": 27}, {"Word": "to", "Confidence": 0.998, "X1": 0.18868, "Y1": 0.2692, "X2": 0.20755, "Y2": 0.269, "X3": 0.2062, "Y3": 0.2868, "X4": 0.18868, "Y4": 0.2878, "page": 0, "Index": 28}, {"Word": "have", "Confidence": 0.991, "X1": 0.21294, "Y1": 0.2682, "X2": 0.25876, "Y2": 0.268, "X3": 0.25741, "Y3": 0.2868, "X4": 0.21159, "Y4": 0.2868, "page": 0, "Index": 29}, {"Word": "a", "Confidence": 0.995, "X1": 0.2628, "Y1": 0.2682, "X2": 0.27224, "Y2": 0.268, "X3": 0.27089, "Y3": 0.2868, "X4": 0.2628, "Y4": 0.2868, "page": 0, "Index": 30}, {"Word": "number", "Confidence": 0.997, "X1": 0.27628, "Y1": 0.2672, "X2": 0.3504, "Y2": 0.267, "X3": 0.3504, "Y3": 0.2868, "X4": 0.27628, "Y4": 0.2868, "page": 0, "Index": 31}, {"Word": "of", "Confidence": 0.998, "X1": 0.35445, "Y1": 0.2672, "X2": 0.37601, "Y2": 0.267, "X3": 0.37601, "Y3": 0.2868, "X4": 0.35445, "Y4": 0.2868, "page": 0, "Index": 32}, {"Word": "different", "Confidence": 0.995, "X1": 0.38005, "Y1": 0.2672, "X2": 0.46226, "Y2": 0.267, "X3": 0.46226, "Y3": 0.2868, "X4": 0.38005, "Y4": 0.2868, "page": 0, "Index": 33}, {"Word": "\"levels\"", "Confidence": 0.957, "X1": 0.46765, "Y1": 0.2672, "X2": 0.54313, "Y2": 0.267, "X3": 0.54447, "Y3": 0.2858, "X4": 0.46765, "Y4": 0.2868, "page": 0, "Index": 34}, {"Word": "of", "Confidence": 0.998, "X1": 0.54852, "Y1": 0.2672, "X2": 0.56873, "Y2": 0.267, "X3": 0.56873, "Y3": 0.2858, "X4": 0.54852, "Y4": 0.2858, "page": 0, "Index": 35}, {"Word": "information", "Confidence": 0.994, "X1": 0.57412, "Y1": 0.2672, "X2": 0.68464, "Y2": 0.267, "X3": 0.68464, "Y3": 0.2858, "X4": 0.57412, "Y4": 0.2858, "page": 0, "Index": 36}, {"Word": "available,", "Confidence": 0.955, "X1": 0.69003, "Y1": 0.2682, "X2": 0.78167, "Y2": 0.268, "X3": 0.78302, "Y3": 0.2868, "X4": 0.69003, "Y4": 0.2858, "page": 0, "Index": 37}, {"Word": "ranging", "Confidence": 0.991, "X1": 0.16038, "Y1": 0.2892, "X2": 0.23046, "Y2": 0.289, "X3": 0.23046, "Y3": 0.3078, "X4": 0.15903, "Y4": 0.3088, "page": 0, "Index": 38}, {"Word": "from", "Confidence": 0.988, "X1": 0.23585, "Y1": 0.2892, "X2": 0.27898, "Y2": 0.289, "X3": 0.27763, "Y3": 0.3078, "X4": 0.2345, "Y4": 0.3078, "page": 0, "Index": 39}, {"Word": "an", "Confidence": 0.998, "X1": 0.28706, "Y1": 0.2892, "X2": 0.30863, "Y2": 0.289, "X3": 0.30863, "Y3": 0.3078, "X4": 0.28706, "Y4": 0.3078, "page": 0, "Index": 40}, {"Word": "executive", "Confidence": 0.995, "X1": 0.31402, "Y1": 0.2892, "X2": 0.40566, "Y2": 0.289, "X3": 0.40566, "Y3": 0.3078, "X4": 0.31402, "Y4": 0.3078, "page": 0, "Index": 41}, {"Word": "summary", "Confidence": 0.996, "X1": 0.4097, "Y1": 0.2882, "X2": 0.4973, "Y2": 0.288, "X3": 0.4973, "Y3": 0.3068, "X4": 0.4097, "Y4": 0.3078, "page": 0, "Index": 42}, {"Word": "to", "Confidence": 0.998, "X1": 0.5027, "Y1": 0.2882, "X2": 0.52156, "Y2": 0.288, "X3": 0.52156, "Y3": 0.3068, "X4": 0.5027, "Y4": 0.3068, "page": 0, "Index": 43}, {"Word": "a", "Confidence": 0.995, "X1": 0.52695, "Y1": 0.2882, "X2": 0.53639, "Y2": 0.288, "X3": 0.53639, "Y3": 0.3068, "X4": 0.52695, "Y4": 0.3068, "page": 0, "Index": 44}, {"Word": "detailed", "Confidence": 0.995, "X1": 0.54178, "Y1": 0.2882, "X2": 0.61725, "Y2": 0.288, "X3": 0.61725, "Y3": 0.3068, "X4": 0.54178, "Y4": 0.3068, "page": 0, "Index": 45}, {"Word": "scientific", "Confidence": 0.991, "X1": 0.62264, "Y1": 0.2882, "X2": 0.70755, "Y2": 0.288, "X3": 0.70889, "Y3": 0.3068, "X4": 0.62264, "Y4": 0.3068, "page": 0, "Index": 46}, {"Word": "discussion", "Confidence": 0.994, "X1": 0.71294, "Y1": 0.2872, "X2": 0.81402, "Y2": 0.287, "X3": 0.81402, "Y3": 0.3058, "X4": 0.71294, "Y4": 0.3068, "page": 0, "Index": 47}, {"Word": "with", "Confidence": 0.991, "X1": 0.16038, "Y1": 0.3102, "X2": 0.20216, "Y2": 0.31, "X3": 0.20216, "Y3": 0.3278, "X4": 0.16038, "Y4": 0.3278, "page": 0, "Index": 48}, {"Word": "literature", "Confidence": 0.994, "X1": 0.2062, "Y1": 0.3102, "X2": 0.29245, "Y2": 0.31, "X3": 0.29245, "Y3": 0.3268, "X4": 0.2062, "Y4": 0.3278, "page": 0, "Index": 49}, {"Word": "references;", "Confidence": 0.994, "X1": 0.29784, "Y1": 0.3112, "X2": 0.40431, "Y2": 0.311, "X3": 0.40296, "Y3": 0.3278, "X4": 0.2965, "Y4": 0.3268, "page": 0, "Index": 50}, {"Word": "to", "Confidence": 0.995, "X1": 0.19003, "Y1": 0.3312, "X2": 0.2062, "Y2": 0.331, "X3": 0.2062, "Y3": 0.3498, "X4": 0.19137, "Y4": 0.3498, "page": 0, "Index": 51}, {"Word": "build-up", "Confidence": 0.995, "X1": 0.21024, "Y1": 0.3302, "X2": 0.29245, "Y2": 0.33, "X3": 0.2938, "Y3": 0.3498, "X4": 0.21159, "Y4": 0.3498, "page": 0, "Index": 52}, {"Word": "over", "Confidence": 0.989, "X1": 0.29784, "Y1": 0.3302, "X2": 0.33962, "Y2": 0.33, "X3": 0.33962, "Y3": 0.3498, "X4": 0.29784, "Y4": 0.3498, "page": 0, "Index": 53}, {"Word": "time", "Confidence": 0.988, "X1": 0.34367, "Y1": 0.3302, "X2": 0.38679, "Y2": 0.33, "X3": 0.38679, "Y3": 0.3488, "X4": 0.34501, "Y4": 0.3498, "page": 0, "Index": 54}, {"Word": "a", "Confidence": 0.998, "X1": 0.39218, "Y1": 0.3302, "X2": 0.40162, "Y2": 0.33, "X3": 0.40296, "Y3": 0.3488, "X4": 0.39218, "Y4": 0.3488, "page": 0, "Index": 55}, {"Word": "file", "Confidence": 0.988, "X1": 0.40701, "Y1": 0.3302, "X2": 0.43935, "Y2": 0.33, "X3": 0.4407, "Y3": 0.3488, "X4": 0.40701, "Y4": 0.3488, "page": 0, "Index": 56}, {"Word": "of", "Confidence": 0.998, "X1": 0.44474, "Y1": 0.3302, "X2": 0.46496, "Y2": 0.33, "X3": 0.46631, "Y3": 0.3488, "X4": 0.44474, "Y4": 0.3488, "page": 0, "Index": 57}, {"Word": "status,", "Confidence": 0.995, "X1": 0.47035, "Y1": 0.3302, "X2": 0.531, "Y2": 0.33, "X3": 0.531, "Y3": 0.3488, "X4": 0.47035, "Y4": 0.3488, "page": 0, "Index": 58}, {"Word": "information,", "Confidence": 0.992, "X1": 0.53504, "Y1": 0.3302, "X2": 0.65229, "Y2": 0.33, "X3": 0.65229, "Y3": 0.3488, "X4": 0.53639, "Y4": 0.3488, "page": 0, "Index": 59}, {"Word": "literature", "Confidence": 0.995, "X1": 0.65633, "Y1": 0.3302, "X2": 0.74663, "Y2": 0.33, "X3": 0.74663, "Y3": 0.3488, "X4": 0.65768, "Y4": 0.3488, "page": 0, "Index": 60}, {"Word": "references,", "Confidence": 0.97, "X1": 0.15903, "Y1": 0.3512, "X2": 0.26146, "Y2": 0.351, "X3": 0.26146, "Y3": 0.3708, "X4": 0.15903, "Y4": 0.3698, "page": 0, "Index": 61}, {"Word": "of", "Confidence": 0.998, "X1": 0.26685, "Y1": 0.3512, "X2": 0.28571, "Y2": 0.351, "X3": 0.28571, "Y3": 0.3708, "X4": 0.26685, "Y4": 0.3708, "page": 0, "Index": 62}, {"Word": "potentially", "Confidence": 0.993, "X1": 0.29111, "Y1": 0.3512, "X2": 0.39218, "Y2": 0.351, "X3": 0.39218, "Y3": 0.3708, "X4": 0.29111, "Y4": 0.3708, "page": 0, "Index": 63}, {"Word": "recurring", "Confidence": 0.991, "X1": 0.39757, "Y1": 0.3512, "X2": 0.48383, "Y2": 0.351, "X3": 0.48518, "Y3": 0.3708, "X4": 0.39757, "Y4": 0.3708, "page": 0, "Index": 64}, {"Word": "(i.e", "Confidence": 0.986, "X1": 0.48922, "Y1": 0.3512, "X2": 0.51617, "Y2": 0.351, "X3": 0.51617, "Y3": 0.3708, "X4": 0.48922, "Y4": 0.3708, "page": 0, "Index": 65}, {"Word": ".,", "Confidence": 0.994, "X1": 0.52156, "Y1": 0.3512, "X2": 0.531, "Y2": 0.351, "X3": 0.531, "Y3": 0.3708, "X4": 0.52156, "Y4": 0.3708, "page": 0, "Index": 66}, {"Word": "media", "Confidence": 0.997, "X1": 0.53639, "Y1": 0.3512, "X2": 0.59434, "Y2": 0.351, "X3": 0.59434, "Y3": 0.3708, "X4": 0.53639, "Y4": 0.3708, "page": 0, "Index": 67}, {"Word": "attention)", "Confidence": 0.994, "X1": 0.59973, "Y1": 0.3512, "X2": 0.69003, "Y2": 0.351, "X3": 0.69003, "Y3": 0.3708, "X4": 0.59973, "Y4": 0.3708, "page": 0, "Index": 68}, {"Word": "issues;", "Confidence": 0.996, "X1": 0.69542, "Y1": 0.3512, "X2": 0.76415, "Y2": 0.351, "X3": 0.76415, "Y3": 0.3698, "X4": 0.69542, "Y4": 0.3708, "page": 0, "Index": 69}, {"Word": ".", "Confidence": 0.629, "X1": 0.14286, "Y1": 0.3832, "X2": 0.14286, "Y2": 0.383, "X3": 0.12803, "Y3": 0.3828, "X4": 0.12803, "Y4": 0.3768, "page": 0, "Index": 70}, {"Word": "to", "Confidence": 0.998, "X1": 0.19272, "Y1": 0.3722, "X2": 0.2062, "Y2": 0.372, "X3": 0.2062, "Y3": 0.3918, "X4": 0.19272, "Y4": 0.3918, "page": 0, "Index": 71}, {"Word": "provide", "Confidence": 0.994, "X1": 0.21159, "Y1": 0.3722, "X2": 0.28302, "Y2": 0.372, "X3": 0.28302, "Y3": 0.3918, "X4": 0.21159, "Y4": 0.3918, "page": 0, "Index": 72}, {"Word": "critical", "Confidence": 0.995, "X1": 0.28841, "Y1": 0.3722, "X2": 0.3558, "Y2": 0.372, "X3": 0.3558, "Y3": 0.3918, "X4": 0.28841, "Y4": 0.3918, "page": 0, "Index": 73}, {"Word": "information", "Confidence": 0.994, "X1": 0.36119, "Y1": 0.3722, "X2": 0.4717, "Y2": 0.372, "X3": 0.4717, "Y3": 0.3918, "X4": 0.36119, "Y4": 0.3918, "page": 0, "Index": 74}, {"Word": "as", "Confidence": 0.998, "X1": 0.47709, "Y1": 0.3722, "X2": 0.49596, "Y2": 0.372, "X3": 0.49596, "Y3": 0.3918, "X4": 0.47709, "Y4": 0.3918, "page": 0, "Index": 75}, {"Word": "rapidly", "Confidence": 0.996, "X1": 0.50135, "Y1": 0.3722, "X2": 0.56873, "Y2": 0.372, "X3": 0.56873, "Y3": 0.3918, "X4": 0.50135, "Y4": 0.3918, "page": 0, "Index": 76}, {"Word": "as", "Confidence": 0.998, "X1": 0.57412, "Y1": 0.3722, "X2": 0.59299, "Y2": 0.372, "X3": 0.59299, "Y3": 0.3918, "X4": 0.57412, "Y4": 0.3918, "page": 0, "Index": 77}, {"Word": "possible,", "Confidence": 0.995, "X1": 0.59838, "Y1": 0.3712, "X2": 0.68329, "Y2": 0.371, "X3": 0.68194, "Y3": 0.3918, "X4": 0.59838, "Y4": 0.3918, "page": 0, "Index": 78}, {"Word": "worldwide;", "Confidence": 0.994, "X1": 0.68868, "Y1": 0.3712, "X2": 0.79784, "Y2": 0.371, "X3": 0.79784, "Y3": 0.3918, "X4": 0.68733, "Y4": 0.3918, "page": 0, "Index": 79}, {"Word": ".", "Confidence": 0.673, "X1": 0.1442, "Y1": 0.4042, "X2": 0.1442, "Y2": 0.404, "X3": 0.12938, "Y3": 0.4038, "X4": 0.12938, "Y4": 0.3978, "page": 0, "Index": 80}, {"Word": "to", "Confidence": 0.998, "X1": 0.19003, "Y1": 0.3942, "X2": 0.2062, "Y2": 0.394, "X3": 0.2062, "Y3": 0.4128, "X4": 0.19003, "Y4": 0.4128, "page": 0, "Index": 81}, {"Word": "develop", "Confidence": 0.997, "X1": 0.21159, "Y1": 0.3932, "X2": 0.28706, "Y2": 0.393, "X3": 0.28706, "Y3": 0.4128, "X4": 0.21159, "Y4": 0.4128, "page": 0, "Index": 82}, {"Word": "a", "Confidence": 0.995, "X1": 0.29245, "Y1": 0.3932, "X2": 0.30458, "Y2": 0.393, "X3": 0.30458, "Y3": 0.4128, "X4": 0.29245, "Y4": 0.4128, "page": 0, "Index": 83}, {"Word": "group", "Confidence": 0.998, "X1": 0.30997, "Y1": 0.3932, "X2": 0.36253, "Y2": 0.393, "X3": 0.36253, "Y3": 0.4128, "X4": 0.30997, "Y4": 0.4128, "page": 0, "Index": 84}, {"Word": "of", "Confidence": 0.998, "X1": 0.36792, "Y1": 0.3932, "X2": 0.38814, "Y2": 0.393, "X3": 0.38814, "Y3": 0.4128, "X4": 0.36792, "Y4": 0.4128, "page": 0, "Index": 85}, {"Word": "scientific", "Confidence": 0.991, "X1": 0.39353, "Y1": 0.3932, "X2": 0.47978, "Y2": 0.393, "X3": 0.47978, "Y3": 0.4118, "X4": 0.39353, "Y4": 0.4128, "page": 0, "Index": 86}, {"Word": "resources", "Confidence": 0.955, "X1": 0.48518, "Y1": 0.3922, "X2": 0.57412, "Y2": 0.392, "X3": 0.57412, "Y3": 0.4118, "X4": 0.48518, "Y4": 0.4118, "page": 0, "Index": 87}, {"Word": "in", "Confidence": 0.997, "X1": 0.57951, "Y1": 0.3922, "X2": 0.59838, "Y2": 0.392, "X3": 0.59838, "Y3": 0.4118, "X4": 0.57951, "Y4": 0.4118, "page": 0, "Index": 88}, {"Word": "a", "Confidence": 0.995, "X1": 0.60377, "Y1": 0.3922, "X2": 0.61321, "Y2": 0.392, "X3": 0.61321, "Y3": 0.4118, "X4": 0.60377, "Y4": 0.4118, "page": 0, "Index": 89}, {"Word": "broad", "Confidence": 0.997, "X1": 0.6186, "Y1": 0.3922, "X2": 0.67385, "Y2": 0.392, "X3": 0.67385, "Y3": 0.4108, "X4": 0.6186, "Y4": 0.4118, "page": 0, "Index": 90}, {"Word": "area", "Confidence": 0.991, "X1": 0.67925, "Y1": 0.3922, "X2": 0.71833, "Y2": 0.392, "X3": 0.71833, "Y3": 0.4108, "X4": 0.67925, "Y4": 0.4108, "page": 0, "Index": 91}, {"Word": "of", "Confidence": 0.998, "X1": 0.72372, "Y1": 0.3932, "X2": 0.75067, "Y2": 0.393, "X3": 0.74933, "Y3": 0.4108, "X4": 0.72372, "Y4": 0.4108, "page": 0, "Index": 92}, {"Word": "disciplines;", "Confidence": 0.991, "X1": 0.16173, "Y1": 0.4142, "X2": 0.27224, "Y2": 0.414, "X3": 0.27089, "Y3": 0.4308, "X4": 0.16173, "Y4": 0.4328, "page": 0, "Index": 93}, {"Word": "to", "Confidence": 0.998, "X1": 0.19137, "Y1": 0.4352, "X2": 0.20755, "Y2": 0.435, "X3": 0.2062, "Y3": 0.4518, "X4": 0.19003, "Y4": 0.4518, "page": 0, "Index": 94}, {"Word": "maintain", "Confidence": 0.995, "X1": 0.21159, "Y1": 0.4352, "X2": 0.29515, "Y2": 0.435, "X3": 0.29515, "Y3": 0.4528, "X4": 0.21159, "Y4": 0.4518, "page": 0, "Index": 95}, {"Word": "the", "Confidence": 0.998, "X1": 0.30054, "Y1": 0.4342, "X2": 0.32884, "Y2": 0.434, "X3": 0.32884, "Y3": 0.4528, "X4": 0.29919, "Y4": 0.4528, "page": 0, "Index": 96}, {"Word": "information", "Confidence": 0.992, "X1": 0.33423, "Y1": 0.4342, "X2": 0.44744, "Y2": 0.434, "X3": 0.44609, "Y3": 0.4528, "X4": 0.33423, "Y4": 0.4528, "page": 0, "Index": 97}, {"Word": "in", "Confidence": 0.998, "X1": 0.45148, "Y1": 0.4342, "X2": 0.4717, "Y2": 0.434, "X3": 0.47035, "Y3": 0.4528, "X4": 0.45148, "Y4": 0.4528, "page": 0, "Index": 98}, {"Word": "a", "Confidence": 0.995, "X1": 0.47574, "Y1": 0.4342, "X2": 0.48652, "Y2": 0.434, "X3": 0.48518, "Y3": 0.4528, "X4": 0.47574, "Y4": 0.4528, "page": 0, "Index": 99}, {"Word": "\"reasonably\"", "Confidence": 0.932, "X1": 0.49057, "Y1": 0.4342, "X2": 0.61456, "Y2": 0.434, "X3": 0.61456, "Y3": 0.4528, "X4": 0.49057, "Y4": 0.4528, "page": 0, "Index": 100}, {"Word": "current", "Confidence": 0.995, "X1": 0.61995, "Y1": 0.4342, "X2": 0.68464, "Y2": 0.434, "X3": 0.68464, "Y3": 0.4528, "X4": 0.6186, "Y4": 0.4528, "page": 0, "Index": 101}, {"Word": "status.", "Confidence": 0.992, "X1": 0.69003, "Y1": 0.4352, "X2": 0.75202, "Y2": 0.435, "X3": 0.75202, "Y3": 0.4518, "X4": 0.68868, "Y4": 0.4528, "page": 0, "Index": 102}, {"Word": "II.", "Confidence": 0.188, "X1": 0.12938, "Y1": 0.4952, "X2": 0.15768, "Y2": 0.495, "X3": 0.15768, "Y3": 0.5148, "X4": 0.12938, "Y4": 0.5148, "page": 0, "Index": 103}, {"Word": "The", "Confidence": 0.998, "X1": 0.16307, "Y1": 0.4952, "X2": 0.19811, "Y2": 0.495, "X3": 0.19811, "Y3": 0.5148, "X4": 0.16307, "Y4": 0.5148, "page": 0, "Index": 104}, {"Word": "format", "Confidence": 0.997, "X1": 0.2035, "Y1": 0.4952, "X2": 0.26819, "Y2": 0.495, "X3": 0.26819, "Y3": 0.5138, "X4": 0.20216, "Y4": 0.5148, "page": 0, "Index": 105}, {"Word": "of", "Confidence": 0.998, "X1": 0.27224, "Y1": 0.4962, "X2": 0.29245, "Y2": 0.496, "X3": 0.29245, "Y3": 0.5138, "X4": 0.27224, "Y4": 0.5138, "page": 0, "Index": 106}, {"Word": "a", "Confidence": 0.993, "X1": 0.29784, "Y1": 0.4962, "X2": 0.30728, "Y2": 0.496, "X3": 0.30728, "Y3": 0.5138, "X4": 0.29784, "Y4": 0.5138, "page": 0, "Index": 107}, {"Word": "SISS", "Confidence": 0.975, "X1": 0.31267, "Y1": 0.4962, "X2": 0.36119, "Y2": 0.496, "X3": 0.36119, "Y3": 0.5138, "X4": 0.31267, "Y4": 0.5138, "page": 0, "Index": 108}, {"Word": "would", "Confidence": 0.998, "X1": 0.36658, "Y1": 0.4962, "X2": 0.42588, "Y2": 0.496, "X3": 0.42588, "Y3": 0.5138, "X4": 0.36523, "Y4": 0.5138, "page": 0, "Index": 109}, {"Word": "be:", "Confidence": 0.994, "X1": 0.43127, "Y1": 0.4962, "X2": 0.46496, "Y2": 0.496, "X3": 0.46496, "Y3": 0.5138, "X4": 0.43127, "Y4": 0.5138, "page": 0, "Index": 110}, {"Word": "Name", "Confidence": 0.985, "X1": 0.15903, "Y1": 0.5372, "X2": 0.21294, "Y2": 0.537, "X3": 0.21294, "Y3": 0.5568, "X4": 0.15903, "Y4": 0.5568, "page": 0, "Index": 111}, {"Word": "of", "Confidence": 0.998, "X1": 0.21833, "Y1": 0.5372, "X2": 0.23989, "Y2": 0.537, "X3": 0.23989, "Y3": 0.5568, "X4": 0.21833, "Y4": 0.5568, "page": 0, "Index": 112}, {"Word": "author(s)", "Confidence": 0.994, "X1": 0.24528, "Y1": 0.5372, "X2": 0.33019, "Y2": 0.537, "X3": 0.33019, "Y3": 0.5568, "X4": 0.24528, "Y4": 0.5568, "page": 0, "Index": 113}, {"Word": "and", "Confidence": 0.998, "X1": 0.33558, "Y1": 0.5372, "X2": 0.37062, "Y2": 0.537, "X3": 0.37062, "Y3": 0.5568, "X4": 0.33558, "Y4": 0.5568, "page": 0, "Index": 114}, {"Word": "information", "Confidence": 0.994, "X1": 0.37601, "Y1": 0.5372, "X2": 0.48652, "Y2": 0.537, "X3": 0.48652, "Y3": 0.5568, "X4": 0.37601, "Y4": 0.5568, "page": 0, "Index": 115}, {"Word": "specialists;", "Confidence": 0.992, "X1": 0.49191, "Y1": 0.5372, "X2": 0.59973, "Y2": 0.537, "X3": 0.59973, "Y3": 0.5568, "X4": 0.49191, "Y4": 0.5568, "page": 0, "Index": 116}, {"Word": "Date", "Confidence": 0.991, "X1": 0.15903, "Y1": 0.5582, "X2": 0.2035, "Y2": 0.558, "X3": 0.2035, "Y3": 0.5778, "X4": 0.15768, "Y4": 0.5778, "page": 0, "Index": 117}, {"Word": "of", "Confidence": 0.998, "X1": 0.20889, "Y1": 0.5582, "X2": 0.22911, "Y2": 0.558, "X3": 0.22911, "Y3": 0.5778, "X4": 0.20889, "Y4": 0.5778, "page": 0, "Index": 118}, {"Word": "preparation;", "Confidence": 0.993, "X1": 0.2345, "Y1": 0.5602, "X2": 0.35175, "Y2": 0.56, "X3": 0.3504, "Y3": 0.5768, "X4": 0.2345, "Y4": 0.5778, "page": 0, "Index": 119}, {"Word": "A", "Confidence": 0.995, "X1": 0.16038, "Y1": 0.5792, "X2": 0.1752, "Y2": 0.579, "X3": 0.17385, "Y3": 0.5978, "X4": 0.16038, "Y4": 0.5978, "page": 0, "Index": 120}, {"Word": "clear", "Confidence": 0.997, "X1": 0.18194, "Y1": 0.5792, "X2": 0.22776, "Y2": 0.579, "X3": 0.22642, "Y3": 0.5968, "X4": 0.18059, "Y4": 0.5978, "page": 0, "Index": 121}, {"Word": "subject", "Confidence": 0.996, "X1": 0.23181, "Y1": 0.5792, "X2": 0.30189, "Y2": 0.579, "X3": 0.30189, "Y3": 0.5968, "X4": 0.23181, "Y4": 0.5968, "page": 0, "Index": 122}, {"Word": "definition;", "Confidence": 0.994, "X1": 0.30593, "Y1": 0.5812, "X2": 0.40836, "Y2": 0.581, "X3": 0.40836, "Y3": 0.5978, "X4": 0.30593, "Y4": 0.5968, "page": 0, "Index": 123}, {"Word": "Data", "Confidence": 0.988, "X1": 0.16038, "Y1": 0.6002, "X2": 0.20485, "Y2": 0.6, "X3": 0.20485, "Y3": 0.6178, "X4": 0.16038, "Y4": 0.6188, "page": 0, "Index": 124}, {"Word": "bases", "Confidence": 0.997, "X1": 0.20889, "Y1": 0.6012, "X2": 0.26011, "Y2": 0.601, "X3": 0.26011, "Y3": 0.6168, "X4": 0.20889, "Y4": 0.6178, "page": 0, "Index": 125}, {"Word": "searched;", "Confidence": 0.994, "X1": 0.2655, "Y1": 0.6002, "X2": 0.35714, "Y2": 0.6, "X3": 0.35714, "Y3": 0.6178, "X4": 0.2655, "Y4": 0.6168, "page": 0, "Index": 126}, {"Word": "An", "Confidence": 0.998, "X1": 0.16038, "Y1": 0.6212, "X2": 0.18868, "Y2": 0.621, "X3": 0.18733, "Y3": 0.6388, "X4": 0.16038, "Y4": 0.6378, "page": 0, "Index": 127}, {"Word": "executive", "Confidence": 0.994, "X1": 0.19272, "Y1": 0.6212, "X2": 0.28302, "Y2": 0.621, "X3": 0.28302, "Y3": 0.6388, "X4": 0.19272, "Y4": 0.6388, "page": 0, "Index": 128}, {"Word": "summary,", "Confidence": 0.995, "X1": 0.28841, "Y1": 0.6212, "X2": 0.38275, "Y2": 0.621, "X3": 0.38275, "Y3": 0.6388, "X4": 0.28841, "Y4": 0.6388, "page": 0, "Index": 129}, {"Word": "keyed", "Confidence": 0.996, "X1": 0.38679, "Y1": 0.6212, "X2": 0.44474, "Y2": 0.621, "X3": 0.44474, "Y3": 0.6388, "X4": 0.38679, "Y4": 0.6388, "page": 0, "Index": 130}, {"Word": "to", "Confidence": 0.998, "X1": 0.45013, "Y1": 0.6212, "X2": 0.46765, "Y2": 0.621, "X3": 0.46765, "Y3": 0.6388, "X4": 0.45013, "Y4": 0.6388, "page": 0, "Index": 131}, {"Word": "more", "Confidence": 0.988, "X1": 0.47305, "Y1": 0.6202, "X2": 0.52156, "Y2": 0.62, "X3": 0.52156, "Y3": 0.6388, "X4": 0.47305, "Y4": 0.6388, "page": 0, "Index": 132}, {"Word": "detailed", "Confidence": 0.994, "X1": 0.52695, "Y1": 0.6202, "X2": 0.60243, "Y2": 0.62, "X3": 0.60243, "Y3": 0.6388, "X4": 0.52695, "Y4": 0.6388, "page": 0, "Index": 133}, {"Word": "information", "Confidence": 0.994, "X1": 0.60782, "Y1": 0.6192, "X2": 0.71698, "Y2": 0.619, "X3": 0.71833, "Y3": 0.6388, "X4": 0.60782, "Y4": 0.6388, "page": 0, "Index": 134}, {"Word": "below;", "Confidence": 0.996, "X1": 0.72237, "Y1": 0.6192, "X2": 0.7938, "Y2": 0.619, "X3": 0.7938, "Y3": 0.6388, "X4": 0.72237, "Y4": 0.6388, "page": 0, "Index": 135}, {"Word": "A", "Confidence": 0.994, "X1": 0.16038, "Y1": 0.6402, "X2": 0.1752, "Y2": 0.64, "X3": 0.1752, "Y3": 0.6598, "X4": 0.16038, "Y4": 0.6598, "page": 0, "Index": 136}, {"Word": "detailed", "Confidence": 0.995, "X1": 0.18059, "Y1": 0.6402, "X2": 0.25741, "Y2": 0.64, "X3": 0.25606, "Y3": 0.6588, "X4": 0.17925, "Y4": 0.6598, "page": 0, "Index": 137}, {"Word": "scientific", "Confidence": 0.981, "X1": 0.26146, "Y1": 0.6412, "X2": 0.34906, "Y2": 0.641, "X3": 0.34906, "Y3": 0.6588, "X4": 0.26146, "Y4": 0.6588, "page": 0, "Index": 138}, {"Word": "summary;", "Confidence": 0.994, "X1": 0.35445, "Y1": 0.6442, "X2": 0.45283, "Y2": 0.644, "X3": 0.45148, "Y3": 0.6608, "X4": 0.3531, "Y4": 0.6588, "page": 0, "Index": 139}, {"Word": "Copies", "Confidence": 0.996, "X1": 0.16038, "Y1": 0.6622, "X2": 0.22507, "Y2": 0.662, "X3": 0.22507, "Y3": 0.6798, "X4": 0.16038, "Y4": 0.6808, "page": 0, "Index": 140}, {"Word": "of", "Confidence": 0.998, "X1": 0.23046, "Y1": 0.6622, "X2": 0.25067, "Y2": 0.662, "X3": 0.25067, "Y3": 0.6798, "X4": 0.23046, "Y4": 0.6798, "page": 0, "Index": 141}, {"Word": "crucial", "Confidence": 0.995, "X1": 0.25606, "Y1": 0.6622, "X2": 0.32075, "Y2": 0.662, "X3": 0.31941, "Y3": 0.6798, "X4": 0.25606, "Y4": 0.6798, "page": 0, "Index": 142}, {"Word": "literature", "Confidence": 0.993, "X1": 0.3248, "Y1": 0.6632, "X2": 0.41105, "Y2": 0.663, "X3": 0.41105, "Y3": 0.6798, "X4": 0.3248, "Y4": 0.6798, "page": 0, "Index": 143}, {"Word": "references;", "Confidence": 0.994, "X1": 0.41644, "Y1": 0.6642, "X2": 0.52291, "Y2": 0.664, "X3": 0.52156, "Y3": 0.6808, "X4": 0.41509, "Y4": 0.6798, "page": 0, "Index": 144}, {"Word": "Abstracts", "Confidence": 0.979, "X1": 0.16173, "Y1": 0.6822, "X2": 0.24798, "Y2": 0.682, "X3": 0.24798, "Y3": 0.7008, "X4": 0.16038, "Y4": 0.7008, "page": 0, "Index": 145}, {"Word": "of", "Confidence": 0.998, "X1": 0.25337, "Y1": 0.6822, "X2": 0.27493, "Y2": 0.682, "X3": 0.27358, "Y3": 0.7008, "X4": 0.25337, "Y4": 0.7008, "page": 0, "Index": 146}, {"Word": "important", "Confidence": 0.993, "X1": 0.28032, "Y1": 0.6832, "X2": 0.37062, "Y2": 0.683, "X3": 0.36927, "Y3": 0.7008, "X4": 0.27898, "Y4": 0.7008, "page": 0, "Index": 147}, {"Word": "literature", "Confidence": 0.991, "X1": 0.37601, "Y1": 0.6832, "X2": 0.46092, "Y2": 0.683, "X3": 0.45957, "Y3": 0.7008, "X4": 0.37466, "Y4": 0.7008, "page": 0, "Index": 148}, {"Word": "references;", "Confidence": 0.991, "X1": 0.46631, "Y1": 0.6842, "X2": 0.57547, "Y2": 0.684, "X3": 0.57412, "Y3": 0.7008, "X4": 0.46496, "Y4": 0.7008, "page": 0, "Index": 149}, {"Word": "List", "Confidence": 0.995, "X1": 0.16038, "Y1": 0.7032, "X2": 0.19677, "Y2": 0.703, "X3": 0.19677, "Y3": 0.7198, "X4": 0.15903, "Y4": 0.7198, "page": 0, "Index": 150}, {"Word": "of", "Confidence": 0.998, "X1": 0.20216, "Y1": 0.7032, "X2": 0.22237, "Y2": 0.703, "X3": 0.22237, "Y3": 0.7198, "X4": 0.20081, "Y4": 0.7198, "page": 0, "Index": 151}, {"Word": "references,", "Confidence": 0.993, "X1": 0.22776, "Y1": 0.7032, "X2": 0.33019, "Y2": 0.703, "X3": 0.33019, "Y3": 0.7208, "X4": 0.22642, "Y4": 0.7198, "page": 0, "Index": 152}, {"Word": "including", "Confidence": 0.992, "X1": 0.33558, "Y1": 0.7032, "X2": 0.42453, "Y2": 0.703, "X3": 0.42453, "Y3": 0.7208, "X4": 0.33558, "Y4": 0.7208, "page": 0, "Index": 153}, {"Word": "additional", "Confidence": 0.994, "X1": 0.42857, "Y1": 0.7022, "X2": 0.52426, "Y2": 0.702, "X3": 0.52426, "Y3": 0.7208, "X4": 0.42857, "Y4": 0.7208, "page": 0, "Index": 154}, {"Word": "references.", "Confidence": 0.992, "X1": 0.5283, "Y1": 0.7022, "X2": 0.63612, "Y2": 0.702, "X3": 0.63612, "Y3": 0.7208, "X4": 0.52965, "Y4": 0.7208, "page": 0, "Index": 155}, {"Word": "III.", "Confidence": 0.911, "X1": 0.12938, "Y1": 0.7652, "X2": 0.16981, "Y2": 0.765, "X3": 0.16981, "Y3": 0.7818, "X4": 0.12938, "Y4": 0.7818, "page": 0, "Index": 156}, {"Word": "Comments", "Confidence": 0.995, "X1": 0.1752, "Y1": 0.7662, "X2": 0.28841, "Y2": 0.766, "X3": 0.28706, "Y3": 0.7818, "X4": 0.17385, "Y4": 0.7818, "page": 0, "Index": 157}, {"Word": "Information", "Confidence": 0.991, "X1": 0.12938, "Y1": 0.8072, "X2": 0.24124, "Y2": 0.807, "X3": 0.24124, "Y3": 0.8248, "X4": 0.12938, "Y4": 0.8248, "page": 0, "Index": 158}, {"Word": "could", "Confidence": 0.997, "X1": 0.24663, "Y1": 0.8062, "X2": 0.30054, "Y2": 0.806, "X3": 0.30054, "Y3": 0.8248, "X4": 0.24528, "Y4": 0.8248, "page": 0, "Index": 159}, {"Word": "eventually", "Confidence": 0.994, "X1": 0.30593, "Y1": 0.8062, "X2": 0.40296, "Y2": 0.806, "X3": 0.40296, "Y3": 0.8258, "X4": 0.30593, "Y4": 0.8248, "page": 0, "Index": 160}, {"Word": "be", "Confidence": 0.991, "X1": 0.40836, "Y1": 0.8062, "X2": 0.42992, "Y2": 0.806, "X3": 0.42992, "Y3": 0.8258, "X4": 0.40701, "Y4": 0.8258, "page": 0, "Index": 161}, {"Word": "put", "Confidence": 0.998, "X1": 0.43531, "Y1": 0.8062, "X2": 0.46765, "Y2": 0.806, "X3": 0.46765, "Y3": 0.8258, "X4": 0.43531, "Y4": 0.8258, "page": 0, "Index": 162}, {"Word": "on", "Confidence": 0.998, "X1": 0.47305, "Y1": 0.8062, "X2": 0.4973, "Y2": 0.806, "X3": 0.49596, "Y3": 0.8258, "X4": 0.4717, "Y4": 0.8258, "page": 0, "Index": 163}, {"Word": "CD-ROMs", "Confidence": 0.996, "X1": 0.50135, "Y1": 0.8062, "X2": 0.60377, "Y2": 0.806, "X3": 0.60377, "Y3": 0.8258, "X4": 0.50135, "Y4": 0.8258, "page": 0, "Index": 164}, {"Word": "for", "Confidence": 0.998, "X1": 0.60916, "Y1": 0.8062, "X2": 0.63612, "Y2": 0.806, "X3": 0.63612, "Y3": 0.8258, "X4": 0.60782, "Y4": 0.8258, "page": 0, "Index": 165}, {"Word": "distribution", "Confidence": 0.992, "X1": 0.64151, "Y1": 0.8062, "X2": 0.75202, "Y2": 0.806, "X3": 0.75202, "Y3": 0.8258, "X4": 0.64016, "Y4": 0.8258, "page": 0, "Index": 166}, {"Word": "to", "Confidence": 0.998, "X1": 0.75741, "Y1": 0.8062, "X2": 0.77763, "Y2": 0.806, "X3": 0.77628, "Y3": 0.8248, "X4": 0.75606, "Y4": 0.8258, "page": 0, "Index": 167}, {"Word": "WRA", "Confidence": 0.998, "X1": 0.78302, "Y1": 0.8062, "X2": 0.83558, "Y2": 0.806, "X3": 0.83423, "Y3": 0.8248, "X4": 0.78167, "Y4": 0.8248, "page": 0, "Index": 168}, {"Word": "units", "Confidence": 0.995, "X1": 0.13073, "Y1": 0.8282, "X2": 0.1752, "Y2": 0.828, "X3": 0.1752, "Y3": 0.8458, "X4": 0.13073, "Y4": 0.8458, "page": 0, "Index": 169}, {"Word": "and", "Confidence": 0.998, "X1": 0.18059, "Y1": 0.8282, "X2": 0.21563, "Y2": 0.828, "X3": 0.21563, "Y3": 0.8458, "X4": 0.18059, "Y4": 0.8458, "page": 0, "Index": 170}, {"Word": "elsewhere,", "Confidence": 0.994, "X1": 0.22102, "Y1": 0.8282, "X2": 0.31941, "Y2": 0.828, "X3": 0.31941, "Y3": 0.8468, "X4": 0.22102, "Y4": 0.8458, "page": 0, "Index": 171}, {"Word": "around", "Confidence": 0.997, "X1": 0.3248, "Y1": 0.8282, "X2": 0.39084, "Y2": 0.828, "X3": 0.39084, "Y3": 0.8468, "X4": 0.3248, "Y4": 0.8468, "page": 0, "Index": 172}, {"Word": "the", "Confidence": 0.998, "X1": 0.39623, "Y1": 0.8282, "X2": 0.42588, "Y2": 0.828, "X3": 0.42588, "Y3": 0.8468, "X4": 0.39488, "Y4": 0.8468, "page": 0, "Index": 173}, {"Word": "world,", "Confidence": 0.997, "X1": 0.43127, "Y1": 0.8282, "X2": 0.49191, "Y2": 0.828, "X3": 0.49057, "Y3": 0.8468, "X4": 0.43127, "Y4": 0.8468, "page": 0, "Index": 174}, {"Word": "and", "Confidence": 0.998, "X1": 0.49596, "Y1": 0.8282, "X2": 0.53235, "Y2": 0.828, "X3": 0.531, "Y3": 0.8468, "X4": 0.49596, "Y4": 0.8468, "page": 0, "Index": 175}, {"Word": "for", "Confidence": 0.998, "X1": 0.53639, "Y1": 0.8282, "X2": 0.56334, "Y2": 0.828, "X3": 0.56334, "Y3": 0.8478, "X4": 0.53639, "Y4": 0.8468, "page": 0, "Index": 176}, {"Word": "rapid", "Confidence": 0.997, "X1": 0.56873, "Y1": 0.8282, "X2": 0.61725, "Y2": 0.828, "X3": 0.61725, "Y3": 0.8478, "X4": 0.56873, "Y4": 0.8478, "page": 0, "Index": 177}, {"Word": "searching", "Confidence": 0.995, "X1": 0.62264, "Y1": 0.8282, "X2": 0.71294, "Y2": 0.828, "X3": 0.71294, "Y3": 0.8478, "X4": 0.62264, "Y4": 0.8478, "page": 0, "Index": 178}, {"Word": "purposes.", "Confidence": 0.991, "X1": 0.71833, "Y1": 0.8292, "X2": 0.80997, "Y2": 0.829, "X3": 0.80997, "Y3": 0.8478, "X4": 0.71833, "Y4": 0.8478, "page": 0, "Index": 179}, {"Word": "SISSs", "Confidence": 0.994, "X1": 0.13073, "Y1": 0.8692, "X2": 0.18598, "Y2": 0.869, "X3": 0.18464, "Y3": 0.8878, "X4": 0.12938, "Y4": 0.8878, "page": 0, "Index": 180}, {"Word": "would", "Confidence": 0.998, "X1": 0.19003, "Y1": 0.8692, "X2": 0.24933, "Y2": 0.869, "X3": 0.24798, "Y3": 0.8878, "X4": 0.19003, "Y4": 0.8878, "page": 0, "Index": 181}, {"Word": "be", "Confidence": 0.998, "X1": 0.25472, "Y1": 0.8692, "X2": 0.27763, "Y2": 0.869, "X3": 0.27628, "Y3": 0.8888, "X4": 0.25337, "Y4": 0.8878, "page": 0, "Index": 182}, {"Word": "updated,", "Confidence": 0.996, "X1": 0.28167, "Y1": 0.8692, "X2": 0.36388, "Y2": 0.869, "X3": 0.36253, "Y3": 0.8888, "X4": 0.28167, "Y4": 0.8888, "page": 0, "Index": 183}, {"Word": "according", "Confidence": 0.993, "X1": 0.36927, "Y1": 0.8692, "X2": 0.46226, "Y2": 0.869, "X3": 0.46092, "Y3": 0.8888, "X4": 0.36792, "Y4": 0.8888, "page": 0, "Index": 184}, {"Word": "to", "Confidence": 0.998, "X1": 0.46765, "Y1": 0.8692, "X2": 0.48518, "Y2": 0.869, "X3": 0.48383, "Y3": 0.8888, "X4": 0.46631, "Y4": 0.8888, "page": 0, "Index": 185}, {"Word": "the", "Confidence": 0.995, "X1": 0.48922, "Y1": 0.8692, "X2": 0.52156, "Y2": 0.869, "X3": 0.52022, "Y3": 0.8888, "X4": 0.48922, "Y4": 0.8888, "page": 0, "Index": 186}, {"Word": "changing", "Confidence": 0.996, "X1": 0.52561, "Y1": 0.8692, "X2": 0.61321, "Y2": 0.869, "X3": 0.61186, "Y3": 0.8888, "X4": 0.52561, "Y4": 0.8888, "page": 0, "Index": 187}, {"Word": "science", "Confidence": 0.996, "X1": 0.61725, "Y1": 0.8692, "X2": 0.68464, "Y2": 0.869, "X3": 0.68464, "Y3": 0.8888, "X4": 0.61725, "Y4": 0.8888, "page": 0, "Index": 188}, {"Word": "and", "Confidence": 0.998, "X1": 0.69003, "Y1": 0.8692, "X2": 0.72642, "Y2": 0.869, "X3": 0.72642, "Y3": 0.8888, "X4": 0.69003, "Y4": 0.8888, "page": 0, "Index": 189}, {"Word": "technology", "Confidence": 0.994, "X1": 0.73181, "Y1": 0.8702, "X2": 0.83962, "Y2": 0.87, "X3": 0.83962, "Y3": 0.8888, "X4": 0.73181, "Y4": 0.8888, "page": 0, "Index": 190}, {"Word": "and", "Confidence": 0.998, "X1": 0.12938, "Y1": 0.8902, "X2": 0.16307, "Y2": 0.89, "X3": 0.16173, "Y3": 0.9088, "X4": 0.12938, "Y4": 0.9088, "page": 0, "Index": 191}, {"Word": "as", "Confidence": 0.997, "X1": 0.16846, "Y1": 0.8902, "X2": 0.19003, "Y2": 0.89, "X3": 0.18868, "Y3": 0.9088, "X4": 0.16712, "Y4": 0.9088, "page": 0, "Index": 192}, {"Word": "a", "Confidence": 0.998, "X1": 0.19407, "Y1": 0.8902, "X2": 0.20485, "Y2": 0.89, "X3": 0.20485, "Y3": 0.9088, "X4": 0.19407, "Y4": 0.9088, "page": 0, "Index": 193}, {"Word": "function", "Confidence": 0.991, "X1": 0.21024, "Y1": 0.8902, "X2": 0.28976, "Y2": 0.89, "X3": 0.28976, "Y3": 0.9098, "X4": 0.21024, "Y4": 0.9088, "page": 0, "Index": 194}, {"Word": "of", "Confidence": 0.998, "X1": 0.29515, "Y1": 0.8902, "X2": 0.31402, "Y2": 0.89, "X3": 0.31402, "Y3": 0.9098, "X4": 0.29515, "Y4": 0.9098, "page": 0, "Index": 195}, {"Word": "worldwide", "Confidence": 0.995, "X1": 0.31941, "Y1": 0.8892, "X2": 0.41914, "Y2": 0.889, "X3": 0.41779, "Y3": 0.9098, "X4": 0.31941, "Y4": 0.9098, "page": 0, "Index": 196}, {"Word": "importance", "Confidence": 0.994, "X1": 0.42453, "Y1": 0.8902, "X2": 0.531, "Y2": 0.89, "X3": 0.531, "Y3": 0.9098, "X4": 0.42318, "Y4": 0.9098, "page": 0, "Index": 197}, {"Word": "of", "Confidence": 0.998, "X1": 0.53639, "Y1": 0.8902, "X2": 0.5566, "Y2": 0.89, "X3": 0.55526, "Y3": 0.9098, "X4": 0.53639, "Y4": 0.9098, "page": 0, "Index": 198}, {"Word": "the", "Confidence": 0.998, "X1": 0.56199, "Y1": 0.8902, "X2": 0.5903, "Y2": 0.89, "X3": 0.58895, "Y3": 0.9098, "X4": 0.56065, "Y4": 0.9098, "page": 0, "Index": 199}, {"Word": "specific", "Confidence": 0.992, "X1": 0.59434, "Y1": 0.8902, "X2": 0.66846, "Y2": 0.89, "X3": 0.66846, "Y3": 0.9098, "X4": 0.59434, "Y4": 0.9098, "page": 0, "Index": 200}, {"Word": "issue.", "Confidence": 0.994, "X1": 0.67385, "Y1": 0.8902, "X2": 0.72911, "Y2": 0.89, "X3": 0.72911, "Y3": 0.9098, "X4": 0.67385, "Y4": 0.9098, "page": 0, "Index": 201}, {"Word": "2065537276", "Confidence": 0.878, "X1": 0.92722, "Y1": 0.9332, "X2": 0.92992, "Y2": 0.933, "X3": 0.90701, "Y3": 0.9338, "X4": 0.90566, "Y4": 0.8448, "page": 0, "Index": 202}]}	"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"
ffdc0071	1	{"lines_data": [{"Word": "SISSs could be prepared anywhere but should be maintained in one", "Confidence": 0.99327, "X1": 0.12938, "Y1": 0.1392, "X2": 0.76819, "Y2": 0.139, "X3": 0.76819, "Y3": 0.1578, "X4": 0.12938, "Y4": 0.1578, "page": 0}, {"Word": "location.", "Confidence": 0.915, "X1": 0.13073, "Y1": 0.1602, "X2": 0.21563, "Y2": 0.16, "X3": 0.21429, "Y3": 0.1768, "X4": 0.13073, "Y4": 0.1768, "page": 0}, {"Word": "Some policy needs to be developed to possibly include PM-proprietary", "Confidence": 0.9949, "X1": 0.12938, "Y1": 0.2022, "X2": 0.79919, "Y2": 0.202, "X3": 0.79919, "Y3": 0.2208, "X4": 0.12938, "Y4": 0.2208, "page": 0}, {"Word": "information. However, from a external-impact point-of-view, only", "Confidence": 0.99071, "X1": 0.12938, "Y1": 0.2232, "X2": 0.76146, "Y2": 0.223, "X3": 0.76146, "Y3": 0.2428, "X4": 0.12803, "Y4": 0.2408, "page": 0}, {"Word": "scientific and technical data/interpretations which have appeared int he", "Confidence": 0.99389, "X1": 0.12803, "Y1": 0.2432, "X2": 0.80054, "Y2": 0.243, "X3": 0.80054, "Y3": 0.2628, "X4": 0.12803, "Y4": 0.2608, "page": 0}, {"Word": "external literature would be immediately available for comment or release.", "Confidence": 0.9958, "X1": 0.12803, "Y1": 0.2642, "X2": 0.83288, "Y2": 0.264, "X3": 0.83288, "Y3": 0.2828, "X4": 0.12803, "Y4": 0.2808, "page": 0}, {"Word": "SISS could cover the widest range of possible topics.", "Confidence": 0.99567, "X1": 0.12803, "Y1": 0.3042, "X2": 0.63208, "Y2": 0.304, "X3": 0.63208, "Y3": 0.3258, "X4": 0.12803, "Y4": 0.3238, "page": 0}, {"Word": "The SISS file would continually increase, based on external stimulii.", "Confidence": 0.9897, "X1": 0.12803, "Y1": 0.3452, "X2": 0.77898, "Y2": 0.345, "X3": 0.77898, "Y3": 0.3648, "X4": 0.12803, "Y4": 0.3638, "page": 0}, {"Word": "2065537277", "Confidence": 0.981, "X1": 0.92857, "Y1": 0.9212, "X2": 0.92588, "Y2": 0.921, "X3": 0.90296, "Y3": 0.9198, "X4": 0.90566, "Y4": 0.8288, "page": 0}, {"Word": ".", "Confidence": 0.632, "X1": 0.90566, "Y1": 0.9602, "X2": 0.92722, "Y2": 0.96, "X3": 0.92588, "Y3": 0.9678, "X4": 0.90566, "Y4": 0.9688, "page": 0}], "words_data": [{"Word": "SISSs", "Confidence": 0.996, "X1": 0.13073, "Y1": 0.1392, "X2": 0.18464, "Y2": 0.139, "X3": 0.18464, "Y3": 0.1568, "X4": 0.13073, "Y4": 0.1568, "page": 0, "Index": 0}, {"Word": "could", "Confidence": 0.997, "X1": 0.19003, "Y1": 0.1392, "X2": 0.24259, "Y2": 0.139, "X3": 0.24259, "Y3": 0.1578, "X4": 0.19003, "Y4": 0.1568, "page": 0, "Index": 1}, {"Word": "be", "Confidence": 0.997, "X1": 0.24798, "Y1": 0.1392, "X2": 0.27224, "Y2": 0.139, "X3": 0.27224, "Y3": 0.1578, "X4": 0.24798, "Y4": 0.1578, "page": 0, "Index": 2}, {"Word": "maintained", "Confidence": 0.995, "X1": 0.59434, "Y1": 0.1392, "X2": 0.69946, "Y2": 0.139, "X3": 0.69946, "Y3": 0.1578, "X4": 0.59299, "Y4": 0.1588, "page": 0, "Index": 3}, {"Word": "in", "Confidence": 0.998, "X1": 0.70485, "Y1": 0.1392, "X2": 0.72372, "Y2": 0.139, "X3": 0.72372, "Y3": 0.1578, "X4": 0.70485, "Y4": 0.1578, "page": 0, "Index": 4}, {"Word": "one", "Confidence": 0.998, "X1": 0.72911, "Y1": 0.1392, "X2": 0.76819, "Y2": 0.139, "X3": 0.76819, "Y3": 0.1578, "X4": 0.72911, "Y4": 0.1578, "page": 0, "Index": 5}, {"Word": "prepared", "Confidence": 0.995, "X1": 0.27763, "Y1": 0.1392, "X2": 0.35984, "Y2": 0.139, "X3": 0.35849, "Y3": 0.1588, "X4": 0.27763, "Y4": 0.1578, "page": 0, "Index": 6}, {"Word": "anywhere", "Confidence": 0.958, "X1": 0.36523, "Y1": 0.1392, "X2": 0.45687, "Y2": 0.139, "X3": 0.45687, "Y3": 0.1588, "X4": 0.36388, "Y4": 0.1588, "page": 0, "Index": 7}, {"Word": "but", "Confidence": 0.998, "X1": 0.46226, "Y1": 0.1392, "X2": 0.49326, "Y2": 0.139, "X3": 0.49326, "Y3": 0.1588, "X4": 0.46226, "Y4": 0.1588, "page": 0, "Index": 8}, {"Word": "should", "Confidence": 0.997, "X1": 0.49865, "Y1": 0.1392, "X2": 0.56199, "Y2": 0.139, "X3": 0.56065, "Y3": 0.1588, "X4": 0.4973, "Y4": 0.1588, "page": 0, "Index": 9}, {"Word": "be", "Confidence": 0.997, "X1": 0.56604, "Y1": 0.1392, "X2": 0.58895, "Y2": 0.139, "X3": 0.58895, "Y3": 0.1588, "X4": 0.56604, "Y4": 0.1588, "page": 0, "Index": 10}, {"Word": "location.", "Confidence": 0.915, "X1": 0.13073, "Y1": 0.1612, "X2": 0.21563, "Y2": 0.161, "X3": 0.21429, "Y3": 0.1778, "X4": 0.13073, "Y4": 0.1768, "page": 0, "Index": 11}, {"Word": "Some", "Confidence": 0.991, "X1": 0.12938, "Y1": 0.2022, "X2": 0.18059, "Y2": 0.202, "X3": 0.18059, "Y3": 0.2208, "X4": 0.12938, "Y4": 0.2208, "page": 0, "Index": 12}, {"Word": "policy", "Confidence": 0.997, "X1": 0.18598, "Y1": 0.2022, "X2": 0.24663, "Y2": 0.202, "X3": 0.24663, "Y3": 0.2208, "X4": 0.18598, "Y4": 0.2208, "page": 0, "Index": 13}, {"Word": "needs", "Confidence": 0.991, "X1": 0.25202, "Y1": 0.2022, "X2": 0.30728, "Y2": 0.202, "X3": 0.30728, "Y3": 0.2208, "X4": 0.25202, "Y4": 0.2208, "page": 0, "Index": 14}, {"Word": "to", "Confidence": 0.998, "X1": 0.31132, "Y1": 0.2022, "X2": 0.33154, "Y2": 0.202, "X3": 0.33019, "Y3": 0.2208, "X4": 0.31132, "Y4": 0.2208, "page": 0, "Index": 15}, {"Word": "be", "Confidence": 0.998, "X1": 0.33558, "Y1": 0.2022, "X2": 0.35849, "Y2": 0.202, "X3": 0.35849, "Y3": 0.2218, "X4": 0.33558, "Y4": 0.2208, "page": 0, "Index": 16}, {"Word": "developed", "Confidence": 0.994, "X1": 0.36388, "Y1": 0.2022, "X2": 0.46226, "Y2": 0.202, "X3": 0.46092, "Y3": 0.2218, "X4": 0.36388, "Y4": 0.2218, "page": 0, "Index": 17}, {"Word": "to", "Confidence": 0.998, "X1": 0.46631, "Y1": 0.2022, "X2": 0.48383, "Y2": 0.202, "X3": 0.48383, "Y3": 0.2218, "X4": 0.46631, "Y4": 0.2218, "page": 0, "Index": 18}, {"Word": "possibly", "Confidence": 0.994, "X1": 0.48922, "Y1": 0.2022, "X2": 0.57008, "Y2": 0.202, "X3": 0.57008, "Y3": 0.2218, "X4": 0.48922, "Y4": 0.2218, "page": 0, "Index": 19}, {"Word": "include", "Confidence": 0.995, "X1": 0.57547, "Y1": 0.2022, "X2": 0.6442, "Y2": 0.202, "X3": 0.6442, "Y3": 0.2218, "X4": 0.57547, "Y4": 0.2218, "page": 0, "Index": 20}, {"Word": "PM-proprietary", "Confidence": 0.993, "X1": 0.6496, "Y1": 0.2032, "X2": 0.79919, "Y2": 0.203, "X3": 0.79919, "Y3": 0.2218, "X4": 0.6496, "Y4": 0.2218, "page": 0, "Index": 21}, {"Word": "information.", "Confidence": 0.981, "X1": 0.13073, "Y1": 0.2222, "X2": 0.25067, "Y2": 0.222, "X3": 0.25067, "Y3": 0.2418, "X4": 0.12938, "Y4": 0.2408, "page": 0, "Index": 22}, {"Word": "However,", "Confidence": 0.996, "X1": 0.25606, "Y1": 0.2232, "X2": 0.3504, "Y2": 0.223, "X3": 0.34906, "Y3": 0.2418, "X4": 0.25606, "Y4": 0.2418, "page": 0, "Index": 23}, {"Word": "from", "Confidence": 0.986, "X1": 0.3558, "Y1": 0.2232, "X2": 0.39892, "Y2": 0.223, "X3": 0.39757, "Y3": 0.2418, "X4": 0.35445, "Y4": 0.2418, "page": 0, "Index": 24}, {"Word": "a", "Confidence": 0.995, "X1": 0.40566, "Y1": 0.2232, "X2": 0.41644, "Y2": 0.223, "X3": 0.41509, "Y3": 0.2418, "X4": 0.40566, "Y4": 0.2418, "page": 0, "Index": 25}, {"Word": "external-impact", "Confidence": 0.993, "X1": 0.42183, "Y1": 0.2232, "X2": 0.57008, "Y2": 0.223, "X3": 0.57008, "Y3": 0.2428, "X4": 0.42049, "Y4": 0.2418, "page": 0, "Index": 26}, {"Word": "point-of-view,", "Confidence": 0.993, "X1": 0.57547, "Y1": 0.2232, "X2": 0.71159, "Y2": 0.223, "X3": 0.71024, "Y3": 0.2428, "X4": 0.57547, "Y4": 0.2428, "page": 0, "Index": 27}, {"Word": "only", "Confidence": 0.991, "X1": 0.71563, "Y1": 0.2232, "X2": 0.76146, "Y2": 0.223, "X3": 0.76146, "Y3": 0.2428, "X4": 0.71563, "Y4": 0.2428, "page": 0, "Index": 28}, {"Word": "scientific", "Confidence": 0.991, "X1": 0.12938, "Y1": 0.2432, "X2": 0.21563, "Y2": 0.243, "X3": 0.21563, "Y3": 0.2608, "X4": 0.12938, "Y4": 0.2598, "page": 0, "Index": 29}, {"Word": "and", "Confidence": 0.998, "X1": 0.22102, "Y1": 0.2432, "X2": 0.25606, "Y2": 0.243, "X3": 0.25606, "Y3": 0.2618, "X4": 0.22102, "Y4": 0.2608, "page": 0, "Index": 30}, {"Word": "technical", "Confidence": 0.994, "X1": 0.26146, "Y1": 0.2432, "X2": 0.34636, "Y2": 0.243, "X3": 0.34636, "Y3": 0.2618, "X4": 0.26011, "Y4": 0.2618, "page": 0, "Index": 31}, {"Word": "data/interpretations", "Confidence": 0.981, "X1": 0.35175, "Y1": 0.2432, "X2": 0.53639, "Y2": 0.243, "X3": 0.53504, "Y3": 0.2628, "X4": 0.35175, "Y4": 0.2618, "page": 0, "Index": 32}, {"Word": "which", "Confidence": 0.998, "X1": 0.54043, "Y1": 0.2432, "X2": 0.59704, "Y2": 0.243, "X3": 0.59704, "Y3": 0.2628, "X4": 0.54043, "Y4": 0.2628, "page": 0, "Index": 33}, {"Word": "have", "Confidence": 0.991, "X1": 0.60243, "Y1": 0.2432, "X2": 0.6469, "Y2": 0.243, "X3": 0.6469, "Y3": 0.2628, "X4": 0.60243, "Y4": 0.2628, "page": 0, "Index": 34}, {"Word": "appeared", "Confidence": 0.996, "X1": 0.65229, "Y1": 0.2432, "X2": 0.73854, "Y2": 0.243, "X3": 0.7372, "Y3": 0.2628, "X4": 0.65229, "Y4": 0.2628, "page": 0, "Index": 35}, {"Word": "int", "Confidence": 0.998, "X1": 0.74394, "Y1": 0.2432, "X2": 0.76954, "Y2": 0.243, "X3": 0.76819, "Y3": 0.2628, "X4": 0.74259, "Y4": 0.2628, "page": 0, "Index": 36}, {"Word": "he", "Confidence": 0.998, "X1": 0.77493, "Y1": 0.2442, "X2": 0.80054, "Y2": 0.244, "X3": 0.80054, "Y3": 0.2628, "X4": 0.77358, "Y4": 0.2628, "page": 0, "Index": 37}, {"Word": "external", "Confidence": 0.991, "X1": 0.12803, "Y1": 0.2652, "X2": 0.20485, "Y2": 0.265, "X3": 0.2062, "Y3": 0.2808, "X4": 0.12938, "Y4": 0.2808, "page": 0, "Index": 38}, {"Word": "literature", "Confidence": 0.994, "X1": 0.21024, "Y1": 0.2642, "X2": 0.2965, "Y2": 0.264, "X3": 0.2965, "Y3": 0.2818, "X4": 0.21024, "Y4": 0.2808, "page": 0, "Index": 39}, {"Word": "would", "Confidence": 0.998, "X1": 0.30054, "Y1": 0.2642, "X2": 0.36119, "Y2": 0.264, "X3": 0.36119, "Y3": 0.2818, "X4": 0.30189, "Y4": 0.2818, "page": 0, "Index": 40}, {"Word": "be", "Confidence": 0.998, "X1": 0.36523, "Y1": 0.2642, "X2": 0.38949, "Y2": 0.264, "X3": 0.38949, "Y3": 0.2818, "X4": 0.36523, "Y4": 0.2818, "page": 0, "Index": 41}, {"Word": "immediately", "Confidence": 0.994, "X1": 0.39353, "Y1": 0.2642, "X2": 0.51348, "Y2": 0.264, "X3": 0.51348, "Y3": 0.2828, "X4": 0.39353, "Y4": 0.2818, "page": 0, "Index": 42}, {"Word": "available", "Confidence": 0.995, "X1": 0.51752, "Y1": 0.2642, "X2": 0.60243, "Y2": 0.264, "X3": 0.60243, "Y3": 0.2828, "X4": 0.51752, "Y4": 0.2828, "page": 0, "Index": 43}, {"Word": "for", "Confidence": 0.998, "X1": 0.60782, "Y1": 0.2642, "X2": 0.63612, "Y2": 0.264, "X3": 0.63612, "Y3": 0.2828, "X4": 0.60782, "Y4": 0.2828, "page": 0, "Index": 44}, {"Word": "comment", "Confidence": 0.997, "X1": 0.64016, "Y1": 0.2652, "X2": 0.73046, "Y2": 0.265, "X3": 0.72911, "Y3": 0.2828, "X4": 0.64016, "Y4": 0.2828, "page": 0, "Index": 45}, {"Word": "or", "Confidence": 0.998, "X1": 0.7345, "Y1": 0.2652, "X2": 0.75472, "Y2": 0.265, "X3": 0.75472, "Y3": 0.2828, "X4": 0.7345, "Y4": 0.2828, "page": 0, "Index": 46}, {"Word": "release.", "Confidence": 0.995, "X1": 0.76011, "Y1": 0.2672, "X2": 0.83423, "Y2": 0.267, "X3": 0.83423, "Y3": 0.2828, "X4": 0.76011, "Y4": 0.2828, "page": 0, "Index": 47}, {"Word": "SISS", "Confidence": 0.988, "X1": 0.12803, "Y1": 0.3052, "X2": 0.17385, "Y2": 0.305, "X3": 0.17385, "Y3": 0.3228, "X4": 0.12803, "Y4": 0.3228, "page": 0, "Index": 48}, {"Word": "could", "Confidence": 0.998, "X1": 0.17925, "Y1": 0.3052, "X2": 0.2345, "Y2": 0.305, "X3": 0.2345, "Y3": 0.3228, "X4": 0.17925, "Y4": 0.3228, "page": 0, "Index": 49}, {"Word": "cover", "Confidence": 0.998, "X1": 0.23989, "Y1": 0.3052, "X2": 0.29245, "Y2": 0.305, "X3": 0.29245, "Y3": 0.3228, "X4": 0.23989, "Y4": 0.3228, "page": 0, "Index": 50}, {"Word": "the", "Confidence": 0.998, "X1": 0.29784, "Y1": 0.3052, "X2": 0.32615, "Y2": 0.305, "X3": 0.32749, "Y3": 0.3238, "X4": 0.29784, "Y4": 0.3228, "page": 0, "Index": 51}, {"Word": "widest", "Confidence": 0.995, "X1": 0.33154, "Y1": 0.3052, "X2": 0.39353, "Y2": 0.305, "X3": 0.39353, "Y3": 0.3238, "X4": 0.33154, "Y4": 0.3238, "page": 0, "Index": 52}, {"Word": "range", "Confidence": 0.997, "X1": 0.39892, "Y1": 0.3052, "X2": 0.45148, "Y2": 0.305, "X3": 0.45148, "Y3": 0.3248, "X4": 0.39892, "Y4": 0.3238, "page": 0, "Index": 53}, {"Word": "of", "Confidence": 0.998, "X1": 0.45687, "Y1": 0.3052, "X2": 0.47709, "Y2": 0.305, "X3": 0.47844, "Y3": 0.3248, "X4": 0.45687, "Y4": 0.3248, "page": 0, "Index": 54}, {"Word": "possible", "Confidence": 0.995, "X1": 0.48248, "Y1": 0.3052, "X2": 0.56199, "Y2": 0.305, "X3": 0.56199, "Y3": 0.3258, "X4": 0.48248, "Y4": 0.3248, "page": 0, "Index": 55}, {"Word": "topics.", "Confidence": 0.994, "X1": 0.56604, "Y1": 0.3052, "X2": 0.63208, "Y2": 0.305, "X3": 0.63208, "Y3": 0.3258, "X4": 0.56739, "Y4": 0.3258, "page": 0, "Index": 56}, {"Word": "The", "Confidence": 0.994, "X1": 0.13073, "Y1": 0.3462, "X2": 0.16442, "Y2": 0.346, "X3": 0.16442, "Y3": 0.3638, "X4": 0.12938, "Y4": 0.3638, "page": 0, "Index": 57}, {"Word": "SISS", "Confidence": 0.991, "X1": 0.16981, "Y1": 0.3462, "X2": 0.21698, "Y2": 0.346, "X3": 0.21563, "Y3": 0.3638, "X4": 0.16981, "Y4": 0.3638, "page": 0, "Index": 58}, {"Word": "file", "Confidence": 0.979, "X1": 0.22102, "Y1": 0.3462, "X2": 0.25472, "Y2": 0.346, "X3": 0.25472, "Y3": 0.3638, "X4": 0.22102, "Y4": 0.3638, "page": 0, "Index": 59}, {"Word": "would", "Confidence": 0.997, "X1": 0.26011, "Y1": 0.3472, "X2": 0.31941, "Y2": 0.347, "X3": 0.31941, "Y3": 0.3648, "X4": 0.25876, "Y4": 0.3648, "page": 0, "Index": 60}, {"Word": "continually", "Confidence": 0.993, "X1": 0.3248, "Y1": 0.3472, "X2": 0.43261, "Y2": 0.347, "X3": 0.43127, "Y3": 0.3648, "X4": 0.32345, "Y4": 0.3648, "page": 0, "Index": 61}, {"Word": "increase,", "Confidence": 0.995, "X1": 0.43666, "Y1": 0.3462, "X2": 0.52022, "Y2": 0.346, "X3": 0.52022, "Y3": 0.3658, "X4": 0.43666, "Y4": 0.3648, "page": 0, "Index": 62}, {"Word": "based", "Confidence": 0.997, "X1": 0.52426, "Y1": 0.3462, "X2": 0.57951, "Y2": 0.346, "X3": 0.57951, "Y3": 0.3658, "X4": 0.52426, "Y4": 0.3658, "page": 0, "Index": 63}, {"Word": "on", "Confidence": 0.998, "X1": 0.58491, "Y1": 0.3462, "X2": 0.60916, "Y2": 0.346, "X3": 0.60916, "Y3": 0.3658, "X4": 0.58491, "Y4": 0.3658, "page": 0, "Index": 64}, {"Word": "external", "Confidence": 0.995, "X1": 0.61456, "Y1": 0.3462, "X2": 0.69003, "Y2": 0.346, "X3": 0.69003, "Y3": 0.3658, "X4": 0.61456, "Y4": 0.3658, "page": 0, "Index": 65}, {"Word": "stimulii.", "Confidence": 0.958, "X1": 0.69542, "Y1": 0.3462, "X2": 0.77898, "Y2": 0.346, "X3": 0.77898, "Y3": 0.3658, "X4": 0.69542, "Y4": 0.3658, "page": 0, "Index": 66}, {"Word": "2065537277", "Confidence": 0.981, "X1": 0.92992, "Y1": 0.9192, "X2": 0.92588, "Y2": 0.919, "X3": 0.90296, "Y3": 0.9188, "X4": 0.90701, "Y4": 0.8298, "page": 0, "Index": 67}, {"Word": ".", "Confidence": 0.632, "X1": 0.91509, "Y1": 0.9602, "X2": 0.92318, "Y2": 0.96, "X3": 0.92318, "Y3": 0.9688, "X4": 0.91644, "Y4": 0.9688, "page": 0, "Index": 68}]}	"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"
ffyp0222	0	{"lines_data": [{"Word": "alors qu'une\" automobile . qu'e-", "Confidence": 0.1598, "X1": 0.03399, "Y1": 0.0372, "X2": 0.23922, "Y2": 0.037, "X3": 0.23922, "Y3": 0.0478, "X4": 0.03399, "Y4": 0.0518, "page": 0}, {"Word": "L\u00e9o . Tremblay, de7. St-", "Confidence": 0.4422, "X1": 0.26928, "Y1": 0.0362, "X2": 0.42614, "Y2": 0.036, "X3": 0.42614, "Y3": 0.0468, "X4": 0.26928, "Y4": 0.0478, "page": 0}, {"Word": "do i. St-Leonor;", "Confidence": 0.34033, "X1": 0.36863, "Y1": 0.0342, "X2": 0.47451, "Y2": 0.034, "X3": 0.47451, "Y3": 0.0468, "X4": 0.36863, "Y4": 0.0468, "page": 0}, {"Word": "CS SOLEIL, Quebec, samedi 11. mhaft", "Confidence": 0.48283, "X1": 0.49935, "Y1": 0.0322, "X2": 0.82353, "Y2": 0.032, "X3": 0.82353, "Y3": 0.0448, "X4": 0.49935, "Y4": 0.0488, "page": 0}, {"Word": "\"conducteur' de Taslomoblie, s'en", "Confidence": 0.706, "X1": 0.26536, "Y1": 0.0452, "X2": 0.47582, "Y2": 0.045, "X3": 0.47582, "Y3": 0.0568, "X4": 0.26536, "Y4": 0.0578, "page": 0}, {"Word": "les occupaient ist entede en col-", "Confidence": 0.4305, "X1": 0.03399, "Y1": 0.0492, "X2": 0.24052, "Y2": 0.049, "X3": 0.24052, "Y3": 0.0588, "X4": 0.03399, "Y4": 0.0608, "page": 0}, {"Word": "cht tire Indemnes,", "Confidence": 0.77733, "X1": 0.27059, "Y1": 0.0582, "X2": 0.40654, "Y2": 0.058, "X3": 0.40654, "Y3": 0.0678, "X4": 0.27059, "Y4": 0.0688, "page": 0}, {"Word": "-hospitallet . .. Long' Lac", "Confidence": 0.688, "X1": 0.51373, "Y1": 0.0502, "X2": 0.71503, "Y2": 0.05, "X3": 0.71503, "Y3": 0.0628, "X4": 0.51373, "Y4": 0.0658, "page": 0}, {"Word": "Union sred ;. un autobus de la", "Confidence": 0.29171, "X1": 0.03791, "Y1": 0.0592, "X2": 0.24183, "Y2": 0.059, "X3": 0.24183, "Y3": 0.0698, "X4": 0.03791, "Y4": 0.0718, "page": 0}, {"Word": "onlick .Il souffre d'une frae-", "Confidence": 0.6624, "X1": 0.49935, "Y1": 0.0612, "X2": 0.7098, "Y2": 0.061, "X3": 0.7098, "Y3": 0.0728, "X4": 0.49935, "Y4": 0.0738, "page": 0}, {"Word": "une marche. de huit-milles", "Confidence": 0.385, "X1": 0.73595, "Y1": 0.0602, "X2": 0.92549, "Y2": 0.06, "X3": 0.9268, "Y3": 0.0698, "X4": 0.73595, "Y4": 0.0728, "page": 0}, {"Word": "Compagole\" de Transport Pro-", "Confidence": 0.70075, "X1": 0.03268, "Y1": 0.0702, "X2": 0.23922, "Y2": 0.07, "X3": 0.23922, "Y3": 0.0808, "X4": 0.03268, "Y4": 0.0828, "page": 0}, {"Word": "fore probable de la michelre.", "Confidence": 0.5934, "X1": 0.49804, "Y1": 0.0722, "X2": 0.70327, "Y2": 0.072, "X3": 0.70327, "Y3": 0.0828, "X4": 0.49804, "Y4": 0.0868, "page": 0}, {"Word": "la r\u00e9serve - Indienne. de Fekan", "Confidence": 0.452, "X1": 0.73725, "Y1": 0.0712, "X2": 0.93072, "Y2": 0.071, "X3": 0.93072, "Y3": 0.0808, "X4": 0.73725, "Y4": 0.0838, "page": 0}, {"Word": "Enciale, prta!", "Confidence": 0.486, "X1": 0.04052, "Y1": 0.0812, "X2": 0.13464, "Y2": 0.081, "X3": 0.13464, "Y3": 0.0918, "X4": 0.04052, "Y4": 0.0918, "page": 0}, {"Word": "ita: d'Eastman. . M.", "Confidence": 0.51725, "X1": 0.10196, "Y1": 0.0802, "X2": 0.24052, "Y2": 0.08, "X3": 0.24052, "Y3": 0.0918, "X4": 0.10196, "Y4": 0.0898, "page": 0}, {"Word": "\": Geraldien, Ontario, 11. (PC)", "Confidence": 0.6118, "X1": 0.27059, "Y1": 0.0792, "X2": 0.4719, "Y2": 0.079, "X3": 0.4719, "Y3": 0.0918, "X4": 0.27059, "Y4": 0.0928, "page": 0}, {"Word": "setem, dans le diatrief minier", "Confidence": 0.4736, "X1": 0.73595, "Y1": 0.0812, "X2": 0.93987, "Y2": 0.081, "X3": 0.93987, "Y3": 0.0908, "X4": 0.73595, "Y4": 0.0948, "page": 0}, {"Word": "Falerien Turmel, de Coaticook,", "Confidence": 0.591, "X1": 0.03791, "Y1": 0.0892, "X2": 0.24444, "Y2": 0.089, "X3": 0.24444, "Y3": 0.1018, "X4": 0.03791, "Y4": 0.1028, "page": 0}, {"Word": "M. Frank Queshel, 23 ans, un", "Confidence": 0.80017, "X1": 0.27059, "Y1": 0.0902, "X2": 0.47582, "Y2": 0.09, "X3": 0.47582, "Y3": 0.1018, "X4": 0.27059, "Y4": 0.1038, "page": 0}, {"Word": "\"Kenora Ontario, . 11. (PC)", "Confidence": 0.7672, "X1": 0.50065, "Y1": 0.0942, "X2": 0.7085, "Y2": 0.094, "X3": 0.7085, "Y3": 0.1068, "X4": 0.50065, "Y4": 0.1098, "page": 0}, {"Word": "de Red Lake.\"\"Sa soeur Sur", "Confidence": 0.5686, "X1": 0.73333, "Y1": 0.0922, "X2": 0.92157, "Y2": 0.092, "X3": 0.92288, "Y3": 0.1038, "X4": 0.73333, "Y4": 0.1048, "page": 0}, {"Word": "A Ele best A la Vie et hospl-", "Confidence": 0.44375, "X1": 0.04052, "Y1": 0.1022, "X2": 0.24052, "Y2": 0.102, "X3": 0.24052, "Y3": 0.1118, "X4": 0.04052, "Y4": 0.1128, "page": 0}, {"Word": "mineur de Macleod-Cockshitt", "Confidence": 0.805, "X1": 0.26797, "Y1": 0.1012, "X2": 0.4732, "Y2": 0.101, "X3": 0.4732, "Y3": 0.1118, "X4": 0.26797, "Y4": 0.1128, "page": 0}, {"Word": "La Stfels provinciale de l'On ;.", "Confidence": 0.44867, "X1": 0.50196, "Y1": 0.1062, "X2": 0.72288, "Y2": 0.106, "X3": 0.72288, "Y3": 0.1178, "X4": 0.50196, "Y4": 0.1208, "page": 0}, {"Word": "le, Rose, souttre d'engelures", "Confidence": 0.61775, "X1": 0.73333, "Y1": 0.1032, "X2": 0.92157, "Y2": 0.103, "X3": 0.92157, "Y3": 0.1138, "X4": 0.73333, "Y4": 0.1158, "page": 0}, {"Word": "tallab \u00c0 Magor. M. Paul. Gen-", "Confidence": 0.5425, "X1": 0.03791, "Y1": 0.1112, "X2": 0.24052, "Y2": 0.111, "X3": 0.24183, "Y3": 0.1218, "X4": 0.03791, "Y4": 0.1238, "page": 0}, {"Word": "Gold Mines, a \u00e9t\u00e9 emprisonn\u00e9", "Confidence": 0.5742, "X1": 0.26928, "Y1": 0.1112, "X2": 0.47582, "Y2": 0.111, "X3": 0.47582, "Y3": 0.1218, "X4": 0.26928, "Y4": 0.1228, "page": 0}, {"Word": "tarlo a precise hler que Happy", "Confidence": 0.72867, "X1": 0.50196, "Y1": 0.1172, "X2": 0.71765, "Y2": 0.117, "X3": 0.71765, "Y3": 0.1278, "X4": 0.50196, "Y4": 0.1318, "page": 0}, {"Word": "dtd hospitallate. Let", "Confidence": 0.22133, "X1": 0.73333, "Y1": 0.1132, "X2": 0.90588, "Y2": 0.113, "X3": 0.90588, "Y3": 0.1248, "X4": 0.73333, "Y4": 0.1248, "page": 0}, {"Word": "dron, de Sherbrooke, est bless\u00e9", "Confidence": 0.8678, "X1": 0.03922, "Y1": 0.1212, "X2": 0.23922, "Y2": 0.121, "X3": 0.23922, "Y3": 0.1328, "X4": 0.03922, "Y4": 0.1348, "page": 0}, {"Word": "pendant trois heures dans une", "Confidence": 0.8078, "X1": 0.26536, "Y1": 0.1222, "X2": 0.47582, "Y2": 0.122, "X3": 0.47582, "Y3": 0.1328, "X4": 0.26536, "Y4": 0.1348, "page": 0}, {"Word": "M. Daniel .Peters, c'est m", "Confidence": 0.3858, "X1": 0.73333, "Y1": 0.1232, "X2": 0.90065, "Y2": 0.123, "X3": 0.90065, "Y3": 0.1358, "X4": 0.73333, "Y4": 0.1358, "page": 0}, {"Word": "k un bras, ; Il a \u00e9t\u00e9 conduit A-", "Confidence": 0.412, "X1": 0.03922, "Y1": 0.1322, "X2": 0.24183, "Y2": 0.132, "X3": 0.24314, "Y3": 0.1438, "X4": 0.03922, "Y4": 0.1448, "page": 0}, {"Word": "dalle qui charrolo les debris,", "Confidence": 0.7298, "X1": 0.26667, "Y1": 0.1322, "X2": 0.47712, "Y2": 0.132, "X3": 0.47712, "Y3": 0.1438, "X4": 0.26667, "Y4": 0.1438, "page": 0}, {"Word": "Peters, une Jeune fille de 16", "Confidence": 0.74967, "X1": 0.49804, "Y1": 0.1282, "X2": 0.7085, "Y2": 0.128, "X3": 0.7085, "Y3": 0.1388, "X4": 0.49935, "Y4": 0.1418, "page": 0}, {"Word": "l'h\u00f4pital 'de Sherbrooke\" M", "Confidence": 0.408, "X1": 0.03922, "Y1": 0.1442, "X2": 0.23268, "Y2": 0.144, "X3": 0.23268, "Y3": 0.1558, "X4": 0.03922, "Y4": 0.1578, "page": 0}, {"Word": "au niveau de 1,075 pleda. . I", "Confidence": 0.73314, "X1": 0.27059, "Y1": 0.1422, "X2": 0.46667, "Y2": 0.142, "X3": 0.46797, "Y3": 0.1528, "X4": 0.27059, "Y4": 0.1548, "page": 0}, {"Word": "anaisn'est gel\u00e9e & mort recem-", "Confidence": 0.346, "X1": 0.50196, "Y1": 0.1392, "X2": 0.71111, "Y2": 0.139, "X3": 0.71111, "Y3": 0.1498, "X4": 0.50196, "Y4": 0.1518, "page": 0}, {"Word": "S\u00e8te d'un groupe de", "Confidence": 0.6035, "X1": 0.73725, "Y1": 0.1372, "X2": 0.88105, "Y2": 0.137, "X3": 0.88105, "Y3": 0.1488, "X4": 0.73725, "Y4": 0.1488, "page": 0}, {"Word": "Comment rouler une cigarette parfaite", "Confidence": 0.9952, "X1": 0.07712, "Y1": 0.1862, "X2": 0.73725, "Y2": 0.186, "X3": 0.73856, "Y3": 0.2278, "X4": 0.07712, "Y4": 0.2318, "page": 0}, {"Word": "VOGUE", "Confidence": 0.836, "X1": 0.19608, "Y1": 0.3232, "X2": 0.33595, "Y2": 0.323, "X3": 0.35294, "Y3": 0.3648, "X4": 0.21176, "Y4": 0.3968, "page": 0}, {"Word": "I.TABAC A", "Confidence": 0.4965, "X1": 0.20654, "Y1": 0.3712, "X2": 0.33203, "Y2": 0.371, "X3": 0.33856, "Y3": 0.3838, "X4": 0.21307, "Y4": 0.4188, "page": 0}, {"Word": "CIGARETTES", "Confidence": 0.955, "X1": 0.20654, "Y1": 0.3832, "X2": 0.33464, "Y2": 0.383, "X3": 0.34118, "Y3": 0.3968, "X4": 0.21307, "Y4": 0.4328, "page": 0}, {"Word": "VOGUE", "Confidence": 0.654, "X1": 0.51373, "Y1": 0.4062, "X2": 0.58301, "Y2": 0.406, "X3": 0.55686, "Y3": 0.4288, "X4": 0.4915, "Y4": 0.3948, "page": 0}, {"Word": "CALABLANCA", "Confidence": 0.109, "X1": 0.03399, "Y1": 0.4892, "X2": 0.03529, "Y2": 0.489, "X3": 0.0183, "Y3": 0.4888, "X4": 0.01699, "Y4": 0.3668, "page": 0}, {"Word": "Employez le VOGUE-le tabac \u00e0 cigarettes parfait", "Confidence": 0.88843, "X1": 0.06536, "Y1": 0.5912, "X2": 0.93725, "Y2": 0.591, "X3": 0.93725, "Y3": 0.6448, "X4": 0.06536, "Y4": 0.6478, "page": 0}, {"Word": "Inauguration", "Confidence": 0.347, "X1": 0.30327, "Y1": 0.7282, "X2": 0.69281, "Y2": 0.728, "X3": 0.69281, "Y3": 0.7998, "X4": 0.30327, "Y4": 0.7988, "page": 0}, {"Word": "AUJOURD'HUI 11 MARS", "Confidence": 0.976, "X1": 0.37778, "Y1": 0.8092, "X2": 0.62614, "Y2": 0.809, "X3": 0.62614, "Y3": 0.8318, "X4": 0.37778, "Y4": 0.8348, "page": 0}, {"Word": "DU NOUVEAU MAGASIN DE J .- E. PRUD'HOMME", "Confidence": 0.978, "X1": 0.16078, "Y1": 0.8432, "X2": 0.84444, "Y2": 0.843, "X3": 0.84444, "Y3": 0.8728, "X4": 0.16078, "Y4": 0.8818, "page": 0}, {"Word": "DISTRIBUTEUR EN GROS ET DETAIL", "Confidence": 0.9836, "X1": 0.27974, "Y1": 0.8892, "X2": 0.73856, "Y2": 0.889, "X3": 0.73856, "Y3": 0.9118, "X4": 0.27974, "Y4": 0.9178, "page": 0}, {"Word": "095052", "Confidence": 0.996, "X1": 0.85752, "Y1": 0.9202, "X2": 0.92941, "Y2": 0.92, "X3": 0.93072, "Y3": 0.9368, "X4": 0.85752, "Y4": 0.9378, "page": 0}, {"Word": "DES FAMEUSES MAISONS ..", "Confidence": 0.77675, "X1": 0.3634, "Y1": 0.9232, "X2": 0.6549, "Y2": 0.923, "X3": 0.65621, "Y3": 0.9428, "X4": 0.36471, "Y4": 0.9468, "page": 0}, {"Word": "BENJAMIN MOORE & Co. LTD IL SUN TESTED LTD", "Confidence": 0.80889, "X1": 0.09281, "Y1": 0.9552, "X2": 0.91503, "Y2": 0.955, "X3": 0.91503, "Y3": 0.9958, "X4": 0.09281, "Y4": 0.9988, "page": 0}], "words_data": [{"Word": "qu'e-", "Confidence": 0.319, "X1": 0.20261, "Y1": 0.0372, "X2": 0.23922, "Y2": 0.037, "X3": 0.23922, "Y3": 0.0478, "X4": 0.20261, "Y4": 0.0488, "page": 0, "Index": 0}, {"Word": "L\u00e9o", "Confidence": 0.335, "X1": 0.2719, "Y1": 0.0372, "X2": 0.2902, "Y2": 0.037, "X3": 0.28889, "Y3": 0.0478, "X4": 0.27059, "Y4": 0.0478, "page": 0, "Index": 1}, {"Word": ".", "Confidence": 0.413, "X1": 0.29281, "Y1": 0.0372, "X2": 0.30196, "Y2": 0.037, "X3": 0.30065, "Y3": 0.0478, "X4": 0.29281, "Y4": 0.0478, "page": 0, "Index": 2}, {"Word": "Tremblay,", "Confidence": 0.743, "X1": 0.30458, "Y1": 0.0362, "X2": 0.36863, "Y2": 0.036, "X3": 0.36863, "Y3": 0.0478, "X4": 0.30458, "Y4": 0.0478, "page": 0, "Index": 3}, {"Word": "do", "Confidence": 0.445, "X1": 0.37386, "Y1": 0.0342, "X2": 0.38693, "Y2": 0.034, "X3": 0.38693, "Y3": 0.0468, "X4": 0.37386, "Y4": 0.0468, "page": 0, "Index": 4}, {"Word": "de7.", "Confidence": 0.609, "X1": 0.37516, "Y1": 0.0362, "X2": 0.40392, "Y2": 0.036, "X3": 0.40392, "Y3": 0.0478, "X4": 0.37516, "Y4": 0.0478, "page": 0, "Index": 5}, {"Word": "i.", "Confidence": 0.381, "X1": 0.38954, "Y1": 0.0342, "X2": 0.40261, "Y2": 0.034, "X3": 0.40261, "Y3": 0.0468, "X4": 0.38954, "Y4": 0.0468, "page": 0, "Index": 6}, {"Word": "St-Leonor;", "Confidence": 0.195, "X1": 0.40523, "Y1": 0.0342, "X2": 0.47451, "Y2": 0.034, "X3": 0.47582, "Y3": 0.0478, "X4": 0.40523, "Y4": 0.0468, "page": 0, "Index": 7}, {"Word": "St-", "Confidence": 0.111, "X1": 0.40654, "Y1": 0.0362, "X2": 0.42614, "Y2": 0.036, "X3": 0.42614, "Y3": 0.0478, "X4": 0.40654, "Y4": 0.0478, "page": 0, "Index": 8}, {"Word": "SOLEIL,", "Confidence": 0.927, "X1": 0.53072, "Y1": 0.0332, "X2": 0.60523, "Y2": 0.033, "X3": 0.60392, "Y3": 0.0478, "X4": 0.53072, "Y4": 0.0488, "page": 0, "Index": 9}, {"Word": "Quebec,", "Confidence": 0.661, "X1": 0.61176, "Y1": 0.0322, "X2": 0.68105, "Y2": 0.032, "X3": 0.67974, "Y3": 0.0458, "X4": 0.61176, "Y4": 0.0478, "page": 0, "Index": 10}, {"Word": "samedi", "Confidence": 0.891, "X1": 0.68889, "Y1": 0.0322, "X2": 0.74771, "Y2": 0.032, "X3": 0.74641, "Y3": 0.0458, "X4": 0.68758, "Y4": 0.0458, "page": 0, "Index": 11}, {"Word": "11.", "Confidence": 0.352, "X1": 0.75556, "Y1": 0.0322, "X2": 0.7817, "Y2": 0.032, "X3": 0.78039, "Y3": 0.0448, "X4": 0.75425, "Y4": 0.0458, "page": 0, "Index": 12}, {"Word": "mhaft", "Confidence": 0.022, "X1": 0.78431, "Y1": 0.0332, "X2": 0.82484, "Y2": 0.033, "X3": 0.82353, "Y3": 0.0448, "X4": 0.78301, "Y4": 0.0448, "page": 0, "Index": 13}, {"Word": "alors", "Confidence": 0.099, "X1": 0.03529, "Y1": 0.0402, "X2": 0.06797, "Y2": 0.04, "X3": 0.06797, "Y3": 0.0508, "X4": 0.03529, "Y4": 0.0508, "page": 0, "Index": 14}, {"Word": "qu'une\"", "Confidence": 0.283, "X1": 0.07582, "Y1": 0.0402, "X2": 0.12288, "Y2": 0.04, "X3": 0.12288, "Y3": 0.0508, "X4": 0.07582, "Y4": 0.0508, "page": 0, "Index": 15}, {"Word": "automobile", "Confidence": 0.019, "X1": 0.12549, "Y1": 0.0382, "X2": 0.19216, "Y2": 0.038, "X3": 0.19216, "Y3": 0.0498, "X4": 0.12549, "Y4": 0.0508, "page": 0, "Index": 16}, {"Word": ".", "Confidence": 0.079, "X1": 0.19477, "Y1": 0.0382, "X2": 0.19869, "Y2": 0.038, "X3": 0.2, "Y3": 0.0488, "X4": 0.19477, "Y4": 0.0488, "page": 0, "Index": 17}, {"Word": "\"conducteur'", "Confidence": 0.374, "X1": 0.26536, "Y1": 0.0472, "X2": 0.33987, "Y2": 0.047, "X3": 0.34248, "Y3": 0.0578, "X4": 0.26797, "Y4": 0.0578, "page": 0, "Index": 18}, {"Word": "de", "Confidence": 0.992, "X1": 0.34379, "Y1": 0.0472, "X2": 0.35817, "Y2": 0.047, "X3": 0.35948, "Y3": 0.0578, "X4": 0.3451, "Y4": 0.0578, "page": 0, "Index": 19}, {"Word": "Taslomoblie,", "Confidence": 0.472, "X1": 0.36078, "Y1": 0.0462, "X2": 0.44314, "Y2": 0.046, "X3": 0.44444, "Y3": 0.0578, "X4": 0.3634, "Y4": 0.0578, "page": 0, "Index": 20}, {"Word": "s'en", "Confidence": 0.986, "X1": 0.44706, "Y1": 0.0452, "X2": 0.47059, "Y2": 0.045, "X3": 0.4719, "Y3": 0.0568, "X4": 0.44706, "Y4": 0.0578, "page": 0, "Index": 21}, {"Word": "CS", "Confidence": 0.044, "X1": 0.50065, "Y1": 0.0352, "X2": 0.51765, "Y2": 0.035, "X3": 0.51765, "Y3": 0.0498, "X4": 0.50065, "Y4": 0.0498, "page": 0, "Index": 22}, {"Word": "les", "Confidence": 0.291, "X1": 0.03529, "Y1": 0.0512, "X2": 0.0549, "Y2": 0.051, "X3": 0.0549, "Y3": 0.0608, "X4": 0.03529, "Y4": 0.0618, "page": 0, "Index": 23}, {"Word": "occupaient", "Confidence": 0.536, "X1": 0.05752, "Y1": 0.0502, "X2": 0.12549, "Y2": 0.05, "X3": 0.12549, "Y3": 0.0598, "X4": 0.05752, "Y4": 0.0608, "page": 0, "Index": 24}, {"Word": "ist", "Confidence": 0.04, "X1": 0.1281, "Y1": 0.0502, "X2": 0.14771, "Y2": 0.05, "X3": 0.14771, "Y3": 0.0598, "X4": 0.1281, "Y4": 0.0598, "page": 0, "Index": 25}, {"Word": "entede", "Confidence": 0.102, "X1": 0.15033, "Y1": 0.0502, "X2": 0.19085, "Y2": 0.05, "X3": 0.19085, "Y3": 0.0598, "X4": 0.15033, "Y4": 0.0598, "page": 0, "Index": 26}, {"Word": "en", "Confidence": 0.969, "X1": 0.19346, "Y1": 0.0502, "X2": 0.20784, "Y2": 0.05, "X3": 0.20784, "Y3": 0.0598, "X4": 0.19346, "Y4": 0.0598, "page": 0, "Index": 27}, {"Word": "col-", "Confidence": 0.645, "X1": 0.21307, "Y1": 0.0502, "X2": 0.23922, "Y2": 0.05, "X3": 0.23922, "Y3": 0.0598, "X4": 0.21307, "Y4": 0.0598, "page": 0, "Index": 28}, {"Word": "-hospitallet", "Confidence": 0.371, "X1": 0.52418, "Y1": 0.0522, "X2": 0.59739, "Y2": 0.052, "X3": 0.59739, "Y3": 0.0638, "X4": 0.52418, "Y4": 0.0668, "page": 0, "Index": 29}, {"Word": ".", "Confidence": 0.919, "X1": 0.6, "Y1": 0.0522, "X2": 0.61046, "Y2": 0.052, "X3": 0.61046, "Y3": 0.0638, "X4": 0.60131, "Y4": 0.0638, "page": 0, "Index": 30}, {"Word": "..", "Confidence": 0.65, "X1": 0.61961, "Y1": 0.0512, "X2": 0.63137, "Y2": 0.051, "X3": 0.63268, "Y3": 0.0638, "X4": 0.61961, "Y4": 0.0638, "page": 0, "Index": 31}, {"Word": "Long'", "Confidence": 0.927, "X1": 0.63529, "Y1": 0.0512, "X2": 0.67712, "Y2": 0.051, "X3": 0.67712, "Y3": 0.0628, "X4": 0.63529, "Y4": 0.0638, "page": 0, "Index": 32}, {"Word": "Lac", "Confidence": 0.573, "X1": 0.68366, "Y1": 0.0512, "X2": 0.7098, "Y2": 0.051, "X3": 0.7098, "Y3": 0.0628, "X4": 0.68497, "Y4": 0.0628, "page": 0, "Index": 33}, {"Word": "Union", "Confidence": 0.112, "X1": 0.03922, "Y1": 0.0612, "X2": 0.07059, "Y2": 0.061, "X3": 0.06928, "Y3": 0.0718, "X4": 0.03922, "Y4": 0.0718, "page": 0, "Index": 34}, {"Word": "sred", "Confidence": 0.067, "X1": 0.07974, "Y1": 0.0612, "X2": 0.10588, "Y2": 0.061, "X3": 0.10588, "Y3": 0.0708, "X4": 0.07974, "Y4": 0.0718, "page": 0, "Index": 35}, {"Word": ";.", "Confidence": 0.029, "X1": 0.1085, "Y1": 0.0612, "X2": 0.11503, "Y2": 0.061, "X3": 0.11503, "Y3": 0.0708, "X4": 0.1085, "Y4": 0.0708, "page": 0, "Index": 36}, {"Word": "un", "Confidence": 0.67, "X1": 0.11765, "Y1": 0.0602, "X2": 0.13333, "Y2": 0.06, "X3": 0.13333, "Y3": 0.0708, "X4": 0.11765, "Y4": 0.0708, "page": 0, "Index": 37}, {"Word": "autobus", "Confidence": 0.495, "X1": 0.14379, "Y1": 0.0602, "X2": 0.19477, "Y2": 0.06, "X3": 0.19346, "Y3": 0.0698, "X4": 0.14379, "Y4": 0.0708, "page": 0, "Index": 38}, {"Word": "de", "Confidence": 0.036, "X1": 0.20131, "Y1": 0.0602, "X2": 0.2183, "Y2": 0.06, "X3": 0.21699, "Y3": 0.0698, "X4": 0.2, "Y4": 0.0698, "page": 0, "Index": 39}, {"Word": "la", "Confidence": 0.633, "X1": 0.22614, "Y1": 0.0602, "X2": 0.23922, "Y2": 0.06, "X3": 0.23922, "Y3": 0.0698, "X4": 0.22614, "Y4": 0.0698, "page": 0, "Index": 40}, {"Word": "cht", "Confidence": 0.99, "X1": 0.2719, "Y1": 0.0582, "X2": 0.2902, "Y2": 0.058, "X3": 0.2902, "Y3": 0.0688, "X4": 0.2719, "Y4": 0.0688, "page": 0, "Index": 41}, {"Word": "tire", "Confidence": 0.767, "X1": 0.29542, "Y1": 0.0582, "X2": 0.31895, "Y2": 0.058, "X3": 0.31895, "Y3": 0.0688, "X4": 0.29542, "Y4": 0.0688, "page": 0, "Index": 42}, {"Word": "Indemnes,", "Confidence": 0.575, "X1": 0.32418, "Y1": 0.0582, "X2": 0.39346, "Y2": 0.058, "X3": 0.39346, "Y3": 0.0688, "X4": 0.32418, "Y4": 0.0688, "page": 0, "Index": 43}, {"Word": "onlick", "Confidence": 0.603, "X1": 0.50196, "Y1": 0.0622, "X2": 0.54771, "Y2": 0.062, "X3": 0.54771, "Y3": 0.0738, "X4": 0.50327, "Y4": 0.0738, "page": 0, "Index": 44}, {"Word": ".Il", "Confidence": 0.166, "X1": 0.55817, "Y1": 0.0622, "X2": 0.5817, "Y2": 0.062, "X3": 0.5817, "Y3": 0.0738, "X4": 0.55948, "Y4": 0.0738, "page": 0, "Index": 45}, {"Word": "souffre", "Confidence": 0.802, "X1": 0.58431, "Y1": 0.0622, "X2": 0.63137, "Y2": 0.062, "X3": 0.63137, "Y3": 0.0728, "X4": 0.58562, "Y4": 0.0738, "page": 0, "Index": 46}, {"Word": "d'une", "Confidence": 0.8, "X1": 0.63529, "Y1": 0.0622, "X2": 0.67059, "Y2": 0.062, "X3": 0.67059, "Y3": 0.0728, "X4": 0.63529, "Y4": 0.0728, "page": 0, "Index": 47}, {"Word": "frae-", "Confidence": 0.941, "X1": 0.67451, "Y1": 0.0612, "X2": 0.7098, "Y2": 0.061, "X3": 0.7098, "Y3": 0.0718, "X4": 0.67451, "Y4": 0.0728, "page": 0, "Index": 48}, {"Word": "une", "Confidence": 0.847, "X1": 0.73725, "Y1": 0.0642, "X2": 0.75948, "Y2": 0.064, "X3": 0.76078, "Y3": 0.0728, "X4": 0.73725, "Y4": 0.0728, "page": 0, "Index": 49}, {"Word": "marche.", "Confidence": 0.423, "X1": 0.76732, "Y1": 0.0632, "X2": 0.8183, "Y2": 0.063, "X3": 0.8183, "Y3": 0.0728, "X4": 0.76732, "Y4": 0.0728, "page": 0, "Index": 50}, {"Word": "de", "Confidence": 0.233, "X1": 0.82092, "Y1": 0.0622, "X2": 0.8366, "Y2": 0.062, "X3": 0.8366, "Y3": 0.0718, "X4": 0.82092, "Y4": 0.0728, "page": 0, "Index": 51}, {"Word": "huit-milles", "Confidence": 0.037, "X1": 0.84183, "Y1": 0.0612, "X2": 0.91503, "Y2": 0.061, "X3": 0.91503, "Y3": 0.0698, "X4": 0.84314, "Y4": 0.0718, "page": 0, "Index": 52}, {"Word": "Compagole\"", "Confidence": 0.499, "X1": 0.03791, "Y1": 0.0712, "X2": 0.11242, "Y2": 0.071, "X3": 0.11111, "Y3": 0.0818, "X4": 0.03791, "Y4": 0.0828, "page": 0, "Index": 53}, {"Word": "de", "Confidence": 0.664, "X1": 0.11503, "Y1": 0.0712, "X2": 0.13072, "Y2": 0.071, "X3": 0.13072, "Y3": 0.0818, "X4": 0.11503, "Y4": 0.0818, "page": 0, "Index": 54}, {"Word": "Transport", "Confidence": 0.793, "X1": 0.13987, "Y1": 0.0712, "X2": 0.20261, "Y2": 0.071, "X3": 0.20261, "Y3": 0.0818, "X4": 0.13987, "Y4": 0.0818, "page": 0, "Index": 55}, {"Word": "Pro-", "Confidence": 0.847, "X1": 0.20915, "Y1": 0.0712, "X2": 0.23922, "Y2": 0.071, "X3": 0.23922, "Y3": 0.0818, "X4": 0.20915, "Y4": 0.0818, "page": 0, "Index": 56}, {"Word": "fore", "Confidence": 0.602, "X1": 0.50065, "Y1": 0.0752, "X2": 0.52941, "Y2": 0.075, "X3": 0.52941, "Y3": 0.0868, "X4": 0.50065, "Y4": 0.0878, "page": 0, "Index": 57}, {"Word": "probable", "Confidence": 0.612, "X1": 0.53333, "Y1": 0.0732, "X2": 0.59085, "Y2": 0.073, "X3": 0.59085, "Y3": 0.0848, "X4": 0.53333, "Y4": 0.0868, "page": 0, "Index": 58}, {"Word": "de", "Confidence": 0.97, "X1": 0.59477, "Y1": 0.0732, "X2": 0.61176, "Y2": 0.073, "X3": 0.61046, "Y3": 0.0848, "X4": 0.59346, "Y4": 0.0848, "page": 0, "Index": 59}, {"Word": "la", "Confidence": 0.146, "X1": 0.61438, "Y1": 0.0732, "X2": 0.62876, "Y2": 0.073, "X3": 0.62876, "Y3": 0.0848, "X4": 0.61438, "Y4": 0.0848, "page": 0, "Index": 60}, {"Word": "michelre.", "Confidence": 0.637, "X1": 0.63268, "Y1": 0.0732, "X2": 0.69935, "Y2": 0.073, "X3": 0.69804, "Y3": 0.0828, "X4": 0.63268, "Y4": 0.0838, "page": 0, "Index": 61}, {"Word": "la", "Confidence": 0.711, "X1": 0.73856, "Y1": 0.0742, "X2": 0.74902, "Y2": 0.074, "X3": 0.74902, "Y3": 0.0838, "X4": 0.73856, "Y4": 0.0838, "page": 0, "Index": 62}, {"Word": "r\u00e9serve", "Confidence": 0.468, "X1": 0.75556, "Y1": 0.0732, "X2": 0.8, "Y2": 0.073, "X3": 0.8, "Y3": 0.0828, "X4": 0.75556, "Y4": 0.0838, "page": 0, "Index": 63}, {"Word": "-", "Confidence": 0.004, "X1": 0.80261, "Y1": 0.0732, "X2": 0.80523, "Y2": 0.073, "X3": 0.80523, "Y3": 0.0828, "X4": 0.80261, "Y4": 0.0828, "page": 0, "Index": 64}, {"Word": "Indienne.", "Confidence": 0.652, "X1": 0.80784, "Y1": 0.0722, "X2": 0.86797, "Y2": 0.072, "X3": 0.86797, "Y3": 0.0818, "X4": 0.80784, "Y4": 0.0828, "page": 0, "Index": 65}, {"Word": "de", "Confidence": 0.647, "X1": 0.87059, "Y1": 0.0722, "X2": 0.88497, "Y2": 0.072, "X3": 0.88497, "Y3": 0.0818, "X4": 0.87059, "Y4": 0.0818, "page": 0, "Index": 66}, {"Word": "Fekan", "Confidence": 0.23, "X1": 0.89281, "Y1": 0.0722, "X2": 0.93072, "Y2": 0.072, "X3": 0.93072, "Y3": 0.0808, "X4": 0.89281, "Y4": 0.0818, "page": 0, "Index": 67}, {"Word": "Enciale,", "Confidence": 0.577, "X1": 0.04183, "Y1": 0.0822, "X2": 0.0915, "Y2": 0.082, "X3": 0.0915, "Y3": 0.0928, "X4": 0.04183, "Y4": 0.0928, "page": 0, "Index": 68}, {"Word": "prta!", "Confidence": 0.395, "X1": 0.09673, "Y1": 0.0822, "X2": 0.13333, "Y2": 0.082, "X3": 0.13333, "Y3": 0.0918, "X4": 0.09673, "Y4": 0.0928, "page": 0, "Index": 69}, {"Word": "ita:", "Confidence": 0.175, "X1": 0.10719, "Y1": 0.0802, "X2": 0.13333, "Y2": 0.08, "X3": 0.13203, "Y3": 0.0898, "X4": 0.10588, "Y4": 0.0898, "page": 0, "Index": 70}, {"Word": "d'Eastman.", "Confidence": 0.329, "X1": 0.13595, "Y1": 0.0812, "X2": 0.20654, "Y2": 0.081, "X3": 0.20523, "Y3": 0.0918, "X4": 0.13464, "Y4": 0.0908, "page": 0, "Index": 71}, {"Word": ".", "Confidence": 0.712, "X1": 0.20915, "Y1": 0.0812, "X2": 0.21699, "Y2": 0.081, "X3": 0.21699, "Y3": 0.0918, "X4": 0.20915, "Y4": 0.0918, "page": 0, "Index": 72}, {"Word": "M.", "Confidence": 0.853, "X1": 0.22092, "Y1": 0.0802, "X2": 0.24052, "Y2": 0.08, "X3": 0.23922, "Y3": 0.0908, "X4": 0.21961, "Y4": 0.0918, "page": 0, "Index": 73}, {"Word": "\":", "Confidence": 0.043, "X1": 0.2719, "Y1": 0.0822, "X2": 0.27974, "Y2": 0.082, "X3": 0.27974, "Y3": 0.0928, "X4": 0.27059, "Y4": 0.0928, "page": 0, "Index": 74}, {"Word": "Geraldien,", "Confidence": 0.609, "X1": 0.28235, "Y1": 0.0812, "X2": 0.35294, "Y2": 0.081, "X3": 0.35294, "Y3": 0.0918, "X4": 0.28235, "Y4": 0.0928, "page": 0, "Index": 75}, {"Word": "Ontario,", "Confidence": 0.799, "X1": 0.35556, "Y1": 0.0802, "X2": 0.41176, "Y2": 0.08, "X3": 0.41176, "Y3": 0.0918, "X4": 0.35556, "Y4": 0.0918, "page": 0, "Index": 76}, {"Word": "11.", "Confidence": 0.942, "X1": 0.41438, "Y1": 0.0802, "X2": 0.4366, "Y2": 0.08, "X3": 0.43791, "Y3": 0.0918, "X4": 0.41569, "Y4": 0.0918, "page": 0, "Index": 77}, {"Word": "(PC)", "Confidence": 0.666, "X1": 0.44052, "Y1": 0.0792, "X2": 0.4719, "Y2": 0.079, "X3": 0.4732, "Y3": 0.0918, "X4": 0.44183, "Y4": 0.0918, "page": 0, "Index": 78}, {"Word": "setem,", "Confidence": 0.453, "X1": 0.73725, "Y1": 0.0842, "X2": 0.78301, "Y2": 0.084, "X3": 0.78301, "Y3": 0.0938, "X4": 0.73725, "Y4": 0.0958, "page": 0, "Index": 79}, {"Word": "dans", "Confidence": 0.789, "X1": 0.78693, "Y1": 0.0832, "X2": 0.81699, "Y2": 0.083, "X3": 0.81699, "Y3": 0.0928, "X4": 0.78693, "Y4": 0.0938, "page": 0, "Index": 80}, {"Word": "le", "Confidence": 0.635, "X1": 0.82353, "Y1": 0.0832, "X2": 0.83791, "Y2": 0.083, "X3": 0.83791, "Y3": 0.0928, "X4": 0.82353, "Y4": 0.0928, "page": 0, "Index": 81}, {"Word": "diatrief", "Confidence": 0.28, "X1": 0.84314, "Y1": 0.0822, "X2": 0.88889, "Y2": 0.082, "X3": 0.88889, "Y3": 0.0918, "X4": 0.84314, "Y4": 0.0928, "page": 0, "Index": 82}, {"Word": "minier", "Confidence": 0.211, "X1": 0.89673, "Y1": 0.0822, "X2": 0.93987, "Y2": 0.082, "X3": 0.93987, "Y3": 0.0918, "X4": 0.89673, "Y4": 0.0918, "page": 0, "Index": 83}, {"Word": "Falerien", "Confidence": 0.338, "X1": 0.04183, "Y1": 0.0922, "X2": 0.08889, "Y2": 0.092, "X3": 0.08758, "Y3": 0.1028, "X4": 0.04052, "Y4": 0.1018, "page": 0, "Index": 84}, {"Word": "Turmel,", "Confidence": 0.908, "X1": 0.09804, "Y1": 0.0922, "X2": 0.14902, "Y2": 0.092, "X3": 0.14771, "Y3": 0.1028, "X4": 0.09673, "Y4": 0.1028, "page": 0, "Index": 85}, {"Word": "de", "Confidence": 0.77, "X1": 0.15163, "Y1": 0.0922, "X2": 0.16863, "Y2": 0.092, "X3": 0.16863, "Y3": 0.1028, "X4": 0.15033, "Y4": 0.1028, "page": 0, "Index": 86}, {"Word": "Coaticook,", "Confidence": 0.348, "X1": 0.17386, "Y1": 0.0902, "X2": 0.24314, "Y2": 0.09, "X3": 0.24314, "Y3": 0.1018, "X4": 0.17386, "Y4": 0.1028, "page": 0, "Index": 87}, {"Word": "M.", "Confidence": 0.769, "X1": 0.2719, "Y1": 0.0922, "X2": 0.2902, "Y2": 0.092, "X3": 0.2902, "Y3": 0.1028, "X4": 0.27059, "Y4": 0.1028, "page": 0, "Index": 88}, {"Word": "Frank", "Confidence": 0.997, "X1": 0.29412, "Y1": 0.0922, "X2": 0.33333, "Y2": 0.092, "X3": 0.33203, "Y3": 0.1028, "X4": 0.29412, "Y4": 0.1028, "page": 0, "Index": 89}, {"Word": "Queshel,", "Confidence": 0.717, "X1": 0.34118, "Y1": 0.0912, "X2": 0.39739, "Y2": 0.091, "X3": 0.39739, "Y3": 0.1028, "X4": 0.34118, "Y4": 0.1028, "page": 0, "Index": 90}, {"Word": "23", "Confidence": 0.67, "X1": 0.40131, "Y1": 0.0912, "X2": 0.41569, "Y2": 0.091, "X3": 0.41569, "Y3": 0.1028, "X4": 0.4, "Y4": 0.1028, "page": 0, "Index": 91}, {"Word": "ans,", "Confidence": 0.652, "X1": 0.42222, "Y1": 0.0912, "X2": 0.45229, "Y2": 0.091, "X3": 0.45229, "Y3": 0.1028, "X4": 0.42222, "Y4": 0.1028, "page": 0, "Index": 92}, {"Word": "un", "Confidence": 0.996, "X1": 0.45621, "Y1": 0.0902, "X2": 0.4719, "Y2": 0.09, "X3": 0.4719, "Y3": 0.1028, "X4": 0.4549, "Y4": 0.1028, "page": 0, "Index": 93}, {"Word": "Ontario,", "Confidence": 0.583, "X1": 0.58039, "Y1": 0.0962, "X2": 0.6366, "Y2": 0.096, "X3": 0.6366, "Y3": 0.1078, "X4": 0.58039, "Y4": 0.1088, "page": 0, "Index": 94}, {"Word": ".", "Confidence": 0.979, "X1": 0.63922, "Y1": 0.0962, "X2": 0.64183, "Y2": 0.096, "X3": 0.64183, "Y3": 0.1078, "X4": 0.63922, "Y4": 0.1078, "page": 0, "Index": 95}, {"Word": "11.", "Confidence": 0.692, "X1": 0.64444, "Y1": 0.0962, "X2": 0.66797, "Y2": 0.096, "X3": 0.66797, "Y3": 0.1068, "X4": 0.64444, "Y4": 0.1078, "page": 0, "Index": 96}, {"Word": "(PC)", "Confidence": 0.999, "X1": 0.67582, "Y1": 0.0952, "X2": 0.7085, "Y2": 0.095, "X3": 0.7085, "Y3": 0.1058, "X4": 0.67582, "Y4": 0.1068, "page": 0, "Index": 97}, {"Word": "de", "Confidence": 0.941, "X1": 0.73725, "Y1": 0.0952, "X2": 0.75294, "Y2": 0.095, "X3": 0.75425, "Y3": 0.1048, "X4": 0.73725, "Y4": 0.1048, "page": 0, "Index": 98}, {"Word": "Red", "Confidence": 0.958, "X1": 0.75686, "Y1": 0.0942, "X2": 0.78301, "Y2": 0.094, "X3": 0.78301, "Y3": 0.1048, "X4": 0.75686, "Y4": 0.1048, "page": 0, "Index": 99}, {"Word": "Lake.\"\"Sa", "Confidence": 0.224, "X1": 0.78693, "Y1": 0.0932, "X2": 0.85098, "Y2": 0.093, "X3": 0.85229, "Y3": 0.1048, "X4": 0.78693, "Y4": 0.1048, "page": 0, "Index": 100}, {"Word": "soeur", "Confidence": 0.394, "X1": 0.85621, "Y1": 0.0932, "X2": 0.8915, "Y2": 0.093, "X3": 0.89281, "Y3": 0.1048, "X4": 0.85752, "Y4": 0.1048, "page": 0, "Index": 101}, {"Word": "Sur", "Confidence": 0.326, "X1": 0.89542, "Y1": 0.0932, "X2": 0.91765, "Y2": 0.093, "X3": 0.91895, "Y3": 0.1048, "X4": 0.89673, "Y4": 0.1048, "page": 0, "Index": 102}, {"Word": "A", "Confidence": 0.604, "X1": 0.04052, "Y1": 0.1032, "X2": 0.04837, "Y2": 0.103, "X3": 0.04837, "Y3": 0.1138, "X4": 0.04052, "Y4": 0.1138, "page": 0, "Index": 103}, {"Word": "Ele", "Confidence": 0.099, "X1": 0.05098, "Y1": 0.1032, "X2": 0.0732, "Y2": 0.103, "X3": 0.0719, "Y3": 0.1128, "X4": 0.05098, "Y4": 0.1138, "page": 0, "Index": 104}, {"Word": "best", "Confidence": 0.499, "X1": 0.07582, "Y1": 0.1022, "X2": 0.11373, "Y2": 0.102, "X3": 0.11373, "Y3": 0.1128, "X4": 0.07582, "Y4": 0.1128, "page": 0, "Index": 105}, {"Word": "A", "Confidence": 0.626, "X1": 0.11765, "Y1": 0.1022, "X2": 0.12549, "Y2": 0.102, "X3": 0.12549, "Y3": 0.1128, "X4": 0.11765, "Y4": 0.1128, "page": 0, "Index": 106}, {"Word": "la", "Confidence": 0.717, "X1": 0.13072, "Y1": 0.1022, "X2": 0.1451, "Y2": 0.102, "X3": 0.1451, "Y3": 0.1128, "X4": 0.13072, "Y4": 0.1128, "page": 0, "Index": 107}, {"Word": "Vie", "Confidence": 0.13, "X1": 0.15033, "Y1": 0.1022, "X2": 0.17647, "Y2": 0.102, "X3": 0.17516, "Y3": 0.1128, "X4": 0.15033, "Y4": 0.1128, "page": 0, "Index": 108}, {"Word": "et", "Confidence": 0.211, "X1": 0.18039, "Y1": 0.1022, "X2": 0.19608, "Y2": 0.102, "X3": 0.19477, "Y3": 0.1118, "X4": 0.18039, "Y4": 0.1118, "page": 0, "Index": 109}, {"Word": "hospl-", "Confidence": 0.664, "X1": 0.19869, "Y1": 0.1022, "X2": 0.24052, "Y2": 0.102, "X3": 0.24052, "Y3": 0.1118, "X4": 0.19869, "Y4": 0.1118, "page": 0, "Index": 110}, {"Word": "mineur", "Confidence": 0.928, "X1": 0.27059, "Y1": 0.1022, "X2": 0.31634, "Y2": 0.102, "X3": 0.31634, "Y3": 0.1128, "X4": 0.26928, "Y4": 0.1138, "page": 0, "Index": 111}, {"Word": "de", "Confidence": 0.996, "X1": 0.3281, "Y1": 0.1022, "X2": 0.3451, "Y2": 0.102, "X3": 0.3451, "Y3": 0.1128, "X4": 0.3281, "Y4": 0.1128, "page": 0, "Index": 112}, {"Word": "Macleod-Cockshitt", "Confidence": 0.491, "X1": 0.35556, "Y1": 0.1012, "X2": 0.4732, "Y2": 0.101, "X3": 0.4732, "Y3": 0.1128, "X4": 0.35556, "Y4": 0.1118, "page": 0, "Index": 113}, {"Word": "\"Kenora", "Confidence": 0.583, "X1": 0.50065, "Y1": 0.0972, "X2": 0.56471, "Y2": 0.097, "X3": 0.56471, "Y3": 0.1098, "X4": 0.50065, "Y4": 0.1088, "page": 0, "Index": 114}, {"Word": "provinciale", "Confidence": 0.61, "X1": 0.57647, "Y1": 0.1072, "X2": 0.64837, "Y2": 0.107, "X3": 0.64837, "Y3": 0.1178, "X4": 0.57647, "Y4": 0.1198, "page": 0, "Index": 115}, {"Word": "de", "Confidence": 0.934, "X1": 0.65359, "Y1": 0.1072, "X2": 0.67059, "Y2": 0.107, "X3": 0.67059, "Y3": 0.1178, "X4": 0.65359, "Y4": 0.1178, "page": 0, "Index": 116}, {"Word": "l'On", "Confidence": 0.634, "X1": 0.67451, "Y1": 0.1072, "X2": 0.69935, "Y2": 0.107, "X3": 0.69935, "Y3": 0.1178, "X4": 0.67451, "Y4": 0.1178, "page": 0, "Index": 117}, {"Word": ";.", "Confidence": 0.001, "X1": 0.70196, "Y1": 0.1072, "X2": 0.72157, "Y2": 0.107, "X3": 0.72157, "Y3": 0.1178, "X4": 0.70196, "Y4": 0.1178, "page": 0, "Index": 118}, {"Word": "le,", "Confidence": 0.752, "X1": 0.73595, "Y1": 0.1052, "X2": 0.75556, "Y2": 0.105, "X3": 0.75556, "Y3": 0.1158, "X4": 0.73595, "Y4": 0.1158, "page": 0, "Index": 119}, {"Word": "Rose,", "Confidence": 0.647, "X1": 0.75817, "Y1": 0.1052, "X2": 0.79477, "Y2": 0.105, "X3": 0.79477, "Y3": 0.1158, "X4": 0.75817, "Y4": 0.1158, "page": 0, "Index": 120}, {"Word": "souttre", "Confidence": 0.667, "X1": 0.79739, "Y1": 0.1042, "X2": 0.84314, "Y2": 0.104, "X3": 0.84314, "Y3": 0.1148, "X4": 0.79869, "Y4": 0.1158, "page": 0, "Index": 121}, {"Word": "d'engelures", "Confidence": 0.405, "X1": 0.84837, "Y1": 0.1032, "X2": 0.92026, "Y2": 0.103, "X3": 0.92157, "Y3": 0.1138, "X4": 0.84967, "Y4": 0.1148, "page": 0, "Index": 122}, {"Word": "tallab", "Confidence": 0.253, "X1": 0.03922, "Y1": 0.1132, "X2": 0.0732, "Y2": 0.113, "X3": 0.0719, "Y3": 0.1238, "X4": 0.03791, "Y4": 0.1238, "page": 0, "Index": 123}, {"Word": "\u00c0", "Confidence": 0.007, "X1": 0.07712, "Y1": 0.1132, "X2": 0.08497, "Y2": 0.113, "X3": 0.08497, "Y3": 0.1238, "X4": 0.07582, "Y4": 0.1238, "page": 0, "Index": 124}, {"Word": "Magor.", "Confidence": 0.711, "X1": 0.09281, "Y1": 0.1122, "X2": 0.14118, "Y2": 0.112, "X3": 0.13987, "Y3": 0.1238, "X4": 0.0915, "Y4": 0.1238, "page": 0, "Index": 125}, {"Word": "M.", "Confidence": 0.991, "X1": 0.14771, "Y1": 0.1122, "X2": 0.16732, "Y2": 0.112, "X3": 0.16601, "Y3": 0.1228, "X4": 0.14641, "Y4": 0.1238, "page": 0, "Index": 126}, {"Word": "Paul.", "Confidence": 0.621, "X1": 0.17124, "Y1": 0.1122, "X2": 0.20392, "Y2": 0.112, "X3": 0.20261, "Y3": 0.1228, "X4": 0.16993, "Y4": 0.1228, "page": 0, "Index": 127}, {"Word": "Gen-", "Confidence": 0.672, "X1": 0.20654, "Y1": 0.1122, "X2": 0.24183, "Y2": 0.112, "X3": 0.24052, "Y3": 0.1228, "X4": 0.20523, "Y4": 0.1228, "page": 0, "Index": 128}, {"Word": "Gold", "Confidence": 0.798, "X1": 0.27059, "Y1": 0.1122, "X2": 0.30065, "Y2": 0.112, "X3": 0.30065, "Y3": 0.1238, "X4": 0.27059, "Y4": 0.1238, "page": 0, "Index": 129}, {"Word": "Mines,", "Confidence": 0.666, "X1": 0.3085, "Y1": 0.1122, "X2": 0.35425, "Y2": 0.112, "X3": 0.35425, "Y3": 0.1228, "X4": 0.3085, "Y4": 0.1238, "page": 0, "Index": 130}, {"Word": "a", "Confidence": 0.982, "X1": 0.35686, "Y1": 0.1122, "X2": 0.36601, "Y2": 0.112, "X3": 0.36471, "Y3": 0.1228, "X4": 0.35686, "Y4": 0.1228, "page": 0, "Index": 131}, {"Word": "\u00e9t\u00e9", "Confidence": 0.115, "X1": 0.37386, "Y1": 0.1122, "X2": 0.39346, "Y2": 0.112, "X3": 0.39346, "Y3": 0.1228, "X4": 0.37255, "Y4": 0.1228, "page": 0, "Index": 132}, {"Word": "emprisonn\u00e9", "Confidence": 0.31, "X1": 0.40131, "Y1": 0.1122, "X2": 0.47451, "Y2": 0.112, "X3": 0.47451, "Y3": 0.1218, "X4": 0.4, "Y4": 0.1228, "page": 0, "Index": 133}, {"Word": "La", "Confidence": 0.192, "X1": 0.50327, "Y1": 0.1102, "X2": 0.52026, "Y2": 0.11, "X3": 0.52157, "Y3": 0.1208, "X4": 0.50327, "Y4": 0.1218, "page": 0, "Index": 134}, {"Word": "Stfels", "Confidence": 0.321, "X1": 0.5268, "Y1": 0.1082, "X2": 0.57124, "Y2": 0.108, "X3": 0.57124, "Y3": 0.1198, "X4": 0.5268, "Y4": 0.1208, "page": 0, "Index": 135}, {"Word": "Happy", "Confidence": 0.991, "X1": 0.66667, "Y1": 0.1182, "X2": 0.7085, "Y2": 0.118, "X3": 0.7085, "Y3": 0.1278, "X4": 0.66536, "Y4": 0.1288, "page": 0, "Index": 136}, {"Word": "dtd", "Confidence": 0.004, "X1": 0.75425, "Y1": 0.1142, "X2": 0.77516, "Y2": 0.114, "X3": 0.77516, "Y3": 0.1248, "X4": 0.75294, "Y4": 0.1248, "page": 0, "Index": 137}, {"Word": "hospitallate.", "Confidence": 0.453, "X1": 0.78039, "Y1": 0.1142, "X2": 0.86013, "Y2": 0.114, "X3": 0.86013, "Y3": 0.1258, "X4": 0.78039, "Y4": 0.1248, "page": 0, "Index": 138}, {"Word": "Let", "Confidence": 0.207, "X1": 0.86928, "Y1": 0.1132, "X2": 0.89412, "Y2": 0.113, "X3": 0.89412, "Y3": 0.1248, "X4": 0.86928, "Y4": 0.1258, "page": 0, "Index": 139}, {"Word": "dron,", "Confidence": 0.939, "X1": 0.04052, "Y1": 0.1242, "X2": 0.0732, "Y2": 0.124, "X3": 0.0732, "Y3": 0.1338, "X4": 0.04052, "Y4": 0.1348, "page": 0, "Index": 140}, {"Word": "de", "Confidence": 0.931, "X1": 0.07712, "Y1": 0.1242, "X2": 0.09281, "Y2": 0.124, "X3": 0.09281, "Y3": 0.1338, "X4": 0.07582, "Y4": 0.1338, "page": 0, "Index": 141}, {"Word": "Sherbrooke,", "Confidence": 0.885, "X1": 0.09804, "Y1": 0.1232, "X2": 0.17386, "Y2": 0.123, "X3": 0.17386, "Y3": 0.1338, "X4": 0.09804, "Y4": 0.1338, "page": 0, "Index": 142}, {"Word": "est", "Confidence": 0.96, "X1": 0.17647, "Y1": 0.1222, "X2": 0.19739, "Y2": 0.122, "X3": 0.19739, "Y3": 0.1338, "X4": 0.17647, "Y4": 0.1338, "page": 0, "Index": 143}, {"Word": "bless\u00e9", "Confidence": 0.624, "X1": 0.20261, "Y1": 0.1222, "X2": 0.23922, "Y2": 0.122, "X3": 0.23922, "Y3": 0.1338, "X4": 0.20131, "Y4": 0.1338, "page": 0, "Index": 144}, {"Word": "pendant", "Confidence": 0.952, "X1": 0.26928, "Y1": 0.1232, "X2": 0.32418, "Y2": 0.123, "X3": 0.32288, "Y3": 0.1338, "X4": 0.26928, "Y4": 0.1348, "page": 0, "Index": 145}, {"Word": "trois", "Confidence": 0.536, "X1": 0.3281, "Y1": 0.1232, "X2": 0.35817, "Y2": 0.123, "X3": 0.35817, "Y3": 0.1328, "X4": 0.3268, "Y4": 0.1338, "page": 0, "Index": 146}, {"Word": "heures", "Confidence": 0.858, "X1": 0.36209, "Y1": 0.1232, "X2": 0.40654, "Y2": 0.123, "X3": 0.40523, "Y3": 0.1328, "X4": 0.36209, "Y4": 0.1328, "page": 0, "Index": 147}, {"Word": "dans", "Confidence": 0.696, "X1": 0.41176, "Y1": 0.1232, "X2": 0.44314, "Y2": 0.123, "X3": 0.44183, "Y3": 0.1328, "X4": 0.41176, "Y4": 0.1328, "page": 0, "Index": 148}, {"Word": "une", "Confidence": 0.997, "X1": 0.44967, "Y1": 0.1232, "X2": 0.4732, "Y2": 0.123, "X3": 0.4732, "Y3": 0.1328, "X4": 0.44837, "Y4": 0.1328, "page": 0, "Index": 149}, {"Word": "tarlo", "Confidence": 0.661, "X1": 0.50196, "Y1": 0.1202, "X2": 0.53595, "Y2": 0.12, "X3": 0.53464, "Y3": 0.1308, "X4": 0.50196, "Y4": 0.1318, "page": 0, "Index": 150}, {"Word": "a", "Confidence": 0.668, "X1": 0.53987, "Y1": 0.1192, "X2": 0.54771, "Y2": 0.119, "X3": 0.54771, "Y3": 0.1308, "X4": 0.53987, "Y4": 0.1308, "page": 0, "Index": 151}, {"Word": "precise", "Confidence": 0.388, "X1": 0.55425, "Y1": 0.1182, "X2": 0.60131, "Y2": 0.118, "X3": 0.60131, "Y3": 0.1298, "X4": 0.55425, "Y4": 0.1308, "page": 0, "Index": 152}, {"Word": "hler", "Confidence": 0.788, "X1": 0.60523, "Y1": 0.1182, "X2": 0.63399, "Y2": 0.118, "X3": 0.63399, "Y3": 0.1288, "X4": 0.60523, "Y4": 0.1288, "page": 0, "Index": 153}, {"Word": "que", "Confidence": 0.876, "X1": 0.63791, "Y1": 0.1182, "X2": 0.66275, "Y2": 0.118, "X3": 0.66144, "Y3": 0.1288, "X4": 0.63791, "Y4": 0.1288, "page": 0, "Index": 154}, {"Word": "M.", "Confidence": 0.97, "X1": 0.73725, "Y1": 0.1252, "X2": 0.75556, "Y2": 0.125, "X3": 0.75556, "Y3": 0.1358, "X4": 0.73595, "Y4": 0.1358, "page": 0, "Index": 155}, {"Word": "Daniel", "Confidence": 0.625, "X1": 0.75948, "Y1": 0.1262, "X2": 0.79869, "Y2": 0.126, "X3": 0.79739, "Y3": 0.1368, "X4": 0.75817, "Y4": 0.1358, "page": 0, "Index": 156}, {"Word": ".Peters,", "Confidence": 0.285, "X1": 0.80131, "Y1": 0.1252, "X2": 0.84837, "Y2": 0.125, "X3": 0.84706, "Y3": 0.1368, "X4": 0.80131, "Y4": 0.1368, "page": 0, "Index": 157}, {"Word": "c'est", "Confidence": 0.044, "X1": 0.85098, "Y1": 0.1242, "X2": 0.88105, "Y2": 0.124, "X3": 0.88105, "Y3": 0.1368, "X4": 0.85098, "Y4": 0.1368, "page": 0, "Index": 158}, {"Word": "m", "Confidence": 0.005, "X1": 0.88497, "Y1": 0.1242, "X2": 0.89281, "Y2": 0.124, "X3": 0.89281, "Y3": 0.1368, "X4": 0.88497, "Y4": 0.1368, "page": 0, "Index": 159}, {"Word": "k", "Confidence": 0.008, "X1": 0.04052, "Y1": 0.1342, "X2": 0.04837, "Y2": 0.134, "X3": 0.04837, "Y3": 0.1448, "X4": 0.03922, "Y4": 0.1458, "page": 0, "Index": 160}, {"Word": "un", "Confidence": 0.98, "X1": 0.05098, "Y1": 0.1342, "X2": 0.06797, "Y2": 0.134, "X3": 0.06797, "Y3": 0.1448, "X4": 0.05098, "Y4": 0.1448, "page": 0, "Index": 161}, {"Word": "bras,", "Confidence": 0.656, "X1": 0.07451, "Y1": 0.1332, "X2": 0.10458, "Y2": 0.133, "X3": 0.10458, "Y3": 0.1448, "X4": 0.07451, "Y4": 0.1448, "page": 0, "Index": 162}, {"Word": ";", "Confidence": 0.053, "X1": 0.10719, "Y1": 0.1332, "X2": 0.11373, "Y2": 0.133, "X3": 0.11373, "Y3": 0.1438, "X4": 0.10719, "Y4": 0.1438, "page": 0, "Index": 163}, {"Word": "Il", "Confidence": 0.605, "X1": 0.11634, "Y1": 0.1332, "X2": 0.13203, "Y2": 0.133, "X3": 0.13203, "Y3": 0.1438, "X4": 0.11634, "Y4": 0.1438, "page": 0, "Index": 164}, {"Word": "a", "Confidence": 0.076, "X1": 0.13464, "Y1": 0.1332, "X2": 0.14379, "Y2": 0.133, "X3": 0.14379, "Y3": 0.1438, "X4": 0.13595, "Y4": 0.1438, "page": 0, "Index": 165}, {"Word": "\u00e9t\u00e9", "Confidence": 0.042, "X1": 0.15033, "Y1": 0.1332, "X2": 0.17124, "Y2": 0.133, "X3": 0.17255, "Y3": 0.1438, "X4": 0.15033, "Y4": 0.1438, "page": 0, "Index": 166}, {"Word": "conduit", "Confidence": 0.611, "X1": 0.17516, "Y1": 0.1332, "X2": 0.22614, "Y2": 0.133, "X3": 0.22745, "Y3": 0.1438, "X4": 0.17647, "Y4": 0.1438, "page": 0, "Index": 167}, {"Word": "A-", "Confidence": 0.677, "X1": 0.23007, "Y1": 0.1332, "X2": 0.24183, "Y2": 0.133, "X3": 0.24314, "Y3": 0.1438, "X4": 0.23007, "Y4": 0.1438, "page": 0, "Index": 168}, {"Word": "dalle", "Confidence": 0.96, "X1": 0.27059, "Y1": 0.1332, "X2": 0.30327, "Y2": 0.133, "X3": 0.30196, "Y3": 0.1448, "X4": 0.26928, "Y4": 0.1448, "page": 0, "Index": 169}, {"Word": "qui", "Confidence": 0.6, "X1": 0.31111, "Y1": 0.1332, "X2": 0.33595, "Y2": 0.133, "X3": 0.33464, "Y3": 0.1448, "X4": 0.31111, "Y4": 0.1448, "page": 0, "Index": 170}, {"Word": "charrolo", "Confidence": 0.696, "X1": 0.34118, "Y1": 0.1332, "X2": 0.39477, "Y2": 0.133, "X3": 0.39477, "Y3": 0.1438, "X4": 0.34118, "Y4": 0.1448, "page": 0, "Index": 171}, {"Word": "les", "Confidence": 0.85, "X1": 0.40261, "Y1": 0.1332, "X2": 0.42353, "Y2": 0.133, "X3": 0.42222, "Y3": 0.1438, "X4": 0.40261, "Y4": 0.1438, "page": 0, "Index": 172}, {"Word": "debris,", "Confidence": 0.543, "X1": 0.43137, "Y1": 0.1332, "X2": 0.47712, "Y2": 0.133, "X3": 0.47712, "Y3": 0.1438, "X4": 0.43007, "Y4": 0.1438, "page": 0, "Index": 173}, {"Word": "Peters,", "Confidence": 0.602, "X1": 0.50196, "Y1": 0.1302, "X2": 0.55163, "Y2": 0.13, "X3": 0.55163, "Y3": 0.1408, "X4": 0.50196, "Y4": 0.1418, "page": 0, "Index": 174}, {"Word": "une", "Confidence": 0.491, "X1": 0.55556, "Y1": 0.1292, "X2": 0.5817, "Y2": 0.129, "X3": 0.5817, "Y3": 0.1408, "X4": 0.55556, "Y4": 0.1408, "page": 0, "Index": 175}, {"Word": "Jeune", "Confidence": 0.848, "X1": 0.58954, "Y1": 0.1292, "X2": 0.62745, "Y2": 0.129, "X3": 0.62745, "Y3": 0.1398, "X4": 0.58954, "Y4": 0.1398, "page": 0, "Index": 176}, {"Word": "fille", "Confidence": 0.794, "X1": 0.63529, "Y1": 0.1282, "X2": 0.66275, "Y2": 0.128, "X3": 0.66275, "Y3": 0.1388, "X4": 0.63529, "Y4": 0.1398, "page": 0, "Index": 177}, {"Word": "de", "Confidence": 0.993, "X1": 0.67059, "Y1": 0.1282, "X2": 0.68627, "Y2": 0.128, "X3": 0.68627, "Y3": 0.1388, "X4": 0.67059, "Y4": 0.1388, "page": 0, "Index": 178}, {"Word": "16", "Confidence": 0.77, "X1": 0.69542, "Y1": 0.1282, "X2": 0.7098, "Y2": 0.128, "X3": 0.7085, "Y3": 0.1388, "X4": 0.69412, "Y4": 0.1388, "page": 0, "Index": 179}, {"Word": "l'h\u00f4pital", "Confidence": 0.191, "X1": 0.04052, "Y1": 0.1452, "X2": 0.0902, "Y2": 0.145, "X3": 0.0902, "Y3": 0.1578, "X4": 0.04052, "Y4": 0.1588, "page": 0, "Index": 180}, {"Word": "'de", "Confidence": 0.737, "X1": 0.09412, "Y1": 0.1452, "X2": 0.12026, "Y2": 0.145, "X3": 0.12026, "Y3": 0.1568, "X4": 0.09281, "Y4": 0.1578, "page": 0, "Index": 181}, {"Word": "Sherbrooke\"", "Confidence": 0.326, "X1": 0.13203, "Y1": 0.1442, "X2": 0.21961, "Y2": 0.144, "X3": 0.2183, "Y3": 0.1558, "X4": 0.13072, "Y4": 0.1568, "page": 0, "Index": 182}, {"Word": "M", "Confidence": 0.378, "X1": 0.22222, "Y1": 0.1452, "X2": 0.23268, "Y2": 0.145, "X3": 0.23268, "Y3": 0.1558, "X4": 0.22222, "Y4": 0.1558, "page": 0, "Index": 183}, {"Word": "au", "Confidence": 0.991, "X1": 0.27059, "Y1": 0.1452, "X2": 0.28497, "Y2": 0.145, "X3": 0.28627, "Y3": 0.1548, "X4": 0.2719, "Y4": 0.1548, "page": 0, "Index": 184}, {"Word": "niveau", "Confidence": 0.569, "X1": 0.29281, "Y1": 0.1442, "X2": 0.33464, "Y2": 0.144, "X3": 0.33464, "Y3": 0.1548, "X4": 0.29281, "Y4": 0.1548, "page": 0, "Index": 185}, {"Word": "de", "Confidence": 0.997, "X1": 0.33987, "Y1": 0.1432, "X2": 0.35686, "Y2": 0.143, "X3": 0.35686, "Y3": 0.1548, "X4": 0.34118, "Y4": 0.1548, "page": 0, "Index": 186}, {"Word": "1,075", "Confidence": 0.853, "X1": 0.36078, "Y1": 0.1432, "X2": 0.39216, "Y2": 0.143, "X3": 0.39216, "Y3": 0.1538, "X4": 0.36078, "Y4": 0.1548, "page": 0, "Index": 187}, {"Word": "pleda.", "Confidence": 0.782, "X1": 0.39608, "Y1": 0.1432, "X2": 0.43268, "Y2": 0.143, "X3": 0.43399, "Y3": 0.1538, "X4": 0.39739, "Y4": 0.1538, "page": 0, "Index": 188}, {"Word": ".", "Confidence": 0.931, "X1": 0.43529, "Y1": 0.1432, "X2": 0.44314, "Y2": 0.143, "X3": 0.44314, "Y3": 0.1538, "X4": 0.4366, "Y4": 0.1538, "page": 0, "Index": 189}, {"Word": "I", "Confidence": 0.009, "X1": 0.44575, "Y1": 0.1432, "X2": 0.45359, "Y2": 0.143, "X3": 0.45359, "Y3": 0.1538, "X4": 0.44575, "Y4": 0.1538, "page": 0, "Index": 190}, {"Word": "anaisn'est", "Confidence": 0.062, "X1": 0.50196, "Y1": 0.1402, "X2": 0.56601, "Y2": 0.14, "X3": 0.56601, "Y3": 0.1518, "X4": 0.50327, "Y4": 0.1528, "page": 0, "Index": 191}, {"Word": "gel\u00e9e", "Confidence": 0.193, "X1": 0.57124, "Y1": 0.1392, "X2": 0.60523, "Y2": 0.139, "X3": 0.60392, "Y3": 0.1508, "X4": 0.57124, "Y4": 0.1518, "page": 0, "Index": 192}, {"Word": "&", "Confidence": 0.006, "X1": 0.61046, "Y1": 0.1392, "X2": 0.61961, "Y2": 0.139, "X3": 0.6183, "Y3": 0.1508, "X4": 0.60915, "Y4": 0.1508, "page": 0, "Index": 193}, {"Word": "mort", "Confidence": 0.988, "X1": 0.62614, "Y1": 0.1392, "X2": 0.66013, "Y2": 0.139, "X3": 0.66013, "Y3": 0.1508, "X4": 0.62484, "Y4": 0.1508, "page": 0, "Index": 194}, {"Word": "recem-", "Confidence": 0.481, "X1": 0.66536, "Y1": 0.1402, "X2": 0.71242, "Y2": 0.14, "X3": 0.7098, "Y3": 0.1498, "X4": 0.66405, "Y4": 0.1508, "page": 0, "Index": 195}, {"Word": "S\u00e8te", "Confidence": 0.099, "X1": 0.73987, "Y1": 0.1372, "X2": 0.7634, "Y2": 0.137, "X3": 0.76209, "Y3": 0.1488, "X4": 0.73856, "Y4": 0.1488, "page": 0, "Index": 196}, {"Word": "d'un", "Confidence": 0.979, "X1": 0.76732, "Y1": 0.1382, "X2": 0.79608, "Y2": 0.138, "X3": 0.79477, "Y3": 0.1498, "X4": 0.76471, "Y4": 0.1488, "page": 0, "Index": 197}, {"Word": "groupe", "Confidence": 0.745, "X1": 0.80131, "Y1": 0.1382, "X2": 0.84575, "Y2": 0.138, "X3": 0.84314, "Y3": 0.1498, "X4": 0.79869, "Y4": 0.1498, "page": 0, "Index": 198}, {"Word": "de", "Confidence": 0.591, "X1": 0.84967, "Y1": 0.1382, "X2": 0.86797, "Y2": 0.138, "X3": 0.86536, "Y3": 0.1498, "X4": 0.84706, "Y4": 0.1498, "page": 0, "Index": 199}, {"Word": "parfaite", "Confidence": 0.995, "X1": 0.59869, "Y1": 0.1862, "X2": 0.73725, "Y2": 0.186, "X3": 0.73725, "Y3": 0.2258, "X4": 0.59869, "Y4": 0.2288, "page": 0, "Index": 200}, {"Word": "Comment", "Confidence": 0.993, "X1": 0.07843, "Y1": 0.1932, "X2": 0.23529, "Y2": 0.193, "X3": 0.23529, "Y3": 0.2318, "X4": 0.07843, "Y4": 0.2308, "page": 0, "Index": 201}, {"Word": "rouler", "Confidence": 0.996, "X1": 0.24575, "Y1": 0.1922, "X2": 0.35163, "Y2": 0.192, "X3": 0.35163, "Y3": 0.2318, "X4": 0.24575, "Y4": 0.2318, "page": 0, "Index": 202}, {"Word": "une", "Confidence": 0.998, "X1": 0.36209, "Y1": 0.1912, "X2": 0.42745, "Y2": 0.191, "X3": 0.42745, "Y3": 0.2318, "X4": 0.36209, "Y4": 0.2318, "page": 0, "Index": 203}, {"Word": "cigarette", "Confidence": 0.994, "X1": 0.43791, "Y1": 0.1892, "X2": 0.58824, "Y2": 0.189, "X3": 0.58824, "Y3": 0.2298, "X4": 0.43791, "Y4": 0.2318, "page": 0, "Index": 204}, {"Word": "VOGUE", "Confidence": 0.836, "X1": 0.19608, "Y1": 0.3232, "X2": 0.33203, "Y2": 0.323, "X3": 0.34902, "Y3": 0.3658, "X4": 0.21046, "Y4": 0.3968, "page": 0, "Index": 205}, {"Word": "I.TABAC", "Confidence": 0.601, "X1": 0.20915, "Y1": 0.3832, "X2": 0.2902, "Y2": 0.383, "X3": 0.29673, "Y3": 0.3958, "X4": 0.21569, "Y4": 0.4178, "page": 0, "Index": 206}, {"Word": "CIGARETTES", "Confidence": 0.955, "X1": 0.21046, "Y1": 0.3842, "X2": 0.33203, "Y2": 0.384, "X3": 0.33725, "Y3": 0.3978, "X4": 0.21961, "Y4": 0.4318, "page": 0, "Index": 207}, {"Word": "A", "Confidence": 0.392, "X1": 0.29935, "Y1": 0.3772, "X2": 0.3098, "Y2": 0.377, "X3": 0.31634, "Y3": 0.3898, "X4": 0.30588, "Y4": 0.3928, "page": 0, "Index": 208}, {"Word": "VOGUE", "Confidence": 0.654, "X1": 0.51373, "Y1": 0.4042, "X2": 0.58039, "Y2": 0.404, "X3": 0.55817, "Y3": 0.4288, "X4": 0.4915, "Y4": 0.3948, "page": 0, "Index": 209}, {"Word": "CALABLANCA", "Confidence": 0.109, "X1": 0.03268, "Y1": 0.4772, "X2": 0.03529, "Y2": 0.477, "X3": 0.0183, "Y3": 0.4768, "X4": 0.0183, "Y4": 0.3688, "page": 0, "Index": 210}, {"Word": "Employez", "Confidence": 0.981, "X1": 0.06797, "Y1": 0.5952, "X2": 0.22353, "Y2": 0.595, "X3": 0.22353, "Y3": 0.6478, "X4": 0.06928, "Y4": 0.6488, "page": 0, "Index": 211}, {"Word": "le", "Confidence": 0.9, "X1": 0.23529, "Y1": 0.5942, "X2": 0.26797, "Y2": 0.594, "X3": 0.26928, "Y3": 0.6478, "X4": 0.2366, "Y4": 0.6478, "page": 0, "Index": 212}, {"Word": "VOGUE-le", "Confidence": 0.894, "X1": 0.28105, "Y1": 0.5922, "X2": 0.48497, "Y2": 0.592, "X3": 0.48497, "Y3": 0.6448, "X4": 0.28105, "Y4": 0.6468, "page": 0, "Index": 213}, {"Word": "tabac", "Confidence": 0.96, "X1": 0.49673, "Y1": 0.5932, "X2": 0.59085, "Y2": 0.593, "X3": 0.59085, "Y3": 0.6438, "X4": 0.49673, "Y4": 0.6448, "page": 0, "Index": 214}, {"Word": "\u00e0", "Confidence": 0.636, "X1": 0.60261, "Y1": 0.5942, "X2": 0.62353, "Y2": 0.594, "X3": 0.62353, "Y3": 0.6428, "X4": 0.60261, "Y4": 0.6438, "page": 0, "Index": 215}, {"Word": "cigarettes", "Confidence": 0.886, "X1": 0.63529, "Y1": 0.5992, "X2": 0.79869, "Y2": 0.599, "X3": 0.79869, "Y3": 0.6408, "X4": 0.63529, "Y4": 0.6428, "page": 0, "Index": 216}, {"Word": "parfait", "Confidence": 0.962, "X1": 0.81176, "Y1": 0.6062, "X2": 0.93464, "Y2": 0.606, "X3": 0.93333, "Y3": 0.6388, "X4": 0.81046, "Y4": 0.6408, "page": 0, "Index": 217}, {"Word": "Inauguration", "Confidence": 0.347, "X1": 0.3085, "Y1": 0.7332, "X2": 0.69412, "Y2": 0.733, "X3": 0.6902, "Y3": 0.7998, "X4": 0.3085, "Y4": 0.7998, "page": 0, "Index": 218}, {"Word": "AUJOURD'HUI", "Confidence": 0.943, "X1": 0.38039, "Y1": 0.8122, "X2": 0.52418, "Y2": 0.812, "X3": 0.52418, "Y3": 0.8338, "X4": 0.38039, "Y4": 0.8358, "page": 0, "Index": 219}, {"Word": "11", "Confidence": 0.994, "X1": 0.52941, "Y1": 0.8112, "X2": 0.55686, "Y2": 0.811, "X3": 0.55817, "Y3": 0.8328, "X4": 0.53072, "Y4": 0.8338, "page": 0, "Index": 220}, {"Word": "MARS", "Confidence": 0.991, "X1": 0.5634, "Y1": 0.8102, "X2": 0.62614, "Y2": 0.81, "X3": 0.62745, "Y3": 0.8328, "X4": 0.56471, "Y4": 0.8328, "page": 0, "Index": 221}, {"Word": "DE", "Confidence": 0.998, "X1": 0.51765, "Y1": 0.8472, "X2": 0.56078, "Y2": 0.847, "X3": 0.56209, "Y3": 0.8778, "X4": 0.51895, "Y4": 0.8788, "page": 0, "Index": 222}, {"Word": "J", "Confidence": 0.998, "X1": 0.57386, "Y1": 0.8462, "X2": 0.58431, "Y2": 0.846, "X3": 0.58562, "Y3": 0.8778, "X4": 0.57516, "Y4": 0.8778, "page": 0, "Index": 223}, {"Word": ".-", "Confidence": 0.955, "X1": 0.59216, "Y1": 0.8462, "X2": 0.6, "Y2": 0.846, "X3": 0.60131, "Y3": 0.8778, "X4": 0.59346, "Y4": 0.8778, "page": 0, "Index": 224}, {"Word": "E.", "Confidence": 0.955, "X1": 0.60784, "Y1": 0.8462, "X2": 0.63922, "Y2": 0.846, "X3": 0.64052, "Y3": 0.8768, "X4": 0.60915, "Y4": 0.8768, "page": 0, "Index": 225}, {"Word": "PRUD'HOMME", "Confidence": 0.928, "X1": 0.64706, "Y1": 0.8432, "X2": 0.84444, "Y2": 0.843, "X3": 0.84575, "Y3": 0.8728, "X4": 0.64837, "Y4": 0.8768, "page": 0, "Index": 226}, {"Word": "DU", "Confidence": 0.998, "X1": 0.16209, "Y1": 0.8532, "X2": 0.20131, "Y2": 0.853, "X3": 0.20131, "Y3": 0.8808, "X4": 0.16078, "Y4": 0.8818, "page": 0, "Index": 227}, {"Word": "NOUVEAU", "Confidence": 0.995, "X1": 0.21307, "Y1": 0.8502, "X2": 0.35163, "Y2": 0.85, "X3": 0.35163, "Y3": 0.8798, "X4": 0.21307, "Y4": 0.8808, "page": 0, "Index": 228}, {"Word": "MAGASIN", "Confidence": 0.997, "X1": 0.36471, "Y1": 0.8482, "X2": 0.50458, "Y2": 0.848, "X3": 0.50458, "Y3": 0.8788, "X4": 0.36601, "Y4": 0.8798, "page": 0, "Index": 229}, {"Word": "DISTRIBUTEUR", "Confidence": 0.991, "X1": 0.28366, "Y1": 0.8932, "X2": 0.45229, "Y2": 0.893, "X3": 0.45229, "Y3": 0.9158, "X4": 0.28497, "Y4": 0.9168, "page": 0, "Index": 230}, {"Word": "EN", "Confidence": 0.998, "X1": 0.47059, "Y1": 0.8922, "X2": 0.50196, "Y2": 0.892, "X3": 0.50196, "Y3": 0.9148, "X4": 0.47059, "Y4": 0.9158, "page": 0, "Index": 231}, {"Word": "GROS", "Confidence": 0.941, "X1": 0.52157, "Y1": 0.8912, "X2": 0.58824, "Y2": 0.891, "X3": 0.58824, "Y3": 0.9138, "X4": 0.52157, "Y4": 0.9148, "page": 0, "Index": 232}, {"Word": "ET", "Confidence": 0.997, "X1": 0.60261, "Y1": 0.8902, "X2": 0.63399, "Y2": 0.89, "X3": 0.63399, "Y3": 0.9138, "X4": 0.60261, "Y4": 0.9138, "page": 0, "Index": 233}, {"Word": "DETAIL", "Confidence": 0.991, "X1": 0.65098, "Y1": 0.8892, "X2": 0.73856, "Y2": 0.889, "X3": 0.73856, "Y3": 0.9128, "X4": 0.65098, "Y4": 0.9138, "page": 0, "Index": 234}, {"Word": "095052", "Confidence": 0.996, "X1": 0.86013, "Y1": 0.9212, "X2": 0.9281, "Y2": 0.921, "X3": 0.9281, "Y3": 0.9378, "X4": 0.85882, "Y4": 0.9388, "page": 0, "Index": 235}, {"Word": "DES", "Confidence": 0.998, "X1": 0.36471, "Y1": 0.9262, "X2": 0.40784, "Y2": 0.926, "X3": 0.40915, "Y3": 0.9468, "X4": 0.36601, "Y4": 0.9468, "page": 0, "Index": 236}, {"Word": "FAMEUSES", "Confidence": 0.995, "X1": 0.41307, "Y1": 0.9242, "X2": 0.53464, "Y2": 0.924, "X3": 0.53725, "Y3": 0.9448, "X4": 0.41438, "Y4": 0.9468, "page": 0, "Index": 237}, {"Word": "MAISONS", "Confidence": 0.996, "X1": 0.53987, "Y1": 0.9232, "X2": 0.63791, "Y2": 0.923, "X3": 0.64052, "Y3": 0.9438, "X4": 0.54248, "Y4": 0.9448, "page": 0, "Index": 238}, {"Word": "..", "Confidence": 0.118, "X1": 0.64314, "Y1": 0.9232, "X2": 0.6549, "Y2": 0.923, "X3": 0.65621, "Y3": 0.9438, "X4": 0.64575, "Y4": 0.9438, "page": 0, "Index": 239}, {"Word": "BENJAMIN", "Confidence": 1, "X1": 0.09412, "Y1": 0.9632, "X2": 0.23007, "Y2": 0.963, "X3": 0.22876, "Y3": 0.9978, "X4": 0.09281, "Y4": 0.9988, "page": 0, "Index": 240}, {"Word": "MOORE", "Confidence": 1, "X1": 0.24314, "Y1": 0.9622, "X2": 0.33072, "Y2": 0.962, "X3": 0.32941, "Y3": 0.9978, "X4": 0.24183, "Y4": 0.9978, "page": 0, "Index": 241}, {"Word": "&", "Confidence": 1, "X1": 0.33987, "Y1": 0.9612, "X2": 0.36993, "Y2": 0.961, "X3": 0.36863, "Y3": 0.9968, "X4": 0.33987, "Y4": 0.9978, "page": 0, "Index": 242}, {"Word": "Co.", "Confidence": 0.949, "X1": 0.37908, "Y1": 0.9612, "X2": 0.40784, "Y2": 0.961, "X3": 0.40654, "Y3": 0.9968, "X4": 0.37778, "Y4": 0.9968, "page": 0, "Index": 243}, {"Word": "LTD", "Confidence": 0.73, "X1": 0.4183, "Y1": 0.9602, "X2": 0.46667, "Y2": 0.96, "X3": 0.46536, "Y3": 0.9968, "X4": 0.41699, "Y4": 0.9968, "page": 0, "Index": 244}, {"Word": "IL", "Confidence": 0.413, "X1": 0.47582, "Y1": 0.9592, "X2": 0.53333, "Y2": 0.959, "X3": 0.53203, "Y3": 0.9968, "X4": 0.47451, "Y4": 0.9968, "page": 0, "Index": 245}, {"Word": "SUN", "Confidence": 0.266, "X1": 0.54641, "Y1": 0.9582, "X2": 0.63007, "Y2": 0.958, "X3": 0.62876, "Y3": 0.9968, "X4": 0.54641, "Y4": 0.9968, "page": 0, "Index": 246}, {"Word": "TESTED", "Confidence": 0.924, "X1": 0.64967, "Y1": 0.9562, "X2": 0.83399, "Y2": 0.956, "X3": 0.83399, "Y3": 0.9968, "X4": 0.64967, "Y4": 0.9968, "page": 0, "Index": 247}, {"Word": "LTD", "Confidence": 0.998, "X1": 0.84444, "Y1": 0.9552, "X2": 0.90719, "Y2": 0.955, "X3": 0.90719, "Y3": 0.9968, "X4": 0.84314, "Y4": 0.9968, "page": 0, "Index": 248}]}	"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"
ffhw0063	0	{"lines_data": [{"Word": "AMERICAN LOGISTICS", "Confidence": 0.666, "X1": 0.04987, "Y1": 0.0572, "X2": 0.19003, "Y2": 0.057, "X3": 0.19003, "Y3": 0.0748, "X4": 0.04987, "Y4": 0.0738, "page": 0}, {"Word": "American Logistics Association Broadcast Fax", "Confidence": 0.9002, "X1": 0.44609, "Y1": 0.0632, "X2": 0.8841, "Y2": 0.063, "X3": 0.8841, "Y3": 0.0768, "X4": 0.44609, "Y4": 0.0778, "page": 0}, {"Word": "To: J. R. Slaicr", "Confidence": 0.92625, "X1": 0.48248, "Y1": 0.0802, "X2": 0.65903, "Y2": 0.08, "X3": 0.65768, "Y3": 0.0948, "X4": 0.48248, "Y4": 0.0938, "page": 0}, {"Word": "Fax No .: (212) 545-3299", "Confidence": 0.9958, "X1": 0.42183, "Y1": 0.0962, "X2": 0.69137, "Y2": 0.096, "X3": 0.69137, "Y3": 0.1138, "X4": 0.42183, "Y4": 0.1138, "page": 0}, {"Word": "8/23/96", "Confidence": 0.991, "X1": 0.82345, "Y1": 0.1002, "X2": 0.90296, "Y2": 0.1, "X3": 0.90296, "Y3": 0.1148, "X4": 0.82345, "Y4": 0.1148, "page": 0}, {"Word": "ION", "Confidence": 0.886, "X1": 0.13747, "Y1": 0.1132, "X2": 0.17251, "Y2": 0.113, "X3": 0.17385, "Y3": 0.1218, "X4": 0.13747, "Y4": 0.1228, "page": 0}, {"Word": "ALA Worldwide Directory and Fact Book", "Confidence": 0.99417, "X1": 0.0876, "Y1": 0.1472, "X2": 0.84501, "Y2": 0.147, "X3": 0.84501, "Y3": 0.1708, "X4": 0.0876, "Y4": 0.1698, "page": 0}, {"Word": "MEMO FOR: A1.A Voting Member", "Confidence": 0.701, "X1": 0.08895, "Y1": 0.1922, "X2": 0.42992, "Y2": 0.192, "X3": 0.42992, "Y3": 0.2078, "X4": 0.08895, "Y4": 0.2078, "page": 0}, {"Word": "FROM:", "Confidence": 0.992, "X1": 0.08895, "Y1": 0.2182, "X2": 0.16577, "Y2": 0.218, "X3": 0.16577, "Y3": 0.2328, "X4": 0.08895, "Y4": 0.2328, "page": 0}, {"Word": "Robert F. Swarts, President", "Confidence": 0.8825, "X1": 0.22911, "Y1": 0.2182, "X2": 0.48113, "Y2": 0.218, "X3": 0.48113, "Y3": 0.2338, "X4": 0.22911, "Y4": 0.2338, "page": 0}, {"Word": "SUBJECT ::", "Confidence": 0.975, "X1": 0.08895, "Y1": 0.2432, "X2": 0.2062, "Y2": 0.243, "X3": 0.20485, "Y3": 0.2598, "X4": 0.08895, "Y4": 0.2588, "page": 0}, {"Word": "Tobacco Sales Issue", "Confidence": 0.948, "X1": 0.22372, "Y1": 0.2432, "X2": 0.41779, "Y2": 0.243, "X3": 0.41779, "Y3": 0.2598, "X4": 0.22372, "Y4": 0.2598, "page": 0}, {"Word": "The Department of Defense today will announce a major", "Confidence": 0.95589, "X1": 0.06873, "Y1": 0.2772, "X2": 0.81671, "Y2": 0.277, "X3": 0.81671, "Y3": 0.2988, "X4": 0.06873, "Y4": 0.2978, "page": 0}, {"Word": "change in tobacco sales and pricing policy.", "Confidence": 0.99657, "X1": 0.07143, "Y1": 0.3002, "X2": 0.63342, "Y2": 0.3, "X3": 0.63342, "Y3": 0.3238, "X4": 0.07143, "Y4": 0.3228, "page": 0}, {"Word": "We understand the new policy will; (1) allow tobacco to", "Confidence": 0.991, "X1": 0.07278, "Y1": 0.3482, "X2": 0.80728, "Y2": 0.348, "X3": 0.80728, "Y3": 0.3688, "X4": 0.07278, "Y4": 0.3688, "page": 0}, {"Word": "be sold in commissaries as an exchange item at exchange", "Confidence": 0.8731, "X1": 0.07008, "Y1": 0.3712, "X2": 0.82075, "Y2": 0.371, "X3": 0.82075, "Y3": 0.3928, "X4": 0.07008, "Y4": 0.3918, "page": 0}, {"Word": "prices, and (2) allow some of the funds generated by", "Confidence": 0.9961, "X1": 0.07008, "Y1": 0.3952, "X2": 0.75472, "Y2": 0.395, "X3": 0.75472, "Y3": 0.4158, "X4": 0.07008, "Y4": 0.4158, "page": 0}, {"Word": "these sales to be used to enhance commissary operations,", "Confidence": 0.97067, "X1": 0.07278, "Y1": 0.4192, "X2": 0.81671, "Y2": 0.419, "X3": 0.81671, "Y3": 0.4398, "X4": 0.07278, "Y4": 0.4388, "page": 0}, {"Word": "e.g ., store hours, etc.", "Confidence": 0.9812, "X1": 0.06873, "Y1": 0.4432, "X2": 0.34636, "Y2": 0.443, "X3": 0.34636, "Y3": 0.4628, "X4": 0.06873, "Y4": 0.4638, "page": 0}, {"Word": "The ALA has been actively following this policy change", "Confidence": 0.99478, "X1": 0.07008, "Y1": 0.4902, "X2": 0.81132, "Y2": 0.49, "X3": 0.81132, "Y3": 0.5128, "X4": 0.07008, "Y4": 0.5108, "page": 0}, {"Word": "on the overall sales in the resale system. We also", "Confidence": 0.9924, "X1": 0.06873, "Y1": 0.5132, "X2": 0.70889, "Y2": 0.513, "X3": 0.70889, "Y3": 0.5338, "X4": 0.06873, "Y4": 0.5338, "page": 0}, {"Word": "expressed our concern over the impact and reduction of", "Confidence": 0.95611, "X1": 0.06873, "Y1": 0.5362, "X2": 0.80189, "Y2": 0.536, "X3": 0.80189, "Y3": 0.5568, "X4": 0.06873, "Y4": 0.5588, "page": 0}, {"Word": "the savings benefit to a segment of the authorized patrons.", "Confidence": 0.9962, "X1": 0.07008, "Y1": 0.5602, "X2": 0.82884, "Y2": 0.56, "X3": 0.82884, "Y3": 0.5808, "X4": 0.07008, "Y4": 0.5818, "page": 0}, {"Word": "This change appears to be a part of the overall Clinton", "Confidence": 0.99509, "X1": 0.07008, "Y1": 0.6072, "X2": 0.78437, "Y2": 0.607, "X3": 0.78437, "Y3": 0.6288, "X4": 0.07008, "Y4": 0.6298, "page": 0}, {"Word": "Administration policy on tobacco and is, for the military", "Confidence": 0.99289, "X1": 0.07008, "Y1": 0.6312, "X2": 0.80728, "Y2": 0.631, "X3": 0.80728, "Y3": 0.6528, "X4": 0.07008, "Y4": 0.6528, "page": 0}, {"Word": "patrons, the best of a worst case scenario in that tobacco", "Confidence": 0.96627, "X1": 0.06873, "Y1": 0.6552, "X2": 0.80728, "Y2": 0.655, "X3": 0.80728, "Y3": 0.6748, "X4": 0.06873, "Y4": 0.6758, "page": 0}, {"Word": "is still available at reduced prices on military installations.", "Confidence": 0.98756, "X1": 0.06873, "Y1": 0.6782, "X2": 0.83019, "Y2": 0.678, "X3": 0.83019, "Y3": 0.6998, "X4": 0.06873, "Y4": 0.6998, "page": 0}, {"Word": "VALLES", "Confidence": 0.034, "X1": 0.28167, "Y1": 0.7342, "X2": 0.34367, "Y2": 0.734, "X3": 0.34367, "Y3": 0.7458, "X4": 0.28167, "Y4": 0.7478, "page": 0}, {"Word": "Promo,", "Confidence": 0.253, "X1": 0.28302, "Y1": 0.7272, "X2": 0.34097, "Y2": 0.727, "X3": 0.34097, "Y3": 0.7408, "X4": 0.28302, "Y4": 0.7388, "page": 0}, {"Word": "8/21/96", "Confidence": 0.73, "X1": 0.52561, "Y1": 0.7172, "X2": 0.65229, "Y2": 0.717, "X3": 0.65364, "Y3": 0.7508, "X4": 0.52426, "Y4": 0.7538, "page": 0}, {"Word": "Fone Price", "Confidence": 0.536, "X1": 0.0027, "Y1": 0.7522, "X2": 0.10512, "Y2": 0.752, "X3": 0.10512, "Y3": 0.7678, "X4": 0.0027, "Y4": 0.7718, "page": 0}, {"Word": "KOOL /BALem", "Confidence": 0.441, "X1": 0.26819, "Y1": 0.7472, "X2": 0.3841, "Y2": 0.747, "X3": 0.38544, "Y3": 0.7598, "X4": 0.26819, "Y4": 0.7608, "page": 0}, {"Word": "$ 15.25", "Confidence": 0.647, "X1": 0.13342, "Y1": 0.7532, "X2": 0.22642, "Y2": 0.753, "X3": 0.22507, "Y3": 0.7718, "X4": 0.13208, "Y4": 0.7668, "page": 0}, {"Word": "200", "Confidence": 0.889, "X1": 0.28706, "Y1": 0.7612, "X2": 0.3221, "Y2": 0.761, "X3": 0.3221, "Y3": 0.7708, "X4": 0.28706, "Y4": 0.7718, "page": 0}, {"Word": "RAudy,", "Confidence": 0.757, "X1": 0.41914, "Y1": 0.7622, "X2": 0.51078, "Y2": 0.762, "X3": 0.51078, "Y3": 0.7848, "X4": 0.41914, "Y4": 0.7838, "page": 0}, {"Word": "mid Price", "Confidence": 0.7205, "X1": 0.0, "Y1": 0.7802, "X2": 0.08221, "Y2": 0.78, "X3": 0.08356, "Y3": 0.7948, "X4": 0.0, "Y4": 0.7998, "page": 0}, {"Word": "once", "Confidence": 0.125, "X1": 0.25337, "Y1": 0.7842, "X2": 0.29784, "Y2": 0.784, "X3": 0.29784, "Y3": 0.7938, "X4": 0.25337, "Y4": 0.7938, "page": 0}, {"Word": "150", "Confidence": 0.997, "X1": 0.31806, "Y1": 0.7802, "X2": 0.35714, "Y2": 0.78, "X3": 0.35714, "Y3": 0.7918, "X4": 0.31806, "Y4": 0.7928, "page": 0}, {"Word": "1.55", "Confidence": 0.74, "X1": 0.13881, "Y1": 0.7862, "X2": 0.21833, "Y2": 0.786, "X3": 0.21833, "Y3": 0.8018, "X4": 0.13881, "Y4": 0.8038, "page": 0}, {"Word": "0G", "Confidence": 0.594, "X1": 0.25337, "Y1": 0.7952, "X2": 0.28706, "Y2": 0.795, "X3": 0.28571, "Y3": 0.8058, "X4": 0.25202, "Y4": 0.8058, "page": 0}, {"Word": "200", "Confidence": 0.953, "X1": 0.31267, "Y1": 0.7942, "X2": 0.3558, "Y2": 0.794, "X3": 0.3558, "Y3": 0.8058, "X4": 0.31267, "Y4": 0.8088, "page": 0}, {"Word": "(boyle )", "Confidence": 0.661, "X1": 0.01078, "Y1": 0.7982, "X2": 0.09838, "Y2": 0.798, "X3": 0.09838, "Y3": 0.8138, "X4": 0.01078, "Y4": 0.8148, "page": 0}, {"Word": "MAV.", "Confidence": 0.884, "X1": 0.24798, "Y1": 0.8052, "X2": 0.29515, "Y2": 0.805, "X3": 0.2965, "Y3": 0.8168, "X4": 0.24798, "Y4": 0.8178, "page": 0}, {"Word": "A", "Confidence": 0.521, "X1": 0.03235, "Y1": 0.8252, "X2": 0.02965, "Y2": 0.825, "X3": 0.02291, "Y3": 0.8248, "X4": 0.02426, "Y4": 0.8128, "page": 0}, {"Word": "F. 4. I. I pulled this off", "Confidence": 0.62186, "X1": 0.46092, "Y1": 0.7912, "X2": 0.87332, "Y2": 0.791, "X3": 0.87466, "Y3": 0.8188, "X4": 0.46092, "Y4": 0.8218, "page": 0}, {"Word": "maverick", "Confidence": 0.298, "X1": 0.01752, "Y1": 0.8172, "X2": 0.0903, "Y2": 0.817, "X3": 0.09299, "Y3": 0.8298, "X4": 0.01752, "Y4": 0.8378, "page": 0}, {"Word": "the FAXmachine FOR JOHN", "Confidence": 0.82425, "X1": 0.4434, "Y1": 0.8222, "X2": 0.81941, "Y2": 0.822, "X3": 0.81941, "Y3": 0.8428, "X4": 0.4434, "Y4": 0.8438, "page": 0}, {"Word": "sus", "Confidence": 0.859, "X1": 0.0, "Y1": 0.8522, "X2": 0.03639, "Y2": 0.852, "X3": 0.03639, "Y3": 0.8668, "X4": 0.0, "Y4": 0.8668, "page": 0}, {"Word": "9.75", "Confidence": 0.97, "X1": 0.12129, "Y1": 0.8472, "X2": 0.18464, "Y2": 0.847, "X3": 0.18598, "Y3": 0.8628, "X4": 0.12264, "Y4": 0.8688, "page": 0}, {"Word": "DOMU 200", "Confidence": 0.481, "X1": 0.23181, "Y1": 0.8532, "X2": 0.33154, "Y2": 0.853, "X3": 0.33288, "Y3": 0.8648, "X4": 0.23181, "Y4": 0.8688, "page": 0}, {"Word": "I have Asked BuxTon FOR", "Confidence": 0.6046, "X1": 0.45148, "Y1": 0.8522, "X2": 0.81941, "Y2": 0.852, "X3": 0.82075, "Y3": 0.8728, "X4": 0.45148, "Y4": 0.8818, "page": 0}, {"Word": "BASE 200", "Confidence": 0.741, "X1": 0.22776, "Y1": 0.8702, "X2": 0.32615, "Y2": 0.87, "X3": 0.32615, "Y3": 0.8808, "X4": 0.22776, "Y4": 0.8828, "page": 0}, {"Word": "Basic", "Confidence": 0.21, "X1": 0.00539, "Y1": 0.8852, "X2": 0.0566, "Y2": 0.885, "X3": 0.05795, "Y3": 0.8968, "X4": 0.00674, "Y4": 0.8998, "page": 0}, {"Word": "MISTY 75$", "Confidence": 0.763, "X1": 0.22372, "Y1": 0.8852, "X2": 0.33558, "Y2": 0.885, "X3": 0.33693, "Y3": 0.8968, "X4": 0.22507, "Y4": 0.9018, "page": 0}, {"Word": "pricing : promotional values As THIS", "Confidence": 0.7525, "X1": 0.45148, "Y1": 0.8812, "X2": 0.89218, "Y2": 0.881, "X3": 0.89218, "Y3": 0.8988, "X4": 0.45148, "Y4": 0.9008, "page": 0}, {"Word": "GPC", "Confidence": 0.756, "X1": 0.00539, "Y1": 0.9002, "X2": 0.04987, "Y2": 0.9, "X3": 0.04987, "Y3": 0.9118, "X4": 0.00539, "Y4": 0.9158, "page": 0}, {"Word": "GPC 100", "Confidence": 0.941, "X1": 0.22507, "Y1": 0.9022, "X2": 0.3221, "Y2": 0.902, "X3": 0.32345, "Y3": 0.9138, "X4": 0.22642, "Y4": 0.9188, "page": 0}, {"Word": "will AFFECT my Recommendation Re", "Confidence": 0.68, "X1": 0.45013, "Y1": 0.8992, "X2": 0.87062, "Y2": 0.899, "X3": 0.87062, "Y3": 0.9168, "X4": 0.45013, "Y4": 0.9178, "page": 0}, {"Word": "misty", "Confidence": 0.66, "X1": 0.00404, "Y1": 0.9142, "X2": 0.0566, "Y2": 0.914, "X3": 0.05795, "Y3": 0.9258, "X4": 0.00404, "Y4": 0.9298, "page": 0}, {"Word": "82254961", "Confidence": 0.995, "X1": 0.9434, "Y1": 0.9252, "X2": 0.94205, "Y2": 0.925, "X3": 0.91375, "Y3": 0.9248, "X4": 0.91375, "Y4": 0.8368, "page": 0}, {"Word": "1947 CORPORATE Budgets.", "Confidence": 0.75, "X1": 0.45553, "Y1": 0.9182, "X2": 0.75876, "Y2": 0.918, "X3": 0.75876, "Y3": 0.9358, "X4": 0.45553, "Y4": 0.9358, "page": 0}, {"Word": "Tim BURTON give me The Following :", "Confidence": 0.37157, "X1": 0.45283, "Y1": 0.9462, "X2": 0.91105, "Y2": 0.946, "X3": 0.9097, "Y3": 0.9638, "X4": 0.45283, "Y4": 0.9608, "page": 0}, {"Word": "I will Asie you for your opivite an millinay", "Confidence": 0.47267, "X1": 0.45013, "Y1": 0.9682, "X2": 0.9434, "Y2": 0.968, "X3": 0.9434, "Y3": 0.9848, "X4": 0.45013, "Y4": 0.9848, "page": 0}, {"Word": "VALUED FOR 1994 AS A Result of THE Strange ..", "Confidence": 0.4089, "X1": 0.45822, "Y1": 0.9812, "X2": 0.9434, "Y2": 0.981, "X3": 0.9434, "Y3": 0.9958, "X4": 0.45822, "Y4": 0.9968, "page": 0}], "words_data": [{"Word": "AMERICAN", "Confidence": 0.644, "X1": 0.04987, "Y1": 0.0572, "X2": 0.1159, "Y2": 0.057, "X3": 0.1159, "Y3": 0.0688, "X4": 0.05121, "Y4": 0.0728, "page": 0, "Index": 0}, {"Word": "LOGISTICS", "Confidence": 0.688, "X1": 0.12399, "Y1": 0.0642, "X2": 0.19003, "Y2": 0.064, "X3": 0.18868, "Y3": 0.0758, "X4": 0.12399, "Y4": 0.0688, "page": 0, "Index": 1}, {"Word": "American", "Confidence": 0.661, "X1": 0.44609, "Y1": 0.0642, "X2": 0.531, "Y2": 0.064, "X3": 0.53235, "Y3": 0.0778, "X4": 0.44744, "Y4": 0.0778, "page": 0, "Index": 2}, {"Word": "Logistics", "Confidence": 0.941, "X1": 0.53774, "Y1": 0.0642, "X2": 0.62534, "Y2": 0.064, "X3": 0.62534, "Y3": 0.0778, "X4": 0.53908, "Y4": 0.0778, "page": 0, "Index": 3}, {"Word": "Association", "Confidence": 0.993, "X1": 0.63073, "Y1": 0.0632, "X2": 0.74124, "Y2": 0.063, "X3": 0.74124, "Y3": 0.0778, "X4": 0.63073, "Y4": 0.0778, "page": 0, "Index": 4}, {"Word": "Broadcast", "Confidence": 0.908, "X1": 0.74663, "Y1": 0.0642, "X2": 0.84501, "Y2": 0.064, "X3": 0.84501, "Y3": 0.0778, "X4": 0.74663, "Y4": 0.0778, "page": 0, "Index": 5}, {"Word": "Fax", "Confidence": 0.998, "X1": 0.84771, "Y1": 0.0642, "X2": 0.88275, "Y2": 0.064, "X3": 0.8841, "Y3": 0.0778, "X4": 0.84906, "Y4": 0.0778, "page": 0, "Index": 6}, {"Word": "To:", "Confidence": 0.998, "X1": 0.48518, "Y1": 0.0802, "X2": 0.52426, "Y2": 0.08, "X3": 0.52426, "Y3": 0.0948, "X4": 0.48518, "Y4": 0.0938, "page": 0, "Index": 7}, {"Word": "J.", "Confidence": 0.998, "X1": 0.5283, "Y1": 0.0802, "X2": 0.55121, "Y2": 0.08, "X3": 0.55121, "Y3": 0.0948, "X4": 0.5283, "Y4": 0.0948, "page": 0, "Index": 8}, {"Word": "R.", "Confidence": 0.998, "X1": 0.55526, "Y1": 0.0802, "X2": 0.58491, "Y2": 0.08, "X3": 0.58356, "Y3": 0.0958, "X4": 0.55526, "Y4": 0.0948, "page": 0, "Index": 9}, {"Word": "Slaicr", "Confidence": 0.711, "X1": 0.58895, "Y1": 0.0812, "X2": 0.65633, "Y2": 0.081, "X3": 0.65499, "Y3": 0.0958, "X4": 0.5876, "Y4": 0.0958, "page": 0, "Index": 10}, {"Word": "Fax", "Confidence": 0.998, "X1": 0.42318, "Y1": 0.0982, "X2": 0.46496, "Y2": 0.098, "X3": 0.46496, "Y3": 0.1148, "X4": 0.42318, "Y4": 0.1138, "page": 0, "Index": 11}, {"Word": "No", "Confidence": 0.998, "X1": 0.47035, "Y1": 0.0982, "X2": 0.50135, "Y2": 0.098, "X3": 0.50135, "Y3": 0.1148, "X4": 0.469, "Y4": 0.1148, "page": 0, "Index": 12}, {"Word": ".:", "Confidence": 0.997, "X1": 0.50539, "Y1": 0.0982, "X2": 0.52426, "Y2": 0.098, "X3": 0.52426, "Y3": 0.1148, "X4": 0.50539, "Y4": 0.1148, "page": 0, "Index": 13}, {"Word": "(212)", "Confidence": 0.991, "X1": 0.5283, "Y1": 0.0982, "X2": 0.5876, "Y2": 0.098, "X3": 0.58625, "Y3": 0.1148, "X4": 0.5283, "Y4": 0.1148, "page": 0, "Index": 14}, {"Word": "545-3299", "Confidence": 0.995, "X1": 0.59164, "Y1": 0.0972, "X2": 0.68868, "Y2": 0.097, "X3": 0.68733, "Y3": 0.1138, "X4": 0.59164, "Y4": 0.1148, "page": 0, "Index": 15}, {"Word": "8/23/96", "Confidence": 0.991, "X1": 0.8248, "Y1": 0.1012, "X2": 0.89892, "Y2": 0.101, "X3": 0.89892, "Y3": 0.1148, "X4": 0.8248, "Y4": 0.1158, "page": 0, "Index": 16}, {"Word": "ION", "Confidence": 0.886, "X1": 0.14151, "Y1": 0.1142, "X2": 0.16712, "Y2": 0.114, "X3": 0.16712, "Y3": 0.1228, "X4": 0.14151, "Y4": 0.1228, "page": 0, "Index": 17}, {"Word": "ALA", "Confidence": 0.998, "X1": 0.0903, "Y1": 0.1482, "X2": 0.16038, "Y2": 0.148, "X3": 0.16038, "Y3": 0.1708, "X4": 0.0903, "Y4": 0.1708, "page": 0, "Index": 18}, {"Word": "Worldwide", "Confidence": 0.994, "X1": 0.18194, "Y1": 0.1482, "X2": 0.37466, "Y2": 0.148, "X3": 0.37466, "Y3": 0.1708, "X4": 0.18059, "Y4": 0.1708, "page": 0, "Index": 19}, {"Word": "Directory", "Confidence": 0.995, "X1": 0.38814, "Y1": 0.1482, "X2": 0.55526, "Y2": 0.148, "X3": 0.5566, "Y3": 0.1708, "X4": 0.38814, "Y4": 0.1708, "page": 0, "Index": 20}, {"Word": "and", "Confidence": 0.998, "X1": 0.56873, "Y1": 0.1482, "X2": 0.63208, "Y2": 0.148, "X3": 0.63208, "Y3": 0.1708, "X4": 0.56873, "Y4": 0.1708, "page": 0, "Index": 21}, {"Word": "Fact", "Confidence": 0.991, "X1": 0.6496, "Y1": 0.1482, "X2": 0.73315, "Y2": 0.148, "X3": 0.7345, "Y3": 0.1708, "X4": 0.6496, "Y4": 0.1708, "page": 0, "Index": 22}, {"Word": "Book", "Confidence": 0.989, "X1": 0.73989, "Y1": 0.1482, "X2": 0.83423, "Y2": 0.148, "X3": 0.83558, "Y3": 0.1708, "X4": 0.73989, "Y4": 0.1708, "page": 0, "Index": 23}, {"Word": "MEMO", "Confidence": 0.588, "X1": 0.09164, "Y1": 0.1922, "X2": 0.15903, "Y2": 0.192, "X3": 0.15768, "Y3": 0.2088, "X4": 0.0903, "Y4": 0.2078, "page": 0, "Index": 24}, {"Word": "FOR:", "Confidence": 0.65, "X1": 0.16712, "Y1": 0.1922, "X2": 0.22507, "Y2": 0.192, "X3": 0.22372, "Y3": 0.2088, "X4": 0.16712, "Y4": 0.2088, "page": 0, "Index": 25}, {"Word": "A1.A", "Confidence": 0.611, "X1": 0.23181, "Y1": 0.1922, "X2": 0.27493, "Y2": 0.192, "X3": 0.27493, "Y3": 0.2088, "X4": 0.23046, "Y4": 0.2088, "page": 0, "Index": 26}, {"Word": "Voting", "Confidence": 0.995, "X1": 0.28302, "Y1": 0.1922, "X2": 0.34501, "Y2": 0.192, "X3": 0.34501, "Y3": 0.2088, "X4": 0.28167, "Y4": 0.2088, "page": 0, "Index": 27}, {"Word": "Member", "Confidence": 0.661, "X1": 0.3504, "Y1": 0.1922, "X2": 0.42992, "Y2": 0.192, "X3": 0.42857, "Y3": 0.2088, "X4": 0.34906, "Y4": 0.2088, "page": 0, "Index": 28}, {"Word": "FROM:", "Confidence": 0.992, "X1": 0.0903, "Y1": 0.2192, "X2": 0.16577, "Y2": 0.219, "X3": 0.16577, "Y3": 0.2338, "X4": 0.0903, "Y4": 0.2328, "page": 0, "Index": 29}, {"Word": "Robert", "Confidence": 0.881, "X1": 0.22911, "Y1": 0.2182, "X2": 0.29245, "Y2": 0.218, "X3": 0.29245, "Y3": 0.2348, "X4": 0.22911, "Y4": 0.2348, "page": 0, "Index": 30}, {"Word": "F.", "Confidence": 0.679, "X1": 0.2965, "Y1": 0.2182, "X2": 0.31536, "Y2": 0.218, "X3": 0.31536, "Y3": 0.2348, "X4": 0.2965, "Y4": 0.2348, "page": 0, "Index": 31}, {"Word": "Swarts,", "Confidence": 0.981, "X1": 0.32075, "Y1": 0.2182, "X2": 0.38949, "Y2": 0.218, "X3": 0.38949, "Y3": 0.2348, "X4": 0.31941, "Y4": 0.2348, "page": 0, "Index": 32}, {"Word": "President", "Confidence": 0.989, "X1": 0.39353, "Y1": 0.2182, "X2": 0.48113, "Y2": 0.218, "X3": 0.48248, "Y3": 0.2348, "X4": 0.39353, "Y4": 0.2348, "page": 0, "Index": 33}, {"Word": "SUBJECT", "Confidence": 0.995, "X1": 0.0903, "Y1": 0.2432, "X2": 0.18329, "Y2": 0.243, "X3": 0.18194, "Y3": 0.2598, "X4": 0.0903, "Y4": 0.2598, "page": 0, "Index": 34}, {"Word": "::", "Confidence": 0.955, "X1": 0.18733, "Y1": 0.2442, "X2": 0.2062, "Y2": 0.244, "X3": 0.20485, "Y3": 0.2608, "X4": 0.18733, "Y4": 0.2608, "page": 0, "Index": 35}, {"Word": "Tobacco", "Confidence": 0.994, "X1": 0.23046, "Y1": 0.2442, "X2": 0.30863, "Y2": 0.244, "X3": 0.30863, "Y3": 0.2598, "X4": 0.23046, "Y4": 0.2598, "page": 0, "Index": 36}, {"Word": "Sales", "Confidence": 0.992, "X1": 0.31402, "Y1": 0.2442, "X2": 0.36388, "Y2": 0.244, "X3": 0.36253, "Y3": 0.2608, "X4": 0.31267, "Y4": 0.2598, "page": 0, "Index": 37}, {"Word": "Issue", "Confidence": 0.858, "X1": 0.36792, "Y1": 0.2442, "X2": 0.41779, "Y2": 0.244, "X3": 0.41644, "Y3": 0.2608, "X4": 0.36658, "Y4": 0.2608, "page": 0, "Index": 38}, {"Word": "The", "Confidence": 0.994, "X1": 0.07143, "Y1": 0.2772, "X2": 0.12264, "Y2": 0.277, "X3": 0.12264, "Y3": 0.2988, "X4": 0.07143, "Y4": 0.2988, "page": 0, "Index": 39}, {"Word": "Department", "Confidence": 0.994, "X1": 0.12938, "Y1": 0.2772, "X2": 0.28706, "Y2": 0.277, "X3": 0.28706, "Y3": 0.2988, "X4": 0.12803, "Y4": 0.2988, "page": 0, "Index": 40}, {"Word": "of", "Confidence": 0.998, "X1": 0.2938, "Y1": 0.2772, "X2": 0.3221, "Y2": 0.277, "X3": 0.32075, "Y3": 0.2988, "X4": 0.29245, "Y4": 0.2988, "page": 0, "Index": 41}, {"Word": "Defense", "Confidence": 0.996, "X1": 0.32749, "Y1": 0.2772, "X2": 0.43531, "Y2": 0.277, "X3": 0.43396, "Y3": 0.2988, "X4": 0.32615, "Y4": 0.2988, "page": 0, "Index": 42}, {"Word": "today", "Confidence": 0.998, "X1": 0.4407, "Y1": 0.2772, "X2": 0.51482, "Y2": 0.277, "X3": 0.51348, "Y3": 0.2988, "X4": 0.4407, "Y4": 0.2988, "page": 0, "Index": 43}, {"Word": "will", "Confidence": 0.988, "X1": 0.52022, "Y1": 0.2772, "X2": 0.57278, "Y2": 0.277, "X3": 0.57278, "Y3": 0.2988, "X4": 0.51887, "Y4": 0.2988, "page": 0, "Index": 44}, {"Word": "announce", "Confidence": 0.641, "X1": 0.57951, "Y1": 0.2782, "X2": 0.70485, "Y2": 0.278, "X3": 0.70485, "Y3": 0.2988, "X4": 0.57817, "Y4": 0.2988, "page": 0, "Index": 45}, {"Word": "a", "Confidence": 0.996, "X1": 0.71159, "Y1": 0.2782, "X2": 0.72776, "Y2": 0.278, "X3": 0.72776, "Y3": 0.2988, "X4": 0.71024, "Y4": 0.2988, "page": 0, "Index": 46}, {"Word": "major", "Confidence": 0.998, "X1": 0.7345, "Y1": 0.2792, "X2": 0.81536, "Y2": 0.279, "X3": 0.81402, "Y3": 0.2988, "X4": 0.73315, "Y4": 0.2988, "page": 0, "Index": 47}, {"Word": "change", "Confidence": 0.992, "X1": 0.07278, "Y1": 0.3012, "X2": 0.16577, "Y2": 0.301, "X3": 0.16442, "Y3": 0.3218, "X4": 0.07143, "Y4": 0.3218, "page": 0, "Index": 48}, {"Word": "in", "Confidence": 0.998, "X1": 0.17116, "Y1": 0.3012, "X2": 0.19811, "Y2": 0.301, "X3": 0.19677, "Y3": 0.3218, "X4": 0.16981, "Y4": 0.3218, "page": 0, "Index": 49}, {"Word": "tobacco", "Confidence": 0.996, "X1": 0.2062, "Y1": 0.3012, "X2": 0.30728, "Y2": 0.301, "X3": 0.30728, "Y3": 0.3228, "X4": 0.20485, "Y4": 0.3218, "page": 0, "Index": 50}, {"Word": "sales", "Confidence": 0.998, "X1": 0.31402, "Y1": 0.3012, "X2": 0.3814, "Y2": 0.301, "X3": 0.3814, "Y3": 0.3228, "X4": 0.31402, "Y4": 0.3228, "page": 0, "Index": 51}, {"Word": "and", "Confidence": 0.998, "X1": 0.38814, "Y1": 0.3012, "X2": 0.43396, "Y2": 0.301, "X3": 0.43261, "Y3": 0.3228, "X4": 0.38679, "Y4": 0.3228, "page": 0, "Index": 52}, {"Word": "pricing", "Confidence": 0.997, "X1": 0.43935, "Y1": 0.3012, "X2": 0.53369, "Y2": 0.301, "X3": 0.53369, "Y3": 0.3238, "X4": 0.43935, "Y4": 0.3228, "page": 0, "Index": 53}, {"Word": "policy.", "Confidence": 0.997, "X1": 0.54043, "Y1": 0.3012, "X2": 0.63342, "Y2": 0.301, "X3": 0.63342, "Y3": 0.3238, "X4": 0.54043, "Y4": 0.3238, "page": 0, "Index": 54}, {"Word": "We", "Confidence": 0.998, "X1": 0.07412, "Y1": 0.3492, "X2": 0.1159, "Y2": 0.349, "X3": 0.1159, "Y3": 0.3678, "X4": 0.07412, "Y4": 0.3668, "page": 0, "Index": 55}, {"Word": "understand", "Confidence": 0.995, "X1": 0.12264, "Y1": 0.3492, "X2": 0.26685, "Y2": 0.349, "X3": 0.26685, "Y3": 0.3688, "X4": 0.12264, "Y4": 0.3678, "page": 0, "Index": 56}, {"Word": "the", "Confidence": 0.998, "X1": 0.27493, "Y1": 0.3492, "X2": 0.31806, "Y2": 0.349, "X3": 0.31806, "Y3": 0.3688, "X4": 0.27493, "Y4": 0.3688, "page": 0, "Index": 57}, {"Word": "new", "Confidence": 0.998, "X1": 0.32345, "Y1": 0.3492, "X2": 0.37197, "Y2": 0.349, "X3": 0.37197, "Y3": 0.3698, "X4": 0.32345, "Y4": 0.3688, "page": 0, "Index": 58}, {"Word": "policy", "Confidence": 0.997, "X1": 0.3841, "Y1": 0.3492, "X2": 0.46765, "Y2": 0.349, "X3": 0.46765, "Y3": 0.3698, "X4": 0.3841, "Y4": 0.3698, "page": 0, "Index": 59}, {"Word": "will;", "Confidence": 0.995, "X1": 0.47439, "Y1": 0.3492, "X2": 0.53639, "Y2": 0.349, "X3": 0.53639, "Y3": 0.3698, "X4": 0.47439, "Y4": 0.3698, "page": 0, "Index": 60}, {"Word": "(1)", "Confidence": 0.994, "X1": 0.54178, "Y1": 0.3492, "X2": 0.58221, "Y2": 0.349, "X3": 0.58221, "Y3": 0.3698, "X4": 0.54178, "Y4": 0.3698, "page": 0, "Index": 61}, {"Word": "allow", "Confidence": 0.941, "X1": 0.5876, "Y1": 0.3492, "X2": 0.65229, "Y2": 0.349, "X3": 0.65229, "Y3": 0.3698, "X4": 0.5876, "Y4": 0.3698, "page": 0, "Index": 62}, {"Word": "tobacco", "Confidence": 0.996, "X1": 0.66712, "Y1": 0.3492, "X2": 0.76954, "Y2": 0.349, "X3": 0.76954, "Y3": 0.3688, "X4": 0.66712, "Y4": 0.3698, "page": 0, "Index": 63}, {"Word": "to", "Confidence": 0.998, "X1": 0.77628, "Y1": 0.3492, "X2": 0.80323, "Y2": 0.349, "X3": 0.80323, "Y3": 0.3688, "X4": 0.77763, "Y4": 0.3688, "page": 0, "Index": 64}, {"Word": "be", "Confidence": 0.883, "X1": 0.07143, "Y1": 0.3722, "X2": 0.10377, "Y2": 0.372, "X3": 0.10243, "Y3": 0.3918, "X4": 0.07143, "Y4": 0.3918, "page": 0, "Index": 65}, {"Word": "sold", "Confidence": 0.989, "X1": 0.10916, "Y1": 0.3722, "X2": 0.16307, "Y2": 0.372, "X3": 0.16307, "Y3": 0.3918, "X4": 0.10916, "Y4": 0.3918, "page": 0, "Index": 66}, {"Word": "in", "Confidence": 0.998, "X1": 0.17116, "Y1": 0.3722, "X2": 0.19811, "Y2": 0.372, "X3": 0.19677, "Y3": 0.3918, "X4": 0.16981, "Y4": 0.3918, "page": 0, "Index": 67}, {"Word": "commissaries", "Confidence": 0.706, "X1": 0.20485, "Y1": 0.3732, "X2": 0.3841, "Y2": 0.373, "X3": 0.3841, "Y3": 0.3918, "X4": 0.20485, "Y4": 0.3918, "page": 0, "Index": 68}, {"Word": "as", "Confidence": 0.998, "X1": 0.38949, "Y1": 0.3732, "X2": 0.41914, "Y2": 0.373, "X3": 0.41914, "Y3": 0.3918, "X4": 0.38949, "Y4": 0.3918, "page": 0, "Index": 69}, {"Word": "an", "Confidence": 0.998, "X1": 0.42453, "Y1": 0.3732, "X2": 0.45687, "Y2": 0.373, "X3": 0.45553, "Y3": 0.3928, "X4": 0.42453, "Y4": 0.3918, "page": 0, "Index": 70}, {"Word": "exchange", "Confidence": 0.551, "X1": 0.46226, "Y1": 0.3732, "X2": 0.58625, "Y2": 0.373, "X3": 0.58625, "Y3": 0.3928, "X4": 0.46226, "Y4": 0.3928, "page": 0, "Index": 71}, {"Word": "item", "Confidence": 0.987, "X1": 0.59299, "Y1": 0.3722, "X2": 0.64286, "Y2": 0.372, "X3": 0.64286, "Y3": 0.3928, "X4": 0.59299, "Y4": 0.3928, "page": 0, "Index": 72}, {"Word": "at", "Confidence": 0.998, "X1": 0.65903, "Y1": 0.3722, "X2": 0.68464, "Y2": 0.372, "X3": 0.68464, "Y3": 0.3928, "X4": 0.65903, "Y4": 0.3928, "page": 0, "Index": 73}, {"Word": "exchange", "Confidence": 0.623, "X1": 0.69003, "Y1": 0.3722, "X2": 0.81671, "Y2": 0.372, "X3": 0.81671, "Y3": 0.3938, "X4": 0.69003, "Y4": 0.3928, "page": 0, "Index": 74}, {"Word": "prices,", "Confidence": 0.991, "X1": 0.07143, "Y1": 0.3962, "X2": 0.15768, "Y2": 0.396, "X3": 0.15903, "Y3": 0.4168, "X4": 0.07143, "Y4": 0.4168, "page": 0, "Index": 75}, {"Word": "and", "Confidence": 0.998, "X1": 0.16442, "Y1": 0.3962, "X2": 0.21159, "Y2": 0.396, "X3": 0.21294, "Y3": 0.4158, "X4": 0.16442, "Y4": 0.4168, "page": 0, "Index": 76}, {"Word": "(2)", "Confidence": 0.998, "X1": 0.21968, "Y1": 0.3962, "X2": 0.26011, "Y2": 0.396, "X3": 0.26146, "Y3": 0.4158, "X4": 0.21968, "Y4": 0.4158, "page": 0, "Index": 77}, {"Word": "allow", "Confidence": 0.998, "X1": 0.26685, "Y1": 0.3952, "X2": 0.33288, "Y2": 0.395, "X3": 0.33288, "Y3": 0.4158, "X4": 0.26685, "Y4": 0.4158, "page": 0, "Index": 78}, {"Word": "some", "Confidence": 0.991, "X1": 0.34501, "Y1": 0.3952, "X2": 0.41644, "Y2": 0.395, "X3": 0.41779, "Y3": 0.4158, "X4": 0.34501, "Y4": 0.4158, "page": 0, "Index": 79}, {"Word": "of", "Confidence": 0.998, "X1": 0.42318, "Y1": 0.3952, "X2": 0.45283, "Y2": 0.395, "X3": 0.45283, "Y3": 0.4158, "X4": 0.42318, "Y4": 0.4158, "page": 0, "Index": 80}, {"Word": "the", "Confidence": 0.998, "X1": 0.45822, "Y1": 0.3952, "X2": 0.49865, "Y2": 0.395, "X3": 0.5, "Y3": 0.4158, "X4": 0.45822, "Y4": 0.4158, "page": 0, "Index": 81}, {"Word": "funds", "Confidence": 0.997, "X1": 0.50539, "Y1": 0.3952, "X2": 0.57951, "Y2": 0.395, "X3": 0.57951, "Y3": 0.4168, "X4": 0.50539, "Y4": 0.4158, "page": 0, "Index": 82}, {"Word": "generated", "Confidence": 0.994, "X1": 0.58491, "Y1": 0.3952, "X2": 0.71159, "Y2": 0.395, "X3": 0.71159, "Y3": 0.4168, "X4": 0.58491, "Y4": 0.4168, "page": 0, "Index": 83}, {"Word": "by", "Confidence": 0.998, "X1": 0.71833, "Y1": 0.3962, "X2": 0.75337, "Y2": 0.396, "X3": 0.75472, "Y3": 0.4168, "X4": 0.71968, "Y4": 0.4168, "page": 0, "Index": 84}, {"Word": "these", "Confidence": 0.997, "X1": 0.07412, "Y1": 0.4192, "X2": 0.13881, "Y2": 0.419, "X3": 0.13881, "Y3": 0.4388, "X4": 0.07412, "Y4": 0.4378, "page": 0, "Index": 85}, {"Word": "sales", "Confidence": 0.998, "X1": 0.1442, "Y1": 0.4192, "X2": 0.21159, "Y2": 0.419, "X3": 0.21159, "Y3": 0.4388, "X4": 0.1442, "Y4": 0.4388, "page": 0, "Index": 86}, {"Word": "to", "Confidence": 0.998, "X1": 0.21698, "Y1": 0.4192, "X2": 0.24394, "Y2": 0.419, "X3": 0.24394, "Y3": 0.4388, "X4": 0.21698, "Y4": 0.4388, "page": 0, "Index": 87}, {"Word": "be", "Confidence": 0.998, "X1": 0.25067, "Y1": 0.4192, "X2": 0.28302, "Y2": 0.419, "X3": 0.28302, "Y3": 0.4398, "X4": 0.25067, "Y4": 0.4388, "page": 0, "Index": 88}, {"Word": "used", "Confidence": 0.991, "X1": 0.28841, "Y1": 0.4192, "X2": 0.3504, "Y2": 0.419, "X3": 0.3504, "Y3": 0.4398, "X4": 0.28841, "Y4": 0.4398, "page": 0, "Index": 89}, {"Word": "to", "Confidence": 0.998, "X1": 0.35849, "Y1": 0.4192, "X2": 0.38544, "Y2": 0.419, "X3": 0.38544, "Y3": 0.4398, "X4": 0.35849, "Y4": 0.4398, "page": 0, "Index": 90}, {"Word": "enhance", "Confidence": 0.996, "X1": 0.39084, "Y1": 0.4192, "X2": 0.49865, "Y2": 0.419, "X3": 0.49865, "Y3": 0.4398, "X4": 0.39084, "Y4": 0.4398, "page": 0, "Index": 91}, {"Word": "commissary", "Confidence": 0.995, "X1": 0.50404, "Y1": 0.4192, "X2": 0.66173, "Y2": 0.419, "X3": 0.66173, "Y3": 0.4398, "X4": 0.50404, "Y4": 0.4398, "page": 0, "Index": 92}, {"Word": "operations,", "Confidence": 0.765, "X1": 0.66846, "Y1": 0.4202, "X2": 0.81671, "Y2": 0.42, "X3": 0.81671, "Y3": 0.4398, "X4": 0.66846, "Y4": 0.4398, "page": 0, "Index": 93}, {"Word": "e.g", "Confidence": 0.994, "X1": 0.07008, "Y1": 0.4442, "X2": 0.10647, "Y2": 0.444, "X3": 0.10512, "Y3": 0.4648, "X4": 0.07008, "Y4": 0.4648, "page": 0, "Index": 94}, {"Word": ".,", "Confidence": 0.995, "X1": 0.11186, "Y1": 0.4442, "X2": 0.12668, "Y2": 0.444, "X3": 0.12668, "Y3": 0.4648, "X4": 0.11051, "Y4": 0.4648, "page": 0, "Index": 95}, {"Word": "store", "Confidence": 0.997, "X1": 0.13208, "Y1": 0.4442, "X2": 0.19946, "Y2": 0.444, "X3": 0.19811, "Y3": 0.4638, "X4": 0.13208, "Y4": 0.4648, "page": 0, "Index": 96}, {"Word": "hours,", "Confidence": 0.994, "X1": 0.20485, "Y1": 0.4442, "X2": 0.28841, "Y2": 0.444, "X3": 0.28841, "Y3": 0.4638, "X4": 0.2035, "Y4": 0.4638, "page": 0, "Index": 97}, {"Word": "etc.", "Confidence": 0.926, "X1": 0.2938, "Y1": 0.4442, "X2": 0.34636, "Y2": 0.444, "X3": 0.34636, "Y3": 0.4628, "X4": 0.2938, "Y4": 0.4638, "page": 0, "Index": 98}, {"Word": "The", "Confidence": 0.998, "X1": 0.07278, "Y1": 0.4902, "X2": 0.12264, "Y2": 0.49, "X3": 0.12264, "Y3": 0.5098, "X4": 0.07278, "Y4": 0.5098, "page": 0, "Index": 99}, {"Word": "ALA", "Confidence": 0.998, "X1": 0.12938, "Y1": 0.4902, "X2": 0.19003, "Y2": 0.49, "X3": 0.19003, "Y3": 0.5108, "X4": 0.12803, "Y4": 0.5098, "page": 0, "Index": 100}, {"Word": "has", "Confidence": 0.998, "X1": 0.20216, "Y1": 0.4902, "X2": 0.24798, "Y2": 0.49, "X3": 0.24798, "Y3": 0.5118, "X4": 0.20216, "Y4": 0.5108, "page": 0, "Index": 101}, {"Word": "been", "Confidence": 0.988, "X1": 0.25337, "Y1": 0.4902, "X2": 0.31671, "Y2": 0.49, "X3": 0.31671, "Y3": 0.5118, "X4": 0.25337, "Y4": 0.5118, "page": 0, "Index": 102}, {"Word": "actively", "Confidence": 0.996, "X1": 0.3248, "Y1": 0.4902, "X2": 0.42857, "Y2": 0.49, "X3": 0.42857, "Y3": 0.5128, "X4": 0.3248, "Y4": 0.5118, "page": 0, "Index": 103}, {"Word": "following", "Confidence": 0.995, "X1": 0.43531, "Y1": 0.4902, "X2": 0.56065, "Y2": 0.49, "X3": 0.56065, "Y3": 0.5128, "X4": 0.43396, "Y4": 0.5128, "page": 0, "Index": 104}, {"Word": "this", "Confidence": 0.987, "X1": 0.56739, "Y1": 0.4902, "X2": 0.6159, "Y2": 0.49, "X3": 0.61456, "Y3": 0.5128, "X4": 0.56739, "Y4": 0.5128, "page": 0, "Index": 105}, {"Word": "policy", "Confidence": 0.996, "X1": 0.62129, "Y1": 0.4912, "X2": 0.7035, "Y2": 0.491, "X3": 0.7035, "Y3": 0.5128, "X4": 0.62129, "Y4": 0.5128, "page": 0, "Index": 106}, {"Word": "change", "Confidence": 0.997, "X1": 0.71159, "Y1": 0.4912, "X2": 0.80728, "Y2": 0.491, "X3": 0.80728, "Y3": 0.5128, "X4": 0.71159, "Y4": 0.5128, "page": 0, "Index": 107}, {"Word": "on", "Confidence": 0.998, "X1": 0.07008, "Y1": 0.5152, "X2": 0.10243, "Y2": 0.515, "X3": 0.10108, "Y3": 0.5328, "X4": 0.06873, "Y4": 0.5328, "page": 0, "Index": 108}, {"Word": "the", "Confidence": 0.998, "X1": 0.11051, "Y1": 0.5142, "X2": 0.15364, "Y2": 0.514, "X3": 0.15229, "Y3": 0.5338, "X4": 0.10916, "Y4": 0.5328, "page": 0, "Index": 109}, {"Word": "overall", "Confidence": 0.955, "X1": 0.15903, "Y1": 0.5142, "X2": 0.25202, "Y2": 0.514, "X3": 0.25202, "Y3": 0.5338, "X4": 0.15768, "Y4": 0.5338, "page": 0, "Index": 110}, {"Word": "sales", "Confidence": 0.998, "X1": 0.25741, "Y1": 0.5142, "X2": 0.32345, "Y2": 0.514, "X3": 0.3221, "Y3": 0.5348, "X4": 0.25741, "Y4": 0.5338, "page": 0, "Index": 111}, {"Word": "in", "Confidence": 0.998, "X1": 0.32884, "Y1": 0.5132, "X2": 0.3558, "Y2": 0.513, "X3": 0.35445, "Y3": 0.5348, "X4": 0.32749, "Y4": 0.5348, "page": 0, "Index": 112}, {"Word": "the", "Confidence": 0.998, "X1": 0.36253, "Y1": 0.5132, "X2": 0.40296, "Y2": 0.513, "X3": 0.40296, "Y3": 0.5348, "X4": 0.36253, "Y4": 0.5348, "page": 0, "Index": 113}, {"Word": "resale", "Confidence": 0.997, "X1": 0.40836, "Y1": 0.5132, "X2": 0.48652, "Y2": 0.513, "X3": 0.48652, "Y3": 0.5348, "X4": 0.40836, "Y4": 0.5348, "page": 0, "Index": 114}, {"Word": "system.", "Confidence": 0.996, "X1": 0.49191, "Y1": 0.5132, "X2": 0.59704, "Y2": 0.513, "X3": 0.59569, "Y3": 0.5348, "X4": 0.49191, "Y4": 0.5348, "page": 0, "Index": 115}, {"Word": "We", "Confidence": 0.998, "X1": 0.60243, "Y1": 0.5132, "X2": 0.64555, "Y2": 0.513, "X3": 0.64555, "Y3": 0.5348, "X4": 0.60243, "Y4": 0.5348, "page": 0, "Index": 116}, {"Word": "also", "Confidence": 0.988, "X1": 0.65229, "Y1": 0.5132, "X2": 0.70485, "Y2": 0.513, "X3": 0.70485, "Y3": 0.5348, "X4": 0.65229, "Y4": 0.5348, "page": 0, "Index": 117}, {"Word": "impact", "Confidence": 0.997, "X1": 0.48248, "Y1": 0.5372, "X2": 0.57547, "Y2": 0.537, "X3": 0.57412, "Y3": 0.5578, "X4": 0.48248, "Y4": 0.5588, "page": 0, "Index": 118}, {"Word": "and", "Confidence": 0.998, "X1": 0.58086, "Y1": 0.5372, "X2": 0.62668, "Y2": 0.537, "X3": 0.62668, "Y3": 0.5578, "X4": 0.57951, "Y4": 0.5578, "page": 0, "Index": 119}, {"Word": "reduction", "Confidence": 0.995, "X1": 0.63477, "Y1": 0.5372, "X2": 0.75741, "Y2": 0.537, "X3": 0.75606, "Y3": 0.5568, "X4": 0.63342, "Y4": 0.5578, "page": 0, "Index": 120}, {"Word": "of", "Confidence": 0.991, "X1": 0.76685, "Y1": 0.5362, "X2": 0.80054, "Y2": 0.536, "X3": 0.80054, "Y3": 0.5568, "X4": 0.7655, "Y4": 0.5568, "page": 0, "Index": 121}, {"Word": "expressed", "Confidence": 0.991, "X1": 0.07008, "Y1": 0.5392, "X2": 0.19946, "Y2": 0.539, "X3": 0.19811, "Y3": 0.5588, "X4": 0.06873, "Y4": 0.5578, "page": 0, "Index": 122}, {"Word": "our", "Confidence": 0.998, "X1": 0.20755, "Y1": 0.5382, "X2": 0.25337, "Y2": 0.538, "X3": 0.25337, "Y3": 0.5588, "X4": 0.2062, "Y4": 0.5588, "page": 0, "Index": 123}, {"Word": "concern", "Confidence": 0.646, "X1": 0.25876, "Y1": 0.5382, "X2": 0.36388, "Y2": 0.538, "X3": 0.36253, "Y3": 0.5588, "X4": 0.25876, "Y4": 0.5588, "page": 0, "Index": 124}, {"Word": "over", "Confidence": 0.991, "X1": 0.37062, "Y1": 0.5382, "X2": 0.43127, "Y2": 0.538, "X3": 0.42992, "Y3": 0.5588, "X4": 0.37062, "Y4": 0.5588, "page": 0, "Index": 125}, {"Word": "the", "Confidence": 0.998, "X1": 0.43666, "Y1": 0.5382, "X2": 0.47709, "Y2": 0.538, "X3": 0.47574, "Y3": 0.5588, "X4": 0.43531, "Y4": 0.5588, "page": 0, "Index": 126}, {"Word": "the", "Confidence": 0.994, "X1": 0.07143, "Y1": 0.5632, "X2": 0.11051, "Y2": 0.563, "X3": 0.10916, "Y3": 0.5818, "X4": 0.07008, "Y4": 0.5818, "page": 0, "Index": 127}, {"Word": "savings", "Confidence": 0.997, "X1": 0.1159, "Y1": 0.5622, "X2": 0.21698, "Y2": 0.562, "X3": 0.21698, "Y3": 0.5818, "X4": 0.11456, "Y4": 0.5818, "page": 0, "Index": 128}, {"Word": "benefit", "Confidence": 0.996, "X1": 0.22237, "Y1": 0.5612, "X2": 0.31806, "Y2": 0.561, "X3": 0.31806, "Y3": 0.5828, "X4": 0.22237, "Y4": 0.5818, "page": 0, "Index": 129}, {"Word": "to", "Confidence": 0.998, "X1": 0.32345, "Y1": 0.5612, "X2": 0.34906, "Y2": 0.561, "X3": 0.34906, "Y3": 0.5828, "X4": 0.32345, "Y4": 0.5828, "page": 0, "Index": 130}, {"Word": "a", "Confidence": 0.995, "X1": 0.3558, "Y1": 0.5612, "X2": 0.37197, "Y2": 0.561, "X3": 0.37197, "Y3": 0.5828, "X4": 0.35445, "Y4": 0.5828, "page": 0, "Index": 131}, {"Word": "segment", "Confidence": 0.996, "X1": 0.37871, "Y1": 0.5602, "X2": 0.48787, "Y2": 0.56, "X3": 0.48787, "Y3": 0.5828, "X4": 0.37736, "Y4": 0.5828, "page": 0, "Index": 132}, {"Word": "of", "Confidence": 0.998, "X1": 0.49461, "Y1": 0.5602, "X2": 0.52156, "Y2": 0.56, "X3": 0.52156, "Y3": 0.5818, "X4": 0.49326, "Y4": 0.5828, "page": 0, "Index": 133}, {"Word": "the", "Confidence": 0.998, "X1": 0.5283, "Y1": 0.5602, "X2": 0.57008, "Y2": 0.56, "X3": 0.57008, "Y3": 0.5818, "X4": 0.52695, "Y4": 0.5818, "page": 0, "Index": 134}, {"Word": "authorized", "Confidence": 0.995, "X1": 0.57682, "Y1": 0.5612, "X2": 0.71429, "Y2": 0.561, "X3": 0.71429, "Y3": 0.5818, "X4": 0.57682, "Y4": 0.5818, "page": 0, "Index": 135}, {"Word": "patrons.", "Confidence": 0.995, "X1": 0.72237, "Y1": 0.5612, "X2": 0.82884, "Y2": 0.561, "X3": 0.83019, "Y3": 0.5818, "X4": 0.72237, "Y4": 0.5818, "page": 0, "Index": 136}, {"Word": "Clinton", "Confidence": 0.994, "X1": 0.6779, "Y1": 0.6082, "X2": 0.77628, "Y2": 0.608, "X3": 0.77763, "Y3": 0.6278, "X4": 0.6779, "Y4": 0.6288, "page": 0, "Index": 137}, {"Word": "This", "Confidence": 0.991, "X1": 0.07278, "Y1": 0.6082, "X2": 0.12938, "Y2": 0.608, "X3": 0.12803, "Y3": 0.6298, "X4": 0.07143, "Y4": 0.6298, "page": 0, "Index": 138}, {"Word": "change", "Confidence": 0.997, "X1": 0.13477, "Y1": 0.6082, "X2": 0.23181, "Y2": 0.608, "X3": 0.23181, "Y3": 0.6298, "X4": 0.13342, "Y4": 0.6298, "page": 0, "Index": 139}, {"Word": "appears", "Confidence": 0.996, "X1": 0.23854, "Y1": 0.6082, "X2": 0.33962, "Y2": 0.608, "X3": 0.33962, "Y3": 0.6298, "X4": 0.2372, "Y4": 0.6298, "page": 0, "Index": 140}, {"Word": "to", "Confidence": 0.998, "X1": 0.34501, "Y1": 0.6082, "X2": 0.37062, "Y2": 0.608, "X3": 0.37062, "Y3": 0.6298, "X4": 0.34501, "Y4": 0.6298, "page": 0, "Index": 141}, {"Word": "be", "Confidence": 0.997, "X1": 0.37736, "Y1": 0.6082, "X2": 0.41105, "Y2": 0.608, "X3": 0.4097, "Y3": 0.6298, "X4": 0.37736, "Y4": 0.6298, "page": 0, "Index": 142}, {"Word": "a", "Confidence": 0.995, "X1": 0.41644, "Y1": 0.6082, "X2": 0.43261, "Y2": 0.608, "X3": 0.43261, "Y3": 0.6298, "X4": 0.41644, "Y4": 0.6298, "page": 0, "Index": 143}, {"Word": "part", "Confidence": 0.988, "X1": 0.43935, "Y1": 0.6082, "X2": 0.49191, "Y2": 0.608, "X3": 0.49191, "Y3": 0.6298, "X4": 0.43935, "Y4": 0.6298, "page": 0, "Index": 144}, {"Word": "of", "Confidence": 0.998, "X1": 0.4973, "Y1": 0.6082, "X2": 0.52561, "Y2": 0.608, "X3": 0.52561, "Y3": 0.6298, "X4": 0.4973, "Y4": 0.6298, "page": 0, "Index": 145}, {"Word": "the", "Confidence": 0.998, "X1": 0.531, "Y1": 0.6082, "X2": 0.57412, "Y2": 0.608, "X3": 0.57412, "Y3": 0.6288, "X4": 0.531, "Y4": 0.6298, "page": 0, "Index": 146}, {"Word": "overall", "Confidence": 0.994, "X1": 0.57951, "Y1": 0.6082, "X2": 0.67116, "Y2": 0.608, "X3": 0.67251, "Y3": 0.6288, "X4": 0.57951, "Y4": 0.6288, "page": 0, "Index": 147}, {"Word": "Administration", "Confidence": 0.965, "X1": 0.07143, "Y1": 0.6322, "X2": 0.26954, "Y2": 0.632, "X3": 0.26819, "Y3": 0.6538, "X4": 0.07008, "Y4": 0.6528, "page": 0, "Index": 148}, {"Word": "policy", "Confidence": 0.991, "X1": 0.27493, "Y1": 0.6322, "X2": 0.35849, "Y2": 0.632, "X3": 0.35714, "Y3": 0.6538, "X4": 0.27493, "Y4": 0.6538, "page": 0, "Index": 149}, {"Word": "on", "Confidence": 0.998, "X1": 0.36658, "Y1": 0.6322, "X2": 0.39892, "Y2": 0.632, "X3": 0.39757, "Y3": 0.6538, "X4": 0.36523, "Y4": 0.6538, "page": 0, "Index": 150}, {"Word": "tobacco", "Confidence": 0.994, "X1": 0.40431, "Y1": 0.6322, "X2": 0.50674, "Y2": 0.632, "X3": 0.50539, "Y3": 0.6538, "X4": 0.40431, "Y4": 0.6538, "page": 0, "Index": 151}, {"Word": "and", "Confidence": 0.998, "X1": 0.51213, "Y1": 0.6322, "X2": 0.56199, "Y2": 0.632, "X3": 0.56199, "Y3": 0.6538, "X4": 0.51213, "Y4": 0.6538, "page": 0, "Index": 152}, {"Word": "is,", "Confidence": 0.998, "X1": 0.56873, "Y1": 0.6322, "X2": 0.59973, "Y2": 0.632, "X3": 0.59973, "Y3": 0.6538, "X4": 0.56873, "Y4": 0.6538, "page": 0, "Index": 153}, {"Word": "for", "Confidence": 0.998, "X1": 0.60512, "Y1": 0.6322, "X2": 0.64555, "Y2": 0.632, "X3": 0.64555, "Y3": 0.6528, "X4": 0.60512, "Y4": 0.6538, "page": 0, "Index": 154}, {"Word": "the", "Confidence": 0.998, "X1": 0.65094, "Y1": 0.6322, "X2": 0.69407, "Y2": 0.632, "X3": 0.69407, "Y3": 0.6528, "X4": 0.65094, "Y4": 0.6528, "page": 0, "Index": 155}, {"Word": "military", "Confidence": 0.996, "X1": 0.69946, "Y1": 0.6322, "X2": 0.80728, "Y2": 0.632, "X3": 0.80728, "Y3": 0.6528, "X4": 0.69946, "Y4": 0.6528, "page": 0, "Index": 156}, {"Word": "patrons,", "Confidence": 0.991, "X1": 0.07008, "Y1": 0.6562, "X2": 0.17655, "Y2": 0.656, "X3": 0.17655, "Y3": 0.6768, "X4": 0.07008, "Y4": 0.6768, "page": 0, "Index": 157}, {"Word": "the", "Confidence": 0.998, "X1": 0.18194, "Y1": 0.6562, "X2": 0.22372, "Y2": 0.656, "X3": 0.22372, "Y3": 0.6768, "X4": 0.18194, "Y4": 0.6768, "page": 0, "Index": 158}, {"Word": "best", "Confidence": 0.989, "X1": 0.22911, "Y1": 0.6562, "X2": 0.28571, "Y2": 0.656, "X3": 0.28571, "Y3": 0.6768, "X4": 0.22911, "Y4": 0.6768, "page": 0, "Index": 159}, {"Word": "of", "Confidence": 0.998, "X1": 0.29111, "Y1": 0.6562, "X2": 0.32075, "Y2": 0.656, "X3": 0.32075, "Y3": 0.6768, "X4": 0.29111, "Y4": 0.6768, "page": 0, "Index": 160}, {"Word": "a", "Confidence": 0.998, "X1": 0.32615, "Y1": 0.6552, "X2": 0.34232, "Y2": 0.655, "X3": 0.34232, "Y3": 0.6768, "X4": 0.32615, "Y4": 0.6768, "page": 0, "Index": 161}, {"Word": "worst", "Confidence": 0.997, "X1": 0.3504, "Y1": 0.6552, "X2": 0.42183, "Y2": 0.655, "X3": 0.42183, "Y3": 0.6768, "X4": 0.3504, "Y4": 0.6768, "page": 0, "Index": 162}, {"Word": "case", "Confidence": 0.991, "X1": 0.42722, "Y1": 0.6552, "X2": 0.48652, "Y2": 0.655, "X3": 0.48652, "Y3": 0.6758, "X4": 0.42722, "Y4": 0.6768, "page": 0, "Index": 163}, {"Word": "scenario", "Confidence": 0.996, "X1": 0.49191, "Y1": 0.6552, "X2": 0.60108, "Y2": 0.655, "X3": 0.60108, "Y3": 0.6758, "X4": 0.49191, "Y4": 0.6758, "page": 0, "Index": 164}, {"Word": "in", "Confidence": 0.998, "X1": 0.60647, "Y1": 0.6552, "X2": 0.63342, "Y2": 0.655, "X3": 0.63342, "Y3": 0.6758, "X4": 0.60647, "Y4": 0.6758, "page": 0, "Index": 165}, {"Word": "that", "Confidence": 0.678, "X1": 0.64151, "Y1": 0.6552, "X2": 0.69407, "Y2": 0.655, "X3": 0.69407, "Y3": 0.6758, "X4": 0.64151, "Y4": 0.6758, "page": 0, "Index": 166}, {"Word": "tobacco", "Confidence": 0.995, "X1": 0.69946, "Y1": 0.6562, "X2": 0.80189, "Y2": 0.656, "X3": 0.80189, "Y3": 0.6758, "X4": 0.69946, "Y4": 0.6758, "page": 0, "Index": 167}, {"Word": "is", "Confidence": 0.995, "X1": 0.06873, "Y1": 0.6802, "X2": 0.09299, "Y2": 0.68, "X3": 0.09299, "Y3": 0.6978, "X4": 0.06873, "Y4": 0.6978, "page": 0, "Index": 168}, {"Word": "still", "Confidence": 0.991, "X1": 0.09838, "Y1": 0.6802, "X2": 0.15094, "Y2": 0.68, "X3": 0.1496, "Y3": 0.6988, "X4": 0.09838, "Y4": 0.6978, "page": 0, "Index": 169}, {"Word": "available", "Confidence": 0.991, "X1": 0.15633, "Y1": 0.6792, "X2": 0.27763, "Y2": 0.679, "X3": 0.27763, "Y3": 0.6998, "X4": 0.15633, "Y4": 0.6988, "page": 0, "Index": 170}, {"Word": "at", "Confidence": 0.997, "X1": 0.28437, "Y1": 0.6792, "X2": 0.30728, "Y2": 0.679, "X3": 0.30863, "Y3": 0.6998, "X4": 0.28437, "Y4": 0.6998, "page": 0, "Index": 171}, {"Word": "reduced", "Confidence": 0.995, "X1": 0.31402, "Y1": 0.6782, "X2": 0.41644, "Y2": 0.678, "X3": 0.41779, "Y3": 0.7008, "X4": 0.31402, "Y4": 0.6998, "page": 0, "Index": 172}, {"Word": "prices", "Confidence": 0.996, "X1": 0.42453, "Y1": 0.6782, "X2": 0.50404, "Y2": 0.678, "X3": 0.50539, "Y3": 0.7008, "X4": 0.42453, "Y4": 0.7008, "page": 0, "Index": 173}, {"Word": "on", "Confidence": 0.998, "X1": 0.50943, "Y1": 0.6782, "X2": 0.54313, "Y2": 0.678, "X3": 0.54313, "Y3": 0.7008, "X4": 0.51078, "Y4": 0.7008, "page": 0, "Index": 174}, {"Word": "military", "Confidence": 0.994, "X1": 0.54852, "Y1": 0.6782, "X2": 0.65499, "Y2": 0.678, "X3": 0.65499, "Y3": 0.6998, "X4": 0.54987, "Y4": 0.7008, "page": 0, "Index": 175}, {"Word": "installations.", "Confidence": 0.931, "X1": 0.66038, "Y1": 0.6792, "X2": 0.82884, "Y2": 0.679, "X3": 0.83019, "Y3": 0.6988, "X4": 0.66038, "Y4": 0.6998, "page": 0, "Index": 176}, {"Word": "Promo,", "Confidence": 0.253, "X1": 0.28437, "Y1": 0.7272, "X2": 0.34097, "Y2": 0.727, "X3": 0.34097, "Y3": 0.7408, "X4": 0.28302, "Y4": 0.7388, "page": 0, "Index": 177}, {"Word": "VALLES", "Confidence": 0.034, "X1": 0.28571, "Y1": 0.7352, "X2": 0.34097, "Y2": 0.735, "X3": 0.34097, "Y3": 0.7468, "X4": 0.28437, "Y4": 0.7468, "page": 0, "Index": 178}, {"Word": "8/21/96", "Confidence": 0.73, "X1": 0.52426, "Y1": 0.7172, "X2": 0.65229, "Y2": 0.717, "X3": 0.65364, "Y3": 0.7518, "X4": 0.52426, "Y4": 0.7538, "page": 0, "Index": 179}, {"Word": "$", "Confidence": 0.483, "X1": 0.13477, "Y1": 0.7492, "X2": 0.14555, "Y2": 0.749, "X3": 0.1442, "Y3": 0.7668, "X4": 0.13208, "Y4": 0.7658, "page": 0, "Index": 180}, {"Word": "KOOL", "Confidence": 0.743, "X1": 0.27628, "Y1": 0.7482, "X2": 0.31536, "Y2": 0.748, "X3": 0.31536, "Y3": 0.7608, "X4": 0.27628, "Y4": 0.7608, "page": 0, "Index": 181}, {"Word": "/BALem", "Confidence": 0.139, "X1": 0.3221, "Y1": 0.7472, "X2": 0.37466, "Y2": 0.747, "X3": 0.37466, "Y3": 0.7608, "X4": 0.3221, "Y4": 0.7608, "page": 0, "Index": 182}, {"Word": "Fone", "Confidence": 0.187, "X1": 0.0027, "Y1": 0.7552, "X2": 0.04582, "Y2": 0.755, "X3": 0.04582, "Y3": 0.7708, "X4": 0.00404, "Y4": 0.7728, "page": 0, "Index": 183}, {"Word": "Price", "Confidence": 0.885, "X1": 0.04987, "Y1": 0.7532, "X2": 0.09973, "Y2": 0.753, "X3": 0.09973, "Y3": 0.7688, "X4": 0.04987, "Y4": 0.7708, "page": 0, "Index": 184}, {"Word": "15.25", "Confidence": 0.811, "X1": 0.15094, "Y1": 0.7532, "X2": 0.22372, "Y2": 0.753, "X3": 0.22372, "Y3": 0.7708, "X4": 0.14825, "Y4": 0.7668, "page": 0, "Index": 185}, {"Word": "200", "Confidence": 0.889, "X1": 0.2938, "Y1": 0.7612, "X2": 0.32075, "Y2": 0.761, "X3": 0.32075, "Y3": 0.7708, "X4": 0.2938, "Y4": 0.7718, "page": 0, "Index": 186}, {"Word": "RAudy,", "Confidence": 0.757, "X1": 0.42318, "Y1": 0.7632, "X2": 0.51078, "Y2": 0.763, "X3": 0.51078, "Y3": 0.7848, "X4": 0.42049, "Y4": 0.7838, "page": 0, "Index": 187}, {"Word": "Price", "Confidence": 0.693, "X1": 0.03235, "Y1": 0.7802, "X2": 0.07817, "Y2": 0.78, "X3": 0.07951, "Y3": 0.7948, "X4": 0.03369, "Y4": 0.7988, "page": 0, "Index": 188}, {"Word": "once", "Confidence": 0.125, "X1": 0.25876, "Y1": 0.7852, "X2": 0.2938, "Y2": 0.785, "X3": 0.2938, "Y3": 0.7938, "X4": 0.25876, "Y4": 0.7948, "page": 0, "Index": 189}, {"Word": "150", "Confidence": 0.997, "X1": 0.3248, "Y1": 0.7802, "X2": 0.3558, "Y2": 0.78, "X3": 0.35714, "Y3": 0.7918, "X4": 0.3248, "Y4": 0.7928, "page": 0, "Index": 190}, {"Word": "mid", "Confidence": 0.748, "X1": 0.0, "Y1": 0.7832, "X2": 0.02695, "Y2": 0.783, "X3": 0.0283, "Y3": 0.7988, "X4": 0.0, "Y4": 0.7998, "page": 0, "Index": 191}, {"Word": "1.55", "Confidence": 0.74, "X1": 0.14151, "Y1": 0.7872, "X2": 0.21429, "Y2": 0.787, "X3": 0.21429, "Y3": 0.8028, "X4": 0.14016, "Y4": 0.8038, "page": 0, "Index": 192}, {"Word": "0G", "Confidence": 0.594, "X1": 0.25876, "Y1": 0.7952, "X2": 0.27628, "Y2": 0.795, "X3": 0.27628, "Y3": 0.8058, "X4": 0.25876, "Y4": 0.8058, "page": 0, "Index": 193}, {"Word": "200", "Confidence": 0.953, "X1": 0.31941, "Y1": 0.7942, "X2": 0.35175, "Y2": 0.794, "X3": 0.3531, "Y3": 0.8058, "X4": 0.32075, "Y4": 0.8078, "page": 0, "Index": 194}, {"Word": "(boyle", "Confidence": 0.559, "X1": 0.01078, "Y1": 0.7992, "X2": 0.06065, "Y2": 0.799, "X3": 0.06199, "Y3": 0.8138, "X4": 0.01213, "Y4": 0.8128, "page": 0, "Index": 195}, {"Word": ")", "Confidence": 0.763, "X1": 0.08895, "Y1": 0.7982, "X2": 0.09838, "Y2": 0.798, "X3": 0.09973, "Y3": 0.8148, "X4": 0.0903, "Y4": 0.8148, "page": 0, "Index": 196}, {"Word": "MAV.", "Confidence": 0.884, "X1": 0.25337, "Y1": 0.8062, "X2": 0.29111, "Y2": 0.806, "X3": 0.28976, "Y3": 0.8178, "X4": 0.25202, "Y4": 0.8178, "page": 0, "Index": 197}, {"Word": "A", "Confidence": 0.521, "X1": 0.03235, "Y1": 0.8222, "X2": 0.03235, "Y2": 0.822, "X3": 0.02426, "Y3": 0.8218, "X4": 0.02426, "Y4": 0.8178, "page": 0, "Index": 198}, {"Word": "F.", "Confidence": 0.946, "X1": 0.46226, "Y1": 0.8002, "X2": 0.48922, "Y2": 0.8, "X3": 0.48922, "Y3": 0.8218, "X4": 0.46226, "Y4": 0.8218, "page": 0, "Index": 199}, {"Word": "4.", "Confidence": 0.392, "X1": 0.49596, "Y1": 0.7992, "X2": 0.52426, "Y2": 0.799, "X3": 0.52426, "Y3": 0.8218, "X4": 0.49596, "Y4": 0.8218, "page": 0, "Index": 200}, {"Word": "I.", "Confidence": 0.815, "X1": 0.531, "Y1": 0.7982, "X2": 0.57008, "Y2": 0.798, "X3": 0.57008, "Y3": 0.8208, "X4": 0.531, "Y4": 0.8218, "page": 0, "Index": 201}, {"Word": "I", "Confidence": 0.335, "X1": 0.61321, "Y1": 0.7972, "X2": 0.63477, "Y2": 0.797, "X3": 0.63477, "Y3": 0.8208, "X4": 0.61321, "Y4": 0.8208, "page": 0, "Index": 202}, {"Word": "pulled", "Confidence": 0.333, "X1": 0.65229, "Y1": 0.7952, "X2": 0.73989, "Y2": 0.795, "X3": 0.73989, "Y3": 0.8198, "X4": 0.65229, "Y4": 0.8208, "page": 0, "Index": 203}, {"Word": "this", "Confidence": 0.625, "X1": 0.7655, "Y1": 0.7932, "X2": 0.81536, "Y2": 0.793, "X3": 0.81536, "Y3": 0.8198, "X4": 0.7655, "Y4": 0.8198, "page": 0, "Index": 204}, {"Word": "off", "Confidence": 0.907, "X1": 0.8221, "Y1": 0.7922, "X2": 0.87466, "Y2": 0.792, "X3": 0.87466, "Y3": 0.8198, "X4": 0.8221, "Y4": 0.8198, "page": 0, "Index": 205}, {"Word": "maverick", "Confidence": 0.298, "X1": 0.02022, "Y1": 0.8192, "X2": 0.08491, "Y2": 0.819, "X3": 0.08491, "Y3": 0.8318, "X4": 0.02022, "Y4": 0.8368, "page": 0, "Index": 206}, {"Word": "the", "Confidence": 0.856, "X1": 0.45553, "Y1": 0.8262, "X2": 0.49461, "Y2": 0.826, "X3": 0.49461, "Y3": 0.8428, "X4": 0.45418, "Y4": 0.8428, "page": 0, "Index": 207}, {"Word": "FAXmachine", "Confidence": 0.885, "X1": 0.50539, "Y1": 0.8252, "X2": 0.66038, "Y2": 0.825, "X3": 0.65903, "Y3": 0.8438, "X4": 0.50404, "Y4": 0.8438, "page": 0, "Index": 208}, {"Word": "FOR", "Confidence": 0.821, "X1": 0.68329, "Y1": 0.8242, "X2": 0.72642, "Y2": 0.824, "X3": 0.72507, "Y3": 0.8438, "X4": 0.68329, "Y4": 0.8438, "page": 0, "Index": 209}, {"Word": "JOHN", "Confidence": 0.735, "X1": 0.75606, "Y1": 0.8232, "X2": 0.81132, "Y2": 0.823, "X3": 0.81132, "Y3": 0.8428, "X4": 0.75606, "Y4": 0.8438, "page": 0, "Index": 210}, {"Word": "sus", "Confidence": 0.859, "X1": 0.0027, "Y1": 0.8522, "X2": 0.03369, "Y2": 0.852, "X3": 0.03504, "Y3": 0.8668, "X4": 0.0027, "Y4": 0.8678, "page": 0, "Index": 211}, {"Word": "9.75", "Confidence": 0.97, "X1": 0.12534, "Y1": 0.8472, "X2": 0.17925, "Y2": 0.847, "X3": 0.18194, "Y3": 0.8628, "X4": 0.12803, "Y4": 0.8678, "page": 0, "Index": 212}, {"Word": "DOMU", "Confidence": 0.08, "X1": 0.2345, "Y1": 0.8562, "X2": 0.27628, "Y2": 0.856, "X3": 0.27628, "Y3": 0.8678, "X4": 0.2345, "Y4": 0.8688, "page": 0, "Index": 213}, {"Word": "200", "Confidence": 0.882, "X1": 0.30054, "Y1": 0.8532, "X2": 0.33019, "Y2": 0.853, "X3": 0.32884, "Y3": 0.8648, "X4": 0.29919, "Y4": 0.8668, "page": 0, "Index": 214}, {"Word": "Asked", "Confidence": 0.666, "X1": 0.55391, "Y1": 0.8572, "X2": 0.61995, "Y2": 0.857, "X3": 0.6186, "Y3": 0.8768, "X4": 0.55256, "Y4": 0.8788, "page": 0, "Index": 215}, {"Word": "BuxTon", "Confidence": 0.447, "X1": 0.66442, "Y1": 0.8542, "X2": 0.74933, "Y2": 0.854, "X3": 0.74933, "Y3": 0.8748, "X4": 0.66442, "Y4": 0.8758, "page": 0, "Index": 216}, {"Word": "FOR", "Confidence": 0.726, "X1": 0.76819, "Y1": 0.8522, "X2": 0.81536, "Y2": 0.852, "X3": 0.81536, "Y3": 0.8738, "X4": 0.76819, "Y4": 0.8738, "page": 0, "Index": 217}, {"Word": "BASE", "Confidence": 0.523, "X1": 0.23315, "Y1": 0.8722, "X2": 0.27763, "Y2": 0.872, "X3": 0.27763, "Y3": 0.8828, "X4": 0.23315, "Y4": 0.8838, "page": 0, "Index": 218}, {"Word": "200", "Confidence": 0.959, "X1": 0.2965, "Y1": 0.8712, "X2": 0.3248, "Y2": 0.871, "X3": 0.3248, "Y3": 0.8808, "X4": 0.2965, "Y4": 0.8818, "page": 0, "Index": 219}, {"Word": "I", "Confidence": 0.214, "X1": 0.45418, "Y1": 0.8602, "X2": 0.4717, "Y2": 0.86, "X3": 0.47035, "Y3": 0.8808, "X4": 0.45283, "Y4": 0.8818, "page": 0, "Index": 220}, {"Word": "have", "Confidence": 0.97, "X1": 0.48787, "Y1": 0.8582, "X2": 0.54582, "Y2": 0.858, "X3": 0.54447, "Y3": 0.8788, "X4": 0.48652, "Y4": 0.8808, "page": 0, "Index": 221}, {"Word": "Basic", "Confidence": 0.21, "X1": 0.01078, "Y1": 0.8852, "X2": 0.05526, "Y2": 0.885, "X3": 0.0566, "Y3": 0.8978, "X4": 0.01213, "Y4": 0.8998, "page": 0, "Index": 222}, {"Word": "75$", "Confidence": 0.911, "X1": 0.30189, "Y1": 0.8862, "X2": 0.33288, "Y2": 0.886, "X3": 0.33423, "Y3": 0.8978, "X4": 0.30323, "Y4": 0.8988, "page": 0, "Index": 223}, {"Word": "MISTY", "Confidence": 0.615, "X1": 0.22911, "Y1": 0.8882, "X2": 0.27493, "Y2": 0.888, "X3": 0.27493, "Y3": 0.8998, "X4": 0.22911, "Y4": 0.9018, "page": 0, "Index": 224}, {"Word": "pricing", "Confidence": 0.916, "X1": 0.45148, "Y1": 0.8822, "X2": 0.53908, "Y2": 0.882, "X3": 0.53908, "Y3": 0.8998, "X4": 0.45283, "Y4": 0.9008, "page": 0, "Index": 225}, {"Word": ":", "Confidence": 0.307, "X1": 0.54313, "Y1": 0.8822, "X2": 0.55391, "Y2": 0.882, "X3": 0.55526, "Y3": 0.8998, "X4": 0.54447, "Y4": 0.8998, "page": 0, "Index": 226}, {"Word": "promotional", "Confidence": 0.64, "X1": 0.5593, "Y1": 0.8812, "X2": 0.70081, "Y2": 0.881, "X3": 0.70081, "Y3": 0.8988, "X4": 0.5593, "Y4": 0.8998, "page": 0, "Index": 227}, {"Word": "values", "Confidence": 0.742, "X1": 0.71024, "Y1": 0.8812, "X2": 0.80054, "Y2": 0.881, "X3": 0.80054, "Y3": 0.8988, "X4": 0.71159, "Y4": 0.8988, "page": 0, "Index": 228}, {"Word": "As", "Confidence": 0.981, "X1": 0.80458, "Y1": 0.8812, "X2": 0.83558, "Y2": 0.881, "X3": 0.83558, "Y3": 0.8988, "X4": 0.80593, "Y4": 0.8988, "page": 0, "Index": 229}, {"Word": "THIS", "Confidence": 0.929, "X1": 0.83962, "Y1": 0.8822, "X2": 0.89353, "Y2": 0.882, "X3": 0.89353, "Y3": 0.8998, "X4": 0.84097, "Y4": 0.8988, "page": 0, "Index": 230}, {"Word": "GPC", "Confidence": 0.756, "X1": 0.01617, "Y1": 0.9002, "X2": 0.04852, "Y2": 0.9, "X3": 0.04987, "Y3": 0.9118, "X4": 0.01752, "Y4": 0.9138, "page": 0, "Index": 231}, {"Word": "GPC", "Confidence": 0.888, "X1": 0.22642, "Y1": 0.9052, "X2": 0.26011, "Y2": 0.905, "X3": 0.26011, "Y3": 0.9168, "X4": 0.22776, "Y4": 0.9188, "page": 0, "Index": 232}, {"Word": "100", "Confidence": 0.994, "X1": 0.28706, "Y1": 0.9032, "X2": 0.31671, "Y2": 0.903, "X3": 0.31671, "Y3": 0.9148, "X4": 0.28841, "Y4": 0.9158, "page": 0, "Index": 233}, {"Word": "will", "Confidence": 0.991, "X1": 0.45822, "Y1": 0.9012, "X2": 0.50135, "Y2": 0.901, "X3": 0.5, "Y3": 0.9178, "X4": 0.45822, "Y4": 0.9188, "page": 0, "Index": 234}, {"Word": "AFFECT", "Confidence": 0.908, "X1": 0.50674, "Y1": 0.9012, "X2": 0.58356, "Y2": 0.901, "X3": 0.58356, "Y3": 0.9178, "X4": 0.50674, "Y4": 0.9178, "page": 0, "Index": 235}, {"Word": "my", "Confidence": 0.989, "X1": 0.59704, "Y1": 0.9012, "X2": 0.62938, "Y2": 0.901, "X3": 0.62938, "Y3": 0.9168, "X4": 0.59569, "Y4": 0.9168, "page": 0, "Index": 236}, {"Word": "Recommendation", "Confidence": 0.403, "X1": 0.63612, "Y1": 0.9002, "X2": 0.83019, "Y2": 0.9, "X3": 0.83019, "Y3": 0.9178, "X4": 0.63612, "Y4": 0.9168, "page": 0, "Index": 237}, {"Word": "Re", "Confidence": 0.109, "X1": 0.83693, "Y1": 0.8992, "X2": 0.86658, "Y2": 0.899, "X3": 0.86658, "Y3": 0.9178, "X4": 0.83693, "Y4": 0.9178, "page": 0, "Index": 238}, {"Word": "misty", "Confidence": 0.66, "X1": 0.01213, "Y1": 0.9152, "X2": 0.05391, "Y2": 0.915, "X3": 0.05391, "Y3": 0.9268, "X4": 0.01213, "Y4": 0.9298, "page": 0, "Index": 239}, {"Word": "82254961", "Confidence": 0.995, "X1": 0.94474, "Y1": 0.9252, "X2": 0.9434, "Y2": 0.925, "X3": 0.91509, "Y3": 0.9258, "X4": 0.91509, "Y4": 0.8398, "page": 0, "Index": 240}, {"Word": "1947", "Confidence": 0.955, "X1": 0.45687, "Y1": 0.9192, "X2": 0.50539, "Y2": 0.919, "X3": 0.50539, "Y3": 0.9358, "X4": 0.45687, "Y4": 0.9358, "page": 0, "Index": 241}, {"Word": "CORPORATE", "Confidence": 0.648, "X1": 0.51482, "Y1": 0.9192, "X2": 0.62399, "Y2": 0.919, "X3": 0.62399, "Y3": 0.9358, "X4": 0.51482, "Y4": 0.9358, "page": 0, "Index": 242}, {"Word": "Budgets.", "Confidence": 0.647, "X1": 0.65499, "Y1": 0.9192, "X2": 0.75741, "Y2": 0.919, "X3": 0.75741, "Y3": 0.9358, "X4": 0.65499, "Y4": 0.9358, "page": 0, "Index": 243}, {"Word": "Tim", "Confidence": 0.619, "X1": 0.46092, "Y1": 0.9452, "X2": 0.49596, "Y2": 0.945, "X3": 0.49461, "Y3": 0.9618, "X4": 0.45957, "Y4": 0.9618, "page": 0, "Index": 244}, {"Word": "BURTON", "Confidence": 0.328, "X1": 0.50539, "Y1": 0.9452, "X2": 0.58086, "Y2": 0.945, "X3": 0.57951, "Y3": 0.9628, "X4": 0.50404, "Y4": 0.9618, "page": 0, "Index": 245}, {"Word": "give", "Confidence": 0.184, "X1": 0.59704, "Y1": 0.9452, "X2": 0.65094, "Y2": 0.945, "X3": 0.6496, "Y3": 0.9628, "X4": 0.59569, "Y4": 0.9628, "page": 0, "Index": 246}, {"Word": "me", "Confidence": 0.573, "X1": 0.66307, "Y1": 0.9452, "X2": 0.69137, "Y2": 0.945, "X3": 0.69003, "Y3": 0.9628, "X4": 0.66307, "Y4": 0.9628, "page": 0, "Index": 247}, {"Word": "The", "Confidence": 0.115, "X1": 0.70755, "Y1": 0.9452, "X2": 0.74798, "Y2": 0.945, "X3": 0.74798, "Y3": 0.9638, "X4": 0.7062, "Y4": 0.9638, "page": 0, "Index": 248}, {"Word": "Following", "Confidence": 0.376, "X1": 0.76415, "Y1": 0.9472, "X2": 0.88679, "Y2": 0.947, "X3": 0.88679, "Y3": 0.9648, "X4": 0.76415, "Y4": 0.9638, "page": 0, "Index": 249}, {"Word": ":", "Confidence": 0.406, "X1": 0.89353, "Y1": 0.9472, "X2": 0.9097, "Y2": 0.947, "X3": 0.90836, "Y3": 0.9648, "X4": 0.89353, "Y4": 0.9648, "page": 0, "Index": 250}, {"Word": "I", "Confidence": 0.209, "X1": 0.46226, "Y1": 0.9692, "X2": 0.47439, "Y2": 0.969, "X3": 0.47574, "Y3": 0.9848, "X4": 0.46226, "Y4": 0.9848, "page": 0, "Index": 251}, {"Word": "will", "Confidence": 0.943, "X1": 0.48922, "Y1": 0.9692, "X2": 0.52561, "Y2": 0.969, "X3": 0.52695, "Y3": 0.9848, "X4": 0.48922, "Y4": 0.9848, "page": 0, "Index": 252}, {"Word": "Asie", "Confidence": 0.294, "X1": 0.53774, "Y1": 0.9702, "X2": 0.57682, "Y2": 0.97, "X3": 0.57817, "Y3": 0.9848, "X4": 0.53774, "Y4": 0.9848, "page": 0, "Index": 253}, {"Word": "you", "Confidence": 0.985, "X1": 0.59299, "Y1": 0.9702, "X2": 0.62803, "Y2": 0.97, "X3": 0.62938, "Y3": 0.9858, "X4": 0.59434, "Y4": 0.9858, "page": 0, "Index": 254}, {"Word": "for", "Confidence": 0.75, "X1": 0.64151, "Y1": 0.9702, "X2": 0.67385, "Y2": 0.97, "X3": 0.6752, "Y3": 0.9858, "X4": 0.64286, "Y4": 0.9858, "page": 0, "Index": 255}, {"Word": "your", "Confidence": 0.597, "X1": 0.68194, "Y1": 0.9702, "X2": 0.73046, "Y2": 0.97, "X3": 0.73046, "Y3": 0.9848, "X4": 0.68329, "Y4": 0.9858, "page": 0, "Index": 256}, {"Word": "opivite", "Confidence": 0.126, "X1": 0.73585, "Y1": 0.9702, "X2": 0.80863, "Y2": 0.97, "X3": 0.80863, "Y3": 0.9848, "X4": 0.7372, "Y4": 0.9848, "page": 0, "Index": 257}, {"Word": "an", "Confidence": 0.241, "X1": 0.8248, "Y1": 0.9702, "X2": 0.85175, "Y2": 0.97, "X3": 0.85175, "Y3": 0.9838, "X4": 0.8248, "Y4": 0.9848, "page": 0, "Index": 258}, {"Word": "millinay", "Confidence": 0.109, "X1": 0.85714, "Y1": 0.9692, "X2": 0.9434, "Y2": 0.969, "X3": 0.9434, "Y3": 0.9828, "X4": 0.85714, "Y4": 0.9838, "page": 0, "Index": 259}, {"Word": "VALUED", "Confidence": 0.753, "X1": 0.45822, "Y1": 0.9832, "X2": 0.53639, "Y2": 0.983, "X3": 0.53639, "Y3": 0.9958, "X4": 0.45822, "Y4": 0.9968, "page": 0, "Index": 260}, {"Word": "FOR", "Confidence": 0.278, "X1": 0.54178, "Y1": 0.9822, "X2": 0.57143, "Y2": 0.982, "X3": 0.57143, "Y3": 0.9958, "X4": 0.54178, "Y4": 0.9958, "page": 0, "Index": 261}, {"Word": "1994", "Confidence": 0.582, "X1": 0.58625, "Y1": 0.9822, "X2": 0.63612, "Y2": 0.982, "X3": 0.63612, "Y3": 0.9958, "X4": 0.58625, "Y4": 0.9958, "page": 0, "Index": 262}, {"Word": "AS", "Confidence": 0.943, "X1": 0.65094, "Y1": 0.9822, "X2": 0.67655, "Y2": 0.982, "X3": 0.67655, "Y3": 0.9958, "X4": 0.65229, "Y4": 0.9958, "page": 0, "Index": 263}, {"Word": "A", "Confidence": 0.075, "X1": 0.68194, "Y1": 0.9812, "X2": 0.69407, "Y2": 0.981, "X3": 0.69407, "Y3": 0.9958, "X4": 0.68194, "Y4": 0.9958, "page": 0, "Index": 264}, {"Word": "Result", "Confidence": 0.264, "X1": 0.71429, "Y1": 0.9812, "X2": 0.78032, "Y2": 0.981, "X3": 0.78167, "Y3": 0.9958, "X4": 0.71429, "Y4": 0.9958, "page": 0, "Index": 265}, {"Word": "of", "Confidence": 0.131, "X1": 0.78437, "Y1": 0.9822, "X2": 0.80863, "Y2": 0.982, "X3": 0.80863, "Y3": 0.9958, "X4": 0.78437, "Y4": 0.9958, "page": 0, "Index": 266}, {"Word": "THE", "Confidence": 0.061, "X1": 0.81132, "Y1": 0.9822, "X2": 0.85175, "Y2": 0.982, "X3": 0.85175, "Y3": 0.9958, "X4": 0.81267, "Y4": 0.9958, "page": 0, "Index": 267}, {"Word": "Strange", "Confidence": 0.064, "X1": 0.85714, "Y1": 0.9822, "X2": 0.92049, "Y2": 0.982, "X3": 0.92183, "Y3": 0.9968, "X4": 0.85714, "Y4": 0.9958, "page": 0, "Index": 268}, {"Word": "..", "Confidence": 0.938, "X1": 0.92453, "Y1": 0.9832, "X2": 0.94205, "Y2": 0.983, "X3": 0.94205, "Y3": 0.9968, "X4": 0.92588, "Y4": 0.9968, "page": 0, "Index": 269}]}	"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"
fffp0036	1	{"lines_data": [{"Word": "TI38171", "Confidence": 0.505, "X1": 0.09763, "Y1": 0.0122, "X2": 0.01451, "Y2": 0.012, "X3": 0.01451, "Y3": -0.0002, "X4": 0.09763, "Y4": -0.0002, "page": 0}, {"Word": "FOR DEPOSIT ONLY", "Confidence": 0.99433, "X1": 0.37863, "Y1": 0.2912, "X2": 0.55541, "Y2": 0.291, "X3": 0.55409, "Y3": 0.3098, "X4": 0.37599, "Y4": 0.2998, "page": 0}, {"Word": "PAY TO THE ORDER OF", "Confidence": 0.9976, "X1": 0.36544, "Y1": 0.3082, "X2": 0.5686, "Y2": 0.308, "X3": 0.56728, "Y3": 0.3238, "X4": 0.36412, "Y4": 0.3128, "page": 0}, {"Word": "Citizens Commercial & Savings Bank", "Confidence": 0.9802, "X1": 0.32322, "Y1": 0.3262, "X2": 0.6095, "Y2": 0.326, "X3": 0.60686, "Y3": 0.3438, "X4": 0.32058, "Y4": 0.3288, "page": 0}, {"Word": "FLINT, MICHIGAN", "Confidence": 0.991, "X1": 0.38259, "Y1": 0.3402, "X2": 0.53694, "Y2": 0.34, "X3": 0.53562, "Y3": 0.3548, "X4": 0.38127, "Y4": 0.3468, "page": 0}, {"Word": "Weiland & Associates", "Confidence": 0.62333, "X1": 0.35884, "Y1": 0.3582, "X2": 0.56069, "Y2": 0.358, "X3": 0.55937, "Y3": 0.3738, "X4": 0.35752, "Y4": 0.3618, "page": 0}, {"Word": "8045726", "Confidence": 0.994, "X1": 0.41953, "Y1": 0.3702, "X2": 0.5, "Y2": 0.37, "X3": 0.49868, "Y3": 0.3848, "X4": 0.41821, "Y4": 0.3808, "page": 0}, {"Word": "0106", "Confidence": 0.788, "X1": 0.41557, "Y1": 0.4702, "X2": 0.48153, "Y2": 0.47, "X3": 0.48417, "Y3": 0.4918, "X4": 0.41689, "Y4": 0.4958, "page": 0}, {"Word": "17961", "Confidence": 0.251, "X1": 0.50792, "Y1": 0.4682, "X2": 0.62665, "Y2": 0.468, "X3": 0.62665, "Y3": 0.4938, "X4": 0.50792, "Y4": 0.4928, "page": 0}, {"Word": "CITIZEN'S BANK", "Confidence": 0.6375, "X1": 0.46042, "Y1": 0.5172, "X2": 0.58707, "Y2": 0.517, "X3": 0.58839, "Y3": 0.5358, "X4": 0.46042, "Y4": 0.5388, "page": 0}, {"Word": "BANKCE CENTER", "Confidence": 0.4125, "X1": 0.45515, "Y1": 0.5462, "X2": 0.59235, "Y2": 0.546, "X3": 0.59235, "Y3": 0.5608, "X4": 0.45515, "Y4": 0.5608, "page": 0}, {"Word": "1072 400 5284", "Confidence": 0.71933, "X1": 0.43536, "Y1": 0.5712, "X2": 0.6095, "Y2": 0.571, "X3": 0.6095, "Y3": 0.5908, "X4": 0.43536, "Y4": 0.5938, "page": 0}, {"Word": "JAN -6 987", "Confidence": 0.65633, "X1": 0.4314, "Y1": 0.6202, "X2": 0.53166, "Y2": 0.62, "X3": 0.53166, "Y3": 0.6368, "X4": 0.4314, "Y4": 0.6388, "page": 0}, {"Word": "0033557669", "Confidence": 0.953, "X1": 0.62401, "Y1": 0.8502, "X2": 0.62269, "Y2": 0.85, "X3": 0.65567, "Y3": 0.8498, "X4": 0.65699, "Y4": 0.9778, "page": 0}], "words_data": [{"Word": "TI38171", "Confidence": 0.505, "X1": 0.09631, "Y1": 0.0122, "X2": 0.02375, "Y2": 0.012, "X3": 0.02507, "Y3": 0.0008, "X4": 0.09763, "Y4": -0.0002, "page": 0, "Index": 0}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.38391, "Y1": 0.2852, "X2": 0.42348, "Y2": 0.285, "X3": 0.41953, "Y3": 0.2998, "X4": 0.37995, "Y4": 0.2978, "page": 0, "Index": 1}, {"Word": "DEPOSIT", "Confidence": 0.996, "X1": 0.42876, "Y1": 0.2892, "X2": 0.50264, "Y2": 0.289, "X3": 0.49868, "Y3": 0.3048, "X4": 0.4248, "Y4": 0.2998, "page": 0, "Index": 2}, {"Word": "PAY", "Confidence": 0.998, "X1": 0.36675, "Y1": 0.3012, "X2": 0.40106, "Y2": 0.301, "X3": 0.39842, "Y3": 0.3148, "X4": 0.36412, "Y4": 0.3128, "page": 0, "Index": 3}, {"Word": "TO", "Confidence": 0.998, "X1": 0.40501, "Y1": 0.3022, "X2": 0.42612, "Y2": 0.302, "X3": 0.4248, "Y3": 0.3168, "X4": 0.40369, "Y4": 0.3148, "page": 0, "Index": 4}, {"Word": "ONLY", "Confidence": 0.989, "X1": 0.5066, "Y1": 0.2922, "X2": 0.55409, "Y2": 0.292, "X3": 0.55013, "Y3": 0.3098, "X4": 0.50264, "Y4": 0.3048, "page": 0, "Index": 5}, {"Word": "THE", "Confidence": 0.998, "X1": 0.43272, "Y1": 0.3042, "X2": 0.46966, "Y2": 0.304, "X3": 0.46702, "Y3": 0.3188, "X4": 0.4314, "Y4": 0.3168, "page": 0, "Index": 6}, {"Word": "ORDER", "Confidence": 0.996, "X1": 0.47361, "Y1": 0.3072, "X2": 0.5343, "Y2": 0.307, "X3": 0.53298, "Y3": 0.3218, "X4": 0.4723, "Y4": 0.3188, "page": 0, "Index": 7}, {"Word": "OF", "Confidence": 0.998, "X1": 0.53958, "Y1": 0.3092, "X2": 0.56464, "Y2": 0.309, "X3": 0.56332, "Y3": 0.3238, "X4": 0.53826, "Y4": 0.3228, "page": 0, "Index": 8}, {"Word": "Citizens", "Confidence": 0.993, "X1": 0.32454, "Y1": 0.3152, "X2": 0.38391, "Y2": 0.315, "X3": 0.38259, "Y3": 0.3308, "X4": 0.3219, "Y4": 0.3298, "page": 0, "Index": 9}, {"Word": "Commercial", "Confidence": 0.993, "X1": 0.38918, "Y1": 0.3212, "X2": 0.48021, "Y2": 0.321, "X3": 0.47757, "Y3": 0.3358, "X4": 0.38654, "Y4": 0.3318, "page": 0, "Index": 10}, {"Word": "&", "Confidence": 0.991, "X1": 0.48417, "Y1": 0.3222, "X2": 0.49736, "Y2": 0.322, "X3": 0.49472, "Y3": 0.3368, "X4": 0.48153, "Y4": 0.3358, "page": 0, "Index": 11}, {"Word": "Savings", "Confidence": 0.991, "X1": 0.50132, "Y1": 0.3252, "X2": 0.56069, "Y2": 0.325, "X3": 0.55805, "Y3": 0.3408, "X4": 0.49868, "Y4": 0.3368, "page": 0, "Index": 12}, {"Word": "Bank", "Confidence": 0.933, "X1": 0.56464, "Y1": 0.3272, "X2": 0.60686, "Y2": 0.327, "X3": 0.60422, "Y3": 0.3438, "X4": 0.56201, "Y4": 0.3408, "page": 0, "Index": 13}, {"Word": "FLINT,", "Confidence": 0.991, "X1": 0.38918, "Y1": 0.3352, "X2": 0.44459, "Y2": 0.335, "X3": 0.44195, "Y3": 0.3498, "X4": 0.38654, "Y4": 0.3468, "page": 0, "Index": 14}, {"Word": "MICHIGAN", "Confidence": 0.991, "X1": 0.44855, "Y1": 0.3402, "X2": 0.53298, "Y2": 0.34, "X3": 0.53166, "Y3": 0.3548, "X4": 0.44591, "Y4": 0.3508, "page": 0, "Index": 15}, {"Word": "Weiland", "Confidence": 0.668, "X1": 0.36016, "Y1": 0.3512, "X2": 0.43668, "Y2": 0.351, "X3": 0.43404, "Y3": 0.3668, "X4": 0.35752, "Y4": 0.3628, "page": 0, "Index": 16}, {"Word": "&", "Confidence": 0.981, "X1": 0.44063, "Y1": 0.3522, "X2": 0.45515, "Y2": 0.352, "X3": 0.45251, "Y3": 0.3678, "X4": 0.43931, "Y4": 0.3668, "page": 0, "Index": 17}, {"Word": "Associates", "Confidence": 0.221, "X1": 0.46042, "Y1": 0.3592, "X2": 0.56069, "Y2": 0.359, "X3": 0.55805, "Y3": 0.3748, "X4": 0.4591, "Y4": 0.3678, "page": 0, "Index": 18}, {"Word": "8045726", "Confidence": 0.994, "X1": 0.42084, "Y1": 0.3712, "X2": 0.49736, "Y2": 0.371, "X3": 0.49472, "Y3": 0.3858, "X4": 0.41953, "Y4": 0.3808, "page": 0, "Index": 19}, {"Word": "0106", "Confidence": 0.788, "X1": 0.41557, "Y1": 0.4702, "X2": 0.47889, "Y2": 0.47, "X3": 0.48153, "Y3": 0.4928, "X4": 0.41689, "Y4": 0.4958, "page": 0, "Index": 20}, {"Word": "17961", "Confidence": 0.251, "X1": 0.50792, "Y1": 0.4702, "X2": 0.62269, "Y2": 0.47, "X3": 0.62401, "Y3": 0.4928, "X4": 0.50923, "Y4": 0.4938, "page": 0, "Index": 21}, {"Word": "CITIZEN'S", "Confidence": 0.667, "X1": 0.46306, "Y1": 0.5182, "X2": 0.5343, "Y2": 0.518, "X3": 0.53298, "Y3": 0.5348, "X4": 0.46174, "Y4": 0.5398, "page": 0, "Index": 22}, {"Word": "BANK", "Confidence": 0.608, "X1": 0.53826, "Y1": 0.5192, "X2": 0.58443, "Y2": 0.519, "X3": 0.58443, "Y3": 0.5348, "X4": 0.53826, "Y4": 0.5348, "page": 0, "Index": 23}, {"Word": "BANKCE", "Confidence": 0.159, "X1": 0.45646, "Y1": 0.5472, "X2": 0.51979, "Y2": 0.547, "X3": 0.51847, "Y3": 0.5598, "X4": 0.45646, "Y4": 0.5608, "page": 0, "Index": 24}, {"Word": "CENTER", "Confidence": 0.666, "X1": 0.5277, "Y1": 0.5462, "X2": 0.58971, "Y2": 0.546, "X3": 0.58839, "Y3": 0.5608, "X4": 0.52639, "Y4": 0.5598, "page": 0, "Index": 25}, {"Word": "1072", "Confidence": 0.472, "X1": 0.43799, "Y1": 0.5732, "X2": 0.49736, "Y2": 0.573, "X3": 0.49604, "Y3": 0.5918, "X4": 0.43668, "Y4": 0.5938, "page": 0, "Index": 26}, {"Word": "400", "Confidence": 0.952, "X1": 0.50264, "Y1": 0.5722, "X2": 0.54354, "Y2": 0.572, "X3": 0.54354, "Y3": 0.5908, "X4": 0.50264, "Y4": 0.5918, "page": 0, "Index": 27}, {"Word": "5284", "Confidence": 0.734, "X1": 0.54749, "Y1": 0.5722, "X2": 0.60686, "Y2": 0.572, "X3": 0.60686, "Y3": 0.5908, "X4": 0.54749, "Y4": 0.5908, "page": 0, "Index": 28}, {"Word": "987", "Confidence": 0.338, "X1": 0.4934, "Y1": 0.6212, "X2": 0.53034, "Y2": 0.621, "X3": 0.52902, "Y3": 0.6368, "X4": 0.49208, "Y4": 0.6388, "page": 0, "Index": 29}, {"Word": "JAN", "Confidence": 0.633, "X1": 0.43272, "Y1": 0.6222, "X2": 0.46042, "Y2": 0.622, "X3": 0.4591, "Y3": 0.6388, "X4": 0.4314, "Y4": 0.6398, "page": 0, "Index": 30}, {"Word": "-6", "Confidence": 0.998, "X1": 0.46438, "Y1": 0.6212, "X2": 0.48813, "Y2": 0.621, "X3": 0.48813, "Y3": 0.6388, "X4": 0.46438, "Y4": 0.6388, "page": 0, "Index": 31}, {"Word": "0033557669", "Confidence": 0.953, "X1": 0.62401, "Y1": 0.8542, "X2": 0.62269, "Y2": 0.854, "X3": 0.65567, "Y3": 0.8538, "X4": 0.65567, "Y4": 0.9778, "page": 0, "Index": 32}]}	"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"
fffp0036	0	{"lines_data": [{"Word": "TI381714", "Confidence": 0.669, "X1": 0.978, "Y1": 0.0002, "X2": 0.979, "Y2": 0.0, "X3": 0.995, "Y3": -0.0002, "X4": 0.995, "Y4": 0.08819, "page": 0}, {"Word": "2\u24480000001941\u2448 \u2446054001204\u24462086539749 \u2448", "Confidence": 0.874, "X1": 0.692, "Y1": 0.33397, "X2": 0.232, "Y2": 0.33377, "X3": 0.232, "Y3": 0.30851, "X4": 0.692, "Y4": 0.30983, "page": 0}, {"Word": "0000520000\u2447", "Confidence": 0.941, "X1": 0.002, "Y1": 0.30891, "X2": 0.131, "Y2": 0.30871, "X3": 0.131, "Y3": 0.3283, "X4": 0.002, "Y4": 0.33093, "page": 0}, {"Word": "\u0160OC\u00cd", "Confidence": 0.359, "X1": 0.566, "Y1": 0.44479, "X2": 0.537, "Y2": 0.44459, "X3": 0.538, "Y3": 0.42724, "X4": 0.566, "Y4": 0.42856, "page": 0}, {"Word": "2,500200", "Confidence": 0.576, "X1": 0.112, "Y1": 0.60574, "X2": 0.016, "Y2": 0.60554, "X3": 0.016, "Y3": 0.59083, "X4": 0.112, "Y4": 0.59083, "page": 0}, {"Word": "5.WASHINGTON D.C. 20086", "Confidence": 0.52467, "X1": 0.659, "Y1": 0.61761, "X2": 0.494, "Y2": 0.61741, "X3": 0.494, "Y3": 0.59347, "X4": 0.659, "Y4": 0.59347, "page": 0}, {"Word": "LABOR MANAGEMENT COMM.", "Confidence": 0.894, "X1": 0.708, "Y1": 0.65455, "X2": 0.432, "Y2": 0.65435, "X3": 0.432, "Y3": 0.62513, "X4": 0.708, "Y4": 0.62645, "page": 0}, {"Word": "- INDOW .", "Confidence": 0.25133, "X1": 0.025, "Y1": 0.62025, "X2": 0.115, "Y2": 0.62005, "X3": 0.115, "Y3": 0.63568, "X4": 0.025, "Y4": 0.637, "page": 0}, {"Word": "TOBACCO INDUSTRY !!", "Confidence": 0.65067, "X1": 0.683, "Y1": 0.67698, "X2": 0.459, "Y2": 0.67678, "X3": 0.459, "Y3": 0.64624, "X4": 0.683, "Y4": 0.64492, "page": 0}], "words_data": [{"Word": "TI381714", "Confidence": 0.669, "X1": 0.979, "Y1": 0.00152, "X2": 0.98, "Y2": 0.00132, "X3": 0.995, "Y3": 0.00112, "X4": 0.996, "Y4": 0.08687, "page": 0, "Index": 0}, {"Word": "\u2448", "Confidence": 0.881, "X1": 0.248, "Y1": 0.33397, "X2": 0.238, "Y2": 0.33377, "X3": 0.239, "Y3": 0.31246, "X4": 0.248, "Y4": 0.31246, "page": 0, "Index": 1}, {"Word": "\u2446054001204\u24462086539749", "Confidence": 0.931, "X1": 0.496, "Y1": 0.33397, "X2": 0.259, "Y2": 0.33377, "X3": 0.259, "Y3": 0.31246, "X4": 0.497, "Y4": 0.30983, "page": 0, "Index": 2}, {"Word": "2\u24480000001941\u2448", "Confidence": 0.81, "X1": 0.665, "Y1": 0.33397, "X2": 0.509, "Y2": 0.33377, "X3": 0.51, "Y3": 0.30983, "X4": 0.665, "Y4": 0.31378, "page": 0, "Index": 3}, {"Word": "0000520000\u2447", "Confidence": 0.941, "X1": 0.005, "Y1": 0.30891, "X2": 0.127, "Y2": 0.30871, "X3": 0.127, "Y3": 0.32962, "X4": 0.005, "Y4": 0.33093, "page": 0, "Index": 4}, {"Word": "\u0160OC\u00cd", "Confidence": 0.359, "X1": 0.565, "Y1": 0.44479, "X2": 0.537, "Y2": 0.44459, "X3": 0.538, "Y3": 0.42724, "X4": 0.566, "Y4": 0.42856, "page": 0, "Index": 5}, {"Word": "2,500200", "Confidence": 0.576, "X1": 0.08, "Y1": 0.60574, "X2": 0.021, "Y2": 0.60554, "X3": 0.022, "Y3": 0.59215, "X4": 0.081, "Y4": 0.59215, "page": 0, "Index": 6}, {"Word": "20086", "Confidence": 0.311, "X1": 0.532, "Y1": 0.61761, "X2": 0.499, "Y2": 0.61741, "X3": 0.498, "Y3": 0.59611, "X4": 0.532, "Y4": 0.59611, "page": 0, "Index": 7}, {"Word": "D.C.", "Confidence": 0.669, "X1": 0.563, "Y1": 0.61629, "X2": 0.536, "Y2": 0.61609, "X3": 0.535, "Y3": 0.59611, "X4": 0.562, "Y4": 0.59611, "page": 0, "Index": 8}, {"Word": "5.WASHINGTON", "Confidence": 0.594, "X1": 0.658, "Y1": 0.61629, "X2": 0.568, "Y2": 0.61609, "X3": 0.568, "Y3": 0.59611, "X4": 0.657, "Y4": 0.59479, "page": 0, "Index": 9}, {"Word": "MANAGEMENT", "Confidence": 0.941, "X1": 0.637, "Y1": 0.65323, "X2": 0.508, "Y2": 0.65303, "X3": 0.508, "Y3": 0.62645, "X4": 0.636, "Y4": 0.62645, "page": 0, "Index": 10}, {"Word": "LABOR", "Confidence": 0.994, "X1": 0.703, "Y1": 0.65455, "X2": 0.643, "Y2": 0.65435, "X3": 0.642, "Y3": 0.62645, "X4": 0.702, "Y4": 0.62777, "page": 0, "Index": 11}, {"Word": "-", "Confidence": 0, "X1": 0.045, "Y1": 0.62157, "X2": 0.051, "Y2": 0.62137, "X3": 0.051, "Y3": 0.637, "X4": 0.045, "Y4": 0.637, "page": 0, "Index": 12}, {"Word": "INDOW", "Confidence": 0.616, "X1": 0.053, "Y1": 0.62157, "X2": 0.085, "Y2": 0.62137, "X3": 0.085, "Y3": 0.637, "X4": 0.053, "Y4": 0.637, "page": 0, "Index": 13}, {"Word": ".", "Confidence": 0.138, "X1": 0.097, "Y1": 0.62157, "X2": 0.104, "Y2": 0.62137, "X3": 0.103, "Y3": 0.637, "X4": 0.096, "Y4": 0.637, "page": 0, "Index": 14}, {"Word": "COMM.", "Confidence": 0.747, "X1": 0.504, "Y1": 0.65455, "X2": 0.436, "Y2": 0.65435, "X3": 0.436, "Y3": 0.62909, "X4": 0.503, "Y4": 0.62645, "page": 0, "Index": 15}, {"Word": "!!", "Confidence": 0, "X1": 0.478, "Y1": 0.67434, "X2": 0.46, "Y2": 0.67414, "X3": 0.46, "Y3": 0.64888, "X4": 0.478, "Y4": 0.6502, "page": 0, "Index": 16}, {"Word": "INDUSTRY", "Confidence": 0.994, "X1": 0.572, "Y1": 0.67566, "X2": 0.482, "Y2": 0.67546, "X3": 0.482, "Y3": 0.6502, "X4": 0.572, "Y4": 0.65152, "page": 0, "Index": 17}, {"Word": "TOBACCO", "Confidence": 0.958, "X1": 0.663, "Y1": 0.67698, "X2": 0.579, "Y2": 0.67678, "X3": 0.579, "Y3": 0.65152, "X4": 0.663, "Y4": 0.64756, "page": 0, "Index": 18}]}	"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"
ffwd0012	1	{"lines_data": [{"Word": "CXOUT COUPON! !!", "Confidence": 0.31567, "X1": 0.035, "Y1": 0.35924, "X2": 0.142, "Y2": 0.35904, "X3": 0.143, "Y3": 0.38412, "X4": 0.035, "Y4": 0.38539, "page": 0}, {"Word": "CHECKOUT COUPONTIL \u00ae", "Confidence": 0.40567, "X1": 0.201, "Y1": 0.3605, "X2": 0.33, "Y2": 0.3603, "X3": 0.33, "Y3": 0.38286, "X4": 0.201, "Y4": 0.38539, "page": 0}, {"Word": "CHECKOUT COUPONINE", "Confidence": 0.644, "X1": 0.392, "Y1": 0.36303, "X2": 0.521, "Y2": 0.36283, "X3": 0.521, "Y3": 0.38539, "X4": 0.392, "Y4": 0.38539, "page": 0}, {"Word": "CHECKOUT COUPON II1 9", "Confidence": 0.49575, "X1": 0.576, "Y1": 0.3643, "X2": 0.71, "Y2": 0.3641, "X3": 0.71, "Y3": 0.38412, "X4": 0.576, "Y4": 0.38539, "page": 0}, {"Word": "CHECKOUT COUPONTIN \u00ae", "Confidence": 0.423, "X1": 0.764, "Y1": 0.36556, "X2": 0.897, "Y2": 0.36536, "X3": 0.897, "Y3": 0.38665, "X4": 0.764, "Y4": 0.38665, "page": 0}, {"Word": "CHECKO", "Confidence": 0.663, "X1": 0.955, "Y1": 0.36682, "X2": 0.995, "Y2": 0.36662, "X3": 0.995, "Y3": 0.38918, "X4": 0.955, "Y4": 0.39171, "page": 0}, {"Word": "COUPON", "Confidence": 0.782, "X1": 0.13, "Y1": 0.38958, "X2": 0.174, "Y2": 0.38938, "X3": 0.174, "Y3": 0.40182, "X4": 0.13, "Y4": 0.40056, "page": 0}, {"Word": "EXPIRES 02/02/95", "Confidence": 0.8375, "X1": 0.19, "Y1": 0.38958, "X2": 0.299, "Y2": 0.38938, "X3": 0.299, "Y3": 0.40309, "X4": 0.19, "Y4": 0.40182, "page": 0}, {"Word": "17925", "Confidence": 0.662, "X1": 0.311, "Y1": 0.38958, "X2": 0.349, "Y2": 0.38938, "X3": 0.349, "Y3": 0.40435, "X4": 0.311, "Y4": 0.40435, "page": 0}, {"Word": "201179251-039901-1208-1692", "Confidence": 0.378, "X1": 0.486, "Y1": 0.40728, "X2": 0.485, "Y2": 0.40708, "X3": 0.498, "Y3": 0.40688, "X4": 0.499, "Y4": 0.56491, "page": 0}, {"Word": "BENSON & HEDGES", "Confidence": 0.966, "X1": 0.079, "Y1": 0.41234, "X2": 0.079, "Y2": 0.41214, "X3": 0.09, "Y3": 0.41194, "X4": 0.09, "Y4": 0.5687, "page": 0}, {"Word": "28200-01330", "Confidence": 0.991, "X1": 0.41, "Y1": 0.39464, "X2": 0.473, "Y2": 0.39444, "X3": 0.473, "Y3": 0.40814, "X4": 0.409, "Y4": 0.40688, "page": 0}, {"Word": "GROCE & PHILIPMORRIS DEPT 28200", "Confidence": 0.6622, "X1": 0.508, "Y1": 0.40854, "X2": 0.508, "Y2": 0.40834, "X3": 0.519, "Y3": 0.40814, "X4": 0.519, "Y4": 0.58261, "page": 0}, {"Word": "1 FAWCETT DR ., DEL RID TX 78840", "Confidence": 0.85975, "X1": 0.518, "Y1": 0.41107, "X2": 0.519, "Y2": 0.41087, "X3": 0.53, "Y3": 0.41067, "X4": 0.529, "Y4": 0.58387, "page": 0}, {"Word": "MERTT: 100's [Img \"For\". 0. 8 mg zigarette by Fl. mothed. ##4\|8\|", "Confidence": 0.546, "X1": 0.543, "Y1": 0.39211, "X2": 0.958, "Y2": 0.39191, "X3": 0.958, "Y3": 0.40941, "X4": 0.543, "Y4": 0.40688, "page": 0}, {"Word": "nicoline;Kings 8 mg \"tar\". U. h mg FF100's 16my\"{ ar \". 1. 2my nicefine", "Confidence": 0.53114, "X1": 0.543, "Y1": 0.40728, "X2": 0.962, "Y2": 0.40708, "X3": 0.962, "Y3": 0.42331, "X4": 0.542, "Y4": 0.42079, "page": 0}, {"Word": "VIRGINIA SLIMS", "Confidence": 0.7685, "X1": 0.069, "Y1": 0.44015, "X2": 0.068, "Y2": 0.43995, "X3": 0.079, "Y3": 0.43975, "X4": 0.08, "Y4": 0.5687, "page": 0}, {"Word": "$3.00 OFF", "Confidence": 0.996, "X1": 0.182, "Y1": 0.41234, "X2": 0.298, "Y2": 0.41214, "X3": 0.298, "Y3": 0.43849, "X4": 0.182, "Y4": 0.43849, "page": 0}, {"Word": "5-28200-3008", "Confidence": 0.624, "X1": 0.47, "Y1": 0.44268, "X2": 0.469, "Y2": 0.44248, "X3": 0.481, "Y3": 0.44228, "X4": 0.481, "Y4": 0.54089, "page": 0}, {"Word": "nicotine; I00's Uitra LI> Box tong Ultra Lts 100's bmg \"tar \". 0.5 mg", "Confidence": 0.68143, "X1": 0.544, "Y1": 0.42119, "X2": 0.962, "Y2": 0.42099, "X3": 0.962, "Y3": 0.43849, "X4": 0.544, "Y4": 0.43469, "page": 0}, {"Word": "REDEEMASLE ONLY AT", "Confidence": 0.814, "X1": 0.96, "Y1": 0.44268, "X2": 0.96, "Y2": 0.44248, "X3": 0.972, "Y3": 0.44228, "X4": 0.972, "Y4": 0.55859, "page": 0}, {"Word": "VOIDVOID", "Confidence": 0.668, "X1": 0.976, "Y1": 0.44521, "X2": 0.977, "Y2": 0.44501, "X3": 0.99, "Y3": 0.44607, "X4": 0.99, "Y4": 0.551, "page": 0}, {"Word": "PARLIAMENT", "Confidence": 0.993, "X1": 0.091, "Y1": 0.45532, "X2": 0.091, "Y2": 0.45512, "X3": 0.103, "Y3": 0.45492, "X4": 0.103, "Y4": 0.56996, "page": 0}, {"Word": "\"tar \". Il. lang nicotine: 100's Ultra aicotine av per cigarcile Ly FTC.", "Confidence": 0.72808, "X1": 0.544, "Y1": 0.43636, "X2": 0.967, "Y2": 0.43616, "X3": 0.967, "Y3": 0.45239, "X4": 0.544, "Y4": 0.4486, "page": 0}, {"Word": "ANY CARTON", "Confidence": 0.9965, "X1": 0.161, "Y1": 0.44141, "X2": 0.321, "Y2": 0.44121, "X3": 0.321, "Y3": 0.46756, "X4": 0.161, "Y4": 0.4663, "page": 0}, {"Word": "Lts Soft bmg\"tar\", 0. 5mog nicotine method. *** PARLIAMENT: Lts 100';", "Confidence": 0.71673, "X1": 0.542, "Y1": 0.44647, "X2": 0.972, "Y2": 0.44627, "X3": 0.972, "Y3": 0.46503, "X4": 0.542, "Y4": 0.46251, "page": 0}, {"Word": "Kings Ultra Its Sma W", "Confidence": 0.611, "X1": 0.543, "Y1": 0.46291, "X2": 0.682, "Y2": 0.46271, "X3": 0.682, "Y3": 0.47894, "X4": 0.543, "Y4": 0.47641, "page": 0}, {"Word": "r\". 0. 5 mg 12mg\"tar\". 1. Ong nicotine; Lt King.", "Confidence": 0.7597, "X1": 0.689, "Y1": 0.46417, "X2": 0.966, "Y2": 0.46397, "X3": 0.966, "Y3": 0.47894, "X4": 0.689, "Y4": 0.47641, "page": 0}, {"Word": "MERIT", "Confidence": 0.995, "X1": 0.055, "Y1": 0.49325, "X2": 0.055, "Y2": 0.49305, "X3": 0.068, "Y3": 0.49285, "X4": 0.068, "Y4": 0.57123, "page": 0}, {"Word": "OF THESE FOUR QUALITY BRANDS", "Confidence": 0.9906, "X1": 0.128, "Y1": 0.47555, "X2": 0.354, "Y2": 0.47535, "X3": 0.354, "Y3": 0.49285, "X4": 0.128, "Y4": 0.49285, "page": 0}, {"Word": "micotime: Ultima 100's 2ing \"tar\", Soff 9mg\"tar \". l. Ray ascofine;Lts", "Confidence": 0.54927, "X1": 0.544, "Y1": 0.47808, "X2": 0.964, "Y2": 0.47788, "X3": 0.964, "Y3": 0.49285, "X4": 0.544, "Y4": 0.48905, "page": 0}, {"Word": "..", "Confidence": 0.779, "X1": 0.033, "Y1": 0.50336, "X2": 0.033, "Y2": 0.50316, "X3": 0.037, "Y3": 0.5017, "X4": 0.037, "Y4": 0.51434, "page": 0}, {"Word": "0. 2mg nicotine; Ultima Kings 1 mg Box 9mg \"tar \". O. Zug nicotine av.", "Confidence": 0.76007, "X1": 0.541, "Y1": 0.49198, "X2": 0.96, "Y2": 0.49178, "X3": 0.96, "Y3": 0.50675, "X4": 0.541, "Y4": 0.50296, "page": 0}, {"Word": "LIMITED TO SMOKER'S 21 OR OLDER", "Confidence": 0.91317, "X1": 0.126, "Y1": 0.49325, "X2": 0.355, "Y2": 0.49305, "X3": 0.355, "Y3": 0.50928, "X4": 0.126, "Y4": 0.50802, "page": 0}, {"Word": "\"tar \". O. lmg nicotine av. per", "Confidence": 0.56829, "X1": 0.541, "Y1": 0.50842, "X2": 0.729, "Y2": 0.50822, "X3": 0.728, "Y3": 0.52319, "X4": 0.541, "Y4": 0.5156, "page": 0}, {"Word": "per cigarette by FTC method.", "Confidence": 0.8768, "X1": 0.754, "Y1": 0.50589, "X2": 0.936, "Y2": 0.50569, "X3": 0.936, "Y3": 0.52066, "X4": 0.754, "Y4": 0.52066, "page": 0}, {"Word": "cigaretle by FTC method. v. S.", "Confidence": 0.73283, "X1": 0.542, "Y1": 0.51727, "X2": 0.75, "Y2": 0.51707, "X3": 0.75, "Y3": 0.5333, "X4": 0.542, "Y4": 0.5333, "page": 0}, {"Word": "MERIT,", "Confidence": 0.571, "X1": 0.199, "Y1": 0.52106, "X2": 0.283, "Y2": 0.52086, "X3": 0.283, "Y3": 0.54468, "X4": 0.199, "Y4": 0.54215, "page": 0}, {"Word": "100's&120's 15 mg \"tar\". 1. 1 mg", "Confidence": 0.77043, "X1": 0.545, "Y1": 0.5337, "X2": 0.748, "Y2": 0.5335, "X3": 0.747, "Y3": 0.54721, "X4": 0.545, "Y4": 0.54342, "page": 0}, {"Word": "SURGEON GENERAL'S WARNING:", "Confidence": 0.96067, "X1": 0.773, "Y1": 0.53244, "X2": 0.944, "Y2": 0.53224, "X3": 0.944, "Y3": 0.54847, "X4": 0.773, "Y4": 0.54721, "page": 0}, {"Word": "nicotine; Its 100's 9muy \"tar\". 0.7", "Confidence": 0.6755, "X1": 0.543, "Y1": 0.54508, "X2": 0.752, "Y2": 0.54488, "X3": 0.752, "Y3": 0.55985, "X4": 0.543, "Y4": 0.56111, "page": 0}, {"Word": "Smoking Causes Lung Cancer,", "Confidence": 0.70375, "X1": 0.762, "Y1": 0.54887, "X2": 0.936, "Y2": 0.54867, "X3": 0.936, "Y3": 0.56364, "X4": 0.762, "Y4": 0.56111, "page": 0}, {"Word": "BENSON &HEDGES100", "Confidence": 0.9435, "X1": 0.114, "Y1": 0.54634, "X2": 0.364, "Y2": 0.54614, "X3": 0.364, "Y3": 0.57376, "X4": 0.113, "Y4": 0.57123, "page": 0}, {"Word": "mg nicotine; Ultra Lts 100's 6 mg", "Confidence": 0.78971, "X1": 0.543, "Y1": 0.56025, "X2": 0.75, "Y2": 0.56005, "X3": 0.75, "Y3": 0.57629, "X4": 0.543, "Y4": 0.57502, "page": 0}, {"Word": "Heart Disease, Fmphysenie, and", "Confidence": 0.56275, "X1": 0.761, "Y1": 0.56278, "X2": 0.951, "Y2": 0.56258, "X3": 0.951, "Y3": 0.57881, "X4": 0.761, "Y4": 0.57502, "page": 0}, {"Word": "VIRGINIA SLIMS OR PARLIAMENT", "Confidence": 0.96825, "X1": 0.132, "Y1": 0.57669, "X2": 0.35, "Y2": 0.57649, "X3": 0.35, "Y3": 0.59398, "X4": 0.132, "Y4": 0.59272, "page": 0}, {"Word": "28200-01350", "Confidence": 0.912, "X1": 0.408, "Y1": 0.57921, "X2": 0.473, "Y2": 0.57901, "X3": 0.473, "Y3": 0.59525, "X4": 0.408, "Y4": 0.59525, "page": 0}, {"Word": "\". 0. 5mg nicotine; Superslims", "Confidence": 0.8184, "X1": 0.566, "Y1": 0.57416, "X2": 0.751, "Y2": 0.57396, "X3": 0.751, "Y3": 0.59146, "X4": 0.566, "Y4": 0.58766, "page": 0}, {"Word": "May Complicate Pregnancy.", "Confidence": 0.81967, "X1": 0.759, "Y1": 0.57669, "X2": 0.921, "Y2": 0.57649, "X3": 0.921, "Y3": 0.59146, "X4": 0.758, "Y4": 0.59019, "page": 0}, {"Word": "bog \"tar\", 0. 4ng siculine av per", "Confidence": 0.67643, "X1": 0.543, "Y1": 0.58933, "X2": 0.75, "Y2": 0.58913, "X3": 0.75, "Y3": 0.60536, "X4": 0.542, "Y4": 0.60157, "page": 0}, {"Word": "CHECKOUT COURANTE \" ;. ; CHECKOUT COUPON", "Confidence": 0.29657, "X1": 0.482, "Y1": 0.60323, "X2": 0.811, "Y2": 0.60303, "X3": 0.811, "Y3": 0.62685, "X4": 0.482, "Y4": 0.62559, "page": 0}, {"Word": "CHECKOUT COUPONOLARAK", "Confidence": 0.248, "X1": 0.289, "Y1": 0.60323, "X2": 0.477, "Y2": 0.60303, "X3": 0.476, "Y3": 0.62938, "X4": 0.288, "Y4": 0.62306, "page": 0}, {"Word": "2045203546", "Confidence": 0.994, "X1": 0.159, "Y1": 0.93699, "X2": 0.063, "Y2": 0.93679, "X3": 0.063, "Y3": 0.9151, "X4": 0.158, "Y4": 0.91257, "page": 0}], "words_data": [{"Word": "CXOUT", "Confidence": 0.375, "X1": 0.035, "Y1": 0.3605, "X2": 0.066, "Y2": 0.3603, "X3": 0.066, "Y3": 0.38665, "X4": 0.035, "Y4": 0.38539, "page": 0, "Index": 0}, {"Word": "COUPON!", "Confidence": 0.556, "X1": 0.07, "Y1": 0.3605, "X2": 0.116, "Y2": 0.3603, "X3": 0.116, "Y3": 0.38412, "X4": 0.07, "Y4": 0.38665, "page": 0, "Index": 1}, {"Word": "!!", "Confidence": 0.016, "X1": 0.12, "Y1": 0.36177, "X2": 0.141, "Y2": 0.36157, "X3": 0.14, "Y3": 0.3816, "X4": 0.12, "Y4": 0.38412, "page": 0, "Index": 2}, {"Word": "CHECKOUT", "Confidence": 0.782, "X1": 0.202, "Y1": 0.3605, "X2": 0.254, "Y2": 0.3603, "X3": 0.253, "Y3": 0.38539, "X4": 0.202, "Y4": 0.38539, "page": 0, "Index": 3}, {"Word": "COUPONTIL", "Confidence": 0.417, "X1": 0.258, "Y1": 0.36177, "X2": 0.317, "Y2": 0.36157, "X3": 0.317, "Y3": 0.38412, "X4": 0.257, "Y4": 0.38539, "page": 0, "Index": 4}, {"Word": "\u00ae", "Confidence": 0.018, "X1": 0.321, "Y1": 0.36177, "X2": 0.33, "Y2": 0.36157, "X3": 0.329, "Y3": 0.38286, "X4": 0.32, "Y4": 0.38412, "page": 0, "Index": 5}, {"Word": "CHECKOUT", "Confidence": 0.639, "X1": 0.392, "Y1": 0.36303, "X2": 0.443, "Y2": 0.36283, "X3": 0.443, "Y3": 0.38665, "X4": 0.392, "Y4": 0.38665, "page": 0, "Index": 6}, {"Word": "COUPONINE", "Confidence": 0.649, "X1": 0.446, "Y1": 0.3643, "X2": 0.513, "Y2": 0.3641, "X3": 0.513, "Y3": 0.38539, "X4": 0.446, "Y4": 0.38665, "page": 0, "Index": 7}, {"Word": "CHECKOUT", "Confidence": 0.95, "X1": 0.577, "Y1": 0.36556, "X2": 0.63, "Y2": 0.36536, "X3": 0.629, "Y3": 0.38539, "X4": 0.577, "Y4": 0.38665, "page": 0, "Index": 8}, {"Word": "COUPON", "Confidence": 0.991, "X1": 0.633, "Y1": 0.36556, "X2": 0.676, "Y2": 0.36536, "X3": 0.675, "Y3": 0.38539, "X4": 0.633, "Y4": 0.38539, "page": 0, "Index": 9}, {"Word": "II1", "Confidence": 0.01, "X1": 0.679, "Y1": 0.36556, "X2": 0.695, "Y2": 0.36536, "X3": 0.693, "Y3": 0.38539, "X4": 0.678, "Y4": 0.38539, "page": 0, "Index": 10}, {"Word": "9", "Confidence": 0.032, "X1": 0.698, "Y1": 0.36556, "X2": 0.707, "Y2": 0.36536, "X3": 0.706, "Y3": 0.38539, "X4": 0.697, "Y4": 0.38539, "page": 0, "Index": 11}, {"Word": "CHECKOUT", "Confidence": 0.657, "X1": 0.765, "Y1": 0.36682, "X2": 0.818, "Y2": 0.36662, "X3": 0.818, "Y3": 0.38665, "X4": 0.765, "Y4": 0.38792, "page": 0, "Index": 12}, {"Word": "COUPONTIN", "Confidence": 0.609, "X1": 0.821, "Y1": 0.36809, "X2": 0.882, "Y2": 0.36789, "X3": 0.881, "Y3": 0.38665, "X4": 0.821, "Y4": 0.38665, "page": 0, "Index": 13}, {"Word": "\u00ae", "Confidence": 0.003, "X1": 0.885, "Y1": 0.36935, "X2": 0.894, "Y2": 0.36915, "X3": 0.893, "Y3": 0.38665, "X4": 0.884, "Y4": 0.38665, "page": 0, "Index": 14}, {"Word": "CHECKO", "Confidence": 0.663, "X1": 0.955, "Y1": 0.36682, "X2": 0.995, "Y2": 0.36662, "X3": 0.996, "Y3": 0.38792, "X4": 0.955, "Y4": 0.39044, "page": 0, "Index": 15}, {"Word": "COUPON", "Confidence": 0.782, "X1": 0.133, "Y1": 0.39084, "X2": 0.171, "Y2": 0.39064, "X3": 0.171, "Y3": 0.40182, "X4": 0.133, "Y4": 0.40056, "page": 0, "Index": 16}, {"Word": "EXPIRES", "Confidence": 0.907, "X1": 0.191, "Y1": 0.38958, "X2": 0.235, "Y2": 0.38938, "X3": 0.235, "Y3": 0.40182, "X4": 0.191, "Y4": 0.40182, "page": 0, "Index": 17}, {"Word": "02/02/95", "Confidence": 0.768, "X1": 0.243, "Y1": 0.39084, "X2": 0.295, "Y2": 0.39064, "X3": 0.294, "Y3": 0.40309, "X4": 0.243, "Y4": 0.40182, "page": 0, "Index": 18}, {"Word": "17925", "Confidence": 0.662, "X1": 0.313, "Y1": 0.39084, "X2": 0.347, "Y2": 0.39064, "X3": 0.347, "Y3": 0.40435, "X4": 0.313, "Y4": 0.40435, "page": 0, "Index": 19}, {"Word": "MERTT:", "Confidence": 0.764, "X1": 0.544, "Y1": 0.39084, "X2": 0.584, "Y2": 0.39064, "X3": 0.584, "Y3": 0.40562, "X4": 0.543, "Y4": 0.40435, "page": 0, "Index": 20}, {"Word": "100's", "Confidence": 0.184, "X1": 0.596, "Y1": 0.39211, "X2": 0.628, "Y2": 0.39191, "X3": 0.627, "Y3": 0.40688, "X4": 0.596, "Y4": 0.40562, "page": 0, "Index": 21}, {"Word": "HEDGES", "Confidence": 0.971, "X1": 0.08, "Y1": 0.41739, "X2": 0.08, "Y2": 0.41719, "X3": 0.09, "Y3": 0.41573, "X4": 0.09, "Y4": 0.48147, "page": 0, "Index": 22}, {"Word": "28200-01330", "Confidence": 0.991, "X1": 0.41, "Y1": 0.3959, "X2": 0.472, "Y2": 0.3957, "X3": 0.472, "Y3": 0.40941, "X4": 0.41, "Y4": 0.40814, "page": 0, "Index": 23}, {"Word": "201179251-039901-1208-1692", "Confidence": 0.378, "X1": 0.486, "Y1": 0.40854, "X2": 0.486, "Y2": 0.40834, "X3": 0.497, "Y3": 0.40814, "X4": 0.499, "Y4": 0.56491, "page": 0, "Index": 24}, {"Word": "28200", "Confidence": 0.681, "X1": 0.509, "Y1": 0.41107, "X2": 0.509, "Y2": 0.41087, "X3": 0.519, "Y3": 0.40941, "X4": 0.519, "Y4": 0.44101, "page": 0, "Index": 25}, {"Word": "78840", "Confidence": 0.955, "X1": 0.519, "Y1": 0.41234, "X2": 0.519, "Y2": 0.41214, "X3": 0.53, "Y3": 0.41194, "X4": 0.53, "Y4": 0.44354, "page": 0, "Index": 26}, {"Word": "[Img", "Confidence": 0.401, "X1": 0.634, "Y1": 0.39211, "X2": 0.66, "Y2": 0.39191, "X3": 0.66, "Y3": 0.40814, "X4": 0.634, "Y4": 0.40688, "page": 0, "Index": 27}, {"Word": "\"For\".", "Confidence": 0.681, "X1": 0.667, "Y1": 0.39337, "X2": 0.706, "Y2": 0.39317, "X3": 0.705, "Y3": 0.40814, "X4": 0.666, "Y4": 0.40814, "page": 0, "Index": 28}, {"Word": "0.", "Confidence": 0.559, "X1": 0.71, "Y1": 0.39337, "X2": 0.721, "Y2": 0.39317, "X3": 0.721, "Y3": 0.40814, "X4": 0.709, "Y4": 0.40814, "page": 0, "Index": 29}, {"Word": "8", "Confidence": 0.852, "X1": 0.723, "Y1": 0.39337, "X2": 0.73, "Y2": 0.39317, "X3": 0.73, "Y3": 0.40814, "X4": 0.723, "Y4": 0.40814, "page": 0, "Index": 30}, {"Word": "mg", "Confidence": 0.799, "X1": 0.734, "Y1": 0.39337, "X2": 0.751, "Y2": 0.39317, "X3": 0.751, "Y3": 0.40941, "X4": 0.734, "Y4": 0.40814, "page": 0, "Index": 31}, {"Word": "zigarette", "Confidence": 0.403, "X1": 0.756, "Y1": 0.39337, "X2": 0.813, "Y2": 0.39317, "X3": 0.813, "Y3": 0.40941, "X4": 0.756, "Y4": 0.40941, "page": 0, "Index": 32}, {"Word": "by", "Confidence": 0.991, "X1": 0.818, "Y1": 0.39337, "X2": 0.833, "Y2": 0.39317, "X3": 0.833, "Y3": 0.40941, "X4": 0.818, "Y4": 0.40941, "page": 0, "Index": 33}, {"Word": "Fl.", "Confidence": 0.248, "X1": 0.838, "Y1": 0.39337, "X2": 0.862, "Y2": 0.39317, "X3": 0.861, "Y3": 0.40941, "X4": 0.838, "Y4": 0.40941, "page": 0, "Index": 34}, {"Word": "mothed.", "Confidence": 0.663, "X1": 0.864, "Y1": 0.39337, "X2": 0.91, "Y2": 0.39317, "X3": 0.91, "Y3": 0.40814, "X4": 0.864, "Y4": 0.40941, "page": 0, "Index": 35}, {"Word": "##4\|8\|", "Confidence": 0.007, "X1": 0.917, "Y1": 0.39337, "X2": 0.958, "Y2": 0.39317, "X3": 0.958, "Y3": 0.40814, "X4": 0.917, "Y4": 0.40814, "page": 0, "Index": 36}, {"Word": "nicoline;Kings", "Confidence": 0.362, "X1": 0.543, "Y1": 0.40602, "X2": 0.634, "Y2": 0.40582, "X3": 0.634, "Y3": 0.42079, "X4": 0.543, "Y4": 0.42079, "page": 0, "Index": 37}, {"Word": "8", "Confidence": 0.7, "X1": 0.639, "Y1": 0.40602, "X2": 0.646, "Y2": 0.40582, "X3": 0.646, "Y3": 0.42205, "X4": 0.639, "Y4": 0.42205, "page": 0, "Index": 38}, {"Word": "mg", "Confidence": 0.609, "X1": 0.652, "Y1": 0.40602, "X2": 0.666, "Y2": 0.40582, "X3": 0.666, "Y3": 0.42205, "X4": 0.652, "Y4": 0.42205, "page": 0, "Index": 39}, {"Word": "\"tar\".", "Confidence": 0.647, "X1": 0.672, "Y1": 0.40602, "X2": 0.708, "Y2": 0.40582, "X3": 0.708, "Y3": 0.42205, "X4": 0.672, "Y4": 0.42205, "page": 0, "Index": 40}, {"Word": "U.", "Confidence": 0.032, "X1": 0.71, "Y1": 0.40602, "X2": 0.72, "Y2": 0.40582, "X3": 0.72, "Y3": 0.42205, "X4": 0.71, "Y4": 0.42205, "page": 0, "Index": 41}, {"Word": "h", "Confidence": 0.886, "X1": 0.723, "Y1": 0.40602, "X2": 0.729, "Y2": 0.40582, "X3": 0.729, "Y3": 0.42205, "X4": 0.723, "Y4": 0.42205, "page": 0, "Index": 42}, {"Word": "mg", "Confidence": 0.908, "X1": 0.734, "Y1": 0.40602, "X2": 0.75, "Y2": 0.40582, "X3": 0.75, "Y3": 0.42205, "X4": 0.734, "Y4": 0.42205, "page": 0, "Index": 43}, {"Word": "FF100's", "Confidence": 0.611, "X1": 0.756, "Y1": 0.40728, "X2": 0.8, "Y2": 0.40708, "X3": 0.8, "Y3": 0.42205, "X4": 0.756, "Y4": 0.42205, "page": 0, "Index": 44}, {"Word": "16my\"{", "Confidence": 0.126, "X1": 0.806, "Y1": 0.40728, "X2": 0.844, "Y2": 0.40708, "X3": 0.844, "Y3": 0.42331, "X4": 0.806, "Y4": 0.42205, "page": 0, "Index": 45}, {"Word": "ar", "Confidence": 0.549, "X1": 0.846, "Y1": 0.40728, "X2": 0.855, "Y2": 0.40708, "X3": 0.856, "Y3": 0.42331, "X4": 0.846, "Y4": 0.42331, "page": 0, "Index": 46}, {"Word": "\".", "Confidence": 0.703, "X1": 0.858, "Y1": 0.40854, "X2": 0.869, "Y2": 0.40834, "X3": 0.869, "Y3": 0.42331, "X4": 0.858, "Y4": 0.42331, "page": 0, "Index": 47}, {"Word": "1.", "Confidence": 0.849, "X1": 0.871, "Y1": 0.40854, "X2": 0.881, "Y2": 0.40834, "X3": 0.881, "Y3": 0.42331, "X4": 0.872, "Y4": 0.42331, "page": 0, "Index": 48}, {"Word": "2my", "Confidence": 0.04, "X1": 0.883, "Y1": 0.40854, "X2": 0.903, "Y2": 0.40834, "X3": 0.904, "Y3": 0.42331, "X4": 0.883, "Y4": 0.42331, "page": 0, "Index": 49}, {"Word": "nicefine", "Confidence": 0.414, "X1": 0.908, "Y1": 0.40981, "X2": 0.961, "Y2": 0.40961, "X3": 0.961, "Y3": 0.42458, "X4": 0.909, "Y4": 0.42331, "page": 0, "Index": 50}, {"Word": "nicotine;", "Confidence": 0.606, "X1": 0.544, "Y1": 0.42119, "X2": 0.6, "Y2": 0.42099, "X3": 0.6, "Y3": 0.43469, "X4": 0.544, "Y4": 0.43469, "page": 0, "Index": 51}, {"Word": "I00's", "Confidence": 0.652, "X1": 0.602, "Y1": 0.42119, "X2": 0.634, "Y2": 0.42099, "X3": 0.634, "Y3": 0.43469, "X4": 0.602, "Y4": 0.43469, "page": 0, "Index": 52}, {"Word": "Uitra", "Confidence": 0.788, "X1": 0.638, "Y1": 0.41992, "X2": 0.673, "Y2": 0.41972, "X3": 0.673, "Y3": 0.43596, "X4": 0.638, "Y4": 0.43469, "page": 0, "Index": 53}, {"Word": "LI>", "Confidence": 0.302, "X1": 0.677, "Y1": 0.41992, "X2": 0.698, "Y2": 0.41972, "X3": 0.698, "Y3": 0.43596, "X4": 0.678, "Y4": 0.43596, "page": 0, "Index": 54}, {"Word": "Box", "Confidence": 0.622, "X1": 0.703, "Y1": 0.41992, "X2": 0.724, "Y2": 0.41972, "X3": 0.724, "Y3": 0.43596, "X4": 0.703, "Y4": 0.43596, "page": 0, "Index": 55}, {"Word": "tong", "Confidence": 0.178, "X1": 0.729, "Y1": 0.41992, "X2": 0.751, "Y2": 0.41972, "X3": 0.751, "Y3": 0.43596, "X4": 0.729, "Y4": 0.43596, "page": 0, "Index": 56}, {"Word": "Ultra", "Confidence": 0.476, "X1": 0.755, "Y1": 0.42119, "X2": 0.788, "Y2": 0.42099, "X3": 0.789, "Y3": 0.43722, "X4": 0.755, "Y4": 0.43596, "page": 0, "Index": 57}, {"Word": "Lts", "Confidence": 0.923, "X1": 0.792, "Y1": 0.42119, "X2": 0.812, "Y2": 0.42099, "X3": 0.813, "Y3": 0.43722, "X4": 0.793, "Y4": 0.43722, "page": 0, "Index": 58}, {"Word": "100's", "Confidence": 0.994, "X1": 0.82, "Y1": 0.42119, "X2": 0.852, "Y2": 0.42099, "X3": 0.853, "Y3": 0.43722, "X4": 0.82, "Y4": 0.43722, "page": 0, "Index": 59}, {"Word": "SLIMS", "Confidence": 0.63, "X1": 0.069, "Y1": 0.44394, "X2": 0.069, "Y2": 0.44374, "X3": 0.079, "Y3": 0.44354, "X4": 0.08, "Y4": 0.49032, "page": 0, "Index": 60}, {"Word": "$3.00", "Confidence": 0.994, "X1": 0.182, "Y1": 0.41234, "X2": 0.24, "Y2": 0.41214, "X3": 0.24, "Y3": 0.43975, "X4": 0.182, "Y4": 0.43975, "page": 0, "Index": 61}, {"Word": "OFF", "Confidence": 0.998, "X1": 0.25, "Y1": 0.4136, "X2": 0.294, "Y2": 0.4134, "X3": 0.294, "Y3": 0.43975, "X4": 0.25, "Y4": 0.43975, "page": 0, "Index": 62}, {"Word": "5-28200-3008", "Confidence": 0.624, "X1": 0.47, "Y1": 0.44521, "X2": 0.47, "Y2": 0.44501, "X3": 0.481, "Y3": 0.44354, "X4": 0.481, "Y4": 0.54089, "page": 0, "Index": 63}, {"Word": "DEPT", "Confidence": 0.981, "X1": 0.509, "Y1": 0.44521, "X2": 0.509, "Y2": 0.44501, "X3": 0.519, "Y3": 0.44354, "X4": 0.519, "Y4": 0.47009, "page": 0, "Index": 64}, {"Word": "TX", "Confidence": 0.997, "X1": 0.519, "Y1": 0.44773, "X2": 0.519, "Y2": 0.44753, "X3": 0.53, "Y3": 0.44607, "X4": 0.53, "Y4": 0.45998, "page": 0, "Index": 65}, {"Word": "\"tar", "Confidence": 0.845, "X1": 0.544, "Y1": 0.43383, "X2": 0.568, "Y2": 0.43363, "X3": 0.568, "Y3": 0.44733, "X4": 0.545, "Y4": 0.44733, "page": 0, "Index": 66}, {"Word": "\".", "Confidence": 0.622, "X1": 0.57, "Y1": 0.43383, "X2": 0.579, "Y2": 0.43363, "X3": 0.579, "Y3": 0.44733, "X4": 0.57, "Y4": 0.44733, "page": 0, "Index": 67}, {"Word": "bmg", "Confidence": 0.631, "X1": 0.857, "Y1": 0.42245, "X2": 0.878, "Y2": 0.42225, "X3": 0.878, "Y3": 0.43849, "X4": 0.858, "Y4": 0.43722, "page": 0, "Index": 68}, {"Word": "\"tar", "Confidence": 0.97, "X1": 0.883, "Y1": 0.42245, "X2": 0.907, "Y2": 0.42225, "X3": 0.908, "Y3": 0.43849, "X4": 0.884, "Y4": 0.43849, "page": 0, "Index": 69}, {"Word": "\".", "Confidence": 0.817, "X1": 0.91, "Y1": 0.42245, "X2": 0.919, "Y2": 0.42225, "X3": 0.92, "Y3": 0.43849, "X4": 0.91, "Y4": 0.43849, "page": 0, "Index": 70}, {"Word": "0.5", "Confidence": 0.949, "X1": 0.922, "Y1": 0.42371, "X2": 0.942, "Y2": 0.42351, "X3": 0.943, "Y3": 0.43849, "X4": 0.922, "Y4": 0.43849, "page": 0, "Index": 71}, {"Word": "mg", "Confidence": 0.632, "X1": 0.947, "Y1": 0.42371, "X2": 0.961, "Y2": 0.42351, "X3": 0.962, "Y3": 0.43975, "X4": 0.948, "Y4": 0.43849, "page": 0, "Index": 72}, {"Word": "AT", "Confidence": 0.997, "X1": 0.962, "Y1": 0.44647, "X2": 0.961, "Y2": 0.44627, "X3": 0.971, "Y3": 0.44733, "X4": 0.972, "Y4": 0.46251, "page": 0, "Index": 73}, {"Word": "VOIDVOID", "Confidence": 0.668, "X1": 0.977, "Y1": 0.44647, "X2": 0.978, "Y2": 0.44627, "X3": 0.99, "Y3": 0.44733, "X4": 0.989, "Y4": 0.551, "page": 0, "Index": 74}, {"Word": "PARLIAMENT", "Confidence": 0.993, "X1": 0.091, "Y1": 0.45785, "X2": 0.091, "Y2": 0.45765, "X3": 0.103, "Y3": 0.45745, "X4": 0.104, "Y4": 0.57123, "page": 0, "Index": 75}, {"Word": "Il.", "Confidence": 0.633, "X1": 0.581, "Y1": 0.43383, "X2": 0.592, "Y2": 0.43363, "X3": 0.593, "Y3": 0.4486, "X4": 0.582, "Y4": 0.44733, "page": 0, "Index": 76}, {"Word": "lang", "Confidence": 0.517, "X1": 0.595, "Y1": 0.43383, "X2": 0.615, "Y2": 0.43363, "X3": 0.616, "Y3": 0.4486, "X4": 0.595, "Y4": 0.4486, "page": 0, "Index": 77}, {"Word": "nicotine:", "Confidence": 0.643, "X1": 0.62, "Y1": 0.43509, "X2": 0.677, "Y2": 0.43489, "X3": 0.677, "Y3": 0.44986, "X4": 0.621, "Y4": 0.4486, "page": 0, "Index": 78}, {"Word": "100's", "Confidence": 0.993, "X1": 0.679, "Y1": 0.43509, "X2": 0.711, "Y2": 0.43489, "X3": 0.711, "Y3": 0.44986, "X4": 0.68, "Y4": 0.44986, "page": 0, "Index": 79}, {"Word": "Ultra", "Confidence": 0.832, "X1": 0.716, "Y1": 0.43636, "X2": 0.75, "Y2": 0.43616, "X3": 0.75, "Y3": 0.45113, "X4": 0.716, "Y4": 0.45113, "page": 0, "Index": 80}, {"Word": "aicotine", "Confidence": 0.794, "X1": 0.755, "Y1": 0.43636, "X2": 0.806, "Y2": 0.43616, "X3": 0.806, "Y3": 0.45113, "X4": 0.755, "Y4": 0.45113, "page": 0, "Index": 81}, {"Word": "av", "Confidence": 0.849, "X1": 0.812, "Y1": 0.43636, "X2": 0.826, "Y2": 0.43616, "X3": 0.827, "Y3": 0.45113, "X4": 0.813, "Y4": 0.45113, "page": 0, "Index": 82}, {"Word": "per", "Confidence": 0.884, "X1": 0.831, "Y1": 0.43636, "X2": 0.851, "Y2": 0.43616, "X3": 0.852, "Y3": 0.45113, "X4": 0.832, "Y4": 0.45113, "page": 0, "Index": 83}, {"Word": "cigarcile", "Confidence": 0.619, "X1": 0.857, "Y1": 0.43762, "X2": 0.916, "Y2": 0.43742, "X3": 0.917, "Y3": 0.45113, "X4": 0.858, "Y4": 0.45113, "page": 0, "Index": 84}, {"Word": "Ly", "Confidence": 0.627, "X1": 0.921, "Y1": 0.43762, "X2": 0.935, "Y2": 0.43742, "X3": 0.936, "Y3": 0.45113, "X4": 0.922, "Y4": 0.45113, "page": 0, "Index": 85}, {"Word": "FTC.", "Confidence": 0.607, "X1": 0.941, "Y1": 0.43762, "X2": 0.967, "Y2": 0.43742, "X3": 0.968, "Y3": 0.45113, "X4": 0.942, "Y4": 0.45113, "page": 0, "Index": 86}, {"Word": "ANY", "Confidence": 0.996, "X1": 0.162, "Y1": 0.44268, "X2": 0.209, "Y2": 0.44248, "X3": 0.208, "Y3": 0.46756, "X4": 0.162, "Y4": 0.4663, "page": 0, "Index": 87}, {"Word": "RID", "Confidence": 0.882, "X1": 0.519, "Y1": 0.46417, "X2": 0.519, "Y2": 0.46397, "X3": 0.53, "Y3": 0.46377, "X4": 0.53, "Y4": 0.48273, "page": 0, "Index": 88}, {"Word": "Lts", "Confidence": 0.993, "X1": 0.543, "Y1": 0.44647, "X2": 0.563, "Y2": 0.44627, "X3": 0.564, "Y3": 0.46124, "X4": 0.543, "Y4": 0.46124, "page": 0, "Index": 89}, {"Word": "Soft", "Confidence": 0.807, "X1": 0.569, "Y1": 0.44773, "X2": 0.596, "Y2": 0.44753, "X3": 0.596, "Y3": 0.46251, "X4": 0.569, "Y4": 0.46124, "page": 0, "Index": 90}, {"Word": "bmg\"tar\",", "Confidence": 0.675, "X1": 0.601, "Y1": 0.449, "X2": 0.656, "Y2": 0.4488, "X3": 0.656, "Y3": 0.46377, "X4": 0.602, "Y4": 0.46251, "page": 0, "Index": 91}, {"Word": "0.", "Confidence": 0.958, "X1": 0.658, "Y1": 0.449, "X2": 0.669, "Y2": 0.4488, "X3": 0.67, "Y3": 0.46377, "X4": 0.659, "Y4": 0.46377, "page": 0, "Index": 92}, {"Word": "5mog", "Confidence": 0.621, "X1": 0.671, "Y1": 0.449, "X2": 0.691, "Y2": 0.4488, "X3": 0.692, "Y3": 0.46377, "X4": 0.672, "Y4": 0.46377, "page": 0, "Index": 93}, {"Word": "nicotine", "Confidence": 0.464, "X1": 0.696, "Y1": 0.45026, "X2": 0.749, "Y2": 0.45006, "X3": 0.75, "Y3": 0.46503, "X4": 0.697, "Y4": 0.46377, "page": 0, "Index": 94}, {"Word": "method.", "Confidence": 0.658, "X1": 0.754, "Y1": 0.45026, "X2": 0.8, "Y2": 0.45006, "X3": 0.801, "Y3": 0.46503, "X4": 0.754, "Y4": 0.46503, "page": 0, "Index": 95}, {"Word": "*", "Confidence": 0.688, "X1": 0.805, "Y1": 0.45026, "X2": 0.823, "Y2": 0.45006, "X3": 0.823, "Y3": 0.46503, "X4": 0.806, "Y4": 0.46503, "page": 0, "Index": 96}, {"Word": "PARLIAMENT:", "Confidence": 0.801, "X1": 0.825, "Y1": 0.449, "X2": 0.897, "Y2": 0.4488, "X3": 0.898, "Y3": 0.46377, "X4": 0.826, "Y4": 0.46503, "page": 0, "Index": 97}, {"Word": "Lts", "Confidence": 0.847, "X1": 0.901, "Y1": 0.449, "X2": 0.922, "Y2": 0.4488, "X3": 0.923, "Y3": 0.46377, "X4": 0.902, "Y4": 0.46377, "page": 0, "Index": 98}, {"Word": "100';", "Confidence": 0.372, "X1": 0.929, "Y1": 0.44773, "X2": 0.96, "Y2": 0.44753, "X3": 0.961, "Y3": 0.46251, "X4": 0.93, "Y4": 0.46251, "page": 0, "Index": 99}, {"Word": "ONLY", "Confidence": 0.697, "X1": 0.962, "Y1": 0.46417, "X2": 0.962, "Y2": 0.46397, "X3": 0.972, "Y3": 0.46503, "X4": 0.973, "Y4": 0.49032, "page": 0, "Index": 100}, {"Word": "CARTON", "Confidence": 0.997, "X1": 0.22, "Y1": 0.44268, "X2": 0.313, "Y2": 0.44248, "X3": 0.313, "Y3": 0.46883, "X4": 0.219, "Y4": 0.46756, "page": 0, "Index": 101}, {"Word": "PHILIPMORRIS", "Confidence": 0.61, "X1": 0.509, "Y1": 0.47302, "X2": 0.509, "Y2": 0.47282, "X3": 0.519, "Y3": 0.47262, "X4": 0.519, "Y4": 0.54215, "page": 0, "Index": 102}, {"Word": "Kings", "Confidence": 0.996, "X1": 0.544, "Y1": 0.46164, "X2": 0.576, "Y2": 0.46144, "X3": 0.576, "Y3": 0.47641, "X4": 0.544, "Y4": 0.47641, "page": 0, "Index": 103}, {"Word": "Ultra", "Confidence": 0.903, "X1": 0.582, "Y1": 0.46164, "X2": 0.615, "Y2": 0.46144, "X3": 0.615, "Y3": 0.47641, "X4": 0.582, "Y4": 0.47641, "page": 0, "Index": 104}, {"Word": "Its", "Confidence": 0.958, "X1": 0.621, "Y1": 0.46291, "X2": 0.64, "Y2": 0.46271, "X3": 0.64, "Y3": 0.47768, "X4": 0.62, "Y4": 0.47641, "page": 0, "Index": 105}, {"Word": "r\".", "Confidence": 0.652, "X1": 0.691, "Y1": 0.46164, "X2": 0.707, "Y2": 0.46144, "X3": 0.707, "Y3": 0.47641, "X4": 0.691, "Y4": 0.47641, "page": 0, "Index": 106}, {"Word": "0.", "Confidence": 0.807, "X1": 0.71, "Y1": 0.46291, "X2": 0.72, "Y2": 0.46271, "X3": 0.72, "Y3": 0.47768, "X4": 0.71, "Y4": 0.47641, "page": 0, "Index": 107}, {"Word": "5", "Confidence": 0.982, "X1": 0.722, "Y1": 0.46291, "X2": 0.729, "Y2": 0.46271, "X3": 0.729, "Y3": 0.47768, "X4": 0.722, "Y4": 0.47768, "page": 0, "Index": 108}, {"Word": "mg", "Confidence": 0.969, "X1": 0.735, "Y1": 0.46291, "X2": 0.75, "Y2": 0.46271, "X3": 0.75, "Y3": 0.47768, "X4": 0.735, "Y4": 0.47768, "page": 0, "Index": 109}, {"Word": "DEL", "Confidence": 0.998, "X1": 0.519, "Y1": 0.48566, "X2": 0.519, "Y2": 0.48546, "X3": 0.53, "Y3": 0.48526, "X4": 0.53, "Y4": 0.50296, "page": 0, "Index": 110}, {"Word": "Sma", "Confidence": 0.178, "X1": 0.646, "Y1": 0.46417, "X2": 0.667, "Y2": 0.46397, "X3": 0.666, "Y3": 0.47894, "X4": 0.646, "Y4": 0.47768, "page": 0, "Index": 111}, {"Word": "W", "Confidence": 0.02, "X1": 0.673, "Y1": 0.46543, "X2": 0.68, "Y2": 0.46523, "X3": 0.679, "Y3": 0.47894, "X4": 0.673, "Y4": 0.47894, "page": 0, "Index": 112}, {"Word": "12mg\"tar\".", "Confidence": 0.678, "X1": 0.755, "Y1": 0.46291, "X2": 0.816, "Y2": 0.46271, "X3": 0.817, "Y3": 0.47894, "X4": 0.755, "Y4": 0.47768, "page": 0, "Index": 113}, {"Word": "1.", "Confidence": 0.678, "X1": 0.819, "Y1": 0.46291, "X2": 0.829, "Y2": 0.46271, "X3": 0.829, "Y3": 0.47894, "X4": 0.819, "Y4": 0.47894, "page": 0, "Index": 114}, {"Word": "Ong", "Confidence": 0.666, "X1": 0.831, "Y1": 0.46417, "X2": 0.852, "Y2": 0.46397, "X3": 0.853, "Y3": 0.47894, "X4": 0.832, "Y4": 0.47894, "page": 0, "Index": 115}, {"Word": "nicotine;", "Confidence": 0.566, "X1": 0.857, "Y1": 0.46543, "X2": 0.912, "Y2": 0.46523, "X3": 0.913, "Y3": 0.47894, "X4": 0.858, "Y4": 0.47894, "page": 0, "Index": 116}, {"Word": "Lt", "Confidence": 0.971, "X1": 0.914, "Y1": 0.46543, "X2": 0.929, "Y2": 0.46523, "X3": 0.93, "Y3": 0.47894, "X4": 0.915, "Y4": 0.47894, "page": 0, "Index": 117}, {"Word": "King.", "Confidence": 0.628, "X1": 0.933, "Y1": 0.46543, "X2": 0.965, "Y2": 0.46523, "X3": 0.966, "Y3": 0.4802, "X4": 0.934, "Y4": 0.4802, "page": 0, "Index": 118}, {"Word": "MERIT", "Confidence": 0.995, "X1": 0.056, "Y1": 0.49957, "X2": 0.055, "Y2": 0.49937, "X3": 0.068, "Y3": 0.4979, "X4": 0.069, "Y4": 0.56996, "page": 0, "Index": 119}, {"Word": "&", "Confidence": 0.989, "X1": 0.08, "Y1": 0.48945, "X2": 0.08, "Y2": 0.48925, "X3": 0.09, "Y3": 0.48905, "X4": 0.09, "Y4": 0.49664, "page": 0, "Index": 120}, {"Word": "OF", "Confidence": 0.998, "X1": 0.13, "Y1": 0.47555, "X2": 0.146, "Y2": 0.47535, "X3": 0.146, "Y3": 0.49285, "X4": 0.129, "Y4": 0.49285, "page": 0, "Index": 121}, {"Word": "THESE", "Confidence": 0.997, "X1": 0.153, "Y1": 0.47555, "X2": 0.191, "Y2": 0.47535, "X3": 0.19, "Y3": 0.49158, "X4": 0.152, "Y4": 0.49285, "page": 0, "Index": 122}, {"Word": "FOUR", "Confidence": 0.982, "X1": 0.196, "Y1": 0.47555, "X2": 0.23, "Y2": 0.47535, "X3": 0.229, "Y3": 0.49158, "X4": 0.195, "Y4": 0.49158, "page": 0, "Index": 123}, {"Word": "QUALITY", "Confidence": 0.981, "X1": 0.236, "Y1": 0.47681, "X2": 0.292, "Y2": 0.47661, "X3": 0.292, "Y3": 0.49158, "X4": 0.235, "Y4": 0.49158, "page": 0, "Index": 124}, {"Word": "BRANDS", "Confidence": 0.995, "X1": 0.299, "Y1": 0.47681, "X2": 0.351, "Y2": 0.47661, "X3": 0.351, "Y3": 0.49285, "X4": 0.298, "Y4": 0.49158, "page": 0, "Index": 125}, {"Word": "micotime:", "Confidence": 0.551, "X1": 0.545, "Y1": 0.47681, "X2": 0.599, "Y2": 0.47661, "X3": 0.599, "Y3": 0.49032, "X4": 0.544, "Y4": 0.49032, "page": 0, "Index": 126}, {"Word": "Ultima", "Confidence": 0.641, "X1": 0.602, "Y1": 0.47681, "X2": 0.64, "Y2": 0.47661, "X3": 0.64, "Y3": 0.49032, "X4": 0.602, "Y4": 0.49032, "page": 0, "Index": 127}, {"Word": "100's", "Confidence": 0.955, "X1": 0.647, "Y1": 0.47681, "X2": 0.679, "Y2": 0.47661, "X3": 0.679, "Y3": 0.49032, "X4": 0.647, "Y4": 0.49032, "page": 0, "Index": 128}, {"Word": "2ing", "Confidence": 0.27, "X1": 0.686, "Y1": 0.47681, "X2": 0.705, "Y2": 0.47661, "X3": 0.705, "Y3": 0.49158, "X4": 0.686, "Y4": 0.49032, "page": 0, "Index": 129}, {"Word": "\"tar\",", "Confidence": 0.617, "X1": 0.71, "Y1": 0.47681, "X2": 0.749, "Y2": 0.47661, "X3": 0.75, "Y3": 0.49158, "X4": 0.71, "Y4": 0.49158, "page": 0, "Index": 130}, {"Word": "Soff", "Confidence": 0.805, "X1": 0.755, "Y1": 0.47681, "X2": 0.781, "Y2": 0.47661, "X3": 0.782, "Y3": 0.49158, "X4": 0.756, "Y4": 0.49158, "page": 0, "Index": 131}, {"Word": "9mg\"tar", "Confidence": 0.684, "X1": 0.787, "Y1": 0.47808, "X2": 0.83, "Y2": 0.47788, "X3": 0.831, "Y3": 0.49158, "X4": 0.787, "Y4": 0.49158, "page": 0, "Index": 132}, {"Word": "\".", "Confidence": 0.418, "X1": 0.833, "Y1": 0.47808, "X2": 0.845, "Y2": 0.47788, "X3": 0.846, "Y3": 0.49158, "X4": 0.833, "Y4": 0.49158, "page": 0, "Index": 133}, {"Word": "l.", "Confidence": 0.085, "X1": 0.849, "Y1": 0.47808, "X2": 0.855, "Y2": 0.47788, "X3": 0.856, "Y3": 0.49285, "X4": 0.85, "Y4": 0.49158, "page": 0, "Index": 134}, {"Word": "Ray", "Confidence": 0.622, "X1": 0.857, "Y1": 0.47808, "X2": 0.878, "Y2": 0.47788, "X3": 0.878, "Y3": 0.49285, "X4": 0.858, "Y4": 0.49285, "page": 0, "Index": 135}, {"Word": "ascofine;Lts", "Confidence": 0.394, "X1": 0.882, "Y1": 0.4806, "X2": 0.96, "Y2": 0.4804, "X3": 0.961, "Y3": 0.49285, "X4": 0.883, "Y4": 0.49285, "page": 0, "Index": 136}, {"Word": "REDEEMASLE", "Confidence": 0.748, "X1": 0.961, "Y1": 0.49325, "X2": 0.962, "Y2": 0.49305, "X3": 0.973, "Y3": 0.49285, "X4": 0.971, "Y4": 0.55353, "page": 0, "Index": 137}, {"Word": "..", "Confidence": 0.779, "X1": 0.033, "Y1": 0.50589, "X2": 0.033, "Y2": 0.50569, "X3": 0.037, "Y3": 0.50549, "X4": 0.037, "Y4": 0.51434, "page": 0, "Index": 138}, {"Word": "VIRGINIA", "Confidence": 0.907, "X1": 0.07, "Y1": 0.49957, "X2": 0.07, "Y2": 0.49937, "X3": 0.08, "Y3": 0.49917, "X4": 0.08, "Y4": 0.5687, "page": 0, "Index": 139}, {"Word": "BENSON", "Confidence": 0.938, "X1": 0.08, "Y1": 0.50589, "X2": 0.08, "Y2": 0.50569, "X3": 0.09, "Y3": 0.50422, "X4": 0.09, "Y4": 0.5687, "page": 0, "Index": 140}, {"Word": ".,", "Confidence": 0.956, "X1": 0.519, "Y1": 0.50589, "X2": 0.519, "Y2": 0.50569, "X3": 0.53, "Y3": 0.50549, "X4": 0.53, "Y4": 0.51055, "page": 0, "Index": 141}, {"Word": "0.", "Confidence": 0.574, "X1": 0.545, "Y1": 0.48945, "X2": 0.555, "Y2": 0.48925, "X3": 0.556, "Y3": 0.50422, "X4": 0.546, "Y4": 0.50422, "page": 0, "Index": 142}, {"Word": "2mg", "Confidence": 0.59, "X1": 0.557, "Y1": 0.48945, "X2": 0.578, "Y2": 0.48925, "X3": 0.579, "Y3": 0.50422, "X4": 0.558, "Y4": 0.50422, "page": 0, "Index": 143}, {"Word": "nicotine;", "Confidence": 0.819, "X1": 0.582, "Y1": 0.49072, "X2": 0.639, "Y2": 0.49052, "X3": 0.639, "Y3": 0.50549, "X4": 0.582, "Y4": 0.50422, "page": 0, "Index": 144}, {"Word": "Ultima", "Confidence": 0.92, "X1": 0.641, "Y1": 0.49072, "X2": 0.68, "Y2": 0.49052, "X3": 0.681, "Y3": 0.50549, "X4": 0.642, "Y4": 0.50549, "page": 0, "Index": 145}, {"Word": "Kings", "Confidence": 0.996, "X1": 0.685, "Y1": 0.49198, "X2": 0.719, "Y2": 0.49178, "X3": 0.719, "Y3": 0.50549, "X4": 0.686, "Y4": 0.50549, "page": 0, "Index": 146}, {"Word": "1", "Confidence": 0.943, "X1": 0.723, "Y1": 0.49198, "X2": 0.731, "Y2": 0.49178, "X3": 0.731, "Y3": 0.50549, "X4": 0.724, "Y4": 0.50549, "page": 0, "Index": 147}, {"Word": "mg", "Confidence": 0.875, "X1": 0.737, "Y1": 0.49198, "X2": 0.751, "Y2": 0.49178, "X3": 0.751, "Y3": 0.50549, "X4": 0.738, "Y4": 0.50549, "page": 0, "Index": 148}, {"Word": "Box", "Confidence": 0.997, "X1": 0.755, "Y1": 0.49198, "X2": 0.776, "Y2": 0.49178, "X3": 0.777, "Y3": 0.50675, "X4": 0.756, "Y4": 0.50549, "page": 0, "Index": 149}, {"Word": "9mg", "Confidence": 0.595, "X1": 0.781, "Y1": 0.49198, "X2": 0.801, "Y2": 0.49178, "X3": 0.801, "Y3": 0.50675, "X4": 0.782, "Y4": 0.50675, "page": 0, "Index": 150}, {"Word": "\"tar", "Confidence": 0.91, "X1": 0.804, "Y1": 0.49198, "X2": 0.829, "Y2": 0.49178, "X3": 0.83, "Y3": 0.50675, "X4": 0.804, "Y4": 0.50675, "page": 0, "Index": 151}, {"Word": "\".", "Confidence": 0.749, "X1": 0.832, "Y1": 0.49325, "X2": 0.843, "Y2": 0.49305, "X3": 0.843, "Y3": 0.50675, "X4": 0.832, "Y4": 0.50675, "page": 0, "Index": 152}, {"Word": "O.", "Confidence": 0.431, "X1": 0.845, "Y1": 0.49325, "X2": 0.855, "Y2": 0.49305, "X3": 0.855, "Y3": 0.50675, "X4": 0.846, "Y4": 0.50675, "page": 0, "Index": 153}, {"Word": "Zug", "Confidence": 0.301, "X1": 0.857, "Y1": 0.49325, "X2": 0.879, "Y2": 0.49305, "X3": 0.879, "Y3": 0.50675, "X4": 0.858, "Y4": 0.50675, "page": 0, "Index": 154}, {"Word": "nicotine", "Confidence": 0.715, "X1": 0.883, "Y1": 0.49325, "X2": 0.936, "Y2": 0.49305, "X3": 0.937, "Y3": 0.50675, "X4": 0.884, "Y4": 0.50675, "page": 0, "Index": 155}, {"Word": "av.", "Confidence": 0.986, "X1": 0.941, "Y1": 0.49325, "X2": 0.959, "Y2": 0.49305, "X3": 0.96, "Y3": 0.50675, "X4": 0.941, "Y4": 0.50675, "page": 0, "Index": 156}, {"Word": "LIMITED", "Confidence": 0.991, "X1": 0.126, "Y1": 0.49198, "X2": 0.177, "Y2": 0.49178, "X3": 0.176, "Y3": 0.50802, "X4": 0.126, "Y4": 0.50802, "page": 0, "Index": 157}, {"Word": "TO", "Confidence": 0.998, "X1": 0.185, "Y1": 0.49325, "X2": 0.2, "Y2": 0.49305, "X3": 0.199, "Y3": 0.50802, "X4": 0.184, "Y4": 0.50802, "page": 0, "Index": 158}, {"Word": "SMOKER'S", "Confidence": 0.624, "X1": 0.207, "Y1": 0.49325, "X2": 0.268, "Y2": 0.49305, "X3": 0.268, "Y3": 0.50928, "X4": 0.206, "Y4": 0.50802, "page": 0, "Index": 159}, {"Word": "21", "Confidence": 0.9, "X1": 0.273, "Y1": 0.49325, "X2": 0.287, "Y2": 0.49305, "X3": 0.287, "Y3": 0.50928, "X4": 0.273, "Y4": 0.50928, "page": 0, "Index": 160}, {"Word": "OR", "Confidence": 0.969, "X1": 0.289, "Y1": 0.49325, "X2": 0.307, "Y2": 0.49305, "X3": 0.307, "Y3": 0.50928, "X4": 0.289, "Y4": 0.50928, "page": 0, "Index": 161}, {"Word": "OLDER", "Confidence": 0.997, "X1": 0.312, "Y1": 0.49451, "X2": 0.353, "Y2": 0.49431, "X3": 0.353, "Y3": 0.51055, "X4": 0.312, "Y4": 0.50928, "page": 0, "Index": 162}, {"Word": "DR", "Confidence": 0.815, "X1": 0.519, "Y1": 0.51474, "X2": 0.519, "Y2": 0.51454, "X3": 0.53, "Y3": 0.51434, "X4": 0.53, "Y4": 0.52319, "page": 0, "Index": 163}, {"Word": "\"tar", "Confidence": 0.884, "X1": 0.542, "Y1": 0.5021, "X2": 0.567, "Y2": 0.5019, "X3": 0.567, "Y3": 0.51687, "X4": 0.542, "Y4": 0.51687, "page": 0, "Index": 164}, {"Word": "FAWCETT", "Confidence": 0.607, "X1": 0.519, "Y1": 0.52738, "X2": 0.519, "Y2": 0.52718, "X3": 0.53, "Y3": 0.52698, "X4": 0.529, "Y4": 0.57249, "page": 0, "Index": 165}, {"Word": "\".", "Confidence": 0.113, "X1": 0.569, "Y1": 0.50336, "X2": 0.581, "Y2": 0.50316, "X3": 0.581, "Y3": 0.51813, "X4": 0.57, "Y4": 0.51687, "page": 0, "Index": 166}, {"Word": "O.", "Confidence": 0.172, "X1": 0.583, "Y1": 0.50336, "X2": 0.593, "Y2": 0.50316, "X3": 0.593, "Y3": 0.51813, "X4": 0.583, "Y4": 0.51813, "page": 0, "Index": 167}, {"Word": "lmg", "Confidence": 0.715, "X1": 0.595, "Y1": 0.50462, "X2": 0.618, "Y2": 0.50442, "X3": 0.618, "Y3": 0.5194, "X4": 0.595, "Y4": 0.51813, "page": 0, "Index": 168}, {"Word": "nicotine", "Confidence": 0.705, "X1": 0.623, "Y1": 0.50715, "X2": 0.674, "Y2": 0.50695, "X3": 0.674, "Y3": 0.52066, "X4": 0.623, "Y4": 0.5194, "page": 0, "Index": 169}, {"Word": "av.", "Confidence": 0.935, "X1": 0.68, "Y1": 0.50842, "X2": 0.699, "Y2": 0.50822, "X3": 0.698, "Y3": 0.52192, "X4": 0.68, "Y4": 0.52192, "page": 0, "Index": 170}, {"Word": "per", "Confidence": 0.454, "X1": 0.705, "Y1": 0.50842, "X2": 0.723, "Y2": 0.50822, "X3": 0.723, "Y3": 0.52319, "X4": 0.705, "Y4": 0.52192, "page": 0, "Index": 171}, {"Word": "per", "Confidence": 0.993, "X1": 0.755, "Y1": 0.50715, "X2": 0.774, "Y2": 0.50695, "X3": 0.774, "Y3": 0.52066, "X4": 0.755, "Y4": 0.52066, "page": 0, "Index": 172}, {"Word": "cigarette", "Confidence": 0.991, "X1": 0.78, "Y1": 0.50589, "X2": 0.839, "Y2": 0.50569, "X3": 0.839, "Y3": 0.52066, "X4": 0.78, "Y4": 0.52066, "page": 0, "Index": 173}, {"Word": "by", "Confidence": 0.998, "X1": 0.844, "Y1": 0.50589, "X2": 0.858, "Y2": 0.50569, "X3": 0.858, "Y3": 0.52066, "X4": 0.844, "Y4": 0.52066, "page": 0, "Index": 174}, {"Word": "FTC", "Confidence": 0.763, "X1": 0.864, "Y1": 0.50589, "X2": 0.883, "Y2": 0.50569, "X3": 0.883, "Y3": 0.52066, "X4": 0.863, "Y4": 0.52066, "page": 0, "Index": 175}, {"Word": "method.", "Confidence": 0.639, "X1": 0.889, "Y1": 0.50715, "X2": 0.936, "Y2": 0.50695, "X3": 0.936, "Y3": 0.52066, "X4": 0.889, "Y4": 0.52066, "page": 0, "Index": 176}, {"Word": "cigaretle", "Confidence": 0.625, "X1": 0.544, "Y1": 0.51853, "X2": 0.604, "Y2": 0.51833, "X3": 0.603, "Y3": 0.5333, "X4": 0.544, "Y4": 0.53204, "page": 0, "Index": 177}, {"Word": "by", "Confidence": 0.998, "X1": 0.61, "Y1": 0.5198, "X2": 0.624, "Y2": 0.5196, "X3": 0.623, "Y3": 0.5333, "X4": 0.609, "Y4": 0.5333, "page": 0, "Index": 178}, {"Word": "FTC", "Confidence": 0.702, "X1": 0.627, "Y1": 0.5198, "X2": 0.649, "Y2": 0.5196, "X3": 0.648, "Y3": 0.53457, "X4": 0.627, "Y4": 0.5333, "page": 0, "Index": 179}, {"Word": "method.", "Confidence": 0.99, "X1": 0.654, "Y1": 0.51853, "X2": 0.699, "Y2": 0.51833, "X3": 0.698, "Y3": 0.53457, "X4": 0.653, "Y4": 0.53457, "page": 0, "Index": 180}, {"Word": "v.", "Confidence": 0.123, "X1": 0.726, "Y1": 0.51853, "X2": 0.738, "Y2": 0.51833, "X3": 0.736, "Y3": 0.53457, "X4": 0.725, "Y4": 0.53457, "page": 0, "Index": 181}, {"Word": "S.", "Confidence": 0.959, "X1": 0.74, "Y1": 0.51853, "X2": 0.751, "Y2": 0.51833, "X3": 0.749, "Y3": 0.53457, "X4": 0.739, "Y4": 0.53457, "page": 0, "Index": 182}, {"Word": "MERIT,", "Confidence": 0.571, "X1": 0.2, "Y1": 0.52106, "X2": 0.282, "Y2": 0.52086, "X3": 0.282, "Y3": 0.54594, "X4": 0.2, "Y4": 0.54342, "page": 0, "Index": 183}, {"Word": "&", "Confidence": 0.073, "X1": 0.509, "Y1": 0.54508, "X2": 0.509, "Y2": 0.54488, "X3": 0.519, "Y3": 0.54468, "X4": 0.519, "Y4": 0.54974, "page": 0, "Index": 184}, {"Word": "100's&120's", "Confidence": 0.05, "X1": 0.546, "Y1": 0.53117, "X2": 0.615, "Y2": 0.53097, "X3": 0.615, "Y3": 0.54594, "X4": 0.546, "Y4": 0.54468, "page": 0, "Index": 185}, {"Word": "15", "Confidence": 0.394, "X1": 0.622, "Y1": 0.53244, "X2": 0.634, "Y2": 0.53224, "X3": 0.634, "Y3": 0.54594, "X4": 0.622, "Y4": 0.54594, "page": 0, "Index": 186}, {"Word": "mg", "Confidence": 0.982, "X1": 0.639, "Y1": 0.53244, "X2": 0.653, "Y2": 0.53224, "X3": 0.653, "Y3": 0.54721, "X4": 0.639, "Y4": 0.54594, "page": 0, "Index": 187}, {"Word": "\"tar\".", "Confidence": 0.988, "X1": 0.66, "Y1": 0.5337, "X2": 0.699, "Y2": 0.5335, "X3": 0.699, "Y3": 0.54721, "X4": 0.66, "Y4": 0.54721, "page": 0, "Index": 188}, {"Word": "SURGEON", "Confidence": 0.991, "X1": 0.775, "Y1": 0.53244, "X2": 0.819, "Y2": 0.53224, "X3": 0.818, "Y3": 0.54721, "X4": 0.774, "Y4": 0.54721, "page": 0, "Index": 189}, {"Word": "GROCE", "Confidence": 0.966, "X1": 0.509, "Y1": 0.55393, "X2": 0.509, "Y2": 0.55373, "X3": 0.519, "Y3": 0.55353, "X4": 0.519, "Y4": 0.58134, "page": 0, "Index": 190}, {"Word": "1.", "Confidence": 0.986, "X1": 0.705, "Y1": 0.5337, "X2": 0.715, "Y2": 0.5335, "X3": 0.715, "Y3": 0.54847, "X4": 0.705, "Y4": 0.54721, "page": 0, "Index": 191}, {"Word": "1", "Confidence": 0.999, "X1": 0.717, "Y1": 0.5337, "X2": 0.724, "Y2": 0.5335, "X3": 0.724, "Y3": 0.54847, "X4": 0.717, "Y4": 0.54847, "page": 0, "Index": 192}, {"Word": "mg", "Confidence": 0.994, "X1": 0.728, "Y1": 0.5337, "X2": 0.744, "Y2": 0.5335, "X3": 0.744, "Y3": 0.54847, "X4": 0.728, "Y4": 0.54847, "page": 0, "Index": 193}, {"Word": "GENERAL'S", "Confidence": 0.959, "X1": 0.824, "Y1": 0.53244, "X2": 0.884, "Y2": 0.53224, "X3": 0.883, "Y3": 0.54847, "X4": 0.823, "Y4": 0.54721, "page": 0, "Index": 194}, {"Word": "WARNING:", "Confidence": 0.932, "X1": 0.888, "Y1": 0.53244, "X2": 0.943, "Y2": 0.53224, "X3": 0.943, "Y3": 0.54974, "X4": 0.887, "Y4": 0.54847, "page": 0, "Index": 195}, {"Word": "nicotine;", "Confidence": 0.614, "X1": 0.544, "Y1": 0.54634, "X2": 0.599, "Y2": 0.54614, "X3": 0.599, "Y3": 0.55985, "X4": 0.544, "Y4": 0.55985, "page": 0, "Index": 196}, {"Word": "Its", "Confidence": 0.626, "X1": 0.602, "Y1": 0.54634, "X2": 0.622, "Y2": 0.54614, "X3": 0.621, "Y3": 0.55985, "X4": 0.601, "Y4": 0.55985, "page": 0, "Index": 197}, {"Word": "100's", "Confidence": 0.991, "X1": 0.628, "Y1": 0.54508, "X2": 0.659, "Y2": 0.54488, "X3": 0.659, "Y3": 0.56111, "X4": 0.628, "Y4": 0.55985, "page": 0, "Index": 198}, {"Word": "9muy", "Confidence": 0.068, "X1": 0.666, "Y1": 0.54508, "X2": 0.686, "Y2": 0.54488, "X3": 0.686, "Y3": 0.56111, "X4": 0.665, "Y4": 0.56111, "page": 0, "Index": 199}, {"Word": "\"tar\".", "Confidence": 0.791, "X1": 0.692, "Y1": 0.54508, "X2": 0.726, "Y2": 0.54488, "X3": 0.726, "Y3": 0.56111, "X4": 0.691, "Y4": 0.56111, "page": 0, "Index": 200}, {"Word": "0.7", "Confidence": 0.963, "X1": 0.729, "Y1": 0.54508, "X2": 0.75, "Y2": 0.54488, "X3": 0.75, "Y3": 0.56111, "X4": 0.728, "Y4": 0.56111, "page": 0, "Index": 201}, {"Word": "Smoking", "Confidence": 0.807, "X1": 0.763, "Y1": 0.54761, "X2": 0.806, "Y2": 0.54741, "X3": 0.806, "Y3": 0.56238, "X4": 0.763, "Y4": 0.56111, "page": 0, "Index": 202}, {"Word": "Causes", "Confidence": 0.751, "X1": 0.81, "Y1": 0.54887, "X2": 0.851, "Y2": 0.54867, "X3": 0.851, "Y3": 0.56364, "X4": 0.811, "Y4": 0.56238, "page": 0, "Index": 203}, {"Word": "Lung", "Confidence": 0.638, "X1": 0.857, "Y1": 0.55014, "X2": 0.883, "Y2": 0.54994, "X3": 0.883, "Y3": 0.56364, "X4": 0.857, "Y4": 0.56364, "page": 0, "Index": 204}, {"Word": "Cancer,", "Confidence": 0.619, "X1": 0.888, "Y1": 0.5514, "X2": 0.934, "Y2": 0.5512, "X3": 0.935, "Y3": 0.56364, "X4": 0.888, "Y4": 0.56364, "page": 0, "Index": 205}, {"Word": "BENSON", "Confidence": 0.997, "X1": 0.116, "Y1": 0.54761, "X2": 0.207, "Y2": 0.54741, "X3": 0.206, "Y3": 0.57376, "X4": 0.115, "Y4": 0.57249, "page": 0, "Index": 206}, {"Word": "&HEDGES100", "Confidence": 0.89, "X1": 0.213, "Y1": 0.54887, "X2": 0.361, "Y2": 0.54867, "X3": 0.36, "Y3": 0.57376, "X4": 0.212, "Y4": 0.57376, "page": 0, "Index": 207}, {"Word": "1", "Confidence": 0.668, "X1": 0.519, "Y1": 0.57542, "X2": 0.519, "Y2": 0.57522, "X3": 0.529, "Y3": 0.57502, "X4": 0.529, "Y4": 0.58008, "page": 0, "Index": 208}, {"Word": "mg", "Confidence": 0.768, "X1": 0.544, "Y1": 0.56151, "X2": 0.558, "Y2": 0.56131, "X3": 0.558, "Y3": 0.57502, "X4": 0.544, "Y4": 0.57502, "page": 0, "Index": 209}, {"Word": "nicotine;", "Confidence": 0.611, "X1": 0.562, "Y1": 0.56025, "X2": 0.618, "Y2": 0.56005, "X3": 0.618, "Y3": 0.57502, "X4": 0.562, "Y4": 0.57502, "page": 0, "Index": 210}, {"Word": "Ultra", "Confidence": 0.661, "X1": 0.62, "Y1": 0.56025, "X2": 0.652, "Y2": 0.56005, "X3": 0.652, "Y3": 0.57502, "X4": 0.62, "Y4": 0.57502, "page": 0, "Index": 211}, {"Word": "Lts", "Confidence": 0.886, "X1": 0.658, "Y1": 0.56025, "X2": 0.679, "Y2": 0.56005, "X3": 0.679, "Y3": 0.57629, "X4": 0.658, "Y4": 0.57629, "page": 0, "Index": 212}, {"Word": "100's", "Confidence": 0.883, "X1": 0.686, "Y1": 0.56151, "X2": 0.717, "Y2": 0.56131, "X3": 0.717, "Y3": 0.57629, "X4": 0.685, "Y4": 0.57629, "page": 0, "Index": 213}, {"Word": "6", "Confidence": 0.846, "X1": 0.722, "Y1": 0.56151, "X2": 0.729, "Y2": 0.56131, "X3": 0.729, "Y3": 0.57629, "X4": 0.722, "Y4": 0.57629, "page": 0, "Index": 214}, {"Word": "mg", "Confidence": 0.873, "X1": 0.734, "Y1": 0.56151, "X2": 0.75, "Y2": 0.56131, "X3": 0.749, "Y3": 0.57755, "X4": 0.734, "Y4": 0.57755, "page": 0, "Index": 215}, {"Word": "Heart", "Confidence": 0.717, "X1": 0.761, "Y1": 0.56025, "X2": 0.794, "Y2": 0.56005, "X3": 0.794, "Y3": 0.57502, "X4": 0.761, "Y4": 0.57502, "page": 0, "Index": 216}, {"Word": "Disease,", "Confidence": 0.663, "X1": 0.797, "Y1": 0.56278, "X2": 0.851, "Y2": 0.56258, "X3": 0.851, "Y3": 0.57629, "X4": 0.797, "Y4": 0.57502, "page": 0, "Index": 217}, {"Word": "\".", "Confidence": 1, "X1": 0.57, "Y1": 0.57289, "X2": 0.583, "Y2": 0.57269, "X3": 0.583, "Y3": 0.58766, "X4": 0.57, "Y4": 0.58766, "page": 0, "Index": 218}, {"Word": "Fmphysenie,", "Confidence": 0.079, "X1": 0.857, "Y1": 0.56404, "X2": 0.923, "Y2": 0.56384, "X3": 0.922, "Y3": 0.57881, "X4": 0.857, "Y4": 0.57629, "page": 0, "Index": 219}, {"Word": "and", "Confidence": 0.792, "X1": 0.929, "Y1": 0.56278, "X2": 0.949, "Y2": 0.56258, "X3": 0.948, "Y3": 0.58008, "X4": 0.928, "Y4": 0.57881, "page": 0, "Index": 220}, {"Word": "VIRGINIA", "Confidence": 0.994, "X1": 0.133, "Y1": 0.57669, "X2": 0.189, "Y2": 0.57649, "X3": 0.189, "Y3": 0.59398, "X4": 0.132, "Y4": 0.59398, "page": 0, "Index": 221}, {"Word": "SLIMS", "Confidence": 0.997, "X1": 0.197, "Y1": 0.57669, "X2": 0.236, "Y2": 0.57649, "X3": 0.235, "Y3": 0.59398, "X4": 0.196, "Y4": 0.59398, "page": 0, "Index": 222}, {"Word": "OR", "Confidence": 0.998, "X1": 0.24, "Y1": 0.57795, "X2": 0.256, "Y2": 0.57775, "X3": 0.255, "Y3": 0.59398, "X4": 0.239, "Y4": 0.59398, "page": 0, "Index": 223}, {"Word": "PARLIAMENT", "Confidence": 0.884, "X1": 0.263, "Y1": 0.57921, "X2": 0.349, "Y2": 0.57901, "X3": 0.348, "Y3": 0.59398, "X4": 0.262, "Y4": 0.59398, "page": 0, "Index": 224}, {"Word": "28200-01350", "Confidence": 0.912, "X1": 0.409, "Y1": 0.58048, "X2": 0.473, "Y2": 0.58028, "X3": 0.472, "Y3": 0.59651, "X4": 0.408, "Y4": 0.59525, "page": 0, "Index": 225}, {"Word": "0.", "Confidence": 0.999, "X1": 0.588, "Y1": 0.57416, "X2": 0.6, "Y2": 0.57396, "X3": 0.6, "Y3": 0.58893, "X4": 0.588, "Y4": 0.58766, "page": 0, "Index": 226}, {"Word": "5mg", "Confidence": 1, "X1": 0.602, "Y1": 0.57542, "X2": 0.622, "Y2": 0.57522, "X3": 0.622, "Y3": 0.58893, "X4": 0.602, "Y4": 0.58893, "page": 0, "Index": 227}, {"Word": "nicotine;", "Confidence": 0.844, "X1": 0.627, "Y1": 0.57669, "X2": 0.683, "Y2": 0.57649, "X3": 0.683, "Y3": 0.59019, "X4": 0.627, "Y4": 0.59019, "page": 0, "Index": 228}, {"Word": "Superslims", "Confidence": 0.249, "X1": 0.685, "Y1": 0.57542, "X2": 0.751, "Y2": 0.57522, "X3": 0.75, "Y3": 0.59019, "X4": 0.685, "Y4": 0.59019, "page": 0, "Index": 229}, {"Word": "May", "Confidence": 0.998, "X1": 0.761, "Y1": 0.57542, "X2": 0.781, "Y2": 0.57522, "X3": 0.78, "Y3": 0.59146, "X4": 0.76, "Y4": 0.59019, "page": 0, "Index": 230}, {"Word": "Complicate", "Confidence": 0.608, "X1": 0.786, "Y1": 0.57669, "X2": 0.851, "Y2": 0.57649, "X3": 0.85, "Y3": 0.59146, "X4": 0.785, "Y4": 0.59146, "page": 0, "Index": 231}, {"Word": "Pregnancy.", "Confidence": 0.853, "X1": 0.858, "Y1": 0.57921, "X2": 0.921, "Y2": 0.57901, "X3": 0.921, "Y3": 0.59019, "X4": 0.857, "Y4": 0.59146, "page": 0, "Index": 232}, {"Word": "bog", "Confidence": 0.219, "X1": 0.544, "Y1": 0.5868, "X2": 0.565, "Y2": 0.5866, "X3": 0.564, "Y3": 0.60283, "X4": 0.543, "Y4": 0.60157, "page": 0, "Index": 233}, {"Word": "\"tar\",", "Confidence": 0.636, "X1": 0.569, "Y1": 0.5868, "X2": 0.609, "Y2": 0.5866, "X3": 0.609, "Y3": 0.6041, "X4": 0.569, "Y4": 0.60283, "page": 0, "Index": 234}, {"Word": "0.", "Confidence": 0.764, "X1": 0.614, "Y1": 0.58806, "X2": 0.625, "Y2": 0.58786, "X3": 0.624, "Y3": 0.6041, "X4": 0.613, "Y4": 0.6041, "page": 0, "Index": 235}, {"Word": "4ng", "Confidence": 0.69, "X1": 0.627, "Y1": 0.58806, "X2": 0.647, "Y2": 0.58786, "X3": 0.647, "Y3": 0.60536, "X4": 0.627, "Y4": 0.6041, "page": 0, "Index": 236}, {"Word": "siculine", "Confidence": 0.622, "X1": 0.652, "Y1": 0.58933, "X2": 0.705, "Y2": 0.58913, "X3": 0.705, "Y3": 0.60536, "X4": 0.652, "Y4": 0.60536, "page": 0, "Index": 237}, {"Word": "av", "Confidence": 0.849, "X1": 0.71, "Y1": 0.59059, "X2": 0.724, "Y2": 0.59039, "X3": 0.724, "Y3": 0.60536, "X4": 0.71, "Y4": 0.60536, "page": 0, "Index": 238}, {"Word": "per", "Confidence": 0.955, "X1": 0.729, "Y1": 0.59059, "X2": 0.749, "Y2": 0.59039, "X3": 0.75, "Y3": 0.60536, "X4": 0.729, "Y4": 0.60536, "page": 0, "Index": 239}, {"Word": "CHECKOUT", "Confidence": 0.458, "X1": 0.296, "Y1": 0.60323, "X2": 0.348, "Y2": 0.60303, "X3": 0.347, "Y3": 0.62433, "X4": 0.296, "Y4": 0.6218, "page": 0, "Index": 240}, {"Word": "CHECKOUT", "Confidence": 0.623, "X1": 0.483, "Y1": 0.60576, "X2": 0.536, "Y2": 0.60556, "X3": 0.536, "Y3": 0.62559, "X4": 0.483, "Y4": 0.62559, "page": 0, "Index": 241}, {"Word": "COURANTE", "Confidence": 0.208, "X1": 0.539, "Y1": 0.60576, "X2": 0.599, "Y2": 0.60556, "X3": 0.599, "Y3": 0.62559, "X4": 0.539, "Y4": 0.62559, "page": 0, "Index": 242}, {"Word": "\"", "Confidence": 0.005, "X1": 0.602, "Y1": 0.60576, "X2": 0.611, "Y2": 0.60556, "X3": 0.611, "Y3": 0.62559, "X4": 0.602, "Y4": 0.62559, "page": 0, "Index": 243}, {"Word": ";.", "Confidence": 0.003, "X1": 0.615, "Y1": 0.60703, "X2": 0.631, "Y2": 0.60683, "X3": 0.631, "Y3": 0.62559, "X4": 0.614, "Y4": 0.62559, "page": 0, "Index": 244}, {"Word": ";", "Confidence": 0, "X1": 0.637, "Y1": 0.60703, "X2": 0.646, "Y2": 0.60683, "X3": 0.646, "Y3": 0.62559, "X4": 0.636, "Y4": 0.62559, "page": 0, "Index": 245}, {"Word": "CHECKOUT", "Confidence": 0.622, "X1": 0.67, "Y1": 0.60576, "X2": 0.723, "Y2": 0.60556, "X3": 0.723, "Y3": 0.62685, "X4": 0.67, "Y4": 0.62685, "page": 0, "Index": 246}, {"Word": "COUPONOLARAK", "Confidence": 0.038, "X1": 0.351, "Y1": 0.6045, "X2": 0.464, "Y2": 0.6043, "X3": 0.464, "Y3": 0.62938, "X4": 0.351, "Y4": 0.62433, "page": 0, "Index": 247}, {"Word": "COUPON", "Confidence": 0.615, "X1": 0.726, "Y1": 0.6045, "X2": 0.8, "Y2": 0.6043, "X3": 0.8, "Y3": 0.62812, "X4": 0.726, "Y4": 0.62685, "page": 0, "Index": 248}, {"Word": "2045203546", "Confidence": 0.994, "X1": 0.158, "Y1": 0.93699, "X2": 0.064, "Y2": 0.93679, "X3": 0.064, "Y3": 0.91636, "X4": 0.158, "Y4": 0.91383, "page": 0, "Index": 249}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAMXA+gDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqGO3SKaWVd26Ugtk5HAxx6VNQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVg+LvEbeFdAl1UafcXwjZQ0UA+YAnk/QV53D+0Ho0sJf8AsbUA+xmVAAd+D2P0yT6YoA9ioryH/hf+jNbLdLoeq/Zi+xp2QBFP+90qW5+Oun20Ec40DVJIpELowTAIBxnJHT3oA9Zorxk/tD6Ou4voWoqAoIJI5PenN+0Jo6MskmhamttIcRykD5+OcduuO9AHslFePn4/6TFKsVxoGrRO6hkVkGWznGAeoxTR+0T4cZgBpWpknoAq/wCNAHsVFeP/APDQ3h8yiIaRqnmHgJsXJ/DNOP7Qfh9Jnim0rU4nT7yugBH4UAevUV5C37Qnh03Bhi0vUpTkhSiD5h6gZzTP+GiPDpXcNK1Pb67Vx/OgD2GivH5P2hfD8SK8mj6oit90sigH6c00ftE+GtyhtN1FVY/eKrj69aAPYqK8fb9ojwwHkAsb9ghwDhfm57c1PH+0H4Rc8xXyfKT80Y6+nWgD1mivJT+0H4SEZPk35cEjaIxyMnnOfp+dMk/aH8JrIqpa6g6kZLeWowfTrQB67RXl0nx78GR2cUwlunkfGYVi+ZPr2p7fHjwSpX/SLtgy5+WDp7HmgD06ivLZfj54LjMWyS9kD53FYfudevP+c1PbfHXwVc4H2m7jYjo0B9CexPpQB6XRXncPxs8EzwvIL+ZdibirQHPXGPr3pIfjb4KmUt9suVVSQS1u2P0oA9Forz1fjV4HbfnU5ECjKloGw/svFSL8ZfAzTGP+2MAAHf5L4J9OnWgDvqK4MfGTwLucHWgpU4O6F/8ACl/4XF4Exn+3Ex0z5L/4UAd3RXC/8Lh8DbgBra5PQeTJk/8AjtIPjF4FJIGuKSOoEMn/AMTQB3dFcOfi74HC7v7diIyBxG56j6U1/jD4EjdkbXY9ynB/dP8A4UAd1RXCf8Li8CkFhriYHU+TJj+VJ/wuXwH/ANB6P/v0/wDhQB3lFcJ/wuTwH/0HU/79P/hQPjH4DPTXU/79P/hQB3dFcMPi94FJXGuxEuMgeW/+HtTP+FyeA/8AoPR/9+n/AMKAO8org/8AhcvgP/oPR/8Afp/8KcfjD4ECq39vRYbp+7f/AAoA7qiuFX4w+BGDEa9F8oycxv8A4U6P4veBZg5TXovkGTmNxnnHHHNAHcUVxp+KngkSpGfEFtl+n3sfjxxTP+FseBzMYv7ft9wbb91sZ+uKAO1orkz8S/BgVW/4SGzw52jDHOfyqxc+PvClnOsNxr1lHIwyFL9qAOkormJfiF4RhlEcniCyVigcZfseRTE+JPg18Y8Q2XKhuXxxQB1VFcyvxC8Itnb4gsTgZOJOgpP+FieD/wDoYrD/AL+UAdPRXMf8LE8H/wDQxWH/AH8o/wCFieD/APoYrD/v5QB09Fcy3xB8Iqqk+IbDDDI/e0n/AAsTwf8A9DFYf9/KAOnormf+FheEdm//AISGw25xnze9TxeNvDE6ho9e08gkAHz1HXOOv0NAG/RWA3jbwwqM517T9qkqf369R1pU8a+GH4XXtPPCt/r16HpQBvUVkL4p0BpWiGt6fvUAkfaU6H8ak/4SPQ/+gzp3/gUn+NAGnRWeNd0hhkarYkYzxcJ0/P2NN/4SHRcA/wBr2GCcA/aU5/WgDSorPOt6SrMrapZBlOCDcJkH060sWt6TPnydUspMddlwhx+RoAv0VROs6Wv3tSsx9Z1/xpy6rpzpvS/tWXdtyJlIz6detAFyiqv9oWWUH2u3y+dg8xfmx1xzzUouYD0mjP8AwMUAS0VF9pg/57x/99ij7Vb/APPeL/vsUAS0VF9qt/8AnvF/32KPtVv/AM94v++xQBLRUX2q3/57xf8AfYo+1W//AD3i/wC+xQBLRUX2q3/57xf99ij7Vb/894v++xQBLRUX2q3/AOe8X/fYo+1W/wDz3i/77FAEtFRfarf/AJ7xf99ij7Vb/wDPeL/vsUAS0VF9pgBwZo8j/bFH2q3/AOe8X/fYoAloqL7RD/z2j6Z+8KVZ4n4WVD9GFAElFRefD/z1j5/2hQLiE4xLGcnA+YcmgCWimeYmcb1z0xmnAg8igBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOW+IWsT6D4LvdRtwS8LRZUDJZTIoZfxBIrybTZdGtvhIfECWpihR57cqR+8TzJDnaf9whfrXs3i63huPDdys9vc3KIySCG2Xc7srBlAH1Az7V5PoI1C50OHQta8K6kkV3Hcx3Mi252wb3LqVHQnJHPbFAHNz65PFpN94QhSMaTb6ELlVZAXZ2CNkn1GTUSaldWdvctBcFHt/DsE0QbBRW9cHvXU2Xh+1n0N7zUNC1z+2E002EkaW2FlVSAp9MkAfrUNvoZfwfcXc3hzVU1yWy+wfZ2hJj2p90496AMHxx4r1C4+HmkzNPH9suY0ExWFQSrrIG7d8Cq+t66W0Dw1o1xbSkI1nNbnywEjwMMGOOd2c/8BpfEvhvxDf+CdG0638PagbqFIzIBAfl2iQEE/8AAhXQ6xpmoXfhPTJIdE1c6qWtReW5tztCwcfL6E5zmgDnLTV9R8WahpeparcOXj1WW1zboqny1j3hcY7Zb8zTfhxYo2v+HLpEzuv7uJQ+D0TIyPxrd1Lw8mlXOj3Hhnw/4if7PqJvJ4p4CFIbAIz7AYH41eg0o6F4n0WXS9D1ubTbW4mup99od2+RcYHsOBQBT8Qq9r4v0Zr+W3fxFYWNxcTvABtBXJjzjg8Vh6Ncp4g8RnWtbQtFqGjXAnIVVGVBUlcfUVLb+HdeHxPvdTutD1WTSrx5InmEB3LG4xkD29Kt3HhS/wBP1i7t9G0bVX02HSZba3klgbdJKwPb3OKAKlpZvZ/EDSbWGESNDpYSSZDwAqShvrnH6Vo+A0S9+HNsggSVoJ3BMig7R9ohJI9cA9DV2+0zVJvHVnqsuhar5Z0+FXaGDCrL5bhgy/7zCqnhPRtU0v4fNDfaNqgZbpmZIYyHA8yJs/TCN+VAFP4gQ28kPh+2eOLyzdJ8vHzfuUwpHoTgfjXZah4cg1r4Zo9/okC3kECzJbQKUK4bBB9seleffGKCC1+w+Tb3kcxEbiWZCnyeWoUezAg5rhZvHXiWfR4tKfV7n7JGuxVDkHb6E9SKAMfUFiXUrpYABCJnCAdlycfpVWl680lABRRRQAUUVNBMIWYmKOTchXDjOMjqPcUAQ13fwuQLrV9eJHG9zbWytCzgEIWlRC3PGdrNXCV3Pwwhs7/Wr/SL6SeCDULQwmeJN3lEOr5Pt8uPxoA6pLFvGeuaxP4Ttfs8ZvovPSR1jBjwM8e7AnFXIoNZsfh34otdNtbaXF9Ml07qqlEA5Kg/0rP8Tqtx4pv5rNLm2sxNbyxtHCyB1VVXkAcZOasyXGl3/wAOtVtJbm5srw3c0ltAkbM82eQGPcH1oAgvdQ06S/8ADXh54onSC4tvIWJADHlR5gc/xZLD8quXsMHhnxlNYGyt5JNP0y5vpVKAh5ixkU++AE/KoLkaRAugX9m/m3l7d2jXMZjO+08pcHJ9yKWXxBZeI/GcUusPJb/abS60u4n2HCjJ2SE46ENj8KAK+u20V7He6vLCvnar4bS+mUKAglEqLuUDp0/U1a8FaymiS31odKspoZLb7YJLhQQrIEXgdhzk1NO2i3PiK28PNrC/2Wuhf2aL8RkBHVwxJz6lePYiql7Bpmna/dWFlqUV5btpU6R3HKoWYrtUn1wM0AZHgnUoz4x1TV7iKK6awt2e3BQbV+bAIHtmtfT/ABDZaXfeKvEGk6Tbusl3BbeXcxghdzYkAA6AkGua+HFlbzalq1jqt7/Z0d1ZtEtzIpwGyCPr0rtxaeHNf1PXLA6tHp9u5tWSdkwszxn5iB74oAwJbK40WxkS2jjSFfEjW0rqowUYKQoz2GK7LSICNE1aO28NRag1xrN5HNdMFAt4weuTznnI+lZcNlpWsavqun6hrsdpFa6tHqAn2ny5idwYL6nGwfUGsjXNVkPhHWLeyuyI5tRu5NiEhnzLGUIx/s7vwoAv+E9Q0xPCcOjX+lxT/wBsi8mdgoGHjLbc9wAFGMVW0vQLG68L6LqsdrGGFldpOm3IGR8jH8aj8C6Npkumadq2oa7HZXNrBdRfZJwQWZtwVh7HdzWjoPiHT9I0O00GeVWt7nSZlln2kmCXccD8RQBk20Fha2fg8tbRT+XquLh+CsoKoeuOnNSfZdOh1q6S4jhhtGnkSZinAj8yfP4AAflTdM1bTjHoMHnBbZdT2yCWMgrDsUFyO3StGzOnPrlxdz6naxwxXAlw+T5itLL04xwGBPtQAvwx8DaLqWnNc3UdvcGQyOLidQURQ+xVweATgn8RXL/FbwbpvhW5sJtPimgF4Hd4JOiEHoPasjSPHereFNS1BdMeCS0nnLNDNGHRgGJGB27fkKyvE3inU/FmqG+1ObewG2OMfdjX0UUAYlFSTReTIU3o+O6HIqOgApykqwYHBByDTaKALEt001vDCY4h5WfnVAGbJz8x71XqSGJ55BHGu526AUwjBwaAEr1O/TSLP4a6XYzWEPn3kS3SXTZMhm8zBXP93YDxXllep6rZWl/4F0rXZNRt2S1sY7VbMEl1l84/OR2G3PNAHSar4ItdOuLW6u9EhhRvEAgt4vLGLi2ZMhfxIIH1q1qWmaHovizVL8+E4reCFYLaK3nUCMhwxeTjvtU4qTUNb07WIIoTrMbBtdaaGTz/APVosTEMPRQdtYunaRceIV1vRLvxXZ3zg2979rEpMQjUsGXd2ODQBjaL4a025eTxAbZL3RbOadpzt2hv+eaHPY5H5VoRaVocXguLS59BtDrOoWtxeRXO75o9pJAz/dwpFSeG9b0c2954UiaKHRtSluQzyyAAED5CD6cdO9WoLOO+8LaRrNtqeno2ladc2EsE0u13c7hke2DmgCLRfDWieIb9tGXR7O3c6GLxbkA5SRlXBPqAc/nVbxbP4NvfAc15pfhqOyuY5IlMi4BJbzF7dsx5/Guj8JWlhFZy+KZ9ShfTG0NbB443xMHQgNx2HGfoa8s1ILJ4LFwu8K7RIvz/ACkhpSRjuQCPz96ANzW7Lwra+DLTRIrWKLXjbW939tbO6QydYx+BBrV1jQfDUukPFY6UkV3ok9vbXMvO243kAk+4JqHU/DtpeaLD4oae2uoRp9rDAsc2GilRQHLD2A/UV0OpWdvZeFdX1Se/tFs9Xvre4tZYyWLKpBIfHQ8ECgDmbvRNJltb0xaQgNpr8dtujAAMbbvlPseB+VGvaT4Yg8QaHqEWgXVjYO9yLuwkc5cwc8H3ziuh1XT5NI0e/lFza3CarrdveWskEoYbASefQ+1c1qNzqnin4prpupXJe4e3eCHd8iRyPCecdhk80APi8L6V4k8ZXkWm2EdlZ6hopvbOB2yIXyo/mG/OqMvhrTbfx7pmnCJJrZtNWSXaCFeTyC27/voZro7fT303XWsjewrfWGgm2XY42u6MHO0/X5fqDVfWFtLf4uWYt5NkP9nBgrPnk27EjPsaAE8D+D9I1vwna3t5aI0pluImctjO3BXPuKr/ABB8H6ZYR6Othbpavd3BiyrdUGecf1rb+HGoWsXgizspJVWaS5uHUEgccCsX4xx3Ol67p0/n27SQEhER8lSCTyPTkUAXNV8C+E08L6XfW7apb+fH8twWBSQ5Jy364wK8euUktrmSBnJMTleDxkGu+X4sX0OlPb2+n2qSvuUhxvjVWznYp+5zg8V54zFmLMcknJNADjNKSSZHyevzGhZpE+7I6/RiKjooAkM8p6yv/wB9GlFxMFwJpAM5xuPWoqKAJvtVxwfPl46fOeKet/eLnbdTjIwcSHpVaigDu/h5p8esajdXGrG8urCwh3tBHKRuJOAM9vWtd/Dlml3HHA9zcQf26lqZPNY/uWTdtJHHU4zUXwo867sPEek2IVtQureMwIxADAN83J9Aa67QzdeEdKSHQ5UuLKbX1trmRwsg2BQMg9vmOM0AYN1beGtN8DTmewvp9ZuJbpLaWKRyIwjlVLc9BxT7/wAM6BJb6TYW02oW2pQ39vZX3mTHM3mLlmA9mBXj0rZc+IY/hzPPpDWQsorm8N4Ziu/YJSSBnn8qg1Xw5dReMLLxHfyhln1u3TTyrjEsLEuWx7Ejn60AYVh4QtrbxDZ2OrXFzths5tRu4xKwZol5WPrwSMc1ieJNLittYlnsnuYdPu9PN/aRNMSYwRwpOecV6HIkXiH4gTajFFCZNV0K5V4Ypd371fl2/XIHFc5r2nX2o6jpGh21jKdSg8PmF4cfMXHJX6igCLRNJ8J2eoXNl4lu9V3mzS6gkimO3Gzc2cfpWL4O0q21XxBqcl3NfXWkaejybYZCHlG8KgznjOQfwNbHiGyv4PGEVjLbZddIIVH6FhCQR+dQfDxL650fxnZ2UbHVJbeNo4Ih82RKN2B7UAWPD3hXSjqF9Za7qN3tlvP7Ps7i3mJUSkBlJ59MD8ay9P8ADUVwdISS/vDLc6nNYz4kwuFGQy9+9dPovhtzcxWGkB7iCw8RJPJIWzsiVFJZj6cHmpvDmmXV5Lo1xaWc0iWPiG4kvJF5WNcDDH0GKAMew8F6Xd+Ebi7l1rUYNXBuBBCxzHJ5R5OeuMVBN4StYfAcVw1/eJ4ie2/tARmQ7DAMkjr1wCc10Wv+KrzRfh5PHp9rHJHfXdwGuZRuMaOxGF9M0usadd/YbXVhbv8A2evhRoTc/wAAkKMAufXnpQByOseGJ7Lw/LrMl9eypNp8F1bMznhmdUdW+mTj6iujtPAGkXA8JH+1dTb+2bSaSUeZgpIibunpnI/Cq4tAvgC41S5uCRYNaxtbSgspR/KbJHp8vT3rv9Me2uNN8B3c0Si8lS6aMghcK0blsL6fd/OgDzvSPDmlXsOrStc6m0ttArRK0/ykbFPzY5PJ+lY3hLwrqmuLNOutTWSx/NGiszMwJ27hg8DPFdx4btLyGHV7iSzuBHDFBE5jXLbtsfA965Twj4+sfD+oXkOpR3EQVnWC4tlG9RvJ2sp4PNAHP+JrDxJ4M1lbG8v5g8RPkyRyNtI9R+dc4mo30ZUpeTgq25cSHg+tdd8SfG3/AAm+qwT20DxWFnH5cXmY3kn7xYj1Irh6AL/9tapvD/2jdbgSwPmt1znPX1q0vivxAkflrrN6EC7cCZunpWNRQBsf8JX4g2bP7Zvtuc485utN/wCEo17/AKDF7/3+b/GsmigDYbxVrxCg6vecDHEzU+DxP4iaZEh1e+MjnaoEzZJPGP1rErQ0L/kYdN/6+ov/AEMUAemz6Fqcdxpb6b4p1K9TzvsuoBJSrQThdxC56jHf2qtoGj6trctk8nie/t7e7e5XzWlJERjPBb6960BoGpp45i1G+kNlbJq0sUUJyjTgAvuA/iB6E+ldLpOuJq9xodzaaJDENl//AMSyH7kjA4z65NAHK6boetajqWr6c3jyVktHSGOSN22zTsMKvJ7Ec1lz6X43s/DyaofEFz9mjga6ZBO26NhL5W0jPUn+RrX1Cw1fxDe6npdlpq6LcNqkDSIitiJdjbWY9hnmr+rwwXfwatbOGfF9YRJc3Eq9J4vPkQDPcZJagDC1yLxHbvpkcnjma4uZ7lILiIM+60kbn5vXGe3oayrS58SXds0914untbWO++xvLJI5VSBnccdq6+a2e38T30txCUWbxLZ+S7rgMBu3YPp8y/mKwrrRdUbwT4hnkiNsserSSu8q7QQFwQPfJxQBF4qvvEvg+9s4IvHM2oTbd6LAzjZnkZz61q6wnjy20mz1RPGc91JLPHDLDG7Kbd35UMenp0rm/iNMX1/TIzE6iO3j+cjhsgdPpWnd6Zq1w0d9J/o1pa6hBbtASwNw7DKsB0JANAFnxFceM9Hv9JWPxzcX4upZIkmhZwsTrgMDnr1qLQNR8c6+2lyf8JndWyXclwgkkkbEQiUMxPsQf0oFnewaBocF3b3CXR1yU7Jc52gKvA7DOB9a0PAdstvb+F11K2fyJJdSLxsMF08pQf5EUAVn1Txu3iSPTV8dTNYmATDUkZvK8vpux168fWi+ufiJZX+u2v8Awlt3KdIgW4d0lOJY2IwR6dadqOp6VqA1228PWt3DDYaT9nSOQ7iCJQflxyeea6DQ7R7jxvq1ld5T7Rp9nDKH4+91BoAxIp/G8sOt48eXAudKthcvblm3SIUDZU/jimPd/ED7DpdyfGNyEv7Tz4TvOCd4XYT65Yc+9XPs7W/jT4g2+05h0VounXaiD+lbF7p9xN4X8FIlsw8u0/erGv3P9Iizx+BoA5bXte+IOlanZ2Ufim5u7ickbYsqFIUE59Rg5q5r8Xxa8M28V1Nrd1dW4XzWeKYsFOMlT64qp4n1q0sdc0gXaOlvJbyRTOh2yKGbG7HUY2jj0yK73xr8RtG0/TVmgntNQimVooBay5cjZg7weByTQB42vxW8bLKz/wBv3R3HJBbj8KYnxS8ZLuJ1+9ZiwYEynjnpj0rkHbc7MBjJJxTaAO8T4v8AjOO6ik/tqeRI23BH6E4PBx1GT+got/jD43t7sXA1qR8Ajy5AGTk56Vw6RbopH3KNmPlJ5OfSo6AO9Hxh8atdCZ9bmHqFUY+mOla4+PHivz3laZCNy7ItgCgDqD3ya8sAJ6DNWp7GWG2t5ikmJlLAleMD0PegD0Gf45+MpJrl47uONJWJRQg/dgggAfTr+FdH4E8b/EbxlJqFna6rboI4dxuZ4wPLbPAHucEfnXitt5X2mPzw5i3DeE+8R7V3XgWWSPwz4hS33edPJbwRYOMM5dVOfqRQB0F1rvj/AFaJPtviSSyEyXIliRSuzyPvAgeuf0pdTHjHwt4dtNRi8dtJJe+XLHaBmDsG6cnjuMitCAfZvD8lnrdoZtb2aqTceZ8sZC/NwOua1dZGky2fgW3uNF86aT7KJLt8qEGBxnpzx+VAFfX9S+Juh6TYC68QQS/a2ETtAoL27Y3DcR1JFVItQ+IV/wCI9OtR4ra1Go27T7nXakKYGCRnv2pmqfbdV8cC3iIi0i31TF6GcgmQgk9ewX0qh49tJo9YuVsYJGsxpyzW06MzboSy7c+mMH86AHN4h+IWm2niNT4rZ00iQK5cbmkJYL8ueQOQaKl8T20M39tw26rvmtdKWUDu5Kg598YooA+mKKKKACiiigDG8UaJL4h8O3WlwX8thJOFAuIs7kwwPGCPTFeYt8EdZ2nb4/1UtjjJfGf++69nooA8Yj+DPiSaCKK68eXyrEvy+VvzknJySwzRL8E9cKII/HupEqf4i4478hq9nooA8Wn+CWubm8jx5qeP4Q7P/RqgHwV8VPG/meO7oOvEYV5MEc/e5617hRQB4aPgl4r+1EHx3dfZ88ESS78fTOP1pH+C3jCN0a38dXBIHPmSy9fbk17nRQB4SvwZ8bquz/hOHI56yy96WL4M+OISxj8cyAsCp/eyng/WvdaKAPDn+EPj2SVZG8duWXJB8yQdaz9M+HPjfWE1KBPG8yfZrtraUNJJ8xUAggjkda+ga5TwiTFc+JTIrKP7VkfJU8javI9ehoA8v1n4I+K9cS3/ALV8WW9wtrEI4zIr/Ko9eOT7muTHwVbbdO3iG3SK3YKZXtpQkhPQRnGH/DNfT9ykNzBJbTZKTRsrDnlSMH+dc3beFVk063tUvStjZyLJpyxx4aIrnBctndz7CgDwZfglIY7R38QW8Zu5PLjjkt5FcNgnDKRleAetZp+F9mLK0vP+Elg+zXTOEk+yy7VCMFYscfKASOTX0FceHLi5ha9vtbt31W3nDrMIwsMeAQFKZz0Y/wAVZmmeEdCtJNEtf7ZsrqGxSeOW3kZT57SsGPAbsw6EGgDxt/g6A04TxJaOkMZk84QSeU4AyQr42swGeAc8U3S/g5LrxgXSdftJmkiE5WSGSMiMsV3cj1B4r2+50KzXS7nQLfXbG30jY7LASDKjNyMsW+7uOcYHGBTPDOj6T4e16XUE1zTjFLZxwNCsqjEiklmznuTmgDyHXfgLqWhaYb2TWLSVRIke1UbPzHHp71ot+zbq4Ulddsiew2P/AIV6v491fTbjwwyQ39rI/wBohO1JVJwHHbNdP/b2j/8AQUsv+/6/40AfMMfwfeTVZdNTWN88MnlSvHYzNGj4BILhcdCK6HwX4D1jQLtdT8P+JbRJbqykfdLbSACIMAWORwQRkA9cV6po4g0nW9UuxrektDf3TTYNwdygooHG7bnK+nTvTdGhj05LkzeJNMeW7gcTsjKAJSTtZFzhVAPI7nn1oA4mM/EE6VcapceN7RbS1H+kA2ZLoc9CmzOMYOfQ1Wu4/iTBHbzTeJbHZN+9heG0L/IR95sJ8q/Wu+1q00a+8DalpFtrOlx3V5CFluWnGHfj5mOSe3qag1C20+7hgEfiLS08rSzaA/a8DzOMMQGAZfY0AceLL4jE7YfF1hNMSuPKs9y7iMg7gmB1HNNtdK+Kl/LJHB4j0t5UJ3BoFGR6qSnzDPcV2WhXkWi3Ox9c8PyQyCMSv9vw2AoDYT7vbjpVzR9RsLPW7m5m8SaPHYlCkNtDehgxJB3tuPyntheOaAOEu9B+K9hAZ7rxDo8UQIGWjTknoB8nJPpVdLP4li1gu/8AhJdFeC4BMREand78J2716X4m1PQ9Y0pYYNe0sTRTxXEYa8QBijBsE5OM4rDhktrLw9pOlxa/oU0MAJu0N8I2fnIVGGeM9cjmgDnT4Z+Lqx+Y2v6OEODuMaY/9ApiaH8V3V1TxBojbclmCJ8uOozsx9a9H+36Vd3bXGoatpv2KEqLeBbldoOOr84b2BFYWh2MNt4luJI9asJLK1Sd0jW5VjKZSCd6g/KFxQBzK+G/i5cYki13RihAI2RoRgjj+Ck/sL4rrOGbXtDwpOU2oAdvUfc/P612uj3l6+ivGJ7CG5lucXVxHfJLsjxyy4AAIxgL296j8TaJpkvh+NdMu7eFmVojcfalRSsq7XkbOQ5PHufUUAc2ml/FBI5Yvt3h55GffuYAlFI4UYXp70N4f+LbMh+26AAq7WXygQ/uflrq7+yvo7jTYdMv7OBF8kTXhmwxCZ+TZnDbgfUY9668XlsePtEWf98UAeO2GlfFa7t1mjufDxVXZV3wDIwcEDjpxj6VLqll8SfKNpfXXhSBbxTCisu1mJGPlz1Nej+HLu1bSyouIiVnlBG8cHea5n4h+GJfFeoeHZrS+gSOwvBNPmfadnH3ffigDxe7+CevjUTDcatosd1M/ERuCCWbnAGKbD8C9fuJ5YYdV0eSWLPmItwSVx68cV9JyafDfa1bzzMksFrGDChfOJST8xHc4AwT05rD03wydK8QXCWdtCunRwzMkckwdp5JTls8ZVe3frQB4aPgtr/9kTY1HQfs8Um+S4885TjGC2MAU22+Anie8RZbW90uaFs/vI5yVz+Ve+afoz3VjqUd5pEETXEYTb9o3oyjogC42gdq1vDlle2GlmK/m3yGRmRd27ykOMJk9cetAHzNrHwN8T6LpNxqNzcWDQwLuYJIScZ7cVdX9nnxcygi507kZ/1rf4V758QyB4D1bJH+q/qK6aP/AFaf7ooA+VW+APjRbgxiOyZP+egnGP8AGok+A3jhnUG0tVBJBJuFwK+saKAPkt/gV46V2UafbsAcBhcpg+/Wu1s/DfxRsdPtrOHw14eZIIhHulihZmA6EnPNe/0UAeDDRfisBgeGPDI/7d4f/iqVdH+K8ednhrw0uRg7YIRkf99V7xXM+KI7seXNpdwyakCAm5z5ccecszL0xgHkg0AeWx6J8URIpk8KeGWQHlRbwjP60v8AYvxSw+PC3hoZ+6BBDgfXnniu70oC+W9Ml7qlnamINO9xIUZ2B+9GSTtQ9OMVS1DUNQ03QLy7jnukNhbG4tUmckkFsDzP73fr7UAckmj/ABVVGX/hF/DWD0xBEAPw3Uh0b4qFv+RW8MiPdu2eRDj/ANCrr/DPieW/gtNYu7uQMZbuO4hyW3LGTjy4xnOPl9+tXdV8aW2oXOlWOlzXkLXN8sMxktZIiYyrk4ZlHOQOnNAHE/YPickaxf8ACG+GyGOeI4tvvkZxz/SmyWfxTe3MUfhLw9HG0v3PJiIA+menvWnfeJPETR2pS9eOzt9X+ySS5CtIPNZVUtggjaBnjOa2/EcmuT66ulaJd3cErMHme5lWNZUzyISQckDrgUAclFa/ESxiSVPAWgFy/wA21UJzzg4z8uM9qYtj8RPt7lvAmgnbFljhRuY9SHznPHQV6BNcq1xqEFnql0/2CBnbMpJWUY4bjkYPSuwt3MltE7feZAT+VAHhup23jqVVluvhvotwQPLHl4JA+92Pr39ayDbeK/nkPwr08lMgnY+ePT5q+jqKAPm2GDxX5iMnwssApwVHlOME8568Vk+KNJ8Z+K2W1HgU2bF9yvFE275QQQWPrn9K+qKKAPiqT4ceMYrhIG8O3+984xESOPfpQPhv4xJwPD1/nOP9UfTP9K+1aKAPiqT4b+MYmhVvD1/mb7mIifz9PxqF/APi2NpFbw7qOYzhsW7H8uOa+26KAPiQ+AvFItWuDot2ET74KEFB6sOoH1qC28H+IL4O1ppN1PGi7mkjjLIBtDfe6dCK+n9X0S4u7nxJMjTBZ9scxxndCEJ2gY5GeOOeaw/Aq3OneC9Xgl+1JdNEzRWUkBCufs6YP3c9QR17UAfPw8FeJTZNdjRL3yFXeW8o8LjO7HXHvTJ/CHiG3tFu5NHvfszRrIJhCxTa2Mc9O4r6j0rS5YNC1E3bT3GqSaQEVjGVAi2NtQADGQxYetRa8b1fg9Zw2ttJJO8VtG0YjYsBuXPHXjFAHh/gjRLrQ57q51rwZrd65QfZjBHJGVPfkY6it8G0Td5Xwp1dQsgdB58457twODXuWpX09lqfh63S8eCO4cxyQi33+bhehb+DFdJQB83TNpsUEqv8LdZMRVnI8+baTnPzflk0j6loMml2VzcfDzXsRvmBkuJSkaDlSjE9SB2r6KvVjaxnWUKYzGwYN0xjnNedaNNLbeB/BEwdFijuUEz5wqJ5cg5PbsPrQB5rJc+F4LmGdPh94ktpCCYjHOynJ6sOc5qRF0cXG9fAvjH7btJ+0faG87B75rvoJw2tG5ZJY4ZtIkWN5BhHZpWIVT0JwRwK7iLQ7ePUY9eUSG/WxFuqM+Ex15HrnvQB4bcR6XdXQuZ/APjF59nlmQytkr6Hiqf2fQNEM13D4N8Z2athXmE/l5BI4Jx64r3rw5r0uqtJbXPl/bLeMNP9nO+EFicBXB5IA5FU/iQ0SeCbtpmRQJYSCxwAfNWgDw5W8PWmomFvCnjO2ubheVW52tIOcDAHI4qWBNJsLOd4PCHje3tpRulKXJVWHqeK7/Ul3fEDxJDPdXUcV3Z2aw5fajDeN3l5POBnp710eh+JdSuLTzZPKu8owijhjK7iIw4GSTnrj9aAPFprjw5NpYgl8I+LmskAba04K8nIJ49a0pE0ufRU0w+DfGsmnRgNFDv+TJIOelex+Dtfvtck1RL5EVrWZEVVjKlcrkqc9SD3rb1XTn1KCONLqW2KOJMxnG4joD6j1HegD57uLnQvsk1s/hLxe8V6qLJG8gwwQqFxx2IA/AU+y1bwjYiwvW0PxfFJZB0tkL7kQjqo4xznmvVH0260nxr4ZsbO7AgjsZ0Z7hS7OAyEqDkDcfxwAaujxXPF4pudImjQgiUxMFwE2KrDJz8xbJ9PunrQB5M2u+GzBqVpZWPi6K61FR5iHkFwRgAAcH3FeO3mi6nHdShtOvVy5I8yJt2M9/evsCwTXfEHh2aa4vba0+2xL5AtlJMIzyd+eSR0wBj3rQsbaDQ5ZGvdS8ya+mVYxK2ASBgKoPfHJ9aAPij+ydR/58Ln/v01RLZXTzGJLaZpB1QIcj8K+9iOOleY+EtXSHVBbXUEcV0uo3wnkmYK4iGWVznnbggDPGB1oA+Wn0u/jRneyuFVRkkxkAU3+z7wori1mKtyp8s4NfZ3jCdJvDcclq3nNNNH9nEbZjlY5wHI6xnv7U7weFuNHkNxCVuFncSxn5o43zhliJH3B2oA+MH069jUM9nOqkgAmMjND6fexELJaTqSCQDGRwOtfWV742ltb/Vo7y2szZ2EzCMOPmcLjgZP3ufStKbX5JfFul6fJbWZhu967HGZVURb93+6Tx07UAfHIsbtm2i2mLZxgIeuM/yp9iqx6hbvcCVIVlUuyD5gAece9fc89kiRyy2dtardNyHdOMgYBOOehNYmrW9r/ZNvPb2emPm6iSQmNSrL5gU7cd80AeL6x418L6hfafcXms+I5nsgHtx9mjPlllwc9MmqNv4t8JWuo29/BrHiWO5gaRo3W2iG0v8Ae46c17P4m1qy0XV7G1GmWOye5igd7iILnfn7hxzjA/OifU9HstWubOfSLIzBZZrfyoVYHYuW3tjAY+gzQB5VpnjPwvHLrl2niLX4bm/jDXDy28e+THGE7A4P5ViSax4D+w/Y/wC1fEPlCD7GUWCP5og+/Gc/3uc17TNqFjF4UTxJe6JpjxzRR/Z4kh+YGTAIYkdMkdBVTVrOyubjwld2eiWsAn1FvMSSERkjy5OSMHg4yM+1AHnWs+LfCmp6Db6Ze6/rU1rbpGyCOOIyccDLZznpn6CpNZ8Y+EfE+lTWWo+JNaSxjVD5SQIokwcDgHJJ6nNehad4etT8SdbtI9G0n+yxa24kjeIZGQ5G1cY5PX8Ks+G7Xw94jacf8IlYx2gAMUv2VdpAJG05A+bjPGRg9aAPFNUvPhvq2pxSXmt69JsUKsn2dQiADgY611eqeMPAms2Vlb3vinUNtoUeHFgQysuMHpgngCu08f8AhPQbPSLGSy0jTIJm1CBQot0XzAW+6TjOPpWteWHh0W0F5N4Y02W3kLiV/IQ7HXIAxt5BIxnigDzjVvGPhDWLixv73xvqDfZ7oSxRR2O0AqQcEYzjp14zVDWPFXgzWvEkesSeL72CWCJ4I1TTjtCsuCQPXJOa9nsvB/h2S1hnm8MaXBOVDMgt0bYfTOBWD4d8MaVdX2oJN4Y0iWwW6mEd4VRnYhz8u0LwByOvagDynwzc+DdF8RTajo/ja4hleNvN+16fuSUde+Py9q02stA1bUNTkl+IsQubuJJpHa2CKAG3ALluuR0rtL3wxoiXtpEmhaf5EusNFORar8sYBIGccDIFdl/whXhU5x4e0o4/6dU/woA8J+3+GDqGrXw8ds1xq9o0M+/TmwQABnrweOK2T4l0TTtPtIl8aWzNaRR7ZUs2LEBg+MAkdWGcenbFdlew+HLXxBcadH4O0iWK2CvLLsQMqHqdu3t255q/Z6V4XvtVu7OHwlpzRw71ScWyFS643K3Hyn5lx680AfOfxKvBe6tBMNag1TcGbzIoRHt3HJBGSepIGewrjYI1lk2STrEoBIZwSPpwDX0Fc6TDc/DC3v8A/hG9JtrgX8KRsFQtOnnY2khPl7DPoDXYrbeGJbHTDB4Q0x76+kaNYGhRVUofn+bb27cc0AfI5FJX1P4t0vw4niDSNJs/Dmnoy30DXUggRcIxOFxj5ge9d1/whPhb/oXdL/8AAVP8KAPh6rLXkh09LIrH5SyGUHYN2SADz1xwOK+0brwZ4Ujt3kbw7puEG75bRScjpwBzXnNnplrF8KdR1qbStK+3wtM0RfTEJChjgEc56HmgD5tVmXO0kZGDj0q02p3hhji89gkcZiVRx8p6ivpTXNN0fTfCOlahDoekrqF7LCJ5BYBkVSRuIUggdfxqC88I6DJ4v1Epp2mw+Vc2qo0sQWPDISV29MsfagD5oVmRgykgjkEV678EJYoBrsty9oLdViLi5XIzlsFeDyDXWXHhnw/a+E9ZuWsbFr2ddwCRBhGwbB8s4wEwB+Oa6fwn4I8NXl74gFzoVoRDqp8tCmQoEaEADpj5ice9AHne7wxDbwxXfjKCSRUvFUWsTSbhKvzBmbGD6Z61pXeqeH9W8PQ2C+Pbq3sLSCKYRPbLhtmMBQPmz7da9fg8D+FrZFSLw/poCjaCbdScfUjNTHwj4baBYToOmmIHIT7MmAfyoA8i8SatbT2NjLdeKNDjmtZTcsVtpMXClcLvUDJbB9ao6N45g0+a2R/F2n3MX2QwCD+zpDkE/IuMdiB+Fexf8IF4T3o3/CO6cShJH7hcc9eO9TN4M8Mvcee2haeZNuzJgX7uMYxj0oA8k0/V4Z/EF7JZ+I9CuLi9ZI4raS0dvLYNuOVI56H6cUV65H4O8MwyLJFoGmo6nIZbVAQfyooA3KKKKACiiigAooooAKKKKACiiigAory/xNFqSeI3E+o6lbWsdvPeTXFq5wI922OEY6Zxn1zXb+FJ7q58LadNeIqTvCpIUk8duvfFAGzRRRQAUgAHYc0tFABRRRQA3apz8o568U0Qxg58tM/SpKKAGeVGeSi8+1J5EX/PJP8AvkVJRQBH5EX/ADyT/vkVUvL3TNPlgjvJraB7h/LhWQgF29B6mrF5JNFZTyW6K8yxsyK3QsBwK+T7nVZfFfibTv7c1S5GqHVhC8YcqtvFn+DPQg96APrI20DEFoYyVORlRwaXyIv+eSf98isXQNCuNI0GWw/tm6vC5cw3MxDNGrfdAPfHXmvNfHVjNB/ZvhzQtbu5fEcj7rm5e527Yics8nOOuMCgD182FmYGgNrCYm6psGD+FM/srT/L2fYbfYM8eWMc9amtEeKzhjlk8yRUAZ/7xxya8p8S6tqniD4yWXhCK/ls9NghFzOsRIM+BnBI5xQB6U3h/R3bLaXZk+phX/Ck/wCEd0X/AKBNl/34X/CvLNG8YXXhf4ra14avLme60zy2nt1dtxg2rvIGe3Ws7wrdav460rxd4puNTu4I41dNOjWQgQFRvBAHcfKPxNAHsn/CO6L/ANAmy/78L/hR/wAI7ov/AECbL/vwv+FcX8GfF2oeLfCMsmqN5lzaTmAzHrINoIJ9+a7DxNrsHhrw5e6tcEBLeMsARwW/hHHqcUAS/wDCP6NjH9l2eP8Ariv+FA0DR1JI0uzGeuIV/wAK808E6XrvjrQn8Ravr+o2z3MjNaw2lxtjjXsMfX1qT4beJtUv9R1vwb4hlN1dacWCzkks6f7R/L86APSBoOkAEDTLQZ9IV/woOhaSV2nTLQr6eSv+FeNfDnVr/wARat4t0vWNYuhZWO/7O5lwbcB2AZT7Cur0uzurfwDrmpnxXNriNHLcWlxnHllFYKQfXgZ7ZFAHcS+HtGmCiTS7RgrBhmJeCOhqQaLpYORp9qCOf9UK8n+HWu6l4k+F+qXes+Jbm0niuWC3xkw0YCjA+mT0r0LwNBfReF7Z77XP7aeXMi3YGAynpg9SPrQBrro2mKxZbC2DNnJEQ5z1qJvD2ju6u2mWhZeh8ocVp0UAZLeGtGa6e6/s23E7gKzhACQBgfpxUY8J6CLg3A0u3ExG0ybfmx6ZraooAx08L6JEu2PToUBJOFGOaf8A8I3pH/PjF+VatFAGNL4V0OePZNpkEiZB2uuRkdOK2AABgUtFABRRRQAUUUUAFZ1xo1nc3jXUgmEjKFbbMyqwHYgHBFaNFAGSfDunNDJEUmKuAvMzkgA5AHPAz26U1/DmnzRtFcLLcI0ZjdZpWYOpOcNnr049K2KKAMi08NaVY3cNxbWiRNCZDGqDCqZMbiB0ycdfc1a1HTLfU4Y0nUhopBLFIvDRuMgMD64J/OrtFAGM3hrTWsLazMTeXBcC5BB5aQZO5j3JJJNNufC9he6o2o3ZlnuNhjiLvxCCednofetuigDnJ/B9lJEUjuLmAyvuuXifD3HTIduuOB0roVUIgVRgKMAe1OooAQkAEnoK55/FtrF5Zltpws1wsFuVAPmhujDuAMcg8it6YFoZFV9hKkBvTjrXB2t3MfsVpLr9u0yXMcvmoCwMWMBST/E/WgD0CmO6xRs7nCqMk+1PqG6LC1lKBS+w4DdCcd6AKlrrENzMsRhmgZ/9WZgoEnGflwTnjmp5NQsop/Jku4ElyB5bSANk9OM1xugzTHW7BolR4W8yORpVVdjYydmOScjH0zWVrc3iCw8WS6daadEYNSuN0Mrsu5/lBchsErgD9RigD1GimRgiNQRyAAeafQBjXfibSrHVP7OuJ9txiMkYyBvYKufqTUh1e1TVb61kmUG0t0nlGz7indznv908e1Ub/wAG6Tf62+qy+at1L5O7D4B8pt68fUVNNotjdeI7m5knmaSazEE9tu/dvGS2Mj15NAF2fWbC3tIrmSbEUzpHE20/Oz/dA+uapapq5FnZXFgTLHLeJE7L2XkHg+4pB4Xszop02SeeSMSCSKV3y8JH3dp7be1Q6np1lZaJZad5lyiG5RUlifDh8k7iffnP1oA0NT1RLDUNMt3Kj7XMY1ymcnGcA54qJfE2mNrTaT5rrdK2z5kIVmC7iAehOOabrGm2V3qWjzXd1LHNbT7rdFbiR8dD68Usfhuzj1BLzfK0q3Elxy3G512kfTFAE1vrlld2t1cR+Y0dspZ/lySME5AHXOD71z174imk8RaFDpwMlrqNnK6QPHt+YFMMwIyAAW4/Ctqx8PR6XZahb2NzLH9qLMpJz5LHPK/TP6VWuLKz0GC11vUbi5uJdNtGgaduSysV3MR65UUAaLzjTo7GC7czSTSiIP5fG4gnoOnSo08RabLqNxp5lKSw5D+Yu1SQMkAnrgcnFUdZvLZprJPtFyz25W9byVB+TkZbPbrWYmm6c/iZL0yXkoN1IcsoMW+RNuz1xigDWt/FuibLry38uO2jWVm2gK6sSFKkHByRWwoh1OxHn2xMUgyYp0H6jkVxXhvQ1kn1xbWaC0MYFgiQLvEJQlg2G/3+ldboekroulR2QuJblgzO80v3nZiSSfzoA47xdqd5ZeJIYo50TCRrZwCNWSViTv8AOYjKKBjHIya7WQWlhY+e8McaRqCQijjgDA/QVyHiqHRri91U3FxdQG3itpNQEKg+dHuOxQT05znFdFNd2Wq3NzoCSSJMlvHMxA6KW+X8floAqaVe6BYx313bKbdnbzJjKcvL2BHJJHYVr6Tq1prViLuydmi3FCGUqysOoIPQiuTt/CMUm/VrO4e7aS1WBLe5AVTtYkMCOVOe9bvhLRZtD0ZoLl900s7zuN27aWOcbu+PWgBmt3mqW2pwfYdMivESFm3PwyyFlVQD2G0uT9KzdE16DUvHviHS5Ik8yzMWz/R8NgpyS3fknGe1dnXO6VpemnxHresWc8hubkpbXK54VoxgY/BqALSa7o1taXLLcRww2LCKZdhXyicYGMZ5yKg1K60+7j027Nibwi5BgZ4TmI85fkcYFc1a+CNO12y1W7tdZuWi1VFhkdVAwY24Yf7WR1rv4IvJt44txbYoXcepwMZoAraTdXN5psdzd24t5XLHywc4GTg/iMH8a5bw9rVvrl/LPPYQJLNd3Nkd0agkRZ5BxlsjGfpV97ww+Nbtp9VdbW3slJsgp2jLf6wn9KZD4KS2u4JoNSnQW8lzNCmxSFkmzlvfGTj60AT+LdTsdA0CEXVpFLYTTx2skRQlVRsg/KBzjHStTRpNNk0mD+yfLFkq4jWNdoUemOo+hqC90NdS02ytb24klktZY5/OwAXdO5A459Kitjp3h+7Wya5P2jUrmSaOM9SScnA9BQBRu7vwc+oXVldLZPcGXbOrw5+dvU4x9f1pWGiSeOLYSag76hDARa2hBEcfHzMpAwTt7ZPFUrr4fRXd7ql1JqEqm9aQqij5U345PqRip38P3DeLtKvIwVt7Le0hIG2QtHsyO+fWgDodXeGPSLp52VYljJZmjLgD/dHJ/CuWur6yudN0e2eWyeCdnlgkks3CKYyMYQ8g8nk+ldZqMLXFjJEkjRlsfMoyRzWZew2lzqVnqBuNkenSPC8YXhmk2gA/jj86AMTxVbfavEvhO2uXE0Elw0kkW07GdEyrD0we2aqy+IbYXU2p3emW8gkup9PAC/PhAcksex9MVt63Hb3njPQLcX6RXdsJblbYoSZExtJz2xVWXwMJmMT3pFqLuW7UBfn3uMEE9MCgCl4c1uPU9KgtLizsXsJtMN7FbxIdsahsBMHr16+oroNLu7M+G9OnvbJNPBRZEtXOTEc8Y/z3qh4X8Gy+HpbTffCaGzszZxIExuUtuy3v9KseKdPj1S5sLKK/Wxv33tbzKpMigY37O2cetAHQLbwC4NysaCV1CmQDkjsCa49tbg0a78V3cllboulIrI0QILgxhsN+JxxXTw6nZNqcmkrcq99DCskkf8QU5AJ/I1gXfg+XUW8RR3d4gt9ZRUIiTDRhVCjrweBQBf3aR4j0Wym1SC2dXVJlilwdjkZGM9/erb2ul3dpHbEwNaxPnysjbkc8j261z914ScaQyXOopCsFuIllVCAqKuNx9+KzbrTYdJ8NTXsOoSXP2uUzQyQx7ywaIJ93uDjOe2aAOt1nWp9K+aPTZruPy95aI9y6qFxj/aJ/CqnhvU4brVNd023s47aGwuwg2LjeXUOxI9dzHmtQahaW1tAJJ15CLkHIGcAE+nNZ+i6EdJ17WrsXfnLqEqzlG+9G23bj/dwBj8aANR2sLdZt728aqweXcwABPQn0qK8vIdNWFo7dpPtMwX90M8nqxPpXNyeCbiQat5l6JTqUkTvvyduxhx9NorrZbi3tDBFLIqGRhHEp/iPoKAKNrp2nXzNqb6dElzcx7JGdBuZQeATTrWZE1y+sktEiAjjnMq9ZSxYHI9to/OnrNqR194DbRDTFgDLNk7zJn7uPTFUhpV+PGkuqh4PsjWQtwvzb9wbdn0xQBcu9IsptNS0FjbSRwsJIYXX5FcHKn8DzWVoMthqj3FvJpscM+l3Dwr+72qScEtHnnB9fataddSbRnUSW635TlhkID3x3HFYd7Y316I5pL22trkp9nbynJBYhsD68g/hQBtXOj6VcX0d9cW0JuEZSsh4OV+79cdqsWun21lNcTwIVe4bfKSxOT+PT8K4u00LUdFTS7fzLq9v2MEV1c4zGY0JJPPQ13kilonUdSpAoAbHPDMjPFKkiqcEqwIBqvDLZXWmbwsX2RgQQ23ZgHB6cYrm/DPh++0fUpX+0QGyaySIW0TZBmDMWb9QDVWHR9R0TwjYrczwxzWF08zJ5mI5lZm+Vj6DfnH+zQB2U/wBkEKLceSIiyhBJjbntjPesmXSNFuPEMjywwvdyKsjq02cleFJjz2HQ4qnrFhqGryaXqOmXEM0SgLJHuwhBZSXHuMEAe9abXVlF4iEe20E7RgPJvHmg9lx1xigCm3h/w5Jb3MTRRrAn7uVfPIVR12nngZOcetatvb6fpvnzwmKEXc3mSOX4dyAoPPsBXHaj4X1m9tPFtv5EAXVJozbHzuqgAEtxxWjqmiav/YNnb2Ajee3nc+W7gAxksBgkcEKRj6UAdfRTIwVjUHqAB1p9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRUF3cpZ2slw4JVFLYXqfYe9VYdasJ74WH2hEvfKWU27nDgEZ6e2OaAOCludTg1e8Sz0rVngku5vtMkO1hN83yhdx4wARXTfDzzh4I077QkqSbWykudy/MeDmuTv7bQ3vdXN14jk0q7TVPtU6iXadqIQoQNxyGBJAPPFdt4Nub+88KWNxqRkNzImSZF2sRngkfTFAG9RRRQAUUUUAFFFFABRRRQAUUVEk8MrFY5Udl6hWBIoALiZLa3knlJEcal2IGeAK+Zvivq3gjXpdM1bRjsuJ7hheSxoVfaoxyPXOK+mpZYolzK6Kp4+Y4Fchq3w/8ACWuTWWoy2tvGltL5wNuqKkpz/Hx8w9qAOa+Al/qV34HuW1GV3gjuSsEkrZO3aMjnsOMVV+L/AIc8L6b4Kn1IIINSEmbWVJDukdmBIJ7jAPHtXouo6To+reH7nSBKtvZOmH+xyCMoBjkEdOlc2nw98JTRaZHeX02oW9jn7LFcXQZck7snGN349qAJ7Tx3ZeH/AAToN94qm+y3V7Ci7FQk7sdcDoK4vUr2DSP2iLHVrxillf2SxwSgZBLLgZ9K9burDSNZiihuYLW7SJg8asA20joRU19pWn6lCsV7ZQXCKQVEiA4I6YoA8V/s5fFXx51W50+23WdpZvDdSFsB2KFePXkgfhUPws1W18P+AvFuk6kSl3YmaWW3kXA27NvHrkjFe5WWn2OmIYrO2ht1Ylisahck1n3fhfw/qOoG8udMtZrraFZyvJGc4I78+tAHnv7Pljc2vgu9nmiMaXN4zxgjGV2qM/pXafEPQp/EngbU9Mt3CzSR7kyM5K84/HGK6ZEjhjVEVURRgADAAp3WgDzL4N65YD4eQ2Ms6w3Wnl0uIpGCsuDnOD2rnPhzaXGt/FXxJ4uhDwaZl418wY8wkY+hAxmvUdQ8F+GtTvWurzSbeS4cAM2SpYD1AIzWo2nWUmnHT/IjFoybDEnyjb6cUAeBfCbR7HXfF3jayvo98chkThiCAZGBIxXq1x4cs/Cnws1PR7FnaCCxuMNIckkqxP6mtPTfB/hzRr9r7TtOhtrls7pEdgWz1zzz+Nal/Y2mqWr2l2glhfhk3Ebh6HB6UAeHfBzwnpXiv4aalZajET5l2wDqxDLhRgiva9B0eDw/oVnpNs7vDaRiNGfqQPWq2k+FtC8PuG0ywjtOvCOwHPXgnHatoEHkUALRSZGcZGaMjOMjPpQAtFFFABRRRQAUUUUAFFFFABXOeI/GFn4auIYbmCaQyqWBjHTFdHXNeJL2/try3S0gvXjZSXe3mhQD6iTk/hQBjf8AC1tK/wCfK7/IU5vinpaY3WV1yAeAKl+3ar5e7y9YLE8AT23t3/P8qnSXV2mZTDrgQHh99uc8elAFNPilpjjIsrrqBzjvUy/EnT3iaQWc+1SQcsM/lVphqp27Trgwcn/UHI9KiaPW/O3JPrITDDYUgPUcc57daAIoviTp83m7LOf9197cwHfHHrUkfxDspInkWzm2qgc5dQcH29eOlVja+JWVgmp6uM5GTbwHHPb5vwqSOLxLHcpL9s1R1VQDG9tCVY4wTwwPvQAz/haGmbd32K5xt3dumcVLZ/EnTr1nCWs6hBli5A4/rTlHiRZd5uNQI3Z2G1ixjHT7/Sp3m8QuuALtfcWsWf8A0ZQBqaJ4htdcEn2fAaP7y7wSPrjpWxWHowvRPcS3qyICP44UjB9TlWOfxrVtrq3vIFntpo5oWzteNgwOOOooAm68VwFzocKeJbGWCysIdblk86VdzMnkKcblHTd07etd+TgE4zjtXC22stfeKra9fRbwXChrSNlztKk5ZjkAYHrnntmgDu6gu0ElnMhTeChG3OM8dM1PUU6eZbyJvKblI3Dt70AcXpElvdazp7rpdyvlkiG4zhGAjILtx6kqPWqOrOi+IriQa3cJI8jjyWjJwFA+ZfZOvvk5rftPCsttfaTcrfnZZs7yRKCFkYoUBAzxwcnrzUMvh+/utXnvZoLGWPzyVinTBYDG1g68jHPBBzQB1cRzEh3bvlHzevvT6QfdHQfSloA4bWNL8SXHjCS8tJRHYhLdYx5wGQJAZTt/3citRdPvx4x1a5QYt7mxiijlDg7HUv1Xr/EPyqfVNAn1HVheC9MaC3NuIwD0ZgWPXrgYHpWdo096njDxRJcTxizgaHbuBG0eXnr6daAJpbLWn8OQWkMQilhljEqmTJnjH3xnsWOabc6BcXmhaZFdQJNPZ3KzBDIchQTwD3OCKpP40vRpX2qK0hkc6jDaoSxVXjk2nf6jhu/pXUXVnc3dtFE84jYZLtHkZODjHtzQBm+INPvbzVdBntIi0drdb5zvA2ptx071Si07X11/7auxUa7m80CXIMPl/uxjt89a+h28OkWkGjPqRu7uJC5Mr5kYE9SM5xXHx6lfC5X/AEmUB/E/ktz1j2r8v0oA2dOs7+w8Nas19bzmeSJnaFJc7nKndsYHIyf6VYutOudQ+HjaclrLDcS2YjEEkoZkOBwWPUjvVzWrq3vfDd5JbTxzR42Fo2yMg4IyKzdU8cW2l6zbaYbSRnmk8oPkYB3Rr/7U/SgBJ/Dd7L4ga9R18h9J+x4JwQ+Sfy5p9toN/aTTv8kgk1CK4UB+iKuD1qhq/wARF0y7tLYWILTbcmSQqCTJs2ocfMR1x6V2V7cfZLG4udu7yY2kxnrgZxQBRv8ASEOl3UFi72ckzb3kgUF2Pf656U3w1b3NrokUF1ZrZsjMEhWYy4XJwSx7nrWV4c8Z/wDCRafJILNre4Fmt2I2bgK2QATjr8p7elQx+NGXSNAdLbzLrVomaNZZQoyq7iC2Op7cYoAzvEXh7WLzV9fkjhLQ6jBbW1vsbI+RizM/pjNbGnaVdx+PdWvJbYJaS2EEKTq3+sZc7voRmnXfjEWniaPSGtOC0KM+/kNKHIAHoAhzz3qfQLqa413XlCxeRHdBMh2LBgi8YIx+RoAoLpmq6Z4TjtNPEy3ZuVDlXyVjL8kE+1aWuWdzBooh04XDzB8qwYkg+p9az/8AhLpYNK1C7Nt5klvqRsljMvDHcAMHHHXv+dWz4wtjYR3ChUdrprUrKxA3r1AOOT6etAG9aO8lpE8isshQbgwwQe9c94biudO1DVYLm1m3XV/LOsqx/JsIAGW+grXnvb1NWsYIrHfZzq5muDIFMRAyo29Tn26VlBpIfGGruLmRh/Z0TrEw+VCDJyPXOBQBV0Kx1DTvBk9iGeC9ilkYNEgk4L7hgd8g4rc0C7v77SYp9StVtrkkgxq27gHg+xPpXndzrKaf4TN7p5+yXN/p8Vy4Ul2JMoViAT6HoPWuh0T7Uy63pOkSC3W3khEDsMiMOu5m55J9iaAGa5o97d+L7mVYJ/s89pFGkiLlC6ybtr+ikdasaPL4q/ti9i1SJxYqkzCRQCSxf93s/wCAdvWtG98TCx1+20Y2zmSRVP2iU+XGxJxhSfvN3wKteKJZIPCmryxMyyJZysrKcEEKcYoAg8NnVit7/a/meZ537rIAXy8fLjHf196w/GVjqCeKdG1u3jna0tIpUnNuN0mWxtAXqRkc4p9lfX8llrjzyFY00uJ4CrHIzCxJ69d2fyp2v6le29h4WeyZ5ftF5Esm19vmAoxwSfX+lAGPbaj4uVdUlmF39qQO9tF5fyNjG0Ad+tbb6jqMPi3RoXuWeK8aRZYlI2oFi3AEdQd2a2BrzP4jfRorKRpI4Umlk3qFVWOPXJNRNqmk2viyLTXhiTULmMtG6qCzYBJBx04B69aANTULlrOykuFjkk8vDFIxliM84HfiufhS4vNIvJxbyL9o1GOWNWQq2wOnJB5HANdPLJ5UZbG7HQA4zWQ+vJcaPBqFgPMikuFhZsfd/ebG4OM85H60Ac9q+lXMnxd0XUQbhbX+z5YjJGeA4YHafQEVq+Fn1G8bULq/urhvLvZoooSAqhAePrWymoxyarJYINzxIGlOQNufujHU5rPs/FFpfao9lEj/AH5Io5D0keP7646jHqaAKXhnW7vU9b1W2eKb7DCw8mWVSCWyQy5I7cfnUHiq9g0vxb4d1C7ZktohcKzhS2CygAcVf8N6xc3/AIdmvLmFo3ieVfmdWLbWb0+gqt/wm1lZeGtN1bUS6pdQLMzqnCAsoJPXGNwoAqWenXS/FTUb5jOlncWUJicH5XK5BU8dBkVP4W1e41TVrtGnuLkQZEswG2DcTwqqRnIHWthPENrJrS6aiSMzZAkAyu4AMR6jgjk8Vrk4BOM4oAyPFJkHhTVfJJEn2WTbgZOdprkrC/Fj4P8AC93OrrbJaFJH2ncrmMqBjr1rqLPxVYX1vcy26yyG1uBb3CKuTG3qT0x71f0zUo9Ut3niikSNZGjUuMb9pxke1AHlEdhqOn6Fdabcwzre31tYx20fJLsjsX+mARmvVFsIrW6vNSTP2maJVYseAEBwMfUn86rN4ktF12TSTHL5sRjDyYGwF87R1zztNKPEll/aL2REgkVZHU7eHEeA+PoSBzQBT8H6pfapZzS3rF2VsCRVxG3+73OPeoPF9rcyanoV3FKYIbWeRppsZCApgZHua3dL1NNVtVuYreeKFwDG0q7S4PfHUfjSalq9tpjQRzB2luGKxRouWbAycfQUAczLrGtC4mkL+XFFF5gTyshse/vVmPU9Xh8d22m3UyG1uYLiYRhB8oRkC/N68kmugkvofNtIWjci7B2ErwMLuwQenArKfVdIh8TbTbsbx7eRxchdw2xkB1HcEZHGOaANm+tfttnJbGRo1kG1ivXHcfiOK5m+8O2+kpHPZ3E0Ky6kLq4cncCSCOc9FHT8auL420Y2F7dvLKiWbokytE25S+Ngx1ycjjqM81fudXtY2sLe4hfzr8nyoGUE8AE57DGRQBm674hl0nWNMgVS0dzKsTblwp3HqD6j0q9pOoSarcXsyylYLe4e2VNmMkAfNn8aLmdj4ktLNoFeFoHfcyggMD781naFqs9z4t8SWEpCwWbQmMArj5lJJ478d6AJV0+w8KpNqs99JHZQRStIJDlQXcOzfmAMVT8W3YabwvdRq0tq+oK0hH3dhifBb25B5roPO0zWEktC1vdIUV3ibDAqfukj04P5VmeJL2WzvdBtYvLFvd3vkzIyAhkEbtjn3UflQBm+CdStbPSbSxuJSlxe3Ny9shB+dBITke2CKg1Bho3jKW/tZ0uZLy4ghuLRofmQFcBw3XjrXSXes6TZTqsvBjtmuVkSEsqxjg4YDH4VckkilsvtsSqW8kvG5XkAjPfkUAUfFGrPomjG8R0TEqIXdchQzAE4rmn8b3qaFdXksccLW9x5Rk2FgcxLIvHuWC1b8P3d3qvg6S9ury6kuHt3cl4lCKQWwU+XB6e9VdMguNf0DQ7e4v5UlvbU3c8saqGPyqpUYGADu9DwMUAd1ExkhRz1ZQakqG1jlitYo5nV5FUBmUYBPsO1TUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZXiWN5fDOpJHFJK7W7hUi++Tjt71wPg2G11jTtNSPWpX1aG4juLlryLy7kIox5YHcfLgkZyM5r0bVtn9j3nmXTWqeS26desYx978K828I2cWnRaPZXOnrqlqkpe112ykLAsTnD87hknkZx1yKALWswHWNbnu5vFum6cLedoYbWa3hdht4+YvzyQSOnWu28N6umu+H7TUEGBKnPTkjgkY7cV59f3ljbapewXej6VdSXV3MY5d8aSRKrgEyb855P5VjQ+K9TsP+EGstBtAwuEmd7KCXZHMBkAZOeMjNAHuFFcbpWv8AjK61SCHUPCcVpaO2JJxehyg9cY5rsqACiiigAooooAKKKKAKuo3iafpt1eSsFSCJpCSeBgZr5z+F+sTeHviYn9oM5TxBFuUmPbhmJIznt1HHWvTPjD4hew8PRaLbI7Tao4hldYy4iiJwzHH14+hriPiZ4aj8O2HhzW9Lv769u7aVBEk26XEYAI2jHAHofWgD1T4lwxyfDrXGkjRilq7KWUHafUeleV/CvxM8fh248Ia7alGktXurJ58FZVI6DPU8cY9K77xz4ggvfhBf3kYaV7u0EYQLht7AZGO2PSuO1LwQnif4UaLqmnS+RrelWYIcZ3FRklD6H0oA1PgDaW9z8PLozQRyGS8kjcsoJZdq8E+lchPfx/B/x/q1neaSlxo19G0touAxHHGGbJ9QR71237Piyp8P51kiKf6a5BPBOVXtXG/tF3ME2uaLHHKjvCjiVVOShJBGfTigD0L4N+F5NE8Km+vbdor2/lafY5yUQ/dHtxivSapaRPDdaPZzW8qSxNCpV0OQRjsau0AeM+Cpn8a/FTxDqOozy+VpTiG1tlkZVGGI3EA4PQ9fWu+0bwVa6L4ov9bt7y6Y3abPs7uSiZbJIz79PQVwHhuSD4b/ABK8QW2tS/Z9P1VxNa3kqkI7kk7d3QdTXe6R8QNC1vW9S06ynZhYRiSW5IxCQTg4b2/xoA474zaxfTrbeGNLuzazywSXtxJyP3UYJwCOc5U10vwp15fEHw+02YzmaeBPInLA53Lx36/WuJ8PyWHjz4la/qt3fpGloGtLIxTgMYgCHO05yCDnNQfB3WdN0HxX4h8K/bY/Je6Mlkxk3BwOMBunTFAEXje6u4fj/o8EOoSiCZIhLB5hVAuCDkZxyKn8Fa9LZfGXUfD2k3j6losqkgtMXFvgZO0knPPFZPj/APs69+Pemx3d9GLV4kjkdWwIiVI5YVr/AArvofCnjC+8E30Vs84YvaXyhQ0qEZC5Ayc/WgBvxm0SDwr4PF3pVxexXF3qKmWRrp2OCrnA54Ga7HQtC0rTNBsPGMzXzXUGmLPKouXKviLLHYTjJrnf2ip4R4LsYDKnnG9VhHu+Yja3OPSu40G3h134Y2VjDcJtuNLW3MiENsJjCn8R6UAcP8P4/wDhZ0+p+JNcluJIFuDDaWqTvGsSADqFIBPvUOn65qngz4yx+E3vpLzSL4L5EcpZjbgjKgEn8zS/Cm8i8ArqPhfxIw06c3DTW8twdqTpgDIbp29arRwP43+OlrrulW7tpemYWS+HMcjKOAM/XHGaAOb1fxle+F/j1qN1JPcyadHcBJoRK2xVZQMkdBgnNdlJqUtx+0dp0dvePJZSadvVEkJjb5H5x0rFstFsPEvxo8b6TfMPIurbaCGwQfkwR7g1j+AdL1DQfjtZaNqMglksIJIY5P70exmU/wDj1AH0rRRRQAUUUUAFFFFABRRRQAVzXiK9sYL22guJNJE0ikol4m52A67R6V0tcT421+z0e/skuNbtdOd1JAmJBYe3ymgBp1SzhVQZfD6rldv7psZPI/Hn9amTxXEspiXWdAWQk5XzCCSB9fSuWbxzpKsUbxhYZB5+cnkf8ApYfHmhRSB38T6XNgg4kLY/RKAO1Gt3JGRquhYP/TY/40f23c/9BXQv+/3/ANeuT/4WN4e+f/ieaJ8zbhy/y+w+XpTl+JHh5UQHWtDYr1JL5b6/LQB1K6xcKMLqeggdeJv/AK9L/bdz/wBBXQv+/wB/9euZ/wCFmeHP+groH5yf/E0yT4k+HJF2nVtBA78vyPT7tAHWx64Qp87VtF3cbds//wBepofENh5zefrGleXj5dlwuc++TXEv8Q/CsmN+oeHWwNoyH6en3aY/iPwQVSRW8KFZBkErznvxt4/GgD0SPUbK/iuRbXttOipz5MgcrweuDXM6Frtta2Gk2cVnctcS25NrH8sfmxL95yoO1e3Xnml8GaroepC9OiSaVI6r+8Sxj2j/AGc5Az3rL8nTxH5lxOYZxwUEMXynuqknOAf6UAegw3MVzZJcoxMUke8MOuCM15rZas6aXoc8urNHHLdCJEigAllUsQAXLkDJGSOvsK9G04Sf2VbLJGsUnkrlEHCnHQVw76bdnVLDQZdStRfJN/aHlwWiJGIwxB6chjnrQB6JVPVFV9Lu1d9imJgWx0461cqrqJI025O5F/dty4yBx3oA5vwpeR3cvkPNqENzbxqfs91LGd6EYDgKTxx35ou7zVZb2/a0t717SCVUYJLHvlPfys8KB33HP9aGnRBfE2nS2h06KF2OdtqYpHXyfuglRu+bLcY4q+YvDFlqlzBf6patfT3Bk8uScI6lsYXAIoA6xDlFyCDjoetOpAAAAOlLQBzFnr9xc/EXUdDJH2a1sY5gNvO9mx1+lSafr0V14k1ywlXYln5YLtEQuCpYktjHfvWLeWsFn4xv9ctNXNvczCGxlga38wswOQF+ua6G00u3h1/WJVuI5DfRxNNbMASpAK5PsR29jQBctE068t28i1j8nzNxDQbQzDowyOfrWd4o1a901LaO2jkihmYia+EXmrbAdCUHJz09BVzQ9MudMt5lurv7TLLKXyFKoi4ACquTgACp9Vtrq8sXgtZ44mkBVmkjLgqQQeAR60AZNo+g2urR34lhk1S/jVGnjLOHUdO5CDP0rOtPEP23x5qGhxw2kUViyOytCzPIzKSXDDhcY70/SfANvo62kdtduyxRpFL5gyXCtu49OT71JYWOnaN4p1fVX1FZH1a4itREE+5Iq425/GgCTwTqttrelX8kUduI0v549kUe1SA2ASPU4qzry6dZTWNxLbWqyvcbVnli3bP4m98nb+eKg8M2+m+HdL1a3t7vzbe0u5ZZjswYiwDlT64zWjfWx1i30+8sbiIeW4uImkQsrAoQOAQejUAZGsWXhjVprNbm9jQRMsqRowAPzbgenHPUjBrdm1TS2ujps11CZ5EOYC3LLjJ478VzUfgm+ivnuDqqyh4HjMZiwoZlHzDn1z+GKqjQruy8c2d55cwsbWOS4ubiRgY9xTb8n8Xbp0FAF2y1WzsrW6kh0H7GlvZsxdgNpjRsIueuCCSB2rQez8NSaHYxTw2y2JcG3Qkgbic7V74znjpj2q7NdWGteG5bm3ukNlcQNtuFHG3kZrJ8R+Gr7xB4ctbCO/igmCqss6R4JGPmKHqpoA05k0F9bi81bU6lFgqMDeuQQCfwBwT71Fa3dn/b85t7JlnlcwyTDIDhACTjoeTjPt1qDSPDtzY+KdR1e4njdLi2ggijVeUCA5yfcmrMmv211a3g0ci9vYVkWNArBTIvG3fjHXrzQBR1nTtF0DRZWSwRlnvEl2M7Yadm4YnOetRaVp+ma5aalpl3YIotL9vM8qR1DSYDFgQcjr61an0fUtb8KWtvqsyLqStHPIY1wgdTnb9O1RaZout6fJcTpc2YlvdR+03I2EgRYAKrz1460ARagIR4zsUSaBLi0th9nW4nb5t5KnC5+Y4HU561qwWOhza6dVgeGTUJYihdbgtuQcH5c4wMelUfFsMt1A1omo2dkJUB82RtskYVhllPccgfj71yvhHwpd6frNwkWsW10lpIq3EUaMsiHy2+XcexLA+lAHXaXoHhaKW7i06G1keVdsyrN5hVSemCTtGfTFaFnZ6T4dtBBCYrSJmzmWXlj/vMcn865LwboOo2fjXV9UuIDFZyWsFvFuXazMuc8ZOevXvW34s8PnXH05hLboLaR2CzrkMzLhePY80AWNR0jQ5tcsNQvIBLfBwLYtMcKQOoQtj8hmtdnt7hJoWeOQKNsq7gcAjofTisKbSLi6fQJFNpcf2ewMsr5JJC7SVx0PU1kaJpltv1zTItSilkumnUzojCQMxJK7uh2ggcZNAGjcJ4c0bQNQvYpImtLoCGaT7UWD5+TaGJOOvQVeu7TRpdCs1kmWOwhaNoJI5cYI4XDA/hXHp4Lh0Dwjq9pq2rQpaXN4s8IkQmOEBgQgHckDBwO5rZ8SaHF4s8Ew2WiNbrGs0UkJ2lUARhkDjjv2oA6KKysI9cnvkdft0sKxuN+TsB44/rVOfRNJvfEsWoNMx1G2AYRpNgqORkqPXJHNYmq+E9SuvEw1O3kgVQlunzE5IRsuPbIq/YeGp4fFV1q1zMpDSM8RjAUsCoXa/GSB7nrQB0F5aW97biG6TdHvVgNxHKkEcj3ArIfQdIXRYdPW5khs1ufNUx3G0tJvLY3d/m7VnfEjQNW8R+HIrTR544LhLlJmkeQphV64Iqnq+kRw2tt5l5a29i9y3ljzVQfOF2lCQcMCGIxzz1oAu6lqGnQfEPTtMniZJ5rY3In80KrFTtVWGMseeOaf4bstHv9VvtZt7NobqG5lg2mTKhgcM6r0BbvSXvhiW6+Iek64yxy2dpYPAfM5YOWypH681T0nw1q1jfXbIkMIupLp2mVvmBf/Vk+uKAOpi060ttPureEsIZWdmAb7pbrj0rmNN8OaF4s8GWME1tOLOJJLeJDMdwVZNvJHX7gqg3hbXbbRb9Z9Qt1Rltyse8opMZzIzN6v3rc8LWeraNoWk6e1hCE8yY3H73/UqXdl24HzdQO1AGxBolpa6i99AXSRwA6gjD4AAzxnoB3pjanpupS3mlM7tLHH++iCsGCkZ7cg4P1rWrBsPDSWF/qV1HfXW++bc2XyVO0DIz9PwoAwNA1LwyfDWq3dm96IPmW8Mm55AVyMsecHHr+NX9O8RWEOlaPb6NCZY7mJmiWdmjIRV3M2dpyf60208ELY+C9Q0BdUuc3YkJuS3zJu7j+tOs9Ams7vw3DEsVzZ2NrJFJcEDJymBj2NAFGwt9LvPGMXiMr5w1K3ja3L7l8rbkD5ejElhjI4xT7C6toNSvGntJbWO4luYYkeYMZWUkvgBflBwxHzVYvPD32u/1Ka4nlgnkKpYQx3jRqyqoI+UdMtkHrwKg07SdYtoDLPZRtdXEl0JVDjagZnKMCemcgcevPSgDqrSVU0WKaCI7Vg3JGW54HAzXN6lrGkX/AIa07W9Sja3MhIt8SndGzZB+ZM9gecVd0a91d9ImtrzQpbV4LfbHmdX804xgY6fjWLpHhm6vtH0TT9Vs7iySwRpd0dz83mFiAMr14OaANeXWdGO6f7Uy/wBjQC5KbxkxsnDHPOMetYOhXz+IfEB8TrYzw6fbW8sSPuA3hlRz8ueCMYyOpPtUT+CL3UrPUXv1lhlikZIVilybuJV+QSHvzzg0zw/omt6f4TvdNbSZItRe0kjhuVlXaCYhgdeu7jNAEMkXhu70Nri1h1G4F3FDq7COVd+2IgAHJ5xt5659c11unPb+MtL03W44bmyZR5lrIxUsFYDJxyOQMc1yWieFNe05pIZLclB4c+zxv5mSlww+ZBz0yAa3dO0S9g+GmjaXc21ybuCOESx284jcFSM/N6eo70AdPNpUU+rWmpNLKJbZHRVB+Vgw5yKy/D9rpc2p61qlgJQ9zceTdB+jOgAyPbBrolGEA9u9cp4eS80Z7q0udPuW+2alNIssYUoikLgtzkA4NAFnwlHYta3VxYB1i8+SHY8agqUYqeRyRnpk1P4j8Nx+I1sVkupbcWs5mzF1bKspGe3DGsbQtGuNE8L6vHLbTpdPczv/AKNh2kVmLLsDHB4bHOO9bnhgXX9iobqz+yOXYrET823PBYZOCepAPFAGb4kWDR9I022ZZBYLNFAWjOZB8w2jkYwSOSTVrUPFWmwalJpUhfHEU06gFIXYfKrd8keg+tVfH1rqN7pmnQadbNOTqMDTBcZWMNkn+VYOr+HdVuvEmoBLYtFeX1tPHNkbFSNSG3ehyaANzw1c2H/CO/2TC0/2aO3kMdzIgAlTcQWUA54J74qSw0RJfDOkf2LqnlPBbLHBe+SGLxEDI2n1wD7VB4Z0i5tBaWd1E4W0s5LeU/wOWcEYPU8Ve8QW9xaaNa2umQymONlj+zwEqWQDAXcCCo6c+1AE1/f3ul3el2lvby3qzCQSNxuyoGCSSAOprTsZ7i4hL3No1q24gIzhiR2PFUtX0xtRt4UEyxOoIVJMspYgckAgkjB796l0XT5dNsBBM8TvnJaJCoP4EmgDC8feI9U8Oafay6Tpsl9PNLsCI6jt6Hk/hXQaLez6ho1pd3Nq1rNLGGeF2DFD7kcVzfxEv3tNOsLcyXEUF5dCCd7VC0wQjnZjkH6Vh+EruLTPFtppGlzaxLY3kMksv9pq2QyYxsLc9+RQB6fRRRQAUUUUAFFFFABRRRQAUUUUAQ3UkUVrLJOMwqhLjbnjvx3rg7HTvDtrewa94d1prS2ubtI5beJt0Mrsdu3Yfusc4+prsNevzpeg3t6G2GGJm37NwXjqQOorzlLXR9W17Tb2B1h0+K6gka8s5VWC5usAgMnfJIxj3zQBoXumQPrMkU3gq0vjczXDG4klUM4DehHuKqfa08O+DtCvJLi08OQxbo/Inh89wSThVJ5FdJdeDbK41d5W13VIrmRpJkiiuQoQMfm2rjp0rK1Kw8OaZH4c8N6nZNrMc5mEE87BtpVdxJ55J6UAWvDOseJ9Y1bz7iayi0fcRGsiBbiYY67QflBruq8asNd0RPEPhGTSPD0FumqTyIXkdi8W0kZHOO1ey0AFFFFABRXN+JfEM2k6ho2m2iI13qlyYkaTOxVUZYnHfHSuM174qajo0GsxPYQi80y/jt+d22WNzww75oA9XornPCfiWPxRHe3dtKj2scojjHlsjqQPmDBh6+lVPFmv6t4fntpY0tns7m5t7WPIJcO74YntgDp70AdW0UbnLxqx9SM0NFG4G5FOOmR0ri5vEmtad4rstFvhZv8AaLKe5MkIb5Sh+Xg+xGawW+KlxbeGPDmsXsMEUepTzRXDAMRGEBwQByeQKAPUTBCU2GJCvptGKVYo1QoqKFPVQOK4KXxhrXn2VtHHYr9ushNa3cu5YpZc/c55Xj1qi3xC1S38SajolzHapNBPBbwShHKPI4BKnHTjOD0oA9KihigTZFGqL6KMCoZtOsrhy81pBIx6s8YJNTSv5ULyH+FSa8y0v4j6hdW9tqEpszafY5765iVW8xYkYqNvYkkUAenRRRwxLHEioijAVRgAU+vPbLx3f299oNvrEEGNdiLWrW+T5bdQGz7Y5rMt/iNrM1no1w0dipv9Wk09o+chVbG4UAenXFpb3ahbmCKZQcgSIGAP402Ows4kZI7WFFcbWCxgAj0Necr8SNRTxY2lfZYrsLqbWbwW6nzEj25Eh7Yz1r0HV9Tt9F0i71O7LCC1iaV9oycAZoAfDptjbuWhs4I2IwSkYBx6U1NJ06Nw6WFsrA5DCJQQfyrjbPxzfSWunzyw27jVbSW6s9hI2BFLbXHXpt5HfNZmmePPEt+/hbMGnIuuNIf4/wB2qc/nigD0Z9K0+Ry72NuzHkkxAmnDT7MTLMLWHzVxtfYNwx05rjta+IkOmeOrHQEjQ25IW9unOFgZh8i56ZNWpPFN8vxLg8NAW5tpbU3O/Db8Dt6UAdPdadZXrq11aQzFeVMiBsfnUsFvDbR+XBEkSddqLgVyP/CSa3P401jQrO2s2FlaxzRGRmBYucc+gGD+lM8O+K9d8RJfSQaVaLHazzWu43B5kQ46Y6GgDrrixtLsqbi2hmK9DIgbH50ttaW9nCIbaCOGIdEjUAfkK5Dwp4z1HxPqU0CafBHBaHy7t97Bo5O6AEc49a2/FmuSeG/DF9q8cCzm1Tf5bNjcM+tAFxNG02LUX1COxt1vHG1p1jAcj0JpTo+nNqo1Q2UBv1XYLjYN4Hpn8a4s/EmSHw9q2pXGnqH02WJZI0k4dXVTkE+m6t/w/wCKY9YuNStpESN7AoXkQ5jZXXcCGPpzmgDo6K5rwn4ug8VR3/lQtFLaTmPY38SdUf6MOa4+D40W15fLZW+mOLn7etmY5JAOCcbwehGQfyoA9Vorz+7+Jnkajr8EekySQaGyi7l80D5SeSo74rUsvGbatdNDpumSylXTIkkWNjGwz5gB6rzQB1lFFFABRRRQAV538RXskvrT7V4fvNTIhdt9vapKEAIzkt0r0SvPviDqWu2Go2P9kabYXa7CzNc3JjKnIxgA80AcMbjRlXcfA+rbcbv+QdF049vcVVfWvDcbFW8HaqCP+oZH/wDE1rp4r8dxhAuhaIAgIX/TjwD+NPTxf49jZ2XQ9EDPw3+m9f1oAxf7b8L/ACf8UlqvP3v+JUny/wDjtS/254TMOz/hENTDhid/9lJkjt2rUtvF3jyz3/Z9C0RN5y3+m5yfxNTN438f+bvTRNFHOeb3POMGgCpNr3gTgJ4Tvw2wOFGkjkgcr07561E2teCvtb48Kaj5UiHB/sgYjPbHGT0/WtOPx58QBIGk0TRWA9LwA09vHvj8sduh6MBzjN6PwoAy21fwBB5cs+jagiDAIfRQAT9cUJ4n+GKSyytpFw0ZBwp0gYT8a238e+L5LcJJ4Z0p5M9Wv1K/lWefiJ4mtiftfg/TAjjfGn2hQzqfQY55oA6P4ear4Z1EakNBieHZGPNZrIQHHrx1qn9nuru2iiTwxb39ukW6G9ltzmQnuRnqeua1/Anie+8Q3eo21/oMGliFVwI3Db89c4FTeIvEC6L4g8OeFoIAYdUMkTnJBSNV/hPryKAOl0ooNEtCku9RAuHbuNvU158mu6tJ4gsNRlsNHhlmkFqt1ufLxFicK3Q56ivSYrWG3sltYowIUj8tU7bQMYrhNOt7nUdUs47jS7VrKwdUit1kKmJgPvqp6hTxQB6FVa/8n+z7j7TnyPLPmY64xzVmqmp4Gl3WdmPKbO/7vTv7UActZxeGf+El05YJLh7yBSLcmVmjVjGSV643bDmsLXdNXy9c8+3cqZnnZFmj37QQcgkblBwOM96t+H5o5dU0SK0htlhR5GdDaPG6/uyNylux6Z9OK1dX8IQTedc3GqmC2+0G6k3xLg5/hZu6j09hQBqeIrqW08F39zbO0UsdmzIwPKnbWlpbtLpNlI7FnaBGYnuSorK8YY/4QfVtpGPsb4I+laekf8gWw/694/8A0EUAcdYaZqVp411vWpLeSe3e4jjjgbGFTaMyJ7j+VW7w6na+JvEUtvHcP5mlo1oQMqZV8zIB7HlfzqTUfHtnp3il9DktJmkQwBpQRt/ettHHXg1oP4hjt9a1e2uA6w6faJdM2AQVO/JHfPymgDGsp9VsdBlF3O8Dm4iDS3j4LBkUybW7HcWA9MU+PU76bw1ptyJrlhIrNKkalpZAOgDjoferuoa5aXPh5ZdQ01pILySOCOFyCJPMA289uvPpVTVdT+yaJoB0uGS3D30cCW8bBVxtbKE+nH6UAddbsWt4mZWUlASrnLDjofevPBpt8urQ2xtZi/8AwkH20tt+UQ7R82fwNdlqWuR6Ze6Xaywu0moTeSu08IcZ5qCz8VWF5fz2Y3xyRTPAu/8A5aMi7mx9BQBiR6XfNpPjWEQzJJd3Ept9o+ZwYUAK/iCKntk1i18LeHrSCS4WaYpFdSeWC8SmNieOgwQBWrpnia31fTrm8tIZZRAM7FHL9SAD0J46dqjv9QeU6DMDPbLc3I3RkhWwY3IVvy6e1AFTxBfa7Y3OnWukwzXLlkErug2MuQGJP97HNb2rI0mjX0aKWdreQADqSVNc14d1G7uPDOgTyXUksk1ztkkbq4w/X8hW3Z3dw2vajbsjvCjR7WyMJlcmgDmvDmmXsHwds9PYSQ3a2TKVC/MDknGDVvXb7V9K0nSXtp3kH/LwqRbpZfl4VOMA59anuPG1nYWF/eXSSmO1vGtXCpyCADn3GDUt/wCMrHTdNa8uIJwsTMsygAmLaAxz+BH50AdDExaJGIIJAJB61wFlbv4bsbix0Ge8YGWZminhBKMX5YHHIJJxXoEbrLEki8qwDD6GuE/tu+g8ceMIluZGisdMinhiflEfYxyB74GaAKWneJfFT3VxaXEAXbaRTGWZNm1mbDAdiQOgrpfA+r3es6HLc3js7rdyxIzoEYqpwMgd688fXtUWe6019QkliurezuCZfmeNpWw2w9h6eldhoMt/aaXqul6Mgmew1H7NE075O07WZmPc/MaANzXPCthr86y3hk3LH5Q2tj5Sysw/Eqtc/wCGLa+T4geLrmd5olZ4hCjJhHQJgMPXBBGe9dbc6okGoRWaxGSRwGbDAbQTgHnr+FXiBkkYDEYzigDz7/hMNVTSdZlVA8tr5XkSNF1ZmCsNo/ukmuun0pdTtbI3srtJBKtwpX5fnA449Oelc1Fc2fhfVZVutRur2C4G1mmwyibLMQMDA4Ga3J/FmnWlitxclo2YsFi6scLu7e3NABpN1o2mXx8MWlyTeQxm4aEklgrMSST7kmuC8M6h9i8Rxx3EjhLKTU5rlApPlKZAVLfUZxXpNha6dPMNctrZFuLyBMzbfmZMZUH865bUdT8QW0Wr3LaZDb28dvdyCYoMkIi+Xn1yd5x6AUAaPiV9N1fwzZajJfm2s1nhu45zHuHB+XIPY5rT8O6idT0zzsAqJGRJFTasqg8Oo9COayfDutrL8OdL1PUYpZjJaxmRfJyXYqOQvpWg3ijR4H063ikLtfR77VIIy29R1xj0zQByOq+O9Z0u91qU28MtpYTGNI9hDNyAMn05rYg8Q6v/AMJRptndRxQwXzy7YmHzeWsYYMD7scYq34j1C+haS10vSo7u4ZUJE0fyEs2OT7Dk1ow+H7BdTj1WSDdfKDtYuSIyww20ds0AW9UMA0q7N1t8gRMX3dMYrmprrTZ/BWmRuYXa6tVit3ccISgBbJ6Yrf1uaS30ieWMZ2gFv3fmHbn5sL/EcZ4rHstf0d9HtJbhxcRyzNCmbTaUYHB3J/Dg9T7igDjbDx5f6Xq/9g7oZ7WzcQpLjLyqHEY/xzXV2XiHV5/GR0m7t0topIZXhBX5iFbAbPfPXFVNX1GCx8bWei2dlBGZoFmMiWfmbsuQVJA+UYGc+tU/C13b6j8UfEgmSSSexZY7VijbYlI+cZPcmgC14v0K8tvCWryx380zNaeWsWzI+9uLY9eo+laeua/caBo9jeGWK5jOBIVX7+SACMcADOSfatDxVqVzpWhvc2sYd/NjRty5CqzAM2PYEmsePxZoCBdN1CeGaWMt5aiHIdBgbgo4H3jx6KT2oA1tO1G81HXNQhEkS2tlKIyoGWcsisOe3Wq1rpP/AAj0j6hd6u32KESySeaMAM7biSfQdAKuprGj22tDTI3VLy6JfCocOwUcZ6Z2gcelY7axcalp99bavpLC28iaSRXiYq0YY+WD6kgZIoA0PFtzG/gTVrmFw8bWTujKeCCvBzUXhC+toPB/h2GedEmuLVFiVjy5C5IH4U7T9S0q/wDCQa4jAshCI5I2jKqRjoB3FSrd+HrYaTEPIRip+wJt5AAwdvpgUAcf4vuZra48VTs7q8EVk1sc4I+dt2z+uKteF/iW+tXEkNzZIjGYwQiFidzCLzDn8OK6LXppvtBW30mG+dEUDzAPvMwG36bdx/CrLaVpWi6fNdWumwRG2Vp1EcfO4JjIx3wMUAZ3hLxa3iS/1O32w7bMoA8e4ZLLkg57jpU/inxNJ4dksNlukqXDSeYWJBVVXcSPeqPhNo7bWbm1Ledc3VtHfTTGMKfmJCrx2AFXfFUluk+mi7gtWtneRJJpz/qsr/CO5PTFAF46t5kujvGVSG/Bba5w3MZYCqcXieLzdT85oVW1EhjiBIkYRj5yfbkYPvU0dvo98mmfaYoTPagPbgtzHgcEYPHFXPs+lrqjPst/ttxGVPTc6KeR9Mnn60Acf/wmk2t+B9au4oltriC2DggllCyKGXp/EFIz71qeINd1LQvBUGo+VDJdF4UfyydoDMASM+xrVXS9D0TS7mEW1ta2UxPnKeFYtxzn14FLf22iJo0dtfrbjT42RUWVvkDA/KM565oAx7vxlJY+LI9JktVa2cQr5ob5t8nA49Ku6Prt9qWt3tu9rEllC7JG4Y78rjJYdgc8Vfm07SJr9JpoLdrrKMrH73y/dP4VHa22irrV3NaiEaiwxOUY7vxGcelAGB4n1G8ufAXiGWUQwvCzxxG3m3naCMEkdG68dq1vE8t9FoEbaekbzmaADzGKj769cVl+DrfTNR8ParatZwC3fULlZ4QSdxDkEt7nGa2YH0JNJjCyQLZ3T7UDS5DsOwJPX5e3pQBrxGQwoZQFkIG4A5APeuI8GN9tlvEvZG/c6lcG3QvkSYPX8PSuxlvbS1WLzbiOMSELHub73piq+zT9O8yK3jhjnxJcCMdST1b8TQBhP4uksYvElxdweYulzqqojfeUqCPxrQufEfkaKl+LU728wbGfABTdkE/8BOKz9LfTb7wdPrV7ZW0f26MzXYJO1ypIGfyqe7ttP1fwxaTPdpaW88e47QChLj5uD3yTj3oAt61FdXYsHtpre3TeTNNIcSRoV/5Znpntmp9EeLbdwxXtxdeVMVLTtuxwDgHuKxvG+jrqWkW0SqJWjbCxmXy9wOMnPfGOlXfBujWuh6ILW2nMxLlpSSMhu4OPSgCHxpa3c9rYT2mpjTzbXIkaTYHZhj7qqeCT6VjeHTf6h4uhuJ9emuhaRSLJbXNqsD/MBhlA+8PetPx8uLHTp4tQtLS9gvEe2+1nEcr/AN0/WmaFpOvXutxa34iFnDcW0bRQR2Z3K6t1LMfoMCgDsaKq6iJDpt0IpBFJ5TbZCcBTjg0UAWqKKKACiiigAopu5d23cN2M4zzTqACqttqFneO6Wt1DMyHDiNwxX64q1XkHhLxPq2i6I8Nl4Jvr2L7TKTdQSIBKS55weaAPW5oY7iF4ZkV43BVlYZBB7Gs1PDmlRRWkMFlDDBazefFDGgVA+CM49ec/Wsrw3rmq+Ixq0V9ps+jSQlUiSQqzruB+bPQ//WrkdP8A+EqtPHun6Pq3i2XAElwVaCMJcKrKFQHaMkqxzjOD0oAl8T3mvL4mlJb+yrG2Ys+syRA4jI/1UYxznjOT94Gs/Wr/AMNL4U8LatfnVtMAMn2M2abmBYYO7IPX+tdP4r8c6h4anghm0eC5a5uDFBbJcEzTLkAMFCkY9cnin+MNYvbbwzYrceFpL97uVRNbRoZkt1BBJbbyTjpjuKAOG8Lab4Xk8T6F9in8TMbSdnt0u7U+UGbk5baMDNe515horCHxektrJrdjZMyQJZf2eY7dj13FmzgfTFen0AFISACScAUtISACT070Ac74m8O2nia3tJxfPa3NjL59vdwkExHvx0II61zF38OtH17R7qMa+815cXUdxPfgq7MV5VcZwBWd8K9Vt9P0nWbbUJPKkm1ObyUkQgupGfTp15rlLuF5/hFbQW0Jtrl9byVSJtyjeSCe5GMcntQB71Z28On20cJePfgbn2hDIcckgd6wPF2hQ+KbSxRNbNitrdLOrRhWDup+UHJ7GvOE1K98R+M/Deo6taC2j06drKVGG5JW25aT/dyBj3NabaLo+o+GfGMslqHmtLu4mtcAqFJiwpUDrznHXmgDqtT8HyX/AIpg14+I5YZYbU20caxIVAYcnJPc81kj4ZRpo+j2MXiR1XTJpZYZGgRtxfOcgnBxmue1zToB8KfD15bW4k1CWaxExYEnKAAgjsABg/rSR2QeLwYX0yJT/a1wbyGBWaNODn738P6elAHY6j8PrrWLG0s7vxNcy2kSIHj+zxjeVOdwI+6fpUUnw+lg16+1GDxTLbteSRySRNAjfc4XBY9cd/ernw1N7/Yt8tx532Rb6UWXmg/6nPGM849K5z4veHLGdtK1KO1ze3F/Bbyy/Mw8vJ4IBxigD1C42S2kiiVUDqVDnkDI6+9cp4Z+H9noXh6fRbm5/tCzmUqN8QRgrHJXcDkgntWBLplnp/xDtdBuoJB4di0xntLd97xeblt5Jz12k/e/Cuh+Gc19P4QV71pWAuJltzKDu8kOQnXnGPWgCO08DWsGqaXd6pqhvW0tCllG6LGI8nqcHk44/CoLL4b6XDrVtdG+eazsrh7q2s8DEUj8kls5PPasHxRp2jjx1JealD/ayTTwQyQ7nSSyOMpsA++D1IHSuY0K4uPC+ueI7qG3klttWvJNOtIlBGyTqpJJGF57UAegx/D7yNZm1m08QyQXT3ZuJJY4l+ZT1ibnBXge/FdlqVpZ6rpVxZXmx7W5jaNxuwCpGDzXz54WjntNI0XS9Rdhplzrs0OpOG+SQrjartn7uc1a8WT7NFmgt4C+n2niJYbRPMIhkjZPmQZI+XdnPbJ9KAO80XwVPaeINPTUVW403SbVrWxlSZVDKw5LrnOcHHpxmtjTPANjp+q6fdfb5ZoNM3iwtuAsIbrk9W/SuB8QWWmab8JxcWFwZ9R+3R+Y7yhX80sFZPlJCjaAuBxiq2r3i2M/hd9Pt4GuLhrn7bZ2+oFk3bRkbySMj0oA7u9+HmnXllqVlqOpJNe6nMZo7mSJRKhByAvPzYrR/wCEPuG14awNXxcxWP2O3IgB8rpl+vJOOlYOiaLpeq+ArDUrzWElvrKCQQ6m0p/0Ytn72T1HTmr/AMObuycXlijNJqNokaXFwlw00U6kfK6knAJHUYH40AbWmeGTYeKdQ12a9M015bxQFNm0AJ369SSal8L+HE8NWt7AtwZjdXkt2xK42lznH4VjfEW+06LS/sj3gg1WaNxZnz2jERIwZGIOAq9cn8KzPDV9MPia1lPqn2oLodsciXKSPzlgM8k9c+lAHSeE/DVz4dm1hpruOddQvXu1VUI2Fuoz3q34t0STxJ4XvtIinWBrpNnmMMhRn0rJ+JGs3mi+GI57KRo2ku4YpHC52xs3znPbjvXNeL9fktLDxIdI1Dfbxaelws8UxYxT7gAA2SASOcUAaWofDV9T0jVLefUI/tN5BDbI6xkLHHHjggH5iSOvWpo/Amo23hrVtCstRt7ayvYljgjjiOLfIw+CeW3c9fWqXwo1O41M6xcXV9mSaSNxYySFpIPkAJOeMMeeK2vE+oXkfjDw5pollg0y6MzXMsZK5ZVyilu2T274oAq6R4Dm8P61Fe6RPb21ubQQXNuA7eewHDEknGOcAdjWHafBuOB9LuHvovtljfvdecsZ/eRs27YeexJ5rEk1/Xf7Z8NRNqNwtm2t3NoGWUjz4EYbN2Pvdxmuw8Z6iP8AhJ/CSW2qSR2l5dyQ3PkXJVWVUzgkHA5oArXXw01G4v8AxJImrW8cGvSKZ18klkjB5Uc9SO9acngvVZLyxaPVobWGxlXyJLeHbKIAu3yiTwQfWvP9Q8Va+/hS4kF1dtNa64traSJKYzcwk/d3DhvTNaXibUtT07T/AA9Pby6qsk7ztd2sd75rrtUnbkEA7SAfWgD2aiuf8Ez3Vz4L0ia+u0u7p7dWkmRtwYn39cYroKACiiigArjvF66jJewCz0u9u1CHc8BGAc9OZE/ka7GuU8Vw6hJc2/2PVLCzXYdy3M8kZY56ja65oA5b7Pr3/Qvap+a//JFTR3+t2mpE/wDCL6u26I8CNWXH184gH9asC31bvr+j/wDgfP6f9dPWrEaX2xFm1rSmCuSdmozKSp6DO/r70ARxeMdVgiBfwVrj7nPS3Tv043nFKPH98o2t4D8RMw4JFquD/wCPVoNcTm4WX+0tLwo4X+0pACffnH6VUl1fXGDoDoTI7Z41d1K+vO36cDFADT8QLrYCPAfiIsScr9lXj9ab/wALBvP+hB8R/wDgKv8AjTofEPiqKLy2XwxIwc4f+02GVz3BUnOPepV8TeJstug8NEZ4xqp4H/fFACW3jyaVyJvBPiGADoWswc/kTUVx4tinuo45PA2uPFH92U2AIHtg84qx/wAJN4j/AOffw3/4Nj/8RRJ4k8TpGH+xeHiD0/4mpGfzSgC34avGu76+ki0m9sY9g2C6t/Kycngcc1w+oTLfalHqmoa1eJqOml2RP7L3fZyTggHOCM8Anriu/wBF1PVtRmuhfpp0USxfK9leedg+42jFZumaVp1po1tbzWVhc3MkZ23lzbBRcEnIJPJzz3oA6u2eSfSInuVPmPADIE65K84rzvStIk0S+0rULrTJ5Lq8uBH58TFZYkK8CRAuMYAB/OvQdLxJolpsnMm6BcS4wTx1xXGwaC9t4os7dtRlTUsfaGn+0SyGaNThgUPyDPsOO1AHoNVNRBbTbkBVYmNuGOAeO9W6gu4lmtJom24dCp3HA5FAHBeF9OSLxQsxmW7PlBlnWQnZ8pHl48w/KM8Eg9az/E/iS3l/tPTru21GaYiUeRFJmFgrhVU4GQWyDxW14d0u5bVLaXUJkkexd44d0gBPykblAUZ44qxqPge3u7+6v5DYmWVzItxNbM0kXHGG3gcY44oA0PFf/Ig6n8u3/Qm49Pl6Vq6R/wAgWw/694//AEEVl+Lsf8ILq2H3j7G/zDvx1rU0j/kC2H/XvH/6CKAOE8Q3Gkf8JjdTSaRayTackFxdXMzPvK5OzYF4JB9cda7mbTrQyXd0LNJbi4hEUgJ/1qjOFOeMfMfzrmNW8OXZ8U3uo21xaNHqNottNFM2xokVsl1wDu698fWujsru7nutSgkNpm3cLCIpSzBSuR5gx8pz+lAGNp11YQ3Muk6pZWtrcRLHdlRIXjBJIXBbGCNh4HTtWrJa6P8A2ZbbmhWzhdZIZC/Ct2IY/U/nWHLomsahAkl1ZWEN+GLySpKXEjbSo6qCBj+ZqlrGh3lrpF9PeSSzvHcTyWcEPzqRIu1EK47Z7dKAOxvNLtdRurK6nDM9pJ5sOG43EYyfWqdvoOipqRuoYozdq0jlg+SC4Af+Qq7pGRo9mpKllhVW2nIBAGR+dcnb2U1n4yjka9s4pZ72V540kw0kPl4jUjuQ3OKANW102xPh7U9O028ltoP3kBlOCITjkr06Z657VcOj2lxpGnW0l1I4tVQw3CuAzELt3ZOeoJ/Osez0fUo7TxPbyWcUMdzcmS0EbKFkQoowQMYyQc59aj17T9X1Lw1pkunWdubyCbzhbpOCi5R1GGIx8pYHj04oAul9M0bVtE8NwwYXZJPCfM5Qpgcjvnca2IWs01m5WORhdNGrSpztx0B+tYI8LTSap4e1G9EF3c2Nu0NzI6gs7MB82T1wR+tRX+k6o/jS/u7ezJtLrS2tvOEigeZyRkdT6ZoA0JPB+j3EN2khlkhupzcTI0mVLkYP04xTb/wZoV+JWuY2xPKZXPm4DEoEI/FQBXH6P4N8T23hS5015PIlktIcjzch5VY7wcHuu0ZzWzeaZfy+ENHsrzRX1C7W5Vmge42CEBiQdy8YUYwPbFAF7/hMdP028v8ASRDdO2mS21u7nB3GYgLjntnmq1lHpd38SfEsJt5vtRsoEudzjy5Y2U446g4yOtZ+u+DtWuPEOr3NksXlaqLbEmeIGiYHewJyTgcbfxFbljo90fHOs3tzDE1jPZQWysGBMhAO7cOvfvQBXs/Dfh280qbUBFJGZYlUyvJl4VjPygY4G08jrWz4f0yw0fTyLW5ac3LGeSeVhvmY/wARwAOgHQVnaZ4eGl+D7/S7fTIY3YSqscZAE2c4Oe2c965G68F69eN4bDWiiOzs0guVMw/vqWX3G0H60AegajoVtqer2d5c3MxW3O6O2DAIzA5DdN2R9cVa1nUodH0e61C4LiGBCzbBz6cVx15oviWe38O3YRP7Ts3Q3Mg25KbvnQHIAyvoOcdRXWeIrI6l4c1CyW3Fw08DRiJmADEjHX9aAOUk8LWPiSGSzOoX72kTLKsm1BHuKkEKQBk88+9W9U8Ixaho10unmKae6K7ZZnZRFhdm5cA847d66DTrGWy0sWDfNHHFsRyRk8dMAcY6Vy0mleI00TQYoxM1zavL54ef73B2biDyM4oA7PT7UWOm2lnv3eRCkW712gDP6Ut9Zw6hY3FlcAtDPG0cig4JVhg1514l/thfEPh5/tMr3PmWyTQRb08v5h5jcfK4PII7Cus0OHULbWdRinWaa3LFxdzthmYk4RVHG1R3oAp6xo9to/w++wfabkW+nwqVeOPe5VOgKjqMcc1LpnhC1tbnRbyC5lCadbvFDGVHKPg4J9q19fgN14f1GBYTM0lu6rGBncSpwPzxU+mNK2l2pmQpL5S71Ixg49KALRzg469qx9F0vUrG5vp9Q1Z737TJujh2BUgH91T1P41yeo2HiprnWrq0kuxKsztZqZjsK8YwucevWl0y91qLx5b2l2Lx4ZXlYyedlNojGFMePlAb+IdSetAHa6tIY7Bgs7QSOyxxyKu4qzMAvHfkiuX0HQ7W/wBIIgv5mmS8nF5JJCFaR2fMi7c4XlRyM9K6PX7aO70po5Yp5UEkbFYM7+HB4wQR09a5OGx1qx0Hy7GG7MgmuHh3na7uzBo2kweR94HPbGaAOrOir/wksesLMQyWv2UxbeCNxYHP41BZ6FaaJq+r60kzKt9tluFbopUfeB+nasvW21x9VsY7e1v/ALIFSS8ktZkX5gfuqG5I9cdq6uaGO5tpIZV3RyoVZTxkEcigChZ6rHrFs/2NjEzIHjeRAwZT0YDPIrm7j4cw3mv/ANs3OpzPdMuHAjAU4V1GBngYfp7e9U/seraXrBh0qDUJLMRiJGlChYgoO1RjBK5xyfzqp4tvdc0bQrqSOW682K7As4VmzJMv7s/Vh/rBjnr7UAbreG9QbxtZX6hVsLUtISZM72MezhcZB4GcnHAreuL/AEy/0+6i+1K8TRypJ5b/ADAKCHx7itCJi8KMy7SVBI9Ky30O0tLS6Nja4meGQKocjLNknr0JJ5NAEEekrqHhm1tIb+VIRGAjqoG9ccBgev5ioNP8IRabeaNLDckxaZBLGqFeXL9TnPHU8VGsVxb+DUaBL+OZQrSRqxMgx94DOTj/AHefSo7a+1m81DQoXjuIrdjM90wiK52j5FbOcA5HfkigDpbm/tbQ4uLiOIgBvnbHBIGfzIH41QtYb/8Asy/GtXEX71pCpgziKIjgZI5IHOcVYv8AR7DUg32yASghQQWOCAwYD6ZA/KqUt9B4g0HVYrCGSceXLbgSKY1lbaRgE9s8ZoA5/RkTVNQvZtNu7qyvRZQ28ZubXafLViRIAfvA5IrU8WSfYYLG+a3uLqW2ZsCK3MoBK4LMB0+tU9MnhsdQkvjY3mbXT4beZkt3O5gx+VRj5sZ6itTxUs19pENhDBI6X8yQysEJ8uMnJYjtQBRsfD66hZfbIbl1S6gIUSodw3etJbeHNQh8fLqrTA6dHBMEjOPleRlJwep+7k56VK17qdjq13a21tK9tBB+4Tyjs4AAAI6/TNR22o6p/wAJxBaS3O61kS5ZokAKptMYTJxkHlj170AbWv6VJrGnLbRXHkOs8UofbuB2OGII98YrD1rwglz4POkS6iFAu1uTczjv5m7HX3xWj4xudQttB/4lRnW8kuIYlaCPeyqXG44wRjbnk1latqGsX3gSS4WyeK/NwqCDyt5KiUDJUg9VGelAGqdAnTxEdVtrtFWWOOOZHj3ZVP7voT60ml+HX07VJrk3AkiaWSZQQd2XxkE+gxxQdR1CPxLHazQSpZGJPKeOIsHc/eDEfdx68fjUek32o3GvXsU8dykYlkULImERABtZTjByc9zQBJ4YtIbXSLyOxu47lXvLh1fGNrFySrfRsisZvAtxN4a03TTfQ+ZZ3M03mBDg7xIOPQjzP0qbwJZXdlpWsxXkl1Gw1C52iTb8qliwZcDuGz3rn4Na1x/Bvh0aTLIs9xqT287+QARFmTkggY4AOaAOnm8GecdEdrss+mwiFhjAlHykn81Fa89teXGrSsYLdLVbcxpKRmRmbrg9lFc1q2ua3jw5cwRTw2lwQbraFU7iQArbgSB1PAz713TZCnHXFAHKaLoGr2vhZtDvZrRU8iSJJYcsQSTgkMMHg1ZvdI1KTw/p9paSQJeW4RDKWZQoC7SygA5OOxGKzdG1fVr+fXLX7SRNExaB5IT8mOq7cAY/E9etauk6nKtvbTahJMX1ObNvEYv9SNmdhI7fKTk+uKALGqrY+ZaJd3UlvOA3lyo2044DZOMAH5evtSaBFpkAvotOkaV1um+1O5JYy98n/CovE9jpd9bRLqlpPcx5ICwsR6E5wRx8o/Kq/g5Yhb6jJb2b28Ml2zIZHLNKMD5jkmgCDx2+LXToxocervLdBFikfaqEg/NnoPxqj4K8Ia1od5Je32tSm3lBK6WrGSKHPYO3zHFO+J2iXer6FA9vqg0+O1l82WRkVlA9TuPStrwlqFreaFbwwaxBqc1vGqTTRMmc9shSQOP5UAampKzaXdqqLIxhcBHPDHB4PtRUtyQLaUtL5S7DmTj5RjrzxRQBNRRRQAUUUUAUvmGscWZ2NBzc7h1Dfcx+Oau0UUAFeQ+CfH3hrRRcWN/4lMe2aRVtLiIAQnec/OFGfxr16vMjrXgvw/rsugTaSxjiYmS+lt98YkY5Ks5FAHSaZ4t0bxRYavLpsklzaWy7JJbcEO5IOQvQ544+tcppktxqN1ZG2265YQ3KgRXo8m+sNjA9+XAOM5646mr/AIb1nSddtPEd/o9vNpmnBPJW/QgRvtBy6IOhGetcppeg21lqNlrV7d6prgBXytXsrs5RWbAWSMcgc8/WgDTvdLisfHWpaqmu6rJftIY8xWQmSzjIDbQWyB1GcV0+rXvimLwPZz+HZYdY1GQruuSiplDnLBemenFTGe80O9v49Ptba7hubkzO7XYQwFgAS4Pbdngdqk03Rtd0bwtYadpl3YvcxkmWaZGKEE5+UA570Aef+FNRF58Srq38R6jezSxvE9gLjfFmUjkbFwuBzXtleeteeIrPxPpVtrzeHjHc3O2HYrCZyBnK5716FQAUUUUAN8tP7i/lRsT+6v5U6igBuxP7q/lRtUZAUc9eKdRQA3YuMbRj0xWF4h8W6J4WaBdVmeIzZMeyFnzjr90HFb9MeGOXHmRo+Om5QaAOJHxb8HAYF9OP+3ST/wCJpG+LPg18br2Y4ORm0k6/9812n2S2/wCfeL/vgUfZLb/n3i/74FAHGH4teDScm9mP/bpJ/wDE0D4t+DgMC+nA/wCvST/4muz+yW3/AD7xf98CuD8c/EPS/Ac8UWoaR5rTgtb+UF+YDGc8cdaAJm+Kvgl3DtdSFgchjZyZz/3zSH4p+CCADcyEA7h/ocnB9fu10k2p6RbeHTrkywpYiATl9g+6Rn0965nwV8QdI8daleW2maWUjtVDNLKqjdnpgfWgA/4Wj4G8oxee/lk7iv2KTGfXG2hvih4GaJYmnYxqchTZSYB+m2lt/H2mX/ii98OWGiyz6laBi6lVVTgev41b8P8AjHTPENxqdpDo9xBeacP3sM8AXJ9AelAFQfEjwI1szeePLVh8hs3zk98bfamN44+Hl4beSUwOQzCMyWTZQ9z93jNVbX4p6HeaJdazDod09haS+VcSiJf3Z45I9ORXUjW9KuPC6+IbG1W6s2iMw2IA2wDJPPpjpQBl2/izwFDpT28E9nHZy5LwLbMFbPXK7amsfFfgfTVcWF5ZWwkwWEULLuwMDOFqhofxC0PX9Av9btdKmFlZA7yYgWY+gUcmqx+Jmjrc6XbP4evEuNUBNrE0Khn5xyD05oA09Q8ReAdWkR9Qm0+6dBhTNblyB6DK0ReIfAEF6l7FNp8d0ihFmW3IZVAwADt6Y4q74W8Q6b4qS8MOkz2klpJ5ciXVuEOeenr0NdD9jtf+faH/AL4FAHO3Hjbwhd27wXGp20sLjDI8bFWHuMVQTW/h5FYy2SNpq2spDSQi2OxiOhI24Ndj9jtf+faH/vgUfY7X/n2h/wC+BQBylj4i8B2N2ZrGfT7eeQCMyRwFCR2BO3p0rqrqztr+DybqCOeI4OyRQwoNlaMMG2hIP/TMVYoAzZ9B0i5ht4Z9NtJI7cYhV4lIj/3fSoT4V0Bo0jbRrEpGSUUwLhSeuOOK2KKAMyXw/o89tBbS6XaPBB/qo2hUqn0Haq03g/w9cNA0mj2Z8hi0Y8oAKT14963KKAKthp9pplnHaWNvHb28fCxxrhR+FWqKKACiiigArzX4lXnhC21CxXxIbDzjGxi+1W8khxkZxtIxXpVcR41F4dQtDBZPcxeW27ZaxS4Pbl+n4UAebDUvhWwY7tDG0Z5sp+f/AB6pYbr4XTbNsvh5d5IG+1mGMevzcVuTDUWt4lh0adJR/rHbTbYhvoO1QvHrRclNLkC54B0u2NAGOU+Fz7B9s0EYJPEM4/P56fJoXwomEkk2qaQshA2CGWdVGB3G6tPytc/6Bj/+Cq2pqx68Qd2lMOeP+JXbHigDPj8NfCOcIsWqWJkcYUG5m6kfL/F60228M/CZJ2F7q2msgBGIridWz9SxrSaLX+NmmN15zpVv09qQ2mtmHy10liAOAdKt8cdKAK8fhz4L4PmalbE9tt3KP61IfD/wUK7TqcRA7fbZf8azJfDutywJEnh+2Y+YWKtpUOMHqRg9aqt4U8R/KF8M2G4566THz6Y5oA9G8Caf4E0+9vh4Suo5rhof3kaXLyZT1IbjrUA1Way0kafdXG2ymBzcfZ5D9ldiSsY7k9QGHA2+4qL4Z6Fq+n3eovf6da2G+EInk2SwliT1JBycelbSWMGh22lRXE1vFrc5aJR/BdN1IPoSBnPY0AdNoarHoFgqxtEq26YRySVG0cEmuVuNX+z3UXiLUbextXKNbwO947Bo92cgKvfGeldVaWz2/h+K2u2JdLYJKVOTkLg49a43wxpgW30/VZmkOnxWXkWzTMh2Ix4LLjr9aAO10m7lv9Kt7qZY1eVdxEbZX2wafqUrQ6ZdSqyqyRMwZug4qt4fMLaJbmDd5eCBuOSeTzxV66kSK1lkk27FUlt3THvQBwfhnxTb3Gu2lkL+2uTdR/IPNd3V1UliCyjgjtntV3V/G4sr+8sjbxeUpMCP5v7wykd0IwFGeuT9KBqLz+I9CWJdPt4neTKxSq7SDymIAwOOxpureDZtTvbq5xZSXDSboZ5S+6LoQMA44oA1fFiqngTVgqqoNm5wBxkitXSP+QLYf9e8f/oIrO8WxSN4K1WIAvIbRlwoyScdhWjpIK6PYgggi3jBB7fKKAM7UfDY1LVzfyXcigW/2dYwowFLAt+Jxj2rK0OzvLfxz4luGupFgZon8po1w4KYBBAzgYI/Ot658Qada6ounSSt9qIViioTtDHCk+gJ4qZdUsjql1YhsXFtCk0uV4CMWxz/AMBNAHGjxbqf9jyy27iab+1Y7YSNFn925HO0AYxkjv05NdXf6Q+pW9pHcXcgMD+YzRjbvbaQOnpnNEGr6fNDLJHGwSORU/1X3iwBUj1B3Dn3ouPEWmW6WbNPuN65S3RFyZGHUCgBmjR6Xoqw+HrS4zPDF5nlOxZypPLEn3rjH+0z38RlWRpI/EwPKnIjCrg/TrzXdL/ZcWtSOqwrqMkQ8x+N+zPAP41i6Hrdxf8AjPxDps7I0Ni0QhRYgCoZSSS3fNAG5HqFlqulzT2s8c9vh0LD7uRkMK8907xnJougeE7GztICl9aqoLMTsO9E9eR82fwrq/C+rJeaFf3F0Io4Ib24iARAo2K5AyB3rUsU0i/tIprKK2lhiYrGUQYQhuQPTBH6UActq/jTUrCHT7mK1tzbzMEkkO4h3MmzauDxxzz612d/cG00+5uVUMYYmkAPQ4BNcbrN7Yjx7baXqMcUWnRWqTLkcPKZCFB9s/rXWjU7GWSWDzlZllEDqR/GR933oA5fwt41n8RWE0kkEMUgsVu1ZGO0btw2nPPBXrVU+PJIPDvh24WOBZtVicq9xIfLVlUttLdecEZ/nWt4yvE8M+FZ72xgt4mDRwk+WMBGYA8d8ZPFZWp/aYfAy3ttfQXJjnXyC9kiqA0gTG0jjGTzQBdl8bbPFp0cRIEUwISVYl3kVmwp6YAAPTvUvhWe7l1/xKs0kRjS/KqmG3gbFweT0x7VPawX95qZb7Tb/wCgMsTs1uu+VioLHP8ACMNgYrauZLPTYbi/mCRKFzLIF5IHrjrQBzVv4mvDo+sXMEMM1za6g9tGjSnafmAB5zjr0FSN4tlOlW08UUTXD3D20owSiugOQOR1x196vxaj4ensrqRGt/IjPmzDbg567sdT9ayvE3iXTNM0XTb2AQPaXl/EjN5W4YY/McAcNigDsEYtGrMNpIBIznFYX/CUQf8ACRR6KArXEol2gN0KY659Qw/WpV8QWq+IY9KdwjTW6TQAqfmzuyM9BwBTo5NCufEEyqtu2qWoBZiuHUEdj34PNAFXSPFP9qXzW/2Rokgh3XUzkhIpM42AkDPr27V0KsrKGUgg9CD1rkNL1fTPEev+INEEFtNaQ+WzjaQZSw+YnPXkdfauujjSGJY41CooAUDoBQBzuo+LItP8SLpL2ckjssRV0OTl329PQdTUVt4wN1BqtwunSCCwSZg7Nt3mMkFeR3xnPIxU9zHa2PjGC8dHa4vYhbL8wwAuWyB1zxUMF7p974h1TTW0n/SFgxOxIIkRs8H2O2gDoLGeS6sYLiWMRPJGrMgbcFJGcZ71Zrm11/yJbKMWgt7BpjbGVyNu7JVFTHXJH4VZ0XWLjU9U1iF4VFtZ3PkQyr/HgDcD7hsigDbpuxA+8KN2MZxzXP6hr9zbeIY9NjihjUoHElwSBMT/AAoR0I966FckDIwcUAV725+yWjy5jBGAvmNtXJOACe3Nc/N40tEs9NuEjYm9leNUbIJKHawX1OenQEVu6jYpqNr5EjFV3o5wAc7WBwc9jiorqx0q9ijiuIraRIjmNTj5T7elAFVNckn8RyaRBaZMEaSzSO+AqsOMDucg8Vq3VwlpaTXMufLiQu2BzgDJqvFBp8F5Ldx+Ss8qqjuGGSq9B+FWGlt3Uq0kRUjBBYcigDJsNbk1HRpb1IBGTB50QDg5UjK59Djtj86wdS8ZxWHhTRdYmshd+ekcrNMwUxg7VLDA5bLDgAcZrqILHS7aK4jgWGNZ8+ZtYDPGP5Vjar4V06/0Wz0e2uUtbC3lVjGpDZUNu2gnpz3oAsv4qih8W2+hTQgG6jL28ivksVGWDL/CMEYOefSorTxYZdEutbubQQaZDD5iSebuZyOCMY4575/Kr8mjaNNqianIkTXkYASUvyuM9PzNWILTTrfTV09fJNsqbNjMCCPegDkNU8Xz6h8PNV1KC1mguLcAHypto5IOUkxzx1wK177UNSGnaDPDagzTyp5kXn44Kk/exz27VoQ6RpMOlS6Yu1rOTgxtJkAeg9KmuLOyurSG2acqsLK0bJLhgV6c0AU7jxRawa9FpAXzLgsizKhJaPeDtOMcjg5PatPUBjTLrYxQ+S+CpwQcHkVUudK02fWLfUpH2XdvkKVk25z/AHh34rRlEc1u6MwMbqVJB7EUAYGk+IojpTC4BFzZxxm4QtuKqwBDE454Oa2NP1GHU4Gntjvh3FVkHRsdxWba+H7LTdNmg01lSS4wslxKfMZ8cck9TjgVrWdrFZWkVtCP3ca7RQBxWoWkup/E17d2vGt4LKOQLDePEqEuckqv3vpS3tvaaD4t1fWI1unmFis5BuGKM25lC7M9Ofwrrk0q2j1mXVVDfapYVhY542g5HFPk0+2luJppIw7TRCJweQVBJx+poAj0/TIbCS5liedmuX8xxLMzgE9lBPyj2FU9a8RwaLKkckEsxK728sjKrzzz9D+VWdL0aLS3ndLi6mMzZPnyl9g9Fz0HtUOp+HLDVrxLu583zFjMXySEArzwR/wI0AQx+L9Imvba0imeSS4RHTahOA33Se/NZ+ga5c3fifxRp0pldbKZDExI2oCmdvr1zWpbeGNOs7izntleKW1iEKsrcug6K3rVyPS7SG6uriOII90AJtvG84xk++OKAMWx8YWa6NNcX5ljns7ZLi5UoMlWyAwxxyQalm8Wacmli5jSUyPLJbxwBRvMqgkr6ZAU96sR+FtKi88eQXSe2jtZEdsqY0ztGP8AgRpB4U0waT/Z+x9u95BNu/eB2zuYN6kMRn3oAseHrt9R8O6fdTI4klhV2Eg+bOO9alYieGbKK+026SW6DafD5MMYmOwj1ZehPua26AECgEkAUYHp0paKAOV8ZyrBHaSsJCf3ihQSA/AOzhScnHGPQ1P4QMc1hdXaSF2ubhpHBYnYem0ZAxjGMUviu2S8gtITBFI4lDqZJNgXBA+hzuA/GpPC15YXdjcLYRQRLBO0UqQPuAcdefWgDL+ICXzwaP8AYfsjML9C0d3JticYPDev0rH0eXWT8R7Jb2HSoIfssuf7OmJEo4wWXPY9K6DxtbW15b6fbS6WmpXD3H+jwSSbU3Acs3sBWP4V0LT7Dxcxn0eHTtYitiyi0kZoZImIBJz3BxQB22qxibSLyMnAeB1JzjqpoqW8ie4sp4YpPLkkjZVf+6SODRQBPRRRQAUUUUAFFYOlalLeeJ9dtHyI7TyEQZ4+ZWYn26/pW9QAV5Suh+NrptZtNPvNGSwmvpXEd7AXkwT1Pt6V6tXh9/4tbwxqGo2GnrcJfNq0j3VzDZGZWhPON3qPSgDqPDUeu+HJPEB1wWc1pb2qSRRWMeyHgNlQp7+tMa3sP7Z0jUbTztH1C8gjkEsCZtZtxBaJh03Y71W8M+JrLUdV8T6rFb3Dww2ERlS5g8ppSN2SV96y7TTJbrRwBqp8P2091FLLZXkokilVmDIYj1TO3AHseKANTWdBk1vXpLZLq3n01r9rnUZFcRk7FAW365JB554rrLY6va+GbQ2Is4ZixLpeynaik/dDLnOK4nxDaf8ACS+Kbzw/b6c+naWsu/UL6O1Mj3LkD5UcA7e2TU/jjT4Lzwp4dttO0q+utJtr1UntYEYuYlBByBzQBqaxoGra14z8NatPJpyf2bOXdIpyWZSOwNeh14v8ONH02C+jn1Xw/rEerLeSG0nuIZtsUWfkBY/KAB617RQAUUUUAFFFFABRRRQAUUUUAFFFFABXgnx90q51vxJ4d0+zQvcSwTlEAyWKjdge5xXvdcD4n8Lazq/j3Qtdtktfs2l+YCjykNIGXHHHHWgDzFPGj6v8I9M8JLcNca5eTfYnhiIMkcat1K/QfpVr9ni3Np4h8R2xJJiVUz9GIrpfD3weXQPH954gjSKW1jBexgaYlhIepY7enXFW/hv4B1zwdr+s3961pLHqGWURSnKncSAcj3oA5jwc0y/HrxY1sqNcBX2I7EA/d9BXo3gq98QXWg6nc+J9PjsrwXEgASLZujCjB9+/Nc5oHgjxVovxJ1TxMraebTUNwkt/NbcBgbedvqBXQaNp3jYxawPEN5Y3EdyCLa3tiV8sHgjfjPA9utAHg3hbxedL8C63oCac8surXjQw3MmPJRmAGCT3xz+Ir2nw14Zn8K/B66sLpnNy1lLJKpk3hGKHIX2rmtH+D+qQeCNT8PagbRpJ7g3VtdRSnMUgUBeq56jkiu20LRfE0Pw/udD1qa0uL4W7W8M0bsQylcAuSM5oA439nNF/4RDUmxybvB/75p3xD4+NvgYD+/8A+ziuj+E/grVfA2jXen6k9tJ5s3mq8Dk9sYIIFM8XeCtX1r4heH/EFk1r9m0shnSSQhn+YHjAPpQB6IAB0GKWuV+IN3r9l4Qup/DgzqC4CqsRkYg8HaB3+vFbWiS3U+g6fLfqVvHt42nBXBDlRu47c5oA0KKKKACiiigAooooAKKKKACiiigAooooAK4fxxf2trf2cU+uaVp7uh2pewl2fkcjkV3Fch4v8Malr15azWNxYxLCrAi5gEhJPpkGgDmTdWyW6XDeKPDXlA/M3kH5uf8Ae4rQS70wABtW8PMXHyckf1qp/wAK88Q/8/uif+AK/wDxNH/CvPEP/P7on/gCv/xNAF4XWmRQ5m1Tw82OrZI/TNSfadK/6CPh/wD77P8AjVGH4fa2sgM1zo7rkcLZqp/9ANW28B3pmVlGmCIHlTCmSMevlUARONHmZ2lvfDxJGBiVhkfnVU2mjNEsjXXh37QE2YFxJtx0I6+lSTfD7W2YmG50ZBuJAazVuOw+5TY/h7rwkUyXeisgI3AWSgkfXZQBnJp1hEI5I38KiZWOcXs2APbnrUnkwiQSLN4XDxn90ft83y1ur4EuBndHpx5OMRoMD/v1SHwReRzK8dvpciAHKOiDJ7f8sulAF3wcsMT3s4fSnfYDIbC4eQnGeu7pWd4wla817wnqdrBcXMdq7XjRQQs7lCuAeOn3u9bXhfRb7T5b37dY2NvHMAFFq4OR74RcfrV+z8LaVp8cqWsUsYkhMBPnuxVCc4XJOOfSgDSjuBc2K3NuQwkj3x54ByMjNcFos+p6pJbWMYv0gG/7VKIlW3+kZPXmu+WBIbMQR/LGibFwMkADFctpEmjWVpaG2e+drePyvNS1lAkAznKgbc574oA6HR7eW10q3gnREkRcFU6Dn2qxd7fsk2/G3Yc5x0x71Fpl4uoadDdIkyLIMhZl2uOe47VNdQR3VrLBLny5EKtg4OCKAOK8KRXc+tTzSrG9rEwNvtMeY1K4+bHJyc4x2q7ptpEdR1h4tdkjZr5jJEsgwjbV4w3TjHSm6HpWh6fqcJsdXvriWP8A0dUkuDIh2qSFJxzgE96x5r+10bU9WSfRJLuWa4llFwbQyKjYUIpbH8R6YoA9HA4HOePzpajiJaFCRtJUEj0qSgDk9ZstNsfFNlqMsl6t1qMkdoPKb5PlJYA+gJFVota0Q+JdWuisoRo/sc1y5HklolZ2QDrkBjmrviy2vLjUfDzWtnLcJBqCyzNHjEaAEZOT71zM3hHVHmv9OERxcXl1eJcceWFkhMaqSMfNk56HigDS8Npbf2XqcJuZ7F5Nt2oklDssIUBZP907Dge1aNr4Ws57jQdTi1CSWPTkdocAbZQ46mq+gaJcSalJcXtq0VuNNgsGjk4LshYsRj+E7sfnVvxdYPLp1tHb2t5cJG3Fpav5aue29hghR7UAOv8AStLPiuDUpLxI73aieU43ZAPGBng+9R6faaZY+PtWEE0xvr61Se4jYfIFU7QQfx6VS1LRLs+KLbU1gJxboqKgZvmXkhz0PtnvVi2Ny3xHe5axulg/soJ5zx4UuXDbc+uBQBR05dGs9G1rQs3sMRaa5CzoQ7qzfMyf3huI59xWt4Wv7eDw7I9wVthbyssqvB5BQk5G5fU5HPfNZSmTWZ9QnutOvIdUFuyR74WEaw7wdoYjDMcAmtfR7C21KHUZrizmWG7vBMEnVkLbVQKSp6DK/pQBS1bwP/bPiv8AtiW/Itnhjje3C8nY28EHtzitGHRJJ/FMuq3K+XDEMQRBs7nxguce3GKqa8l2Nfs3hkvJ4wVUWcCMijJ5dpBxgAfdNdZQB59471jR9c8F6zb/AG2WJLK6ihneOIsyuGUgAd66DULNfFPhuaxQT2oZ4xumiKk7WVsgHscYrn7LTVvbXxRbahY3hhk1T7RGI0KOygJhlJGDgr2z0rp/DrXZguhceabdZyLVpgQ7R7Ry2efvbuwoAa+j3tvqn2jT74QwTyiS7jkTcXIAA2n+HgAVo6jZ/b7GS237d+OcehB/pXE6pq2vNrN6kNpqS20NwnlMkfysN6IcccqBvb8ar+EdZ8QXHjabT9VummjWCSQtGF8lv3hClccjA4Oe+aAJb/4eIs1/qE2sNbo9pHEHAx5bI24Mfb2q3NYWieG9NtLjUrb7RFqELJPDHlXm3BlDD1OR+dddqFhDqdm9rcbjC5G5VONwB6H2rlfE3hxIrCxTTYZkH9rQXM5h5bG4ZboeAAPpigDa1LRpru/W7t50R98BIZc/Kjlj+YbFVrfwsF1qa/uZg/zTGEINpAl27g3r90YqDxJfa3Zazpf9mQyS2/mL9qBBKmMnDEYB+YDnkj8av6N9qu57y5ubi7VVuJIo4ZE2KFBwCMjJ9jQBzum+Hru11zVdV07U7E3d3axW9ouCyqsZwS3r3Fd3EHESCQgvtG4joT3rn54dF8F6bNqbiSO3hUKQMuRubsBySWOa6CKRZoklXO11DDIwcGgDOvLDTpNYsbmchb1WJh55bCnI/Ik0weH9PTVLvUih825jCSZPGADk/iD+lR6tHM2u6I6b/LSaQybYy2MxsBk44Ga0ba7S8SYrHMgjkaM+bGU3EdxnqPegDItNM0+88MmDTrnzoZCzRzk7vm3lsj6NmorLR9a0lNItLC8tXtIc/b3nQmWYn+JSO+fWneBin/CLxInmARzzqRJ97/WN+dR6/rWpabqccdpbmaEqCQEJwdrnJPplR+dAEvinRtR1uzls7Wa2jjmUKZJEO+LnJKkdyKvaXBq0N1dJfS2z2ahFtBGDvAAwS5PUk1ysnizV420mS4jjiS+NugRFyyuzHduHYY6Zrv6AIbri0mx/cb+VeS/D74f6F4i8DadqWoi8kupfM3ut043YdgO/oK9auv8Aj0m/3G/lXHfCL/kmWk/ST/0Y1AEf/Co/Cv8Azzvv/AyT/GqH/CvvAfnyw/aLrfEGL/6bJ8u3r37V6VXEXVrDaNfWGmO8v2kXEkts8eWR2U/Mpxnk8UAZU3gHwDb2X22W6uEtvLWXzDfPja33T171Kfhz4HWzW7Ml4IG6N9sk/wAayLwyyeH7O3iikle3tbJJY0UkrIsq5B46jnir9vNqenXeqalOPJmlsgg+2DdG06u25Qo/vIFx9R6UASH4f+BBe/Y/Ou/P3Bdv2yTqRkDr6U+T4deBobW4uZJrpYbfPmub58L+tWLuSW6sdfgtb8pd3UbfZ7RQFLs0K7Sp69aq+J1Fz4Qu1tYZJGh0popxGhB3ZX5c9zwfpQBZh+F3g64YLEbxmKCTAvZPunoetR3/AMN/BGlQie9lu4EzgM96/X86s+Abu+mu57e/gljktrSBVkkGPMUrkH8OlXvEl3Pp+o3F35MapHZFop7hN8W4MMrgc7iKAMK88D+Aor1Irq9uBcTYKqb58tnp3rSHgTwv9nS3F7e+SxZET7e+CVzkDntg1jeEtYtrzxRcXt7PBp8l3Z2TLaMoAckOABnkckfnWTrE93BfWVzbbjDLLqMyjacpMkcitgHseMY9D60AdLD4L8F+SUh1C68q3xJxfvhCTgHr61bXwHoVxDFLbarqaQ7uDHfthvaohNbTeEkhh1OKadzB8qKm6M7hwQOvIPWqc9jLrVnBoqyut8rS3sqXLbdpyVGCmQOf4c0AaEfw90g3ciDWtYdym7yvt7fKCeDTJvhdYO+5de16Mc8LfHHWo/Cmsxt4h8qae2A/syFN4yNzoxQhS3JHFdZNpfnnUTdXcjRXcYiCodnlJg5wc9eSc0AchB8OtIvDN9m8S63Jg4IS/J2Gj/hWOnG4MA8Ta95wXcU+3nOPXHpXRaHfQvql3p1uEmjgijcXUYG0htwCEjqwC5J96zdauY9M8ax3KPtuJrA8bh88cTMzAA/Xrn8KAM5fhppjOiL4o14s+SoF+ecdcUyD4c6RcyvFB4r1yR4+GVdQJIqpoes6rqulx6hpttaSWlswYs8m1423ZcH1+XtVfw75Jezuru+WCwR7mawRSUeaTe2Vc5w3BJAx/KgDXPwx04PsPibXtxUtj7ec7R3+lCfDHTpER08Ta8yP90i/OG+lZvhW6uh4jzckGFNAM1vMc4aJmVhnPcHOfbFRRSzy+C/AcsUwlmF0shMQxkiKRiuF/LHegDYm+HWmwyxyS+KtcR3ICbr/ABk+3FWf+FaweWsf/CSa/tXkf6Z759Kz9O1QWnh261nULSKdYUWa3iu1CNGu3JVSc/NuzXT6frVzfeIEgE1gto9kk4t/Mzchm5yV6BaAMk/DaIwmH/hJNf2N1H2v3z1xWJ440G88K+DNQ1PT/EutGaMoQstwGU5ZVPb0r1OuH+L3/JMtV+sX/oxaAGeNLu0tBpU2o6bNf2zRspWIsW3ZQ5wD2AJ+uK0vAUKx+Gt66YNPWW4ldIdhUlSx2sc85IxT9Su7C0u7M3nmK72wjjdcEfMyjgEdRwc+lT+ECp0MlI7hF+0Sgee+5mG8/MDgcHqKAMv4gpaz2dlBdafqk6tKWFxpxw9tgcuSOcVJ4EsNBgs7i50bU59Sd32SzXMxkkQj+A55GPSpvF7X5l06G01yLS4pZSkpdcvIMcKno1XfDvhbS/DSXLWCOZbuQyzzSNlpGPcmgDcooooAKKKKACiiigDk/DhY+NfFm5cYktwOeo8s11lcr4e/5HXxX/v23/os11VABXmF94z1nw/4lv8AR7HwpFLG0xkhnku1txcFufl3D5m9ga9Prybxp4s1fUvEs3hvRdOtEWBSsuoX8LuisRzswCMj3oA29BvNW1TU9ck8QeFhYhrSNfKRhK06/NldwwD9O1cfa6NoY8WWt1pk5h1BXRDo+v5AWPdyIdw4I6DGR1xXU+Bo2srbU9HuvEV/fXMcCSy3EnypBuB4jyMjGDVWxvfD51az0DXL+01ZXAm03UZnUyZU/cdh0YE8evNAGR/wk+oab4w1qRJb+6l/tZYJEhtpZkhtQg6KBtDZx05Oa3L3xB4gHw9W+8H2bXl59rePZPGwZVDNn5Wwfzo1Xxte2vinWNIsm0e1khCCOS7cqWbapLNjqMMAB7Voa94uez8O6U2nzW0Vzqd0tqLgANFG3O5h2PTj60AcP4N1WbVfiWIPEHiDUftMNvFJHaTj7Opnz8yeXjBA7fzr3KuH8L6nDqmv6ppmoi1vb/SpUC3/AJaK0mRkcAcEe1dxQAV5PqvivxbbfFa28I2+oWCw3cRmSZrMkxj5iFI38/d68V6xXi2vxCX9pfQgWdcWe75Wx0En6UAbXhH4k6he+O7zwbrNvbyXluXAvLbIR9vYqen51mXfxB8S2/xVbwb9psFjmbbFctbElNwyoK7+cfWsnw9dN4I+Nl9o15FDejUpGljuUi3zx7+QGbGQMde1U7940/agt/MYKC6Bfc7OBQB6Bo2qfEEeM7rS9X0+B9LEZEN/BGFXd2Ygtk/Sqvg74g3174+1fwnrdxaNNa/LbSxIYzMw5PyknsfXtXReFtL1rTvEHiGbVr03MN1Oj2eXyVjAORt/hGTXjV54cutT8WeOda0kyLrOj3sVxbFGxkYJce/A6UAeq6bruv3PjfUfD895ZCPTViuJJltWzLG4J2/ewpHHPOfSsfTPiRr/AIu1PWIvCul2Ulvpy4Bu5CGlfOMDB4BweazPhl4nHiv4m61qSIU87TbcToVI2yqAGA56ZzR4l+HuqeEZ5vE3gG9kjnyXvbZ23LKAcnA/pQB3nhXxLqV/4Ul1bxHpraXNAXMkZBxtX+IA81ztv478VeIbKfWfDGiWUmixkhTeysk0u3lioHGPTNcdq/xFuPHPwd1zzIFt9RtWRbiKINjYT972r1H4bSwv8ONEZJIyiWwDEMMAjrmgBvgzx1a+OtFubrTontbqBvLkiuFzsbHHQjIrJ+H/AMSH8Xa3q+k3kNvb3Nk+2JYyf3igkMcE+uPzrz/4Yidfjl4iEb5tmM7MY/mQ5bK8jjoa5PRtG1RdQ1/xborMb3RdSZ3j3YVossW9z06elAHv2leLr2++IWqeGZLeDZYQRyGZSQXLcnjnFZfjX4q2/hbXTpFvbRXN1FbtPOJpfJULjICtg5Y+mK574b+ILPxR8XPEWrWJcwTWUP3l2nIGDx9a4vxCdT+IHxI1PWdC021nXQwpMMw5nVTjkdz7UAfRHh/V11/QLLVUheEXMQk8uQEFc9q5X4j/ABEl8AvpjDTkvIrxnQ/vdjKRj2PHNc9oXxL1nxb4ksNJ8N29pBClssl+t1EwMDA4ZVx+mayf2js/Z/DuOvnyfyWgDuvHPj658Grpcg02K6i1CURJ+/KsrHHX5TxzUvjfxrfeC/DkesS6ZBcx5VJEW4KkM2eny8jiuB+MsV/HZeEjd3Ucym9XaEi24+771v8Ax5/5JYP+vmH+RoAtXPxG19PDGma9ZeFHv7a+AJS3lYvF9Rs5HuKf44+Jt34LTS5JNGSddQUbUM5R42wMhhtPrWD4esfFmreF/BM+ianH/ZUAU3caExtgHoT/ABD2rP8A2iP+Pjw1/wBdm/mKAO6v/iI3hzVrW08TaaLK3vQgt7uCXzIyx6hshduPXmtjxX400zwnZ28t2Xmnu22WtvCMtM/YDsByOfeuE+Pkmz4b2gBjBe6jU7h82ME/L+IFedeJ7ie78b+ApJWle0NpY7DICFJyN2M9/WgD2DUfGvjLS9Hj1KfwRvRnCGCC88yVQe5VU6fjV3xd431Hw14Xh8QJooltSitNFPP5UsZboNu0g/nVzxx4wbwVo41STT/tVmrKjlZdrAknoMHPSuQ+JOtDxF8DJNXEBgS7EcixltxALcZNAGgfiL4iXRrDWB4RN1YXu0rJZXXnMgJx8yhc+tXNd+JSWHi6y8L6VpkmoapcbTIhcIsSkZyTzyB1GK5zwYvip/B3gNdFMY0sNnUDnD7Ax457Yz75xWh8Rfh9qV/q8HirwpcfZ9dtyAUGEEq9DkjvjjntxQB0Hhbxhqeua5qel6l4euNNexVT5jPvRyewOB9R7elM0v4i6frHju48L2tvMstvEzyyzDZ8wP3Qp5PXrWN4E+Jz6zr9x4X1+0Wy1y3LISv3JivXHv1P0rkvA0Qh/aJ8SrMwDnzmQb+uWH9KAPSNV+IlhY+K08MWVncX+rsA3lRFVVRjPLE8VN4a8f6T4klv7eNJ7W70/P2qGdMGPBwTkcEV498M2aT4/auzksf9I5Jz3rLsLi5g+Mnin7M6hzBeEB2wpIjOM0AevSfFvS302/1awsLq90uwlWKe5jKjljjKqeSBxz712Oha1Z+I9EtdWsC5trld6b1w3XHI+orxf4SwuPgp4nd4kCOtxtYAZbEXOfpW7+zxI8ngK7DuzBL5lUE5wNq8CgD12iiigAooooAKKKKACiiigAooooAKKKKACiiigCOUhInYhiApOF6/hXnNudZWF8qHVmYq02usrBT0BAQY+navR5d4hfywDJtO0HpntXIReG4/7HW4l0wXV05DS2t1grkn5iB0z1xQBt+GSjeHLIxvK6+X96WXzGJzz838X1q7qDKmnXLOH2CNi2w4OMdqq+HYrmDQbSO7jEUyqQUChQoycDA6cYq5ettsZz5hjxGfnAzjjrQBxOjX/hePxPa2+lWOLh/3WY0UIh8suX46kj5S3rxVzVo7WwW7sp7Vo4r2bzWnDIzOc+r4C44xzkYGKoaDqGsya9pdvqiRWEAWRYVQlmuztzhiScYHzfpVbUdFvb3xVLeWV7cLN9oIZbeWNcRgYOAy5znGTQB6PGAI1AJxgYz1p9NQYRQc5A706gDj7vx5b2Pi+40K4tGCxLAfPD53GVtqjb9cd+lXZPEP2XW9aguEfyNPso7rKsDkHfnAxwfk9T2qe5h8OvqrPcw2b3+6MFmjBfIOV5x2PPtUqLocuuTFFtG1KSMrIQAXZBwQT3xnp70AUT4oaLQYL6a2RZ7mSOKKJJNwDSAFAxxkcEZ4/Os7xTqmoS6doN1pgTzZNRjV42mMYfhsrkA5H4dq6Z9P0q2szbyW9tFbyOPkYAKzHp17064g02KzjW5S2S2hZSnmYCow6YzwDQBn6xq9xp2p6Hb+Tlb2cxSFZANp256Ecj8qgsPFiXmrz2b23lRxzSQLI0gy8iAMQB6bec1s3ENhPdWzXCwPPES8BfBZTjkrUa2OmLOXjt7bz45GlyFG5XIwW+pHBoAzdF8RXWrWd/M2mNC0HzQZk+SdCCVIYgAHjn09anlu7iZtElkie2eaUmSHeGx+7Y4JHBrM8OajB4r8K6gl2kMCefPbTLaybQFViuc9RkVvW0WnWmn2SIIYreJVW33sPl4wAD64oA53XdRv4PiHoNpaASJJbTs8Rn2Z5UZIxzjtWxb+II7jXJdM8rymjYqDM+xnIGcop5ZfcValt9MF7aTTeR9rRSsDuw37T1APUiqt7Fptvc3WogRzahawNKEeTc0Y29hn5QcUAaN8CbC4ALA+U2CpwRx2NcBZz3b2ngixvJrhluraU3A8w5dlj3KWIOevPWtyx8TPqz29rLaKsd1pJvWIY8EkDb+tZhutNtNB8JrcWMNut3IIkHnkG3VkZjtfOccAde9AHKaX4g1S9utWnuZ5pZrUadFbgSGMR+YRuOD1Jz3BzXpFtp11p3iDWdZmMb2ssEflQwwjzCUXLEkDJJOcCnyaH4dN7GWhtln3RkIJMbyo+Qlc/MQAMZ9K2i8U3mQiRSwGGVW5Gfp0oAp6Rq0GsWnnw/KRw8ZPzxn0YdVPsaqeI2mS3ifyZZbVNzTLDneSFO3AHP3sd6g1GSz8Iac11aWu97m6jSQs5LMzHGSTycVL4o1G3sbWyjuVzHdXccB/feWQGPJzkdOuKAMHwp8QbC98OJLqM8ouraFWu3MfAzjBwP8AeUfnXSR+IrOTVotOCzCaZpVQlRtPl7dx6/7QqifBXheK7lnGn28clxGInCttDrlcDH1UVJb+FYYvEg1qSVWmTzBGEiVOHIzuI+9jaMGgDT1lLuTSblbFI3vCn7kSAFQ3YnPpWHqmqalpVvaG5DNJcX8MCLFjJBHzfgTmtO68QW9lp97eXCMsdrN5JxzuJIUfqRWTqmsQXgg066sCb9rlVhXeVUOBu3K+MjA74oA1NR8TafpOp2Nhes8Ml6wSFmxtLnovXOfpxSWuuHWNLv59LtpWkgMsUfm4USSoSuByeMjrWTcx+Hdfu9D1S8tJZLrzylrlTlXUnJI/ugg8/Suh0uws9Lge0szhTK8rKX3EM7Fm/U0AZvhc+Iiko18RgpHEiFdvzOF/eNx2LdOn0rO8V6xLbeILHTPPeKKeyuJ18slWaRFBUZHbrWn4snjisrJGkukaW8iVPs8vlEnJOGbsuAc+vSrGp+H9P1qWC5n3iaJGSOWKQqQrDDDI6g0AU9AtLXWtE0nV7+2imvvJR/NK85HQ++KqTTz33j+GzsZboQWi+dfMJj5eSMKgHIznkjg4rYtNJtLDUElgu5USOBbdLXzf3agdDt/ve9GnaJZadrOqahBK7XF+6NMrPkKVGBgdqANG6/49Jv8Acb+VebfD8zp8MNDkUTfZY1naZoH2shDnDHkZUfNkfSvSbr/j0m/3G/lXl3gpIbj4U6Pby3V3bqIbqZ/s5A8yNHO5DnsQaAOps/iDotxqK6dFNLM4wGuNqrH1AzknueOK0LvX7afTtT+xykTW8cqq/HLopzj6Gua074d+HdTtYtTtnvIEu0SWNBIAUG4OAPxroYPCFlBd306z3BS7R18ksNsZf77L7n1NAC+GddXU/CdrqDNJO6WyNK4TG9tuTtJwD+HFTS+KtIt7Gxu7i4McN6ivCShPBKgZxnHLCsyfTbLwd4Nv4o7q8+xRQ7QqlS0Qxg7MjAz1+tTnwZYz6FZaZLcXDxWsQjRyQGIDq4zgY/gAoA0D4gsRrS6W/mLO7bI2KfK7BdxAPqBjOfUU3xHqT6bp8Qiby5rq4S2jfGdhbPOO/ANc2sYv/HFrqb25hsre4lihuEkyJpdpQhl6D7pweprsNQsLbVbZ7adc7WBVgPmjfHDKexGetAFSa4i8O2Mt3qN9cTxADLvECV/74UcfWmXvivRrG2gnuLoCKeBp42ClgyKMk8e1RjwwJLG4trvU727MxU75mB24GMAAYx9RVa78D2F3ZWlu1xcxtao8cUkRCsFbqOBigDRGq6XJq/8AZ0YWS8CK7qkeSin7pY9hxxUltqunXnm7HUCAvkyLtGFOGYZ6gHIz0qKbQIZ9YttReZ91uPljCqAxxjJOMn6ZxUWn+GbfTdRv7y3mkBvAQUKJiPknI4z1JPOaALWlXWn6hC01jCBESMSCPCv7g9xS3UrQ6zYRRhQswk3/ACjJwuRz9ai0LQLfQYrhIJJJGnlMrs+AMn0UYAH0FS30UUuo2JM0sc48zyyigj7vOc0AVr/VtDsL2O1u2gW5aSNEQx5bLnC449asQa9pdyjsl5GEXzCSx2jCMVc89gRyao6r4StdX1KzvZ7m4WS3ljlIQgCVkOV3cdMnoKz7jwtpeh29xqsss0sNrbXRaGUBkKysZHyO/THXpQBu6RfafdCeOwh8oQsFdfK2ckAjHqMEHNUr4/b/ABG1hFJBFNFZlzI0IeTDkgYJ6LxyO9UvBOkXFmdS1O4DJ/aMiSRRGQvtjVQq8npkdu1dJJYxvdNcqWjmaIxF14OO35dqAKtslnYJHYyi386f/WGOIIsjY7j1PpUNlL4fvYV+xrZSRW+8rtQYj5IfHHHOQall0cy3NrM13K4gYOFkw2WAxnPaqeleFYNMtDb/AGh5EMc0ZyACRI+8/l0oAspNoj6cbxYoPsqx+Ru8nAMZx8oGOVPHA4NQx33hq0sLN4WsVtVlK2whQFVkwchQo4bGffrU66FCmjDTBI/kJEkca9AoT7vTn0z9KhXw6gTSwkiQfYrhp2WCMIspZWBBH/As/UUAXp9M0zU7SOO5sLa4tx8yJNCCAfXBHBqaGws4LhriG1hjmZQjSLGAxUdAT6CqH2PVm8VfbDeqmlJbeWtqo5eQnJY+mBwK2KACuG+LsqxfDbUmJXO6LAbufMXiurtNVtL2/vLOBy01myrMNuACwyBnvxXI/GGUJ8NNSBVm3vEo2jOP3i8n2oA2da0jU9XsoF07U0sXEWA5iLFSR94YYc49c1oaFp9xpekxWlzci5lTOZQGG7nvkk5/Gr1t/wAekP8AuD+VS0Ac34l8E6P4suLOXVInc2r712tjPsfat+CCK2t44IUCRRqFRR2A7VLRQAUUUUAFFFFABRRRQByvh7/kdfFf+/bf+izXVVyHheYXHjLxc6A7UuII89iwj5/mK6+gAqvb2VtarIIIUQSOZHwPvMepqxRQBWSwtI7uW6S3jE8yBJHC8so6A/mazz4V0EsWOk2mWk80nyx9/nn68mtmigDNXQdJW6muf7PtzPM++SRowSzYAzk/QVXuvCeg3tgljc6VbSWqSmZYivyq5OSw9DW1RQBz9h4I8NaZfJe2Wj20FyjbhIgIOfWugoooAK4XVvhwuqeMoPFH9t3dvf267IvKjXAXng+vUiu6ooA4zQfhzYaP4nuPEdxe3WoarMCDPcEfKD2AHA6Vm6l8JrTUvGq+KW1i8iv0kWRRGihRt6Cuw8R3F/aeH7650sK15DE0kaMu4MQM4xXIWXjHVtV1LwxaWLQSfb7Q3F8wj5hA4z1454xQBpWPgP7J4xn8SvruozXMoK+SWAjA9No7D0qzoPgyPQfEGq6tFqE0ranIJLiJ4125AIGD1HWsA+OdTGg69qTm2j/su/FrynDICAWPp1/SrUfjyd7W2SOKOWa+1M2VlPgiKVAATJx2+9+IoAv+HPh/YeGfEmraxY3Mw/tMkyQEDahyTlT17mo9E8AtoVpq1tb6/qLx6juP70hjCzdWX3rN1TxtqGnaXLcRXum3sq6qlltgBIjR2Cjd6MOcis7xF8WZ9B1vXrCW2gVNOhja3dycXEhwSpPY4OfwoA6nwt8PNG8LaJdaZEr3aXmftMlxgmXPXNUrP4brpOnXOmaNr2oWOnTlibdQrhC3XaTyKu6T4tl1DxXHoxgjMbabHe+erckt2x6VHpvjc6h42utFNjJFZICkN44KiWZfvIM9cA9qALvhLwTo/gvTpLTSYmUyndLM53O59z/Sq/hDwJZeEH1RoLmW6Ooy+bKJlGAeeAB25rqnLKjFV3EAkD1rh08aapJ4Vu9ZOn20UljDO15aSSMJI5EJ2r06EDOaAHeFPhvZeEvFWrazaXLsl/8AdgKgCPnJ5+pplz8NLWLxHea5ouo3OlXV5E6TiAAqzN/EAehrRv8AxZLafDdvFKWqtKLNbnyGJAyccZ696xr74ktY+M9A0SS1hWHUrZJpJmcjyyw4A9aAKEHwbXTZo73R/EeoWOpFCLm5Qgm4YnJLfj2rR8e/DebxzFpcU2q+Stjzv8rLSMcZJ7DpVG2+KV5ea34osbbSkuI9HjLxNE5JlAYAnHoMnp6V23h/Ur3VbeW6uBZtauQbWS2kLb0I6tnofagDnvG3gGfxjDpMTagluNPkEoxHnewx+nAqfxt4MvPGnhmLRpr+K3QMrySLGSSy5xj25q1qnimaHxDNo+n20c0traG7unkfaEXnaB6k4P6Vzeq/FNobrS/sNvbtbajp8l5G87MCGXPyHA74oAkk+HWtjwnYeHbPxGLG2tMfvLeHa8hByMnNL40+GN14xh0qKfWdn9nKNsjR7nkbAyW/Ku18P6t/bmgWOpmB4DcxCQxOMFSe1clqXj2/0/Wtet/sVvJbaQsUr4kIkkR+uB0yKAE1z4by+LdQsJfEWrNNZ2W0pZwRhUdh1LZ9elXfGHw40vxXYWEKyPYT6dj7JNABmMAcDHpwPyqbxb43tvDFlpV0yb472ZA+4H93CRlnP0BFQeNfGs/htdCexgt7mLVLpbcPI5AUNjDcdRzQBX17wNq/inw3Foesa3G9uJFeSWODbI4XoPQfWpvEHw/Gp+A4fCVhdi2sokVA8il2+U5FZ958Rr9fB1prlpp0PmtfiymhmdlAJbaGUgcjvWz4q8Tapomo6BZ2VpazNqlx9nZpZGUI2M5GByKAMdvAXiGPwfp/h6y8RpZxWeMyQQlWkwc4J7DNatz4Y8QDxcut2XiNhB5SxNYzR7oyAOTx3zzmpNV8Zf2Z440rQGijaG7jYyz7jmJ/4Vx7+9U73xxc6d8T7Lwtc29qLS8iMkdwJDvBwcKRjGSRQBD4f+G39meL73xTqeo/2lqk2fKLxhViz6fhx9KyNA+Guu6L8SbvxU9/p8qXcjmWLy2yFY5O09jUsPxWubuTxO9vpcRt9BJ8xjLzKN5GV/BamPxH1W30bVdVuNKtJbWwijlJtrnccvj5CD0YZGaALF58OJrXxyfF2g3scF6/yyW8y/unUjB6c5pPDXwqsdJ1DUNW1K6e+1LUUkSckYRQ5OQo69OOabovxUh8Qa9Fpem6eZnksjdZ8wAhgOUI9c8Va8MePNT8RavJZ/2CYY7aYwXjCdWaBsZBI7g0AYlv8LdX0fQtX8OaLq0MWkajIG3zKxmiU4DqMccjiu88KeGbPwl4ft9IsiXjhzmRgAzknqcd626KACiiigAooooAKKKy9Y1lNGSOe5j22e4LJcFhhCeAMdTzQBqUVjQa6bqNzDZu8gQSRxrIpMik4z14/Gq7eLLWO0a5mgeKOEMbrewBgAOMkd/woA6Giue03xbaanfW8EcMqxXRlFtMxGJTGcNgdR36+lXtZ1iLRrRJXieaWWQRQwx43SuQSFGeOgP5UAadFcvd+ONOsv7JSaKX7RqMoiWEYLRHnO72BBFV9R8fW2lTywXel3ySkgWyFRm4ycZXnjn1xQB2FFcrc+MZLO3jlutDvYjgvMpZMwxggb256c11CsHRWU5BGRQA6iiigAqvetItjO0Sq0gjO0McAnFWKjmiSeF4pBlHBVh6g0AcH4TONXhtzGymJfM3OyMwZl+dfUDIU8fyq9qUHhS11SfUrm+aG7ttxkMc7Ax7sEjA6ZwOK2bXw1YWt7Dd/vZZoc+U0jA7Mrt7AduOa0TY2jNIWtYSZDlyYx8319aAJY2DRqynIIBB9qfSAADA6UtAHEap4TSbxFd3w1dLa4uoHVUI5CnaCefTGPxqnoWgTxeO3u4ZSLe0e486AuGCPLtI2nryBkg9M11mpeHdP1a8W6u1dpFj8oYfA2lgSPxIGay9L066t/EviC4a7nAlZXhTgrgoBnGOcFSBzQBq69oq63bWsLS+WILuK56Z3bDnH41l+IPC66r4T/sV78QEyq6zN6q27H6ViW+va0+jBLeaVpjqUMKyyxEuYWxuYrxjB3D2xXW3egx6hbWsN5cSzC3JYM3BZsEbjj0BNAEEWi7tZj1aC7SQNAkMikBlwpzlfQ5pln4dls9Ymuftha2eWSYIR825xgjP90YyKsaU+kaTOnhuwOyS3hEghAJ2qT1J+tad3n7HPtQu3lthR3OOlAHLeEdNs9L0jU9I06+iuZBcTOC64IL84b1AJ6jtVHWtGeLwHY6Xq+pW0NzGjQpPhipfy3Ckd8gc/hVLw9fRQahYahMGit7DRXjvMAnyJN6HY3+0AD+Vdh4h+x/YIby6vfskcD+YsxUEAlSOc/WgDj18EXs1xoOo2t5FeRwWkEMomd1RghzuUdeevPpXVmwurvV9Y82ztoLae2EEdyvMshIOc/7IzxXKP4w1SFrfJaSPyDI/lx8kqqHH4lzn6VoW/iDWX8X6baXStBDdSTDyfLypjVAUYN6nuKALuieGb2xdHuZov3GnfYIlQn5hkfM3vwPzpY/Cs40Tw3bTyxyXGkypI+RkSYUqRz7Nn8K0PFup3Wk6H9qs8ed58ScrnhnAPH0NZba4b3wZb398627G7WJzkjcFn2E+2QuaAJ9I8OXFn4417WblYWgvBCLY9WTauGHtyBUWlaBq9v41utVupYVsjEYo4o2Pz5Od2Ogqe08Q3M/jG/0uZVhgh8tLbIz9oym9mH06elY/hPxpqmu69cafd2Rtx5Ukoyv+q2uVUe+cbufWgDd8Xafd654fWPSvJlnS4jmQO+Fba2SM1U1LS9Y8QaXaNf2VpBe2l/FcJGsm9WVWBPPYkZpLK6uLP4c3F0ZVlligldf3ZXGCeCBzVSDxVdjQPD7xIizXlo08rMpKqEQkj6k8UAbV/Z6q/ieyntEhFiFAuWkfJwDkBV7H3rfJAGT0rAl1e7/tq1tY0RY3ijkZWH3txIOD/s4zS2OotqGtazYvqFjNBAFQQwE+bDkHO/69qAMq40271vSNcsB5CPLdCWHZKGyAytg+nTFQnwnqC6r/AG2rF7n7V9oFpJLlVGzZtDdh3qU38+nJLBp81teSxQx7JBHyqmTaQ2OvGTWZceO9SXR7C7jEIa5vLiHiMncqZ2gD1NAHaaNppsdOtkuNklzGrAuB03MSQD+P6VleHNKv7DXdVmliMdlK5aMyyCSR3JyTnsmMYWoB4m1aXWba0i07K+VbvOuDlTJ97JPA288d6m0XW9U1LRtT1J0hZoJbiGC3QcsY2IBJPc46UAT+M9Ln1XSIBbxLM1tdR3LQs23zFQ8rnt1rQ0KK5i00C5jERZ2dIc58pCcqufYcVhQeIP7T8C6rfZlnlihlSSIQ7HRgvK47kZ6ir2ta4+i+H7G9jRSJJoImEnGA5AP40AchqXhvxQNQ128sIYxLJdCWyk8z5iMjOfTvWxYi+i8e28AHnQvFJPcynO6NyAAp7bcnimal8Qm006qXskdbG4MPyvywyACfzrpbDWILrUZbZ42gnI3Rq4GZEAHzAjqOaANG6/49Jv8Acb+VeYeAbCTUfhrpcUQVybC9jK7sHLvhfzINen3X/HpN/uN/KvEPhnLf79PGnndjSxHMu4jYGuJcMAByQcfgTQB3+kaNqFr/AGOszTbIIIlJhbhCq4ZSe4J5oex8Rtr+ossYispbaZU2SZ3yEfIxJ7/ypmleI4tDh0nSrnzrh7h/JEmMtuJb5mPQDit211m5k1f+zZrYLMGd2252iIfdbPQkntQBiXvheWX4ay6W4Rb+e1QTyTS8GQAZJY11thHDFp8KW4AiCfKFbIH41Q16NZzY28w3W0twBMp6EAEgH2ziq+sa7aeG4YCkIaCRskR9MFlXC9s5cH6A0AYOlaDqzRaZYz2xgjstUnvZJS+Q6lpCoHrnePyrYWxvJbfX7ZkurdLiQtBJGRuwQAdv4g/nVDTfH8V9rlzZPGiwx3ItonUkmRmZwPpjy2zWp4b8RS6y8kM8KLKsSzb4iSmGJwuT/EMc0Ac/DpXiK50RIoo7e3SO8DFY5CTPABg7/wDaJ7CtXV7PVpdIs/scMrzxR9JJMfN2yOn41maHqE2m/DC/vojmSBrh1y2OjnvWwfEsywaJbQ2+691C3EwWZwAAFBYE+vPFADpLK/bxPBdqsssTKm5Zj8kIAOSmP4jnnPpVeBbvQp9T1m/ledFjP7m2TdvO9iOP72CBWnc6zLba/DZSwqltKAqOSSzufQDoB3J9awPDN7qFnN4uuLlYmtLe/mkjAZi5IUHGDwB/9egDr9Nu5L7ToLqW2e2eVAxhkOWTPY1HqGnW19PbPcgFYWJALEckfrVbw5qtxq+nGe4gSORXKbom3Rv7qTzj61U8U6ff37WIsEt5GRn3rcOyrgrjI29x1GaAMSS08XQ+Jbu4XNxYpIzW6SOMDJQDA7YXfWdaR+JNd8O6xI0vm2zQX9ssRO6Sd/McJj0AAxj3rr7bVLs60uj20KTRWcUf2u5kkwRkHAA6knGfSs7TfGcEwv2SwdbW189yYVyUEZwd47MxDEY6gUANjhvLXQZ1kE1m1nJFJbc48wiNcrx1yxYYqzcy6zbWlhOYJ7u8kXEtqh/dAswJJY8jaOlVbzxdc2ulpc3Wlxyy/borcRI2cb0DBuehGatXfjOCHQ9P1eKAm1ugrkyHG1SQMfXJFAEZHiCLxVfGR2/sySINbhFLbSF5HoOai0m58QLPYLJFM8DTSm5MnJCiIFOewLVoW/iqOfxHdaV5BQW7xoZCfvF13DirOla7/a1pPeQW58hS4iyfmfYSpyO3IoAoHxNc2EElzqVlcYdo0ggihJcsTgj36jn0BrqAcgHFY1hrialdoI4AbUW4la4LDCSE/c+uM1tUAcd4ru9Wtdb006Z57FiC6gEx7Q3z598HvWRpmpeLE1mS3xcTQXL3jRmeMbYiv+rAbrz716RRQBwfw6W+Nzrs97FMkks8RZpgQWkCYfGe2elM+MKs/gN4sZjkuoFk28ttLjO0dzXf15z8aZ3g8DRyICSL6A7QcE4bOM9qAPQoQFgjAzgKAM9elSVHCd0EZIxlQf0qSgAooooAKKKKACiiigAooooArWtjbWclw9vEEa4k82Uj+JsAZ/ICrNeaeK/Hmr+DrDU7y5js71Y5gIEiJGxWOAGPcjr+NPsfG/jPUbO2uofBUscMygh5LhccjrjrjOO3Q0AekUV43Z/Gm7u9c0/Sn0dILiS5aG4UyZZNueNvY8H1ovfjZMumQ3dtpsYeW+ezWJnYkbehJ2jr6DNAHslFeHp+0Cketiyu9JWCILiRmkO5JATlTx+FQp8f757y+tk8NebJDEzKIp923aCSWwOR06dOaAPdqK+ex8fNaubi1az0+xkEpAe0BYSKeeNx47Zzjiugtvi5qOtq1ta2ltYXn2GaYrJOG2umMZGO4BwKAPZKK8FX4/3Rt4h/Z9p9pmZUWPzGJXIHzNwBjPvxUS/G3xGPGcelrplrd7pTEtvbycOTwuHI/GgD3+ivH9f+JPjHRdQutOm0PToZ4LQXZladjGE3hSenPXGKLLx58Q74+RZ+G7G7k+zx3O5J9p2SglDzgcYwfpQB7BXNeHvB9n4d1fV9Qt33PqM3mAEY8od1HPTPNcRbfEXxl/YlzrT+HbOXT7JgtwEuMykAfOVwMHBrOX4za0bO7LeHSrJhlm+0IVUSH92Mdz+NAHaJ8OIxp2q2DavctBqN4LuXMa5Bzkr9Dx+VWV8DRraPB9uYeRcG401hEP8AQmx0UZ+Ycng+tcVrvxM8a6JpaPqPhiO1a7QC2njmD7WPZweMkVX0r4reONaeOLT/AAtazvK7mPFwBlU27wcnr8w59+lAHXv8NVfRP7PbVpNz6mdSmm8kbpJN25eM4GOlVdY+Ettrz62+o6pLIdSaORNkQXyXQYB688cVztz8TvGnh1YNP1zwuzX97K0dq6XCZJJG0YUEcZ7+1Zlz41+KNv4hXQGt4F1K5w8IIQxrGRnJOOcdzQB6VY+BH07Xl1K21V1RdMXTxGYgWGBw+7PXPOMVVvPh/f3uh6PYya8Bc6bd/aVu1tsO/sfm4PJye9cTf/Ffxhb609g+iRwSacga8VpRtkUjG7JGcE9MVPpPxL8c6uY7LTvDQuL1LXz5TJcINwYkK2MDAB7deKAPaSrGIqHw+3G7Hf1riJfAmpXumalBqOv+fd3lubf7QlqIxtPUuoPzkDgHjFcRofxG+IepajqtrFoK3E1j5ayRsFURuD865yMlucdce9Ul+NviW/vYJ7TQY47QXItWiMoy0pU4ViR8vPP4UAd+fAOsTeErvw9c+JBJay2yW0IW0AESr1P3iSTgd6q6v8LJNZuRJc60Nv8AZy2OFt8H5ejA7uOe1YGl/EzxtdaV/aE3hnMMZVmYNtEwJwFj4PoSSc1oQ/EPxzNrf2VfBcbI6ZjiF2u4HGclumMe1AGtpPw5vdDu7i507W44ZZLGOyjb7LnYFOdxy3zEnP510HhXw1J4dGotLe/aJL65M7BI/LRDgDCrk4zjJ5rhrn4p+I49ZudBXwjNNqVtteY2c4lCISOxXk44pl38ZNV0e4i/tvwbdafazOVjnnl2juefl64x+tAHZaz4OmvdebWNN1M2NxPB9mu1aISLNH2HUbSMnkVh6t8JrLULnS/s935FrptqbeGJoyzZJyH3ZHIPNcpc/tAI1jZzw2MMc0lwC0Hn7iYeQQW2/K24A9OmKh1P9oG5luoW0XRo/sikiZ7qQDce4Ug9sg0Ae06NZ3en6Rb2t9e/bbiJdrXHl7N/vgVgW/gaBfG1/wCIrqSO4+0hNkLRkeWU6EHOD+IrnfCfxYm8QPayXGmRW9iWaC4uvPBAmAyqqOpBFWL/AOIzWGt7Zop1sra3mmlbydqylOcDdzkA9qANvUvBf9s+JZdR1O5iu7JrYwRWUkRxHnqQwYZyeoIrG1P4XSa14e0TRtS1kzQaZceZuEO0yJ2ThuMDjNYehfHWPXr5bSDQZkkl3BC0o2ghWON2Mfwj06+1aWu/Fl9E0Bp7qytbfVhGkosjc+YfLYjDAqMHjJ4PFAG1eeBb3UPDNnotzrW9LW9S4WX7ONxRDlU69umatal4U1HVtX0u+utVhK6bem5hjS2x8uMbSd361gt8UZJdBudSitLSJWIWzE1wczNtDYxt64OMetZun/F3XNStrq8tPCMs9naSKLh45ctGu3JBXGdw9B0oA6C8+G0V/FrD3F9vvb66FxDdGM7oMYwAA2DjHBqPxN8Ml8Savc38upGN5bWOGN1Qh4ZEORIpBGep4rm5/jbqdnA0114OukR4/PhcTDb5RIAYnHqa2f8AhZuuBo0/4QfVP3zIsUjEKCzHoc+3v+VAFxfhfawWviCC1vPKTV7OK2x5efLKLjd15J60X3gC6l8NapollcWNvBe20a7hEQ3nqRudj3BwK5I/G7XbTVr20vvB0qCCRYgiyEOruT5YbIxzjtVub4veJX026mt/A12stqcSs77kUj7wOACO3rQBs+G/hg3h7x4viOO5g2PaeVNCikZlIALDPY4ra8I+Ernw3rfiC9lnhlj1S5E67M7kwMYORjvXG6f8aL65he9k8L3jWeVgXyyOZ+6j2xT7n4qeLlglubfwDeG0Cb0lkfAx1ycDpigD16ivDoPjprV7oU1/Z+D5ZBaEi6lEhMcf6ZFSw/GvXxo/9sXPg6ZdNcpsukYlAN2GJOPy96APbKK8qg+LuoTSoP8AhD9RVJLczx4IYyADqPQc9ar6v8a7nRo4pL/wjqFlDOP3c1wRgn6Dr+dAHrtFeWXvxhltbDTbgeFdRdr9sRKQVyMDBBIwck8VWl+NwtIlW88L6qkxma3JWMbfNHIUAnJOCOKAPXK5TWYtUv8AWfs0mlSz6YoHlsJI9hk6h2BO75T29q5tvjAyLOz+EdZjSBgjvKqoA3dck9cdB3rbj+JOlfZIry4gube1lKKskqbQGYdDnGMHjPSgCvZaLqOirqk+labcJcTqoZpJ1dppM8uNzYUAdsj6VBrHh7V7zTL60tbJguoWiwgSyLuifOWaQ5Oc+2elJZfGPwxdR3ssk8sCWwOQ8Z5IOMbhkcnpzRpfxm8K6rYzXMb3SNAm+SIxZYDGT069KAJdB8NapA2k21zHLajTxdbriN0O7zHJXb1PQ9wKt6p4Wv0u7TUE1O9vxb3aXLwTFThVRwdgAHJ3Diq2ofFbRbK409Ut7yWG6k2STeUVEHIGWz7sOnrTF+LWhtZXN0YblI44nki3qB5oXcPwyUIoAhufDGoSaZaTosv2mbVo7lhgFoItzHBz04IBFW7rRn1LxtNdy6NJJZi3CXDzuQHYHK+Vz29sVe0bx/pWseH7XVkSdUmVS6rGWEZJxgt04NU9T+K/hfTLu7spLtjd27Kpj243sx4ANAFbVNP1S40fUY4racG8ge3tE2sXjBYY3n+HoeprvoUMcEaHqqgH8BXAXXxh8N27y24kc3qZCxOCis2M4DEfhkA81gan8fNO07U7iyGltM8RHzJNw3y5IHy9QeMUAexUV4wv7QulyX32WHRbqZmbbGUf7/HGBjOSeKmPx7sYwiz6FeRTFwrwsTuRe7fdxgUAew0V5Knx+8ONaTS/YNQMkZwIljyW59enTnmrKfHTw3JEJha6h5JQYfyTgvnlAemQOaAPUaK8p1L48+GbO2le3hurmZCoWIJtyT6noMCoLz496PFfW1ta6fNc+dMEYgspRDj5sbcnvwPSgD12ivLZfjn4djhDpDPLKZCnkqjB9oz83IA7dM1UPx50qO+tLaWwZVlTzJZRKdsY9BlQWb2/WgDp49dvF+JOpWcvmSWNtaQ7I4yoCM5OWYE5PTsK1E8X2A2tcI8EbGQLI5XBKgt0Bzyg3dOlcHqHxB8B3OrteB5Ptklury7GZGkCjcqNxyQe1ReHvFPhzW4La5is7q0kMj7HmlMgtpRA4JZTxjYOPX04oA9P0bXLbW453t0lTyXCMJBjOVDAj2wwpmuTarGlsulxqzlyZWZcgKFPHXqTj9a858D+N/CGh6fqcsurJGtxe7tzQsiuSiglV5OMg59Oe1dXH8TvDE086xajE8MG3zJt4CgEkZ+nFAFmz1PUoNY0ix1G1P2q4tme5lgjzGGHQFutaS+IrD+1ZtNd3juYkMm11xvUdSvqK5DU/iR4Zs9a0r7fdIlwzOu6CfesYI4LADkGmv4x8EweJbw3FzEkr25cXO8kShvlKjjO7g8UAdPc6pLqHhq/udAtWkufKJgE0BRZWIyOGxkc1f057m8tpTqFuqDzMJGy9gB2+ua5TS/iP4OsNNjtRqKwQWqLGgdi5/iAGeTnC9/WsPUPi14b1HxBY2cN/eRxwXMZLQEKsxZTjcc/dBOGGOtAHqohjByI0B/3RXn1tqBk8QRanIZDPJqz6bHGMGNEXqwBGQx9QauWPxV8OajctBazGRlhaUkMuOM/Lyc7jg4Fc3c+LPDGnwrqEjajEPt0lx9jRkwH/ilJ9BnOM/hQB6R4h1OHSNFnu5tvygKm4ZG8nC59OSOa5bwt4rtpPDelwa7cR3OqXBm2osQPmlJCp2gDr0/DmsZvjB4Yt9EEc32m9VXaMi4KeYw5IYg44I6celcpL4y8B6cvh3Vkg1QvZyXD2+FRc7ySwIz0y2AfagD2K48V6Hb6tZ2TTBrm5cRRMkZYBiu4KWHTjmtmVoLSKa6kCRqil5JMY4AySa8ZHiLwfq+t6Bc2+txWTWV2AYCpLTFU2qXx8pPo3pgV0mr/ABT8Eahp91pc2stB9pt2Uui5KhsgjIyAfY0AdlHrWnXGi3GoW0sX2WNWZmcFVxjOTx0/CnWmpabcWlixltT9qiLwqn3WXGSVyOmK4LTte8Hy+D9ZtrXWJZrPySk84hxtULtyM4z9OtJHq3hSz0zwrbp4kNtdpDts7h1UsYyMHco4XcOATzQB6U8lp5yB2h8xcbd2Mjd0x9cVx/gt4m8XeMFRIA6XqKTHGQ2NgPzMepyT3qhqHjnwXJ4kt5T4liAiKLLEoysjAsUJbttOSceopbDxZ4K0TxBqF5DrcQGqETTKXG1WUY35JzhhgAD0oA7P+0NNs7e6vJZLe3hhkMcsmNoBzj5jj1qnJeeHb0abfmeBgszfZHVsDfjDcD265ri7jXvCcnh7VBqHjSC5tLy4WXKxrujIYNtAUZPQVm6hqPgSXw1aQjxQ0CLctcwT+QxzvOCu3HI7UAexKY5UWVdrKwDKw5BHY5qjb6hpZt7kwSwCKEsZtoAAwTuJHfnPP1rIh8a+F7GXT9J/tq1eeVUhiWPoTt4zjhcjsayrFNCtfH17D/bpnvZ7Z2ksyu5REWHG7pwc8Z70Adjb3VjczXFlC0TvDjzolHA3DIz9RVbVbzR0mt9P1IQu8vzxRSR7x8v8WMcY9ayPBX/CO6foxj0rU4rhHkeR3eT587jkEE5AHTHtWNq+r6BrPjTSQuv2Bt2tpIpI1uAHcsQVA46ceooA65xoSXxs2itGubg+YyeWGLE9C3H5ZpbO70SXWLmCya2e/jH78wqCy+zEdD7GuX1O78MQfEHTojqNrHqW1VaCQO24L9zBBCqR7g102m21joouy17ETcTtMWcqpGf4ffGKANO6/wCPSb/cb+VcB8JBp0XgHTLtmgW68t4ncsA20SOQp/MmusPibQyiZ1G3IlQso3DkYY/+yt+RrHtdO8AsY7e3s9HIlRplHlphlBwTk+5x+NAG22l6LJOly0FsZIgUV8/d5zjr681NBaWVrfT3Yl3XM4AZ3fJ2joB6CsC1PgO7nktrf+x3lWQq0YCA7x1Huam8nwY9vJcNFpnlooLsVUbQemfSgDpJBDcRGOTY8bjBB5BFUP7I0eC0tYDbQLBaPvgVjxG3qM/WqFlpvhS6ihktIbCRGT93tIOV69PwqncaZ4I1OwlvZIrGW0tSWlkVsKm0/wAWD2x3oA2k0LRo7j7QljbrKZBLuAwd43YP1+ZvzNWrK1tdPtI7a32rGgwORk/WsKLwz4S1KIXUNtbSxXCgq8cxwwPORg/yqO18H+Er62/0WzjliilZdyzOcODggnPYjpQBtPpGlSaXLpr20Jspc74f4WycmlbS9MeC2ga3hMVttMKn+Db0xXNWnhfwNqlzcRWkMM8sB/fLHcyfIT6/NxV0fD3wswBGm5B6EXEn/wAVQBuXFhYXV5BdzRRvcQZ8qQtyueuPyp629qs00qqgeYASEH7wHr+dYP8Awrzwv/0DT/3/AJP/AIqj/hXnhf8A6Bp/7/yf/FUAbdjY2OmxPFaIsSO5dhvJyx6nk1YYQvIkjFS6Z2nPTPWuc/4V54X/AOgaf+/8n/xVH/CvPC//AEDD/wB/5P8A4qgDeit7SG5muYkjWafb5rg8vt6Z+mTVZNJsYby7u4CYri7QLK6vkcdCAeB+VZX/AArzwv8A9Aw/9/5P/iqP+FeeF/8AoGH/AL/yf/FUAT23hqy+zul/ObySS6F2zthf3gXaMAdgBU8nhzRZNNtNPe1ja1tCDChbO3HTnvWe/wAP/CsaM7aaQqgk/v5On/fVCfD/AMKyIHXTSVIyP38n/wAVQBoR+HNHj1V9TSEC7eQSNJ5h+ZgMAkZx0qxa6TYWNzcXNqoiknBDYb5R64XoOeeKxj8OPC5Rl/s9/mOc/aZMj6fNUM3w88LRwiGSG4RZCVH+mSjqc4+97UAah8MaO+jz6ZLGXt7iXzpv3pDPJkHdkHI5A4HHFbQZFUAMMdBzXGS/CrwtKrDyLxcsGyl7KCOMY+90qP8A4Vb4ZliFt5upNHExPl/2jKQhPPTdxQB3OR6ilrj0+HujQoNl9q6onzDGpzYGB1+96VIngbS5UDx6nrLKRkEapMQf/HqAOsyPWuC+LVs914TtlWLzVXUbZnXOBt8wDn86vzeBdJRVM2pawq7hgvqkwGc8fxdaJvh1otzsW6uNUuY0dZBHPfyupKnIyC2DzQB1iDCKOnAp1IAAMDoKWgAooooAKKKKACiiigAooooA8K+L+nNpejatKz+Z9ouYbjGTwCwGP/Ha9f0rVItQ0XTr+3khW1niUks3QkDAB6ZzxXnXxM160tNN1Ca4vrR2hlWHy403ODwyqQehB5z6GvOPBvj69u4f7Im1u3srQNJOqXSfKrb1ZFRu5yTweKAMnxvpEkvxG1u5j1CAoga6WYSZLjIH8PRvmzj2rFVbi90mU2N3u07TAt3L5rYPnHj5Qc5ye1a0l/bXYm8Q2KxRz6OER4ZiMXBfcGIA9Dk1y15qML6NbpbuY7mXct2qZAYBsrkdDQBf07VrS1tNVutSsIr25vv3Xkum3yifmEinscgce9VNLuNRXWoTbaeZXtgztbIh5TliG7kY9e1ZskoaB96+azEbZiSCMAcY/SrVpqzaUYLvTJ54b8pJHO5OQVYY4/AnNAEyWE4026vkDRyEq8cbQne8Z3BnVugUHg/UVp2UGp/YL6706+luJ3RLZ41j3t5RUEnPOAOlYA1i9zAPtEpWKMRbS5IKZzt+nTio7fUruzu2ubSd7dySf3bY69qAO78PaJa2k82j+Ib2yt/tsa+XOMOQh5BD54B6U/QrQf8ACbeGdVi4SS9FuCJ9+TGcbgOoB4Ncw2vtLI+8Kf3it9qSPDAem3piug+H82mXPxK0SCNPLt0uxKspOCTtHBzwBkGgDuLCa91nX9Yk1zzrzRLjSgAVl+dl81V+91Hzhq3ojoc+pefL9vgs49HtmtkhlZWO2GRihYY3EIR+NdTq1kU1e+ayu9HtoJtPaKFZGwwcn7x7bOc/U0/StLv9P0k20EukXSQ28EcZlB+WUIEcsfQr0oA8wt/7T/4RS3m8H2qiSex2vFLLukZWZ95IPBySOfWtPxr4e1HQPAWlNauscdxJbjU0nYFywwF2k/yFdpa6RN/wiK2yXOlC/jjaAXERKgoDlVB6/XFQapYXmo2trYXOo6JczQzQTwRzSH5yg+YMM889KAPLPFF9d3v9q/absz+XrtuqDJxGoRsLjtVprq9h8EfaIX8jZMVVoyNwHnQA8jpmvXfFHh9NV0Uw2C6TBPO6TXM79Mr3GPyye1ZfinR7i/t7PTLKTQdPEt0s0iOcmbDK/A9yuT9KAPMfENxDN8YNCeK+mnlM5aSNjlY/mbaVPuuK0tBvtUbULi5vj5+hw2Ey21xgO3ltKFbcTz1z1q5rXgy2T4oQ68df0awt7a5jAti5yMDOD2yc5/GuruLKSPxBGul6joMQaBkmsHY7JgfuqB6Y5OO+aAOC8bKhi1GT5mhOgwDcp5I38c/StHwTpEOu6hPaSXtzZRf2JaSedA+11CyE4z+HNdhcaYw8QeaJfD/myaeLU2EjnaW3Z6ZyV9KIdFNhqmv3JvtGs1m0/wCzxwI/ETcfMwJ4Ge1AHB+ItdisV1ttHuH8251+1QSyEFSyrnOeoHA/Wm+GbOY6l4rsrKyEsg1QXNtv5O6ORclT0Pys1dP4H8KXGhabdQXOo6FrMlxeRzyPNJuCYXqP9rGSKuafo97Za812NV0KCG5vGn8qKXBCHyw2056/Jj0+Y0Ac94dupR8JJoJIpGaK/C8FgWLOQAG6Y6cCti+tXj8a2zQCUXjwlWVc9ohjFQ6b4aa10rxJYWOt6Z5D38d7aM9zv8pVIOH54GRXYWkRk8U2moPfadJuBD7JASSY8ZT8f0oA5Xwpqlq3x08SmSQRPcWqJEjnDMQRkD8s1Z/aAeFfh0EkK+a93GIgRyTyTj8M1x+uX9r4N+KGrazFcWpCRxyQxu24SB8qcN2Ibk+2aqeO/Gmm32p+G49Q1JbyOCBpLuG1XMIZ0O0gnq3P4UAea3Pg+e3NrCbuJb6dctayjy2jPzEgkn0XOe+RUemeHNZm0q61CCBGtw/2UqxBZ5GI+VV65969U061sde0bR5PEl/p5guLmMwSxDFwCQSEZv7oJxz6V2eheEvDseu3l4ms2c8V0d0qpKAyTbsqU/u/KRmgDzLwl4C18mbw3qc02lwaiiyoGhBYyKexzwB39e1b/hTw7daN4/fTtY36naxW0sInW2ykhKnKgtnLdsGvaLEabq2nRRWt+blrSUKJ9wLh1PetHy7aCeL96qEkqsZIAZjznHrQB84yaJrt/wCNNG8O22mw282nGW7SOT5IngZ9yBto4OPlP1FbV14I1KHWG1XRtNS5XWdOe0e2kn3G1kYgMx3fwL0GK9lmtdLvddeXfEbyOBrWTDgMEfkgY5B+UH6Vkw6RocXlwWesKJbe2lt4AZwWQSMAe+ScrQB87a9b6vZ2lxZWEl/G1isBu7IxEiJkX/Whv4QWziuh8Eao2meC5NRWK6vNRu3mfy4ySZGBwSfwPNep3fw90qFNXkXWbmNNUVLecGcDAXOEBPY5Ax7Vm+AtC09PBEMttaBLqykmTe067VbkFvTB96AOQ8Qw2h8OGWW9dNXj0KBZbERjasZlBBz2PTiuj12Er40t7mLxL5nkaTcSixkkyY2C9VA6dc/8ApmoeHNR1bV3upE0/dcWKQCMXqHKxurcDuAAfzrV1SxN54xt7p9F0Vo3tmtlH25VllEmN+B3+UsB9aAOU8FrfeLtU1zU7m3MU1sLOaESDIuGijfb1/vDB/Gl0fVZpPDmkTuq2c9/rkq3EYJBfDBSD68etdzBo2rDVLiaDTLaKzUQfY/JulyHjBX58cH5Ttx6Cs7RfC+NPt7fUdKt55LK8luo5o74YSRzliRjsCOKAPNZIWtlsLSxhinhXXrhRExzuAJxiugi1fUYPhvrsceoXKLbXUsUOJiCiCEsFBPbPaun0PwwkM6XD6JbXX2e9kntpI79SsbN1z7+1ZN54L1+Twprtm62EL3l9JKri6UIm5doUn6HpQBx3g6/1DS/AUV9YRJc3Ms10XtJELG6yI1JAHUqGY/TNNh1G/0/wzPp7tKHtdEhmNs2dmWnR149cOc/Wus8H+FNY8NeHIYpbOO91KGaV7Zre9TEKOoDHHckDj8K6HR/DE8eivPqejJPrgsTG1x9oUxSFX3ov4HH/fOKAPObdLyHRtalRJLdk0tf3W8lkYrFjbXbfEDSbtvBVzealqAlsZksjb2znBhkXG489c+lXLHw7dQeGXnutFWTWbjT1SWR7lSsjqRtAHTPAJ9gKxfijofiLxPNoi2Vj8lpGv2oGdU3MCDgDPTrg0AYNtrmqeIrueFLiV0g1m0ht4nbasSAEEL6Diux1aGO1120DE29rca085d+2+GSMqDjjJTg9t4rStdDgt99zpnh64tr6e+gaV55AVJAwzDnHAJ/GjxTHrKQW4sdM8+C21N90buoZoiu5mz2+Zjj6CgDI8STg6f4mJLtbi9iROd2JAzA8n6dq5fxdc3GteBYYp7d4hCbOAFjgyJubLZPrXpms2p1NrzS20W9+zG8juWkAGJT3AxyBkdaq+PrW20/4e3N4+n8xWsKfZOCIlV85564yRQBqaRolnaeELXRr+wtrpbhTtSCPCEdRlux96+dPHFrFoPxD1i10u0ItUZWW3VsL2/hHUdeK+h9L+InhC20/S7aLUbaLz0UJHG2RHx39Oa4q78KWniT4xasZ9NdLT7OokkeTHmMcDchHQgc/hQB4vNBqUejnWLnUxLL5ogksS7GTy/vEuOoXIAqlPqOs61brAvmPbwiR1SMZ2qSWbJ6kZyefevc9c8Er4f8K63LcWy3dzPEypP5gDeWsbfM+Ppn3Nc/r/ge107QtOtIbltO1CdJVtpUceTPHy+Hbrkh9ooA8zmuL2xCrBqU8sDIy2rRyEKAGzyO3TNR6wZbmygnuGeS9YeZJtfcFToC/feT6npWle6Hc6M8Fjbz2d6l2DIFVsspjJDD/ZJwam1BbDT7dntYLeeC+j81WDHMDAYKMD2JoAxlbUoDb6kl5ExiRfLQz72AY4xg/TkVTD39rrEjCYw3kZfLltpGAcjP0pHu7aWwaNLcpdNc+YhT7qrg/KO/XFN1K01KCTz9RgnR5mPzzKQWIAz1+o/OgDY8FXlzYeJYr+PIkggd0d13BQARu59K9P067uPHlx4innni0tjBbRLe3CExtt3AkdB83X8a4L4fwWur+KbCzuLO6kt5IJ4Z1t23My7SflHbkj8a9Z1BL6TRdV0Kw8PX0NpFb272oMRMjkKUwe2QAM0AWvC0cmn6X44SO6thcxXflxzzICjN5QAz7GqXjHUk8LfDnQ7KOzgZtQQENbfKyXHBEg46UklxLpHhTWrC/wBF1qU6jNnzLaPkhlAyT+FTSavHH4dsoDo2sR3FharBi4st4KHBJXH8RxgelAFHxRY2lj4n0HQ7iB5U1C7OpSY4RmCgBWHfAB4GOtV5bybxL8QNDunttqxx3MLMAEbBh3DOOmN+AfatfUNU0y7l0bVrvTdSe6s7h7p0ht2L/vFb5OnYhc1St7nRbG6tb6y0jxJLvmkil86BixjKYLexwVA+lAFyTVZtCi8OXNtFA8lxO1vIZYwx2tI2Tk9+K5Lxvr8998W9CV4IB9iRCo2DazHJyR9cVs65IZrnw3aafa3stlFdrJ5ktu4eNQxJL8YHJPHoKwNVsZbn4v2t41heS6XCyRyXAt3C4AOWHHSgDe07xKt54zvL6TT4k1ezsMyv5QEZbPUKc4JBHeqN5ri2sniHUBAftl7DYy/uycK0sTBjj0AY/nWtbatpNhO+nQ6RrUmn3CeS9z9jPmIASdx45yT09BUVumnXWr3mnXdlqUOnT2sQguhZsHQIAAj5HUqOv+1QB03hkX+oW2sWcNha3ttBr01u0c6jbFAwBbH/AH0ePesfQVtNIi1GBYIZI7y9ljkjlhV1JUHaOegG2tC5vX8OWOtX+hQalLM1/M7o0RAeVlO1lGOV5Az/ALFZngKxTVvD9jL4kGoQala3dw8aeUw8wuCSSMc/eOM0Aaltp1rqXhXQNVtdPt9kLSeYwQfLHz82Owz27VV8VvDoOneETbRWF3Nc6ihd5FAGGXIzjp171qaRq9lBYfZbWw1KCKW0kt4kntz8rbieewFZci2V/pGkXF5FeSnTr1Z5/NtTvwFxtUAfMc9KAIvEtlt8R3wtYrSARQTuA6r8wDRjjjhvmbFcn8H/AA7pd94g1m51TyZ723CiGG7TcS7ZJfb6ggV2+mvDqevapFPb3QkltboQvLE2wtI6sgBI+8MD6YrxW+1K78P+PHubS8e0uY33PcclZMcjjuDgfXNAHbfFPw7Y6Ra/2na28STCYTRTwFQhDO2FwPYA/ia8n1M6lcONRvkl/wBMJdJGBAk9cVoa34x1TX9Pjs7+XzEjlaQN3JP9KzGWaGytLoXYbDkJFuyYyD1x2oAbHZXl3b3F2qM8cAHmuWGVHQdeaZBbSXMUzB0Agj8wh2xkZAwvqean1bVJdU1Ke9fKtPguBxkgAE8fTNU/NfjLHGNv4elAF27kuWt9Pmmh8uNY9kUi8FwrHn6g8fhUkNrby6Nf3cmfOSSMQ5lAJBJ3cfxdqj1C3CXotLW4+0wABocNnAYbsemfX3qEw3NlfPCY8zREhkxuA45oAsaTrd1o/niARuk8ZjeOVdy4PfB7+9F7f30lrHZyOrQwIAPLGQFJyAT7E06whMNpNeXdnM9k6lFkVPlL9hu7VVWRFtpwkzR+YcGLGQVByOfqBQB7RJcaLpPgHQtNuNJt2kubWK4hu2QF/PaQ/KfbGfyq74r8LvFrd1cT6IsVodVso7aTapEimRy+AOQMMAfpVyw0nStR8E6Vd3F/AHGmQQmNk3GIiTPmfXGRx61b8ReILPVPFkj2GriKFHsmMpR9uEeXzBjHoVH4igDPvdKa31nz7vwpZ2dlpkD3MSRqqxXDlsLvHJ4yfrxUGh2/g7xNNrepx2mLO2nhuJ4HGEQAchfbd2HFbF1p9jL4hv4LXxgWkuLHyYhKnyROGyO2D0/WrXhibQdKmv7JJI/9NeOOcNCVygXaW6YO480AchpUemXvgqfTH0m3aa+urp/NJCvEynK4b0HTisXVbuyMthc2miwmODRY7t4/76iVQ249+FPPvXWaR4Ft4NMtrmTX0thGLtDbvyfnJCkehwOtVl8KJceGLjXtPvIJYIdGNkLWbKuVEjEk474xj3NAFfx5f6Bp3g2yurHwta20mpWaOJIVAEbSLnB45xg49xWZcnw1bfDW0tZtPRNVe0iktbxVzJLOwG5CeoG1hSePxHdfDjQfKEjTRW9opQBuPkcNkexAFbtnpmjyeDdM1O/urBFNnb+ShyXgdcb3P4KBj3oAj8cabY3WjPGNGgh1DRltm+0pJ87xMQMNjnP1pItNsIvE+uWM1lE6xXNiIxs+QJIyhsk9yGNafiPSLe1tPFGu/wBr2U1jqggnWNH+cRKR+pqXUdOgu7LVtbsdas5YdSksmiRJgrRsmD82e/HSgDG8V6NpWm6npOrJpc+nQtqckE2mFyqXEUYYh1HYEEj0+Y1RsdP0vxN4kt2ttKtLG31TQ55I4VTKwSB2UMD2OVHPvUnifxRJ4s+J2jaZd6hbx6enllXRQVDsuDk/jW/a6Ha6FqWlvPq1nNMmmTRqLeUBCDKzE89vmAH0NAGT4d0PSpfFmkW95olv5M1lEtyoRj5c2CMuBgfNzye4q1oOgaTf6BffaNKso4Y7ydU2kltir/ExOc8fhXTrrWkaL8S4oF1KyS0v7WJsEhgdoY53fwnPSs/w5qGi6joEzSz2ttDNfXEModwF6YDH69aAML4g2Fp4ft9KufDECW/nrGvnrJkqrgjrnnIOK17b4UaI/gw3Npqupafb3UKmZmkYGY8gB05GCSOlV/jJFBZeE41tHSRYVt9kikEEg9f0rHT423H/AAgM1tMI31Fo/KSQIBhyTk49MdD60Aed6V4tu9IjurVYDNfGVDbXKuVaJlyoAXoQQx496fB8QfEtnp0FhaXT2xtbmS6Z4zhndjzvHQ4P865qGATXFvvuY4hM/wA0hP8Aq+ep/nVjT9MGpanLaRXkSHDGOSX5RKR0HPQn3oA09P8AEt7YWOoXa3Gbm7mwSGKsCR8zcdcjivRtJ+LviXTNGecJBc28ESxPashElsMAK+e4PHXua8w0qz09Vvv7Qhmlmt1JCRyqqgdCc9SQewrsNF8K6jrGiPo8NxbxlYjcNcMxAZSA2xsdcBO/QkUAdFpnx71qWAyXlrb+bDExaULtEh4wvt0Nadt8dNVis/tUmkCS0uTIlm+8AqyKCQ2euCc+4xXkk+nWTabqD/bI4/sJT/R1B/fSM2MA+wzWbJdXcmjWUamT7JBcOUDAbFdtpPPfgDNAHut58cjvlNpHCzQxw7peMSAnLYHY4PvjFb9p4oj8a+NrizZbn+yLG0E/kugQys/GQeDgfWvB9P114NS1TV5LG1M3loEWKFWiR8jBx24B6V33wo1S/wDE/ijxJO+ye4lsVWKN22qAG4UegHagD0Cb7ToRng06e4lQ33lMoZ8Iu0uOPXoPeq9qLPw/ZS6xqU2sXUg1C4ureOFnZWwwQKQO2ScD8a09MV/Cw1OSCOaRZLo+YLqYyHKxZ4Ppk4pLW11e38IXEkF3b/Z0N6zxv82XMxKc9sDII96AMXXPD9lqVvZtBf3lvepeCGXzLllNxkFjuAPBJyB9BTNJ1caPHoum69qNwHlt5J70F2BiVckK46nhhx14FbPiPwqk1zp+p3kyxzW2opNHL5mEdTkkbfUnAGagvPDUfiPxJHqQh+yyX2mSNJayr829htJz2PAFAHLeI/Elwk+qJbXcy6RNpkdxH8xygZ8bjzndjvTwNGm1a7tdXl1xkjt1uobmG7k2sFiDMmOADgZqHW/h1r93eW+lp9mSSTRRbqPOwGdDnA9QKveJdJOm6paxO7rdTae9s8KvkMFgwWC/XAzQBny61p/iLxnaaRFqN5/ZtjZ5vJIncSSBGIWPGev3cnvmuj1DTbLTpZ7zUtbmm8NWFp5MaxXBMpd2ADMQcllBwO+BXnfgSzudS+IXiWGBYTfG1cQAsFXcGXg/gOa9LuPh7pdtouvafpRaTWLpEeWO6kyud27coPAAyRn2oA4+HU7nw3c6vYLdXkun2eoRQRRGRj+7lJO4knknj8639E1u2k1a9Nzf6pZraXa2VnHHcMyO2N2CP7v1pI/Dd7q02q6W8g+0kWxwzDL+U2C6/wCycVq+ErK40KbxFPdpbnN5JM8bjLRqE+UsTwuT0oAyUv3vtIutej1bUDq+oC4FnZPcN5aJGDlQBwPukg+ta1v4g1q10PS7q4y9nJpkLrJ5pDtPJJGvIzyFz+uKqeGdMu76Hwx4jYW/2G3ivJroRYAXfkKoUdSKz9Y06X/hDdX1O3WSaaMW81oYsndEZMBcdOAoPHtQB1utaI9r/bCjUNTuvP0+SdUe5JMbKcgJn7v+FJ4S0qGKXUL5dW1TMGYBFdXBaNDtByo9B+PStKz1m31PU7KWKJybrTJCsUq4JKsAykHvk4ras9NCteeaFC3Dq/lr/CNoGD+VAHnfwv1vxB4oXWjLqc32eK7KrcsFYk+iAjCr+FdH4w8R3PgmI6rJ9q1GOVFt4bREGPM6liQO4FJ8OfDf/CMQaxaCNkje9aRAzAkg98DoK6jVNKt9Xt0t7oFoVkWQp/eIORQBxFz8TdJv/CK3i3CWpu4JV3mT/VyKgJA45PPHToaKt6/8OvD+sxwWjGaGO3ikjWKEcAMOuPUY4ooA7uiiigAooooAwb7wZ4c1K5kuL3R7WeaRt7s65ycYz9cAVW/4V34P/wChesf+/ddPRQBzP/CvPCGMf8I9Y/8Afuj/AIV34Q/6F6x/79101FAHM/8ACu/CH/QvWP8A37o/4V34Q/6F6x/79101FAHM/wDCu/CH/QvWP/fuj/hXfhD/AKF6x/79101FAHLyfDnwfJE0beH7IKwwcJinwfD/AMJ2xVodCtEZRgMq4P510tFAGFP4O8PXW3z9Kt5NkYjXcDwo6DrUh8K6KVKfYE2nqNzYPTrzz0H5Vs0UAYreFNEdLRG0+MraDEAyQEH51nr8OfCiXS3K6REJlbcH3NkHOfX1rqqKAOal8BeG52laTTs+a25h5jgflnGOelV774a+FNRnSe603zJYwFRvNcFQAAAOfQCutooA4y5+Fng+9ZmudKErM24l5GOTgDPX0Ao/4VZ4QNwtx/Zf75c7X81sj6c12dFAHHN8LvCLXUdy2l7p4zlZDK2R+Oajl+FHg2aSWSXSd7y/6xmmclvrzzXa0UAcVD8KPBtuGEOk+WGGCFlcZ4x6+hIph+EXgkhQdHB2/d/evx9Oa7iigDiI/hL4Lijkjj0dUSUAOFkYbgPXmpF+FnhBEjVdMKiI5jxM42n25rs6KAOIufhL4Mu2iafSQ5iG1cyN0546+5qtN8F/A0xTGkeXsbd8krDd7H2r0CigDzq2+Cfgu2cMLW5cqcpvuCQhznj05pV+Cvg8XYuTDeM4bcQbkhWPqQK9EooA4nSvhd4f0S9N3p0uowSFy7Bbo4bPYj0rpIdDsIdhERdkm85WkYsQ+MZyfatKigDm5/A2gXGozag9mwu5pPNeVZGDFtu3PB9Dimah4A8OajHaLJYCJ7MAQSwHY6YIIOR15Gec109FAHB3Xwm8P3rXJnudVcXMvnSr9rOGf+9jHBotvhJ4dtNNm0+3n1OK1mz5sS3RAfPXPFd5RQB57B8G/DFs6vDLqaOqsqsLo5AYYYDjuKd/wp7wx9rtLsvqJnswqwObnlApyMcV6BRQBwcXwo0W2QrbajrMOXEny3pwG55xj3P51Yi+GmlQrOseo6wgn/1uLv7/ABjnj0rtKKAPONP+DWg6bCkcOoaspWQyErdFQT9MU6/+D+j30U0L6rq4imkEkiG53BjnOTx14616LRQB5bb/AAN0K1lkkt9U1WNyGCFZ/uA9vetOH4ZNDZtaL4n1f7O0bps3LgBzk9vXP5139FAHm0nwhtZYIoZPEesssMflxgyjCcjkD8BTdV+DlhrDxyXWu6qzooXcJACQOmcV6XRQB5ynwpC20VsPFOs+TFKs0amQfKw6EGn6h8K49StprefxHqphluDcOAwBZyAMk/QDivQ6KAPP2+Gc7TrMfF2tiRUCBhIBwOBW7rPhOLX/AAk2gahfXEqugV7njzGwc5PaujooA8jb9n7w0tzHPb3t9AyYOFYEbh3rqNQ+HlvqJZ5NVvI5X/1kkJ2F/l28/h6etdpRQBw+u/Da211EjfV9Qt41QxMsL4DpjADZ64BI/GsnUPgzZapbx295r+qSQRuHjjLDajYxlfTivTqKAPIbX9n/AEG2vkuBqd+wXqpI+bnkE+hqOb9nfw7JJO6ajexiRiVRcYUenvXsVFAHiX/DOOjrIrJrd4u0k/6sZ9qsap8CJNZRFv8Axbe3BjcshlhUkZAB7/7I/KvZaKAPD7D9n+40e8N3pfiqe3uAm1JBCARnr39K0pvhP4pub77ZP49vPPUBkKKQAw46ZxjGK9eooA8bHwl8YRtmPx5cNhtwV92Cc559s1YuPhl40mV3Hj24SRmD7VQhd3f3xnFeuUUAeTL8PfiFFAYovHpx5hfLRnJz1yfqOBS3fgH4iXM+9fHaoA7MoWNl+8c4x6elesUUAeTXvw/+IFzcCWLxwIB5aoUjRgMgDJ/GmzfD34hPcRTJ462GMLlcMVYjqcY7+let0UAeWXngv4i3ly83/CaQRFkCbIomCgj+IDseKrv8P/iK95Hct47XcjbtgRgp5zyP88V63RQB5JJ8P/iLJeG4HjwJmTfsVG2j8MVoL4M8fWouorbxqssU5YhriIl0J9CPp0r0uigDy3TvBPxBsNRa8bxjBcblI8qRH2AkYziqp+H3xGNvJAfHi4dg27Y25cZ4B7DmvXKKAPM9M8H/ABAsJppJ/F0F2rwPGEeNuGI4P1yP1NcJq3wI8V63dvd3+vWc0yoI4yytyqjCjpx0FfQ9FAHzVD+z34hWGW3kudNO/DLOWbcmAeAPeqn/AAzt4q/5+9P/AO+z/hX1BRQB8v8A/DO3ir/n70//AL7P+FPb9n3xcwAa908jION57DHpX07RQB8xS/s9+K5Znl+1aapZi2FYgD6cUsf7P3jCKQyJqFirkEFvMOSD17V9OUUAfNn/AAo7x1/ZQ0v+17T7CJPNFv5h2bvXGKqy/s+eLJpWke807ceuGI/pX07RQB5Bo/hD4jaP4afSY7zSSVCLbyBcGIKRkdOcjNMHhn4sKrhdV0j5iCC0YJXGeB8vfP6V7FRQB5XBo3xQjvWnkl0KSMggQlMKDgDPT2z+NQtofxYNy0y3ugoDjbGIflX9K9aooA8si0f4oLcNJJLoDoYyip5fAb+905NRx6N8V49p+16AxAYNmHhs9M8dq9XooA8tn0z4pz7lZ/DnlmPYF8nO0+oyPxxQNC+IP9kS2jWfhn7Q20LN5A24HXK45zXqVFAHlL+HviI1kYUg8MxuVC8W4KkDrxio5fC3xBWzhjt08M+YfnmzZqF3dsD6d69aooA8hTwt8RFaMm08JEKcsPsgG79OKW/8JeObu63Jp/hYQgAIj2+SOMH8+ePevXaKAPD9P8A+NI9RBvdF8LzWsZGVMWN6jsDkkYp8XgbxotxNFHoHheO1dw+GTII9Dg9fevbaKAPG9c8G+Mr7wXcaLHpGhCSU7SYWIAQZI27uhBxzXmUvwG8cJIVS0tZFGPmFwo7e9fWNFAHyafgP45CqRZ2xJ6j7SvFB+BfjsoF+wW2B/wBPCf419ZUUAfJf/CiPHf8Az42//gSn+NdZH8MvHt6yx6gkNtHDbGOOWymVXkOANrc857n2r6IooA+XLL4OeN7Jrpv7GsbmSXiOWe5UmM5+8BnBP1pJ/gz46WzisbewtvIjk80lrhDukwAT16cDivqSigD5rsPg5410W9+221lptwoIJtJJgVbgjkn65rtfhp4L13w9ql/qGt6JbRym38uJraZfm55XA6fWvX6KAMPUbUXKHdon2j5lkKmRV3MBx36j3p62kNvbS2UWjf6NcB5JlVl2szdQeeprZooA5fVRfXtpb20fh1ZY43STbPKm1SpOMDPXgYq1BeX/ANtDP4eljBG3zfPjJ5b0z071vUUAcy8+sS+JI5pPDym1gicJcechkDH0GehFYGpWniS/8Uw38XhOwVIo2CXN1MryK+OMYPC9M16LRQB5xZ6Tqlj4rt9Th8GafGhjJuJ45VE3mnO4qc8g5rQvLfU7rxRJfSeG1azewNvJJ5y+c5yTs4P3f6129FAHFaRaXMWvXOrv4WaCSRFiilNwpkCY5BGcAe1VtWhljs9egsvB1xcTXy5lMkq7LhiO5z0HtXfUUAeXeErO50nw/wDZp/BV3bPtIaKCbK5bg7ctxwa1re4vbbQvslh4QvIreK2C28DzKDuBztPPA9D3ru6KAPPtC+0x2GmXF34QvIr6wiKx4kB27/vgZOT+NbsXiK+Z5GbwzqKAY+b5Mtx6ZrpKKAOGi8S6+l5qJHhK6GcG3YgAykDox7e1aVlq+qXM8142jXsSJCo+zyYUls5JXPXvXT0UAcpZSa99pF1e27iSVpkiUAbIo8goXA53cYorq6KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCITwtMYVlQygZKBhuH4U5ZEd2RXUsv3gDyPrXh2p6fq/h3WDDc6cWutT1hGh1CO4JZo9+QgX2XOe2Ku6vrHiDRvG2t22m6vFJqV3NbR29qbQMXBDcn0CrnJ+lAHsE95bWzKs9xFEzfdEjhSfpmi4vLazjElzcxQoeA0jhQfxNeceKEk0vxImoa3ps2r2TacEBtINzQyqTvcjtndx9Pasqe4+1674QNhbzajG+lTPFZ3rYLAEbXcnjPagD12O5glg8+OaN4uTvVgV/OqcWv6TNY3F9FqNs9rbZ86VZAVjx1z6V5z4qeCx8GeIJdLd7bUWWFtRskm3C2QkbguOASPSolvNK8PeKb6exgR9GXQludStwuRkAbOOm4jOaAPQofF/h251GLT4NYs5buU4SKOQMWPXtVttc0pdUGmNqFuL49LfzBv6Z6fSvO9G0/TZ9e0rXtZ+wWLzuDpOn2qgFSy8Fyv3mwenQViSouharqNrrvh66uVn1n7Rb6rDKqsoZwEAOd2M8enWgD2ZL+1kvpLFJ4zdRIHeIH5lU9CR71Fqus6dodn9r1O8itbfcF8yU4GT0FeQ6/NfaN8TNVm+3Xhup7WFNPjiADSly3ynHVVPf2rcu7S7tNe8MDxhdQXFnHaS+fLL/qjcnpnPHTpQB3EvijRIdJh1STUoBYznEU+SVY+35VPpuuaZrG/+z7yO42AM23PAOcHn6H8q85sNYjsvDV++nxwGwvNUdNMlulBgiGBliey7gcVu+AptGivL6y0+5/tC9CJNeaggHluzE4UY4GOTjtmgDuqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAzJNDsZtdi1iVHku4o9kRZyVTPUhegPvSDw/pK682uCxj/ALTaPyzc87tvpWpRQBh6z4Xs9buo7i5nvIyiGMpBOUV1OeGA69aa3g/RGs7O1Wz2JaIY4GR2Dop6ruznFb1FAGZZ6BpdhDNFBZRBZ/8AXFxuMn+8T1/Go7XwxollFdRW+mwIl3xOCN3mD0Oe3t0rXooAydP8NaNpcols9PhikHRsElfpnp+FVbvwT4cv78311pcUtyWV97M3UHIOM4HNdBRQBSbSNPfUk1FrOFr2NNiTlcsq+gPanahptjqtt9nv7WK5hyG2SqGGR3wat0UAUDoumNpg0xrC3NiBgW5jGwc56U7TtJ07SYmi0+ygtUY5ZYYwuT74q7RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNZgqliCcDPAp1FACA5APrS0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/9k="
ffwd0012	0	{"lines_data": [{"Word": "CHECKOUT COUPONI", "Confidence": 0.962, "X1": 0.14646, "Y1": 0.0112, "X2": 0.74242, "Y2": 0.011, "X3": 0.74242, "Y3": 0.0788, "X4": 0.14646, "Y4": 0.0788, "page": 0}, {"Word": "A Service ot Catalina Marketing Corporation", "Confidence": 0.9485, "X1": 0.52778, "Y1": 0.0842, "X2": 0.79167, "Y2": 0.084, "X3": 0.79167, "Y3": 0.0958, "X4": 0.52778, "Y4": 0.0958, "page": 0}, {"Word": "DATE: 12/08/94", "Confidence": 0.962, "X1": 0.69318, "Y1": 0.1492, "X2": 0.85101, "Y2": 0.149, "X3": 0.85101, "Y3": 0.1638, "X4": 0.69318, "Y4": 0.1638, "page": 0}, {"Word": "MASTER CLU: 117925", "Confidence": 0.99133, "X1": 0.62121, "Y1": 0.1652, "X2": 0.85101, "Y2": 0.165, "X3": 0.85101, "Y3": 0.1798, "X4": 0.62121, "Y4": 0.1798, "page": 0}, {"Word": "DESCRIPTION : MERIT,", "Confidence": 0.97833, "X1": 0.10101, "Y1": 0.2132, "X2": 0.3548, "Y2": 0.213, "X3": 0.3548, "Y3": 0.2288, "X4": 0.10101, "Y4": 0.2288, "page": 0}, {"Word": "BENSON&HEDGES100", "Confidence": 0.663, "X1": 0.28283, "Y1": 0.2282, "X2": 0.47348, "Y2": 0.228, "X3": 0.47348, "Y3": 0.2428, "X4": 0.28283, "Y4": 0.2438, "page": 0}, {"Word": "VALUE", "Confidence": 0.994, "X1": 0.10354, "Y1": 0.2602, "X2": 0.16667, "Y2": 0.26, "X3": 0.16667, "Y3": 0.2758, "X4": 0.10354, "Y4": 0.2758, "page": 0}, {"Word": "$ 3.00", "Confidence": 0.9915, "X1": 0.25505, "Y1": 0.2602, "X2": 0.36616, "Y2": 0.26, "X3": 0.36616, "Y3": 0.2758, "X4": 0.25505, "Y4": 0.2758, "page": 0}, {"Word": "..", "Confidence": 0.882, "X1": 0.25631, "Y1": 0.2732, "X2": 0.25505, "Y2": 0.273, "X3": 0.24874, "Y3": 0.2738, "X4": 0.24874, "Y4": 0.2628, "page": 0}, {"Word": "CYCLE", "Confidence": 0.994, "X1": 0.10354, "Y1": 0.2912, "X2": 0.1654, "Y2": 0.291, "X3": 0.1654, "Y3": 0.3058, "X4": 0.10354, "Y4": 0.3068, "page": 0}, {"Word": ":", "Confidence": 0.912, "X1": 0.24874, "Y1": 0.2952, "X2": 0.26263, "Y2": 0.295, "X3": 0.26263, "Y3": 0.3068, "X4": 0.24747, "Y4": 0.3078, "page": 0}, {"Word": "95-01", "Confidence": 0.994, "X1": 0.28157, "Y1": 0.2912, "X2": 0.34091, "Y2": 0.291, "X3": 0.34091, "Y3": 0.3058, "X4": 0.28157, "Y4": 0.3058, "page": 0}, {"Word": "START", "Confidence": 0.995, "X1": 0.10227, "Y1": 0.3222, "X2": 0.1654, "Y2": 0.322, "X3": 0.1654, "Y3": 0.3368, "X4": 0.10227, "Y4": 0.3378, "page": 0}, {"Word": ":", "Confidence": 0.991, "X1": 0.24874, "Y1": 0.3262, "X2": 0.26136, "Y2": 0.326, "X3": 0.26136, "Y3": 0.3368, "X4": 0.24874, "Y4": 0.3368, "page": 0}, {"Word": "12/26/94", "Confidence": 0.994, "X1": 0.27904, "Y1": 0.3222, "X2": 0.37753, "Y2": 0.322, "X3": 0.37753, "Y3": 0.3368, "X4": 0.27904, "Y4": 0.3368, "page": 0}, {"Word": "STOP", "Confidence": 0.988, "X1": 0.51768, "Y1": 0.3212, "X2": 0.56566, "Y2": 0.321, "X3": 0.56692, "Y3": 0.3358, "X4": 0.51768, "Y4": 0.3358, "page": 0}, {"Word": ": 01/22/95", "Confidence": 0.9945, "X1": 0.59722, "Y1": 0.3212, "X2": 0.73359, "Y2": 0.321, "X3": 0.73359, "Y3": 0.3368, "X4": 0.59722, "Y4": 0.3368, "page": 0}, {"Word": ":", "Confidence": 0.992, "X1": 0.25, "Y1": 0.3592, "X2": 0.25884, "Y2": 0.359, "X3": 0.25884, "Y3": 0.3678, "X4": 0.25, "Y4": 0.3678, "page": 0}, {"Word": "ROLLING WEEKS", "Confidence": 0.9965, "X1": 0.37374, "Y1": 0.3532, "X2": 0.55556, "Y2": 0.353, "X3": 0.55556, "Y3": 0.3668, "X4": 0.37374, "Y4": 0.3678, "page": 0}, {"Word": "EXPIRE", "Confidence": 0.994, "X1": 0.10354, "Y1": 0.3542, "X2": 0.17803, "Y2": 0.354, "X3": 0.17803, "Y3": 0.3688, "X4": 0.10354, "Y4": 0.3698, "page": 0}, {"Word": "DISTRIBUTION", "Confidence": 0.963, "X1": 0.10227, "Y1": 0.3852, "X2": 0.25, "Y2": 0.385, "X3": 0.25, "Y3": 0.3998, "X4": 0.10227, "Y4": 0.3998, "page": 0}, {"Word": "ESTIMATE", "Confidence": 0.995, "X1": 0.1048, "Y1": 0.4012, "X2": 0.20076, "Y2": 0.401, "X3": 0.20076, "Y3": 0.4148, "X4": 0.1048, "Y4": 0.4138, "page": 0}, {"Word": ":", "Confidence": 0.991, "X1": 0.25126, "Y1": 0.4052, "X2": 0.25758, "Y2": 0.405, "X3": 0.25758, "Y3": 0.4148, "X4": 0.25126, "Y4": 0.4148, "page": 0}, {"Word": "300,000", "Confidence": 0.991, "X1": 0.30556, "Y1": 0.4012, "X2": 0.39015, "Y2": 0.401, "X3": 0.39015, "Y3": 0.4148, "X4": 0.30556, "Y4": 0.4138, "page": 0}, {"Word": "DEAL # : 28200-04350", "Confidence": 0.8335, "X1": 0.51768, "Y1": 0.3992, "X2": 0.76641, "Y2": 0.399, "X3": 0.76641, "Y3": 0.4138, "X4": 0.51768, "Y4": 0.4148, "page": 0}, {"Word": "MARKET(S)", "Confidence": 0.938, "X1": 0.10354, "Y1": 0.4322, "X2": 0.21212, "Y2": 0.432, "X3": 0.21212, "Y3": 0.4458, "X4": 0.10354, "Y4": 0.4458, "page": 0}, {"Word": "..", "Confidence": 0.932, "X1": 0.25631, "Y1": 0.4452, "X2": 0.25631, "Y2": 0.445, "X3": 0.25126, "Y3": 0.4448, "X4": 0.25, "Y4": 0.4348, "page": 0}, {"Word": "SO. CAL", "Confidence": 0.8325, "X1": 0.28283, "Y1": 0.4322, "X2": 0.36237, "Y2": 0.432, "X3": 0.36237, "Y3": 0.4458, "X4": 0.28283, "Y4": 0.4448, "page": 0}, {"Word": "DALLAS/FTW", "Confidence": 0.991, "X1": 0.42424, "Y1": 0.4312, "X2": 0.54545, "Y2": 0.431, "X3": 0.54545, "Y3": 0.4458, "X4": 0.42424, "Y4": 0.4458, "page": 0}, {"Word": "COLORACC", "Confidence": 0.826, "X1": 0.56439, "Y1": 0.4312, "X2": 0.66288, "Y2": 0.431, "X3": 0.66288, "Y3": 0.4458, "X4": 0.56439, "Y4": 0.4448, "page": 0}, {"Word": "HOUSTON", "Confidence": 0.901, "X1": 0.70455, "Y1": 0.4302, "X2": 0.79167, "Y2": 0.43, "X3": 0.79167, "Y3": 0.4438, "X4": 0.70455, "Y4": 0.4448, "page": 0}, {"Word": "NO. CAL", "Confidence": 0.9775, "X1": 0.28283, "Y1": 0.4482, "X2": 0.3649, "Y2": 0.448, "X3": 0.3649, "Y3": 0.4618, "X4": 0.28283, "Y4": 0.4618, "page": 0}, {"Word": "WASHINGTON", "Confidence": 0.994, "X1": 0.42045, "Y1": 0.4462, "X2": 0.54545, "Y2": 0.446, "X3": 0.54672, "Y3": 0.4618, "X4": 0.42045, "Y4": 0.4618, "page": 0}, {"Word": "ARIZONA", "Confidence": 0.991, "X1": 0.56566, "Y1": 0.4482, "X2": 0.64899, "Y2": 0.448, "X3": 0.64899, "Y3": 0.4608, "X4": 0.56566, "Y4": 0.4608, "page": 0}, {"Word": "FLORICA", "Confidence": 0.994, "X1": 0.70707, "Y1": 0.4472, "X2": 0.7904, "Y2": 0.447, "X3": 0.7904, "Y3": 0.4618, "X4": 0.70707, "Y4": 0.4608, "page": 0}, {"Word": "OREGON", "Confidence": 0.815, "X1": 0.28283, "Y1": 0.4632, "X2": 0.35606, "Y2": 0.463, "X3": 0.35732, "Y3": 0.4768, "X4": 0.28283, "Y4": 0.4778, "page": 0}, {"Word": "HAWAII", "Confidence": 0.66, "X1": 0.42172, "Y1": 0.4632, "X2": 0.49621, "Y2": 0.463, "X3": 0.49621, "Y3": 0.4778, "X4": 0.42172, "Y4": 0.4778, "page": 0}, {"Word": "ALASKA", "Confidence": 0.997, "X1": 0.56439, "Y1": 0.4642, "X2": 0.64015, "Y2": 0.464, "X3": 0.64015, "Y3": 0.4768, "X4": 0.56439, "Y4": 0.4768, "page": 0}, {"Word": "MONTANA", "Confidence": 0.994, "X1": 0.70455, "Y1": 0.4622, "X2": 0.7904, "Y2": 0.462, "X3": 0.7904, "Y3": 0.4758, "X4": 0.70455, "Y4": 0.4768, "page": 0}, {"Word": "TRIGGER", "Confidence": 0.604, "X1": 0.10354, "Y1": 0.5092, "X2": 0.19066, "Y2": 0.509, "X3": 0.19066, "Y3": 0.5248, "X4": 0.10354, "Y4": 0.5248, "page": 0}, {"Word": ":", "Confidence": 0.991, "X1": 0.24874, "Y1": 0.5122, "X2": 0.26389, "Y2": 0.512, "X3": 0.26263, "Y3": 0.5238, "X4": 0.24874, "Y4": 0.5248, "page": 0}, {"Word": "CLASS", "Confidence": 0.998, "X1": 0.27273, "Y1": 0.5102, "X2": 0.3447, "Y2": 0.51, "X3": 0.3447, "Y3": 0.5238, "X4": 0.27273, "Y4": 0.5238, "page": 0}, {"Word": "DESCRIPTION", "Confidence": 0.991, "X1": 0.41162, "Y1": 0.5092, "X2": 0.54672, "Y2": 0.509, "X3": 0.54672, "Y3": 0.5228, "X4": 0.41162, "Y4": 0.5238, "page": 0}, {"Word": "1", "Confidence": 0.908, "X1": 0.30682, "Y1": 0.5432, "X2": 0.31944, "Y2": 0.543, "X3": 0.31944, "Y3": 0.5548, "X4": 0.30682, "Y4": 0.5558, "page": 0}, {"Word": "CHESTERFIELD LIGHTS", "Confidence": 0.991, "X1": 0.41162, "Y1": 0.5392, "X2": 0.63889, "Y2": 0.539, "X3": 0.63889, "Y3": 0.5548, "X4": 0.41162, "Y4": 0.5558, "page": 0}, {"Word": "PACKS", "Confidence": 0.998, "X1": 0.70581, "Y1": 0.5402, "X2": 0.76894, "Y2": 0.54, "X3": 0.76894, "Y3": 0.5548, "X4": 0.70581, "Y4": 0.5548, "page": 0}, {"Word": "2", "Confidence": 0.992, "X1": 0.30051, "Y1": 0.5592, "X2": 0.32071, "Y2": 0.559, "X3": 0.32197, "Y3": 0.5708, "X4": 0.30177, "Y4": 0.5708, "page": 0}, {"Word": "CAMEL", "Confidence": 0.994, "X1": 0.41288, "Y1": 0.5572, "X2": 0.47601, "Y2": 0.557, "X3": 0.47601, "Y3": 0.5688, "X4": 0.41288, "Y4": 0.5698, "page": 0}, {"Word": "PACKS", "Confidence": 0.994, "X1": 0.70707, "Y1": 0.5562, "X2": 0.76768, "Y2": 0.556, "X3": 0.76768, "Y3": 0.5688, "X4": 0.70707, "Y4": 0.5678, "page": 0}, {"Word": "3", "Confidence": 0.995, "X1": 0.30303, "Y1": 0.5712, "X2": 0.32449, "Y2": 0.571, "X3": 0.32449, "Y3": 0.5848, "X4": 0.30303, "Y4": 0.5848, "page": 0}, {"Word": "WINSTON", "Confidence": 0.642, "X1": 0.41162, "Y1": 0.5712, "X2": 0.5, "Y2": 0.571, "X3": 0.5, "Y3": 0.5848, "X4": 0.41288, "Y4": 0.5858, "page": 0}, {"Word": "PACKS", "Confidence": 0.994, "X1": 0.70707, "Y1": 0.5712, "X2": 0.77146, "Y2": 0.571, "X3": 0.77146, "Y3": 0.5838, "X4": 0.70707, "Y4": 0.5838, "page": 0}, {"Word": "4", "Confidence": 0.885, "X1": 0.30303, "Y1": 0.5882, "X2": 0.32449, "Y2": 0.588, "X3": 0.32576, "Y3": 0.5998, "X4": 0.30429, "Y4": 0.5998, "page": 0}, {"Word": "DORAL", "Confidence": 0.995, "X1": 0.41035, "Y1": 0.5862, "X2": 0.47222, "Y2": 0.586, "X3": 0.47348, "Y3": 0.5998, "X4": 0.41162, "Y4": 0.6008, "page": 0}, {"Word": "PACKS", "Confidence": 0.998, "X1": 0.70833, "Y1": 0.5862, "X2": 0.7702, "Y2": 0.586, "X3": 0.76894, "Y3": 0.5998, "X4": 0.70833, "Y4": 0.5988, "page": 0}, {"Word": "5", "Confidence": 0.995, "X1": 0.30303, "Y1": 0.6032, "X2": 0.32449, "Y2": 0.603, "X3": 0.32323, "Y3": 0.6158, "X4": 0.30303, "Y4": 0.6168, "page": 0}, {"Word": "PALL MALL", "Confidence": 0.9905, "X1": 0.41162, "Y1": 0.6012, "X2": 0.52399, "Y2": 0.601, "X3": 0.52399, "Y3": 0.6158, "X4": 0.41288, "Y4": 0.6168, "page": 0}, {"Word": "PACKS", "Confidence": 0.995, "X1": 0.70833, "Y1": 0.6022, "X2": 0.76894, "Y2": 0.602, "X3": 0.76894, "Y3": 0.6158, "X4": 0.70833, "Y4": 0.6148, "page": 0}, {"Word": "6", "Confidence": 0.958, "X1": 0.30303, "Y1": 0.6202, "X2": 0.32449, "Y2": 0.62, "X3": 0.32449, "Y3": 0.6328, "X4": 0.30429, "Y4": 0.6328, "page": 0}, {"Word": "VICEROY", "Confidence": 0.606, "X1": 0.41288, "Y1": 0.6162, "X2": 0.49747, "Y2": 0.616, "X3": 0.49747, "Y3": 0.6308, "X4": 0.41288, "Y4": 0.6328, "page": 0}, {"Word": "PACKS", "Confidence": 0.998, "X1": 0.70833, "Y1": 0.6182, "X2": 0.7702, "Y2": 0.618, "X3": 0.76894, "Y3": 0.6318, "X4": 0.70833, "Y4": 0.6308, "page": 0}, {"Word": "7", "Confidence": 0.995, "X1": 0.30429, "Y1": 0.6352, "X2": 0.32323, "Y2": 0.635, "X3": 0.32323, "Y3": 0.6468, "X4": 0.30429, "Y4": 0.6478, "page": 0}, {"Word": "PYRAMID", "Confidence": 0.981, "X1": 0.41414, "Y1": 0.6342, "X2": 0.49874, "Y2": 0.634, "X3": 0.49874, "Y3": 0.6468, "X4": 0.41414, "Y4": 0.6468, "page": 0}, {"Word": "PACKS", "Confidence": 0.887, "X1": 0.7096, "Y1": 0.6332, "X2": 0.76894, "Y2": 0.633, "X3": 0.76894, "Y3": 0.6468, "X4": 0.7096, "Y4": 0.6448, "page": 0}, {"Word": "8", "Confidence": 0.991, "X1": 0.30682, "Y1": 0.6512, "X2": 0.32197, "Y2": 0.651, "X3": 0.32197, "Y3": 0.6628, "X4": 0.30682, "Y4": 0.6638, "page": 0}, {"Word": "LUCKY STRIKE LIGHTS", "Confidence": 0.97933, "X1": 0.41414, "Y1": 0.6472, "X2": 0.64015, "Y2": 0.647, "X3": 0.64015, "Y3": 0.6638, "X4": 0.41414, "Y4": 0.6648, "page": 0}, {"Word": "PACKS", "Confidence": 0.963, "X1": 0.70833, "Y1": 0.6492, "X2": 0.7702, "Y2": 0.649, "X3": 0.7702, "Y3": 0.6618, "X4": 0.70833, "Y4": 0.6608, "page": 0}, {"Word": "ALL OTHER \"F !!", "Confidence": 0.64775, "X1": 0.41035, "Y1": 0.6632, "X2": 0.56944, "Y2": 0.663, "X3": 0.56944, "Y3": 0.6778, "X4": 0.41162, "Y4": 0.6808, "page": 0}, {"Word": "PACKS", "Confidence": 0.997, "X1": 0.70707, "Y1": 0.6642, "X2": 0.7702, "Y2": 0.664, "X3": 0.7702, "Y3": 0.6778, "X4": 0.70581, "Y4": 0.6768, "page": 0}, {"Word": "2045203545", "Confidence": 0.992, "X1": 0.9154, "Y1": 0.9262, "X2": 0.91919, "Y2": 0.926, "X3": 0.89646, "Y3": 0.9268, "X4": 0.89268, "Y4": 0.8258, "page": 0}], "words_data": [{"Word": "CHECKOUT", "Confidence": 0.995, "X1": 0.14773, "Y1": 0.0122, "X2": 0.45328, "Y2": 0.012, "X3": 0.45202, "Y3": 0.0788, "X4": 0.15025, "Y4": 0.0798, "page": 0, "Index": 0}, {"Word": "COUPONI", "Confidence": 0.929, "X1": 0.4697, "Y1": 0.0132, "X2": 0.7399, "Y2": 0.013, "X3": 0.73485, "Y3": 0.0798, "X4": 0.46843, "Y4": 0.0788, "page": 0, "Index": 1}, {"Word": "A", "Confidence": 0.994, "X1": 0.52904, "Y1": 0.0842, "X2": 0.53662, "Y2": 0.084, "X3": 0.53662, "Y3": 0.0958, "X4": 0.52904, "Y4": 0.0958, "page": 0, "Index": 2}, {"Word": "Service", "Confidence": 0.995, "X1": 0.5404, "Y1": 0.0842, "X2": 0.5846, "Y2": 0.084, "X3": 0.58333, "Y3": 0.0958, "X4": 0.53914, "Y4": 0.0958, "page": 0, "Index": 3}, {"Word": "ot", "Confidence": 0.881, "X1": 0.58712, "Y1": 0.0842, "X2": 0.59975, "Y2": 0.084, "X3": 0.59975, "Y3": 0.0958, "X4": 0.58712, "Y4": 0.0958, "page": 0, "Index": 4}, {"Word": "Catalina", "Confidence": 0.958, "X1": 0.60227, "Y1": 0.0842, "X2": 0.65152, "Y2": 0.084, "X3": 0.65152, "Y3": 0.0958, "X4": 0.60227, "Y4": 0.0958, "page": 0, "Index": 5}, {"Word": "Marketing", "Confidence": 0.991, "X1": 0.65404, "Y1": 0.0842, "X2": 0.71338, "Y2": 0.084, "X3": 0.71338, "Y3": 0.0958, "X4": 0.65404, "Y4": 0.0958, "page": 0, "Index": 6}, {"Word": "Corporation", "Confidence": 0.872, "X1": 0.71591, "Y1": 0.0842, "X2": 0.78788, "Y2": 0.084, "X3": 0.78788, "Y3": 0.0958, "X4": 0.71591, "Y4": 0.0958, "page": 0, "Index": 7}, {"Word": "DATE:", "Confidence": 0.93, "X1": 0.69444, "Y1": 0.1502, "X2": 0.75126, "Y2": 0.15, "X3": 0.75126, "Y3": 0.1638, "X4": 0.69444, "Y4": 0.1638, "page": 0, "Index": 8}, {"Word": "12/08/94", "Confidence": 0.994, "X1": 0.75505, "Y1": 0.1502, "X2": 0.84722, "Y2": 0.15, "X3": 0.84722, "Y3": 0.1638, "X4": 0.75505, "Y4": 0.1638, "page": 0, "Index": 9}, {"Word": "MASTER", "Confidence": 0.997, "X1": 0.62374, "Y1": 0.1652, "X2": 0.69318, "Y2": 0.165, "X3": 0.69318, "Y3": 0.1808, "X4": 0.62247, "Y4": 0.1798, "page": 0, "Index": 10}, {"Word": "CLU:", "Confidence": 0.983, "X1": 0.70455, "Y1": 0.1652, "X2": 0.75505, "Y2": 0.165, "X3": 0.75379, "Y3": 0.1808, "X4": 0.70455, "Y4": 0.1808, "page": 0, "Index": 11}, {"Word": "117925", "Confidence": 0.994, "X1": 0.77652, "Y1": 0.1652, "X2": 0.84848, "Y2": 0.165, "X3": 0.84848, "Y3": 0.1808, "X4": 0.77652, "Y4": 0.1808, "page": 0, "Index": 12}, {"Word": "MERIT,", "Confidence": 0.981, "X1": 0.27904, "Y1": 0.2152, "X2": 0.35227, "Y2": 0.215, "X3": 0.35227, "Y3": 0.2278, "X4": 0.27904, "Y4": 0.2288, "page": 0, "Index": 13}, {"Word": "DESCRIPTION", "Confidence": 0.956, "X1": 0.10227, "Y1": 0.2142, "X2": 0.23232, "Y2": 0.214, "X3": 0.23232, "Y3": 0.2288, "X4": 0.10227, "Y4": 0.2298, "page": 0, "Index": 14}, {"Word": ":", "Confidence": 0.998, "X1": 0.24874, "Y1": 0.2142, "X2": 0.25884, "Y2": 0.214, "X3": 0.25884, "Y3": 0.2288, "X4": 0.24874, "Y4": 0.2288, "page": 0, "Index": 15}, {"Word": "BENSON&HEDGES100", "Confidence": 0.663, "X1": 0.28283, "Y1": 0.2292, "X2": 0.4697, "Y2": 0.229, "X3": 0.46843, "Y3": 0.2438, "X4": 0.28283, "Y4": 0.2428, "page": 0, "Index": 16}, {"Word": "VALUE", "Confidence": 0.994, "X1": 0.1048, "Y1": 0.2602, "X2": 0.16288, "Y2": 0.26, "X3": 0.16162, "Y3": 0.2758, "X4": 0.10354, "Y4": 0.2758, "page": 0, "Index": 17}, {"Word": "..", "Confidence": 0.882, "X1": 0.25631, "Y1": 0.2732, "X2": 0.25631, "Y2": 0.273, "X3": 0.24874, "Y3": 0.2728, "X4": 0.24874, "Y4": 0.2638, "page": 0, "Index": 18}, {"Word": "$", "Confidence": 0.995, "X1": 0.2803, "Y1": 0.2602, "X2": 0.29167, "Y2": 0.26, "X3": 0.29293, "Y3": 0.2758, "X4": 0.28157, "Y4": 0.2758, "page": 0, "Index": 19}, {"Word": "3.00", "Confidence": 0.988, "X1": 0.31692, "Y1": 0.2612, "X2": 0.36364, "Y2": 0.261, "X3": 0.36237, "Y3": 0.2748, "X4": 0.31692, "Y4": 0.2758, "page": 0, "Index": 20}, {"Word": "CYCLE", "Confidence": 0.994, "X1": 0.1048, "Y1": 0.2922, "X2": 0.16288, "Y2": 0.292, "X3": 0.16162, "Y3": 0.3068, "X4": 0.10354, "Y4": 0.3078, "page": 0, "Index": 21}, {"Word": ":", "Confidence": 0.912, "X1": 0.24747, "Y1": 0.2952, "X2": 0.25758, "Y2": 0.295, "X3": 0.25758, "Y3": 0.3078, "X4": 0.24874, "Y4": 0.3078, "page": 0, "Index": 22}, {"Word": "95-01", "Confidence": 0.994, "X1": 0.28283, "Y1": 0.2922, "X2": 0.34091, "Y2": 0.292, "X3": 0.33965, "Y3": 0.3068, "X4": 0.28283, "Y4": 0.3068, "page": 0, "Index": 23}, {"Word": "START", "Confidence": 0.995, "X1": 0.1048, "Y1": 0.3222, "X2": 0.16414, "Y2": 0.322, "X3": 0.16288, "Y3": 0.3368, "X4": 0.10354, "Y4": 0.3378, "page": 0, "Index": 24}, {"Word": ":", "Confidence": 0.991, "X1": 0.25, "Y1": 0.3262, "X2": 0.25758, "Y2": 0.326, "X3": 0.25758, "Y3": 0.3368, "X4": 0.25, "Y4": 0.3368, "page": 0, "Index": 25}, {"Word": "12/26/94", "Confidence": 0.994, "X1": 0.28157, "Y1": 0.3232, "X2": 0.375, "Y2": 0.323, "X3": 0.375, "Y3": 0.3368, "X4": 0.28157, "Y4": 0.3368, "page": 0, "Index": 26}, {"Word": "STOP", "Confidence": 0.988, "X1": 0.51894, "Y1": 0.3212, "X2": 0.56439, "Y2": 0.321, "X3": 0.56439, "Y3": 0.3358, "X4": 0.51894, "Y4": 0.3358, "page": 0, "Index": 27}, {"Word": ":", "Confidence": 0.998, "X1": 0.60227, "Y1": 0.3222, "X2": 0.61364, "Y2": 0.322, "X3": 0.61364, "Y3": 0.3378, "X4": 0.60101, "Y4": 0.3378, "page": 0, "Index": 28}, {"Word": "01/22/95", "Confidence": 0.991, "X1": 0.63636, "Y1": 0.3222, "X2": 0.7298, "Y2": 0.322, "X3": 0.7298, "Y3": 0.3378, "X4": 0.6351, "Y4": 0.3378, "page": 0, "Index": 29}, {"Word": ":", "Confidence": 0.992, "X1": 0.25126, "Y1": 0.3582, "X2": 0.25758, "Y2": 0.358, "X3": 0.25758, "Y3": 0.3678, "X4": 0.25, "Y4": 0.3668, "page": 0, "Index": 30}, {"Word": "ROLLING", "Confidence": 0.996, "X1": 0.39899, "Y1": 0.3542, "X2": 0.48359, "Y2": 0.354, "X3": 0.48359, "Y3": 0.3678, "X4": 0.39899, "Y4": 0.3678, "page": 0, "Index": 31}, {"Word": "WEEKS", "Confidence": 0.997, "X1": 0.49369, "Y1": 0.3532, "X2": 0.55303, "Y2": 0.353, "X3": 0.55177, "Y3": 0.3678, "X4": 0.49369, "Y4": 0.3678, "page": 0, "Index": 32}, {"Word": "EXPIRE", "Confidence": 0.994, "X1": 0.1048, "Y1": 0.3542, "X2": 0.17424, "Y2": 0.354, "X3": 0.17424, "Y3": 0.3698, "X4": 0.10354, "Y4": 0.3698, "page": 0, "Index": 33}, {"Word": "DISTRIBUTION", "Confidence": 0.963, "X1": 0.10227, "Y1": 0.3862, "X2": 0.24369, "Y2": 0.386, "X3": 0.24369, "Y3": 0.3998, "X4": 0.10227, "Y4": 0.4008, "page": 0, "Index": 34}, {"Word": "ESTIMATE", "Confidence": 0.995, "X1": 0.10606, "Y1": 0.4022, "X2": 0.19697, "Y2": 0.402, "X3": 0.19571, "Y3": 0.4148, "X4": 0.10606, "Y4": 0.4148, "page": 0, "Index": 35}, {"Word": ":", "Confidence": 0.991, "X1": 0.25126, "Y1": 0.4052, "X2": 0.25758, "Y2": 0.405, "X3": 0.25758, "Y3": 0.4148, "X4": 0.25126, "Y4": 0.4148, "page": 0, "Index": 36}, {"Word": "300,000", "Confidence": 0.991, "X1": 0.30682, "Y1": 0.4022, "X2": 0.38763, "Y2": 0.402, "X3": 0.38763, "Y3": 0.4148, "X4": 0.30682, "Y4": 0.4148, "page": 0, "Index": 37}, {"Word": "DEAL", "Confidence": 0.805, "X1": 0.51894, "Y1": 0.4002, "X2": 0.56439, "Y2": 0.4, "X3": 0.56439, "Y3": 0.4148, "X4": 0.51768, "Y4": 0.4148, "page": 0, "Index": 38}, {"Word": "#", "Confidence": 0.963, "X1": 0.57576, "Y1": 0.4002, "X2": 0.58712, "Y2": 0.4, "X3": 0.58586, "Y3": 0.4148, "X4": 0.57576, "Y4": 0.4148, "page": 0, "Index": 39}, {"Word": ":", "Confidence": 0.802, "X1": 0.60227, "Y1": 0.4002, "X2": 0.6149, "Y2": 0.4, "X3": 0.61364, "Y3": 0.4148, "X4": 0.60101, "Y4": 0.4148, "page": 0, "Index": 40}, {"Word": "28200-04350", "Confidence": 0.764, "X1": 0.63763, "Y1": 0.3992, "X2": 0.76515, "Y2": 0.399, "X3": 0.76515, "Y3": 0.4138, "X4": 0.63636, "Y4": 0.4148, "page": 0, "Index": 41}, {"Word": "MARKET(S)", "Confidence": 0.938, "X1": 0.10354, "Y1": 0.4332, "X2": 0.2096, "Y2": 0.433, "X3": 0.2096, "Y3": 0.4458, "X4": 0.10354, "Y4": 0.4458, "page": 0, "Index": 42}, {"Word": "..", "Confidence": 0.932, "X1": 0.25631, "Y1": 0.4442, "X2": 0.25631, "Y2": 0.444, "X3": 0.25, "Y3": 0.4438, "X4": 0.25, "Y4": 0.4368, "page": 0, "Index": 43}, {"Word": "SO.", "Confidence": 0.667, "X1": 0.28283, "Y1": 0.4332, "X2": 0.31692, "Y2": 0.433, "X3": 0.31692, "Y3": 0.4458, "X4": 0.28283, "Y4": 0.4458, "page": 0, "Index": 44}, {"Word": "CAL", "Confidence": 0.998, "X1": 0.32828, "Y1": 0.4332, "X2": 0.36237, "Y2": 0.433, "X3": 0.36237, "Y3": 0.4458, "X4": 0.32955, "Y4": 0.4458, "page": 0, "Index": 45}, {"Word": "DALLAS/FTW", "Confidence": 0.991, "X1": 0.42424, "Y1": 0.4322, "X2": 0.5404, "Y2": 0.432, "X3": 0.5404, "Y3": 0.4458, "X4": 0.42424, "Y4": 0.4458, "page": 0, "Index": 46}, {"Word": "COLORACC", "Confidence": 0.826, "X1": 0.56566, "Y1": 0.4322, "X2": 0.65783, "Y2": 0.432, "X3": 0.65783, "Y3": 0.4458, "X4": 0.56566, "Y4": 0.4448, "page": 0, "Index": 47}, {"Word": "HOUSTON", "Confidence": 0.901, "X1": 0.70707, "Y1": 0.4312, "X2": 0.78914, "Y2": 0.431, "X3": 0.78914, "Y3": 0.4448, "X4": 0.70581, "Y4": 0.4448, "page": 0, "Index": 48}, {"Word": "NO.", "Confidence": 0.957, "X1": 0.28409, "Y1": 0.4482, "X2": 0.31692, "Y2": 0.448, "X3": 0.31818, "Y3": 0.4618, "X4": 0.28409, "Y4": 0.4618, "page": 0, "Index": 49}, {"Word": "CAL", "Confidence": 0.998, "X1": 0.32828, "Y1": 0.4482, "X2": 0.36364, "Y2": 0.448, "X3": 0.3649, "Y3": 0.4618, "X4": 0.32955, "Y4": 0.4618, "page": 0, "Index": 50}, {"Word": "WASHINGTON", "Confidence": 0.994, "X1": 0.42298, "Y1": 0.4472, "X2": 0.54167, "Y2": 0.447, "X3": 0.54167, "Y3": 0.4618, "X4": 0.42172, "Y4": 0.4628, "page": 0, "Index": 51}, {"Word": "ARIZONA", "Confidence": 0.991, "X1": 0.56566, "Y1": 0.4482, "X2": 0.64773, "Y2": 0.448, "X3": 0.64773, "Y3": 0.4618, "X4": 0.56566, "Y4": 0.4618, "page": 0, "Index": 52}, {"Word": "FLORICA", "Confidence": 0.994, "X1": 0.70833, "Y1": 0.4472, "X2": 0.78914, "Y2": 0.447, "X3": 0.78914, "Y3": 0.4628, "X4": 0.70833, "Y4": 0.4608, "page": 0, "Index": 53}, {"Word": "OREGON", "Confidence": 0.815, "X1": 0.28283, "Y1": 0.4642, "X2": 0.34975, "Y2": 0.464, "X3": 0.34975, "Y3": 0.4778, "X4": 0.28283, "Y4": 0.4778, "page": 0, "Index": 54}, {"Word": "HAWAII", "Confidence": 0.66, "X1": 0.42424, "Y1": 0.4642, "X2": 0.49495, "Y2": 0.464, "X3": 0.49495, "Y3": 0.4778, "X4": 0.42298, "Y4": 0.4778, "page": 0, "Index": 55}, {"Word": "ALASKA", "Confidence": 0.997, "X1": 0.56566, "Y1": 0.4642, "X2": 0.6351, "Y2": 0.464, "X3": 0.6351, "Y3": 0.4768, "X4": 0.56566, "Y4": 0.4778, "page": 0, "Index": 56}, {"Word": "MONTANA", "Confidence": 0.994, "X1": 0.70707, "Y1": 0.4632, "X2": 0.78914, "Y2": 0.463, "X3": 0.78914, "Y3": 0.4768, "X4": 0.70707, "Y4": 0.4768, "page": 0, "Index": 57}, {"Word": "TRIGGER", "Confidence": 0.604, "X1": 0.1048, "Y1": 0.5102, "X2": 0.18561, "Y2": 0.51, "X3": 0.18561, "Y3": 0.5248, "X4": 0.1048, "Y4": 0.5258, "page": 0, "Index": 58}, {"Word": ":", "Confidence": 0.991, "X1": 0.24874, "Y1": 0.5122, "X2": 0.25758, "Y2": 0.512, "X3": 0.25758, "Y3": 0.5228, "X4": 0.25, "Y4": 0.5238, "page": 0, "Index": 59}, {"Word": "CLASS", "Confidence": 0.998, "X1": 0.2803, "Y1": 0.5112, "X2": 0.33965, "Y2": 0.511, "X3": 0.33965, "Y3": 0.5248, "X4": 0.2803, "Y4": 0.5248, "page": 0, "Index": 60}, {"Word": "DESCRIPTION", "Confidence": 0.991, "X1": 0.41414, "Y1": 0.5092, "X2": 0.54167, "Y2": 0.509, "X3": 0.5404, "Y3": 0.5228, "X4": 0.41288, "Y4": 0.5248, "page": 0, "Index": 61}, {"Word": "1", "Confidence": 0.908, "X1": 0.30808, "Y1": 0.5432, "X2": 0.31566, "Y2": 0.543, "X3": 0.31692, "Y3": 0.5538, "X4": 0.30934, "Y4": 0.5548, "page": 0, "Index": 62}, {"Word": "CHESTERFIELD", "Confidence": 0.991, "X1": 0.41288, "Y1": 0.5402, "X2": 0.55177, "Y2": 0.54, "X3": 0.55177, "Y3": 0.5558, "X4": 0.41288, "Y4": 0.5558, "page": 0, "Index": 63}, {"Word": "LIGHTS", "Confidence": 0.991, "X1": 0.56566, "Y1": 0.5402, "X2": 0.63636, "Y2": 0.54, "X3": 0.63636, "Y3": 0.5558, "X4": 0.56566, "Y4": 0.5558, "page": 0, "Index": 64}, {"Word": "PACKS", "Confidence": 0.998, "X1": 0.70707, "Y1": 0.5412, "X2": 0.76515, "Y2": 0.541, "X3": 0.76515, "Y3": 0.5548, "X4": 0.70707, "Y4": 0.5548, "page": 0, "Index": 65}, {"Word": "2", "Confidence": 0.992, "X1": 0.30682, "Y1": 0.5592, "X2": 0.31566, "Y2": 0.559, "X3": 0.31566, "Y3": 0.5708, "X4": 0.30682, "Y4": 0.5708, "page": 0, "Index": 66}, {"Word": "CAMEL", "Confidence": 0.994, "X1": 0.41288, "Y1": 0.5582, "X2": 0.46843, "Y2": 0.558, "X3": 0.46843, "Y3": 0.5688, "X4": 0.41288, "Y4": 0.5698, "page": 0, "Index": 67}, {"Word": "PACKS", "Confidence": 0.994, "X1": 0.70833, "Y1": 0.5572, "X2": 0.76389, "Y2": 0.557, "X3": 0.76389, "Y3": 0.5688, "X4": 0.70833, "Y4": 0.5688, "page": 0, "Index": 68}, {"Word": "3", "Confidence": 0.995, "X1": 0.30808, "Y1": 0.5712, "X2": 0.31818, "Y2": 0.571, "X3": 0.31818, "Y3": 0.5848, "X4": 0.30808, "Y4": 0.5848, "page": 0, "Index": 69}, {"Word": "WINSTON", "Confidence": 0.642, "X1": 0.41288, "Y1": 0.5712, "X2": 0.49242, "Y2": 0.571, "X3": 0.49242, "Y3": 0.5848, "X4": 0.41288, "Y4": 0.5858, "page": 0, "Index": 70}, {"Word": "PACKS", "Confidence": 0.994, "X1": 0.70833, "Y1": 0.5722, "X2": 0.76389, "Y2": 0.572, "X3": 0.76389, "Y3": 0.5848, "X4": 0.70833, "Y4": 0.5838, "page": 0, "Index": 71}, {"Word": "4", "Confidence": 0.885, "X1": 0.31187, "Y1": 0.5882, "X2": 0.32071, "Y2": 0.588, "X3": 0.32071, "Y3": 0.5998, "X4": 0.31187, "Y4": 0.5998, "page": 0, "Index": 72}, {"Word": "DORAL", "Confidence": 0.995, "X1": 0.41162, "Y1": 0.5872, "X2": 0.46843, "Y2": 0.587, "X3": 0.4697, "Y3": 0.5998, "X4": 0.41288, "Y4": 0.6008, "page": 0, "Index": 73}, {"Word": "PACKS", "Confidence": 0.998, "X1": 0.7096, "Y1": 0.5872, "X2": 0.76389, "Y2": 0.587, "X3": 0.76389, "Y3": 0.5998, "X4": 0.7096, "Y4": 0.5988, "page": 0, "Index": 74}, {"Word": "5", "Confidence": 0.995, "X1": 0.30556, "Y1": 0.6032, "X2": 0.31566, "Y2": 0.603, "X3": 0.31692, "Y3": 0.6158, "X4": 0.30682, "Y4": 0.6168, "page": 0, "Index": 75}, {"Word": "PALL", "Confidence": 0.991, "X1": 0.41288, "Y1": 0.6032, "X2": 0.45707, "Y2": 0.603, "X3": 0.45833, "Y3": 0.6168, "X4": 0.41288, "Y4": 0.6168, "page": 0, "Index": 76}, {"Word": "MALL", "Confidence": 0.99, "X1": 0.4697, "Y1": 0.6022, "X2": 0.51641, "Y2": 0.602, "X3": 0.51768, "Y3": 0.6158, "X4": 0.4697, "Y4": 0.6168, "page": 0, "Index": 77}, {"Word": "PACKS", "Confidence": 0.995, "X1": 0.70833, "Y1": 0.6032, "X2": 0.76389, "Y2": 0.603, "X3": 0.76389, "Y3": 0.6168, "X4": 0.70833, "Y4": 0.6148, "page": 0, "Index": 78}, {"Word": "6", "Confidence": 0.958, "X1": 0.30682, "Y1": 0.6202, "X2": 0.31692, "Y2": 0.62, "X3": 0.31692, "Y3": 0.6328, "X4": 0.30682, "Y4": 0.6328, "page": 0, "Index": 79}, {"Word": "VICEROY", "Confidence": 0.606, "X1": 0.41288, "Y1": 0.6172, "X2": 0.49369, "Y2": 0.617, "X3": 0.49369, "Y3": 0.6318, "X4": 0.41414, "Y4": 0.6318, "page": 0, "Index": 80}, {"Word": "PACKS", "Confidence": 0.998, "X1": 0.7096, "Y1": 0.6192, "X2": 0.76515, "Y2": 0.619, "X3": 0.76515, "Y3": 0.6328, "X4": 0.70833, "Y4": 0.6308, "page": 0, "Index": 81}, {"Word": "7", "Confidence": 0.995, "X1": 0.30808, "Y1": 0.6352, "X2": 0.31692, "Y2": 0.635, "X3": 0.31818, "Y3": 0.6478, "X4": 0.30808, "Y4": 0.6478, "page": 0, "Index": 82}, {"Word": "PYRAMID", "Confidence": 0.981, "X1": 0.4154, "Y1": 0.6342, "X2": 0.49242, "Y2": 0.634, "X3": 0.49242, "Y3": 0.6468, "X4": 0.4154, "Y4": 0.6468, "page": 0, "Index": 83}, {"Word": "PACKS", "Confidence": 0.887, "X1": 0.71086, "Y1": 0.6342, "X2": 0.76515, "Y2": 0.634, "X3": 0.76389, "Y3": 0.6468, "X4": 0.7096, "Y4": 0.6458, "page": 0, "Index": 84}, {"Word": "8", "Confidence": 0.991, "X1": 0.30682, "Y1": 0.6512, "X2": 0.31566, "Y2": 0.651, "X3": 0.31566, "Y3": 0.6618, "X4": 0.30808, "Y4": 0.6628, "page": 0, "Index": 85}, {"Word": "LUCKY", "Confidence": 0.997, "X1": 0.4154, "Y1": 0.6492, "X2": 0.47096, "Y2": 0.649, "X3": 0.47096, "Y3": 0.6628, "X4": 0.41414, "Y4": 0.6638, "page": 0, "Index": 86}, {"Word": "STRIKE", "Confidence": 0.997, "X1": 0.48359, "Y1": 0.6482, "X2": 0.55303, "Y2": 0.648, "X3": 0.55429, "Y3": 0.6638, "X4": 0.48232, "Y4": 0.6628, "page": 0, "Index": 87}, {"Word": "LIGHTS", "Confidence": 0.944, "X1": 0.56566, "Y1": 0.6482, "X2": 0.63636, "Y2": 0.648, "X3": 0.63636, "Y3": 0.6648, "X4": 0.56566, "Y4": 0.6638, "page": 0, "Index": 88}, {"Word": "PACKS", "Confidence": 0.963, "X1": 0.7096, "Y1": 0.6492, "X2": 0.76515, "Y2": 0.649, "X3": 0.76389, "Y3": 0.6628, "X4": 0.7096, "Y4": 0.6618, "page": 0, "Index": 89}, {"Word": "\"F", "Confidence": 0.612, "X1": 0.53283, "Y1": 0.6642, "X2": 0.55177, "Y2": 0.664, "X3": 0.55051, "Y3": 0.6778, "X4": 0.53157, "Y4": 0.6788, "page": 0, "Index": 90}, {"Word": "!!", "Confidence": 0.022, "X1": 0.55429, "Y1": 0.6642, "X2": 0.56944, "Y2": 0.664, "X3": 0.56944, "Y3": 0.6768, "X4": 0.55429, "Y4": 0.6768, "page": 0, "Index": 91}, {"Word": "ALL", "Confidence": 0.966, "X1": 0.41288, "Y1": 0.6652, "X2": 0.44571, "Y2": 0.665, "X3": 0.44571, "Y3": 0.6808, "X4": 0.41288, "Y4": 0.6808, "page": 0, "Index": 92}, {"Word": "OTHER", "Confidence": 0.991, "X1": 0.4596, "Y1": 0.6642, "X2": 0.51768, "Y2": 0.664, "X3": 0.51768, "Y3": 0.6788, "X4": 0.4596, "Y4": 0.6808, "page": 0, "Index": 93}, {"Word": "PACKS", "Confidence": 0.997, "X1": 0.7096, "Y1": 0.6642, "X2": 0.76894, "Y2": 0.664, "X3": 0.76768, "Y3": 0.6788, "X4": 0.7096, "Y4": 0.6778, "page": 0, "Index": 94}, {"Word": "2045203545", "Confidence": 0.992, "X1": 0.9154, "Y1": 0.9232, "X2": 0.91919, "Y2": 0.923, "X3": 0.89773, "Y3": 0.9238, "X4": 0.89394, "Y4": 0.8278, "page": 0, "Index": 95}]}	"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"
ffpg0190	0	{"lines_data": [{"Word": "RyReynolds", "Confidence": 0.193, "X1": 0.05491, "Y1": 0.0252, "X2": 0.39595, "Y2": 0.025, "X3": 0.39451, "Y3": 0.0928, "X4": 0.05491, "Y4": 0.0868, "page": 0}, {"Word": "Tobacco Company", "Confidence": 0.9925, "X1": 0.26301, "Y1": 0.0802, "X2": 0.40607, "Y2": 0.08, "X3": 0.40607, "Y3": 0.0938, "X4": 0.26301, "Y4": 0.0918, "page": 0}, {"Word": "topull labels", "Confidence": 0.4295, "X1": 0.57225, "Y1": 0.0972, "X2": 0.7341, "Y2": 0.097, "X3": 0.80491, "Y3": 0.1278, "X4": 0.63006, "Y4": 0.2618, "page": 0}, {"Word": "Dams", "Confidence": 0.62, "X1": 0.53902, "Y1": 0.1282, "X2": 0.62139, "Y2": 0.128, "X3": 0.66329, "Y3": 0.1498, "X4": 0.57948, "Y4": 0.2268, "page": 0}, {"Word": "DRAFT", "Confidence": 0.946, "X1": 0.29046, "Y1": 0.1302, "X2": 0.39595, "Y2": 0.13, "X3": 0.40896, "Y3": 0.1628, "X4": 0.30347, "Y4": 0.1868, "page": 0}, {"Word": "J-36-02", "Confidence": 0.996, "X1": 0.04913, "Y1": 0.2132, "X2": 0.1185, "Y2": 0.213, "X3": 0.1185, "Y3": 0.2288, "X4": 0.04913, "Y4": 0.2298, "page": 0}, {"Word": "June 20, 2002", "Confidence": 0.99067, "X1": 0.05058, "Y1": 0.2442, "X2": 0.16618, "Y2": 0.244, "X3": 0.16763, "Y3": 0.2598, "X4": 0.05058, "Y4": 0.2608, "page": 0}, {"Word": "To Our Customers:", "Confidence": 0.99633, "X1": 0.05058, "Y1": 0.2752, "X2": 0.20665, "Y2": 0.275, "X3": 0.20665, "Y3": 0.2898, "X4": 0.05058, "Y4": 0.2888, "page": 0}, {"Word": "SUBJECT: Revised Unsaleables Management Guidelines", "Confidence": 0.9704, "X1": 0.04913, "Y1": 0.3052, "X2": 0.51301, "Y2": 0.305, "X3": 0.51301, "Y3": 0.3218, "X4": 0.04913, "Y4": 0.3208, "page": 0}, {"Word": "The RJRT Unsaleables Management Guidelines are being updated to reflect our current policies and", "Confidence": 0.98336, "X1": 0.05202, "Y1": 0.3372, "X2": 0.8396, "Y2": 0.337, "X3": 0.8396, "Y3": 0.3518, "X4": 0.05202, "Y4": 0.3508, "page": 0}, {"Word": "procedures. We will mail you a copy of the new guidelines in the near future. Upon receipt of the guidelines,", "Confidence": 0.9876, "X1": 0.05202, "Y1": 0.3522, "X2": 0.89884, "Y2": 0.352, "X3": 0.89884, "Y3": 0.3668, "X4": 0.05202, "Y4": 0.3668, "page": 0}, {"Word": "please destroy all old copies.", "Confidence": 0.9816, "X1": 0.05347, "Y1": 0.3672, "X2": 0.2789, "Y2": 0.367, "X3": 0.2789, "Y3": 0.3818, "X4": 0.05347, "Y4": 0.3818, "page": 0}, {"Word": "The updates will primarily reflect minor operating changes as well as a change in the shelf life of our", "Confidence": 0.96742, "X1": 0.05202, "Y1": 0.3972, "X2": 0.83237, "Y2": 0.397, "X3": 0.83237, "Y3": 0.4128, "X4": 0.05202, "Y4": 0.4128, "page": 0}, {"Word": "products. The new shelf life effective July 1, 2002 is as follows:", "Confidence": 0.97958, "X1": 0.05202, "Y1": 0.4122, "X2": 0.5578, "Y2": 0.412, "X3": 0.5578, "Y3": 0.4278, "X4": 0.05202, "Y4": 0.4288, "page": 0}, {"Word": "Old Life", "Confidence": 0.959, "X1": 0.45665, "Y1": 0.4422, "X2": 0.52457, "Y2": 0.442, "X3": 0.52312, "Y3": 0.4568, "X4": 0.45665, "Y4": 0.4568, "page": 0}, {"Word": "New Life", "Confidence": 0.972, "X1": 0.70809, "Y1": 0.4432, "X2": 0.78613, "Y2": 0.443, "X3": 0.78613, "Y3": 0.4568, "X4": 0.70809, "Y4": 0.4568, "page": 0}, {"Word": "Wholesale", "Confidence": 0.995, "X1": 0.36994, "Y1": 0.4592, "X2": 0.46243, "Y2": 0.459, "X3": 0.46243, "Y3": 0.4738, "X4": 0.36994, "Y4": 0.4728, "page": 0}, {"Word": "Retail", "Confidence": 0.944, "X1": 0.51156, "Y1": 0.4592, "X2": 0.56936, "Y2": 0.459, "X3": 0.56936, "Y3": 0.4738, "X4": 0.51156, "Y4": 0.4728, "page": 0}, {"Word": "Wholesale", "Confidence": 0.995, "X1": 0.64595, "Y1": 0.4602, "X2": 0.73699, "Y2": 0.46, "X3": 0.73699, "Y3": 0.4738, "X4": 0.64595, "Y4": 0.4728, "page": 0}, {"Word": "Retail", "Confidence": 0.995, "X1": 0.7789, "Y1": 0.4582, "X2": 0.83382, "Y2": 0.458, "X3": 0.83382, "Y3": 0.4738, "X4": 0.7789, "Y4": 0.4728, "page": 0}, {"Word": "12 Months", "Confidence": 0.997, "X1": 0.51156, "Y1": 0.4742, "X2": 0.59827, "Y2": 0.474, "X3": 0.59827, "Y3": 0.4878, "X4": 0.51156, "Y4": 0.4878, "page": 0}, {"Word": "CAMEL/SALEM/WINSTON", "Confidence": 0.886, "X1": 0.05058, "Y1": 0.4732, "X2": 0.27312, "Y2": 0.473, "X3": 0.27312, "Y3": 0.4888, "X4": 0.05058, "Y4": 0.4888, "page": 0}, {"Word": "10 Months", "Confidence": 0.9965, "X1": 0.36994, "Y1": 0.4742, "X2": 0.45809, "Y2": 0.474, "X3": 0.45665, "Y3": 0.4888, "X4": 0.36994, "Y4": 0.4878, "page": 0}, {"Word": "11 Months", "Confidence": 0.9955, "X1": 0.64595, "Y1": 0.4752, "X2": 0.7341, "Y2": 0.475, "X3": 0.7341, "Y3": 0.4888, "X4": 0.64595, "Y4": 0.4878, "page": 0}, {"Word": "13 Months", "Confidence": 0.997, "X1": 0.7789, "Y1": 0.4752, "X2": 0.86705, "Y2": 0.475, "X3": 0.86705, "Y3": 0.4888, "X4": 0.7789, "Y4": 0.4878, "page": 0}, {"Word": "DORAL", "Confidence": 0.996, "X1": 0.05491, "Y1": 0.5042, "X2": 0.1185, "Y2": 0.504, "X3": 0.1185, "Y3": 0.5188, "X4": 0.05491, "Y4": 0.5188, "page": 0}, {"Word": "12 Months", "Confidence": 0.9945, "X1": 0.37283, "Y1": 0.5062, "X2": 0.4552, "Y2": 0.506, "X3": 0.4552, "Y3": 0.5198, "X4": 0.37283, "Y4": 0.5188, "page": 0}, {"Word": "14 Months", "Confidence": 0.993, "X1": 0.51301, "Y1": 0.5062, "X2": 0.59682, "Y2": 0.506, "X3": 0.59682, "Y3": 0.5198, "X4": 0.51301, "Y4": 0.5178, "page": 0}, {"Word": "11 Months", "Confidence": 0.9965, "X1": 0.64595, "Y1": 0.5052, "X2": 0.7341, "Y2": 0.505, "X3": 0.73266, "Y3": 0.5198, "X4": 0.64595, "Y4": 0.5188, "page": 0}, {"Word": "13 Months", "Confidence": 0.996, "X1": 0.78179, "Y1": 0.5052, "X2": 0.86561, "Y2": 0.505, "X3": 0.86561, "Y3": 0.5188, "X4": 0.78179, "Y4": 0.5188, "page": 0}, {"Word": "VANTAGE/MORE/NOW/MOONLIGHT 10 Months", "Confidence": 0.978, "X1": 0.05347, "Y1": 0.5342, "X2": 0.45665, "Y2": 0.534, "X3": 0.45665, "Y3": 0.5508, "X4": 0.05347, "Y4": 0.5508, "page": 0}, {"Word": "12 Months", "Confidence": 0.9965, "X1": 0.51445, "Y1": 0.5362, "X2": 0.59682, "Y2": 0.536, "X3": 0.59682, "Y3": 0.5508, "X4": 0.51445, "Y4": 0.5498, "page": 0}, {"Word": "13 Months", "Confidence": 0.995, "X1": 0.64451, "Y1": 0.5362, "X2": 0.7341, "Y2": 0.536, "X3": 0.7341, "Y3": 0.5498, "X4": 0.64451, "Y4": 0.5498, "page": 0}, {"Word": "15 Months", "Confidence": 0.9975, "X1": 0.78324, "Y1": 0.5352, "X2": 0.86705, "Y2": 0.535, "X3": 0.86705, "Y3": 0.5498, "X4": 0.78324, "Y4": 0.5498, "page": 0}, {"Word": "MAGNA/STERLING/CENTURY", "Confidence": 0.957, "X1": 0.05347, "Y1": 0.5652, "X2": 0.30491, "Y2": 0.565, "X3": 0.30491, "Y3": 0.5818, "X4": 0.05347, "Y4": 0.5818, "page": 0}, {"Word": "12 Months", "Confidence": 0.997, "X1": 0.37428, "Y1": 0.5672, "X2": 0.45665, "Y2": 0.567, "X3": 0.45665, "Y3": 0.5808, "X4": 0.37428, "Y4": 0.5808, "page": 0}, {"Word": "14 Months", "Confidence": 0.9975, "X1": 0.51301, "Y1": 0.5672, "X2": 0.59682, "Y2": 0.567, "X3": 0.59682, "Y3": 0.5808, "X4": 0.51301, "Y4": 0.5808, "page": 0}, {"Word": "13 Months", "Confidence": 0.9965, "X1": 0.6474, "Y1": 0.5662, "X2": 0.73266, "Y2": 0.566, "X3": 0.73266, "Y3": 0.5808, "X4": 0.6474, "Y4": 0.5808, "page": 0}, {"Word": "15 Months", "Confidence": 0.997, "X1": 0.78324, "Y1": 0.5672, "X2": 0.86705, "Y2": 0.567, "X3": 0.86561, "Y3": 0.5818, "X4": 0.78324, "Y4": 0.5808, "page": 0}, {"Word": "ECLIPSE", "Confidence": 0.994, "X1": 0.05347, "Y1": 0.5962, "X2": 0.13295, "Y2": 0.596, "X3": 0.1315, "Y3": 0.6108, "X4": 0.05347, "Y4": 0.6098, "page": 0}, {"Word": "8 Months", "Confidence": 0.987, "X1": 0.37139, "Y1": 0.5982, "X2": 0.44509, "Y2": 0.598, "X3": 0.44509, "Y3": 0.6108, "X4": 0.36994, "Y4": 0.6088, "page": 0}, {"Word": "9 Months", "Confidence": 0.9505, "X1": 0.51156, "Y1": 0.5972, "X2": 0.58815, "Y2": 0.597, "X3": 0.58815, "Y3": 0.6108, "X4": 0.51156, "Y4": 0.6098, "page": 0}, {"Word": "No Change", "Confidence": 0.9965, "X1": 0.64595, "Y1": 0.5972, "X2": 0.73844, "Y2": 0.597, "X3": 0.73699, "Y3": 0.6118, "X4": 0.64595, "Y4": 0.6108, "page": 0}, {"Word": "No Change", "Confidence": 0.9945, "X1": 0.78468, "Y1": 0.5972, "X2": 0.87861, "Y2": 0.597, "X3": 0.87861, "Y3": 0.6118, "X4": 0.78468, "Y4": 0.6098, "page": 0}, {"Word": "FORSYTH/BEST VALUE/MONARCH 12 Months", "Confidence": 0.991, "X1": 0.05347, "Y1": 0.6262, "X2": 0.45665, "Y2": 0.626, "X3": 0.45665, "Y3": 0.6428, "X4": 0.05347, "Y4": 0.6428, "page": 0}, {"Word": "14 Months", "Confidence": 0.9975, "X1": 0.51301, "Y1": 0.6282, "X2": 0.59682, "Y2": 0.628, "X3": 0.59682, "Y3": 0.6418, "X4": 0.51301, "Y4": 0.6408, "page": 0}, {"Word": "22 Months", "Confidence": 0.996, "X1": 0.64595, "Y1": 0.6282, "X2": 0.73266, "Y2": 0.628, "X3": 0.73266, "Y3": 0.6418, "X4": 0.64595, "Y4": 0.6408, "page": 0}, {"Word": "24 Months", "Confidence": 0.9935, "X1": 0.7789, "Y1": 0.6282, "X2": 0.86705, "Y2": 0.628, "X3": 0.86705, "Y3": 0.6418, "X4": 0.7789, "Y4": 0.6408, "page": 0}, {"Word": "If you have any questions about these revisions, please contact your local RJRT Sales Representative or call", "Confidence": 0.96688, "X1": 0.05202, "Y1": 0.6732, "X2": 0.90318, "Y2": 0.673, "X3": 0.90318, "Y3": 0.6888, "X4": 0.05202, "Y4": 0.6888, "page": 0}, {"Word": "the RJRT Product Hotline at 1-800-992-3284, Option # 2.", "Confidence": 0.98533, "X1": 0.05491, "Y1": 0.6882, "X2": 0.50289, "Y2": 0.688, "X3": 0.50289, "Y3": 0.7038, "X4": 0.05491, "Y4": 0.7038, "page": 0}, {"Word": "R.J. REYNOLDS TOBACCO COMPANY", "Confidence": 0.9905, "X1": 0.05347, "Y1": 0.7642, "X2": 0.37861, "Y2": 0.764, "X3": 0.37861, "Y3": 0.7808, "X4": 0.05347, "Y4": 0.7818, "page": 0}, {"Word": "\"We work for smokers.\"", "Confidence": 0.95, "X1": 0.39162, "Y1": 0.9472, "X2": 0.57659, "Y2": 0.947, "X3": 0.57659, "Y3": 0.9618, "X4": 0.39162, "Y4": 0.9618, "page": 0}, {"Word": "52702 8380", "Confidence": 0.994, "X1": 0.98988, "Y1": 0.9592, "X2": 0.98844, "Y2": 0.959, "X3": 0.96387, "Y3": 0.9588, "X4": 0.96532, "Y4": 0.8588, "page": 0}], "words_data": [{"Word": "RyReynolds", "Confidence": 0.193, "X1": 0.05491, "Y1": 0.0252, "X2": 0.38584, "Y2": 0.025, "X3": 0.38873, "Y3": 0.0928, "X4": 0.0578, "Y4": 0.0858, "page": 0, "Index": 0}, {"Word": "Tobacco", "Confidence": 0.994, "X1": 0.26445, "Y1": 0.0792, "X2": 0.32803, "Y2": 0.079, "X3": 0.32659, "Y3": 0.0928, "X4": 0.26301, "Y4": 0.0928, "page": 0, "Index": 1}, {"Word": "Company", "Confidence": 0.991, "X1": 0.33092, "Y1": 0.0802, "X2": 0.40607, "Y2": 0.08, "X3": 0.40462, "Y3": 0.0938, "X4": 0.32948, "Y4": 0.0928, "page": 0, "Index": 2}, {"Word": "labels", "Confidence": 0.7, "X1": 0.64306, "Y1": 0.0972, "X2": 0.73988, "Y2": 0.097, "X3": 0.80202, "Y3": 0.1308, "X4": 0.70376, "Y4": 0.2038, "page": 0, "Index": 3}, {"Word": "Dams", "Confidence": 0.62, "X1": 0.54046, "Y1": 0.1292, "X2": 0.61994, "Y2": 0.129, "X3": 0.66329, "Y3": 0.1518, "X4": 0.58237, "Y4": 0.2258, "page": 0, "Index": 4}, {"Word": "DRAFT", "Confidence": 0.946, "X1": 0.29046, "Y1": 0.1312, "X2": 0.38873, "Y2": 0.131, "X3": 0.40462, "Y3": 0.1638, "X4": 0.30202, "Y4": 0.1868, "page": 0, "Index": 5}, {"Word": "topull", "Confidence": 0.159, "X1": 0.57225, "Y1": 0.1742, "X2": 0.6315, "Y2": 0.174, "X3": 0.69364, "Y3": 0.2128, "X4": 0.62861, "Y4": 0.2618, "page": 0, "Index": 6}, {"Word": "J-36-02", "Confidence": 0.996, "X1": 0.05202, "Y1": 0.2142, "X2": 0.11561, "Y2": 0.214, "X3": 0.11561, "Y3": 0.2298, "X4": 0.05058, "Y4": 0.2298, "page": 0, "Index": 7}, {"Word": "June", "Confidence": 0.991, "X1": 0.05202, "Y1": 0.2452, "X2": 0.0896, "Y2": 0.245, "X3": 0.0896, "Y3": 0.2608, "X4": 0.05058, "Y4": 0.2608, "page": 0, "Index": 8}, {"Word": "20,", "Confidence": 0.998, "X1": 0.09393, "Y1": 0.2452, "X2": 0.11994, "Y2": 0.245, "X3": 0.11994, "Y3": 0.2608, "X4": 0.09393, "Y4": 0.2608, "page": 0, "Index": 9}, {"Word": "2002", "Confidence": 0.983, "X1": 0.12428, "Y1": 0.2442, "X2": 0.16763, "Y2": 0.244, "X3": 0.16763, "Y3": 0.2608, "X4": 0.12428, "Y4": 0.2608, "page": 0, "Index": 10}, {"Word": "To", "Confidence": 0.997, "X1": 0.05347, "Y1": 0.2752, "X2": 0.07225, "Y2": 0.275, "X3": 0.07225, "Y3": 0.2898, "X4": 0.05347, "Y4": 0.2898, "page": 0, "Index": 11}, {"Word": "Our", "Confidence": 0.998, "X1": 0.07659, "Y1": 0.2762, "X2": 0.10694, "Y2": 0.276, "X3": 0.10694, "Y3": 0.2898, "X4": 0.07659, "Y4": 0.2898, "page": 0, "Index": 12}, {"Word": "Customers:", "Confidence": 0.994, "X1": 0.11127, "Y1": 0.2762, "X2": 0.20665, "Y2": 0.276, "X3": 0.20665, "Y3": 0.2898, "X4": 0.11127, "Y4": 0.2898, "page": 0, "Index": 13}, {"Word": "SUBJECT:", "Confidence": 0.946, "X1": 0.05202, "Y1": 0.3052, "X2": 0.14162, "Y2": 0.305, "X3": 0.14162, "Y3": 0.3208, "X4": 0.05202, "Y4": 0.3208, "page": 0, "Index": 14}, {"Word": "Revised", "Confidence": 0.955, "X1": 0.14595, "Y1": 0.3052, "X2": 0.21098, "Y2": 0.305, "X3": 0.21098, "Y3": 0.3208, "X4": 0.14595, "Y4": 0.3208, "page": 0, "Index": 15}, {"Word": "Unsaleables", "Confidence": 0.968, "X1": 0.21532, "Y1": 0.3052, "X2": 0.31358, "Y2": 0.305, "X3": 0.31358, "Y3": 0.3218, "X4": 0.21532, "Y4": 0.3218, "page": 0, "Index": 16}, {"Word": "Management", "Confidence": 0.991, "X1": 0.31792, "Y1": 0.3062, "X2": 0.42052, "Y2": 0.306, "X3": 0.42052, "Y3": 0.3218, "X4": 0.31792, "Y4": 0.3218, "page": 0, "Index": 17}, {"Word": "Guidelines", "Confidence": 0.992, "X1": 0.4263, "Y1": 0.3062, "X2": 0.51301, "Y2": 0.306, "X3": 0.51301, "Y3": 0.3228, "X4": 0.42486, "Y4": 0.3228, "page": 0, "Index": 18}, {"Word": "The", "Confidence": 0.996, "X1": 0.05491, "Y1": 0.3362, "X2": 0.08092, "Y2": 0.336, "X3": 0.08092, "Y3": 0.3508, "X4": 0.05347, "Y4": 0.3508, "page": 0, "Index": 19}, {"Word": "RJRT", "Confidence": 0.969, "X1": 0.08526, "Y1": 0.3362, "X2": 0.13295, "Y2": 0.336, "X3": 0.1315, "Y3": 0.3508, "X4": 0.08526, "Y4": 0.3508, "page": 0, "Index": 20}, {"Word": "Unsaleables", "Confidence": 0.991, "X1": 0.13728, "Y1": 0.3362, "X2": 0.23266, "Y2": 0.336, "X3": 0.23266, "Y3": 0.3518, "X4": 0.13584, "Y4": 0.3508, "page": 0, "Index": 21}, {"Word": "Management", "Confidence": 0.971, "X1": 0.23699, "Y1": 0.3362, "X2": 0.34249, "Y2": 0.336, "X3": 0.34104, "Y3": 0.3518, "X4": 0.23699, "Y4": 0.3518, "page": 0, "Index": 22}, {"Word": "Guidelines", "Confidence": 0.991, "X1": 0.34682, "Y1": 0.3362, "X2": 0.42919, "Y2": 0.336, "X3": 0.42919, "Y3": 0.3518, "X4": 0.34538, "Y4": 0.3518, "page": 0, "Index": 23}, {"Word": "are", "Confidence": 0.996, "X1": 0.43353, "Y1": 0.3372, "X2": 0.45809, "Y2": 0.337, "X3": 0.45809, "Y3": 0.3518, "X4": 0.43353, "Y4": 0.3518, "page": 0, "Index": 24}, {"Word": "being", "Confidence": 0.997, "X1": 0.46243, "Y1": 0.3372, "X2": 0.50723, "Y2": 0.337, "X3": 0.50578, "Y3": 0.3518, "X4": 0.46243, "Y4": 0.3518, "page": 0, "Index": 25}, {"Word": "updated", "Confidence": 0.955, "X1": 0.51156, "Y1": 0.3372, "X2": 0.57514, "Y2": 0.337, "X3": 0.57514, "Y3": 0.3518, "X4": 0.51012, "Y4": 0.3518, "page": 0, "Index": 26}, {"Word": "to", "Confidence": 0.998, "X1": 0.57948, "Y1": 0.3372, "X2": 0.59393, "Y2": 0.337, "X3": 0.59393, "Y3": 0.3518, "X4": 0.57948, "Y4": 0.3518, "page": 0, "Index": 27}, {"Word": "reflect", "Confidence": 0.952, "X1": 0.59827, "Y1": 0.3372, "X2": 0.6474, "Y2": 0.337, "X3": 0.6474, "Y3": 0.3528, "X4": 0.59827, "Y4": 0.3518, "page": 0, "Index": 28}, {"Word": "our", "Confidence": 0.993, "X1": 0.65173, "Y1": 0.3372, "X2": 0.6763, "Y2": 0.337, "X3": 0.6763, "Y3": 0.3528, "X4": 0.65173, "Y4": 0.3528, "page": 0, "Index": 29}, {"Word": "current", "Confidence": 0.976, "X1": 0.68208, "Y1": 0.3372, "X2": 0.73699, "Y2": 0.337, "X3": 0.73555, "Y3": 0.3528, "X4": 0.68064, "Y4": 0.3528, "page": 0, "Index": 30}, {"Word": "policies", "Confidence": 0.984, "X1": 0.74133, "Y1": 0.3372, "X2": 0.80058, "Y2": 0.337, "X3": 0.80058, "Y3": 0.3528, "X4": 0.73988, "Y4": 0.3528, "page": 0, "Index": 31}, {"Word": "and", "Confidence": 0.998, "X1": 0.80491, "Y1": 0.3382, "X2": 0.83815, "Y2": 0.338, "X3": 0.83815, "Y3": 0.3528, "X4": 0.80491, "Y4": 0.3528, "page": 0, "Index": 32}, {"Word": "procedures.", "Confidence": 0.991, "X1": 0.05202, "Y1": 0.3532, "X2": 0.14884, "Y2": 0.353, "X3": 0.14884, "Y3": 0.3668, "X4": 0.05202, "Y4": 0.3668, "page": 0, "Index": 33}, {"Word": "We", "Confidence": 0.998, "X1": 0.15318, "Y1": 0.3532, "X2": 0.18064, "Y2": 0.353, "X3": 0.18064, "Y3": 0.3668, "X4": 0.15318, "Y4": 0.3668, "page": 0, "Index": 34}, {"Word": "will", "Confidence": 0.991, "X1": 0.18497, "Y1": 0.3532, "X2": 0.20954, "Y2": 0.353, "X3": 0.20954, "Y3": 0.3668, "X4": 0.18497, "Y4": 0.3668, "page": 0, "Index": 35}, {"Word": "mail", "Confidence": 0.981, "X1": 0.21387, "Y1": 0.3532, "X2": 0.24711, "Y2": 0.353, "X3": 0.24855, "Y3": 0.3668, "X4": 0.21387, "Y4": 0.3668, "page": 0, "Index": 36}, {"Word": "you", "Confidence": 0.998, "X1": 0.25145, "Y1": 0.3532, "X2": 0.28179, "Y2": 0.353, "X3": 0.28179, "Y3": 0.3668, "X4": 0.25145, "Y4": 0.3668, "page": 0, "Index": 37}, {"Word": "a", "Confidence": 0.959, "X1": 0.28613, "Y1": 0.3532, "X2": 0.2948, "Y2": 0.353, "X3": 0.2948, "Y3": 0.3668, "X4": 0.28613, "Y4": 0.3668, "page": 0, "Index": 38}, {"Word": "copy", "Confidence": 0.991, "X1": 0.29913, "Y1": 0.3532, "X2": 0.33671, "Y2": 0.353, "X3": 0.33671, "Y3": 0.3668, "X4": 0.29913, "Y4": 0.3668, "page": 0, "Index": 39}, {"Word": "of", "Confidence": 0.998, "X1": 0.34104, "Y1": 0.3532, "X2": 0.35694, "Y2": 0.353, "X3": 0.35694, "Y3": 0.3668, "X4": 0.34104, "Y4": 0.3668, "page": 0, "Index": 40}, {"Word": "the", "Confidence": 0.994, "X1": 0.36127, "Y1": 0.3532, "X2": 0.38584, "Y2": 0.353, "X3": 0.38584, "Y3": 0.3678, "X4": 0.36127, "Y4": 0.3668, "page": 0, "Index": 41}, {"Word": "new", "Confidence": 0.998, "X1": 0.39017, "Y1": 0.3532, "X2": 0.42197, "Y2": 0.353, "X3": 0.42197, "Y3": 0.3678, "X4": 0.39017, "Y4": 0.3678, "page": 0, "Index": 42}, {"Word": "guidelines", "Confidence": 0.991, "X1": 0.4263, "Y1": 0.3532, "X2": 0.50578, "Y2": 0.353, "X3": 0.50723, "Y3": 0.3678, "X4": 0.4263, "Y4": 0.3678, "page": 0, "Index": 43}, {"Word": "in", "Confidence": 0.998, "X1": 0.51012, "Y1": 0.3532, "X2": 0.52457, "Y2": 0.353, "X3": 0.52457, "Y3": 0.3678, "X4": 0.51156, "Y4": 0.3678, "page": 0, "Index": 44}, {"Word": "the", "Confidence": 0.997, "X1": 0.5289, "Y1": 0.3532, "X2": 0.55347, "Y2": 0.353, "X3": 0.55491, "Y3": 0.3678, "X4": 0.5289, "Y4": 0.3678, "page": 0, "Index": 45}, {"Word": "near", "Confidence": 0.991, "X1": 0.5578, "Y1": 0.3532, "X2": 0.59393, "Y2": 0.353, "X3": 0.59538, "Y3": 0.3678, "X4": 0.5578, "Y4": 0.3678, "page": 0, "Index": 46}, {"Word": "future.", "Confidence": 0.993, "X1": 0.59827, "Y1": 0.3532, "X2": 0.65318, "Y2": 0.353, "X3": 0.65318, "Y3": 0.3678, "X4": 0.59971, "Y4": 0.3678, "page": 0, "Index": 47}, {"Word": "Upon", "Confidence": 0.985, "X1": 0.65751, "Y1": 0.3532, "X2": 0.69942, "Y2": 0.353, "X3": 0.69942, "Y3": 0.3678, "X4": 0.65751, "Y4": 0.3678, "page": 0, "Index": 48}, {"Word": "receipt", "Confidence": 0.949, "X1": 0.70376, "Y1": 0.3532, "X2": 0.75867, "Y2": 0.353, "X3": 0.75867, "Y3": 0.3678, "X4": 0.70376, "Y4": 0.3678, "page": 0, "Index": 49}, {"Word": "of", "Confidence": 0.996, "X1": 0.76301, "Y1": 0.3532, "X2": 0.77746, "Y2": 0.353, "X3": 0.7789, "Y3": 0.3678, "X4": 0.76301, "Y4": 0.3678, "page": 0, "Index": 50}, {"Word": "the", "Confidence": 0.998, "X1": 0.78179, "Y1": 0.3532, "X2": 0.8078, "Y2": 0.353, "X3": 0.8078, "Y3": 0.3678, "X4": 0.78179, "Y4": 0.3678, "page": 0, "Index": 51}, {"Word": "guidelines,", "Confidence": 0.955, "X1": 0.81069, "Y1": 0.3532, "X2": 0.89884, "Y2": 0.353, "X3": 0.89884, "Y3": 0.3678, "X4": 0.81214, "Y4": 0.3678, "page": 0, "Index": 52}, {"Word": "please", "Confidence": 0.995, "X1": 0.05491, "Y1": 0.3682, "X2": 0.10405, "Y2": 0.368, "X3": 0.10405, "Y3": 0.3818, "X4": 0.05347, "Y4": 0.3818, "page": 0, "Index": 53}, {"Word": "destroy", "Confidence": 0.968, "X1": 0.10838, "Y1": 0.3672, "X2": 0.16618, "Y2": 0.367, "X3": 0.16618, "Y3": 0.3818, "X4": 0.10838, "Y4": 0.3818, "page": 0, "Index": 54}, {"Word": "all", "Confidence": 0.998, "X1": 0.17052, "Y1": 0.3672, "X2": 0.18931, "Y2": 0.367, "X3": 0.18786, "Y3": 0.3818, "X4": 0.17052, "Y4": 0.3818, "page": 0, "Index": 55}, {"Word": "old", "Confidence": 0.998, "X1": 0.1922, "Y1": 0.3672, "X2": 0.21676, "Y2": 0.367, "X3": 0.21676, "Y3": 0.3818, "X4": 0.1922, "Y4": 0.3818, "page": 0, "Index": 56}, {"Word": "copies.", "Confidence": 0.949, "X1": 0.2211, "Y1": 0.3682, "X2": 0.2789, "Y2": 0.368, "X3": 0.27746, "Y3": 0.3818, "X4": 0.2211, "Y4": 0.3818, "page": 0, "Index": 57}, {"Word": "The", "Confidence": 0.994, "X1": 0.05347, "Y1": 0.3972, "X2": 0.08237, "Y2": 0.397, "X3": 0.08092, "Y3": 0.4128, "X4": 0.05202, "Y4": 0.4128, "page": 0, "Index": 58}, {"Word": "updates", "Confidence": 0.992, "X1": 0.08671, "Y1": 0.3972, "X2": 0.14884, "Y2": 0.397, "X3": 0.1474, "Y3": 0.4128, "X4": 0.08526, "Y4": 0.4128, "page": 0, "Index": 59}, {"Word": "will", "Confidence": 0.985, "X1": 0.15318, "Y1": 0.3972, "X2": 0.17919, "Y2": 0.397, "X3": 0.17775, "Y3": 0.4128, "X4": 0.15173, "Y4": 0.4128, "page": 0, "Index": 60}, {"Word": "primarily", "Confidence": 0.992, "X1": 0.18353, "Y1": 0.3972, "X2": 0.25, "Y2": 0.397, "X3": 0.25, "Y3": 0.4128, "X4": 0.18208, "Y4": 0.4128, "page": 0, "Index": 61}, {"Word": "reflect", "Confidence": 0.993, "X1": 0.25578, "Y1": 0.3972, "X2": 0.30347, "Y2": 0.397, "X3": 0.30202, "Y3": 0.4128, "X4": 0.25434, "Y4": 0.4128, "page": 0, "Index": 62}, {"Word": "minor", "Confidence": 0.993, "X1": 0.3078, "Y1": 0.3972, "X2": 0.3526, "Y2": 0.397, "X3": 0.35116, "Y3": 0.4128, "X4": 0.3078, "Y4": 0.4128, "page": 0, "Index": 63}, {"Word": "operating", "Confidence": 0.653, "X1": 0.35694, "Y1": 0.3972, "X2": 0.43064, "Y2": 0.397, "X3": 0.43064, "Y3": 0.4138, "X4": 0.35549, "Y4": 0.4128, "page": 0, "Index": 64}, {"Word": "changes", "Confidence": 0.994, "X1": 0.43497, "Y1": 0.3982, "X2": 0.50145, "Y2": 0.398, "X3": 0.50145, "Y3": 0.4138, "X4": 0.43497, "Y4": 0.4138, "page": 0, "Index": 65}, {"Word": "as", "Confidence": 0.997, "X1": 0.50723, "Y1": 0.3982, "X2": 0.52457, "Y2": 0.398, "X3": 0.52457, "Y3": 0.4138, "X4": 0.50578, "Y4": 0.4138, "page": 0, "Index": 66}, {"Word": "well", "Confidence": 0.881, "X1": 0.5289, "Y1": 0.3982, "X2": 0.55925, "Y2": 0.398, "X3": 0.55925, "Y3": 0.4138, "X4": 0.5289, "Y4": 0.4138, "page": 0, "Index": 67}, {"Word": "as", "Confidence": 0.993, "X1": 0.56358, "Y1": 0.3982, "X2": 0.58382, "Y2": 0.398, "X3": 0.58382, "Y3": 0.4138, "X4": 0.56358, "Y4": 0.4138, "page": 0, "Index": 68}, {"Word": "a", "Confidence": 0.997, "X1": 0.58815, "Y1": 0.3982, "X2": 0.59682, "Y2": 0.398, "X3": 0.59682, "Y3": 0.4138, "X4": 0.58815, "Y4": 0.4138, "page": 0, "Index": 69}, {"Word": "change", "Confidence": 0.996, "X1": 0.6026, "Y1": 0.3982, "X2": 0.65896, "Y2": 0.398, "X3": 0.65896, "Y3": 0.4138, "X4": 0.60116, "Y4": 0.4138, "page": 0, "Index": 70}, {"Word": "in", "Confidence": 0.998, "X1": 0.66474, "Y1": 0.3982, "X2": 0.67919, "Y2": 0.398, "X3": 0.67919, "Y3": 0.4138, "X4": 0.66329, "Y4": 0.4138, "page": 0, "Index": 71}, {"Word": "the", "Confidence": 0.994, "X1": 0.68353, "Y1": 0.3982, "X2": 0.70809, "Y2": 0.398, "X3": 0.70809, "Y3": 0.4138, "X4": 0.68353, "Y4": 0.4138, "page": 0, "Index": 72}, {"Word": "shelf", "Confidence": 0.95, "X1": 0.71243, "Y1": 0.3982, "X2": 0.75, "Y2": 0.398, "X3": 0.75, "Y3": 0.4138, "X4": 0.71243, "Y4": 0.4138, "page": 0, "Index": 73}, {"Word": "life", "Confidence": 0.983, "X1": 0.75434, "Y1": 0.3982, "X2": 0.77746, "Y2": 0.398, "X3": 0.77746, "Y3": 0.4138, "X4": 0.75434, "Y4": 0.4138, "page": 0, "Index": 74}, {"Word": "of", "Confidence": 0.998, "X1": 0.78179, "Y1": 0.3982, "X2": 0.79769, "Y2": 0.398, "X3": 0.79769, "Y3": 0.4128, "X4": 0.78179, "Y4": 0.4138, "page": 0, "Index": 75}, {"Word": "our", "Confidence": 0.998, "X1": 0.80202, "Y1": 0.3982, "X2": 0.83237, "Y2": 0.398, "X3": 0.83237, "Y3": 0.4128, "X4": 0.80202, "Y4": 0.4128, "page": 0, "Index": 76}, {"Word": "as", "Confidence": 0.998, "X1": 0.47254, "Y1": 0.4132, "X2": 0.48988, "Y2": 0.413, "X3": 0.48988, "Y3": 0.4278, "X4": 0.47254, "Y4": 0.4278, "page": 0, "Index": 77}, {"Word": "follows:", "Confidence": 0.991, "X1": 0.49422, "Y1": 0.4132, "X2": 0.5578, "Y2": 0.413, "X3": 0.5578, "Y3": 0.4278, "X4": 0.49422, "Y4": 0.4278, "page": 0, "Index": 78}, {"Word": "products.", "Confidence": 0.991, "X1": 0.05347, "Y1": 0.4132, "X2": 0.13006, "Y2": 0.413, "X3": 0.13006, "Y3": 0.4288, "X4": 0.05202, "Y4": 0.4288, "page": 0, "Index": 79}, {"Word": "The", "Confidence": 0.998, "X1": 0.13439, "Y1": 0.4132, "X2": 0.16329, "Y2": 0.413, "X3": 0.16329, "Y3": 0.4288, "X4": 0.13439, "Y4": 0.4288, "page": 0, "Index": 80}, {"Word": "new", "Confidence": 0.998, "X1": 0.16908, "Y1": 0.4132, "X2": 0.20087, "Y2": 0.413, "X3": 0.20087, "Y3": 0.4288, "X4": 0.16763, "Y4": 0.4288, "page": 0, "Index": 81}, {"Word": "shelf", "Confidence": 0.989, "X1": 0.2052, "Y1": 0.4132, "X2": 0.24277, "Y2": 0.413, "X3": 0.24277, "Y3": 0.4288, "X4": 0.2052, "Y4": 0.4288, "page": 0, "Index": 82}, {"Word": "life", "Confidence": 0.991, "X1": 0.24711, "Y1": 0.4132, "X2": 0.27023, "Y2": 0.413, "X3": 0.27023, "Y3": 0.4288, "X4": 0.24711, "Y4": 0.4288, "page": 0, "Index": 83}, {"Word": "effective", "Confidence": 0.847, "X1": 0.27457, "Y1": 0.4132, "X2": 0.34827, "Y2": 0.413, "X3": 0.34827, "Y3": 0.4288, "X4": 0.27457, "Y4": 0.4288, "page": 0, "Index": 84}, {"Word": "July", "Confidence": 0.976, "X1": 0.3526, "Y1": 0.4132, "X2": 0.38728, "Y2": 0.413, "X3": 0.38728, "Y3": 0.4288, "X4": 0.3526, "Y4": 0.4288, "page": 0, "Index": 85}, {"Word": "1,", "Confidence": 0.992, "X1": 0.39306, "Y1": 0.4132, "X2": 0.40751, "Y2": 0.413, "X3": 0.40751, "Y3": 0.4288, "X4": 0.39162, "Y4": 0.4288, "page": 0, "Index": 86}, {"Word": "2002", "Confidence": 0.986, "X1": 0.41185, "Y1": 0.4132, "X2": 0.45087, "Y2": 0.413, "X3": 0.45087, "Y3": 0.4288, "X4": 0.41185, "Y4": 0.4288, "page": 0, "Index": 87}, {"Word": "is", "Confidence": 0.998, "X1": 0.4552, "Y1": 0.4132, "X2": 0.46821, "Y2": 0.413, "X3": 0.46821, "Y3": 0.4288, "X4": 0.4552, "Y4": 0.4288, "page": 0, "Index": 88}, {"Word": "Old", "Confidence": 0.929, "X1": 0.45809, "Y1": 0.4432, "X2": 0.48555, "Y2": 0.443, "X3": 0.48555, "Y3": 0.4568, "X4": 0.45809, "Y4": 0.4568, "page": 0, "Index": 89}, {"Word": "Life", "Confidence": 0.989, "X1": 0.48988, "Y1": 0.4432, "X2": 0.52312, "Y2": 0.443, "X3": 0.52312, "Y3": 0.4578, "X4": 0.48988, "Y4": 0.4568, "page": 0, "Index": 90}, {"Word": "New", "Confidence": 0.955, "X1": 0.70954, "Y1": 0.4442, "X2": 0.74277, "Y2": 0.444, "X3": 0.74277, "Y3": 0.4568, "X4": 0.70954, "Y4": 0.4578, "page": 0, "Index": 91}, {"Word": "Life", "Confidence": 0.989, "X1": 0.75, "Y1": 0.4442, "X2": 0.78324, "Y2": 0.444, "X3": 0.78324, "Y3": 0.4578, "X4": 0.75, "Y4": 0.4568, "page": 0, "Index": 92}, {"Word": "Wholesale", "Confidence": 0.995, "X1": 0.36994, "Y1": 0.4592, "X2": 0.45954, "Y2": 0.459, "X3": 0.45954, "Y3": 0.4748, "X4": 0.36994, "Y4": 0.4738, "page": 0, "Index": 93}, {"Word": "Retail", "Confidence": 0.944, "X1": 0.51156, "Y1": 0.4592, "X2": 0.56792, "Y2": 0.459, "X3": 0.56792, "Y3": 0.4738, "X4": 0.51156, "Y4": 0.4728, "page": 0, "Index": 94}, {"Word": "Wholesale", "Confidence": 0.995, "X1": 0.6474, "Y1": 0.4602, "X2": 0.73555, "Y2": 0.46, "X3": 0.73699, "Y3": 0.4748, "X4": 0.64595, "Y4": 0.4728, "page": 0, "Index": 95}, {"Word": "Retail", "Confidence": 0.995, "X1": 0.78035, "Y1": 0.4582, "X2": 0.83237, "Y2": 0.458, "X3": 0.83237, "Y3": 0.4738, "X4": 0.78035, "Y4": 0.4728, "page": 0, "Index": 96}, {"Word": "CAMEL/SALEM/WINSTON", "Confidence": 0.886, "X1": 0.05202, "Y1": 0.4742, "X2": 0.2659, "Y2": 0.474, "X3": 0.2659, "Y3": 0.4888, "X4": 0.05202, "Y4": 0.4898, "page": 0, "Index": 97}, {"Word": "10", "Confidence": 0.997, "X1": 0.37139, "Y1": 0.4752, "X2": 0.38873, "Y2": 0.475, "X3": 0.38873, "Y3": 0.4888, "X4": 0.37139, "Y4": 0.4888, "page": 0, "Index": 98}, {"Word": "Months", "Confidence": 0.996, "X1": 0.39306, "Y1": 0.4752, "X2": 0.45376, "Y2": 0.475, "X3": 0.45376, "Y3": 0.4888, "X4": 0.39306, "Y4": 0.4888, "page": 0, "Index": 99}, {"Word": "12", "Confidence": 0.998, "X1": 0.51301, "Y1": 0.4752, "X2": 0.53035, "Y2": 0.475, "X3": 0.53035, "Y3": 0.4888, "X4": 0.51301, "Y4": 0.4888, "page": 0, "Index": 100}, {"Word": "Months", "Confidence": 0.996, "X1": 0.53468, "Y1": 0.4752, "X2": 0.59682, "Y2": 0.475, "X3": 0.59682, "Y3": 0.4888, "X4": 0.53468, "Y4": 0.4888, "page": 0, "Index": 101}, {"Word": "11", "Confidence": 0.997, "X1": 0.6474, "Y1": 0.4752, "X2": 0.66618, "Y2": 0.475, "X3": 0.66474, "Y3": 0.4888, "X4": 0.6474, "Y4": 0.4888, "page": 0, "Index": 102}, {"Word": "Months", "Confidence": 0.994, "X1": 0.66908, "Y1": 0.4762, "X2": 0.72977, "Y2": 0.476, "X3": 0.72977, "Y3": 0.4888, "X4": 0.66908, "Y4": 0.4888, "page": 0, "Index": 103}, {"Word": "13", "Confidence": 0.998, "X1": 0.78035, "Y1": 0.4752, "X2": 0.79913, "Y2": 0.475, "X3": 0.79913, "Y3": 0.4888, "X4": 0.78035, "Y4": 0.4888, "page": 0, "Index": 104}, {"Word": "Months", "Confidence": 0.996, "X1": 0.80202, "Y1": 0.4762, "X2": 0.86416, "Y2": 0.476, "X3": 0.86416, "Y3": 0.4898, "X4": 0.80347, "Y4": 0.4888, "page": 0, "Index": 105}, {"Word": "DORAL", "Confidence": 0.996, "X1": 0.05636, "Y1": 0.5052, "X2": 0.11561, "Y2": 0.505, "X3": 0.11561, "Y3": 0.5188, "X4": 0.05636, "Y4": 0.5198, "page": 0, "Index": 106}, {"Word": "12", "Confidence": 0.995, "X1": 0.37428, "Y1": 0.5062, "X2": 0.38873, "Y2": 0.506, "X3": 0.39017, "Y3": 0.5198, "X4": 0.37428, "Y4": 0.5198, "page": 0, "Index": 107}, {"Word": "Months", "Confidence": 0.994, "X1": 0.39306, "Y1": 0.5062, "X2": 0.45376, "Y2": 0.506, "X3": 0.4552, "Y3": 0.5198, "X4": 0.39306, "Y4": 0.5198, "page": 0, "Index": 108}, {"Word": "14", "Confidence": 0.993, "X1": 0.51445, "Y1": 0.5062, "X2": 0.53179, "Y2": 0.506, "X3": 0.53035, "Y3": 0.5188, "X4": 0.51445, "Y4": 0.5178, "page": 0, "Index": 109}, {"Word": "Months", "Confidence": 0.993, "X1": 0.53468, "Y1": 0.5062, "X2": 0.59682, "Y2": 0.506, "X3": 0.59682, "Y3": 0.5208, "X4": 0.53468, "Y4": 0.5188, "page": 0, "Index": 110}, {"Word": "11", "Confidence": 0.997, "X1": 0.6474, "Y1": 0.5052, "X2": 0.66474, "Y2": 0.505, "X3": 0.66474, "Y3": 0.5198, "X4": 0.6474, "Y4": 0.5198, "page": 0, "Index": 111}, {"Word": "Months", "Confidence": 0.996, "X1": 0.66908, "Y1": 0.5062, "X2": 0.73121, "Y2": 0.506, "X3": 0.73266, "Y3": 0.5198, "X4": 0.66908, "Y4": 0.5198, "page": 0, "Index": 112}, {"Word": "13", "Confidence": 0.998, "X1": 0.78324, "Y1": 0.5062, "X2": 0.79913, "Y2": 0.506, "X3": 0.79769, "Y3": 0.5198, "X4": 0.78179, "Y4": 0.5198, "page": 0, "Index": 113}, {"Word": "Months", "Confidence": 0.994, "X1": 0.80347, "Y1": 0.5062, "X2": 0.86561, "Y2": 0.506, "X3": 0.86561, "Y3": 0.5198, "X4": 0.80202, "Y4": 0.5198, "page": 0, "Index": 114}, {"Word": "VANTAGE/MORE/NOW/MOONLIGHT", "Confidence": 0.942, "X1": 0.05491, "Y1": 0.5352, "X2": 0.35983, "Y2": 0.535, "X3": 0.35838, "Y3": 0.5508, "X4": 0.05347, "Y4": 0.5518, "page": 0, "Index": 115}, {"Word": "10", "Confidence": 0.998, "X1": 0.37139, "Y1": 0.5352, "X2": 0.38873, "Y2": 0.535, "X3": 0.38873, "Y3": 0.5508, "X4": 0.36994, "Y4": 0.5508, "page": 0, "Index": 116}, {"Word": "Months", "Confidence": 0.994, "X1": 0.39451, "Y1": 0.5362, "X2": 0.45665, "Y2": 0.536, "X3": 0.45665, "Y3": 0.5518, "X4": 0.39306, "Y4": 0.5508, "page": 0, "Index": 117}, {"Word": "12", "Confidence": 0.996, "X1": 0.51445, "Y1": 0.5362, "X2": 0.53035, "Y2": 0.536, "X3": 0.53179, "Y3": 0.5498, "X4": 0.5159, "Y4": 0.5498, "page": 0, "Index": 118}, {"Word": "Months", "Confidence": 0.997, "X1": 0.53468, "Y1": 0.5372, "X2": 0.59827, "Y2": 0.537, "X3": 0.59682, "Y3": 0.5508, "X4": 0.53468, "Y4": 0.5498, "page": 0, "Index": 119}, {"Word": "13", "Confidence": 0.994, "X1": 0.6474, "Y1": 0.5362, "X2": 0.66474, "Y2": 0.536, "X3": 0.66474, "Y3": 0.5498, "X4": 0.64595, "Y4": 0.5498, "page": 0, "Index": 120}, {"Word": "Months", "Confidence": 0.996, "X1": 0.66908, "Y1": 0.5362, "X2": 0.73121, "Y2": 0.536, "X3": 0.73121, "Y3": 0.5508, "X4": 0.66908, "Y4": 0.5498, "page": 0, "Index": 121}, {"Word": "15", "Confidence": 0.998, "X1": 0.78324, "Y1": 0.5362, "X2": 0.79913, "Y2": 0.536, "X3": 0.79913, "Y3": 0.5498, "X4": 0.78468, "Y4": 0.5498, "page": 0, "Index": 122}, {"Word": "Months", "Confidence": 0.997, "X1": 0.80202, "Y1": 0.5362, "X2": 0.86705, "Y2": 0.536, "X3": 0.86705, "Y3": 0.5508, "X4": 0.80347, "Y4": 0.5498, "page": 0, "Index": 123}, {"Word": "MAGNA/STERLING/CENTURY", "Confidence": 0.957, "X1": 0.05491, "Y1": 0.5662, "X2": 0.30491, "Y2": 0.566, "X3": 0.30347, "Y3": 0.5818, "X4": 0.05491, "Y4": 0.5818, "page": 0, "Index": 124}, {"Word": "12", "Confidence": 0.997, "X1": 0.37428, "Y1": 0.5672, "X2": 0.38873, "Y2": 0.567, "X3": 0.38873, "Y3": 0.5818, "X4": 0.37428, "Y4": 0.5818, "page": 0, "Index": 125}, {"Word": "Months", "Confidence": 0.997, "X1": 0.39306, "Y1": 0.5672, "X2": 0.4552, "Y2": 0.567, "X3": 0.4552, "Y3": 0.5818, "X4": 0.39306, "Y4": 0.5818, "page": 0, "Index": 126}, {"Word": "14", "Confidence": 0.998, "X1": 0.51445, "Y1": 0.5682, "X2": 0.53179, "Y2": 0.568, "X3": 0.53324, "Y3": 0.5808, "X4": 0.51445, "Y4": 0.5808, "page": 0, "Index": 127}, {"Word": "Months", "Confidence": 0.997, "X1": 0.53613, "Y1": 0.5672, "X2": 0.59682, "Y2": 0.567, "X3": 0.59682, "Y3": 0.5818, "X4": 0.53613, "Y4": 0.5808, "page": 0, "Index": 128}, {"Word": "13", "Confidence": 0.998, "X1": 0.64884, "Y1": 0.5672, "X2": 0.66474, "Y2": 0.567, "X3": 0.66474, "Y3": 0.5818, "X4": 0.6474, "Y4": 0.5818, "page": 0, "Index": 129}, {"Word": "Months", "Confidence": 0.995, "X1": 0.66908, "Y1": 0.5672, "X2": 0.73266, "Y2": 0.567, "X3": 0.73266, "Y3": 0.5818, "X4": 0.66908, "Y4": 0.5818, "page": 0, "Index": 130}, {"Word": "15", "Confidence": 0.998, "X1": 0.78324, "Y1": 0.5672, "X2": 0.79913, "Y2": 0.567, "X3": 0.79913, "Y3": 0.5808, "X4": 0.78324, "Y4": 0.5808, "page": 0, "Index": 131}, {"Word": "Months", "Confidence": 0.996, "X1": 0.80347, "Y1": 0.5682, "X2": 0.86705, "Y2": 0.568, "X3": 0.86561, "Y3": 0.5818, "X4": 0.80347, "Y4": 0.5808, "page": 0, "Index": 132}, {"Word": "ECLIPSE", "Confidence": 0.994, "X1": 0.05491, "Y1": 0.5972, "X2": 0.12861, "Y2": 0.597, "X3": 0.12717, "Y3": 0.6108, "X4": 0.05491, "Y4": 0.6108, "page": 0, "Index": 133}, {"Word": "8", "Confidence": 0.981, "X1": 0.37139, "Y1": 0.5982, "X2": 0.38006, "Y2": 0.598, "X3": 0.38006, "Y3": 0.6098, "X4": 0.37139, "Y4": 0.6098, "page": 0, "Index": 134}, {"Word": "Months", "Confidence": 0.993, "X1": 0.38439, "Y1": 0.5992, "X2": 0.44509, "Y2": 0.599, "X3": 0.44509, "Y3": 0.6108, "X4": 0.38439, "Y4": 0.6098, "page": 0, "Index": 135}, {"Word": "9", "Confidence": 0.904, "X1": 0.51301, "Y1": 0.5982, "X2": 0.52312, "Y2": 0.598, "X3": 0.52168, "Y3": 0.6098, "X4": 0.51301, "Y4": 0.6098, "page": 0, "Index": 136}, {"Word": "Months", "Confidence": 0.997, "X1": 0.52601, "Y1": 0.5982, "X2": 0.58815, "Y2": 0.598, "X3": 0.58815, "Y3": 0.6118, "X4": 0.52601, "Y4": 0.6098, "page": 0, "Index": 137}, {"Word": "No", "Confidence": 0.996, "X1": 0.6474, "Y1": 0.5972, "X2": 0.66763, "Y2": 0.597, "X3": 0.66763, "Y3": 0.6118, "X4": 0.64595, "Y4": 0.6118, "page": 0, "Index": 138}, {"Word": "Change", "Confidence": 0.997, "X1": 0.67197, "Y1": 0.5982, "X2": 0.73844, "Y2": 0.598, "X3": 0.73844, "Y3": 0.6128, "X4": 0.67197, "Y4": 0.6118, "page": 0, "Index": 139}, {"Word": "No", "Confidence": 0.992, "X1": 0.78613, "Y1": 0.5972, "X2": 0.8078, "Y2": 0.597, "X3": 0.8078, "Y3": 0.6108, "X4": 0.78613, "Y4": 0.6108, "page": 0, "Index": 140}, {"Word": "Change", "Confidence": 0.997, "X1": 0.81214, "Y1": 0.5982, "X2": 0.87717, "Y2": 0.598, "X3": 0.87717, "Y3": 0.6118, "X4": 0.81214, "Y4": 0.6108, "page": 0, "Index": 141}, {"Word": "FORSYTH/BEST", "Confidence": 0.982, "X1": 0.05491, "Y1": 0.6262, "X2": 0.18786, "Y2": 0.626, "X3": 0.18931, "Y3": 0.6428, "X4": 0.05491, "Y4": 0.6438, "page": 0, "Index": 142}, {"Word": "VALUE/MONARCH", "Confidence": 0.991, "X1": 0.19364, "Y1": 0.6272, "X2": 0.34682, "Y2": 0.627, "X3": 0.34682, "Y3": 0.6428, "X4": 0.19364, "Y4": 0.6428, "page": 0, "Index": 143}, {"Word": "12", "Confidence": 0.998, "X1": 0.37139, "Y1": 0.6282, "X2": 0.38873, "Y2": 0.628, "X3": 0.39017, "Y3": 0.6428, "X4": 0.37139, "Y4": 0.6428, "page": 0, "Index": 144}, {"Word": "Months", "Confidence": 0.993, "X1": 0.39306, "Y1": 0.6292, "X2": 0.45665, "Y2": 0.629, "X3": 0.45665, "Y3": 0.6428, "X4": 0.39451, "Y4": 0.6428, "page": 0, "Index": 145}, {"Word": "14", "Confidence": 0.998, "X1": 0.51445, "Y1": 0.6282, "X2": 0.53179, "Y2": 0.628, "X3": 0.53324, "Y3": 0.6418, "X4": 0.51445, "Y4": 0.6418, "page": 0, "Index": 146}, {"Word": "Months", "Confidence": 0.997, "X1": 0.53613, "Y1": 0.6282, "X2": 0.59827, "Y2": 0.628, "X3": 0.59827, "Y3": 0.6428, "X4": 0.53757, "Y4": 0.6418, "page": 0, "Index": 147}, {"Word": "22", "Confidence": 0.998, "X1": 0.64884, "Y1": 0.6282, "X2": 0.66618, "Y2": 0.628, "X3": 0.66618, "Y3": 0.6418, "X4": 0.6474, "Y4": 0.6418, "page": 0, "Index": 148}, {"Word": "Months", "Confidence": 0.994, "X1": 0.67052, "Y1": 0.6292, "X2": 0.73266, "Y2": 0.629, "X3": 0.73266, "Y3": 0.6418, "X4": 0.67052, "Y4": 0.6418, "page": 0, "Index": 149}, {"Word": "24", "Confidence": 0.992, "X1": 0.78179, "Y1": 0.6282, "X2": 0.79913, "Y2": 0.628, "X3": 0.79913, "Y3": 0.6418, "X4": 0.78035, "Y4": 0.6418, "page": 0, "Index": 150}, {"Word": "Months", "Confidence": 0.995, "X1": 0.80347, "Y1": 0.6292, "X2": 0.86705, "Y2": 0.629, "X3": 0.86705, "Y3": 0.6428, "X4": 0.80347, "Y4": 0.6418, "page": 0, "Index": 151}, {"Word": "If", "Confidence": 0.957, "X1": 0.05491, "Y1": 0.6742, "X2": 0.06503, "Y2": 0.674, "X3": 0.06358, "Y3": 0.6888, "X4": 0.05491, "Y4": 0.6888, "page": 0, "Index": 152}, {"Word": "you", "Confidence": 0.998, "X1": 0.06936, "Y1": 0.6742, "X2": 0.09827, "Y2": 0.674, "X3": 0.09682, "Y3": 0.6888, "X4": 0.06792, "Y4": 0.6888, "page": 0, "Index": 153}, {"Word": "have", "Confidence": 0.987, "X1": 0.1026, "Y1": 0.6742, "X2": 0.14017, "Y2": 0.674, "X3": 0.14017, "Y3": 0.6888, "X4": 0.10116, "Y4": 0.6888, "page": 0, "Index": 154}, {"Word": "any", "Confidence": 0.998, "X1": 0.14451, "Y1": 0.6742, "X2": 0.17341, "Y2": 0.674, "X3": 0.17341, "Y3": 0.6888, "X4": 0.14451, "Y4": 0.6888, "page": 0, "Index": 155}, {"Word": "questions", "Confidence": 0.993, "X1": 0.17775, "Y1": 0.6742, "X2": 0.25434, "Y2": 0.674, "X3": 0.25434, "Y3": 0.6888, "X4": 0.17775, "Y4": 0.6888, "page": 0, "Index": 156}, {"Word": "about", "Confidence": 0.998, "X1": 0.25867, "Y1": 0.6752, "X2": 0.30202, "Y2": 0.675, "X3": 0.30202, "Y3": 0.6888, "X4": 0.25723, "Y4": 0.6888, "page": 0, "Index": 157}, {"Word": "these", "Confidence": 0.996, "X1": 0.30636, "Y1": 0.6752, "X2": 0.34971, "Y2": 0.675, "X3": 0.34971, "Y3": 0.6888, "X4": 0.30636, "Y4": 0.6888, "page": 0, "Index": 158}, {"Word": "revisions,", "Confidence": 0.934, "X1": 0.35405, "Y1": 0.6752, "X2": 0.42919, "Y2": 0.675, "X3": 0.42775, "Y3": 0.6888, "X4": 0.35405, "Y4": 0.6888, "page": 0, "Index": 159}, {"Word": "please", "Confidence": 0.995, "X1": 0.43353, "Y1": 0.6752, "X2": 0.48555, "Y2": 0.675, "X3": 0.48555, "Y3": 0.6888, "X4": 0.43208, "Y4": 0.6888, "page": 0, "Index": 160}, {"Word": "contact", "Confidence": 0.995, "X1": 0.48988, "Y1": 0.6752, "X2": 0.54769, "Y2": 0.675, "X3": 0.54769, "Y3": 0.6888, "X4": 0.48988, "Y4": 0.6888, "page": 0, "Index": 161}, {"Word": "your", "Confidence": 0.983, "X1": 0.55202, "Y1": 0.6742, "X2": 0.58671, "Y2": 0.674, "X3": 0.58671, "Y3": 0.6888, "X4": 0.55202, "Y4": 0.6888, "page": 0, "Index": 162}, {"Word": "local", "Confidence": 0.993, "X1": 0.59104, "Y1": 0.6742, "X2": 0.62861, "Y2": 0.674, "X3": 0.62717, "Y3": 0.6888, "X4": 0.5896, "Y4": 0.6888, "page": 0, "Index": 163}, {"Word": "RJRT", "Confidence": 0.996, "X1": 0.63295, "Y1": 0.6742, "X2": 0.67775, "Y2": 0.674, "X3": 0.67775, "Y3": 0.6888, "X4": 0.6315, "Y4": 0.6888, "page": 0, "Index": 164}, {"Word": "Sales", "Confidence": 0.996, "X1": 0.68208, "Y1": 0.6742, "X2": 0.72688, "Y2": 0.674, "X3": 0.72543, "Y3": 0.6888, "X4": 0.68208, "Y4": 0.6888, "page": 0, "Index": 165}, {"Word": "Representative", "Confidence": 0.991, "X1": 0.73121, "Y1": 0.6742, "X2": 0.84827, "Y2": 0.674, "X3": 0.84827, "Y3": 0.6888, "X4": 0.72977, "Y4": 0.6888, "page": 0, "Index": 166}, {"Word": "or", "Confidence": 0.996, "X1": 0.8526, "Y1": 0.6742, "X2": 0.8685, "Y2": 0.674, "X3": 0.8685, "Y3": 0.6888, "X4": 0.8526, "Y4": 0.6888, "page": 0, "Index": 167}, {"Word": "call", "Confidence": 0.631, "X1": 0.87283, "Y1": 0.6742, "X2": 0.90462, "Y2": 0.674, "X3": 0.90318, "Y3": 0.6888, "X4": 0.87283, "Y4": 0.6888, "page": 0, "Index": 168}, {"Word": "the", "Confidence": 0.994, "X1": 0.05491, "Y1": 0.6892, "X2": 0.07803, "Y2": 0.689, "X3": 0.07803, "Y3": 0.7038, "X4": 0.05491, "Y4": 0.7038, "page": 0, "Index": 169}, {"Word": "RJRT", "Confidence": 0.983, "X1": 0.08237, "Y1": 0.6882, "X2": 0.12717, "Y2": 0.688, "X3": 0.12717, "Y3": 0.7038, "X4": 0.08237, "Y4": 0.7038, "page": 0, "Index": 170}, {"Word": "Product", "Confidence": 0.995, "X1": 0.1315, "Y1": 0.6882, "X2": 0.19364, "Y2": 0.688, "X3": 0.19364, "Y3": 0.7038, "X4": 0.1315, "Y4": 0.7038, "page": 0, "Index": 171}, {"Word": "Hotline", "Confidence": 0.996, "X1": 0.19798, "Y1": 0.6882, "X2": 0.25289, "Y2": 0.688, "X3": 0.25289, "Y3": 0.7038, "X4": 0.19798, "Y4": 0.7038, "page": 0, "Index": 172}, {"Word": "at", "Confidence": 0.997, "X1": 0.25723, "Y1": 0.6882, "X2": 0.27457, "Y2": 0.688, "X3": 0.27457, "Y3": 0.7038, "X4": 0.25723, "Y4": 0.7038, "page": 0, "Index": 173}, {"Word": "1-800-992-3284,", "Confidence": 0.955, "X1": 0.2789, "Y1": 0.6882, "X2": 0.40751, "Y2": 0.688, "X3": 0.40751, "Y3": 0.7048, "X4": 0.2789, "Y4": 0.7038, "page": 0, "Index": 174}, {"Word": "Option", "Confidence": 0.997, "X1": 0.41185, "Y1": 0.6882, "X2": 0.46387, "Y2": 0.688, "X3": 0.46387, "Y3": 0.7048, "X4": 0.41185, "Y4": 0.7048, "page": 0, "Index": 175}, {"Word": "#", "Confidence": 0.996, "X1": 0.46821, "Y1": 0.6882, "X2": 0.47832, "Y2": 0.688, "X3": 0.47832, "Y3": 0.7048, "X4": 0.46821, "Y4": 0.7048, "page": 0, "Index": 176}, {"Word": "2.", "Confidence": 0.955, "X1": 0.48266, "Y1": 0.6882, "X2": 0.50289, "Y2": 0.688, "X3": 0.50289, "Y3": 0.7048, "X4": 0.48266, "Y4": 0.7048, "page": 0, "Index": 177}, {"Word": "R.J.", "Confidence": 0.982, "X1": 0.05491, "Y1": 0.7642, "X2": 0.08526, "Y2": 0.764, "X3": 0.08526, "Y3": 0.7818, "X4": 0.05491, "Y4": 0.7818, "page": 0, "Index": 178}, {"Word": "REYNOLDS", "Confidence": 0.989, "X1": 0.09104, "Y1": 0.7642, "X2": 0.18931, "Y2": 0.764, "X3": 0.18786, "Y3": 0.7808, "X4": 0.09104, "Y4": 0.7818, "page": 0, "Index": 179}, {"Word": "TOBACCO", "Confidence": 0.994, "X1": 0.19364, "Y1": 0.7642, "X2": 0.2789, "Y2": 0.764, "X3": 0.2789, "Y3": 0.7808, "X4": 0.19364, "Y4": 0.7808, "page": 0, "Index": 180}, {"Word": "COMPANY", "Confidence": 0.997, "X1": 0.28324, "Y1": 0.7652, "X2": 0.37861, "Y2": 0.765, "X3": 0.37717, "Y3": 0.7818, "X4": 0.28324, "Y4": 0.7808, "page": 0, "Index": 181}, {"Word": "52702", "Confidence": 0.997, "X1": 0.98988, "Y1": 0.9082, "X2": 0.98988, "Y2": 0.908, "X3": 0.96532, "Y3": 0.9068, "X4": 0.96676, "Y4": 0.8598, "page": 0, "Index": 182}, {"Word": "8380", "Confidence": 0.991, "X1": 0.98988, "Y1": 0.9552, "X2": 0.98988, "Y2": 0.955, "X3": 0.96387, "Y3": 0.9538, "X4": 0.96532, "Y4": 0.9148, "page": 0, "Index": 183}, {"Word": "\"We", "Confidence": 0.818, "X1": 0.39162, "Y1": 0.9482, "X2": 0.41908, "Y2": 0.948, "X3": 0.41908, "Y3": 0.9628, "X4": 0.39162, "Y4": 0.9628, "page": 0, "Index": 184}, {"Word": "work", "Confidence": 0.993, "X1": 0.42341, "Y1": 0.9482, "X2": 0.46243, "Y2": 0.948, "X3": 0.46243, "Y3": 0.9628, "X4": 0.42341, "Y4": 0.9628, "page": 0, "Index": 185}, {"Word": "for", "Confidence": 0.998, "X1": 0.46532, "Y1": 0.9482, "X2": 0.48844, "Y2": 0.948, "X3": 0.48844, "Y3": 0.9618, "X4": 0.46676, "Y4": 0.9618, "page": 0, "Index": 186}, {"Word": "smokers.\"", "Confidence": 0.991, "X1": 0.49277, "Y1": 0.9482, "X2": 0.57659, "Y2": 0.948, "X3": 0.57659, "Y3": 0.9628, "X4": 0.49277, "Y4": 0.9618, "page": 0, "Index": 187}]}	"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"

Subsets and Splits

No saved queries yet

Save your SQL queries to embed, download, and access them later. Queries will appear here once saved.